{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "47b03ad8-d999-477e-aabe-6feaf2219cdc",
   "metadata": {},
   "source": [
    "# Using a DESC Equilibrium Output"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "76bad3fe-aabb-48e1-8059-b43665253aad",
   "metadata": {},
   "source": [
    "This tutorial covers computing quantities of interest in DESC, plotting, and interfacing with external codes that expect a VMEC-like output file."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "e981d1fc",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "import sys\n",
    "import os\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "plt.rcParams.update({\"font.size\": 18})\n",
    "sys.path.insert(0, os.path.abspath(\".\"))\n",
    "sys.path.append(os.path.abspath(\"../../../\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "a8263088",
   "metadata": {},
   "outputs": [],
   "source": [
    "# from desc import set_device\n",
    "# set_device(\"gpu\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fa72f834-4806-44a7-bdfc-4ff37e710ec8",
   "metadata": {},
   "source": [
    "## Loading in a DESC Equilibrium\n",
    "DESC saves its output files as .h5 files, which can be loaded using the load function contained in the `desc.io` module"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "7d20eda4-5247-41cd-8ef6-9abd92ddf641",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "DESC version 0.12.1+161.g77b184c81.dirty,using JAX backend, jax version=0.4.31, jaxlib version=0.4.31, dtype=float64\n",
      "Using device: CPU, with 8.41 GB available memory\n"
     ]
    }
   ],
   "source": [
    "import desc.io"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a3f6822-4859-4fee-9eaa-2345f49b15b5",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "In DESC, equilibrium solutions are stored as `Equilibrium` objects, which contain the spectral coefficients of the solved equilibrium as well as the last-closed-flux-surface used to solve the equilibrium, the pressure and iota profiles, and other quantities that define the equilibrium. \n",
    "\n",
    "Often in DESC, a continuation method is employed to solve for equilibria where a sequence of related equilibria are computed until the final resolution and input parameters are reached. When calling DESC from the command line, this sequence of `Equilibrium` objects are stored inside an `EquilibriaFamily` object, which essentially acts as a list of `Equilibrium` objects with some extra functionality to aid in the continuation method.\n",
    "\n",
    "We will load in the solution to the `HELIOTRON` example input file we solved in the previous notebook now."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "be1ebc48-b05f-46e5-af93-fc29831b3164",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'desc.equilibrium.equilibrium.EquilibriaFamily'>\n"
     ]
    }
   ],
   "source": [
    "eq_fam = desc.io.load(\"input.HELIOTRON_output.h5\")\n",
    "print(type(eq_fam))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2e049153-b170-4295-ab09-907fcacf2d12",
   "metadata": {},
   "source": [
    "As you can see, the object we just loaded in is an `EquilibriaFamily`. We can check to see how many equilibria this family contains (3, each corresponding to a different step in the continuation method outlined in the `HELIOTRON` input file). "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "2217e623-7a23-411d-82ae-58f3ba69d644",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "8"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(eq_fam)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3a4c5fed-f8dc-489e-bd9c-d317a82b865b",
   "metadata": {},
   "source": [
    "We can visualize the different equilibria with the `plot_comparison` function, which plots flux surfaces and the contours of constant straight field-line poloidal angle $\\vartheta=\\theta+\\lambda$ for multiple equilibria. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "99263410-dec8-499c-85fc-8f17f7177572",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1152.32x960.27 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%matplotlib inline\n",
    "from desc.plotting import plot_comparison\n",
    "\n",
    "fig, ax = plot_comparison(\n",
    "    eqs=[eq_fam[1], eq_fam[3], eq_fam[-1]],\n",
    "    labels=[\n",
    "        \"Axisymmetric w/o pressure\",\n",
    "        \"Axisymmetric w/ pressure\",\n",
    "        \"Nonaxisymmetric w/ pressure\",\n",
    "    ],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a91dfb37-c7ad-48fe-a7e3-8a9c263d63b9",
   "metadata": {},
   "source": [
    "## Computing Quantities from a DESC Equilibrium"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d202b455-804f-4237-9d33-9665fcbf7ae2",
   "metadata": {},
   "source": [
    "Now let's focus on a single equilibrium. We can choose the final solution by indexing the last element of `eq_fam`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "c01bd311-057c-471a-aacd-62c033de4108",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'desc.equilibrium.equilibrium.Equilibrium'>\n"
     ]
    }
   ],
   "source": [
    "eq = eq_fam[-1]\n",
    "print(type(eq))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1fcb2801-037a-4c0b-936e-84973c2847a9",
   "metadata": {},
   "source": [
    "Notice now we have an `Equilibrium` object, not an `EquilibriaFamily`. Printing an `Equilibrium` will list some information about it"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "7ce2e0f2-8110-4e5a-b78e-4da34bf98e87",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Equilibrium at 0x788b4713d400 (L=8, M=8, N=3, NFP=19, sym=1, spectral_indexing=ansi)\n"
     ]
    }
   ],
   "source": [
    "print(eq)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a1f93b66-ccb2-460a-94ff-cd07a94887d8",
   "metadata": {},
   "source": [
    "Here we can see that this equilibrium solution has 19 field periods (`NFP=19`) and is represented with a Fourier-Zernike spectral basis with radial resolution of `L=8`, poloidal resolution of `M=8`, and toroidal resolution of `N=3`. It is stellarator symmetric (`sym=1`), and the spectral indexing scheme used for the Zernike Polynomial basis was the `ansi` indexing (for more information on the indexing schemes see the [DESC documentation](https://desc-docs.readthedocs.io/en/latest/notebooks/basis_grid.html#Zernike-Polynomials-and-Fourier-Zernike-basis)). "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2a19814e-8499-4c17-822b-deafe2f40505",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "Grids in DESC are objects from the `desc.grid` module which specify points in computational space $(\\rho,\\theta,\\zeta)$. We typically want to plot at linearly spaced points, so we will use the `LinearGrid` class to make a 1-dimensional grid of points linearly spaced in $\\rho$.\n",
    "\n",
    "`grid.nodes` shows the points in the grid, each element being $(\\rho,\\theta,\\zeta)$. Notice our grid is an array of points from $\\rho=0$ to $\\rho=1$ equally spaced, all at $\\theta=\\zeta=0$. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "e4f8f9a9-8494-42a6-b41c-c5fdeac756bf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[0.  , 0.  , 0.  ],\n",
       "       [0.01, 0.  , 0.  ],\n",
       "       [0.02, 0.  , 0.  ],\n",
       "       [0.03, 0.  , 0.  ],\n",
       "       [0.04, 0.  , 0.  ],\n",
       "       [0.05, 0.  , 0.  ],\n",
       "       [0.06, 0.  , 0.  ],\n",
       "       [0.07, 0.  , 0.  ],\n",
       "       [0.08, 0.  , 0.  ],\n",
       "       [0.09, 0.  , 0.  ]])"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from desc.grid import LinearGrid\n",
    "\n",
    "grid_1d = LinearGrid(L=100)  # 101 linearly-spaced radial grid points\n",
    "grid_1d.nodes[:10, :]  # show the first 10"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "44b8b724-06a4-4984-a4c1-b388a2592a86",
   "metadata": {},
   "source": [
    "We can visualize the grid using the `plot_grid` function."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "19549718-2192-42d5-8c99-aa7622b2ecfd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 768.216x768.216 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from desc.plotting import plot_grid\n",
    "\n",
    "plot_grid(grid_1d, figsize=(8, 8));"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "93a11619-016a-437a-b6f9-691d5c661737",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "`Equilibrium` objects have a `compute` method which can be used to compute many useful quantities (a full list of which can be found in the [DESC docs](https://desc-docs.readthedocs.io/en/latest/variables.html#list-of-variables)) that are commonly needed from an equilibrium. \n",
    "\n",
    "The `compute` method takes as arguments the name (as a string) of the desired quantity and the grid you wish the quantity to be computed on. It then returns a dictionary containing that quantity, as well as all the intermediate quantities needed to compute the desired quantity.\n",
    "\n",
    "As an example, let's plot the pressure and rotational transform profiles of this equilibrium. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "ad87d70f-723e-45fd-bca3-7da82f33db19",
   "metadata": {},
   "outputs": [],
   "source": [
    "pressure_data = eq.compute(\"p\", grid=grid_1d)\n",
    "iota_data = eq.compute(\"iota\", grid=grid_1d)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "f762e47f-cb22-498b-aecf-cc6805a41cce",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "dict_keys(['0', 'Te', 'ne', 'Ti', 'Zeff', 'p'])"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pressure_data.keys()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "cdadcd69-25d6-499a-9dff-e81ca0aa0757",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "dict_keys(['iota_num vacuum', 'iota_num_r vacuum', 'iota_den', 'iota_den_r', 'rho', 'psi_r', '1', 'psi_rr', 'iota_num current', 'iota_num', 'iota_num_r current', 'iota_num_r', 'iota'])"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "iota_data.keys()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f704449a-1b5c-4651-a709-89c1673360a0",
   "metadata": {},
   "source": [
    "Notice that the returned dictionary for iota has more than just iota as a key. Generally, `eq.compute` will return the desired quantity along with each of its dependencies needed to calculate that quantity. Don't rely on this, to ensure that you get all the quantities you need, it is better to pass in explicitly each quantity, for example you want both `p` and `p_r`, you must call `eq.compute([\"p\",\"p_r\"])`. \n",
    "\n",
    "(NOTE: `pressure_data` also contains kinetic profiles, but these are `NaN` unless the equilibrium was specifically given kinetic profiles, so we will ignore that output for now)\n",
    "\n",
    "Let's plot the profiles now: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "60737915-3b66-4d29-9321-be43556e214f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'iota')"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 576.162x384.108 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 576.162x384.108 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "p = pressure_data[\"p\"]\n",
    "iota = iota_data[\"iota\"]\n",
    "\n",
    "plt.figure()\n",
    "plt.plot(grid_1d.nodes[:, 0], p)\n",
    "plt.title(\"Pressure Profile\")\n",
    "plt.xlabel(r\"$\\rho$\")\n",
    "plt.ylabel(\"p (Pa)\")\n",
    "\n",
    "plt.figure()\n",
    "plt.plot(grid_1d.nodes[:, 0], iota)\n",
    "plt.title(\"Rotational Transform Profile\")\n",
    "plt.xlabel(r\"$\\rho$\")\n",
    "plt.ylabel(\"iota\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2db7228e-355b-4be8-a820-3e82ec6df290",
   "metadata": {},
   "source": [
    "Now let's compute the magnetic field strength on the $\\rho=0.5$ surface.\n",
    "\n",
    "When making the grid we will specify that we want poloidal and toroidal grid points using $M$ and $N$, but only at the $\\rho=0.5$ surface. Adding the `NFP` argument to the grid will ensure we have toroidal points only for a single field period."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "7a413a59-b94b-41c7-8e54-0e35bd85d5e0",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 768.216x768.216 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "\n",
    "# integer inputs specify the number of grid points in that dimension\n",
    "# according to the formula npts =  2*integer + 1\n",
    "# float or ndarray of floats specify the coordinate values directly\n",
    "grid_2d_05 = LinearGrid(rho=np.array(0.5), M=50, N=50, NFP=eq.NFP, endpoint=True)\n",
    "plot_grid(grid_2d_05, figsize=(8, 8));"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b5df6a3f-e350-4818-8d11-e93b984279f4",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "Notice now that we have grid points at $\\rho=0.5$ and $0\\leq\\theta<2\\pi$ and $0\\leq\\zeta<\\frac{2\\pi}{NFP}$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "197a4f1c-9b8e-43c5-a3d7-84edd74b0372",
   "metadata": {},
   "outputs": [],
   "source": [
    "mod_B_data = eq.compute(\"|B|\", grid=grid_2d_05)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3fe2a1c0-b5c0-48d8-9125-8a65850685da",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "We can look at the returned dictionary now and see that all the intermediate quantities necessary to calculate `|B|` are also returned (the magnetic field contravariant components, basis vectors, iota, etc.)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "db7443c1-7ebe-4afd-8c2b-b2af1dd0dc21",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "dict_keys(['iota_num vacuum', 'iota_den', 'rho', 'psi_r', 'R', 'R_r', 'Z_r', '0', 'omega_r', 'e_rho', 'R_t', 'Z_t', 'omega_t', 'e_theta', 'R_z', 'Z_z', 'omega_z', 'e_zeta', 'sqrt(g)', 'B0', 'iota_num current', 'iota_num', 'iota', 'lambda_z', 'B^theta', 'lambda_t', 'B^zeta', 'B', '|B|^2', '|B|'])"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mod_B_data.keys()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "8a6f2ee7-2240-442d-a88b-d89f914f6b57",
   "metadata": {},
   "outputs": [],
   "source": [
    "mod_B = mod_B_data[\"|B|\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8a31e7bc-d180-48f9-80c1-488daf1e9441",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "To plot this 2d data, it is important to understand that in DESC all quantities and grid points are by default in a single stack. If we look at the shape of `grid_2d_05.nodes`, we can see that it is 10,201 nodes (1 $\\rho$ coordinate x 101 $\\theta$ coordinates x 101 $\\zeta$ coordinates), each of length 3 $(\\rho,\\theta,\\zeta)$. Similarly, `mod_B` is given at these 10,201 nodes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "69be6225-9cb0-40ed-92dc-f6a2aa2f672e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(10201, 3)"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "grid_2d_05.nodes.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "623a3df9-48ce-40a5-a810-cf97b14ebfc4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(10201,)"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mod_B.shape"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cae4c64a-b88b-474d-99bf-6a25e07ecc45",
   "metadata": {},
   "source": [
    "To plot this, we must reshape it into a 2D array as follows"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "29bffb43-e308-4f14-a18e-57cb64f4c945",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x788b4025f560>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAhYAAAF2CAYAAAAyW9EUAAAAP3RFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjkuMS5wb3N0MSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8kixA/AAAACXBIWXMAAA7FAAAOxQFHbOz/AAA/UklEQVR4nO3df1hUdd7/8RcKBCLeFVAGeUsaTbWidieiYkhma965ZlqJsPY7azNdzbytq/YGTZNW+ybmVautLpbdGP1Y20t37zs3V7JufiipVCp2gxiugkImwgyKcr5/0EwzMDPMzDlzzvmc83pcV9fV/ILPYWDm6fucmQmRJEkCERERkQJ6ab0AIiIiMg6GBRERESmGYUFERESKYVgQERGRYhgWREREpBiGBRERESmGYUFERESKYVgQERGRYhgWREREpBiGBRERESmGYUFERESKYViQIb333ns4fvx40G8juvLycpw8eRKSJOHo0aM4dOiQJutYsGABbrnlFqSmpuLZZ5/VZA1EpAyGBRlSe3s7Ll68iC1btmDs2LEICQnBDTfcgKlTp2LixIm48cYb8d5777m9jei++OILPPfccygoKMCTTz6Js2fPerzum2++ifj4eISFhWHu3Lm45pprVFxpp+LiYqxfvx7/+7//i5KSEiQmJqq+BiJSTqjWCyAKpszMTPTv3x+33347pk2bhry8PADAyJEjMWvWLAwbNgxDhgzReJXKsdlsmDVrFg4cOIB+/fpBkiTk5ORg9erVbq+fmJiIEydOIDQ0FHFxceou9ie1tbWIi4tDZGQkAGDevHmarIOIlMGJBZnSddddB0mScPjwYZ9vc/r0acyaNQtjx47F2LFjMWvWLJw+fRoAsH79etx4441ITEzEG2+8gTvvvBODBg3CO++849PX3r9/PzZt2oQ33ngD7e3tAW0TAOzatQvx8fHo168fAGDs2LH4+OOPvd7mmmuu8Skq8vPzMWrUKIwfPx5jxozB66+/7jg/MTERGRkZjm0ZPnw4QkJCAHT/2dx1112Ijo5GQUEB1q9fjxUrVqC+vh4ZGRl4+umnAQBr1qzB+PHjMWHCBIwePRpvvfWWy1oaGhqQnZ2NsWPHIiMjA3fddRf+8Y9/OC7LzMx03E/z5s2DzWbz/YdIRLJwYkGmY7PZUFZWhgEDBmD8+PE+3UaSJEyZMgUjRozAF198AQCYO3cu7rnnHnz55ZeYPXs2wsPDMXv2bNxwww3YsWMHCgsL8dRTTyE7Oxu9e/f2+LV3796NrVu34rXXXsO7776LFStW4D//8z8BAPX19R6nDXbp6en493//dwDA999/jyuuuMJx2eWXX466ujqcO3cO0dHR3W7b2tqKDRs2ICIiArt378Yrr7yCK6+8stv1qqqqkJOTg5MnTyIyMhLHjx/HhAkTsGDBAvz2t7/FmTNnsGvXLgDA8OHDsXr1atx+++0A4PjZPPnkk0hISMB///d/489//jMiIiIwadIkhIeHIzc313F7ALh06RK2b9+OyMhInD9/HkOGDMGwYcMwZswYdHR0YMqUKRg5cqRjd1Z+fj42bdqEcePG4Z577sGtt96KLVu24NKlS5g2bRoWL16MNWvWeP05EpEyGBZkGsXFxXj++edRW1uL3r17o6CgwO2TqDt79uxBaWkpNm3a5Dhv7ty5sFgs2LNnD0aOHAkA6NOnDyZOnAgAuOWWW9Dc3IxTp055PHbh0qVLmDNnjiNWrrjiCpfv0b9/f8fuG180NTUhIiLCcTo8PBwAPIbFtGnTMHr0aACdx5g8++yzKCgo6Ha9qKgoXLhwARs3bkR2djauvfZa7N271+d1AUBERASmTZsGALj33nu9Xnf48OGYNm0azp07h9DQUJw+fRpffvklxowZg71796K8vBzvvvuu4/qPP/44vvnmG+zduxdlZWWOn2Hv3r3x4IMPYtasWcjPz3dMUYgoeLgrhExj3LhxyMvLw5YtW/DQQw/hjjvuwIcffujTbWtrawF0PtHbXX311QCAY8eOOc67/PLLHf9vf4I/f/68x6+7e/duXHfddY5dFwcOHMBVV13l05rc+Zd/+RdIkuQ43dLSAgCIjY11e/2UlBTH/ycmJmLr1q1ur3fttdfiyy+/RHl5OZKSknD33Xfjm2++8WttzpMUb44ePYpJkybh/vvvxxdffIFdu3Zh+PDhaG1tBeD+voiKikJqaqrjsieeeAIZGRnIyMjAypUrcdVVVzl2WxFRcHFiQaaUkpKCjo4OvPvuu7jvvvt6vL79lQr19fWOCGhoaAAADBw4MOB17Nq1C+np6Y7Tf/7zn/Haa685Tvu7K8RisWDLli2Oy06fPo3+/fs7JhfOSktLMXHiRDQ2NiIsLAwtLS0IDXX/kGC1WjFgwABs2rQJ58+fx4oVK3DnnXeioaEBffr0QXh4uEtAnTlzxqftd6eiogLnz593mWpcuHDB8f/2+6KhocFxX9hsNlRVVTku27JlC+Lj4x23OXXqlKxgIyLfcWJBplRZWQkAuPnmm326/ogRIzBy5Ei88cYbjvPeeOMNpKamYsSIEQGv44svvnC8xLWwsBBjxozBuHHjHJfbd4V4+88eFUBnZNTW1qKpqQlA5+6f6dOnOy7/9NNPHQesxsfH49lnn0VYWBgAoKSkBA8++KDbdZaXl+PRRx+FJEm47LLLkJ6ejvb2dseuhaSkJFRVVcFqtQKAx8mHLywWCwDg888/B9A5oThw4IDjcvt98eabbzrOy8/Px+bNmx2X/eEPf3Bc9o9//ANTpkwJeD1E5CeJyID+9Kc/SUePHpXef/99KT09XQIgWSwWafr06dKUKVOka6+9Vpo9e7ZktVq73caT+vp6KTs7WxozZow0ZswYKSsrS6qvr5ckSZK2bNkiWSwW6bLLLpNmzJghnTx5UkpNTZUASKmpqdLhw4e7fb2LFy9KV199tfTll19KBQUF0ubNmxXZ9r/+9a/SvHnzpI0bN0qPPvqo9OOPPzou+9WvfiWtWbPG5bqvvvqqlJeXJy1atEhqa2tz+zVPnjwp/frXv5ZGjx4tjRs3TkpJSZE++eQTx+UXLlyQ7r//fslisUjTpk2TVq9eLQGQxo0bJxUUFDh+NuPGjZP27dvnuN26detcLtu2bZskSZK0evVq6V//9V+lCRMmSE888YQ0dOhQaeDAgdLq1aslSeq8L7KysqS0tDRp7Nix0qOPPirZbDbHZTNnzpRGjx4t3X777dI999wjff/994r8bImoZyGS5LRDlsggCgoKkJGR4debLQVyGzn27t2LxYsX47PPPlPl+xERqYG7Qog08sUXXyAtLU3rZRARKYoHb5IhhYWFeTwQUcnbyNG/f3/88pe/VO37ERGpgbtCiIiISDHcFUJERGRgRUVFeO655/D00087Xm3VVWlpKcLCwlBfXw+g85VgDz/8MFauXIlZs2b59YZ43BVCRERkUM3NzcjLy0NFRQXa2tqQkpKCyspK9Or181yhtbUVmzdvRkJCguO8+vp6LFy4EMnJydizZw+ee+45l7fd90aIsJAkCW1tbYiIiOBb8hIRkSG0t7c73sfGX5IkdXs+DA0NdbwvjV1ZWRksFgtCQkIQGRmJqKgoVFdXIykpyXGdZcuW4YUXXsC2bdsc5zm/90tHRweioqJ8XpsQYdHW1oY+ffrAOg+IDOv5+hQ8la/1fB0iUsbQhVqvwKRWBf/Qw/b2diSEhyPQN5qPjo7GuXPnXM7LyclBbm6uy3mNjY3o27evy+0aGxsdYbF9+3YMHTrUZVrR1bp167B06VKf1yZEWJB+dH2gY2gQBU/Xvy+GhnFcvHgRpwF8DuAyP297HkD6uXNoampCZGSk43x3r2qLjY11fGYQ0PmBhM6fHbRz507ExcUhLy8PZ8+exdq1a/HAAw9g6NChAICVK1diypQpuPXWW31enxCvCrHZbJxYCIKhQaQehkaQqDCxsD+vlQGI6PHartoApKLzM3ycw8Kd5uZmZGRkuBxjceDAAZw4cQIDBgxwuW5iYiJKS0sdH/CXn5+PhIQE3Hfffdi6dSumTp3q0/oYFhRUDA0idTAyFGSgsAA6XxVSUlICq9WKrKwsJCQkIDs7G2VlZY7r/P73v8eKFSvw5JNPYsGCBSgpKcHjjz+OIUOGAOj8IL+DBw/6tD6GBamKoUGkDoaGDAYLC7XxGAtSFY/RIFIHj88grTAsSFMMDSJ1OP9tMTIomBgWpCvuHvAYG0TK4jSDgolhQbrHqQZRcHGaQUpiWJBwGBpEwcNpBsnFsCDhcfcJUfBwmkH+0iQs9u/fjw8//BCXXXYZduzY4fHT1ogCxakGkfIYGeQL1cPi4sWLWLRoET799FOEhIT4/E5eRHJwqkGkLEYGeaJ6WJSVlaFXr17Iz8/Hjz/+iHHjxnW7TtdPfLPZbGoukUyCUw0iZfC4DHKmelgcP34ce/fuxccff4zw8HCkpKRg+/btLp+stnz5cixZskTtpZHJcapBpAxOM8xN9bCIjo6GxWJxfLb7TTfdhK+++solLF588UUsXrzYcdpmsyEmJkbtpRJxqkEkEyPDfFQPi5SUFJw6dQqSJCEkJAT//Oc/MXjwYJfrhIWFISyMHwpC+sOpBlHgGBnmoMmHkL3zzjvYs2cP+vbti9jYWCxc6P03jB9CRiJhaBD5R3eRwQ8hk4WfbkqkAsYGkW90ERkMC1n4BllEKuCxGkS+4e4S8TEsiDTAYzWIesbIEBPDgkgnONUg8oyRIQ6GBZFOcapB5J7974CBoU8MCyKBcKpB9DNOMfSJYUEkMIYGUSdGhn4wLIgMhLtPiBgZWmNYEBkcpxpkZjweQ30MC3LR/Gp4QLfrt/iCwiuhYGFokBlxiqEehoVJBRoQSn49xog+cPcJmQ0jI7gYFiajdFDI4etaGCDq41SDzIK7SpTHzwoxCT0FRTAwPtTF0CAjG6rC06KRPytEqLCw3wEsS/8YPSp8wfAIPsYGGQXDQh4hd4VwdEX+6imuGB7ycfcJEQGChoUdA4OU4i08GB2BYWgQmZPQYWHHI3wpmBgdymBoEJmDIcLCGacYpCZGR+AYGkTGJOTBm/5iZPAATj1hcPiGoUFa4cGb8pgiLOzMHhiMC31jcHjH0CC1MCzkMdyuEG+4m4T0zFP4MTg6cdcJkRhMNbFwx2yRwamFcTA4XDE0SCmcWMhj+rCwM1NgMC6MjcHRiaFBgTJaWBQVFaG8vBxWqxWZmZlIT0/vdp3S0lLcdtttqKurQ//+/QEA+fn5+OGHH3DixAksWLAAN998s0/rM9WuEG/MtJuk3+ILjAsDc3ffmjE2uOuECGhubkZeXh4qKirQ1taGlJQUVFZWolevXo7rtLa2YvPmzUhISHCcV11dje3bt+PTTz/FsWPH8NBDD2HXrl0+fU+GRRdmeU8MxoW58PgNhgYZj81mczkdGhqKsDDXD9QqKyuDxWJBSEgIIiMjERUVherqaiQlJTmus2zZMrzwwgvYtm2b47ydO3fi1ltvBQAMHDgQhw8fxoULFxAe3vPzBsPCC6NPMRgXZObpBkOD9CA5gA/XtLUDWAPExMS4nJ+Tk4Pc3FyX8xobG9G3b1/H6ejoaDQ2NjrCYvv27Rg6dKjLtMLd7fr27YumpiZcc801Pa6PYeEDIwcG44K6MmtsOP99MzJIBE1NTS7HWISGdn9Kj42NRUtLi+P0uXPnEBsb6zi9c+dOxMXFIS8vD2fPnsXatWvxwAMPIDY2FjU1NY7rtbS0dAsZT3jwZgCMGBiMC/KXGWLDjqFhLmoevGkNcGLRZ41vB282NzcjIyPD5RiLAwcO4MSJExgwYIDLdRMTE1FaWor+/fujuroav/nNbwI6xoJhIYPRAoNxQXKZJTYYGsZmpLAAOl8VUlJSAqvViqysLCQkJCA7OxtlZWWO6/z+97/HihUr8OSTT2LBggW4+uqrkZ+fj1OnTqG+vh4LFy70+VUhDAuFGCkyGBikJDPEBkPDWIwWFmpjWCjMKIHBuKBgMnJsMDLEx7CQh2ERJEYIDMYFqcmoscHQEA/DQh6GRZCJHhiMC9KKEUODkSEGhoU8DAuViBwYjAvSC6PFBkNDnxgW8jAsVMbAIFKWUWKDkaEfDAt5GBYaETUwGBekdwwNkothIQ/DQmMiBgbjgkRihNBgZKiLYSEPw0JHRIsMBgaJSvTYYGgEF8NCHoaFDokUGIwLz1b1fk7rJQAAnru0Susl6J7IocHIUB7DQh6GhY4xMMShl4iQgwHyM1FDg5GhDIaFPJqExahRoxAR0ZkIY8eOxbJly7xe36xhYSdKYJgtLowQE/4wc3iIGBqMjMAxLOTRJCxyc3O7fWa8N2YPCzsRAsMMcWG2oPCVmcKDoWFsDAt5NAmL6dOnIzU1FS0tLZg5cyZuuukml8vb29tx8eJFx2mbzYaYmBjTh4UdA0MbDIrAGT06RAsNRoZ3DAt5NAmLvXv3YsSIEThz5gzS0tLw1VdfOXaNAJ0TjSVLlnS7HcPCld4Dw0hxwagIDqMGh0ihwcjojmEhj+YHb44ePRpvv/02hgwZ4jiPEwv/MDCCj2GhLqMFhyihwcjoxLCQR/WwOHz4MEpLS/Hwww/j0qVLuP766/HVV1/hiiuu8HgbHmPhGz0HhshxwajQD6MEhwihYebIYFjIE6r2N+zXrx/+8pe/4J///Cfq6uqwdOlSr1FBvrM/EOgxMOwPpCIHBmnPXeSJGBvOfwd6jQznxxEzRwb5T/NdIb7gxCIwegwMQLy44MRCTCIGB6Df0LAzQ2RwYiEPw8IEGBjyMCyMQ8TY0HNoGDUyGBbyMCxMRI+BwbggLYkWGowMdTAs5GFYmBADw38MC/MQKTb0GhqiRwbDQh6GhYnpLTAYF6RXIsQGI0M5DAt5GBbEwPARw4LsGBqBESUyGBbyMCzIQU+Bwbgg0eg5NhgZ/mFYyMOwoG4YGN4xLsgXeg0NRkbPGBbyMCzIIwaGZ4wL8hdDwzd6iAyGhTwMC/KJHiKDcUFGosfQ0FNkaBkYDAt5GBbkFwaGK8YFKUVvoWHmyGBYyMOwoIAwMH5mtrh49YfFqn/PxVe+qvr31JqeQsNskcGwkIdhQbJoHRiMi+DSIiICZfT40EtomCEyGBbyMCxIEQwM48SFSDHhD6OFB0PjZ0oHBsNCHoYFKcrsgSF6XBg1KnoienQwMn6mRGQwLORhWFBQaBkYjAv/mTUoeiJqcOghNESODIaFPAwLCiqzBoZIccGo8I9oscHI8D8wGBbyMCxIFWYMDFHigmGhDFGCQ+vQECEyjBYWRUVFKC8vh9VqRWZmJtLT0x2X1dXVYf78+Rg1ahT27duHrKwsTJ48Ga2trZg9ezaGDBmCb775Bo888ggmTJjg0/oYFqQqrQKD0wv3GBXBpffYYGS4P99IYdHc3IyMjAxUVFSgra0NKSkpqKysRK9evQAA1dXVOHLkCCZNmoSqqirMmDED+/fvxx//+Ed88803WL16Nfbv34+nnnoKpaWlPq0v1L/NIZLH/oesdmDYH8C0CIznLq3SdVxQ8HQNN72FRtffS7VDw/nvUYvIsD8O6eFtxANhs9lcToeGhiIszLVSysrKYLFYEBISgsjISERFRaG6uhpJSUkAgMGDB2Pw4MEAgJqaGlgsFgBAXFwcGhsbAQCnT5/GsGHDfF4XJxakKTNNMPQaF5xaaEtvsWGn5TRDy0lG5WvqTizqz4UhMjLEz9tK6B/d3u38nJwc5ObmupxXWFiInTt34u233wYATJgwAS+//DJGjx7tcr28vDxs27YNGzZsgMViQUdHB37961/jmmuuQXl5OfLy8pCWlubT+oQKC+s84Ls1Wq+GgoGBoR2Ghb7oMTS0igzNAmOVGGHR1NTksivE3cRix44d2LhxIwoLCwEAqamp2Lx5s2Ni4ayhoQFpaWk4dOgQ1qxZg3PnziE3Nxc1NTUYN24c6urqfFqfcLtCnJ+ARB1fUXda7iJROy64a4S80ePuE612mWi9q0TvIiMjezzGIjU1FYsXL4YkSWhra0NraysGDRqEuro6DBgwAMXFxRg4cCASExMRFxeHlpYW2Gw2nDhxwrGLJC4uDpcuXfJ5XcJNLNwd5MLAMB4tJhhmnl5waiEWPcSGnRbTjKBHhiATC39eFVJSUgKr1YqsrCwkJCQgOzsbZWVlKC0txbp162CxWFBTU4Pk5GTMnTsX33//PRYuXIjhw4ejuroaU6ZMwdSpU31anyHCwhkjw1jMEBiMC5JLL6FhmMgwWFiozXBhYcfAMBajB4Ye4oJhYQyMDAUwLGQxbFg4Y2QYBwMjuBgXxqOH0BAuMhgWspgiLJwxMoxB7cBgXJBRaB0aQkQGw0IW04WFHQPDGBgYwcG4MA8tQ0PtyPA5MBgWspg2LJwxMsTHwFAe48J8zDTN8BoZDAtZGBZOGBjiM2pgMC5IC2aZZnSLDIaFLAwLDxgZYmNgKMcMcXHhmX4B3zZ8bbOCK9EvU0UGw0IWocKi/lwYrs7t/v7owcbIEJcRA4NxIZ+ckAiU0QJEq9BQIzL69T4f9O/BsNCYuztAi7d3ZWCIi4GhDJEDQ4uY8JXo0aFFZAQzMBgW8ggbFs4YGeQrBoZ8osWFnoOiJyIGhxEig2EhjyHCwhkjg3ylVmQwLrQlcli4I1JsiBoZDAt5DBcWztSODAaGmBgYgdN7YBgtKjwRJTbUDo1AI4NhIY+hw8IZI4N6wsAIjJ7jwixh0ZUIoaHnyGBYyGOasLBjYFBPGBj+02tcmDUs3NFzbOgtMhgW8pguLJwxMsgbowSG2acXjAv39BoaeogMhoU8moTF0aNHMWzYMHz66acYNWpUj9cPVlg4Y2SQJwwM/+gtLhgWvtFjaGgVGQwLeVQPi46ODsyZMwf79+/H66+/rpuwsGNgkCcMDP/oKTAYF/4zc2gsxfKgfw+GhYJee+013HHHHZg/fz7y8vLchkV7ezsuXrzoOG2z2RATE4PnrYsQ9tN7eqvy7muMDHKDgeEfvQQG40IevYVGMCODYSFPqJrfbP/+/QCA4cOHe73e8uXLsWTJEq/XcX5QDFZkOD+wqxEZ9icsBoa+2e+fYAeG/XcuWIFh/7sJdmAsvvJVXcRF+NpmxoUMXX92WoeG8++U1p/KSq5UnVgsX95Zgb1798b69esxadIkZGZm4rbbbnO5ni8TC0+MNslgZOifESYYZppeMC6Up3VkOFMiMjixkEezV4VkZGR43BXSlf0O8CUsnAU7MhgY5IyB4RvGhfHpJTQCjQyGhTyahMX69euxYsUKTJw4Ec8++yxuuOEGr9cPNCzsOMUgNTEwfKN1YDAu1CFiZDAs5BHqfSwCDQtnjAxSCwPDN1oGBuNCfXoIjZ4ig2Ehj+nCwhl3lZBa1IgMBkZgGBfa0jo03EUGw0IeU4eFM0YGqYGB4R2nF+aml8hgWMjDsHDDKJHBwNAvBoZ3nF6QlpFx/srg/x4wLDRmvwPCjtcj5KcfohqvWzZKYACMDL1iYHjHwCA7NUODYSGPsGHhjJHhOwaGPjEwvNMiMBgX+hXsyGBYyGOIsHDGyPAdI0N/GBjeMTCoq2BEBsNCHsOFhTPRI4OBYV4MDO/UDgzGhTiUCA2GhTyGDgtnwY4MTjEoGBgYnnF6QT0JNDIYFvKYJiycMTJ8w8jQF5Ejg4FBWvMnMhgW8pgyLJyJHBkMDHNiYLjH3SPkq54ig2Ehj+nDwhkjwzsGhr4wMNxjYJA/3EUGw0IehoUbDIyeMTL0g4HhHgOD/GWPDIaFPEKFBe63IvwP7ap+b0aGdwwM/WBguMfAIH9J/xX876FmWBQVFaG8vBxWqxWZmZlIT093XFZXV4f58+dj1KhR2LdvH7KysjB58mQAwJYtW3Ds2DGcPn0ara2teOutt3xan3BhgdCff4hqv+UrI8M7RoY+MDDcY2CQr4wUFs3NzcjIyEBFRQXa2tqQkpKCyspK9OrVCwBQXV2NI0eOYNKkSaiqqsKMGTOwf/9+HDlyBKtWrcL69esBAF9//TWSk5N9Wp/QYeHMSJHBwCClBDsyRHypqpqBwbgQkyhh0dTU5BIWoaGhCAtz/TytHTt2YOPGjSgsLAQApKamYvPmzUhKSur2df/2t7+hoKAA77//PpYvX46TJ09i0KBBaGpqwhNPPIHExESf1hfq19bomPMfsBqR4fzgpHRkOD+gKh0Zzk8EwYoM5yczRoa27D//YAWG8++Q0pFh/91XOjDsf69qBIb9scg0gVFYCcwcqvUqhLK693yE9fbvwzXbe7cDWImYmBiX83NycpCbm+tyXmNjI/r27es4HR0djcbGxm5hkZeXh23btmHDhg0AgOPHj+Po0aNYu3Ytjh49invvvRf79u3zaX2GmVh4ouYkQ9RdJZximAd3k3THCYYMhZWB3U7n8aHmxCKQT+1ut7Ujr89KxScWDQ0NSEtLw6FDh/Diiy8iNDQUr7zyCgDgmmuuwZEjRxAdHd3j+gwfFs6MEhncVUJyMTDcUysyDBEYgUaFNzoJDlHCItBjLA4cOIATJ05gwIABKC4uxsCBA5GYmIiOjg7Ex8fjyJEjKC4uxpYtW/Dee++htbUVN998M44dO+bT+kwVFs4YGd4xMMyBgeEeA6MHwYgKb1QODiOFBdD5qpCSkhJYrVZkZWUhISEB2dnZKCsrQ2lpKdatWweLxYKamhokJydj7ty56OjowH/8x38gKioKDQ0NmD59Ou68806f1mfasHCmVmSIGBhA8CODgaEPoh7oycDQiNpx4SzIoWG0sFAbw8IJpxjecYphDqJOMRgYGtAyLpwpHBoMC3kYFh4YITIYGCSHqIEBiH+gp1CBoZe4cCYzNBgW8jAsfMBdJZ4xMoyPgdEdA6MLPcaFMz9Dg2EhD8PCT6JHBgOD5OBxGK4YGE70Hhd2PkQGw0IehkWARA8MQNzIYGBoT9QphujHYTAwgsBNaDAs5GFYKED0yBA1MABGhtZEDQxA7CmG7gNDtLiw+ykyGBbyiBUWKANmjtR6OV6pERmcYnTHwNAWA6M7BgaEDQxJCv77ZjAsNOYSFoj4+QKdvEubO5xiuMfAMD4eh+GKx2FAuMBgWMgjdlg4M3lkiDbF4G4S4xN1isHACCJBAoNhIY9xwsLO5IEBcIrRFQNDW6IGBiB2ZOg2MASIC4aFPMYLC2cmjwwGhisGhva4m8QVA0OfGBbyGDssnOk0MjjF6I67SYyPgeGKgaEvDAt5zBMWzkwcGSIFBsAphtGJuptE5MAAdBoZOgoMhoU85gwLOwaG4hgYFChOMVxxiqEdhoU8fodFW1sbWlpaEBsbG6w1dRO0sHDGyFAcd5NQIBgYrhgY6mNYyONXWLz55psoLy/HkSNHcOjQIYwZMwYPP/ww7r///mCuUZ2wsGNgKI5TDAoEd5O4YmCoh2Ehj19h8fHHH2PatGkAgPz8fFgsFmzduhW1tbXYuHEj4uPjg7JIVcPCmQ4jg4HRHQPD+DjFcMXICC6GhTx+hcW2bdvw3Xff4eGHH8YHH3yA2bNnAwDOnDmDjRs3YuHC4Pz1axYWdjoMDICR0RV3kxgfA8MVAyM4GBby+H2MRUVFBX73u9+hoaEBM2fOhMViQZ8+fbB7927k5uYGZZGah4UdA0NxnGJQILibxBVfTaIshoU8Ab8q5NixY9i9ezeOHz+OK6+8EtOnT0dMTIzS6wOgo7CwY2AojoFBgeIUwxWnGPIxLORR/eWmNpsNM2fOxOjRo1FVVYW0tDQ89thjPd5GV2FhZ+LAAMSKDO4mMT4GhitTBwYgKzIYFvKoHhatra0oKirCI488ApvNhoSEBPzwww9eb6PbsLDTaWAAnGK4wymGsXE3iStT7yYBAgoMhoU8mr5B1qFDh/Dwww+jrKzM5fz29nZcvHjRcdpms/20m0WnYWHHwAjK12VgUKA4xXDFKYZvkcGwkEezsPjjH/+ITZs2IS8vD2lpaS6X5ebmYsmSJW5upfOwsGNgBOXrihoYACNDawwMV6afYgBeI4NhIY+mEwur1Ypbb70Vu3btwtVXX+04X9iJRVcmDwxArMhgYBifqLtJALEjQ9eBAXSLDIaFPKqHxcGDB9Ha2oqUlBQAQEpKCjZu3Ijk5GSPt9H9MRY9YWAIFRgAd5OYAacYrjjF+ElhJcNCJtXDorq6Gjk5ORgyZAjq6+vRp08fvPLKK15v4wiL+61AaKTmH1ATEB3HBcDA8IRTDOMTdYoRrMAAGBnSfwX/ezAsNNYtLJyJFhkMDAAMDHcYGNoSNTAATjGUxrCQR/yw6EqE0NB5XNiJfKAnwOMwKHDcTdKdmSKDYSGP8cLCmZ4jQ5C4ABgYnvA4DOPjFMM9o0cGw0IeY4dFV3oMDQZGN9xN0h0jQ3ucYnSnVmAA6kYGw0Iec4VFV3oJDYHiAmBgeMLAMAdOMdwz0hSDYSGPucOiK61CQ7CwsGNguMfAMAcGhntGmGIwLORhWHijZmgIGheA+IEBiBsZDAx9YGS4J2pkMCzkYVgEQungEDgqnDEwPGNgmIPIgQEwMuyMFhZFRUUoLy+H1WpFZmYm0tPTHZfV1dVh/vz5GDVqFPbt24esrCxMnjzZcfmHH36IWbNmwWaz+bw+hoWSAgkOg0SFnVpxATAwPGFk6IPIkRHMwAD0HxlGCovm5mZkZGSgoqICbW1tSElJQWVlJXr16gWg800rjxw5gkmTJqGqqgozZszA/v37AQAnT57EmjVr8Prrr6Otrc3n9TEsKCgYGN4xMMxD5MAAjDPFAHyPDFHCoqmpySUsQkNDERbm+rV27NiBjRs3orCwEACQmpqKzZs3IykpqdvX/dvf/oaCggK8//77AIA5c+bg1VdfRWxsLMOC9IOB4R0DwzzUCAyAUwxfeYsMNcMi7Hg9Qvw8TkKy2dB+bf9u5+fk5CA3N9flvMLCQuzcuRNvv/02AGDChAl4+eWXMXr0aJfr5eXlYdu2bdiwYQMsFgv+8Ic/YMiQIRg7diwiIiIYFqQ/DAzvGBjmwimGd1pHhihhofTEoqGhAWlpaTh06BB+85vf4PrrrwcA/O53v8PLL7+MmTNnYuDAgT2uj2FBqmJg9IwHepqH6FMMwJiRIUpYBHqMxYEDB3DixAkMGDAAxcXFGDhwIBITE9HR0YH4+HgcOXIE/fr9HFuGnliEHa9H+6KrtV4OKYCB0TNOMcyFUwzv1AyM81cG/0241AoLoPNVISUlJbBarcjKykJCQgKys7NRVlaG0tJSrFu3DhaLBTU1NUhOTsbcuXMda3zttdewZMkS5OTkYNGiRbjssst6/H7ChYXzHaCHD6uhwKkZF0BwAwPgbhJSBqcYPQt2ZBgtLNQmdFh0xdAQEwPDNwwM8xF9igGIGRkMC3kMFRbOGBniYWD4hoFhPkaYYgDiRAbDQh7DhoUzRoZYGBi+YWCYkxEiI9iBAciLDIaFPKYIC2eMDDGoHRcAA8MbBob+GCEwAH1GBsNCHtOFRVcMDX1jYPhOjcAAGBl6xMjwnS+RwbCQx/Rh4YyRoU9axAXAwOgJA0N/1AoMwNiRwbCQh2HhASNDfxgY/uNuEvPiFMM/zpHBsJCHYeEjhoY+aBUXAAOjJwwMfeIUw39LsTzo34NhobGunwKn9lu8dsXI0J5RpxcAA4OCh5HhG4aFPEKGhTNGhnkZeXoBMDAouIyyqwRQPjIYFvIIHxbOtI4MgKGhNi3jAhB79wjAwCBjTTEAZSKDYSGPocLCGSPDPIweFwADg9RhpMiQExgMC3kMGxbO9BAZAEMj2BgY8jEwCDBWYAD+RwbDQh5ThIUzvUQGwNAIBq3jAmBg+IORoX9mjAyGhTymCwtnjAxjMktcAAwMUo+agQFoGxkMC3lMHRbO9BQZAENDLj3EBcDA8BcDQwxGjwyGhTwMCzf0FhkAQyMQeokLgIHhLwaGOIy2qwQA+vU+H/TvwbDQmP0OqD8XhsjIENXefQ3QZ2QADA1f6CksAOPEBcDAoO6MNMVgWMgjZFg4UzMyAIaGaPQWFwADIxAMDLGIHhkMC3mEDwtnjIyfMTQ66TEsAPXiAjDO7hGAgSEaUQODYSGPocLCGSOjOzPGhl7Dwo6BERgGhnhEigyGhTyGDQs7tQMDECMyAHOEht7DAjBWXAAMDOqZ3iODYSGP4cPCGSOjZ0aKDRGiwk7NuAAYGKQPagcG4FtkMCzkMVVYONMiMgDxQsNOxOAQKSzsGBjyMDDEpafIYFjIY9qwcMbICJweg0PEoHCmdlwADAzSDz0EBsNCHtXDorq6Gjk5ORg+fDgOHjyIBx54AHfddZfX2wQ7LJwxMpSjZnSIHhNdGTUuAAYG+U6ryGBYyKN6WOzZswdnzpzBL3/5S5w+fRopKSmora31ehv7HWCdB7T/P3XeeQ3QLjIAY4aGN75GiNECwhst4gJgYJA+qRoZq4L/tMiwCJKGhgaMHz8e3377rcv57e3tuHjxouO0zWZDTEwMrPMA53f0VuvtXQFGBmnD6HEBMDDIP6oEBsNCFk3D4qWXXkJqaip+9atfuZyfm5uLJUuWdLt+17BwZpbIABgaZqNVXADGnF4ADAyjCFpkMCxk0Sws3nvvPZw9exZPP/10t8t8nVi4o2ZgAIwMUoeWcQEwMEjfFA8MhoUsmoRFUVERTp06hWeeeQb/8z//g/T0dK8/HOdjLPz5cFOzRQbA0DAys8QFoH5gAIwMo1AkMhgWsqgeFnv37sWECRMwfPhwAMD333+Pr776CpdffrnH2wQaFs7MGBkAQ8NotI4LgIFB4gg4MhgWsgj1PhZywsKZ2pEB6CM0GBnGYLa4ABgYJI/fgcGwkMWUYeHMrJEBMDREpoe4ABgYJB6fIoNhIYvpw8KZmSMDYGiIRC9hAZgjLgAGhhF5jAyGhSwMCze0CAxAX5Fhx9jQLzPHBcDAIOV0CwyDhUVRURHKy8thtVqRmZmJ9PR0x2V1dXWYP38+Ro0ahX379iErKwuTJ0/G9u3b8cknnyApKQn79u3DsmXLMGjQIJ/Wx7DoASPDFUNDP/QUFnYMDBLd0IUwVFg0NzcjIyMDFRUVaGtrQ0pKCiorK9GrVy8AnR+zceTIEUyaNAlVVVWYMWMG9u/fj3Xr1mH69OmIjY3FBx98gO3bt6OgoMCn9YX6tTUa+3oNMFLl9453ftBSMzK6PkDrJTS6PpkxNLTz6g+LdRcXq3o/p3pc2P8u1Q4M+79yGRjGUvkaMFT9Pg6IzWZzOR0aGoqwMNd/fZeVlcFisSAkJASRkZGIiopCdXU1kpKSAACDBw/G4MGDAQA1NTWwWCwAgCeffNLxNTo6OhAVFeXzuoQKC+DnP2ItPpxGq8gAXENDL5EBuP9XM2PD3Oy/n1oEhhbTCwYGydG+oB8Q6udxEhc74yEmJsbl7JycHOTm5rqc19jYiL59+zpOR0dHo7Gx0REWdnl5edi2bRs2bNjgcn5HRwcKCwuxZs0an5cn1K6QMgARbi7XIjKcabW7xE5PoeEJYyM49Dax6EqLXSOAdrtHAAaGEQxV4WnR/ryG+60BhIUN+KAPmpqaXHaFuJtY7NixAxs3bkRhYSEAIDU1FZs3b+4WFkDn53elpaXh0KFDjq+zaNEiTJ8+HaNGjfJ5eYYIC2eMDP1Hhh1jQx69R4WdVnEBMDAoMKKERaDHWBw4cAAnTpzAgAEDUFxcjIEDByIxMREdHR2Ij4/HkSNH0K9fP7zwwgu4++67MXbsWGzduhVTp071aXmGCws7rQMDYGQEgrHhO1HCAtA2LgAGBvnHSGEBdL4qpKSkBFarFVlZWUhISEB2djbKyspQWlqKdevWwWKxoKamBsnJyZg7dy5Wr16NVatW4frrrwcA9OrVCzt37vRpeYYNC2eMjE4ihoYdg8OVSFHhzKzTC4CBIRKjhYXaTBEWzhgZPxM5NOzMFhyiBoUzM08vAAaGCBgW8pguLOz0EBgAIyNYjBYcRggKZ1rHBcDAIM8YFvKYNiycMTK6M1podCVCeBgtJrpiXHRiYOgPw0IehkUXeokMgKGhF2pEiNEjwhM9xAXAwCBXDAt5GBZeMDI8M3NokLL0EhcAA4M6MSzkYVj4iJHhHUOD5GBcdMfA0A7DQh6GhZ/0FBiAPiMDYGiQ//QUFwADw8wYFvIwLGTQW2QADA0Sm97iAmBgmBHDQh6GhUIYGf5haJA7egwLQD9xATAw1MCwkIdhEQSMjMAwNgjQb1wADAyzYFjIw7AIMj1GBsDQIH1jXPiOgaE8hoU8DAsVMTLkY2yYg57Dwo6BYVwMC3kYFhrRa2QAYoUGwNgwKsZFYBgY8jEs5GFY6AAjQ3mMDfGJEBZ2DAxjYVjIw7DQGT1HBiBuaACMDdGIFBaAPuMCYGAEgmEhD8NCx/QeGYDYoQEwNvRMtLCwY2CIj2EhD8NCEIwM9TA29EHUsAD0Gxd2jAzvGBbyMCwEJEJkAMYJDTsGh3pEjgpnDAwxMSzkYVgITpTIAIwXGnYMDuUZJSwA/ccFwMDoimEhD8PCQESKDMC4oeGM0eE/I0WFMwaGOBgW8jAsDEq0yADMERrOGB2ujBoUzkSIC4CBwbCQh2FhAiJGBmC+0HBmpugwQ1B0xcDQN4aFPAwLE2JoGIPI8WHGmOhKlLgAzBcYDAt5GBYmJ2pkAAwNf2gZIYwIz0SKC8A8gcGwkIdhQQ4iRwbA0CBxMTD0hWEhD8OCPBI9NADGBolDtLgAjBsYDAt5GBbkEyNEBsDQIP1jYGiPYSEPw4L8ZpTIsGNskN6IGBeAcQKDYSEPw4JkY2gQKU/UuLATOTIYFvKoHhbffvst5syZg7vuugvPP/+8T7dhWIjFaKEBMDZIG6LHBSBmYDAs5AlV+xt+8803uO2229T+tqQi5wcSo0RG1wd4hgapwf57JnJg2B8DRAwMCozqYTFjxgwcOnTI63Xa29tx8eJFx2mbzRbsZVGQdH0wMWpoAIwNCp7mV8OFjguAgWEmqoeFL5YvX44lS5ZovQwKAiNOM+wYGxRMRogLgIFhBpocvJmbm4uIiAiPx1i4m1jExMTwGAuDM1poeMLYIDmMEBfO9BgYPMZCHl1OLMLCwhAWFqb1MkhlRt1t0hUnGySHUSYXds5/53qMDCMoKipCeXk5rFYrMjMzkZ6e7risrq4O8+fPx6hRo7Bv3z5kZWVh8uTJAICXXnoJkZGROHr0KJYuXYr4+Hifvp/qYfHRRx/h888/R1hYGG666Sbcc889ai+BBGHk3SZdMTbIH0aLCzvuJlFec3Mz8vLyUFFRgba2NqSkpKCyshK9evUCAFy4cAGPP/44Jk2ahKqqKsyYMQOTJ0/Gzp070dDQgLfffhvFxcV44YUXsGnTJp++p+phMX36dEyfPl3tb0uCM8s0wxljg7wxalwADAxfdX1hQ2hoaLdpf1lZGSwWC0JCQhAZGYmoqChUV1cjKSkJADB48GAMHjwYAFBTUwOLxQIA+OyzzzBixAgAwMiRI5GVleXzunS5K4SoJ2YMDYCxQa6MHBeASQLjg6/h/9GDbQCAmJgYl3NzcnKQm5vrcl5jYyP69u3rOB0dHY3GxkZHWNjl5eVh27Zt2LBhg+N2N998MwAgMjISP/74o8+rY1iQIZg1NADPB/MxOMzB6HEBmCQwAtDU1ORy8GZoaPen9NjYWLS0tDhOnzt3DrGxsd2u9/zzz+ORRx5BWloaDh065HI7m82Gyy+/3Od19fJjG4iEUfma639m1G/xhW7/kTGZJSKHLvz5P+qcJDj/5+5FD6mpqaiqqoIkSbDZbGhtbcWgQYNQV1cHACguLkZtbS0AIC4uDi0tLbDZbLjjjjuwd+9eAEB5eTkmTJjg87r4WSFkSnxgcmWWJyajM2M8BuMfDqq+3DSgZ7Y2AKk+v9y0qKgIJSUlsFqtyMrKQkJCArKzs1FWVobS0lKsW7cOFosFNTU1SE5Oxty5cwEAL774IsLDw3Hs2DEsW7bM51eFMCyIwNDwhMEhHjPGBaBsYBgtLNTGsCByg6HhHYND38waF3ZyI4NhIQ8P3iRyw8wHg/qCB4ySnvFgT21xYkEUAIaG/xgd6jL71MKZv4HBiYU8nFgQBYATDf9xykFa4duGq4thQaQAhkbgvP3LmtFBSuNukuBjWBAFAUNDGT2N8xkeFChOMYKHYUGkAoZGcHDaQUrgFENZDAsiDbh7AGNsKMvM0w4euBkY/g0qQ6iwSJ4HRP70jqUsSzIaTjXU5euTr0gBwqAgPRAqLJxxdEVGx9DQB70HCGOC9EbYsLDjAThkFtx9om9yn+A9hQnDgUQjfFg44xSDzIZTDeNgQJBRGCos7DjFILNiaBCR1gwZFs4YGWRm3H1CRGozfFg4Y2QQcapBRMFlqrBwxuMxiDoxNIhISaYNCztOMYhccfcJEclh+rBwxsggco9TDSLyFcPCA0YGkWecahCRJwwLHzAyiHrGqQYRAQwLvzEyiHzDqQaROTEsZGBkEPmHUw0i42NYKISRQeQ/TjWIjIdhEQSMDKLAcapBJDaGRZAxMojk4VSDSCwMCxUxMoiUwakGkX4xLDTS9YGQoUEUOE41iPSDYaETnGYQKYtTDSJtMCx0iJFBpDxONYjUwbDQOe4yIQoeTjWIlMewEAynGUTBw9Agko9hITBOM4iCi7tPiPzHsDAQTjOIgo9TDSLvGBYGxWkGkToYGkSuGBYmwdAgUgdDg8xOk7AoKipCeXk5rFYrMjMzkZ6ersUyTI27TYjUwdAgrXl7zi0vL8ebb76JX/ziF6isrMRvf/tbjBgxApcuXcLTTz+NhIQEHDt2DOPHj0d2drZP3y9EkiQpWBvjTnNzMzIyMlBRUYG2tjakpKSgsrISvXr18ngbm82GPn36wDoPiAxTcbEmxdAgUg9DQ4dWBf9p0f68BpQBiPDz1m0AUmG1WhEZGen1mj095/7lL3/Bddddh+TkZOzZsweLFi3Crl278Pe//x1r167F1q1b8eOPP+LGG29EfX29T6tTfWJRVlYGi8WCkJAQREZGIioqCtXV1UhKSnJcp729HRcvXnSctlqtAADbxW5fjoIgaZ7r6a/XaLMOIjModwr55Hmer0cqstkQERGBkJAQFb7Z+YBvY7PZXM4NDQ1FWJjrv757es6dMmWK47odHR2IiooCAMTGxqKpqQkAcPr0aQwbNszn1akeFo2Njejbt6/jdHR0NBobG13CYvny5ViyZEm328a8qcoSiYi0wYjXhzV9fJoGyBEaGor4+HicOBHYoQDR0dGIiYlxOS8nJwe5ubku5/nynGu3bt06LF26FAAwfPhwpKam4qmnnsJ3332HOXPm+Lw21cMiNjYWLS0tjtPnzp1DbGysy3VefPFFLF682HG6tbUVcXFxaGxs/Gl0ZB42mw0xMTFoamoK6i+53nC7ud1mYdZt1/t2R0T4u3vCP2FhYaitrXWZzvtDkqRuE5XQ0O5P6b485wLAypUrMWXKFNx6660AgI8++giNjY0oKCjA2bNnkZSUhIkTJzomGt6oHhapqalYvHgxJElCW1sbWltbMXjwYJfrhIWFdRvnAECfPn10+QuohsjISFNuO7fbXMy63YB5t92s2w14fq5Tkrvn3EGDBqGurg4DBgwAAOTn5+O6667D1KlTsXXrVkydOhUnTpzAVVddBaBzyuHPOlU/eBPoPEK1pKQEVqsVWVlZGDdunNfrOw7eDPJoSo/Muu3cbm63WZh128263Vro+pybkJCA7OxslJWVYevWrXj88ccxZMgQAMCpU6dw8OBBnD17Fk899RRuuukmNDQ0IDk5GU899ZRP30+TsPCXmX8Bzbrt3G5ut1mYddvNut1m4Pk1njoSGhqKnJwct/uPjM6s287t5nabhVm33azbbQZCTCyIiIhIDEJMLIiIiEgMDAsiIiJSDMOCiIiIFKObo2Z6+mCy/Px8/PDDDzhx4gQWLFiAm2++GQDw0ksvITIyEkePHsXSpUsRHx+vxfIDFsh219bW4q677kL//v0BAM888wzuu+8+LZYfsJ62+8svv8ScOXPw/PPPIzMz03G+p98DUQS63YmJiUhMTAQA3HfffXjmmWfUXLYiAvkgJMDY97m37Rb9Pve23XV1dZg/fz5GjRqFffv2ISsrC5MnTwYg/mM6AZB04OzZs9Itt9widXR0SFarVfrFL34hXbp0yXH5//3f/0l33nmnJEmSVFtbK40bN06SJEn67LPPpMcff1ySJEnatWuX9OCDD6q+djkC3e6jR49Kf/rTnzRYsTJ62m5JkqT33ntPeuihh6TCwkLHeZ5+HqIIdLslSZJycnJUXKnyetr2Tz75RKqsrJQkSZLKy8sd963R73NP2y1JYt/nvjy2/fWvf5UkSZIOHz4sDRs2TJIk8R/TqZMudoV4+pAUu507dzreZnTgwIE4fPgwLly4gM8++8xR9yNHjsTf//53TdYfqEC3GwC2bduGVatW4eWXX8aZM2c0WX+getpuAMjKyup2O28/DxEEut0AsHv3bqxcuRI5OTk4fvy4GstVVE/bPmXKFCQnJwNw/SAko9/nnrYbEPs+72m7Bw8ejEmTJgEAampqYLFYAED4x3TqpIuw8PQhKZ4u79u3L5qamlzOj4yMxI8//qjampUQ6HbHxcXh5ZdfxnPPPYe0tDQ89thjqq5brp6229fb2X8eogh0uwHg1VdfxaJFizBr1izce++9wVpi0Piz7c4fhGSm+9x5uwGx73NftzsvLw/Lly93e3+L+JhOnXQRFj19SErXy1taWhATE+Nyvs1mw+WXX67ampUQ6HZHRUXhpptuAgCkpaXh888/V2/RCvD1Q3F6up395yGKQLcbgONfcddffz2OHz/u8nVEEOgHIZnlPu+63YDY97mv2/3888/jo48+wt1334329nbhH9Opky7CIjU1FVVVVZAkCTabzeVDUgBg/PjxqKioAAAcO3YMN954I8LDw3HHHXdg7969ADoPgpowYYJm2xCIQLf7nXfewcGDBwF0jhGvu+46zbYhED1ttyeefh6iCHS7P/vsM+zYsQMAcPbsWfTu3dvlX4Mi8GXbu34QEmCO+9zddot+n/e03cXFxaitrQUAxMXFoaWlBTabTfjHdOqkm3fe9PYhKUDnH9+pU6dQX1+PhQsXOo4Mf/HFFxEeHo5jx45h2bJlwh1BHMh279y5E2+//TaGDh2KgwcPYv78+S7/0hFBT9u9ceNGrF27FklJSXj66acdH1Tn6fdAFIFs99dff40lS5bg3/7t3/Ddd98hMzMTEydO1HhL/BfIByEBxr7PPW23Ee5zb9tdWlqKdevWwWKxoKamBsnJyZg7dy4A8R/TSUdhQUREROLTxa4QIiIiMgaGBRERESmGYUFERESKYVgQERGRYhgWREREpBiGBRERESmGYUFERESKYVgQERGRYhgWRAaXl5eHzZs34/Tp01ovhYhMgGFBZGBfffUVAODSpUsIDQ3VeDVEZAZ8S28ig6qqqkJxcTFmz56t9VKIyEQ4sSAyqLfeegtPPPGE1ssgIpNhWBAZ0J49ezB8+HCEhIRovRQiMhmGBZEBlZaWYujQoVovg4hMiGFBZEARERHYs2eP1ssgIhPiwZtEBtTa2orMzEwAwGOPPYapU6dquyAiMg2GBZGB1dTU4Nlnn0VeXh5uvPFGrZdDRCbAXSFEBvbtt98iLS0NAwYM0HopRGQSnFgQERGRYjixICIiIsUwLIiIiEgxDAsiIiJSDMOCiIiIFMOwICIiIsUwLIiIiEgxDAsiIiJSDMOCiIiIFMOwICIiIsUwLIiIiEgx/x+BuKIveb84FQAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 576.162x384.108 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# reshape to form grids for plotting\n",
    "zeta = (\n",
    "    grid_2d_05.nodes[:, 2]\n",
    "    .reshape((grid_2d_05.num_theta, grid_2d_05.num_rho, grid_2d_05.num_zeta), order=\"F\")\n",
    "    .squeeze()\n",
    ")\n",
    "theta = (\n",
    "    grid_2d_05.nodes[:, 1]\n",
    "    .reshape((grid_2d_05.num_theta, grid_2d_05.num_rho, grid_2d_05.num_zeta), order=\"F\")\n",
    "    .squeeze()\n",
    ")\n",
    "mod_B = mod_B.reshape(\n",
    "    (grid_2d_05.num_theta, grid_2d_05.num_rho, grid_2d_05.num_zeta), order=\"F\"\n",
    ")\n",
    "\n",
    "# plot contours of |B| on the rho=0.5 surface\n",
    "plt.contourf(zeta, theta, mod_B[:, 0, :], cmap=\"jet\")\n",
    "plt.xlabel(r\"$\\zeta$\")\n",
    "plt.ylabel(r\"$\\theta$\")\n",
    "plt.title(r\"$|\\mathbf{B}|$ on $\\rho=0.5$ surface\")\n",
    "plt.colorbar()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "896c0962-5af7-4296-bcdd-80941a0a1df7",
   "metadata": {},
   "source": [
    "Hopefully the process of computing quantities from a DESC equilibrium is clearer now. A full list of the quantities available for computation already in DESC is given in the [DESC documentation](https://desc-docs.readthedocs.io/en/latest/variables.html#list-of-variables)\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "82fcb4c8-5ea1-4e08-8937-647b0b04ae24",
   "metadata": {},
   "source": [
    "## Plotting Utilities In DESC\n",
    "For normal plotting needs, DESC has an extensive array of plotting utilities that can be used to quickly plot quantities of interest."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "f03496e7-948e-4a08-bd2c-7c5d2712c887",
   "metadata": {},
   "outputs": [],
   "source": [
    "from desc.plotting import plot_1d, plot_2d, plot_3d, plot_section, plot_boozer_surface"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "99085774-ec77-4fd6-a299-807278a1f9a5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 384.108x384.108 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 384.108x384.108 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 576.162x576.162 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plot_1d(eq, \"p\")  # default grid is linearly spaced in rho\n",
    "fig, ax = plot_1d(eq, \"iota\")\n",
    "fig, ax = plot_2d(eq, \"|B|\", grid=grid_2d_05)  # plot |B| on rho=0.5 surface"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "45c26488-4343-4ab7-8ab2-b6da1db45713",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
        {
         "colorbar": {
          "title": {
           "text": "|𝐁| (T)"
          }
         },
         "colorscale": [
          [
           0,
           "rgb(5,48,97)"
          ],
          [
           0.1,
           "rgb(33,102,172)"
          ],
          [
           0.2,
           "rgb(67,147,195)"
          ],
          [
           0.3,
           "rgb(146,197,222)"
          ],
          [
           0.4,
           "rgb(209,229,240)"
          ],
          [
           0.5,
           "rgb(247,247,247)"
          ],
          [
           0.6,
           "rgb(253,219,199)"
          ],
          [
           0.7,
           "rgb(244,165,130)"
          ],
          [
           0.8,
           "rgb(214,96,77)"
          ],
          [
           0.9,
           "rgb(178,24,43)"
          ],
          [
           1,
           "rgb(103,0,31)"
          ]
         ],
         "flatshading": true,
         "i": [
          0,
          0,
          0,
          0,
          0,
          0,
          1,
          1,
          1,
          1,
          2,
          2,
          2,
          2,
          3,
          3,
          3,
          3,
          4,
          4,
          4,
          4,
          5,
          5,
          5,
          5,
          6,
          6,
          6,
          6,
          7,
          7,
          7,
          7,
          8,
          8,
          8,
          8,
          9,
          9,
          9,
          9,
          10,
          10,
          10,
          10,
          11,
          11,
          11,
          11,
          12,
          12,
          12,
          12,
          13,
          13,
          13,
          13,
          14,
          14,
          14,
          14,
          15,
          15,
          15,
          15,
          16,
          16,
          16,
          16,
          17,
          17,
          17,
          17,
          18,
          18,
          18,
          18,
          19,
          19,
          19,
          19,
          20,
          20,
          20,
          20,
          21,
          21,
          21,
          21,
          22,
          22,
          22,
          22,
          23,
          23,
          23,
          23,
          24,
          24,
          24,
          24,
          25,
          25,
          25,
          25,
          26,
          26,
          26,
          26,
          27,
          27,
          27,
          27,
          28,
          28,
          28,
          28,
          29,
          29,
          29,
          29,
          30,
          30,
          30,
          30,
          31,
          31,
          31,
          31,
          32,
          32,
          32,
          32,
          33,
          33,
          33,
          33,
          34,
          34,
          34,
          34,
          35,
          35,
          35,
          35,
          36,
          36,
          36,
          36,
          37,
          37,
          37,
          37,
          38,
          38,
          38,
          38,
          39,
          39,
          39,
          39,
          40,
          40,
          40,
          40,
          41,
          41,
          41,
          41,
          42,
          42,
          42,
          42,
          43,
          43,
          43,
          43,
          44,
          44,
          44,
          44,
          45,
          45,
          45,
          45,
          46,
          46,
          46,
          46,
          47,
          47,
          47,
          47,
          48,
          48,
          48,
          48,
          49,
          49,
          49,
          49,
          50,
          50,
          50,
          50,
          51,
          51,
          51,
          51,
          52,
          52,
          52,
          52,
          53,
          53,
          53,
          53,
          54,
          54,
          54,
          54,
          55,
          55,
          55,
          55,
          56,
          56,
          56,
          56,
          57,
          57,
          57,
          57,
          58,
          58,
          58,
          58,
          59,
          59,
          59,
          59,
          60,
          60,
          60,
          60,
          61,
          61,
          61,
          61,
          62,
          62,
          62,
          62,
          63,
          63,
          63,
          63,
          64,
          64,
          64,
          64,
          65,
          65,
          65,
          65,
          66,
          66,
          66,
          66,
          67,
          67,
          67,
          67,
          68,
          68,
          68,
          68,
          69,
          69,
          69,
          69,
          70,
          70,
          70,
          70,
          71,
          71,
          71,
          71,
          72,
          72,
          72,
          72,
          73,
          73,
          73,
          73,
          74,
          74,
          74,
          74,
          75,
          75,
          75,
          75,
          76,
          76,
          76,
          76,
          77,
          77,
          77,
          77,
          78,
          78,
          78,
          78,
          79,
          79,
          79,
          79,
          80,
          80,
          80,
          80,
          81,
          81,
          81,
          81,
          82,
          82,
          82,
          82,
          83,
          83,
          83,
          83,
          84,
          84,
          84,
          84,
          85,
          85,
          85,
          85,
          86,
          86,
          86,
          86,
          87,
          87,
          87,
          87,
          88,
          88,
          88,
          88,
          89,
          89,
          89,
          89,
          90,
          90,
          90,
          90,
          91,
          91,
          91,
          91,
          92,
          92,
          92,
          92,
          93,
          93,
          93,
          93,
          94,
          94,
          94,
          94,
          95,
          95,
          95,
          95,
          96,
          96,
          96,
          96,
          97,
          97,
          97,
          97,
          98,
          98,
          98,
          98,
          99,
          99,
          99,
          99,
          100,
          100,
          100,
          100,
          101,
          101,
          101,
          101,
          102,
          102,
          102,
          102,
          103,
          103,
          103,
          103,
          104,
          104,
          104,
          104,
          105,
          105,
          105,
          105,
          106,
          106,
          106,
          106,
          107,
          107,
          107,
          107,
          108,
          108,
          108,
          108,
          109,
          109,
          109,
          109,
          110,
          110,
          110,
          110,
          111,
          111,
          111,
          111,
          112,
          112,
          112,
          112,
          113,
          113,
          113,
          113,
          114,
          114,
          114,
          114,
          115,
          115,
          115,
          115,
          116,
          116,
          116,
          116,
          117,
          117,
          117,
          117,
          118,
          118,
          118,
          118,
          119,
          119,
          119,
          119,
          120,
          120,
          120,
          120,
          121,
          121,
          121,
          121,
          122,
          122,
          122,
          122,
          123,
          123,
          123,
          123,
          124,
          124,
          124,
          124,
          125,
          125,
          125,
          125,
          126,
          126,
          126,
          126,
          127,
          127,
          127,
          127,
          128,
          128,
          128,
          128,
          129,
          129,
          129,
          129,
          130,
          130,
          130,
          130,
          131,
          131,
          131,
          131,
          132,
          132,
          132,
          132,
          133,
          133,
          133,
          133,
          134,
          134,
          134,
          134,
          135,
          135,
          135,
          135,
          136,
          136,
          136,
          136,
          137,
          137,
          137,
          137,
          138,
          138,
          138,
          138,
          139,
          139,
          139,
          139,
          140,
          140,
          140,
          140,
          141,
          141,
          141,
          141,
          142,
          142,
          142,
          142,
          143,
          143,
          143,
          143,
          144,
          144,
          144,
          144,
          145,
          145,
          145,
          145,
          146,
          146,
          146,
          146,
          147,
          147,
          147,
          147,
          148,
          148,
          148,
          148,
          149,
          149,
          149,
          149,
          150,
          150,
          150,
          150,
          151,
          151,
          151,
          151,
          152,
          152,
          152,
          152,
          153,
          153,
          153,
          153,
          154,
          154,
          154,
          154,
          155,
          155,
          155,
          155,
          156,
          156,
          156,
          156,
          157,
          157,
          157,
          157,
          158,
          158,
          158,
          158,
          159,
          159,
          159,
          159,
          160,
          160,
          160,
          160,
          161,
          161,
          161,
          161,
          162,
          162,
          162,
          162,
          163,
          163,
          163,
          163,
          164,
          164,
          164,
          164,
          165,
          165,
          165,
          165,
          166,
          166,
          166,
          166,
          167,
          167,
          167,
          167,
          168,
          168,
          168,
          168,
          169,
          169,
          169,
          169,
          170,
          170,
          170,
          170,
          171,
          171,
          171,
          171,
          172,
          172,
          172,
          172,
          173,
          173,
          173,
          173,
          174,
          174,
          174,
          174,
          175,
          175,
          175,
          175,
          176,
          176,
          176,
          176,
          177,
          177,
          177,
          177,
          178,
          178,
          178,
          178,
          179,
          179,
          179,
          179,
          180,
          180,
          180,
          180,
          181,
          181,
          181,
          181,
          182,
          182,
          182,
          182,
          183,
          183,
          183,
          183,
          184,
          184,
          184,
          184,
          185,
          185,
          185,
          185,
          186,
          186,
          186,
          186,
          187,
          187,
          187,
          187,
          188,
          188,
          188,
          188,
          189,
          189,
          189,
          189,
          190,
          190,
          190,
          190,
          191,
          191,
          191,
          191,
          192,
          192,
          192,
          192,
          193,
          193,
          193,
          193,
          194,
          194,
          194,
          194,
          195,
          195,
          195,
          195,
          196,
          196,
          196,
          196,
          197,
          197,
          197,
          197,
          198,
          198,
          198,
          198,
          199,
          199,
          199,
          199,
          200,
          200,
          200,
          200,
          201,
          201,
          201,
          201,
          202,
          202,
          202,
          202,
          203,
          203,
          203,
          203,
          204,
          204,
          204,
          204,
          205,
          205,
          205,
          205,
          206,
          206,
          206,
          206,
          207,
          207,
          207,
          207,
          208,
          208,
          208,
          208,
          209,
          209,
          209,
          209,
          210,
          210,
          210,
          210,
          211,
          211,
          211,
          211,
          212,
          212,
          212,
          212,
          213,
          213,
          213,
          213,
          214,
          214,
          214,
          214,
          215,
          215,
          215,
          215,
          216,
          216,
          216,
          216,
          217,
          217,
          217,
          217,
          218,
          218,
          218,
          218,
          219,
          219,
          219,
          219,
          220,
          220,
          220,
          220,
          221,
          221,
          221,
          221,
          222,
          222,
          222,
          222,
          223,
          223,
          223,
          223,
          224,
          224,
          224,
          224,
          225,
          225,
          225,
          225,
          226,
          226,
          226,
          226,
          227,
          227,
          227,
          227,
          228,
          228,
          228,
          228,
          229,
          229,
          229,
          229,
          230,
          230,
          230,
          230,
          231,
          231,
          231,
          231,
          232,
          232,
          232,
          232,
          233,
          233,
          233,
          233,
          234,
          234,
          234,
          234,
          235,
          235,
          235,
          235,
          236,
          236,
          236,
          236,
          237,
          237,
          237,
          237,
          238,
          238,
          238,
          238,
          239,
          239,
          239,
          239,
          240,
          240,
          240,
          240,
          241,
          241,
          241,
          241,
          242,
          242,
          242,
          242,
          243,
          243,
          243,
          243,
          244,
          244,
          244,
          244,
          245,
          245,
          245,
          245,
          246,
          246,
          246,
          246,
          247,
          247,
          247,
          247,
          248,
          248,
          248,
          248,
          249,
          249,
          249,
          249,
          250,
          250,
          250,
          250,
          251,
          251,
          251,
          251,
          252,
          252,
          252,
          252,
          253,
          253,
          253,
          253,
          254,
          254,
          254,
          254,
          255,
          255,
          255,
          255,
          256,
          256,
          256,
          256,
          257,
          257,
          257,
          257,
          258,
          258,
          258,
          258,
          259,
          259,
          259,
          259,
          260,
          260,
          260,
          260,
          261,
          261,
          261,
          261,
          262,
          262,
          262,
          262,
          263,
          263,
          263,
          263,
          264,
          264,
          264,
          264,
          265,
          265,
          265,
          265,
          266,
          266,
          266,
          266,
          267,
          267,
          267,
          267,
          268,
          268,
          268,
          268,
          269,
          269,
          269,
          269,
          270,
          270,
          270,
          270,
          271,
          271,
          271,
          271,
          272,
          272,
          272,
          272,
          273,
          273,
          273,
          273,
          274,
          274,
          274,
          274,
          275,
          275,
          275,
          275,
          276,
          276,
          276,
          276,
          277,
          277,
          277,
          277,
          278,
          278,
          278,
          278,
          279,
          279,
          279,
          279,
          280,
          280,
          280,
          280,
          281,
          281,
          281,
          281,
          282,
          282,
          282,
          282,
          283,
          283,
          283,
          283,
          284,
          284,
          284,
          284,
          285,
          285,
          285,
          285,
          286,
          286,
          286,
          286,
          287,
          287,
          287,
          287,
          288,
          288,
          288,
          288,
          289,
          289,
          289,
          289,
          290,
          290,
          290,
          290,
          291,
          291,
          291,
          291,
          292,
          292,
          292,
          292,
          293,
          293,
          293,
          293,
          294,
          294,
          294,
          294,
          295,
          295,
          295,
          295,
          296,
          296,
          296,
          296,
          297,
          297,
          297,
          297,
          298,
          298,
          298,
          298,
          299,
          299,
          299,
          299,
          300,
          300,
          300,
          300,
          301,
          301,
          301,
          301,
          302,
          302,
          302,
          302,
          303,
          303,
          303,
          303,
          304,
          304,
          304,
          304,
          305,
          305,
          305,
          305,
          306,
          306,
          306,
          306,
          307,
          307,
          307,
          307,
          308,
          308,
          308,
          308,
          309,
          309,
          309,
          309,
          310,
          310,
          310,
          310,
          311,
          311,
          311,
          311,
          312,
          312,
          312,
          312,
          313,
          313,
          313,
          313,
          314,
          314,
          314,
          314,
          315,
          315,
          315,
          315,
          316,
          316,
          316,
          316,
          317,
          317,
          317,
          317,
          318,
          318,
          318,
          318,
          319,
          319,
          319,
          319,
          320,
          320,
          320,
          320,
          321,
          321,
          321,
          321,
          322,
          322,
          322,
          322,
          323,
          323,
          323,
          323,
          324,
          324,
          324,
          324,
          325,
          325,
          325,
          325,
          326,
          326,
          326,
          326,
          327,
          327,
          327,
          327,
          328,
          328,
          328,
          328,
          329,
          329,
          329,
          329,
          330,
          330,
          330,
          330,
          331,
          331,
          331,
          331,
          332,
          332,
          332,
          332,
          333,
          333,
          333,
          333,
          334,
          334,
          334,
          334,
          335,
          335,
          335,
          335,
          336,
          336,
          336,
          336,
          337,
          337,
          337,
          337,
          338,
          338,
          338,
          338,
          339,
          339,
          339,
          339,
          340,
          340,
          340,
          340,
          341,
          341,
          341,
          341,
          342,
          342,
          342,
          342,
          343,
          343,
          343,
          343,
          344,
          344,
          344,
          344,
          345,
          345,
          345,
          345,
          346,
          346,
          346,
          346,
          347,
          347,
          347,
          347,
          348,
          348,
          348,
          348,
          349,
          349,
          349,
          349,
          350,
          350,
          350,
          350,
          351,
          351,
          351,
          351,
          352,
          352,
          352,
          352,
          353,
          353,
          353,
          353,
          354,
          354,
          354,
          354,
          355,
          355,
          355,
          355,
          356,
          356,
          356,
          356,
          357,
          357,
          357,
          357,
          358,
          358,
          358,
          358,
          359,
          359,
          359,
          359,
          360,
          360,
          360,
          360,
          361,
          361,
          361,
          361,
          362,
          362,
          362,
          362,
          363,
          363,
          363,
          363,
          364,
          364,
          364,
          364,
          365,
          365,
          365,
          365,
          366,
          366,
          366,
          366,
          367,
          367,
          367,
          367,
          368,
          368,
          368,
          368,
          369,
          369,
          369,
          369,
          370,
          370,
          370,
          370,
          371,
          371,
          371,
          371,
          372,
          372,
          372,
          372,
          373,
          373,
          373,
          373,
          374,
          374,
          374,
          374,
          375,
          375,
          375,
          375,
          376,
          376,
          376,
          376,
          377,
          377,
          377,
          377,
          378,
          378,
          378,
          378,
          379,
          379,
          380,
          380,
          380,
          381,
          381,
          382,
          382,
          383,
          383,
          384,
          384,
          385,
          385,
          386,
          386,
          387,
          387,
          388,
          388,
          389,
          389,
          390,
          390,
          391,
          391,
          392,
          392,
          393,
          393,
          394,
          394,
          395,
          395,
          396,
          396,
          397,
          397,
          398,
          398,
          399,
          399,
          400,
          400,
          401,
          401,
          402,
          402,
          403,
          403,
          404,
          404,
          405,
          405,
          406,
          406,
          407,
          407,
          408,
          408,
          409,
          409,
          410,
          410,
          411,
          411,
          412,
          412,
          413,
          413,
          414,
          414,
          415,
          415,
          416,
          416,
          417,
          417,
          418,
          418,
          419,
          419,
          420,
          420,
          421,
          421,
          422,
          422,
          423,
          423,
          424,
          424,
          425,
          425,
          426,
          426,
          427,
          427,
          428,
          428,
          429,
          429,
          430,
          430,
          431,
          431,
          432,
          432,
          433,
          433,
          434,
          434,
          435,
          435,
          436,
          436,
          437,
          437,
          438,
          438,
          439,
          439,
          440,
          440,
          441,
          441,
          442,
          442,
          443,
          443,
          444,
          444,
          445,
          445,
          446,
          446,
          447,
          447,
          448,
          448,
          449,
          449,
          450,
          450,
          451,
          451,
          452,
          452,
          453,
          453,
          454,
          454,
          455,
          455,
          456,
          456,
          457,
          457,
          458,
          458,
          459,
          459,
          460,
          460,
          461,
          461,
          462,
          462,
          463,
          463,
          464,
          464,
          465,
          465,
          466,
          466,
          467,
          467,
          468,
          468,
          469,
          469,
          470,
          470,
          471,
          471,
          472,
          472,
          473,
          473,
          474,
          474,
          475,
          475,
          476,
          476,
          477,
          477,
          478,
          478,
          479,
          479,
          480,
          480,
          481,
          481,
          482,
          482,
          483,
          483,
          484,
          484,
          485,
          485,
          486,
          486,
          487,
          487,
          488,
          488,
          489,
          489,
          490,
          490,
          491,
          491,
          492,
          492,
          493,
          493,
          494,
          494,
          495,
          495,
          496,
          496,
          497,
          497,
          498,
          498,
          499,
          499,
          500,
          500,
          501,
          501,
          502,
          502,
          503,
          503,
          504,
          504,
          505,
          505,
          506,
          506,
          507,
          507,
          508,
          508,
          509,
          509,
          510,
          510,
          511,
          511,
          512,
          512,
          513,
          513,
          514,
          514,
          515,
          515,
          516,
          516,
          517,
          517,
          518,
          518,
          519,
          519,
          520,
          520,
          521,
          521,
          522,
          522,
          523,
          523,
          524,
          524,
          525,
          525,
          526,
          526,
          527,
          527,
          528,
          528,
          529,
          529,
          530,
          530,
          531,
          531,
          532,
          532,
          533,
          533,
          534,
          534,
          535,
          535,
          536,
          536,
          537,
          537,
          538,
          538,
          539,
          539,
          540,
          540,
          541,
          541,
          542,
          542,
          543,
          543,
          544,
          544,
          545,
          545,
          546,
          546,
          547,
          547,
          548,
          548,
          549,
          549,
          550,
          550,
          551,
          551,
          552,
          552,
          553,
          553,
          554,
          554,
          555,
          555,
          556,
          556,
          557,
          557,
          558,
          558,
          559,
          559,
          560,
          560,
          561,
          561,
          562,
          562,
          563,
          563,
          564,
          564,
          565,
          565,
          566,
          566,
          567,
          567,
          568,
          568,
          569,
          569,
          570,
          570,
          571,
          571,
          572,
          572,
          573,
          573,
          574,
          574,
          575,
          575,
          576,
          576,
          577,
          577,
          578,
          578,
          579,
          579,
          580,
          580,
          581,
          581,
          582,
          582,
          583,
          583,
          584,
          584,
          585,
          585,
          586,
          586,
          587,
          587,
          588,
          588,
          589,
          589,
          590,
          590,
          591,
          591,
          592,
          592,
          593,
          593,
          594,
          594,
          595,
          595,
          596,
          596,
          597,
          597,
          598,
          598,
          599,
          599,
          600,
          600,
          601,
          601,
          602,
          602,
          603,
          603,
          604,
          604,
          605,
          605,
          606,
          606,
          607,
          607,
          608,
          608,
          609,
          609,
          610,
          610,
          611,
          611,
          612,
          612,
          613,
          613,
          614,
          614,
          615,
          615,
          616,
          616,
          617,
          617,
          618,
          618,
          619,
          619,
          620,
          620,
          621,
          621,
          622,
          622,
          623,
          623,
          624,
          624,
          625,
          625,
          626,
          626,
          627,
          627,
          628,
          628,
          629,
          629,
          630,
          630,
          631,
          631,
          632,
          632,
          633,
          633,
          634,
          634,
          635,
          635,
          636,
          636,
          637,
          637,
          638,
          638,
          639,
          639,
          640,
          640,
          641,
          641,
          642,
          642,
          643,
          643,
          644,
          644,
          645,
          645,
          646,
          646,
          647,
          647,
          648,
          648,
          649,
          649,
          650,
          650,
          651,
          651,
          652,
          652,
          653,
          653,
          654,
          654,
          655,
          655,
          656,
          656,
          657,
          657,
          658,
          658,
          659,
          659,
          660,
          660,
          661,
          661,
          662,
          662,
          663,
          663,
          664,
          664,
          665,
          665,
          666,
          666,
          667,
          667,
          668,
          668,
          669,
          669,
          670,
          670,
          671,
          671,
          672,
          672,
          673,
          673,
          674,
          674,
          675,
          675,
          676,
          676,
          677,
          677,
          678,
          678,
          679,
          679,
          680,
          680,
          681,
          681,
          682,
          682,
          683,
          683,
          684,
          684,
          685,
          685,
          686,
          686,
          687,
          687,
          688,
          688,
          689,
          689,
          690,
          690,
          691,
          691,
          692,
          692,
          693,
          693,
          694,
          694,
          695,
          695,
          696,
          696,
          697,
          697,
          698,
          698,
          699,
          699,
          700,
          700,
          701,
          701,
          702,
          702,
          703,
          703,
          704,
          704,
          705,
          705,
          706,
          706,
          707,
          707,
          708,
          708,
          709,
          709,
          710,
          710,
          711,
          711,
          712,
          712,
          713,
          713,
          714,
          714,
          715,
          715,
          716,
          716,
          717,
          717,
          718,
          718,
          719,
          719,
          720,
          720,
          721,
          721,
          722,
          722,
          723,
          723,
          724,
          724,
          725,
          725,
          726,
          726,
          727,
          727,
          728,
          728,
          729,
          729,
          730,
          730,
          731,
          731,
          732,
          732,
          733,
          733,
          734,
          734,
          735,
          735,
          736,
          736,
          737,
          737,
          738,
          738,
          739,
          739,
          740,
          740,
          741,
          741,
          742,
          742,
          743,
          743,
          744,
          744,
          745,
          745,
          746,
          746,
          747,
          747,
          748,
          748,
          749,
          749,
          750,
          750,
          751,
          751,
          752,
          752,
          753,
          753,
          754,
          754,
          755,
          755,
          756,
          756,
          757,
          757,
          758,
          758,
          759,
          760,
          760,
          760,
          761,
          761,
          762,
          762,
          763,
          763,
          764,
          764,
          765,
          765,
          766,
          766,
          767,
          767,
          768,
          768,
          769,
          769,
          770,
          770,
          771,
          771,
          772,
          772,
          773,
          773,
          774,
          774,
          775,
          775,
          776,
          776,
          777,
          777,
          778,
          778,
          779,
          779,
          780,
          780,
          781,
          781,
          782,
          782,
          783,
          783,
          784,
          784,
          785,
          785,
          786,
          786,
          787,
          787,
          788,
          788,
          789,
          789,
          790,
          790,
          791,
          791,
          792,
          792,
          793,
          793,
          794,
          794,
          795,
          795,
          796,
          796,
          797,
          797,
          798,
          798,
          799,
          799,
          800,
          800,
          801,
          801,
          802,
          802,
          803,
          803,
          804,
          804,
          805,
          805,
          806,
          806,
          807,
          807,
          808,
          808,
          809,
          809,
          810,
          810,
          811,
          811,
          812,
          812,
          813,
          813,
          814,
          814,
          815,
          815,
          816,
          816,
          817,
          817,
          818,
          818,
          819,
          819,
          820,
          820,
          821,
          821,
          822,
          822,
          823,
          823,
          824,
          824,
          825,
          825,
          826,
          826,
          827,
          827,
          828,
          828,
          829,
          829,
          830,
          830,
          831,
          831,
          832,
          832,
          833,
          833,
          834,
          834,
          835,
          835,
          836,
          836,
          837,
          837,
          838,
          838,
          839,
          839,
          840,
          840,
          841,
          841,
          842,
          842,
          843,
          843,
          844,
          844,
          845,
          845,
          846,
          846,
          847,
          847,
          848,
          848,
          849,
          849,
          850,
          850,
          851,
          851,
          852,
          852,
          853,
          853,
          854,
          854,
          855,
          855,
          856,
          856,
          857,
          857,
          858,
          858,
          859,
          859,
          860,
          860,
          861,
          861,
          862,
          862,
          863,
          863,
          864,
          864,
          865,
          865,
          866,
          866,
          867,
          867,
          868,
          868,
          869,
          869,
          870,
          870,
          871,
          871,
          872,
          872,
          873,
          873,
          874,
          874,
          875,
          875,
          876,
          876,
          877,
          877,
          878,
          878,
          879,
          879,
          880,
          880,
          881,
          881,
          882,
          882,
          883,
          883,
          884,
          884,
          885,
          885,
          886,
          886,
          887,
          887,
          888,
          888,
          889,
          889,
          890,
          890,
          891,
          891,
          892,
          892,
          893,
          893,
          894,
          894,
          895,
          895,
          896,
          896,
          897,
          897,
          898,
          898,
          899,
          899,
          900,
          900,
          901,
          901,
          902,
          902,
          903,
          903,
          904,
          904,
          905,
          905,
          906,
          906,
          907,
          907,
          908,
          908,
          909,
          909,
          910,
          910,
          911,
          911,
          912,
          912,
          913,
          913,
          914,
          914,
          915,
          915,
          916,
          916,
          917,
          917,
          918,
          918,
          919,
          919,
          920,
          920,
          921,
          921,
          922,
          922,
          923,
          923,
          924,
          924,
          925,
          925,
          926,
          926,
          927,
          927,
          928,
          928,
          929,
          929,
          930,
          930,
          931,
          931,
          932,
          932,
          933,
          933,
          934,
          934,
          935,
          935,
          936,
          936,
          937,
          937,
          938,
          938,
          939,
          939,
          940,
          940,
          941,
          941,
          942,
          942,
          943,
          943,
          944,
          944,
          945,
          945,
          946,
          946,
          947,
          947,
          948,
          948,
          949,
          949,
          950,
          950,
          951,
          951,
          952,
          952,
          953,
          953,
          954,
          954,
          955,
          955,
          956,
          956,
          957,
          957,
          958,
          958,
          959,
          959,
          960,
          960,
          961,
          961,
          962,
          962,
          963,
          963,
          964,
          964,
          965,
          965,
          966,
          966,
          967,
          967,
          968,
          968,
          969,
          969,
          970,
          970,
          971,
          971,
          972,
          972,
          973,
          973,
          974,
          974,
          975,
          975,
          976,
          976,
          977,
          977,
          978,
          978,
          979,
          979,
          980,
          980,
          981,
          981,
          982,
          982,
          983,
          983,
          984,
          984,
          985,
          985,
          986,
          986,
          987,
          987,
          988,
          988,
          989,
          989,
          990,
          990,
          991,
          991,
          992,
          992,
          993,
          993,
          994,
          994,
          995,
          995,
          996,
          996,
          997,
          997,
          998,
          998,
          999,
          999,
          1000,
          1000,
          1001,
          1001,
          1002,
          1002,
          1003,
          1003,
          1004,
          1004,
          1005,
          1005,
          1006,
          1006,
          1007,
          1007,
          1008,
          1008,
          1009,
          1009,
          1010,
          1010,
          1011,
          1011,
          1012,
          1012,
          1013,
          1013,
          1014,
          1014,
          1015,
          1015,
          1016,
          1016,
          1017,
          1017,
          1018,
          1018,
          1019,
          1019,
          1020,
          1020,
          1021,
          1021,
          1022,
          1022,
          1023,
          1023,
          1024,
          1024,
          1025,
          1025,
          1026,
          1026,
          1027,
          1027,
          1028,
          1028,
          1029,
          1029,
          1030,
          1030,
          1031,
          1031,
          1032,
          1032,
          1033,
          1033,
          1034,
          1034,
          1035,
          1035,
          1036,
          1036,
          1037,
          1037,
          1038,
          1038,
          1039,
          1039,
          1040,
          1040,
          1041,
          1041,
          1042,
          1042,
          1043,
          1043,
          1044,
          1044,
          1045,
          1045,
          1046,
          1046,
          1047,
          1047,
          1048,
          1048,
          1049,
          1049,
          1050,
          1050,
          1051,
          1051,
          1052,
          1052,
          1053,
          1053,
          1054,
          1054,
          1055,
          1055,
          1056,
          1056,
          1057,
          1057,
          1058,
          1058,
          1059,
          1059,
          1060,
          1060,
          1061,
          1061,
          1062,
          1062,
          1063,
          1063,
          1064,
          1064,
          1065,
          1065,
          1066,
          1066,
          1067,
          1067,
          1068,
          1068,
          1069,
          1069,
          1070,
          1070,
          1071,
          1071,
          1072,
          1072,
          1073,
          1073,
          1074,
          1074,
          1075,
          1075,
          1076,
          1076,
          1077,
          1077,
          1078,
          1078,
          1079,
          1079,
          1080,
          1080,
          1081,
          1081,
          1082,
          1082,
          1083,
          1083,
          1084,
          1084,
          1085,
          1085,
          1086,
          1086,
          1087,
          1087,
          1088,
          1088,
          1089,
          1089,
          1090,
          1090,
          1091,
          1091,
          1092,
          1092,
          1093,
          1093,
          1094,
          1094,
          1095,
          1095,
          1096,
          1096,
          1097,
          1097,
          1098,
          1098,
          1099,
          1099,
          1100,
          1100,
          1101,
          1101,
          1102,
          1102,
          1103,
          1103,
          1104,
          1104,
          1105,
          1105,
          1106,
          1106,
          1107,
          1107,
          1108,
          1108,
          1109,
          1109,
          1110,
          1110,
          1111,
          1111,
          1112,
          1112,
          1113,
          1113,
          1114,
          1114,
          1115,
          1115,
          1116,
          1116,
          1117,
          1117,
          1118,
          1118,
          1119,
          1119,
          1120,
          1120,
          1121,
          1121,
          1122,
          1122,
          1123,
          1123,
          1124,
          1124,
          1125,
          1125,
          1126,
          1126,
          1127,
          1127,
          1128,
          1128,
          1129,
          1129,
          1130,
          1130,
          1131,
          1131,
          1132,
          1132,
          1133,
          1133,
          1134,
          1134,
          1135,
          1135,
          1136,
          1136,
          1137,
          1137,
          1138,
          1138,
          1139,
          1140,
          1140,
          1140,
          1141,
          1141,
          1142,
          1142,
          1143,
          1143,
          1144,
          1144,
          1145,
          1145,
          1146,
          1146,
          1147,
          1147,
          1148,
          1148,
          1149,
          1149,
          1150,
          1150,
          1151,
          1151,
          1152,
          1152,
          1153,
          1153,
          1154,
          1154,
          1155,
          1155,
          1156,
          1156,
          1157,
          1157,
          1158,
          1158,
          1159,
          1159,
          1160,
          1160,
          1161,
          1161,
          1162,
          1162,
          1163,
          1163,
          1164,
          1164,
          1165,
          1165,
          1166,
          1166,
          1167,
          1167,
          1168,
          1168,
          1169,
          1169,
          1170,
          1170,
          1171,
          1171,
          1172,
          1172,
          1173,
          1173,
          1174,
          1174,
          1175,
          1175,
          1176,
          1176,
          1177,
          1177,
          1178,
          1178,
          1179,
          1179,
          1180,
          1180,
          1181,
          1181,
          1182,
          1182,
          1183,
          1183,
          1184,
          1184,
          1185,
          1185,
          1186,
          1186,
          1187,
          1187,
          1188,
          1188,
          1189,
          1189,
          1190,
          1190,
          1191,
          1191,
          1192,
          1192,
          1193,
          1193,
          1194,
          1194,
          1195,
          1195,
          1196,
          1196,
          1197,
          1197,
          1198,
          1198,
          1199,
          1199,
          1200,
          1200,
          1201,
          1201,
          1202,
          1202,
          1203,
          1203,
          1204,
          1204,
          1205,
          1205,
          1206,
          1206,
          1207,
          1207,
          1208,
          1208,
          1209,
          1209,
          1210,
          1210,
          1211,
          1211,
          1212,
          1212,
          1213,
          1213,
          1214,
          1214,
          1215,
          1215,
          1216,
          1216,
          1217,
          1217,
          1218,
          1218,
          1219,
          1219,
          1220,
          1220,
          1221,
          1221,
          1222,
          1222,
          1223,
          1223,
          1224,
          1224,
          1225,
          1225,
          1226,
          1226,
          1227,
          1227,
          1228,
          1228,
          1229,
          1229,
          1230,
          1230,
          1231,
          1231,
          1232,
          1232,
          1233,
          1233,
          1234,
          1234,
          1235,
          1235,
          1236,
          1236,
          1237,
          1237,
          1238,
          1238,
          1239,
          1239,
          1240,
          1240,
          1241,
          1241,
          1242,
          1242,
          1243,
          1243,
          1244,
          1244,
          1245,
          1245,
          1246,
          1246,
          1247,
          1247,
          1248,
          1248,
          1249,
          1249,
          1250,
          1250,
          1251,
          1251,
          1252,
          1252,
          1253,
          1253,
          1254,
          1254,
          1255,
          1255,
          1256,
          1256,
          1257,
          1257,
          1258,
          1258,
          1259,
          1259,
          1260,
          1260,
          1261,
          1261,
          1262,
          1262,
          1263,
          1263,
          1264,
          1264,
          1265,
          1265,
          1266,
          1266,
          1267,
          1267,
          1268,
          1268,
          1269,
          1269,
          1270,
          1270,
          1271,
          1271,
          1272,
          1272,
          1273,
          1273,
          1274,
          1274,
          1275,
          1275,
          1276,
          1276,
          1277,
          1277,
          1278,
          1278,
          1279,
          1279,
          1280,
          1280,
          1281,
          1281,
          1282,
          1282,
          1283,
          1283,
          1284,
          1284,
          1285,
          1285,
          1286,
          1286,
          1287,
          1287,
          1288,
          1288,
          1289,
          1289,
          1290,
          1290,
          1291,
          1291,
          1292,
          1292,
          1293,
          1293,
          1294,
          1294,
          1295,
          1295,
          1296,
          1296,
          1297,
          1297,
          1298,
          1298,
          1299,
          1299,
          1300,
          1300,
          1301,
          1301,
          1302,
          1302,
          1303,
          1303,
          1304,
          1304,
          1305,
          1305,
          1306,
          1306,
          1307,
          1307,
          1308,
          1308,
          1309,
          1309,
          1310,
          1310,
          1311,
          1311,
          1312,
          1312,
          1313,
          1313,
          1314,
          1314,
          1315,
          1315,
          1316,
          1316,
          1317,
          1317,
          1318,
          1318,
          1319,
          1319,
          1320,
          1320,
          1321,
          1321,
          1322,
          1322,
          1323,
          1323,
          1324,
          1324,
          1325,
          1325,
          1326,
          1326,
          1327,
          1327,
          1328,
          1328,
          1329,
          1329,
          1330,
          1330,
          1331,
          1331,
          1332,
          1332,
          1333,
          1333,
          1334,
          1334,
          1335,
          1335,
          1336,
          1336,
          1337,
          1337,
          1338,
          1338,
          1339,
          1339,
          1340,
          1340,
          1341,
          1341,
          1342,
          1342,
          1343,
          1343,
          1344,
          1344,
          1345,
          1345,
          1346,
          1346,
          1347,
          1347,
          1348,
          1348,
          1349,
          1349,
          1350,
          1350,
          1351,
          1351,
          1352,
          1352,
          1353,
          1353,
          1354,
          1354,
          1355,
          1355,
          1356,
          1356,
          1357,
          1357,
          1358,
          1358,
          1359,
          1359,
          1360,
          1360,
          1361,
          1361,
          1362,
          1362,
          1363,
          1363,
          1364,
          1364,
          1365,
          1365,
          1366,
          1366,
          1367,
          1367,
          1368,
          1368,
          1369,
          1369,
          1370,
          1370,
          1371,
          1371,
          1372,
          1372,
          1373,
          1373,
          1374,
          1374,
          1375,
          1375,
          1376,
          1376,
          1377,
          1377,
          1378,
          1378,
          1379,
          1379,
          1380,
          1380,
          1381,
          1381,
          1382,
          1382,
          1383,
          1383,
          1384,
          1384,
          1385,
          1385,
          1386,
          1386,
          1387,
          1387,
          1388,
          1388,
          1389,
          1389,
          1390,
          1390,
          1391,
          1391,
          1392,
          1392,
          1393,
          1393,
          1394,
          1394,
          1395,
          1395,
          1396,
          1396,
          1397,
          1397,
          1398,
          1398,
          1399,
          1399,
          1400,
          1400,
          1401,
          1401,
          1402,
          1402,
          1403,
          1403,
          1404,
          1404,
          1405,
          1405,
          1406,
          1406,
          1407,
          1407,
          1408,
          1408,
          1409,
          1409,
          1410,
          1410,
          1411,
          1411,
          1412,
          1412,
          1413,
          1413,
          1414,
          1414,
          1415,
          1415,
          1416,
          1416,
          1417,
          1417,
          1418,
          1418,
          1419,
          1419,
          1420,
          1420,
          1421,
          1421,
          1422,
          1422,
          1423,
          1423,
          1424,
          1424,
          1425,
          1425,
          1426,
          1426,
          1427,
          1427,
          1428,
          1428,
          1429,
          1429,
          1430,
          1430,
          1431,
          1431,
          1432,
          1432,
          1433,
          1433,
          1434,
          1434,
          1435,
          1435,
          1436,
          1436,
          1437,
          1437,
          1438,
          1438,
          1439,
          1439,
          1440,
          1440,
          1441,
          1441,
          1442,
          1442,
          1443,
          1443,
          1444,
          1444,
          1445,
          1445,
          1446,
          1446,
          1447,
          1447,
          1448,
          1448,
          1449,
          1449,
          1450,
          1450,
          1451,
          1451,
          1452,
          1452,
          1453,
          1453,
          1454,
          1454,
          1455,
          1455,
          1456,
          1456,
          1457,
          1457,
          1458,
          1458,
          1459,
          1459,
          1460,
          1460,
          1461,
          1461,
          1462,
          1462,
          1463,
          1463,
          1464,
          1464,
          1465,
          1465,
          1466,
          1466,
          1467,
          1467,
          1468,
          1468,
          1469,
          1469,
          1470,
          1470,
          1471,
          1471,
          1472,
          1472,
          1473,
          1473,
          1474,
          1474,
          1475,
          1475,
          1476,
          1476,
          1477,
          1477,
          1478,
          1478,
          1479,
          1479,
          1480,
          1480,
          1481,
          1481,
          1482,
          1482,
          1483,
          1483,
          1484,
          1484,
          1485,
          1485,
          1486,
          1486,
          1487,
          1487,
          1488,
          1488,
          1489,
          1489,
          1490,
          1490,
          1491,
          1491,
          1492,
          1492,
          1493,
          1493,
          1494,
          1494,
          1495,
          1495,
          1496,
          1496,
          1497,
          1497,
          1498,
          1498,
          1499,
          1499,
          1500,
          1500,
          1501,
          1501,
          1502,
          1502,
          1503,
          1503,
          1504,
          1504,
          1505,
          1505,
          1506,
          1506,
          1507,
          1507,
          1508,
          1508,
          1509,
          1509,
          1510,
          1510,
          1511,
          1511,
          1512,
          1512,
          1513,
          1513,
          1514,
          1514,
          1515,
          1515,
          1516,
          1516,
          1517,
          1517,
          1518,
          1518,
          1519,
          1520,
          1520,
          1520,
          1521,
          1521,
          1522,
          1522,
          1523,
          1523,
          1524,
          1524,
          1525,
          1525,
          1526,
          1526,
          1527,
          1527,
          1528,
          1528,
          1529,
          1529,
          1530,
          1530,
          1531,
          1531,
          1532,
          1532,
          1533,
          1533,
          1534,
          1534,
          1535,
          1535,
          1536,
          1536,
          1537,
          1537,
          1538,
          1538,
          1539,
          1539,
          1540,
          1540,
          1541,
          1541,
          1542,
          1542,
          1543,
          1543,
          1544,
          1544,
          1545,
          1545,
          1546,
          1546,
          1547,
          1547,
          1548,
          1548,
          1549,
          1549,
          1550,
          1550,
          1551,
          1551,
          1552,
          1552,
          1553,
          1553,
          1554,
          1554,
          1555,
          1555,
          1556,
          1556,
          1557,
          1557,
          1558,
          1558,
          1559,
          1559,
          1560,
          1560,
          1561,
          1561,
          1562,
          1562,
          1563,
          1563,
          1564,
          1564,
          1565,
          1565,
          1566,
          1566,
          1567,
          1567,
          1568,
          1568,
          1569,
          1569,
          1570,
          1570,
          1571,
          1571,
          1572,
          1572,
          1573,
          1573,
          1574,
          1574,
          1575,
          1575,
          1576,
          1576,
          1577,
          1577,
          1578,
          1578,
          1579,
          1579,
          1580,
          1580,
          1581,
          1581,
          1582,
          1582,
          1583,
          1583,
          1584,
          1584,
          1585,
          1585,
          1586,
          1586,
          1587,
          1587,
          1588,
          1588,
          1589,
          1589,
          1590,
          1590,
          1591,
          1591,
          1592,
          1592,
          1593,
          1593,
          1594,
          1594,
          1595,
          1595,
          1596,
          1596,
          1597,
          1597,
          1598,
          1598,
          1599,
          1599,
          1600,
          1600,
          1601,
          1601,
          1602,
          1602,
          1603,
          1603,
          1604,
          1604,
          1605,
          1605,
          1606,
          1606,
          1607,
          1607,
          1608,
          1608,
          1609,
          1609,
          1610,
          1610,
          1611,
          1611,
          1612,
          1612,
          1613,
          1613,
          1614,
          1614,
          1615,
          1615,
          1616,
          1616,
          1617,
          1617,
          1618,
          1618,
          1619,
          1619,
          1620,
          1620,
          1621,
          1621,
          1622,
          1622,
          1623,
          1623,
          1624,
          1624,
          1625,
          1625,
          1626,
          1626,
          1627,
          1627,
          1628,
          1628,
          1629,
          1629,
          1630,
          1630,
          1631,
          1631,
          1632,
          1632,
          1633,
          1633,
          1634,
          1634,
          1635,
          1635,
          1636,
          1636,
          1637,
          1637,
          1638,
          1638,
          1639,
          1639,
          1640,
          1640,
          1641,
          1641,
          1642,
          1642,
          1643,
          1643,
          1644,
          1644,
          1645,
          1645,
          1646,
          1646,
          1647,
          1647,
          1648,
          1648,
          1649,
          1649,
          1650,
          1650,
          1651,
          1651,
          1652,
          1652,
          1653,
          1653,
          1654,
          1654,
          1655,
          1655,
          1656,
          1656,
          1657,
          1657,
          1658,
          1658,
          1659,
          1659,
          1660,
          1660,
          1661,
          1661,
          1662,
          1662,
          1663,
          1663,
          1664,
          1664,
          1665,
          1665,
          1666,
          1666,
          1667,
          1667,
          1668,
          1668,
          1669,
          1669,
          1670,
          1670,
          1671,
          1671,
          1672,
          1672,
          1673,
          1673,
          1674,
          1674,
          1675,
          1675,
          1676,
          1676,
          1677,
          1677,
          1678,
          1678,
          1679,
          1679,
          1680,
          1680,
          1681,
          1681,
          1682,
          1682,
          1683,
          1683,
          1684,
          1684,
          1685,
          1685,
          1686,
          1686,
          1687,
          1687,
          1688,
          1688,
          1689,
          1689,
          1690,
          1690,
          1691,
          1691,
          1692,
          1692,
          1693,
          1693,
          1694,
          1694,
          1695,
          1695,
          1696,
          1696,
          1697,
          1697,
          1698,
          1698,
          1699,
          1699,
          1700,
          1700,
          1701,
          1701,
          1702,
          1702,
          1703,
          1703,
          1704,
          1704,
          1705,
          1705,
          1706,
          1706,
          1707,
          1707,
          1708,
          1708,
          1709,
          1709,
          1710,
          1710,
          1711,
          1711,
          1712,
          1712,
          1713,
          1713,
          1714,
          1714,
          1715,
          1715,
          1716,
          1716,
          1717,
          1717,
          1718,
          1718,
          1719,
          1719,
          1720,
          1720,
          1721,
          1721,
          1722,
          1722,
          1723,
          1723,
          1724,
          1724,
          1725,
          1725,
          1726,
          1726,
          1727,
          1727,
          1728,
          1728,
          1729,
          1729,
          1730,
          1730,
          1731,
          1731,
          1732,
          1732,
          1733,
          1733,
          1734,
          1734,
          1735,
          1735,
          1736,
          1736,
          1737,
          1737,
          1738,
          1738,
          1739,
          1739,
          1740,
          1740,
          1741,
          1741,
          1742,
          1742,
          1743,
          1743,
          1744,
          1744,
          1745,
          1745,
          1746,
          1746,
          1747,
          1747,
          1748,
          1748,
          1749,
          1749,
          1750,
          1750,
          1751,
          1751,
          1752,
          1752,
          1753,
          1753,
          1754,
          1754,
          1755,
          1755,
          1756,
          1756,
          1757,
          1757,
          1758,
          1758,
          1759,
          1759,
          1760,
          1760,
          1761,
          1761,
          1762,
          1762,
          1763,
          1763,
          1764,
          1764,
          1765,
          1765,
          1766,
          1766,
          1767,
          1767,
          1768,
          1768,
          1769,
          1769,
          1770,
          1770,
          1771,
          1771,
          1772,
          1772,
          1773,
          1773,
          1774,
          1774,
          1775,
          1775,
          1776,
          1776,
          1777,
          1777,
          1778,
          1778,
          1779,
          1779,
          1780,
          1780,
          1781,
          1781,
          1782,
          1782,
          1783,
          1783,
          1784,
          1784,
          1785,
          1785,
          1786,
          1786,
          1787,
          1787,
          1788,
          1788,
          1789,
          1789,
          1790,
          1790,
          1791,
          1791,
          1792,
          1792,
          1793,
          1793,
          1794,
          1794,
          1795,
          1795,
          1796,
          1796,
          1797,
          1797,
          1798,
          1798,
          1799,
          1799,
          1800,
          1800,
          1801,
          1801,
          1802,
          1802,
          1803,
          1803,
          1804,
          1804,
          1805,
          1805,
          1806,
          1806,
          1807,
          1807,
          1808,
          1808,
          1809,
          1809,
          1810,
          1810,
          1811,
          1811,
          1812,
          1812,
          1813,
          1813,
          1814,
          1814,
          1815,
          1815,
          1816,
          1816,
          1817,
          1817,
          1818,
          1818,
          1819,
          1819,
          1820,
          1820,
          1821,
          1821,
          1822,
          1822,
          1823,
          1823,
          1824,
          1824,
          1825,
          1825,
          1826,
          1826,
          1827,
          1827,
          1828,
          1828,
          1829,
          1829,
          1830,
          1830,
          1831,
          1831,
          1832,
          1832,
          1833,
          1833,
          1834,
          1834,
          1835,
          1835,
          1836,
          1836,
          1837,
          1837,
          1838,
          1838,
          1839,
          1839,
          1840,
          1840,
          1841,
          1841,
          1842,
          1842,
          1843,
          1843,
          1844,
          1844,
          1845,
          1845,
          1846,
          1846,
          1847,
          1847,
          1848,
          1848,
          1849,
          1849,
          1850,
          1850,
          1851,
          1851,
          1852,
          1852,
          1853,
          1853,
          1854,
          1854,
          1855,
          1855,
          1856,
          1856,
          1857,
          1857,
          1858,
          1858,
          1859,
          1859,
          1860,
          1860,
          1861,
          1861,
          1862,
          1862,
          1863,
          1863,
          1864,
          1864,
          1865,
          1865,
          1866,
          1866,
          1867,
          1867,
          1868,
          1868,
          1869,
          1869,
          1870,
          1870,
          1871,
          1871,
          1872,
          1872,
          1873,
          1873,
          1874,
          1874,
          1875,
          1875,
          1876,
          1876,
          1877,
          1877,
          1878,
          1878,
          1879,
          1879,
          1880,
          1880,
          1881,
          1881,
          1882,
          1882,
          1883,
          1883,
          1884,
          1884,
          1885,
          1885,
          1886,
          1886,
          1887,
          1887,
          1888,
          1888,
          1889,
          1889,
          1890,
          1890,
          1891,
          1891,
          1892,
          1892,
          1893,
          1893,
          1894,
          1894,
          1895,
          1895,
          1896,
          1896,
          1897,
          1897,
          1898,
          1898,
          1899,
          1900,
          1900,
          1900,
          1901,
          1901,
          1902,
          1902,
          1903,
          1903,
          1904,
          1904,
          1905,
          1905,
          1906,
          1906,
          1907,
          1907,
          1908,
          1908,
          1909,
          1909,
          1910,
          1910,
          1911,
          1911,
          1912,
          1912,
          1913,
          1913,
          1914,
          1914,
          1915,
          1915,
          1916,
          1916,
          1917,
          1917,
          1918,
          1918,
          1919,
          1919,
          1920,
          1920,
          1921,
          1921,
          1922,
          1922,
          1923,
          1923,
          1924,
          1924,
          1925,
          1925,
          1926,
          1926,
          1927,
          1927,
          1928,
          1928,
          1929,
          1929,
          1930,
          1930,
          1931,
          1931,
          1932,
          1932,
          1933,
          1933,
          1934,
          1934,
          1935,
          1935,
          1936,
          1936,
          1937,
          1937,
          1938,
          1938,
          1939,
          1939,
          1940,
          1940,
          1941,
          1941,
          1942,
          1942,
          1943,
          1943,
          1944,
          1944,
          1945,
          1945,
          1946,
          1946,
          1947,
          1947,
          1948,
          1948,
          1949,
          1949,
          1950,
          1950,
          1951,
          1951,
          1952,
          1952,
          1953,
          1953,
          1954,
          1954,
          1955,
          1955,
          1956,
          1956,
          1957,
          1957,
          1958,
          1958,
          1959,
          1959,
          1960,
          1960,
          1961,
          1961,
          1962,
          1962,
          1963,
          1963,
          1964,
          1964,
          1965,
          1965,
          1966,
          1966,
          1967,
          1967,
          1968,
          1968,
          1969,
          1969,
          1970,
          1970,
          1971,
          1971,
          1972,
          1972,
          1973,
          1973,
          1974,
          1974,
          1975,
          1975,
          1976,
          1976,
          1977,
          1977,
          1978,
          1978,
          1979,
          1979,
          1980,
          1980,
          1981,
          1981,
          1982,
          1982,
          1983,
          1983,
          1984,
          1984,
          1985,
          1985,
          1986,
          1986,
          1987,
          1987,
          1988,
          1988,
          1989,
          1989,
          1990,
          1990,
          1991,
          1991,
          1992,
          1992,
          1993,
          1993,
          1994,
          1994,
          1995,
          1995,
          1996,
          1996,
          1997,
          1997,
          1998,
          1998,
          1999,
          1999,
          2000,
          2000,
          2001,
          2001,
          2002,
          2002,
          2003,
          2003,
          2004,
          2004,
          2005,
          2005,
          2006,
          2006,
          2007,
          2007,
          2008,
          2008,
          2009,
          2009,
          2010,
          2010,
          2011,
          2011,
          2012,
          2012,
          2013,
          2013,
          2014,
          2014,
          2015,
          2015,
          2016,
          2016,
          2017,
          2017,
          2018,
          2018,
          2019,
          2019,
          2020,
          2020,
          2021,
          2021,
          2022,
          2022,
          2023,
          2023,
          2024,
          2024,
          2025,
          2025,
          2026,
          2026,
          2027,
          2027,
          2028,
          2028,
          2029,
          2029,
          2030,
          2030,
          2031,
          2031,
          2032,
          2032,
          2033,
          2033,
          2034,
          2034,
          2035,
          2035,
          2036,
          2036,
          2037,
          2037,
          2038,
          2038,
          2039,
          2039,
          2040,
          2040,
          2041,
          2041,
          2042,
          2042,
          2043,
          2043,
          2044,
          2044,
          2045,
          2045,
          2046,
          2046,
          2047,
          2047,
          2048,
          2048,
          2049,
          2049,
          2050,
          2050,
          2051,
          2051,
          2052,
          2052,
          2053,
          2053,
          2054,
          2054,
          2055,
          2055,
          2056,
          2056,
          2057,
          2057,
          2058,
          2058,
          2059,
          2059,
          2060,
          2060,
          2061,
          2061,
          2062,
          2062,
          2063,
          2063,
          2064,
          2064,
          2065,
          2065,
          2066,
          2066,
          2067,
          2067,
          2068,
          2068,
          2069,
          2069,
          2070,
          2070,
          2071,
          2071,
          2072,
          2072,
          2073,
          2073,
          2074,
          2074,
          2075,
          2075,
          2076,
          2076,
          2077,
          2077,
          2078,
          2078,
          2079,
          2079,
          2080,
          2080,
          2081,
          2081,
          2082,
          2082,
          2083,
          2083,
          2084,
          2084,
          2085,
          2085,
          2086,
          2086,
          2087,
          2087,
          2088,
          2088,
          2089,
          2089,
          2090,
          2090,
          2091,
          2091,
          2092,
          2092,
          2093,
          2093,
          2094,
          2094,
          2095,
          2095,
          2096,
          2096,
          2097,
          2097,
          2098,
          2098,
          2099,
          2099,
          2100,
          2100,
          2101,
          2101,
          2102,
          2102,
          2103,
          2103,
          2104,
          2104,
          2105,
          2105,
          2106,
          2106,
          2107,
          2107,
          2108,
          2108,
          2109,
          2109,
          2110,
          2110,
          2111,
          2111,
          2112,
          2112,
          2113,
          2113,
          2114,
          2114,
          2115,
          2115,
          2116,
          2116,
          2117,
          2117,
          2118,
          2118,
          2119,
          2119,
          2120,
          2120,
          2121,
          2121,
          2122,
          2122,
          2123,
          2123,
          2124,
          2124,
          2125,
          2125,
          2126,
          2126,
          2127,
          2127,
          2128,
          2128,
          2129,
          2129,
          2130,
          2130,
          2131,
          2131,
          2132,
          2132,
          2133,
          2133,
          2134,
          2134,
          2135,
          2135,
          2136,
          2136,
          2137,
          2137,
          2138,
          2138,
          2139,
          2139,
          2140,
          2140,
          2141,
          2141,
          2142,
          2142,
          2143,
          2143,
          2144,
          2144,
          2145,
          2145,
          2146,
          2146,
          2147,
          2147,
          2148,
          2148,
          2149,
          2149,
          2150,
          2150,
          2151,
          2151,
          2152,
          2152,
          2153,
          2153,
          2154,
          2154,
          2155,
          2155,
          2156,
          2156,
          2157,
          2157,
          2158,
          2158,
          2159,
          2159,
          2160,
          2160,
          2161,
          2161,
          2162,
          2162,
          2163,
          2163,
          2164,
          2164,
          2165,
          2165,
          2166,
          2166,
          2167,
          2167,
          2168,
          2168,
          2169,
          2169,
          2170,
          2170,
          2171,
          2171,
          2172,
          2172,
          2173,
          2173,
          2174,
          2174,
          2175,
          2175,
          2176,
          2176,
          2177,
          2177,
          2178,
          2178,
          2179,
          2179,
          2180,
          2180,
          2181,
          2181,
          2182,
          2182,
          2183,
          2183,
          2184,
          2184,
          2185,
          2185,
          2186,
          2186,
          2187,
          2187,
          2188,
          2188,
          2189,
          2189,
          2190,
          2190,
          2191,
          2191,
          2192,
          2192,
          2193,
          2193,
          2194,
          2194,
          2195,
          2195,
          2196,
          2196,
          2197,
          2197,
          2198,
          2198,
          2199,
          2199,
          2200,
          2200,
          2201,
          2201,
          2202,
          2202,
          2203,
          2203,
          2204,
          2204,
          2205,
          2205,
          2206,
          2206,
          2207,
          2207,
          2208,
          2208,
          2209,
          2209,
          2210,
          2210,
          2211,
          2211,
          2212,
          2212,
          2213,
          2213,
          2214,
          2214,
          2215,
          2215,
          2216,
          2216,
          2217,
          2217,
          2218,
          2218,
          2219,
          2219,
          2220,
          2220,
          2221,
          2221,
          2222,
          2222,
          2223,
          2223,
          2224,
          2224,
          2225,
          2225,
          2226,
          2226,
          2227,
          2227,
          2228,
          2228,
          2229,
          2229,
          2230,
          2230,
          2231,
          2231,
          2232,
          2232,
          2233,
          2233,
          2234,
          2234,
          2235,
          2235,
          2236,
          2236,
          2237,
          2237,
          2238,
          2238,
          2239,
          2239,
          2240,
          2240,
          2241,
          2241,
          2242,
          2242,
          2243,
          2243,
          2244,
          2244,
          2245,
          2245,
          2246,
          2246,
          2247,
          2247,
          2248,
          2248,
          2249,
          2249,
          2250,
          2250,
          2251,
          2251,
          2252,
          2252,
          2253,
          2253,
          2254,
          2254,
          2255,
          2255,
          2256,
          2256,
          2257,
          2257,
          2258,
          2258,
          2259,
          2259,
          2260,
          2260,
          2261,
          2261,
          2262,
          2262,
          2263,
          2263,
          2264,
          2264,
          2265,
          2265,
          2266,
          2266,
          2267,
          2267,
          2268,
          2268,
          2269,
          2269,
          2270,
          2270,
          2271,
          2271,
          2272,
          2272,
          2273,
          2273,
          2274,
          2274,
          2275,
          2275,
          2276,
          2276,
          2277,
          2277,
          2278,
          2278,
          2279,
          2280,
          2280,
          2280,
          2281,
          2281,
          2282,
          2282,
          2283,
          2283,
          2284,
          2284,
          2285,
          2285,
          2286,
          2286,
          2287,
          2287,
          2288,
          2288,
          2289,
          2289,
          2290,
          2290,
          2291,
          2291,
          2292,
          2292,
          2293,
          2293,
          2294,
          2294,
          2295,
          2295,
          2296,
          2296,
          2297,
          2297,
          2298,
          2298,
          2299,
          2299,
          2300,
          2300,
          2301,
          2301,
          2302,
          2302,
          2303,
          2303,
          2304,
          2304,
          2305,
          2305,
          2306,
          2306,
          2307,
          2307,
          2308,
          2308,
          2309,
          2309,
          2310,
          2310,
          2311,
          2311,
          2312,
          2312,
          2313,
          2313,
          2314,
          2314,
          2315,
          2315,
          2316,
          2316,
          2317,
          2317,
          2318,
          2318,
          2319,
          2319,
          2320,
          2320,
          2321,
          2321,
          2322,
          2322,
          2323,
          2323,
          2324,
          2324,
          2325,
          2325,
          2326,
          2326,
          2327,
          2327,
          2328,
          2328,
          2329,
          2329,
          2330,
          2330,
          2331,
          2331,
          2332,
          2332,
          2333,
          2333,
          2334,
          2334,
          2335,
          2335,
          2336,
          2336,
          2337,
          2337,
          2338,
          2338,
          2339,
          2339,
          2340,
          2340,
          2341,
          2341,
          2342,
          2342,
          2343,
          2343,
          2344,
          2344,
          2345,
          2345,
          2346,
          2346,
          2347,
          2347,
          2348,
          2348,
          2349,
          2349,
          2350,
          2350,
          2351,
          2351,
          2352,
          2352,
          2353,
          2353,
          2354,
          2354,
          2355,
          2355,
          2356,
          2356,
          2357,
          2357,
          2358,
          2358,
          2359,
          2359,
          2360,
          2360,
          2361,
          2361,
          2362,
          2362,
          2363,
          2363,
          2364,
          2364,
          2365,
          2365,
          2366,
          2366,
          2367,
          2367,
          2368,
          2368,
          2369,
          2369,
          2370,
          2370,
          2371,
          2371,
          2372,
          2372,
          2373,
          2373,
          2374,
          2374,
          2375,
          2375,
          2376,
          2376,
          2377,
          2377,
          2378,
          2378,
          2379,
          2379,
          2380,
          2380,
          2381,
          2381,
          2382,
          2382,
          2383,
          2383,
          2384,
          2384,
          2385,
          2385,
          2386,
          2386,
          2387,
          2387,
          2388,
          2388,
          2389,
          2389,
          2390,
          2390,
          2391,
          2391,
          2392,
          2392,
          2393,
          2393,
          2394,
          2394,
          2395,
          2395,
          2396,
          2396,
          2397,
          2397,
          2398,
          2398,
          2399,
          2399,
          2400,
          2400,
          2401,
          2401,
          2402,
          2402,
          2403,
          2403,
          2404,
          2404,
          2405,
          2405,
          2406,
          2406,
          2407,
          2407,
          2408,
          2408,
          2409,
          2409,
          2410,
          2410,
          2411,
          2411,
          2412,
          2412,
          2413,
          2413,
          2414,
          2414,
          2415,
          2415,
          2416,
          2416,
          2417,
          2417,
          2418,
          2418,
          2419,
          2419,
          2420,
          2420,
          2421,
          2421,
          2422,
          2422,
          2423,
          2423,
          2424,
          2424,
          2425,
          2425,
          2426,
          2426,
          2427,
          2427,
          2428,
          2428,
          2429,
          2429,
          2430,
          2430,
          2431,
          2431,
          2432,
          2432,
          2433,
          2433,
          2434,
          2434,
          2435,
          2435,
          2436,
          2436,
          2437,
          2437,
          2438,
          2438,
          2439,
          2439,
          2440,
          2440,
          2441,
          2441,
          2442,
          2442,
          2443,
          2443,
          2444,
          2444,
          2445,
          2445,
          2446,
          2446,
          2447,
          2447,
          2448,
          2448,
          2449,
          2449,
          2450,
          2450,
          2451,
          2451,
          2452,
          2452,
          2453,
          2453,
          2454,
          2454,
          2455,
          2455,
          2456,
          2456,
          2457,
          2457,
          2458,
          2458,
          2459,
          2459,
          2460,
          2460,
          2461,
          2461,
          2462,
          2462,
          2463,
          2463,
          2464,
          2464,
          2465,
          2465,
          2466,
          2466,
          2467,
          2467,
          2468,
          2468,
          2469,
          2469,
          2470,
          2470,
          2471,
          2471,
          2472,
          2472,
          2473,
          2473,
          2474,
          2474,
          2475,
          2475,
          2476,
          2476,
          2477,
          2477,
          2478,
          2478,
          2479,
          2479,
          2480,
          2480,
          2481,
          2481,
          2482,
          2482,
          2483,
          2483,
          2484,
          2484,
          2485,
          2485,
          2486,
          2486,
          2487,
          2487,
          2488,
          2488,
          2489,
          2489,
          2490,
          2490,
          2491,
          2491,
          2492,
          2492,
          2493,
          2493,
          2494,
          2494,
          2495,
          2495,
          2496,
          2496,
          2497,
          2497,
          2498,
          2498,
          2499,
          2499,
          2500,
          2500,
          2501,
          2501,
          2502,
          2502,
          2503,
          2503,
          2504,
          2504,
          2505,
          2505,
          2506,
          2506,
          2507,
          2507,
          2508,
          2508,
          2509,
          2509,
          2510,
          2510,
          2511,
          2511,
          2512,
          2512,
          2513,
          2513,
          2514,
          2514,
          2515,
          2515,
          2516,
          2516,
          2517,
          2517,
          2518,
          2518,
          2519,
          2519,
          2520,
          2520,
          2521,
          2521,
          2522,
          2522,
          2523,
          2523,
          2524,
          2524,
          2525,
          2525,
          2526,
          2526,
          2527,
          2527,
          2528,
          2528,
          2529,
          2529,
          2530,
          2530,
          2531,
          2531,
          2532,
          2532,
          2533,
          2533,
          2534,
          2534,
          2535,
          2535,
          2536,
          2536,
          2537,
          2537,
          2538,
          2538,
          2539,
          2539,
          2540,
          2540,
          2541,
          2541,
          2542,
          2542,
          2543,
          2543,
          2544,
          2544,
          2545,
          2545,
          2546,
          2546,
          2547,
          2547,
          2548,
          2548,
          2549,
          2549,
          2550,
          2550,
          2551,
          2551,
          2552,
          2552,
          2553,
          2553,
          2554,
          2554,
          2555,
          2555,
          2556,
          2556,
          2557,
          2557,
          2558,
          2558,
          2559,
          2559,
          2560,
          2560,
          2561,
          2561,
          2562,
          2562,
          2563,
          2563,
          2564,
          2564,
          2565,
          2565,
          2566,
          2566,
          2567,
          2567,
          2568,
          2568,
          2569,
          2569,
          2570,
          2570,
          2571,
          2571,
          2572,
          2572,
          2573,
          2573,
          2574,
          2574,
          2575,
          2575,
          2576,
          2576,
          2577,
          2577,
          2578,
          2578,
          2579,
          2579,
          2580,
          2580,
          2581,
          2581,
          2582,
          2582,
          2583,
          2583,
          2584,
          2584,
          2585,
          2585,
          2586,
          2586,
          2587,
          2587,
          2588,
          2588,
          2589,
          2589,
          2590,
          2590,
          2591,
          2591,
          2592,
          2592,
          2593,
          2593,
          2594,
          2594,
          2595,
          2595,
          2596,
          2596,
          2597,
          2597,
          2598,
          2598,
          2599,
          2599,
          2600,
          2600,
          2601,
          2601,
          2602,
          2602,
          2603,
          2603,
          2604,
          2604,
          2605,
          2605,
          2606,
          2606,
          2607,
          2607,
          2608,
          2608,
          2609,
          2609,
          2610,
          2610,
          2611,
          2611,
          2612,
          2612,
          2613,
          2613,
          2614,
          2614,
          2615,
          2615,
          2616,
          2616,
          2617,
          2617,
          2618,
          2618,
          2619,
          2619,
          2620,
          2620,
          2621,
          2621,
          2622,
          2622,
          2623,
          2623,
          2624,
          2624,
          2625,
          2625,
          2626,
          2626,
          2627,
          2627,
          2628,
          2628,
          2629,
          2629,
          2630,
          2630,
          2631,
          2631,
          2632,
          2632,
          2633,
          2633,
          2634,
          2634,
          2635,
          2635,
          2636,
          2636,
          2637,
          2637,
          2638,
          2638,
          2639,
          2639,
          2640,
          2640,
          2641,
          2641,
          2642,
          2642,
          2643,
          2643,
          2644,
          2644,
          2645,
          2645,
          2646,
          2646,
          2647,
          2647,
          2648,
          2648,
          2649,
          2649,
          2650,
          2650,
          2651,
          2651,
          2652,
          2652,
          2653,
          2653,
          2654,
          2654,
          2655,
          2655,
          2656,
          2656,
          2657,
          2657,
          2658,
          2658,
          2659,
          2660,
          2660,
          2660,
          2661,
          2661,
          2662,
          2662,
          2663,
          2663,
          2664,
          2664,
          2665,
          2665,
          2666,
          2666,
          2667,
          2667,
          2668,
          2668,
          2669,
          2669,
          2670,
          2670,
          2671,
          2671,
          2672,
          2672,
          2673,
          2673,
          2674,
          2674,
          2675,
          2675,
          2676,
          2676,
          2677,
          2677,
          2678,
          2678,
          2679,
          2679,
          2680,
          2680,
          2681,
          2681,
          2682,
          2682,
          2683,
          2683,
          2684,
          2684,
          2685,
          2685,
          2686,
          2686,
          2687,
          2687,
          2688,
          2688,
          2689,
          2689,
          2690,
          2690,
          2691,
          2691,
          2692,
          2692,
          2693,
          2693,
          2694,
          2694,
          2695,
          2695,
          2696,
          2696,
          2697,
          2697,
          2698,
          2698,
          2699,
          2699,
          2700,
          2700,
          2701,
          2701,
          2702,
          2702,
          2703,
          2703,
          2704,
          2704,
          2705,
          2705,
          2706,
          2706,
          2707,
          2707,
          2708,
          2708,
          2709,
          2709,
          2710,
          2710,
          2711,
          2711,
          2712,
          2712,
          2713,
          2713,
          2714,
          2714,
          2715,
          2715,
          2716,
          2716,
          2717,
          2717,
          2718,
          2718,
          2719,
          2719,
          2720,
          2720,
          2721,
          2721,
          2722,
          2722,
          2723,
          2723,
          2724,
          2724,
          2725,
          2725,
          2726,
          2726,
          2727,
          2727,
          2728,
          2728,
          2729,
          2729,
          2730,
          2730,
          2731,
          2731,
          2732,
          2732,
          2733,
          2733,
          2734,
          2734,
          2735,
          2735,
          2736,
          2736,
          2737,
          2737,
          2738,
          2738,
          2739,
          2739,
          2740,
          2740,
          2741,
          2741,
          2742,
          2742,
          2743,
          2743,
          2744,
          2744,
          2745,
          2745,
          2746,
          2746,
          2747,
          2747,
          2748,
          2748,
          2749,
          2749,
          2750,
          2750,
          2751,
          2751,
          2752,
          2752,
          2753,
          2753,
          2754,
          2754,
          2755,
          2755,
          2756,
          2756,
          2757,
          2757,
          2758,
          2758,
          2759,
          2759,
          2760,
          2760,
          2761,
          2761,
          2762,
          2762,
          2763,
          2763,
          2764,
          2764,
          2765,
          2765,
          2766,
          2766,
          2767,
          2767,
          2768,
          2768,
          2769,
          2769,
          2770,
          2770,
          2771,
          2771,
          2772,
          2772,
          2773,
          2773,
          2774,
          2774,
          2775,
          2775,
          2776,
          2776,
          2777,
          2777,
          2778,
          2778,
          2779,
          2779,
          2780,
          2780,
          2781,
          2781,
          2782,
          2782,
          2783,
          2783,
          2784,
          2784,
          2785,
          2785,
          2786,
          2786,
          2787,
          2787,
          2788,
          2788,
          2789,
          2789,
          2790,
          2790,
          2791,
          2791,
          2792,
          2792,
          2793,
          2793,
          2794,
          2794,
          2795,
          2795,
          2796,
          2796,
          2797,
          2797,
          2798,
          2798,
          2799,
          2799,
          2800,
          2800,
          2801,
          2801,
          2802,
          2802,
          2803,
          2803,
          2804,
          2804,
          2805,
          2805,
          2806,
          2806,
          2807,
          2807,
          2808,
          2808,
          2809,
          2809,
          2810,
          2810,
          2811,
          2811,
          2812,
          2812,
          2813,
          2813,
          2814,
          2814,
          2815,
          2815,
          2816,
          2816,
          2817,
          2817,
          2818,
          2818,
          2819,
          2819,
          2820,
          2820,
          2821,
          2821,
          2822,
          2822,
          2823,
          2823,
          2824,
          2824,
          2825,
          2825,
          2826,
          2826,
          2827,
          2827,
          2828,
          2828,
          2829,
          2829,
          2830,
          2830,
          2831,
          2831,
          2832,
          2832,
          2833,
          2833,
          2834,
          2834,
          2835,
          2835,
          2836,
          2836,
          2837,
          2837,
          2838,
          2838,
          2839,
          2839,
          2840,
          2840,
          2841,
          2841,
          2842,
          2842,
          2843,
          2843,
          2844,
          2844,
          2845,
          2845,
          2846,
          2846,
          2847,
          2847,
          2848,
          2848,
          2849,
          2849,
          2850,
          2850,
          2851,
          2851,
          2852,
          2852,
          2853,
          2853,
          2854,
          2854,
          2855,
          2855,
          2856,
          2856,
          2857,
          2857,
          2858,
          2858,
          2859,
          2859,
          2860,
          2860,
          2861,
          2861,
          2862,
          2862,
          2863,
          2863,
          2864,
          2864,
          2865,
          2865,
          2866,
          2866,
          2867,
          2867,
          2868,
          2868,
          2869,
          2869,
          2870,
          2870,
          2871,
          2871,
          2872,
          2872,
          2873,
          2873,
          2874,
          2874,
          2875,
          2875,
          2876,
          2876,
          2877,
          2877,
          2878,
          2878,
          2879,
          2879,
          2880,
          2880,
          2881,
          2881,
          2882,
          2882,
          2883,
          2883,
          2884,
          2884,
          2885,
          2885,
          2886,
          2886,
          2887,
          2887,
          2888,
          2888,
          2889,
          2889,
          2890,
          2890,
          2891,
          2891,
          2892,
          2892,
          2893,
          2893,
          2894,
          2894,
          2895,
          2895,
          2896,
          2896,
          2897,
          2897,
          2898,
          2898,
          2899,
          2899,
          2900,
          2900,
          2901,
          2901,
          2902,
          2902,
          2903,
          2903,
          2904,
          2904,
          2905,
          2905,
          2906,
          2906,
          2907,
          2907,
          2908,
          2908,
          2909,
          2909,
          2910,
          2910,
          2911,
          2911,
          2912,
          2912,
          2913,
          2913,
          2914,
          2914,
          2915,
          2915,
          2916,
          2916,
          2917,
          2917,
          2918,
          2918,
          2919,
          2919,
          2920,
          2920,
          2921,
          2921,
          2922,
          2922,
          2923,
          2923,
          2924,
          2924,
          2925,
          2925,
          2926,
          2926,
          2927,
          2927,
          2928,
          2928,
          2929,
          2929,
          2930,
          2930,
          2931,
          2931,
          2932,
          2932,
          2933,
          2933,
          2934,
          2934,
          2935,
          2935,
          2936,
          2936,
          2937,
          2937,
          2938,
          2938,
          2939,
          2939,
          2940,
          2940,
          2941,
          2941,
          2942,
          2942,
          2943,
          2943,
          2944,
          2944,
          2945,
          2945,
          2946,
          2946,
          2947,
          2947,
          2948,
          2948,
          2949,
          2949,
          2950,
          2950,
          2951,
          2951,
          2952,
          2952,
          2953,
          2953,
          2954,
          2954,
          2955,
          2955,
          2956,
          2956,
          2957,
          2957,
          2958,
          2958,
          2959,
          2959,
          2960,
          2960,
          2961,
          2961,
          2962,
          2962,
          2963,
          2963,
          2964,
          2964,
          2965,
          2965,
          2966,
          2966,
          2967,
          2967,
          2968,
          2968,
          2969,
          2969,
          2970,
          2970,
          2971,
          2971,
          2972,
          2972,
          2973,
          2973,
          2974,
          2974,
          2975,
          2975,
          2976,
          2976,
          2977,
          2977,
          2978,
          2978,
          2979,
          2979,
          2980,
          2980,
          2981,
          2981,
          2982,
          2982,
          2983,
          2983,
          2984,
          2984,
          2985,
          2985,
          2986,
          2986,
          2987,
          2987,
          2988,
          2988,
          2989,
          2989,
          2990,
          2990,
          2991,
          2991,
          2992,
          2992,
          2993,
          2993,
          2994,
          2994,
          2995,
          2995,
          2996,
          2996,
          2997,
          2997,
          2998,
          2998,
          2999,
          2999,
          3000,
          3000,
          3001,
          3001,
          3002,
          3002,
          3003,
          3003,
          3004,
          3004,
          3005,
          3005,
          3006,
          3006,
          3007,
          3007,
          3008,
          3008,
          3009,
          3009,
          3010,
          3010,
          3011,
          3011,
          3012,
          3012,
          3013,
          3013,
          3014,
          3014,
          3015,
          3015,
          3016,
          3016,
          3017,
          3017,
          3018,
          3018,
          3019,
          3019,
          3020,
          3020,
          3021,
          3021,
          3022,
          3022,
          3023,
          3023,
          3024,
          3024,
          3025,
          3025,
          3026,
          3026,
          3027,
          3027,
          3028,
          3028,
          3029,
          3029,
          3030,
          3030,
          3031,
          3031,
          3032,
          3032,
          3033,
          3033,
          3034,
          3034,
          3035,
          3035,
          3036,
          3036,
          3037,
          3037,
          3038,
          3038,
          3039,
          3040,
          3040,
          3040,
          3041,
          3041,
          3042,
          3042,
          3043,
          3043,
          3044,
          3044,
          3045,
          3045,
          3046,
          3046,
          3047,
          3047,
          3048,
          3048,
          3049,
          3049,
          3050,
          3050,
          3051,
          3051,
          3052,
          3052,
          3053,
          3053,
          3054,
          3054,
          3055,
          3055,
          3056,
          3056,
          3057,
          3057,
          3058,
          3058,
          3059,
          3059,
          3060,
          3060,
          3061,
          3061,
          3062,
          3062,
          3063,
          3063,
          3064,
          3064,
          3065,
          3065,
          3066,
          3066,
          3067,
          3067,
          3068,
          3068,
          3069,
          3069,
          3070,
          3070,
          3071,
          3071,
          3072,
          3072,
          3073,
          3073,
          3074,
          3074,
          3075,
          3075,
          3076,
          3076,
          3077,
          3077,
          3078,
          3078,
          3079,
          3079,
          3080,
          3080,
          3081,
          3081,
          3082,
          3082,
          3083,
          3083,
          3084,
          3084,
          3085,
          3085,
          3086,
          3086,
          3087,
          3087,
          3088,
          3088,
          3089,
          3089,
          3090,
          3090,
          3091,
          3091,
          3092,
          3092,
          3093,
          3093,
          3094,
          3094,
          3095,
          3095,
          3096,
          3096,
          3097,
          3097,
          3098,
          3098,
          3099,
          3099,
          3100,
          3100,
          3101,
          3101,
          3102,
          3102,
          3103,
          3103,
          3104,
          3104,
          3105,
          3105,
          3106,
          3106,
          3107,
          3107,
          3108,
          3108,
          3109,
          3109,
          3110,
          3110,
          3111,
          3111,
          3112,
          3112,
          3113,
          3113,
          3114,
          3114,
          3115,
          3115,
          3116,
          3116,
          3117,
          3117,
          3118,
          3118,
          3119,
          3119,
          3120,
          3120,
          3121,
          3121,
          3122,
          3122,
          3123,
          3123,
          3124,
          3124,
          3125,
          3125,
          3126,
          3126,
          3127,
          3127,
          3128,
          3128,
          3129,
          3129,
          3130,
          3130,
          3131,
          3131,
          3132,
          3132,
          3133,
          3133,
          3134,
          3134,
          3135,
          3135,
          3136,
          3136,
          3137,
          3137,
          3138,
          3138,
          3139,
          3139,
          3140,
          3140,
          3141,
          3141,
          3142,
          3142,
          3143,
          3143,
          3144,
          3144,
          3145,
          3145,
          3146,
          3146,
          3147,
          3147,
          3148,
          3148,
          3149,
          3149,
          3150,
          3150,
          3151,
          3151,
          3152,
          3152,
          3153,
          3153,
          3154,
          3154,
          3155,
          3155,
          3156,
          3156,
          3157,
          3157,
          3158,
          3158,
          3159,
          3159,
          3160,
          3160,
          3161,
          3161,
          3162,
          3162,
          3163,
          3163,
          3164,
          3164,
          3165,
          3165,
          3166,
          3166,
          3167,
          3167,
          3168,
          3168,
          3169,
          3169,
          3170,
          3170,
          3171,
          3171,
          3172,
          3172,
          3173,
          3173,
          3174,
          3174,
          3175,
          3175,
          3176,
          3176,
          3177,
          3177,
          3178,
          3178,
          3179,
          3179,
          3180,
          3180,
          3181,
          3181,
          3182,
          3182,
          3183,
          3183,
          3184,
          3184,
          3185,
          3185,
          3186,
          3186,
          3187,
          3187,
          3188,
          3188,
          3189,
          3189,
          3190,
          3190,
          3191,
          3191,
          3192,
          3192,
          3193,
          3193,
          3194,
          3194,
          3195,
          3195,
          3196,
          3196,
          3197,
          3197,
          3198,
          3198,
          3199,
          3199,
          3200,
          3200,
          3201,
          3201,
          3202,
          3202,
          3203,
          3203,
          3204,
          3204,
          3205,
          3205,
          3206,
          3206,
          3207,
          3207,
          3208,
          3208,
          3209,
          3209,
          3210,
          3210,
          3211,
          3211,
          3212,
          3212,
          3213,
          3213,
          3214,
          3214,
          3215,
          3215,
          3216,
          3216,
          3217,
          3217,
          3218,
          3218,
          3219,
          3219,
          3220,
          3220,
          3221,
          3221,
          3222,
          3222,
          3223,
          3223,
          3224,
          3224,
          3225,
          3225,
          3226,
          3226,
          3227,
          3227,
          3228,
          3228,
          3229,
          3229,
          3230,
          3230,
          3231,
          3231,
          3232,
          3232,
          3233,
          3233,
          3234,
          3234,
          3235,
          3235,
          3236,
          3236,
          3237,
          3237,
          3238,
          3238,
          3239,
          3239,
          3240,
          3240,
          3241,
          3241,
          3242,
          3242,
          3243,
          3243,
          3244,
          3244,
          3245,
          3245,
          3246,
          3246,
          3247,
          3247,
          3248,
          3248,
          3249,
          3249,
          3250,
          3250,
          3251,
          3251,
          3252,
          3252,
          3253,
          3253,
          3254,
          3254,
          3255,
          3255,
          3256,
          3256,
          3257,
          3257,
          3258,
          3258,
          3259,
          3259,
          3260,
          3260,
          3261,
          3261,
          3262,
          3262,
          3263,
          3263,
          3264,
          3264,
          3265,
          3265,
          3266,
          3266,
          3267,
          3267,
          3268,
          3268,
          3269,
          3269,
          3270,
          3270,
          3271,
          3271,
          3272,
          3272,
          3273,
          3273,
          3274,
          3274,
          3275,
          3275,
          3276,
          3276,
          3277,
          3277,
          3278,
          3278,
          3279,
          3279,
          3280,
          3280,
          3281,
          3281,
          3282,
          3282,
          3283,
          3283,
          3284,
          3284,
          3285,
          3285,
          3286,
          3286,
          3287,
          3287,
          3288,
          3288,
          3289,
          3289,
          3290,
          3290,
          3291,
          3291,
          3292,
          3292,
          3293,
          3293,
          3294,
          3294,
          3295,
          3295,
          3296,
          3296,
          3297,
          3297,
          3298,
          3298,
          3299,
          3299,
          3300,
          3300,
          3301,
          3301,
          3302,
          3302,
          3303,
          3303,
          3304,
          3304,
          3305,
          3305,
          3306,
          3306,
          3307,
          3307,
          3308,
          3308,
          3309,
          3309,
          3310,
          3310,
          3311,
          3311,
          3312,
          3312,
          3313,
          3313,
          3314,
          3314,
          3315,
          3315,
          3316,
          3316,
          3317,
          3317,
          3318,
          3318,
          3319,
          3319,
          3320,
          3320,
          3321,
          3321,
          3322,
          3322,
          3323,
          3323,
          3324,
          3324,
          3325,
          3325,
          3326,
          3326,
          3327,
          3327,
          3328,
          3328,
          3329,
          3329,
          3330,
          3330,
          3331,
          3331,
          3332,
          3332,
          3333,
          3333,
          3334,
          3334,
          3335,
          3335,
          3336,
          3336,
          3337,
          3337,
          3338,
          3338,
          3339,
          3339,
          3340,
          3340,
          3341,
          3341,
          3342,
          3342,
          3343,
          3343,
          3344,
          3344,
          3345,
          3345,
          3346,
          3346,
          3347,
          3347,
          3348,
          3348,
          3349,
          3349,
          3350,
          3350,
          3351,
          3351,
          3352,
          3352,
          3353,
          3353,
          3354,
          3354,
          3355,
          3355,
          3356,
          3356,
          3357,
          3357,
          3358,
          3358,
          3359,
          3359,
          3360,
          3360,
          3361,
          3361,
          3362,
          3362,
          3363,
          3363,
          3364,
          3364,
          3365,
          3365,
          3366,
          3366,
          3367,
          3367,
          3368,
          3368,
          3369,
          3369,
          3370,
          3370,
          3371,
          3371,
          3372,
          3372,
          3373,
          3373,
          3374,
          3374,
          3375,
          3375,
          3376,
          3376,
          3377,
          3377,
          3378,
          3378,
          3379,
          3379,
          3380,
          3380,
          3381,
          3381,
          3382,
          3382,
          3383,
          3383,
          3384,
          3384,
          3385,
          3385,
          3386,
          3386,
          3387,
          3387,
          3388,
          3388,
          3389,
          3389,
          3390,
          3390,
          3391,
          3391,
          3392,
          3392,
          3393,
          3393,
          3394,
          3394,
          3395,
          3395,
          3396,
          3396,
          3397,
          3397,
          3398,
          3398,
          3399,
          3399,
          3400,
          3400,
          3401,
          3401,
          3402,
          3402,
          3403,
          3403,
          3404,
          3404,
          3405,
          3405,
          3406,
          3406,
          3407,
          3407,
          3408,
          3408,
          3409,
          3409,
          3410,
          3410,
          3411,
          3411,
          3412,
          3412,
          3413,
          3413,
          3414,
          3414,
          3415,
          3415,
          3416,
          3416,
          3417,
          3417,
          3418,
          3418,
          3419,
          3420,
          3420,
          3420,
          3421,
          3421,
          3422,
          3422,
          3423,
          3423,
          3424,
          3424,
          3425,
          3425,
          3426,
          3426,
          3427,
          3427,
          3428,
          3428,
          3429,
          3429,
          3430,
          3430,
          3431,
          3431,
          3432,
          3432,
          3433,
          3433,
          3434,
          3434,
          3435,
          3435,
          3436,
          3436,
          3437,
          3437,
          3438,
          3438,
          3439,
          3439,
          3440,
          3440,
          3441,
          3441,
          3442,
          3442,
          3443,
          3443,
          3444,
          3444,
          3445,
          3445,
          3446,
          3446,
          3447,
          3447,
          3448,
          3448,
          3449,
          3449,
          3450,
          3450,
          3451,
          3451,
          3452,
          3452,
          3453,
          3453,
          3454,
          3454,
          3455,
          3455,
          3456,
          3456,
          3457,
          3457,
          3458,
          3458,
          3459,
          3459,
          3460,
          3460,
          3461,
          3461,
          3462,
          3462,
          3463,
          3463,
          3464,
          3464,
          3465,
          3465,
          3466,
          3466,
          3467,
          3467,
          3468,
          3468,
          3469,
          3469,
          3470,
          3470,
          3471,
          3471,
          3472,
          3472,
          3473,
          3473,
          3474,
          3474,
          3475,
          3475,
          3476,
          3476,
          3477,
          3477,
          3478,
          3478,
          3479,
          3479,
          3480,
          3480,
          3481,
          3481,
          3482,
          3482,
          3483,
          3483,
          3484,
          3484,
          3485,
          3485,
          3486,
          3486,
          3487,
          3487,
          3488,
          3488,
          3489,
          3489,
          3490,
          3490,
          3491,
          3491,
          3492,
          3492,
          3493,
          3493,
          3494,
          3494,
          3495,
          3495,
          3496,
          3496,
          3497,
          3497,
          3498,
          3498,
          3499,
          3499,
          3500,
          3500,
          3501,
          3501,
          3502,
          3502,
          3503,
          3503,
          3504,
          3504,
          3505,
          3505,
          3506,
          3506,
          3507,
          3507,
          3508,
          3508,
          3509,
          3509,
          3510,
          3510,
          3511,
          3511,
          3512,
          3512,
          3513,
          3513,
          3514,
          3514,
          3515,
          3515,
          3516,
          3516,
          3517,
          3517,
          3518,
          3518,
          3519,
          3519,
          3520,
          3520,
          3521,
          3521,
          3522,
          3522,
          3523,
          3523,
          3524,
          3524,
          3525,
          3525,
          3526,
          3526,
          3527,
          3527,
          3528,
          3528,
          3529,
          3529,
          3530,
          3530,
          3531,
          3531,
          3532,
          3532,
          3533,
          3533,
          3534,
          3534,
          3535,
          3535,
          3536,
          3536,
          3537,
          3537,
          3538,
          3538,
          3539,
          3539,
          3540,
          3540,
          3541,
          3541,
          3542,
          3542,
          3543,
          3543,
          3544,
          3544,
          3545,
          3545,
          3546,
          3546,
          3547,
          3547,
          3548,
          3548,
          3549,
          3549,
          3550,
          3550,
          3551,
          3551,
          3552,
          3552,
          3553,
          3553,
          3554,
          3554,
          3555,
          3555,
          3556,
          3556,
          3557,
          3557,
          3558,
          3558,
          3559,
          3559,
          3560,
          3560,
          3561,
          3561,
          3562,
          3562,
          3563,
          3563,
          3564,
          3564,
          3565,
          3565,
          3566,
          3566,
          3567,
          3567,
          3568,
          3568,
          3569,
          3569,
          3570,
          3570,
          3571,
          3571,
          3572,
          3572,
          3573,
          3573,
          3574,
          3574,
          3575,
          3575,
          3576,
          3576,
          3577,
          3577,
          3578,
          3578,
          3579,
          3579,
          3580,
          3580,
          3581,
          3581,
          3582,
          3582,
          3583,
          3583,
          3584,
          3584,
          3585,
          3585,
          3586,
          3586,
          3587,
          3587,
          3588,
          3588,
          3589,
          3589,
          3590,
          3590,
          3591,
          3591,
          3592,
          3592,
          3593,
          3593,
          3594,
          3594,
          3595,
          3595,
          3596,
          3596,
          3597,
          3597,
          3598,
          3598,
          3599,
          3599,
          3600,
          3600,
          3601,
          3601,
          3602,
          3602,
          3603,
          3603,
          3604,
          3604,
          3605,
          3605,
          3606,
          3606,
          3607,
          3607,
          3608,
          3608,
          3609,
          3609,
          3610,
          3610,
          3611,
          3611,
          3612,
          3612,
          3613,
          3613,
          3614,
          3614,
          3615,
          3615,
          3616,
          3616,
          3617,
          3617,
          3618,
          3618,
          3619,
          3619,
          3620,
          3620,
          3621,
          3621,
          3622,
          3622,
          3623,
          3623,
          3624,
          3624,
          3625,
          3625,
          3626,
          3626,
          3627,
          3627,
          3628,
          3628,
          3629,
          3629,
          3630,
          3630,
          3631,
          3631,
          3632,
          3632,
          3633,
          3633,
          3634,
          3634,
          3635,
          3635,
          3636,
          3636,
          3637,
          3637,
          3638,
          3638,
          3639,
          3639,
          3640,
          3640,
          3641,
          3641,
          3642,
          3642,
          3643,
          3643,
          3644,
          3644,
          3645,
          3645,
          3646,
          3646,
          3647,
          3647,
          3648,
          3648,
          3649,
          3649,
          3650,
          3650,
          3651,
          3651,
          3652,
          3652,
          3653,
          3653,
          3654,
          3654,
          3655,
          3655,
          3656,
          3656,
          3657,
          3657,
          3658,
          3658,
          3659,
          3659,
          3660,
          3660,
          3661,
          3661,
          3662,
          3662,
          3663,
          3663,
          3664,
          3664,
          3665,
          3665,
          3666,
          3666,
          3667,
          3667,
          3668,
          3668,
          3669,
          3669,
          3670,
          3670,
          3671,
          3671,
          3672,
          3672,
          3673,
          3673,
          3674,
          3674,
          3675,
          3675,
          3676,
          3676,
          3677,
          3677,
          3678,
          3678,
          3679,
          3679,
          3680,
          3680,
          3681,
          3681,
          3682,
          3682,
          3683,
          3683,
          3684,
          3684,
          3685,
          3685,
          3686,
          3686,
          3687,
          3687,
          3688,
          3688,
          3689,
          3689,
          3690,
          3690,
          3691,
          3691,
          3692,
          3692,
          3693,
          3693,
          3694,
          3694,
          3695,
          3695,
          3696,
          3696,
          3697,
          3697,
          3698,
          3698,
          3699,
          3699,
          3700,
          3700,
          3701,
          3701,
          3702,
          3702,
          3703,
          3703,
          3704,
          3704,
          3705,
          3705,
          3706,
          3706,
          3707,
          3707,
          3708,
          3708,
          3709,
          3709,
          3710,
          3710,
          3711,
          3711,
          3712,
          3712,
          3713,
          3713,
          3714,
          3714,
          3715,
          3715,
          3716,
          3716,
          3717,
          3717,
          3718,
          3718,
          3719,
          3719,
          3720,
          3720,
          3721,
          3721,
          3722,
          3722,
          3723,
          3723,
          3724,
          3724,
          3725,
          3725,
          3726,
          3726,
          3727,
          3727,
          3728,
          3728,
          3729,
          3729,
          3730,
          3730,
          3731,
          3731,
          3732,
          3732,
          3733,
          3733,
          3734,
          3734,
          3735,
          3735,
          3736,
          3736,
          3737,
          3737,
          3738,
          3738,
          3739,
          3739,
          3740,
          3740,
          3741,
          3741,
          3742,
          3742,
          3743,
          3743,
          3744,
          3744,
          3745,
          3745,
          3746,
          3746,
          3747,
          3747,
          3748,
          3748,
          3749,
          3749,
          3750,
          3750,
          3751,
          3751,
          3752,
          3752,
          3753,
          3753,
          3754,
          3754,
          3755,
          3755,
          3756,
          3756,
          3757,
          3757,
          3758,
          3758,
          3759,
          3759,
          3760,
          3760,
          3761,
          3761,
          3762,
          3762,
          3763,
          3763,
          3764,
          3764,
          3765,
          3765,
          3766,
          3766,
          3767,
          3767,
          3768,
          3768,
          3769,
          3769,
          3770,
          3770,
          3771,
          3771,
          3772,
          3772,
          3773,
          3773,
          3774,
          3774,
          3775,
          3775,
          3776,
          3776,
          3777,
          3777,
          3778,
          3778,
          3779,
          3779,
          3780,
          3780,
          3781,
          3781,
          3782,
          3782,
          3783,
          3783,
          3784,
          3784,
          3785,
          3785,
          3786,
          3786,
          3787,
          3787,
          3788,
          3788,
          3789,
          3789,
          3790,
          3790,
          3791,
          3791,
          3792,
          3792,
          3793,
          3793,
          3794,
          3794,
          3795,
          3795,
          3796,
          3796,
          3797,
          3797,
          3798,
          3798,
          3799,
          3800,
          3800,
          3800,
          3801,
          3801,
          3802,
          3802,
          3803,
          3803,
          3804,
          3804,
          3805,
          3805,
          3806,
          3806,
          3807,
          3807,
          3808,
          3808,
          3809,
          3809,
          3810,
          3810,
          3811,
          3811,
          3812,
          3812,
          3813,
          3813,
          3814,
          3814,
          3815,
          3815,
          3816,
          3816,
          3817,
          3817,
          3818,
          3818,
          3819,
          3819,
          3820,
          3820,
          3821,
          3821,
          3822,
          3822,
          3823,
          3823,
          3824,
          3824,
          3825,
          3825,
          3826,
          3826,
          3827,
          3827,
          3828,
          3828,
          3829,
          3829,
          3830,
          3830,
          3831,
          3831,
          3832,
          3832,
          3833,
          3833,
          3834,
          3834,
          3835,
          3835,
          3836,
          3836,
          3837,
          3837,
          3838,
          3838,
          3839,
          3839,
          3840,
          3840,
          3841,
          3841,
          3842,
          3842,
          3843,
          3843,
          3844,
          3844,
          3845,
          3845,
          3846,
          3846,
          3847,
          3847,
          3848,
          3848,
          3849,
          3849,
          3850,
          3850,
          3851,
          3851,
          3852,
          3852,
          3853,
          3853,
          3854,
          3854,
          3855,
          3855,
          3856,
          3856,
          3857,
          3857,
          3858,
          3858,
          3859,
          3859,
          3860,
          3860,
          3861,
          3861,
          3862,
          3862,
          3863,
          3863,
          3864,
          3864,
          3865,
          3865,
          3866,
          3866,
          3867,
          3867,
          3868,
          3868,
          3869,
          3869,
          3870,
          3870,
          3871,
          3871,
          3872,
          3872,
          3873,
          3873,
          3874,
          3874,
          3875,
          3875,
          3876,
          3876,
          3877,
          3877,
          3878,
          3878,
          3879,
          3879,
          3880,
          3880,
          3881,
          3881,
          3882,
          3882,
          3883,
          3883,
          3884,
          3884,
          3885,
          3885,
          3886,
          3886,
          3887,
          3887,
          3888,
          3888,
          3889,
          3889,
          3890,
          3890,
          3891,
          3891,
          3892,
          3892,
          3893,
          3893,
          3894,
          3894,
          3895,
          3895,
          3896,
          3896,
          3897,
          3897,
          3898,
          3898,
          3899,
          3899,
          3900,
          3900,
          3901,
          3901,
          3902,
          3902,
          3903,
          3903,
          3904,
          3904,
          3905,
          3905,
          3906,
          3906,
          3907,
          3907,
          3908,
          3908,
          3909,
          3909,
          3910,
          3910,
          3911,
          3911,
          3912,
          3912,
          3913,
          3913,
          3914,
          3914,
          3915,
          3915,
          3916,
          3916,
          3917,
          3917,
          3918,
          3918,
          3919,
          3919,
          3920,
          3920,
          3921,
          3921,
          3922,
          3922,
          3923,
          3923,
          3924,
          3924,
          3925,
          3925,
          3926,
          3926,
          3927,
          3927,
          3928,
          3928,
          3929,
          3929,
          3930,
          3930,
          3931,
          3931,
          3932,
          3932,
          3933,
          3933,
          3934,
          3934,
          3935,
          3935,
          3936,
          3936,
          3937,
          3937,
          3938,
          3938,
          3939,
          3939,
          3940,
          3940,
          3941,
          3941,
          3942,
          3942,
          3943,
          3943,
          3944,
          3944,
          3945,
          3945,
          3946,
          3946,
          3947,
          3947,
          3948,
          3948,
          3949,
          3949,
          3950,
          3950,
          3951,
          3951,
          3952,
          3952,
          3953,
          3953,
          3954,
          3954,
          3955,
          3955,
          3956,
          3956,
          3957,
          3957,
          3958,
          3958,
          3959,
          3959,
          3960,
          3960,
          3961,
          3961,
          3962,
          3962,
          3963,
          3963,
          3964,
          3964,
          3965,
          3965,
          3966,
          3966,
          3967,
          3967,
          3968,
          3968,
          3969,
          3969,
          3970,
          3970,
          3971,
          3971,
          3972,
          3972,
          3973,
          3973,
          3974,
          3974,
          3975,
          3975,
          3976,
          3976,
          3977,
          3977,
          3978,
          3978,
          3979,
          3979,
          3980,
          3980,
          3981,
          3981,
          3982,
          3982,
          3983,
          3983,
          3984,
          3984,
          3985,
          3985,
          3986,
          3986,
          3987,
          3987,
          3988,
          3988,
          3989,
          3989,
          3990,
          3990,
          3991,
          3991,
          3992,
          3992,
          3993,
          3993,
          3994,
          3994,
          3995,
          3995,
          3996,
          3996,
          3997,
          3997,
          3998,
          3998,
          3999,
          3999,
          4000,
          4000,
          4001,
          4001,
          4002,
          4002,
          4003,
          4003,
          4004,
          4004,
          4005,
          4005,
          4006,
          4006,
          4007,
          4007,
          4008,
          4008,
          4009,
          4009,
          4010,
          4010,
          4011,
          4011,
          4012,
          4012,
          4013,
          4013,
          4014,
          4014,
          4015,
          4015,
          4016,
          4016,
          4017,
          4017,
          4018,
          4018,
          4019,
          4019,
          4020,
          4020,
          4021,
          4021,
          4022,
          4022,
          4023,
          4023,
          4024,
          4024,
          4025,
          4025,
          4026,
          4026,
          4027,
          4027,
          4028,
          4028,
          4029,
          4029,
          4030,
          4030,
          4031,
          4031,
          4032,
          4032,
          4033,
          4033,
          4034,
          4034,
          4035,
          4035,
          4036,
          4036,
          4037,
          4037,
          4038,
          4038,
          4039,
          4039,
          4040,
          4040,
          4041,
          4041,
          4042,
          4042,
          4043,
          4043,
          4044,
          4044,
          4045,
          4045,
          4046,
          4046,
          4047,
          4047,
          4048,
          4048,
          4049,
          4049,
          4050,
          4050,
          4051,
          4051,
          4052,
          4052,
          4053,
          4053,
          4054,
          4054,
          4055,
          4055,
          4056,
          4056,
          4057,
          4057,
          4058,
          4058,
          4059,
          4059,
          4060,
          4060,
          4061,
          4061,
          4062,
          4062,
          4063,
          4063,
          4064,
          4064,
          4065,
          4065,
          4066,
          4066,
          4067,
          4067,
          4068,
          4068,
          4069,
          4069,
          4070,
          4070,
          4071,
          4071,
          4072,
          4072,
          4073,
          4073,
          4074,
          4074,
          4075,
          4075,
          4076,
          4076,
          4077,
          4077,
          4078,
          4078,
          4079,
          4079,
          4080,
          4080,
          4081,
          4081,
          4082,
          4082,
          4083,
          4083,
          4084,
          4084,
          4085,
          4085,
          4086,
          4086,
          4087,
          4087,
          4088,
          4088,
          4089,
          4089,
          4090,
          4090,
          4091,
          4091,
          4092,
          4092,
          4093,
          4093,
          4094,
          4094,
          4095,
          4095,
          4096,
          4096,
          4097,
          4097,
          4098,
          4098,
          4099,
          4099,
          4100,
          4100,
          4101,
          4101,
          4102,
          4102,
          4103,
          4103,
          4104,
          4104,
          4105,
          4105,
          4106,
          4106,
          4107,
          4107,
          4108,
          4108,
          4109,
          4109,
          4110,
          4110,
          4111,
          4111,
          4112,
          4112,
          4113,
          4113,
          4114,
          4114,
          4115,
          4115,
          4116,
          4116,
          4117,
          4117,
          4118,
          4118,
          4119,
          4119,
          4120,
          4120,
          4121,
          4121,
          4122,
          4122,
          4123,
          4123,
          4124,
          4124,
          4125,
          4125,
          4126,
          4126,
          4127,
          4127,
          4128,
          4128,
          4129,
          4129,
          4130,
          4130,
          4131,
          4131,
          4132,
          4132,
          4133,
          4133,
          4134,
          4134,
          4135,
          4135,
          4136,
          4136,
          4137,
          4137,
          4138,
          4138,
          4139,
          4139,
          4140,
          4140,
          4141,
          4141,
          4142,
          4142,
          4143,
          4143,
          4144,
          4144,
          4145,
          4145,
          4146,
          4146,
          4147,
          4147,
          4148,
          4148,
          4149,
          4149,
          4150,
          4150,
          4151,
          4151,
          4152,
          4152,
          4153,
          4153,
          4154,
          4154,
          4155,
          4155,
          4156,
          4156,
          4157,
          4157,
          4158,
          4158,
          4159,
          4159,
          4160,
          4160,
          4161,
          4161,
          4162,
          4162,
          4163,
          4163,
          4164,
          4164,
          4165,
          4165,
          4166,
          4166,
          4167,
          4167,
          4168,
          4168,
          4169,
          4169,
          4170,
          4170,
          4171,
          4171,
          4172,
          4172,
          4173,
          4173,
          4174,
          4174,
          4175,
          4175,
          4176,
          4176,
          4177,
          4177,
          4178,
          4178,
          4179,
          4180,
          4180,
          4180,
          4181,
          4181,
          4182,
          4182,
          4183,
          4183,
          4184,
          4184,
          4185,
          4185,
          4186,
          4186,
          4187,
          4187,
          4188,
          4188,
          4189,
          4189,
          4190,
          4190,
          4191,
          4191,
          4192,
          4192,
          4193,
          4193,
          4194,
          4194,
          4195,
          4195,
          4196,
          4196,
          4197,
          4197,
          4198,
          4198,
          4199,
          4199,
          4200,
          4200,
          4201,
          4201,
          4202,
          4202,
          4203,
          4203,
          4204,
          4204,
          4205,
          4205,
          4206,
          4206,
          4207,
          4207,
          4208,
          4208,
          4209,
          4209,
          4210,
          4210,
          4211,
          4211,
          4212,
          4212,
          4213,
          4213,
          4214,
          4214,
          4215,
          4215,
          4216,
          4216,
          4217,
          4217,
          4218,
          4218,
          4219,
          4219,
          4220,
          4220,
          4221,
          4221,
          4222,
          4222,
          4223,
          4223,
          4224,
          4224,
          4225,
          4225,
          4226,
          4226,
          4227,
          4227,
          4228,
          4228,
          4229,
          4229,
          4230,
          4230,
          4231,
          4231,
          4232,
          4232,
          4233,
          4233,
          4234,
          4234,
          4235,
          4235,
          4236,
          4236,
          4237,
          4237,
          4238,
          4238,
          4239,
          4239,
          4240,
          4240,
          4241,
          4241,
          4242,
          4242,
          4243,
          4243,
          4244,
          4244,
          4245,
          4245,
          4246,
          4246,
          4247,
          4247,
          4248,
          4248,
          4249,
          4249,
          4250,
          4250,
          4251,
          4251,
          4252,
          4252,
          4253,
          4253,
          4254,
          4254,
          4255,
          4255,
          4256,
          4256,
          4257,
          4257,
          4258,
          4258,
          4259,
          4259,
          4260,
          4260,
          4261,
          4261,
          4262,
          4262,
          4263,
          4263,
          4264,
          4264,
          4265,
          4265,
          4266,
          4266,
          4267,
          4267,
          4268,
          4268,
          4269,
          4269,
          4270,
          4270,
          4271,
          4271,
          4272,
          4272,
          4273,
          4273,
          4274,
          4274,
          4275,
          4275,
          4276,
          4276,
          4277,
          4277,
          4278,
          4278,
          4279,
          4279,
          4280,
          4280,
          4281,
          4281,
          4282,
          4282,
          4283,
          4283,
          4284,
          4284,
          4285,
          4285,
          4286,
          4286,
          4287,
          4287,
          4288,
          4288,
          4289,
          4289,
          4290,
          4290,
          4291,
          4291,
          4292,
          4292,
          4293,
          4293,
          4294,
          4294,
          4295,
          4295,
          4296,
          4296,
          4297,
          4297,
          4298,
          4298,
          4299,
          4299,
          4300,
          4300,
          4301,
          4301,
          4302,
          4302,
          4303,
          4303,
          4304,
          4304,
          4305,
          4305,
          4306,
          4306,
          4307,
          4307,
          4308,
          4308,
          4309,
          4309,
          4310,
          4310,
          4311,
          4311,
          4312,
          4312,
          4313,
          4313,
          4314,
          4314,
          4315,
          4315,
          4316,
          4316,
          4317,
          4317,
          4318,
          4318,
          4319,
          4319,
          4320,
          4320,
          4321,
          4321,
          4322,
          4322,
          4323,
          4323,
          4324,
          4324,
          4325,
          4325,
          4326,
          4326,
          4327,
          4327,
          4328,
          4328,
          4329,
          4329,
          4330,
          4330,
          4331,
          4331,
          4332,
          4332,
          4333,
          4333,
          4334,
          4334,
          4335,
          4335,
          4336,
          4336,
          4337,
          4337,
          4338,
          4338,
          4339,
          4339,
          4340,
          4340,
          4341,
          4341,
          4342,
          4342,
          4343,
          4343,
          4344,
          4344,
          4345,
          4345,
          4346,
          4346,
          4347,
          4347,
          4348,
          4348,
          4349,
          4349,
          4350,
          4350,
          4351,
          4351,
          4352,
          4352,
          4353,
          4353,
          4354,
          4354,
          4355,
          4355,
          4356,
          4356,
          4357,
          4357,
          4358,
          4358,
          4359,
          4359,
          4360,
          4360,
          4361,
          4361,
          4362,
          4362,
          4363,
          4363,
          4364,
          4364,
          4365,
          4365,
          4366,
          4366,
          4367,
          4367,
          4368,
          4368,
          4369,
          4369,
          4370,
          4370,
          4371,
          4371,
          4372,
          4372,
          4373,
          4373,
          4374,
          4374,
          4375,
          4375,
          4376,
          4376,
          4377,
          4377,
          4378,
          4378,
          4379,
          4379,
          4380,
          4380,
          4381,
          4381,
          4382,
          4382,
          4383,
          4383,
          4384,
          4384,
          4385,
          4385,
          4386,
          4386,
          4387,
          4387,
          4388,
          4388,
          4389,
          4389,
          4390,
          4390,
          4391,
          4391,
          4392,
          4392,
          4393,
          4393,
          4394,
          4394,
          4395,
          4395,
          4396,
          4396,
          4397,
          4397,
          4398,
          4398,
          4399,
          4399,
          4400,
          4400,
          4401,
          4401,
          4402,
          4402,
          4403,
          4403,
          4404,
          4404,
          4405,
          4405,
          4406,
          4406,
          4407,
          4407,
          4408,
          4408,
          4409,
          4409,
          4410,
          4410,
          4411,
          4411,
          4412,
          4412,
          4413,
          4413,
          4414,
          4414,
          4415,
          4415,
          4416,
          4416,
          4417,
          4417,
          4418,
          4418,
          4419,
          4419,
          4420,
          4420,
          4421,
          4421,
          4422,
          4422,
          4423,
          4423,
          4424,
          4424,
          4425,
          4425,
          4426,
          4426,
          4427,
          4427,
          4428,
          4428,
          4429,
          4429,
          4430,
          4430,
          4431,
          4431,
          4432,
          4432,
          4433,
          4433,
          4434,
          4434,
          4435,
          4435,
          4436,
          4436,
          4437,
          4437,
          4438,
          4438,
          4439,
          4439,
          4440,
          4440,
          4441,
          4441,
          4442,
          4442,
          4443,
          4443,
          4444,
          4444,
          4445,
          4445,
          4446,
          4446,
          4447,
          4447,
          4448,
          4448,
          4449,
          4449,
          4450,
          4450,
          4451,
          4451,
          4452,
          4452,
          4453,
          4453,
          4454,
          4454,
          4455,
          4455,
          4456,
          4456,
          4457,
          4457,
          4458,
          4458,
          4459,
          4459,
          4460,
          4460,
          4461,
          4461,
          4462,
          4462,
          4463,
          4463,
          4464,
          4464,
          4465,
          4465,
          4466,
          4466,
          4467,
          4467,
          4468,
          4468,
          4469,
          4469,
          4470,
          4470,
          4471,
          4471,
          4472,
          4472,
          4473,
          4473,
          4474,
          4474,
          4475,
          4475,
          4476,
          4476,
          4477,
          4477,
          4478,
          4478,
          4479,
          4479,
          4480,
          4480,
          4481,
          4481,
          4482,
          4482,
          4483,
          4483,
          4484,
          4484,
          4485,
          4485,
          4486,
          4486,
          4487,
          4487,
          4488,
          4488,
          4489,
          4489,
          4490,
          4490,
          4491,
          4491,
          4492,
          4492,
          4493,
          4493,
          4494,
          4494,
          4495,
          4495,
          4496,
          4496,
          4497,
          4497,
          4498,
          4498,
          4499,
          4499,
          4500,
          4500,
          4501,
          4501,
          4502,
          4502,
          4503,
          4503,
          4504,
          4504,
          4505,
          4505,
          4506,
          4506,
          4507,
          4507,
          4508,
          4508,
          4509,
          4509,
          4510,
          4510,
          4511,
          4511,
          4512,
          4512,
          4513,
          4513,
          4514,
          4514,
          4515,
          4515,
          4516,
          4516,
          4517,
          4517,
          4518,
          4518,
          4519,
          4519,
          4520,
          4520,
          4521,
          4521,
          4522,
          4522,
          4523,
          4523,
          4524,
          4524,
          4525,
          4525,
          4526,
          4526,
          4527,
          4527,
          4528,
          4528,
          4529,
          4529,
          4530,
          4530,
          4531,
          4531,
          4532,
          4532,
          4533,
          4533,
          4534,
          4534,
          4535,
          4535,
          4536,
          4536,
          4537,
          4537,
          4538,
          4538,
          4539,
          4539,
          4540,
          4540,
          4541,
          4541,
          4542,
          4542,
          4543,
          4543,
          4544,
          4544,
          4545,
          4545,
          4546,
          4546,
          4547,
          4547,
          4548,
          4548,
          4549,
          4549,
          4550,
          4550,
          4551,
          4551,
          4552,
          4552,
          4553,
          4553,
          4554,
          4554,
          4555,
          4555,
          4556,
          4556,
          4557,
          4557,
          4558,
          4558,
          4559,
          4560,
          4560,
          4560,
          4561,
          4561,
          4562,
          4562,
          4563,
          4563,
          4564,
          4564,
          4565,
          4565,
          4566,
          4566,
          4567,
          4567,
          4568,
          4568,
          4569,
          4569,
          4570,
          4570,
          4571,
          4571,
          4572,
          4572,
          4573,
          4573,
          4574,
          4574,
          4575,
          4575,
          4576,
          4576,
          4577,
          4577,
          4578,
          4578,
          4579,
          4579,
          4580,
          4580,
          4581,
          4581,
          4582,
          4582,
          4583,
          4583,
          4584,
          4584,
          4585,
          4585,
          4586,
          4586,
          4587,
          4587,
          4588,
          4588,
          4589,
          4589,
          4590,
          4590,
          4591,
          4591,
          4592,
          4592,
          4593,
          4593,
          4594,
          4594,
          4595,
          4595,
          4596,
          4596,
          4597,
          4597,
          4598,
          4598,
          4599,
          4599,
          4600,
          4600,
          4601,
          4601,
          4602,
          4602,
          4603,
          4603,
          4604,
          4604,
          4605,
          4605,
          4606,
          4606,
          4607,
          4607,
          4608,
          4608,
          4609,
          4609,
          4610,
          4610,
          4611,
          4611,
          4612,
          4612,
          4613,
          4613,
          4614,
          4614,
          4615,
          4615,
          4616,
          4616,
          4617,
          4617,
          4618,
          4618,
          4619,
          4619,
          4620,
          4620,
          4621,
          4621,
          4622,
          4622,
          4623,
          4623,
          4624,
          4624,
          4625,
          4625,
          4626,
          4626,
          4627,
          4627,
          4628,
          4628,
          4629,
          4629,
          4630,
          4630,
          4631,
          4631,
          4632,
          4632,
          4633,
          4633,
          4634,
          4634,
          4635,
          4635,
          4636,
          4636,
          4637,
          4637,
          4638,
          4638,
          4639,
          4639,
          4640,
          4640,
          4641,
          4641,
          4642,
          4642,
          4643,
          4643,
          4644,
          4644,
          4645,
          4645,
          4646,
          4646,
          4647,
          4647,
          4648,
          4648,
          4649,
          4649,
          4650,
          4650,
          4651,
          4651,
          4652,
          4652,
          4653,
          4653,
          4654,
          4654,
          4655,
          4655,
          4656,
          4656,
          4657,
          4657,
          4658,
          4658,
          4659,
          4659,
          4660,
          4660,
          4661,
          4661,
          4662,
          4662,
          4663,
          4663,
          4664,
          4664,
          4665,
          4665,
          4666,
          4666,
          4667,
          4667,
          4668,
          4668,
          4669,
          4669,
          4670,
          4670,
          4671,
          4671,
          4672,
          4672,
          4673,
          4673,
          4674,
          4674,
          4675,
          4675,
          4676,
          4676,
          4677,
          4677,
          4678,
          4678,
          4679,
          4679,
          4680,
          4680,
          4681,
          4681,
          4682,
          4682,
          4683,
          4683,
          4684,
          4684,
          4685,
          4685,
          4686,
          4686,
          4687,
          4687,
          4688,
          4688,
          4689,
          4689,
          4690,
          4690,
          4691,
          4691,
          4692,
          4692,
          4693,
          4693,
          4694,
          4694,
          4695,
          4695,
          4696,
          4696,
          4697,
          4697,
          4698,
          4698,
          4699,
          4699,
          4700,
          4700,
          4701,
          4701,
          4702,
          4702,
          4703,
          4703,
          4704,
          4704,
          4705,
          4705,
          4706,
          4706,
          4707,
          4707,
          4708,
          4708,
          4709,
          4709,
          4710,
          4710,
          4711,
          4711,
          4712,
          4712,
          4713,
          4713,
          4714,
          4714,
          4715,
          4715,
          4716,
          4716,
          4717,
          4717,
          4718,
          4718,
          4719,
          4719,
          4720,
          4720,
          4721,
          4721,
          4722,
          4722,
          4723,
          4723,
          4724,
          4724,
          4725,
          4725,
          4726,
          4726,
          4727,
          4727,
          4728,
          4728,
          4729,
          4729,
          4730,
          4730,
          4731,
          4731,
          4732,
          4732,
          4733,
          4733,
          4734,
          4734,
          4735,
          4735,
          4736,
          4736,
          4737,
          4737,
          4738,
          4738,
          4739,
          4739,
          4740,
          4740,
          4741,
          4741,
          4742,
          4742,
          4743,
          4743,
          4744,
          4744,
          4745,
          4745,
          4746,
          4746,
          4747,
          4747,
          4748,
          4748,
          4749,
          4749,
          4750,
          4750,
          4751,
          4751,
          4752,
          4752,
          4753,
          4753,
          4754,
          4754,
          4755,
          4755,
          4756,
          4756,
          4757,
          4757,
          4758,
          4758,
          4759,
          4759,
          4760,
          4760,
          4761,
          4761,
          4762,
          4762,
          4763,
          4763,
          4764,
          4764,
          4765,
          4765,
          4766,
          4766,
          4767,
          4767,
          4768,
          4768,
          4769,
          4769,
          4770,
          4770,
          4771,
          4771,
          4772,
          4772,
          4773,
          4773,
          4774,
          4774,
          4775,
          4775,
          4776,
          4776,
          4777,
          4777,
          4778,
          4778,
          4779,
          4779,
          4780,
          4780,
          4781,
          4781,
          4782,
          4782,
          4783,
          4783,
          4784,
          4784,
          4785,
          4785,
          4786,
          4786,
          4787,
          4787,
          4788,
          4788,
          4789,
          4789,
          4790,
          4790,
          4791,
          4791,
          4792,
          4792,
          4793,
          4793,
          4794,
          4794,
          4795,
          4795,
          4796,
          4796,
          4797,
          4797,
          4798,
          4798,
          4799,
          4799,
          4800,
          4800,
          4801,
          4801,
          4802,
          4802,
          4803,
          4803,
          4804,
          4804,
          4805,
          4805,
          4806,
          4806,
          4807,
          4807,
          4808,
          4808,
          4809,
          4809,
          4810,
          4810,
          4811,
          4811,
          4812,
          4812,
          4813,
          4813,
          4814,
          4814,
          4815,
          4815,
          4816,
          4816,
          4817,
          4817,
          4818,
          4818,
          4819,
          4819,
          4820,
          4820,
          4821,
          4821,
          4822,
          4822,
          4823,
          4823,
          4824,
          4824,
          4825,
          4825,
          4826,
          4826,
          4827,
          4827,
          4828,
          4828,
          4829,
          4829,
          4830,
          4830,
          4831,
          4831,
          4832,
          4832,
          4833,
          4833,
          4834,
          4834,
          4835,
          4835,
          4836,
          4836,
          4837,
          4837,
          4838,
          4838,
          4839,
          4839,
          4840,
          4840,
          4841,
          4841,
          4842,
          4842,
          4843,
          4843,
          4844,
          4844,
          4845,
          4845,
          4846,
          4846,
          4847,
          4847,
          4848,
          4848,
          4849,
          4849,
          4850,
          4850,
          4851,
          4851,
          4852,
          4852,
          4853,
          4853,
          4854,
          4854,
          4855,
          4855,
          4856,
          4856,
          4857,
          4857,
          4858,
          4858,
          4859,
          4859,
          4860,
          4860,
          4861,
          4861,
          4862,
          4862,
          4863,
          4863,
          4864,
          4864,
          4865,
          4865,
          4866,
          4866,
          4867,
          4867,
          4868,
          4868,
          4869,
          4869,
          4870,
          4870,
          4871,
          4871,
          4872,
          4872,
          4873,
          4873,
          4874,
          4874,
          4875,
          4875,
          4876,
          4876,
          4877,
          4877,
          4878,
          4878,
          4879,
          4879,
          4880,
          4880,
          4881,
          4881,
          4882,
          4882,
          4883,
          4883,
          4884,
          4884,
          4885,
          4885,
          4886,
          4886,
          4887,
          4887,
          4888,
          4888,
          4889,
          4889,
          4890,
          4890,
          4891,
          4891,
          4892,
          4892,
          4893,
          4893,
          4894,
          4894,
          4895,
          4895,
          4896,
          4896,
          4897,
          4897,
          4898,
          4898,
          4899,
          4899,
          4900,
          4900,
          4901,
          4901,
          4902,
          4902,
          4903,
          4903,
          4904,
          4904,
          4905,
          4905,
          4906,
          4906,
          4907,
          4907,
          4908,
          4908,
          4909,
          4909,
          4910,
          4910,
          4911,
          4911,
          4912,
          4912,
          4913,
          4913,
          4914,
          4914,
          4915,
          4915,
          4916,
          4916,
          4917,
          4917,
          4918,
          4918,
          4919,
          4919,
          4920,
          4920,
          4921,
          4921,
          4922,
          4922,
          4923,
          4923,
          4924,
          4924,
          4925,
          4925,
          4926,
          4926,
          4927,
          4927,
          4928,
          4928,
          4929,
          4929,
          4930,
          4930,
          4931,
          4931,
          4932,
          4932,
          4933,
          4933,
          4934,
          4934,
          4935,
          4935,
          4936,
          4936,
          4937,
          4937,
          4938,
          4938,
          4939,
          4940,
          4940,
          4940,
          4941,
          4941,
          4942,
          4942,
          4943,
          4943,
          4944,
          4944,
          4945,
          4945,
          4946,
          4946,
          4947,
          4947,
          4948,
          4948,
          4949,
          4949,
          4950,
          4950,
          4951,
          4951,
          4952,
          4952,
          4953,
          4953,
          4954,
          4954,
          4955,
          4955,
          4956,
          4956,
          4957,
          4957,
          4958,
          4958,
          4959,
          4959,
          4960,
          4960,
          4961,
          4961,
          4962,
          4962,
          4963,
          4963,
          4964,
          4964,
          4965,
          4965,
          4966,
          4966,
          4967,
          4967,
          4968,
          4968,
          4969,
          4969,
          4970,
          4970,
          4971,
          4971,
          4972,
          4972,
          4973,
          4973,
          4974,
          4974,
          4975,
          4975,
          4976,
          4976,
          4977,
          4977,
          4978,
          4978,
          4979,
          4979,
          4980,
          4980,
          4981,
          4981,
          4982,
          4982,
          4983,
          4983,
          4984,
          4984,
          4985,
          4985,
          4986,
          4986,
          4987,
          4987,
          4988,
          4988,
          4989,
          4989,
          4990,
          4990,
          4991,
          4991,
          4992,
          4992,
          4993,
          4993,
          4994,
          4994,
          4995,
          4995,
          4996,
          4996,
          4997,
          4997,
          4998,
          4998,
          4999,
          4999,
          5000,
          5000,
          5001,
          5001,
          5002,
          5002,
          5003,
          5003,
          5004,
          5004,
          5005,
          5005,
          5006,
          5006,
          5007,
          5007,
          5008,
          5008,
          5009,
          5009,
          5010,
          5010,
          5011,
          5011,
          5012,
          5012,
          5013,
          5013,
          5014,
          5014,
          5015,
          5015,
          5016,
          5016,
          5017,
          5017,
          5018,
          5018,
          5019,
          5019,
          5020,
          5020,
          5021,
          5021,
          5022,
          5022,
          5023,
          5023,
          5024,
          5024,
          5025,
          5025,
          5026,
          5026,
          5027,
          5027,
          5028,
          5028,
          5029,
          5029,
          5030,
          5030,
          5031,
          5031,
          5032,
          5032,
          5033,
          5033,
          5034,
          5034,
          5035,
          5035,
          5036,
          5036,
          5037,
          5037,
          5038,
          5038,
          5039,
          5039,
          5040,
          5040,
          5041,
          5041,
          5042,
          5042,
          5043,
          5043,
          5044,
          5044,
          5045,
          5045,
          5046,
          5046,
          5047,
          5047,
          5048,
          5048,
          5049,
          5049,
          5050,
          5050,
          5051,
          5051,
          5052,
          5052,
          5053,
          5053,
          5054,
          5054,
          5055,
          5055,
          5056,
          5056,
          5057,
          5057,
          5058,
          5058,
          5059,
          5059,
          5060,
          5060,
          5061,
          5061,
          5062,
          5062,
          5063,
          5063,
          5064,
          5064,
          5065,
          5065,
          5066,
          5066,
          5067,
          5067,
          5068,
          5068,
          5069,
          5069,
          5070,
          5070,
          5071,
          5071,
          5072,
          5072,
          5073,
          5073,
          5074,
          5074,
          5075,
          5075,
          5076,
          5076,
          5077,
          5077,
          5078,
          5078,
          5079,
          5079,
          5080,
          5080,
          5081,
          5081,
          5082,
          5082,
          5083,
          5083,
          5084,
          5084,
          5085,
          5085,
          5086,
          5086,
          5087,
          5087,
          5088,
          5088,
          5089,
          5089,
          5090,
          5090,
          5091,
          5091,
          5092,
          5092,
          5093,
          5093,
          5094,
          5094,
          5095,
          5095,
          5096,
          5096,
          5097,
          5097,
          5098,
          5098,
          5099,
          5099,
          5100,
          5100,
          5101,
          5101,
          5102,
          5102,
          5103,
          5103,
          5104,
          5104,
          5105,
          5105,
          5106,
          5106,
          5107,
          5107,
          5108,
          5108,
          5109,
          5109,
          5110,
          5110,
          5111,
          5111,
          5112,
          5112,
          5113,
          5113,
          5114,
          5114,
          5115,
          5115,
          5116,
          5116,
          5117,
          5117,
          5118,
          5118,
          5119,
          5119,
          5120,
          5120,
          5121,
          5121,
          5122,
          5122,
          5123,
          5123,
          5124,
          5124,
          5125,
          5125,
          5126,
          5126,
          5127,
          5127,
          5128,
          5128,
          5129,
          5129,
          5130,
          5130,
          5131,
          5131,
          5132,
          5132,
          5133,
          5133,
          5134,
          5134,
          5135,
          5135,
          5136,
          5136,
          5137,
          5137,
          5138,
          5138,
          5139,
          5139,
          5140,
          5140,
          5141,
          5141,
          5142,
          5142,
          5143,
          5143,
          5144,
          5144,
          5145,
          5145,
          5146,
          5146,
          5147,
          5147,
          5148,
          5148,
          5149,
          5149,
          5150,
          5150,
          5151,
          5151,
          5152,
          5152,
          5153,
          5153,
          5154,
          5154,
          5155,
          5155,
          5156,
          5156,
          5157,
          5157,
          5158,
          5158,
          5159,
          5159,
          5160,
          5160,
          5161,
          5161,
          5162,
          5162,
          5163,
          5163,
          5164,
          5164,
          5165,
          5165,
          5166,
          5166,
          5167,
          5167,
          5168,
          5168,
          5169,
          5169,
          5170,
          5170,
          5171,
          5171,
          5172,
          5172,
          5173,
          5173,
          5174,
          5174,
          5175,
          5175,
          5176,
          5176,
          5177,
          5177,
          5178,
          5178,
          5179,
          5179,
          5180,
          5180,
          5181,
          5181,
          5182,
          5182,
          5183,
          5183,
          5184,
          5184,
          5185,
          5185,
          5186,
          5186,
          5187,
          5187,
          5188,
          5188,
          5189,
          5189,
          5190,
          5190,
          5191,
          5191,
          5192,
          5192,
          5193,
          5193,
          5194,
          5194,
          5195,
          5195,
          5196,
          5196,
          5197,
          5197,
          5198,
          5198,
          5199,
          5199,
          5200,
          5200,
          5201,
          5201,
          5202,
          5202,
          5203,
          5203,
          5204,
          5204,
          5205,
          5205,
          5206,
          5206,
          5207,
          5207,
          5208,
          5208,
          5209,
          5209,
          5210,
          5210,
          5211,
          5211,
          5212,
          5212,
          5213,
          5213,
          5214,
          5214,
          5215,
          5215,
          5216,
          5216,
          5217,
          5217,
          5218,
          5218,
          5219,
          5219,
          5220,
          5220,
          5221,
          5221,
          5222,
          5222,
          5223,
          5223,
          5224,
          5224,
          5225,
          5225,
          5226,
          5226,
          5227,
          5227,
          5228,
          5228,
          5229,
          5229,
          5230,
          5230,
          5231,
          5231,
          5232,
          5232,
          5233,
          5233,
          5234,
          5234,
          5235,
          5235,
          5236,
          5236,
          5237,
          5237,
          5238,
          5238,
          5239,
          5239,
          5240,
          5240,
          5241,
          5241,
          5242,
          5242,
          5243,
          5243,
          5244,
          5244,
          5245,
          5245,
          5246,
          5246,
          5247,
          5247,
          5248,
          5248,
          5249,
          5249,
          5250,
          5250,
          5251,
          5251,
          5252,
          5252,
          5253,
          5253,
          5254,
          5254,
          5255,
          5255,
          5256,
          5256,
          5257,
          5257,
          5258,
          5258,
          5259,
          5259,
          5260,
          5260,
          5261,
          5261,
          5262,
          5262,
          5263,
          5263,
          5264,
          5264,
          5265,
          5265,
          5266,
          5266,
          5267,
          5267,
          5268,
          5268,
          5269,
          5269,
          5270,
          5270,
          5271,
          5271,
          5272,
          5272,
          5273,
          5273,
          5274,
          5274,
          5275,
          5275,
          5276,
          5276,
          5277,
          5277,
          5278,
          5278,
          5279,
          5279,
          5280,
          5280,
          5281,
          5281,
          5282,
          5282,
          5283,
          5283,
          5284,
          5284,
          5285,
          5285,
          5286,
          5286,
          5287,
          5287,
          5288,
          5288,
          5289,
          5289,
          5290,
          5290,
          5291,
          5291,
          5292,
          5292,
          5293,
          5293,
          5294,
          5294,
          5295,
          5295,
          5296,
          5296,
          5297,
          5297,
          5298,
          5298,
          5299,
          5299,
          5300,
          5300,
          5301,
          5301,
          5302,
          5302,
          5303,
          5303,
          5304,
          5304,
          5305,
          5305,
          5306,
          5306,
          5307,
          5307,
          5308,
          5308,
          5309,
          5309,
          5310,
          5310,
          5311,
          5311,
          5312,
          5312,
          5313,
          5313,
          5314,
          5314,
          5315,
          5315,
          5316,
          5316,
          5317,
          5317,
          5318,
          5318,
          5319,
          5320,
          5320,
          5320,
          5321,
          5321,
          5322,
          5322,
          5323,
          5323,
          5324,
          5324,
          5325,
          5325,
          5326,
          5326,
          5327,
          5327,
          5328,
          5328,
          5329,
          5329,
          5330,
          5330,
          5331,
          5331,
          5332,
          5332,
          5333,
          5333,
          5334,
          5334,
          5335,
          5335,
          5336,
          5336,
          5337,
          5337,
          5338,
          5338,
          5339,
          5339,
          5340,
          5340,
          5341,
          5341,
          5342,
          5342,
          5343,
          5343,
          5344,
          5344,
          5345,
          5345,
          5346,
          5346,
          5347,
          5347,
          5348,
          5348,
          5349,
          5349,
          5350,
          5350,
          5351,
          5351,
          5352,
          5352,
          5353,
          5353,
          5354,
          5354,
          5355,
          5355,
          5356,
          5356,
          5357,
          5357,
          5358,
          5358,
          5359,
          5359,
          5360,
          5360,
          5361,
          5361,
          5362,
          5362,
          5363,
          5363,
          5364,
          5364,
          5365,
          5365,
          5366,
          5366,
          5367,
          5367,
          5368,
          5368,
          5369,
          5369,
          5370,
          5370,
          5371,
          5371,
          5372,
          5372,
          5373,
          5373,
          5374,
          5374,
          5375,
          5375,
          5376,
          5376,
          5377,
          5377,
          5378,
          5378,
          5379,
          5379,
          5380,
          5380,
          5381,
          5381,
          5382,
          5382,
          5383,
          5383,
          5384,
          5384,
          5385,
          5385,
          5386,
          5386,
          5387,
          5387,
          5388,
          5388,
          5389,
          5389,
          5390,
          5390,
          5391,
          5391,
          5392,
          5392,
          5393,
          5393,
          5394,
          5394,
          5395,
          5395,
          5396,
          5396,
          5397,
          5397,
          5398,
          5398,
          5399,
          5399,
          5400,
          5400,
          5401,
          5401,
          5402,
          5402,
          5403,
          5403,
          5404,
          5404,
          5405,
          5405,
          5406,
          5406,
          5407,
          5407,
          5408,
          5408,
          5409,
          5409,
          5410,
          5410,
          5411,
          5411,
          5412,
          5412,
          5413,
          5413,
          5414,
          5414,
          5415,
          5415,
          5416,
          5416,
          5417,
          5417,
          5418,
          5418,
          5419,
          5419,
          5420,
          5420,
          5421,
          5421,
          5422,
          5422,
          5423,
          5423,
          5424,
          5424,
          5425,
          5425,
          5426,
          5426,
          5427,
          5427,
          5428,
          5428,
          5429,
          5429,
          5430,
          5430,
          5431,
          5431,
          5432,
          5432,
          5433,
          5433,
          5434,
          5434,
          5435,
          5435,
          5436,
          5436,
          5437,
          5437,
          5438,
          5438,
          5439,
          5439,
          5440,
          5440,
          5441,
          5441,
          5442,
          5442,
          5443,
          5443,
          5444,
          5444,
          5445,
          5445,
          5446,
          5446,
          5447,
          5447,
          5448,
          5448,
          5449,
          5449,
          5450,
          5450,
          5451,
          5451,
          5452,
          5452,
          5453,
          5453,
          5454,
          5454,
          5455,
          5455,
          5456,
          5456,
          5457,
          5457,
          5458,
          5458,
          5459,
          5459,
          5460,
          5460,
          5461,
          5461,
          5462,
          5462,
          5463,
          5463,
          5464,
          5464,
          5465,
          5465,
          5466,
          5466,
          5467,
          5467,
          5468,
          5468,
          5469,
          5469,
          5470,
          5470,
          5471,
          5471,
          5472,
          5472,
          5473,
          5473,
          5474,
          5474,
          5475,
          5475,
          5476,
          5476,
          5477,
          5477,
          5478,
          5478,
          5479,
          5479,
          5480,
          5480,
          5481,
          5481,
          5482,
          5482,
          5483,
          5483,
          5484,
          5484,
          5485,
          5485,
          5486,
          5486,
          5487,
          5487,
          5488,
          5488,
          5489,
          5489,
          5490,
          5490,
          5491,
          5491,
          5492,
          5492,
          5493,
          5493,
          5494,
          5494,
          5495,
          5495,
          5496,
          5496,
          5497,
          5497,
          5498,
          5498,
          5499,
          5499,
          5500,
          5500,
          5501,
          5501,
          5502,
          5502,
          5503,
          5503,
          5504,
          5504,
          5505,
          5505,
          5506,
          5506,
          5507,
          5507,
          5508,
          5508,
          5509,
          5509,
          5510,
          5510,
          5511,
          5511,
          5512,
          5512,
          5513,
          5513,
          5514,
          5514,
          5515,
          5515,
          5516,
          5516,
          5517,
          5517,
          5518,
          5518,
          5519,
          5519,
          5520,
          5520,
          5521,
          5521,
          5522,
          5522,
          5523,
          5523,
          5524,
          5524,
          5525,
          5525,
          5526,
          5526,
          5527,
          5527,
          5528,
          5528,
          5529,
          5529,
          5530,
          5530,
          5531,
          5531,
          5532,
          5532,
          5533,
          5533,
          5534,
          5534,
          5535,
          5535,
          5536,
          5536,
          5537,
          5537,
          5538,
          5538,
          5539,
          5539,
          5540,
          5540,
          5541,
          5541,
          5542,
          5542,
          5543,
          5543,
          5544,
          5544,
          5545,
          5545,
          5546,
          5546,
          5547,
          5547,
          5548,
          5548,
          5549,
          5549,
          5550,
          5550,
          5551,
          5551,
          5552,
          5552,
          5553,
          5553,
          5554,
          5554,
          5555,
          5555,
          5556,
          5556,
          5557,
          5557,
          5558,
          5558,
          5559,
          5559,
          5560,
          5560,
          5561,
          5561,
          5562,
          5562,
          5563,
          5563,
          5564,
          5564,
          5565,
          5565,
          5566,
          5566,
          5567,
          5567,
          5568,
          5568,
          5569,
          5569,
          5570,
          5570,
          5571,
          5571,
          5572,
          5572,
          5573,
          5573,
          5574,
          5574,
          5575,
          5575,
          5576,
          5576,
          5577,
          5577,
          5578,
          5578,
          5579,
          5579,
          5580,
          5580,
          5581,
          5581,
          5582,
          5582,
          5583,
          5583,
          5584,
          5584,
          5585,
          5585,
          5586,
          5586,
          5587,
          5587,
          5588,
          5588,
          5589,
          5589,
          5590,
          5590,
          5591,
          5591,
          5592,
          5592,
          5593,
          5593,
          5594,
          5594,
          5595,
          5595,
          5596,
          5596,
          5597,
          5597,
          5598,
          5598,
          5599,
          5599,
          5600,
          5600,
          5601,
          5601,
          5602,
          5602,
          5603,
          5603,
          5604,
          5604,
          5605,
          5605,
          5606,
          5606,
          5607,
          5607,
          5608,
          5608,
          5609,
          5609,
          5610,
          5610,
          5611,
          5611,
          5612,
          5612,
          5613,
          5613,
          5614,
          5614,
          5615,
          5615,
          5616,
          5616,
          5617,
          5617,
          5618,
          5618,
          5619,
          5619,
          5620,
          5620,
          5621,
          5621,
          5622,
          5622,
          5623,
          5623,
          5624,
          5624,
          5625,
          5625,
          5626,
          5626,
          5627,
          5627,
          5628,
          5628,
          5629,
          5629,
          5630,
          5630,
          5631,
          5631,
          5632,
          5632,
          5633,
          5633,
          5634,
          5634,
          5635,
          5635,
          5636,
          5636,
          5637,
          5637,
          5638,
          5638,
          5639,
          5639,
          5640,
          5640,
          5641,
          5641,
          5642,
          5642,
          5643,
          5643,
          5644,
          5644,
          5645,
          5645,
          5646,
          5646,
          5647,
          5647,
          5648,
          5648,
          5649,
          5649,
          5650,
          5650,
          5651,
          5651,
          5652,
          5652,
          5653,
          5653,
          5654,
          5654,
          5655,
          5655,
          5656,
          5656,
          5657,
          5657,
          5658,
          5658,
          5659,
          5659,
          5660,
          5660,
          5661,
          5661,
          5662,
          5662,
          5663,
          5663,
          5664,
          5664,
          5665,
          5665,
          5666,
          5666,
          5667,
          5667,
          5668,
          5668,
          5669,
          5669,
          5670,
          5670,
          5671,
          5671,
          5672,
          5672,
          5673,
          5673,
          5674,
          5674,
          5675,
          5675,
          5676,
          5676,
          5677,
          5677,
          5678,
          5678,
          5679,
          5679,
          5680,
          5680,
          5681,
          5681,
          5682,
          5682,
          5683,
          5683,
          5684,
          5684,
          5685,
          5685,
          5686,
          5686,
          5687,
          5687,
          5688,
          5688,
          5689,
          5689,
          5690,
          5690,
          5691,
          5691,
          5692,
          5692,
          5693,
          5693,
          5694,
          5694,
          5695,
          5695,
          5696,
          5696,
          5697,
          5697,
          5698,
          5698,
          5699,
          5700,
          5700,
          5700,
          5701,
          5701,
          5702,
          5702,
          5703,
          5703,
          5704,
          5704,
          5705,
          5705,
          5706,
          5706,
          5707,
          5707,
          5708,
          5708,
          5709,
          5709,
          5710,
          5710,
          5711,
          5711,
          5712,
          5712,
          5713,
          5713,
          5714,
          5714,
          5715,
          5715,
          5716,
          5716,
          5717,
          5717,
          5718,
          5718,
          5719,
          5719,
          5720,
          5720,
          5721,
          5721,
          5722,
          5722,
          5723,
          5723,
          5724,
          5724,
          5725,
          5725,
          5726,
          5726,
          5727,
          5727,
          5728,
          5728,
          5729,
          5729,
          5730,
          5730,
          5731,
          5731,
          5732,
          5732,
          5733,
          5733,
          5734,
          5734,
          5735,
          5735,
          5736,
          5736,
          5737,
          5737,
          5738,
          5738,
          5739,
          5739,
          5740,
          5740,
          5741,
          5741,
          5742,
          5742,
          5743,
          5743,
          5744,
          5744,
          5745,
          5745,
          5746,
          5746,
          5747,
          5747,
          5748,
          5748,
          5749,
          5749,
          5750,
          5750,
          5751,
          5751,
          5752,
          5752,
          5753,
          5753,
          5754,
          5754,
          5755,
          5755,
          5756,
          5756,
          5757,
          5757,
          5758,
          5758,
          5759,
          5759,
          5760,
          5760,
          5761,
          5761,
          5762,
          5762,
          5763,
          5763,
          5764,
          5764,
          5765,
          5765,
          5766,
          5766,
          5767,
          5767,
          5768,
          5768,
          5769,
          5769,
          5770,
          5770,
          5771,
          5771,
          5772,
          5772,
          5773,
          5773,
          5774,
          5774,
          5775,
          5775,
          5776,
          5776,
          5777,
          5777,
          5778,
          5778,
          5779,
          5779,
          5780,
          5780,
          5781,
          5781,
          5782,
          5782,
          5783,
          5783,
          5784,
          5784,
          5785,
          5785,
          5786,
          5786,
          5787,
          5787,
          5788,
          5788,
          5789,
          5789,
          5790,
          5790,
          5791,
          5791,
          5792,
          5792,
          5793,
          5793,
          5794,
          5794,
          5795,
          5795,
          5796,
          5796,
          5797,
          5797,
          5798,
          5798,
          5799,
          5799,
          5800,
          5800,
          5801,
          5801,
          5802,
          5802,
          5803,
          5803,
          5804,
          5804,
          5805,
          5805,
          5806,
          5806,
          5807,
          5807,
          5808,
          5808,
          5809,
          5809,
          5810,
          5810,
          5811,
          5811,
          5812,
          5812,
          5813,
          5813,
          5814,
          5814,
          5815,
          5815,
          5816,
          5816,
          5817,
          5817,
          5818,
          5818,
          5819,
          5819,
          5820,
          5820,
          5821,
          5821,
          5822,
          5822,
          5823,
          5823,
          5824,
          5824,
          5825,
          5825,
          5826,
          5826,
          5827,
          5827,
          5828,
          5828,
          5829,
          5829,
          5830,
          5830,
          5831,
          5831,
          5832,
          5832,
          5833,
          5833,
          5834,
          5834,
          5835,
          5835,
          5836,
          5836,
          5837,
          5837,
          5838,
          5838,
          5839,
          5839,
          5840,
          5840,
          5841,
          5841,
          5842,
          5842,
          5843,
          5843,
          5844,
          5844,
          5845,
          5845,
          5846,
          5846,
          5847,
          5847,
          5848,
          5848,
          5849,
          5849,
          5850,
          5850,
          5851,
          5851,
          5852,
          5852,
          5853,
          5853,
          5854,
          5854,
          5855,
          5855,
          5856,
          5856,
          5857,
          5857,
          5858,
          5858,
          5859,
          5859,
          5860,
          5860,
          5861,
          5861,
          5862,
          5862,
          5863,
          5863,
          5864,
          5864,
          5865,
          5865,
          5866,
          5866,
          5867,
          5867,
          5868,
          5868,
          5869,
          5869,
          5870,
          5870,
          5871,
          5871,
          5872,
          5872,
          5873,
          5873,
          5874,
          5874,
          5875,
          5875,
          5876,
          5876,
          5877,
          5877,
          5878,
          5878,
          5879,
          5879,
          5880,
          5880,
          5881,
          5881,
          5882,
          5882,
          5883,
          5883,
          5884,
          5884,
          5885,
          5885,
          5886,
          5886,
          5887,
          5887,
          5888,
          5888,
          5889,
          5889,
          5890,
          5890,
          5891,
          5891,
          5892,
          5892,
          5893,
          5893,
          5894,
          5894,
          5895,
          5895,
          5896,
          5896,
          5897,
          5897,
          5898,
          5898,
          5899,
          5899,
          5900,
          5900,
          5901,
          5901,
          5902,
          5902,
          5903,
          5903,
          5904,
          5904,
          5905,
          5905,
          5906,
          5906,
          5907,
          5907,
          5908,
          5908,
          5909,
          5909,
          5910,
          5910,
          5911,
          5911,
          5912,
          5912,
          5913,
          5913,
          5914,
          5914,
          5915,
          5915,
          5916,
          5916,
          5917,
          5917,
          5918,
          5918,
          5919,
          5919,
          5920,
          5920,
          5921,
          5921,
          5922,
          5922,
          5923,
          5923,
          5924,
          5924,
          5925,
          5925,
          5926,
          5926,
          5927,
          5927,
          5928,
          5928,
          5929,
          5929,
          5930,
          5930,
          5931,
          5931,
          5932,
          5932,
          5933,
          5933,
          5934,
          5934,
          5935,
          5935,
          5936,
          5936,
          5937,
          5937,
          5938,
          5938,
          5939,
          5939,
          5940,
          5940,
          5941,
          5941,
          5942,
          5942,
          5943,
          5943,
          5944,
          5944,
          5945,
          5945,
          5946,
          5946,
          5947,
          5947,
          5948,
          5948,
          5949,
          5949,
          5950,
          5950,
          5951,
          5951,
          5952,
          5952,
          5953,
          5953,
          5954,
          5954,
          5955,
          5955,
          5956,
          5956,
          5957,
          5957,
          5958,
          5958,
          5959,
          5959,
          5960,
          5960,
          5961,
          5961,
          5962,
          5962,
          5963,
          5963,
          5964,
          5964,
          5965,
          5965,
          5966,
          5966,
          5967,
          5967,
          5968,
          5968,
          5969,
          5969,
          5970,
          5970,
          5971,
          5971,
          5972,
          5972,
          5973,
          5973,
          5974,
          5974,
          5975,
          5975,
          5976,
          5976,
          5977,
          5977,
          5978,
          5978,
          5979,
          5979,
          5980,
          5980,
          5981,
          5981,
          5982,
          5982,
          5983,
          5983,
          5984,
          5984,
          5985,
          5985,
          5986,
          5986,
          5987,
          5987,
          5988,
          5988,
          5989,
          5989,
          5990,
          5990,
          5991,
          5991,
          5992,
          5992,
          5993,
          5993,
          5994,
          5994,
          5995,
          5995,
          5996,
          5996,
          5997,
          5997,
          5998,
          5998,
          5999,
          5999,
          6000,
          6000,
          6001,
          6001,
          6002,
          6002,
          6003,
          6003,
          6004,
          6004,
          6005,
          6005,
          6006,
          6006,
          6007,
          6007,
          6008,
          6008,
          6009,
          6009,
          6010,
          6010,
          6011,
          6011,
          6012,
          6012,
          6013,
          6013,
          6014,
          6014,
          6015,
          6015,
          6016,
          6016,
          6017,
          6017,
          6018,
          6018,
          6019,
          6019,
          6020,
          6020,
          6021,
          6021,
          6022,
          6022,
          6023,
          6023,
          6024,
          6024,
          6025,
          6025,
          6026,
          6026,
          6027,
          6027,
          6028,
          6028,
          6029,
          6029,
          6030,
          6030,
          6031,
          6031,
          6032,
          6032,
          6033,
          6033,
          6034,
          6034,
          6035,
          6035,
          6036,
          6036,
          6037,
          6037,
          6038,
          6038,
          6039,
          6039,
          6040,
          6040,
          6041,
          6041,
          6042,
          6042,
          6043,
          6043,
          6044,
          6044,
          6045,
          6045,
          6046,
          6046,
          6047,
          6047,
          6048,
          6048,
          6049,
          6049,
          6050,
          6050,
          6051,
          6051,
          6052,
          6052,
          6053,
          6053,
          6054,
          6054,
          6055,
          6055,
          6056,
          6056,
          6057,
          6057,
          6058,
          6058,
          6059,
          6059,
          6060,
          6060,
          6061,
          6061,
          6062,
          6062,
          6063,
          6063,
          6064,
          6064,
          6065,
          6065,
          6066,
          6066,
          6067,
          6067,
          6068,
          6068,
          6069,
          6069,
          6070,
          6070,
          6071,
          6071,
          6072,
          6072,
          6073,
          6073,
          6074,
          6074,
          6075,
          6075,
          6076,
          6076,
          6077,
          6077,
          6078,
          6078,
          6079,
          6080,
          6080,
          6080,
          6081,
          6081,
          6082,
          6082,
          6083,
          6083,
          6084,
          6084,
          6085,
          6085,
          6086,
          6086,
          6087,
          6087,
          6088,
          6088,
          6089,
          6089,
          6090,
          6090,
          6091,
          6091,
          6092,
          6092,
          6093,
          6093,
          6094,
          6094,
          6095,
          6095,
          6096,
          6096,
          6097,
          6097,
          6098,
          6098,
          6099,
          6099,
          6100,
          6100,
          6101,
          6101,
          6102,
          6102,
          6103,
          6103,
          6104,
          6104,
          6105,
          6105,
          6106,
          6106,
          6107,
          6107,
          6108,
          6108,
          6109,
          6109,
          6110,
          6110,
          6111,
          6111,
          6112,
          6112,
          6113,
          6113,
          6114,
          6114,
          6115,
          6115,
          6116,
          6116,
          6117,
          6117,
          6118,
          6118,
          6119,
          6119,
          6120,
          6120,
          6121,
          6121,
          6122,
          6122,
          6123,
          6123,
          6124,
          6124,
          6125,
          6125,
          6126,
          6126,
          6127,
          6127,
          6128,
          6128,
          6129,
          6129,
          6130,
          6130,
          6131,
          6131,
          6132,
          6132,
          6133,
          6133,
          6134,
          6134,
          6135,
          6135,
          6136,
          6136,
          6137,
          6137,
          6138,
          6138,
          6139,
          6139,
          6140,
          6140,
          6141,
          6141,
          6142,
          6142,
          6143,
          6143,
          6144,
          6144,
          6145,
          6145,
          6146,
          6146,
          6147,
          6147,
          6148,
          6148,
          6149,
          6149,
          6150,
          6150,
          6151,
          6151,
          6152,
          6152,
          6153,
          6153,
          6154,
          6154,
          6155,
          6155,
          6156,
          6156,
          6157,
          6157,
          6158,
          6158,
          6159,
          6159,
          6160,
          6160,
          6161,
          6161,
          6162,
          6162,
          6163,
          6163,
          6164,
          6164,
          6165,
          6165,
          6166,
          6166,
          6167,
          6167,
          6168,
          6168,
          6169,
          6169,
          6170,
          6170,
          6171,
          6171,
          6172,
          6172,
          6173,
          6173,
          6174,
          6174,
          6175,
          6175,
          6176,
          6176,
          6177,
          6177,
          6178,
          6178,
          6179,
          6179,
          6180,
          6180,
          6181,
          6181,
          6182,
          6182,
          6183,
          6183,
          6184,
          6184,
          6185,
          6185,
          6186,
          6186,
          6187,
          6187,
          6188,
          6188,
          6189,
          6189,
          6190,
          6190,
          6191,
          6191,
          6192,
          6192,
          6193,
          6193,
          6194,
          6194,
          6195,
          6195,
          6196,
          6196,
          6197,
          6197,
          6198,
          6198,
          6199,
          6199,
          6200,
          6200,
          6201,
          6201,
          6202,
          6202,
          6203,
          6203,
          6204,
          6204,
          6205,
          6205,
          6206,
          6206,
          6207,
          6207,
          6208,
          6208,
          6209,
          6209,
          6210,
          6210,
          6211,
          6211,
          6212,
          6212,
          6213,
          6213,
          6214,
          6214,
          6215,
          6215,
          6216,
          6216,
          6217,
          6217,
          6218,
          6218,
          6219,
          6219,
          6220,
          6220,
          6221,
          6221,
          6222,
          6222,
          6223,
          6223,
          6224,
          6224,
          6225,
          6225,
          6226,
          6226,
          6227,
          6227,
          6228,
          6228,
          6229,
          6229,
          6230,
          6230,
          6231,
          6231,
          6232,
          6232,
          6233,
          6233,
          6234,
          6234,
          6235,
          6235,
          6236,
          6236,
          6237,
          6237,
          6238,
          6238,
          6239,
          6239,
          6240,
          6240,
          6241,
          6241,
          6242,
          6242,
          6243,
          6243,
          6244,
          6244,
          6245,
          6245,
          6246,
          6246,
          6247,
          6247,
          6248,
          6248,
          6249,
          6249,
          6250,
          6250,
          6251,
          6251,
          6252,
          6252,
          6253,
          6253,
          6254,
          6254,
          6255,
          6255,
          6256,
          6256,
          6257,
          6257,
          6258,
          6258,
          6259,
          6259,
          6260,
          6260,
          6261,
          6261,
          6262,
          6262,
          6263,
          6263,
          6264,
          6264,
          6265,
          6265,
          6266,
          6266,
          6267,
          6267,
          6268,
          6268,
          6269,
          6269,
          6270,
          6270,
          6271,
          6271,
          6272,
          6272,
          6273,
          6273,
          6274,
          6274,
          6275,
          6275,
          6276,
          6276,
          6277,
          6277,
          6278,
          6278,
          6279,
          6279,
          6280,
          6280,
          6281,
          6281,
          6282,
          6282,
          6283,
          6283,
          6284,
          6284,
          6285,
          6285,
          6286,
          6286,
          6287,
          6287,
          6288,
          6288,
          6289,
          6289,
          6290,
          6290,
          6291,
          6291,
          6292,
          6292,
          6293,
          6293,
          6294,
          6294,
          6295,
          6295,
          6296,
          6296,
          6297,
          6297,
          6298,
          6298,
          6299,
          6299,
          6300,
          6300,
          6301,
          6301,
          6302,
          6302,
          6303,
          6303,
          6304,
          6304,
          6305,
          6305,
          6306,
          6306,
          6307,
          6307,
          6308,
          6308,
          6309,
          6309,
          6310,
          6310,
          6311,
          6311,
          6312,
          6312,
          6313,
          6313,
          6314,
          6314,
          6315,
          6315,
          6316,
          6316,
          6317,
          6317,
          6318,
          6318,
          6319,
          6319,
          6320,
          6320,
          6321,
          6321,
          6322,
          6322,
          6323,
          6323,
          6324,
          6324,
          6325,
          6325,
          6326,
          6326,
          6327,
          6327,
          6328,
          6328,
          6329,
          6329,
          6330,
          6330,
          6331,
          6331,
          6332,
          6332,
          6333,
          6333,
          6334,
          6334,
          6335,
          6335,
          6336,
          6336,
          6337,
          6337,
          6338,
          6338,
          6339,
          6339,
          6340,
          6340,
          6341,
          6341,
          6342,
          6342,
          6343,
          6343,
          6344,
          6344,
          6345,
          6345,
          6346,
          6346,
          6347,
          6347,
          6348,
          6348,
          6349,
          6349,
          6350,
          6350,
          6351,
          6351,
          6352,
          6352,
          6353,
          6353,
          6354,
          6354,
          6355,
          6355,
          6356,
          6356,
          6357,
          6357,
          6358,
          6358,
          6359,
          6359,
          6360,
          6360,
          6361,
          6361,
          6362,
          6362,
          6363,
          6363,
          6364,
          6364,
          6365,
          6365,
          6366,
          6366,
          6367,
          6367,
          6368,
          6368,
          6369,
          6369,
          6370,
          6370,
          6371,
          6371,
          6372,
          6372,
          6373,
          6373,
          6374,
          6374,
          6375,
          6375,
          6376,
          6376,
          6377,
          6377,
          6378,
          6378,
          6379,
          6379,
          6380,
          6380,
          6381,
          6381,
          6382,
          6382,
          6383,
          6383,
          6384,
          6384,
          6385,
          6385,
          6386,
          6386,
          6387,
          6387,
          6388,
          6388,
          6389,
          6389,
          6390,
          6390,
          6391,
          6391,
          6392,
          6392,
          6393,
          6393,
          6394,
          6394,
          6395,
          6395,
          6396,
          6396,
          6397,
          6397,
          6398,
          6398,
          6399,
          6399,
          6400,
          6400,
          6401,
          6401,
          6402,
          6402,
          6403,
          6403,
          6404,
          6404,
          6405,
          6405,
          6406,
          6406,
          6407,
          6407,
          6408,
          6408,
          6409,
          6409,
          6410,
          6410,
          6411,
          6411,
          6412,
          6412,
          6413,
          6413,
          6414,
          6414,
          6415,
          6415,
          6416,
          6416,
          6417,
          6417,
          6418,
          6418,
          6419,
          6419,
          6420,
          6420,
          6421,
          6421,
          6422,
          6422,
          6423,
          6423,
          6424,
          6424,
          6425,
          6425,
          6426,
          6426,
          6427,
          6427,
          6428,
          6428,
          6429,
          6429,
          6430,
          6430,
          6431,
          6431,
          6432,
          6432,
          6433,
          6433,
          6434,
          6434,
          6435,
          6435,
          6436,
          6436,
          6437,
          6437,
          6438,
          6438,
          6439,
          6439,
          6440,
          6440,
          6441,
          6441,
          6442,
          6442,
          6443,
          6443,
          6444,
          6444,
          6445,
          6445,
          6446,
          6446,
          6447,
          6447,
          6448,
          6448,
          6449,
          6449,
          6450,
          6450,
          6451,
          6451,
          6452,
          6452,
          6453,
          6453,
          6454,
          6454,
          6455,
          6455,
          6456,
          6456,
          6457,
          6457,
          6458,
          6458,
          6459,
          6460,
          6460,
          6460,
          6461,
          6461,
          6462,
          6462,
          6463,
          6463,
          6464,
          6464,
          6465,
          6465,
          6466,
          6466,
          6467,
          6467,
          6468,
          6468,
          6469,
          6469,
          6470,
          6470,
          6471,
          6471,
          6472,
          6472,
          6473,
          6473,
          6474,
          6474,
          6475,
          6475,
          6476,
          6476,
          6477,
          6477,
          6478,
          6478,
          6479,
          6479,
          6480,
          6480,
          6481,
          6481,
          6482,
          6482,
          6483,
          6483,
          6484,
          6484,
          6485,
          6485,
          6486,
          6486,
          6487,
          6487,
          6488,
          6488,
          6489,
          6489,
          6490,
          6490,
          6491,
          6491,
          6492,
          6492,
          6493,
          6493,
          6494,
          6494,
          6495,
          6495,
          6496,
          6496,
          6497,
          6497,
          6498,
          6498,
          6499,
          6499,
          6500,
          6500,
          6501,
          6501,
          6502,
          6502,
          6503,
          6503,
          6504,
          6504,
          6505,
          6505,
          6506,
          6506,
          6507,
          6507,
          6508,
          6508,
          6509,
          6509,
          6510,
          6510,
          6511,
          6511,
          6512,
          6512,
          6513,
          6513,
          6514,
          6514,
          6515,
          6515,
          6516,
          6516,
          6517,
          6517,
          6518,
          6518,
          6519,
          6519,
          6520,
          6520,
          6521,
          6521,
          6522,
          6522,
          6523,
          6523,
          6524,
          6524,
          6525,
          6525,
          6526,
          6526,
          6527,
          6527,
          6528,
          6528,
          6529,
          6529,
          6530,
          6530,
          6531,
          6531,
          6532,
          6532,
          6533,
          6533,
          6534,
          6534,
          6535,
          6535,
          6536,
          6536,
          6537,
          6537,
          6538,
          6538,
          6539,
          6539,
          6540,
          6540,
          6541,
          6541,
          6542,
          6542,
          6543,
          6543,
          6544,
          6544,
          6545,
          6545,
          6546,
          6546,
          6547,
          6547,
          6548,
          6548,
          6549,
          6549,
          6550,
          6550,
          6551,
          6551,
          6552,
          6552,
          6553,
          6553,
          6554,
          6554,
          6555,
          6555,
          6556,
          6556,
          6557,
          6557,
          6558,
          6558,
          6559,
          6559,
          6560,
          6560,
          6561,
          6561,
          6562,
          6562,
          6563,
          6563,
          6564,
          6564,
          6565,
          6565,
          6566,
          6566,
          6567,
          6567,
          6568,
          6568,
          6569,
          6569,
          6570,
          6570,
          6571,
          6571,
          6572,
          6572,
          6573,
          6573,
          6574,
          6574,
          6575,
          6575,
          6576,
          6576,
          6577,
          6577,
          6578,
          6578,
          6579,
          6579,
          6580,
          6580,
          6581,
          6581,
          6582,
          6582,
          6583,
          6583,
          6584,
          6584,
          6585,
          6585,
          6586,
          6586,
          6587,
          6587,
          6588,
          6588,
          6589,
          6589,
          6590,
          6590,
          6591,
          6591,
          6592,
          6592,
          6593,
          6593,
          6594,
          6594,
          6595,
          6595,
          6596,
          6596,
          6597,
          6597,
          6598,
          6598,
          6599,
          6599,
          6600,
          6600,
          6601,
          6601,
          6602,
          6602,
          6603,
          6603,
          6604,
          6604,
          6605,
          6605,
          6606,
          6606,
          6607,
          6607,
          6608,
          6608,
          6609,
          6609,
          6610,
          6610,
          6611,
          6611,
          6612,
          6612,
          6613,
          6613,
          6614,
          6614,
          6615,
          6615,
          6616,
          6616,
          6617,
          6617,
          6618,
          6618,
          6619,
          6619,
          6620,
          6620,
          6621,
          6621,
          6622,
          6622,
          6623,
          6623,
          6624,
          6624,
          6625,
          6625,
          6626,
          6626,
          6627,
          6627,
          6628,
          6628,
          6629,
          6629,
          6630,
          6630,
          6631,
          6631,
          6632,
          6632,
          6633,
          6633,
          6634,
          6634,
          6635,
          6635,
          6636,
          6636,
          6637,
          6637,
          6638,
          6638,
          6639,
          6639,
          6640,
          6640,
          6641,
          6641,
          6642,
          6642,
          6643,
          6643,
          6644,
          6644,
          6645,
          6645,
          6646,
          6646,
          6647,
          6647,
          6648,
          6648,
          6649,
          6649,
          6650,
          6650,
          6651,
          6651,
          6652,
          6652,
          6653,
          6653,
          6654,
          6654,
          6655,
          6655,
          6656,
          6656,
          6657,
          6657,
          6658,
          6658,
          6659,
          6659,
          6660,
          6660,
          6661,
          6661,
          6662,
          6662,
          6663,
          6663,
          6664,
          6664,
          6665,
          6665,
          6666,
          6666,
          6667,
          6667,
          6668,
          6668,
          6669,
          6669,
          6670,
          6670,
          6671,
          6671,
          6672,
          6672,
          6673,
          6673,
          6674,
          6674,
          6675,
          6675,
          6676,
          6676,
          6677,
          6677,
          6678,
          6678,
          6679,
          6679,
          6680,
          6680,
          6681,
          6681,
          6682,
          6682,
          6683,
          6683,
          6684,
          6684,
          6685,
          6685,
          6686,
          6686,
          6687,
          6687,
          6688,
          6688,
          6689,
          6689,
          6690,
          6690,
          6691,
          6691,
          6692,
          6692,
          6693,
          6693,
          6694,
          6694,
          6695,
          6695,
          6696,
          6696,
          6697,
          6697,
          6698,
          6698,
          6699,
          6699,
          6700,
          6700,
          6701,
          6701,
          6702,
          6702,
          6703,
          6703,
          6704,
          6704,
          6705,
          6705,
          6706,
          6706,
          6707,
          6707,
          6708,
          6708,
          6709,
          6709,
          6710,
          6710,
          6711,
          6711,
          6712,
          6712,
          6713,
          6713,
          6714,
          6714,
          6715,
          6715,
          6716,
          6716,
          6717,
          6717,
          6718,
          6718,
          6719,
          6719,
          6720,
          6720,
          6721,
          6721,
          6722,
          6722,
          6723,
          6723,
          6724,
          6724,
          6725,
          6725,
          6726,
          6726,
          6727,
          6727,
          6728,
          6728,
          6729,
          6729,
          6730,
          6730,
          6731,
          6731,
          6732,
          6732,
          6733,
          6733,
          6734,
          6734,
          6735,
          6735,
          6736,
          6736,
          6737,
          6737,
          6738,
          6738,
          6739,
          6739,
          6740,
          6740,
          6741,
          6741,
          6742,
          6742,
          6743,
          6743,
          6744,
          6744,
          6745,
          6745,
          6746,
          6746,
          6747,
          6747,
          6748,
          6748,
          6749,
          6749,
          6750,
          6750,
          6751,
          6751,
          6752,
          6752,
          6753,
          6753,
          6754,
          6754,
          6755,
          6755,
          6756,
          6756,
          6757,
          6757,
          6758,
          6758,
          6759,
          6759,
          6760,
          6760,
          6761,
          6761,
          6762,
          6762,
          6763,
          6763,
          6764,
          6764,
          6765,
          6765,
          6766,
          6766,
          6767,
          6767,
          6768,
          6768,
          6769,
          6769,
          6770,
          6770,
          6771,
          6771,
          6772,
          6772,
          6773,
          6773,
          6774,
          6774,
          6775,
          6775,
          6776,
          6776,
          6777,
          6777,
          6778,
          6778,
          6779,
          6779,
          6780,
          6780,
          6781,
          6781,
          6782,
          6782,
          6783,
          6783,
          6784,
          6784,
          6785,
          6785,
          6786,
          6786,
          6787,
          6787,
          6788,
          6788,
          6789,
          6789,
          6790,
          6790,
          6791,
          6791,
          6792,
          6792,
          6793,
          6793,
          6794,
          6794,
          6795,
          6795,
          6796,
          6796,
          6797,
          6797,
          6798,
          6798,
          6799,
          6799,
          6800,
          6800,
          6801,
          6801,
          6802,
          6802,
          6803,
          6803,
          6804,
          6804,
          6805,
          6805,
          6806,
          6806,
          6807,
          6807,
          6808,
          6808,
          6809,
          6809,
          6810,
          6810,
          6811,
          6811,
          6812,
          6812,
          6813,
          6813,
          6814,
          6814,
          6815,
          6815,
          6816,
          6816,
          6817,
          6817,
          6818,
          6818,
          6819,
          6819,
          6820,
          6820,
          6821,
          6821,
          6822,
          6822,
          6823,
          6823,
          6824,
          6824,
          6825,
          6825,
          6826,
          6826,
          6827,
          6827,
          6828,
          6828,
          6829,
          6829,
          6830,
          6830,
          6831,
          6831,
          6832,
          6832,
          6833,
          6833,
          6834,
          6834,
          6835,
          6835,
          6836,
          6836,
          6837,
          6837,
          6838,
          6838,
          6839,
          6840,
          6840,
          6840,
          6841,
          6841,
          6842,
          6842,
          6843,
          6843,
          6844,
          6844,
          6845,
          6845,
          6846,
          6846,
          6847,
          6847,
          6848,
          6848,
          6849,
          6849,
          6850,
          6850,
          6851,
          6851,
          6852,
          6852,
          6853,
          6853,
          6854,
          6854,
          6855,
          6855,
          6856,
          6856,
          6857,
          6857,
          6858,
          6858,
          6859,
          6859,
          6860,
          6860,
          6861,
          6861,
          6862,
          6862,
          6863,
          6863,
          6864,
          6864,
          6865,
          6865,
          6866,
          6866,
          6867,
          6867,
          6868,
          6868,
          6869,
          6869,
          6870,
          6870,
          6871,
          6871,
          6872,
          6872,
          6873,
          6873,
          6874,
          6874,
          6875,
          6875,
          6876,
          6876,
          6877,
          6877,
          6878,
          6878,
          6879,
          6879,
          6880,
          6880,
          6881,
          6881,
          6882,
          6882,
          6883,
          6883,
          6884,
          6884,
          6885,
          6885,
          6886,
          6886,
          6887,
          6887,
          6888,
          6888,
          6889,
          6889,
          6890,
          6890,
          6891,
          6891,
          6892,
          6892,
          6893,
          6893,
          6894,
          6894,
          6895,
          6895,
          6896,
          6896,
          6897,
          6897,
          6898,
          6898,
          6899,
          6899,
          6900,
          6900,
          6901,
          6901,
          6902,
          6902,
          6903,
          6903,
          6904,
          6904,
          6905,
          6905,
          6906,
          6906,
          6907,
          6907,
          6908,
          6908,
          6909,
          6909,
          6910,
          6910,
          6911,
          6911,
          6912,
          6912,
          6913,
          6913,
          6914,
          6914,
          6915,
          6915,
          6916,
          6916,
          6917,
          6917,
          6918,
          6918,
          6919,
          6919,
          6920,
          6920,
          6921,
          6921,
          6922,
          6922,
          6923,
          6923,
          6924,
          6924,
          6925,
          6925,
          6926,
          6926,
          6927,
          6927,
          6928,
          6928,
          6929,
          6929,
          6930,
          6930,
          6931,
          6931,
          6932,
          6932,
          6933,
          6933,
          6934,
          6934,
          6935,
          6935,
          6936,
          6936,
          6937,
          6937,
          6938,
          6938,
          6939,
          6939,
          6940,
          6940,
          6941,
          6941,
          6942,
          6942,
          6943,
          6943,
          6944,
          6944,
          6945,
          6945,
          6946,
          6946,
          6947,
          6947,
          6948,
          6948,
          6949,
          6949,
          6950,
          6950,
          6951,
          6951,
          6952,
          6952,
          6953,
          6953,
          6954,
          6954,
          6955,
          6955,
          6956,
          6956,
          6957,
          6957,
          6958,
          6958,
          6959,
          6959,
          6960,
          6960,
          6961,
          6961,
          6962,
          6962,
          6963,
          6963,
          6964,
          6964,
          6965,
          6965,
          6966,
          6966,
          6967,
          6967,
          6968,
          6968,
          6969,
          6969,
          6970,
          6970,
          6971,
          6971,
          6972,
          6972,
          6973,
          6973,
          6974,
          6974,
          6975,
          6975,
          6976,
          6976,
          6977,
          6977,
          6978,
          6978,
          6979,
          6979,
          6980,
          6980,
          6981,
          6981,
          6982,
          6982,
          6983,
          6983,
          6984,
          6984,
          6985,
          6985,
          6986,
          6986,
          6987,
          6987,
          6988,
          6988,
          6989,
          6989,
          6990,
          6990,
          6991,
          6991,
          6992,
          6992,
          6993,
          6993,
          6994,
          6994,
          6995,
          6995,
          6996,
          6996,
          6997,
          6997,
          6998,
          6998,
          6999,
          6999,
          7000,
          7000,
          7001,
          7001,
          7002,
          7002,
          7003,
          7003,
          7004,
          7004,
          7005,
          7005,
          7006,
          7006,
          7007,
          7007,
          7008,
          7008,
          7009,
          7009,
          7010,
          7010,
          7011,
          7011,
          7012,
          7012,
          7013,
          7013,
          7014,
          7014,
          7015,
          7015,
          7016,
          7016,
          7017,
          7017,
          7018,
          7018,
          7019,
          7019,
          7020,
          7020,
          7021,
          7021,
          7022,
          7022,
          7023,
          7023,
          7024,
          7024,
          7025,
          7025,
          7026,
          7026,
          7027,
          7027,
          7028,
          7028,
          7029,
          7029,
          7030,
          7030,
          7031,
          7031,
          7032,
          7032,
          7033,
          7033,
          7034,
          7034,
          7035,
          7035,
          7036,
          7036,
          7037,
          7037,
          7038,
          7038,
          7039,
          7039,
          7040,
          7040,
          7041,
          7041,
          7042,
          7042,
          7043,
          7043,
          7044,
          7044,
          7045,
          7045,
          7046,
          7046,
          7047,
          7047,
          7048,
          7048,
          7049,
          7049,
          7050,
          7050,
          7051,
          7051,
          7052,
          7052,
          7053,
          7053,
          7054,
          7054,
          7055,
          7055,
          7056,
          7056,
          7057,
          7057,
          7058,
          7058,
          7059,
          7059,
          7060,
          7060,
          7061,
          7061,
          7062,
          7062,
          7063,
          7063,
          7064,
          7064,
          7065,
          7065,
          7066,
          7066,
          7067,
          7067,
          7068,
          7068,
          7069,
          7069,
          7070,
          7070,
          7071,
          7071,
          7072,
          7072,
          7073,
          7073,
          7074,
          7074,
          7075,
          7075,
          7076,
          7076,
          7077,
          7077,
          7078,
          7078,
          7079,
          7079,
          7080,
          7080,
          7081,
          7081,
          7082,
          7082,
          7083,
          7083,
          7084,
          7084,
          7085,
          7085,
          7086,
          7086,
          7087,
          7087,
          7088,
          7088,
          7089,
          7089,
          7090,
          7090,
          7091,
          7091,
          7092,
          7092,
          7093,
          7093,
          7094,
          7094,
          7095,
          7095,
          7096,
          7096,
          7097,
          7097,
          7098,
          7098,
          7099,
          7099,
          7100,
          7100,
          7101,
          7101,
          7102,
          7102,
          7103,
          7103,
          7104,
          7104,
          7105,
          7105,
          7106,
          7106,
          7107,
          7107,
          7108,
          7108,
          7109,
          7109,
          7110,
          7110,
          7111,
          7111,
          7112,
          7112,
          7113,
          7113,
          7114,
          7114,
          7115,
          7115,
          7116,
          7116,
          7117,
          7117,
          7118,
          7118,
          7119,
          7119,
          7120,
          7120,
          7121,
          7121,
          7122,
          7122,
          7123,
          7123,
          7124,
          7124,
          7125,
          7125,
          7126,
          7126,
          7127,
          7127,
          7128,
          7128,
          7129,
          7129,
          7130,
          7130,
          7131,
          7131,
          7132,
          7132,
          7133,
          7133,
          7134,
          7134,
          7135,
          7135,
          7136,
          7136,
          7137,
          7137,
          7138,
          7138,
          7139,
          7139,
          7140,
          7140,
          7141,
          7141,
          7142,
          7142,
          7143,
          7143,
          7144,
          7144,
          7145,
          7145,
          7146,
          7146,
          7147,
          7147,
          7148,
          7148,
          7149,
          7149,
          7150,
          7150,
          7151,
          7151,
          7152,
          7152,
          7153,
          7153,
          7154,
          7154,
          7155,
          7155,
          7156,
          7156,
          7157,
          7157,
          7158,
          7158,
          7159,
          7159,
          7160,
          7160,
          7161,
          7161,
          7162,
          7162,
          7163,
          7163,
          7164,
          7164,
          7165,
          7165,
          7166,
          7166,
          7167,
          7167,
          7168,
          7168,
          7169,
          7169,
          7170,
          7170,
          7171,
          7171,
          7172,
          7172,
          7173,
          7173,
          7174,
          7174,
          7175,
          7175,
          7176,
          7176,
          7177,
          7177,
          7178,
          7178,
          7179,
          7179,
          7180,
          7180,
          7181,
          7181,
          7182,
          7182,
          7183,
          7183,
          7184,
          7184,
          7185,
          7185,
          7186,
          7186,
          7187,
          7187,
          7188,
          7188,
          7189,
          7189,
          7190,
          7190,
          7191,
          7191,
          7192,
          7192,
          7193,
          7193,
          7194,
          7194,
          7195,
          7195,
          7196,
          7196,
          7197,
          7197,
          7198,
          7198,
          7199,
          7199,
          7200,
          7200,
          7201,
          7201,
          7202,
          7202,
          7203,
          7203,
          7204,
          7204,
          7205,
          7205,
          7206,
          7206,
          7207,
          7207,
          7208,
          7208,
          7209,
          7209,
          7210,
          7210,
          7211,
          7211,
          7212,
          7212,
          7213,
          7213,
          7214,
          7214,
          7215,
          7215,
          7216,
          7216,
          7217,
          7217,
          7218,
          7218,
          7219,
          7220,
          7220,
          7220,
          7221,
          7221,
          7222,
          7222,
          7223,
          7223,
          7224,
          7224,
          7225,
          7225,
          7226,
          7226,
          7227,
          7227,
          7228,
          7228,
          7229,
          7229,
          7230,
          7230,
          7231,
          7231,
          7232,
          7232,
          7233,
          7233,
          7234,
          7234,
          7235,
          7235,
          7236,
          7236,
          7237,
          7237,
          7238,
          7238,
          7239,
          7239,
          7240,
          7240,
          7241,
          7241,
          7242,
          7242,
          7243,
          7243,
          7244,
          7244,
          7245,
          7245,
          7246,
          7246,
          7247,
          7247,
          7248,
          7248,
          7249,
          7249,
          7250,
          7250,
          7251,
          7251,
          7252,
          7252,
          7253,
          7253,
          7254,
          7254,
          7255,
          7255,
          7256,
          7256,
          7257,
          7257,
          7258,
          7258,
          7259,
          7259,
          7260,
          7260,
          7261,
          7261,
          7262,
          7262,
          7263,
          7263,
          7264,
          7264,
          7265,
          7265,
          7266,
          7266,
          7267,
          7267,
          7268,
          7268,
          7269,
          7269,
          7270,
          7270,
          7271,
          7271,
          7272,
          7272,
          7273,
          7273,
          7274,
          7274,
          7275,
          7275,
          7276,
          7276,
          7277,
          7277,
          7278,
          7278,
          7279,
          7279,
          7280,
          7280,
          7281,
          7281,
          7282,
          7282,
          7283,
          7283,
          7284,
          7284,
          7285,
          7285,
          7286,
          7286,
          7287,
          7287,
          7288,
          7288,
          7289,
          7289,
          7290,
          7290,
          7291,
          7291,
          7292,
          7292,
          7293,
          7293,
          7294,
          7294,
          7295,
          7295,
          7296,
          7296,
          7297,
          7297,
          7298,
          7298,
          7299,
          7299,
          7300,
          7300,
          7301,
          7301,
          7302,
          7302,
          7303,
          7303,
          7304,
          7304,
          7305,
          7305,
          7306,
          7306,
          7307,
          7307,
          7308,
          7308,
          7309,
          7309,
          7310,
          7310,
          7311,
          7311,
          7312,
          7312,
          7313,
          7313,
          7314,
          7314,
          7315,
          7315,
          7316,
          7316,
          7317,
          7317,
          7318,
          7318,
          7319,
          7319,
          7320,
          7320,
          7321,
          7321,
          7322,
          7322,
          7323,
          7323,
          7324,
          7324,
          7325,
          7325,
          7326,
          7326,
          7327,
          7327,
          7328,
          7328,
          7329,
          7329,
          7330,
          7330,
          7331,
          7331,
          7332,
          7332,
          7333,
          7333,
          7334,
          7334,
          7335,
          7335,
          7336,
          7336,
          7337,
          7337,
          7338,
          7338,
          7339,
          7339,
          7340,
          7340,
          7341,
          7341,
          7342,
          7342,
          7343,
          7343,
          7344,
          7344,
          7345,
          7345,
          7346,
          7346,
          7347,
          7347,
          7348,
          7348,
          7349,
          7349,
          7350,
          7350,
          7351,
          7351,
          7352,
          7352,
          7353,
          7353,
          7354,
          7354,
          7355,
          7355,
          7356,
          7356,
          7357,
          7357,
          7358,
          7358,
          7359,
          7359,
          7360,
          7360,
          7361,
          7361,
          7362,
          7362,
          7363,
          7363,
          7364,
          7364,
          7365,
          7365,
          7366,
          7366,
          7367,
          7367,
          7368,
          7368,
          7369,
          7369,
          7370,
          7370,
          7371,
          7371,
          7372,
          7372,
          7373,
          7373,
          7374,
          7374,
          7375,
          7375,
          7376,
          7376,
          7377,
          7377,
          7378,
          7378,
          7379,
          7379,
          7380,
          7380,
          7381,
          7381,
          7382,
          7382,
          7383,
          7383,
          7384,
          7384,
          7385,
          7385,
          7386,
          7386,
          7387,
          7387,
          7388,
          7388,
          7389,
          7389,
          7390,
          7390,
          7391,
          7391,
          7392,
          7392,
          7393,
          7393,
          7394,
          7394,
          7395,
          7395,
          7396,
          7396,
          7397,
          7397,
          7398,
          7398,
          7399,
          7399,
          7400,
          7400,
          7401,
          7401,
          7402,
          7402,
          7403,
          7403,
          7404,
          7404,
          7405,
          7405,
          7406,
          7406,
          7407,
          7407,
          7408,
          7408,
          7409,
          7409,
          7410,
          7410,
          7411,
          7411,
          7412,
          7412,
          7413,
          7413,
          7414,
          7414,
          7415,
          7415,
          7416,
          7416,
          7417,
          7417,
          7418,
          7418,
          7419,
          7419,
          7420,
          7420,
          7421,
          7421,
          7422,
          7422,
          7423,
          7423,
          7424,
          7424,
          7425,
          7425,
          7426,
          7426,
          7427,
          7427,
          7428,
          7428,
          7429,
          7429,
          7430,
          7430,
          7431,
          7431,
          7432,
          7432,
          7433,
          7433,
          7434,
          7434,
          7435,
          7435,
          7436,
          7436,
          7437,
          7437,
          7438,
          7438,
          7439,
          7439,
          7440,
          7440,
          7441,
          7441,
          7442,
          7442,
          7443,
          7443,
          7444,
          7444,
          7445,
          7445,
          7446,
          7446,
          7447,
          7447,
          7448,
          7448,
          7449,
          7449,
          7450,
          7450,
          7451,
          7451,
          7452,
          7452,
          7453,
          7453,
          7454,
          7454,
          7455,
          7455,
          7456,
          7456,
          7457,
          7457,
          7458,
          7458,
          7459,
          7459,
          7460,
          7460,
          7461,
          7461,
          7462,
          7462,
          7463,
          7463,
          7464,
          7464,
          7465,
          7465,
          7466,
          7466,
          7467,
          7467,
          7468,
          7468,
          7469,
          7469,
          7470,
          7470,
          7471,
          7471,
          7472,
          7472,
          7473,
          7473,
          7474,
          7474,
          7475,
          7475,
          7476,
          7476,
          7477,
          7477,
          7478,
          7478,
          7479,
          7479,
          7480,
          7480,
          7481,
          7481,
          7482,
          7482,
          7483,
          7483,
          7484,
          7484,
          7485,
          7485,
          7486,
          7486,
          7487,
          7487,
          7488,
          7488,
          7489,
          7489,
          7490,
          7490,
          7491,
          7491,
          7492,
          7492,
          7493,
          7493,
          7494,
          7494,
          7495,
          7495,
          7496,
          7496,
          7497,
          7497,
          7498,
          7498,
          7499,
          7499,
          7500,
          7500,
          7501,
          7501,
          7502,
          7502,
          7503,
          7503,
          7504,
          7504,
          7505,
          7505,
          7506,
          7506,
          7507,
          7507,
          7508,
          7508,
          7509,
          7509,
          7510,
          7510,
          7511,
          7511,
          7512,
          7512,
          7513,
          7513,
          7514,
          7514,
          7515,
          7515,
          7516,
          7516,
          7517,
          7517,
          7518,
          7518,
          7519,
          7519,
          7520,
          7520,
          7521,
          7521,
          7522,
          7522,
          7523,
          7523,
          7524,
          7524,
          7525,
          7525,
          7526,
          7526,
          7527,
          7527,
          7528,
          7528,
          7529,
          7529,
          7530,
          7530,
          7531,
          7531,
          7532,
          7532,
          7533,
          7533,
          7534,
          7534,
          7535,
          7535,
          7536,
          7536,
          7537,
          7537,
          7538,
          7538,
          7539,
          7539,
          7540,
          7540,
          7541,
          7541,
          7542,
          7542,
          7543,
          7543,
          7544,
          7544,
          7545,
          7545,
          7546,
          7546,
          7547,
          7547,
          7548,
          7548,
          7549,
          7549,
          7550,
          7550,
          7551,
          7551,
          7552,
          7552,
          7553,
          7553,
          7554,
          7554,
          7555,
          7555,
          7556,
          7556,
          7557,
          7557,
          7558,
          7558,
          7559,
          7559,
          7560,
          7560,
          7561,
          7561,
          7562,
          7562,
          7563,
          7563,
          7564,
          7564,
          7565,
          7565,
          7566,
          7566,
          7567,
          7567,
          7568,
          7568,
          7569,
          7569,
          7570,
          7570,
          7571,
          7571,
          7572,
          7572,
          7573,
          7573,
          7574,
          7574,
          7575,
          7575,
          7576,
          7576,
          7577,
          7577,
          7578,
          7578,
          7579,
          7579,
          7580,
          7580,
          7581,
          7581,
          7582,
          7582,
          7583,
          7583,
          7584,
          7584,
          7585,
          7585,
          7586,
          7586,
          7587,
          7587,
          7588,
          7588,
          7589,
          7589,
          7590,
          7590,
          7591,
          7591,
          7592,
          7592,
          7593,
          7593,
          7594,
          7594,
          7595,
          7595,
          7596,
          7596,
          7597,
          7597,
          7598,
          7598,
          7599,
          7600,
          7600,
          7600,
          7601,
          7601,
          7602,
          7602,
          7603,
          7603,
          7604,
          7604,
          7605,
          7605,
          7606,
          7606,
          7607,
          7607,
          7608,
          7608,
          7609,
          7609,
          7610,
          7610,
          7611,
          7611,
          7612,
          7612,
          7613,
          7613,
          7614,
          7614,
          7615,
          7615,
          7616,
          7616,
          7617,
          7617,
          7618,
          7618,
          7619,
          7619,
          7620,
          7620,
          7621,
          7621,
          7622,
          7622,
          7623,
          7623,
          7624,
          7624,
          7625,
          7625,
          7626,
          7626,
          7627,
          7627,
          7628,
          7628,
          7629,
          7629,
          7630,
          7630,
          7631,
          7631,
          7632,
          7632,
          7633,
          7633,
          7634,
          7634,
          7635,
          7635,
          7636,
          7636,
          7637,
          7637,
          7638,
          7638,
          7639,
          7639,
          7640,
          7640,
          7641,
          7641,
          7642,
          7642,
          7643,
          7643,
          7644,
          7644,
          7645,
          7645,
          7646,
          7646,
          7647,
          7647,
          7648,
          7648,
          7649,
          7649,
          7650,
          7650,
          7651,
          7651,
          7652,
          7652,
          7653,
          7653,
          7654,
          7654,
          7655,
          7655,
          7656,
          7656,
          7657,
          7657,
          7658,
          7658,
          7659,
          7659,
          7660,
          7660,
          7661,
          7661,
          7662,
          7662,
          7663,
          7663,
          7664,
          7664,
          7665,
          7665,
          7666,
          7666,
          7667,
          7667,
          7668,
          7668,
          7669,
          7669,
          7670,
          7670,
          7671,
          7671,
          7672,
          7672,
          7673,
          7673,
          7674,
          7674,
          7675,
          7675,
          7676,
          7676,
          7677,
          7677,
          7678,
          7678,
          7679,
          7679,
          7680,
          7680,
          7681,
          7681,
          7682,
          7682,
          7683,
          7683,
          7684,
          7684,
          7685,
          7685,
          7686,
          7686,
          7687,
          7687,
          7688,
          7688,
          7689,
          7689,
          7690,
          7690,
          7691,
          7691,
          7692,
          7692,
          7693,
          7693,
          7694,
          7694,
          7695,
          7695,
          7696,
          7696,
          7697,
          7697,
          7698,
          7698,
          7699,
          7699,
          7700,
          7700,
          7701,
          7701,
          7702,
          7702,
          7703,
          7703,
          7704,
          7704,
          7705,
          7705,
          7706,
          7706,
          7707,
          7707,
          7708,
          7708,
          7709,
          7709,
          7710,
          7710,
          7711,
          7711,
          7712,
          7712,
          7713,
          7713,
          7714,
          7714,
          7715,
          7715,
          7716,
          7716,
          7717,
          7717,
          7718,
          7718,
          7719,
          7719,
          7720,
          7720,
          7721,
          7721,
          7722,
          7722,
          7723,
          7723,
          7724,
          7724,
          7725,
          7725,
          7726,
          7726,
          7727,
          7727,
          7728,
          7728,
          7729,
          7729,
          7730,
          7730,
          7731,
          7731,
          7732,
          7732,
          7733,
          7733,
          7734,
          7734,
          7735,
          7735,
          7736,
          7736,
          7737,
          7737,
          7738,
          7738,
          7739,
          7739,
          7740,
          7740,
          7741,
          7741,
          7742,
          7742,
          7743,
          7743,
          7744,
          7744,
          7745,
          7745,
          7746,
          7746,
          7747,
          7747,
          7748,
          7748,
          7749,
          7749,
          7750,
          7750,
          7751,
          7751,
          7752,
          7752,
          7753,
          7753,
          7754,
          7754,
          7755,
          7755,
          7756,
          7756,
          7757,
          7757,
          7758,
          7758,
          7759,
          7759,
          7760,
          7760,
          7761,
          7761,
          7762,
          7762,
          7763,
          7763,
          7764,
          7764,
          7765,
          7765,
          7766,
          7766,
          7767,
          7767,
          7768,
          7768,
          7769,
          7769,
          7770,
          7770,
          7771,
          7771,
          7772,
          7772,
          7773,
          7773,
          7774,
          7774,
          7775,
          7775,
          7776,
          7776,
          7777,
          7777,
          7778,
          7778,
          7779,
          7779,
          7780,
          7780,
          7781,
          7781,
          7782,
          7782,
          7783,
          7783,
          7784,
          7784,
          7785,
          7785,
          7786,
          7786,
          7787,
          7787,
          7788,
          7788,
          7789,
          7789,
          7790,
          7790,
          7791,
          7791,
          7792,
          7792,
          7793,
          7793,
          7794,
          7794,
          7795,
          7795,
          7796,
          7796,
          7797,
          7797,
          7798,
          7798,
          7799,
          7799,
          7800,
          7800,
          7801,
          7801,
          7802,
          7802,
          7803,
          7803,
          7804,
          7804,
          7805,
          7805,
          7806,
          7806,
          7807,
          7807,
          7808,
          7808,
          7809,
          7809,
          7810,
          7810,
          7811,
          7811,
          7812,
          7812,
          7813,
          7813,
          7814,
          7814,
          7815,
          7815,
          7816,
          7816,
          7817,
          7817,
          7818,
          7818,
          7819,
          7819,
          7820,
          7820,
          7821,
          7821,
          7822,
          7822,
          7823,
          7823,
          7824,
          7824,
          7825,
          7825,
          7826,
          7826,
          7827,
          7827,
          7828,
          7828,
          7829,
          7829,
          7830,
          7830,
          7831,
          7831,
          7832,
          7832,
          7833,
          7833,
          7834,
          7834,
          7835,
          7835,
          7836,
          7836,
          7837,
          7837,
          7838,
          7838,
          7839,
          7839,
          7840,
          7840,
          7841,
          7841,
          7842,
          7842,
          7843,
          7843,
          7844,
          7844,
          7845,
          7845,
          7846,
          7846,
          7847,
          7847,
          7848,
          7848,
          7849,
          7849,
          7850,
          7850,
          7851,
          7851,
          7852,
          7852,
          7853,
          7853,
          7854,
          7854,
          7855,
          7855,
          7856,
          7856,
          7857,
          7857,
          7858,
          7858,
          7859,
          7859,
          7860,
          7860,
          7861,
          7861,
          7862,
          7862,
          7863,
          7863,
          7864,
          7864,
          7865,
          7865,
          7866,
          7866,
          7867,
          7867,
          7868,
          7868,
          7869,
          7869,
          7870,
          7870,
          7871,
          7871,
          7872,
          7872,
          7873,
          7873,
          7874,
          7874,
          7875,
          7875,
          7876,
          7876,
          7877,
          7877,
          7878,
          7878,
          7879,
          7879,
          7880,
          7880,
          7881,
          7881,
          7882,
          7882,
          7883,
          7883,
          7884,
          7884,
          7885,
          7885,
          7886,
          7886,
          7887,
          7887,
          7888,
          7888,
          7889,
          7889,
          7890,
          7890,
          7891,
          7891,
          7892,
          7892,
          7893,
          7893,
          7894,
          7894,
          7895,
          7895,
          7896,
          7896,
          7897,
          7897,
          7898,
          7898,
          7899,
          7899,
          7900,
          7900,
          7901,
          7901,
          7902,
          7902,
          7903,
          7903,
          7904,
          7904,
          7905,
          7905,
          7906,
          7906,
          7907,
          7907,
          7908,
          7908,
          7909,
          7909,
          7910,
          7910,
          7911,
          7911,
          7912,
          7912,
          7913,
          7913,
          7914,
          7914,
          7915,
          7915,
          7916,
          7916,
          7917,
          7917,
          7918,
          7918,
          7919,
          7919,
          7920,
          7920,
          7921,
          7921,
          7922,
          7922,
          7923,
          7923,
          7924,
          7924,
          7925,
          7925,
          7926,
          7926,
          7927,
          7927,
          7928,
          7928,
          7929,
          7929,
          7930,
          7930,
          7931,
          7931,
          7932,
          7932,
          7933,
          7933,
          7934,
          7934,
          7935,
          7935,
          7936,
          7936,
          7937,
          7937,
          7938,
          7938,
          7939,
          7939,
          7940,
          7940,
          7941,
          7941,
          7942,
          7942,
          7943,
          7943,
          7944,
          7944,
          7945,
          7945,
          7946,
          7946,
          7947,
          7947,
          7948,
          7948,
          7949,
          7949,
          7950,
          7950,
          7951,
          7951,
          7952,
          7952,
          7953,
          7953,
          7954,
          7954,
          7955,
          7955,
          7956,
          7956,
          7957,
          7957,
          7958,
          7958,
          7959,
          7959,
          7960,
          7960,
          7961,
          7961,
          7962,
          7962,
          7963,
          7963,
          7964,
          7964,
          7965,
          7965,
          7966,
          7966,
          7967,
          7967,
          7968,
          7968,
          7969,
          7969,
          7970,
          7970,
          7971,
          7971,
          7972,
          7972,
          7973,
          7973,
          7974,
          7974,
          7975,
          7975,
          7976,
          7976,
          7977,
          7977,
          7978,
          7978,
          7979,
          7980,
          7980,
          7980,
          7981,
          7981,
          7982,
          7982,
          7983,
          7983,
          7984,
          7984,
          7985,
          7985,
          7986,
          7986,
          7987,
          7987,
          7988,
          7988,
          7989,
          7989,
          7990,
          7990,
          7991,
          7991,
          7992,
          7992,
          7993,
          7993,
          7994,
          7994,
          7995,
          7995,
          7996,
          7996,
          7997,
          7997,
          7998,
          7998,
          7999,
          7999,
          8000,
          8000,
          8001,
          8001,
          8002,
          8002,
          8003,
          8003,
          8004,
          8004,
          8005,
          8005,
          8006,
          8006,
          8007,
          8007,
          8008,
          8008,
          8009,
          8009,
          8010,
          8010,
          8011,
          8011,
          8012,
          8012,
          8013,
          8013,
          8014,
          8014,
          8015,
          8015,
          8016,
          8016,
          8017,
          8017,
          8018,
          8018,
          8019,
          8019,
          8020,
          8020,
          8021,
          8021,
          8022,
          8022,
          8023,
          8023,
          8024,
          8024,
          8025,
          8025,
          8026,
          8026,
          8027,
          8027,
          8028,
          8028,
          8029,
          8029,
          8030,
          8030,
          8031,
          8031,
          8032,
          8032,
          8033,
          8033,
          8034,
          8034,
          8035,
          8035,
          8036,
          8036,
          8037,
          8037,
          8038,
          8038,
          8039,
          8039,
          8040,
          8040,
          8041,
          8041,
          8042,
          8042,
          8043,
          8043,
          8044,
          8044,
          8045,
          8045,
          8046,
          8046,
          8047,
          8047,
          8048,
          8048,
          8049,
          8049,
          8050,
          8050,
          8051,
          8051,
          8052,
          8052,
          8053,
          8053,
          8054,
          8054,
          8055,
          8055,
          8056,
          8056,
          8057,
          8057,
          8058,
          8058,
          8059,
          8059,
          8060,
          8060,
          8061,
          8061,
          8062,
          8062,
          8063,
          8063,
          8064,
          8064,
          8065,
          8065,
          8066,
          8066,
          8067,
          8067,
          8068,
          8068,
          8069,
          8069,
          8070,
          8070,
          8071,
          8071,
          8072,
          8072,
          8073,
          8073,
          8074,
          8074,
          8075,
          8075,
          8076,
          8076,
          8077,
          8077,
          8078,
          8078,
          8079,
          8079,
          8080,
          8080,
          8081,
          8081,
          8082,
          8082,
          8083,
          8083,
          8084,
          8084,
          8085,
          8085,
          8086,
          8086,
          8087,
          8087,
          8088,
          8088,
          8089,
          8089,
          8090,
          8090,
          8091,
          8091,
          8092,
          8092,
          8093,
          8093,
          8094,
          8094,
          8095,
          8095,
          8096,
          8096,
          8097,
          8097,
          8098,
          8098,
          8099,
          8099,
          8100,
          8100,
          8101,
          8101,
          8102,
          8102,
          8103,
          8103,
          8104,
          8104,
          8105,
          8105,
          8106,
          8106,
          8107,
          8107,
          8108,
          8108,
          8109,
          8109,
          8110,
          8110,
          8111,
          8111,
          8112,
          8112,
          8113,
          8113,
          8114,
          8114,
          8115,
          8115,
          8116,
          8116,
          8117,
          8117,
          8118,
          8118,
          8119,
          8119,
          8120,
          8120,
          8121,
          8121,
          8122,
          8122,
          8123,
          8123,
          8124,
          8124,
          8125,
          8125,
          8126,
          8126,
          8127,
          8127,
          8128,
          8128,
          8129,
          8129,
          8130,
          8130,
          8131,
          8131,
          8132,
          8132,
          8133,
          8133,
          8134,
          8134,
          8135,
          8135,
          8136,
          8136,
          8137,
          8137,
          8138,
          8138,
          8139,
          8139,
          8140,
          8140,
          8141,
          8141,
          8142,
          8142,
          8143,
          8143,
          8144,
          8144,
          8145,
          8145,
          8146,
          8146,
          8147,
          8147,
          8148,
          8148,
          8149,
          8149,
          8150,
          8150,
          8151,
          8151,
          8152,
          8152,
          8153,
          8153,
          8154,
          8154,
          8155,
          8155,
          8156,
          8156,
          8157,
          8157,
          8158,
          8158,
          8159,
          8159,
          8160,
          8160,
          8161,
          8161,
          8162,
          8162,
          8163,
          8163,
          8164,
          8164,
          8165,
          8165,
          8166,
          8166,
          8167,
          8167,
          8168,
          8168,
          8169,
          8169,
          8170,
          8170,
          8171,
          8171,
          8172,
          8172,
          8173,
          8173,
          8174,
          8174,
          8175,
          8175,
          8176,
          8176,
          8177,
          8177,
          8178,
          8178,
          8179,
          8179,
          8180,
          8180,
          8181,
          8181,
          8182,
          8182,
          8183,
          8183,
          8184,
          8184,
          8185,
          8185,
          8186,
          8186,
          8187,
          8187,
          8188,
          8188,
          8189,
          8189,
          8190,
          8190,
          8191,
          8191,
          8192,
          8192,
          8193,
          8193,
          8194,
          8194,
          8195,
          8195,
          8196,
          8196,
          8197,
          8197,
          8198,
          8198,
          8199,
          8199,
          8200,
          8200,
          8201,
          8201,
          8202,
          8202,
          8203,
          8203,
          8204,
          8204,
          8205,
          8205,
          8206,
          8206,
          8207,
          8207,
          8208,
          8208,
          8209,
          8209,
          8210,
          8210,
          8211,
          8211,
          8212,
          8212,
          8213,
          8213,
          8214,
          8214,
          8215,
          8215,
          8216,
          8216,
          8217,
          8217,
          8218,
          8218,
          8219,
          8219,
          8220,
          8220,
          8221,
          8221,
          8222,
          8222,
          8223,
          8223,
          8224,
          8224,
          8225,
          8225,
          8226,
          8226,
          8227,
          8227,
          8228,
          8228,
          8229,
          8229,
          8230,
          8230,
          8231,
          8231,
          8232,
          8232,
          8233,
          8233,
          8234,
          8234,
          8235,
          8235,
          8236,
          8236,
          8237,
          8237,
          8238,
          8238,
          8239,
          8239,
          8240,
          8240,
          8241,
          8241,
          8242,
          8242,
          8243,
          8243,
          8244,
          8244,
          8245,
          8245,
          8246,
          8246,
          8247,
          8247,
          8248,
          8248,
          8249,
          8249,
          8250,
          8250,
          8251,
          8251,
          8252,
          8252,
          8253,
          8253,
          8254,
          8254,
          8255,
          8255,
          8256,
          8256,
          8257,
          8257,
          8258,
          8258,
          8259,
          8259,
          8260,
          8260,
          8261,
          8261,
          8262,
          8262,
          8263,
          8263,
          8264,
          8264,
          8265,
          8265,
          8266,
          8266,
          8267,
          8267,
          8268,
          8268,
          8269,
          8269,
          8270,
          8270,
          8271,
          8271,
          8272,
          8272,
          8273,
          8273,
          8274,
          8274,
          8275,
          8275,
          8276,
          8276,
          8277,
          8277,
          8278,
          8278,
          8279,
          8279,
          8280,
          8280,
          8281,
          8281,
          8282,
          8282,
          8283,
          8283,
          8284,
          8284,
          8285,
          8285,
          8286,
          8286,
          8287,
          8287,
          8288,
          8288,
          8289,
          8289,
          8290,
          8290,
          8291,
          8291,
          8292,
          8292,
          8293,
          8293,
          8294,
          8294,
          8295,
          8295,
          8296,
          8296,
          8297,
          8297,
          8298,
          8298,
          8299,
          8299,
          8300,
          8300,
          8301,
          8301,
          8302,
          8302,
          8303,
          8303,
          8304,
          8304,
          8305,
          8305,
          8306,
          8306,
          8307,
          8307,
          8308,
          8308,
          8309,
          8309,
          8310,
          8310,
          8311,
          8311,
          8312,
          8312,
          8313,
          8313,
          8314,
          8314,
          8315,
          8315,
          8316,
          8316,
          8317,
          8317,
          8318,
          8318,
          8319,
          8319,
          8320,
          8320,
          8321,
          8321,
          8322,
          8322,
          8323,
          8323,
          8324,
          8324,
          8325,
          8325,
          8326,
          8326,
          8327,
          8327,
          8328,
          8328,
          8329,
          8329,
          8330,
          8330,
          8331,
          8331,
          8332,
          8332,
          8333,
          8333,
          8334,
          8334,
          8335,
          8335,
          8336,
          8336,
          8337,
          8337,
          8338,
          8338,
          8339,
          8339,
          8340,
          8340,
          8341,
          8341,
          8342,
          8342,
          8343,
          8343,
          8344,
          8344,
          8345,
          8345,
          8346,
          8346,
          8347,
          8347,
          8348,
          8348,
          8349,
          8349,
          8350,
          8350,
          8351,
          8351,
          8352,
          8352,
          8353,
          8353,
          8354,
          8354,
          8355,
          8355,
          8356,
          8356,
          8357,
          8357,
          8358,
          8358,
          8359,
          8360,
          8360,
          8360,
          8361,
          8361,
          8362,
          8362,
          8363,
          8363,
          8364,
          8364,
          8365,
          8365,
          8366,
          8366,
          8367,
          8367,
          8368,
          8368,
          8369,
          8369,
          8370,
          8370,
          8371,
          8371,
          8372,
          8372,
          8373,
          8373,
          8374,
          8374,
          8375,
          8375,
          8376,
          8376,
          8377,
          8377,
          8378,
          8378,
          8379,
          8379,
          8380,
          8380,
          8381,
          8381,
          8382,
          8382,
          8383,
          8383,
          8384,
          8384,
          8385,
          8385,
          8386,
          8386,
          8387,
          8387,
          8388,
          8388,
          8389,
          8389,
          8390,
          8390,
          8391,
          8391,
          8392,
          8392,
          8393,
          8393,
          8394,
          8394,
          8395,
          8395,
          8396,
          8396,
          8397,
          8397,
          8398,
          8398,
          8399,
          8399,
          8400,
          8400,
          8401,
          8401,
          8402,
          8402,
          8403,
          8403,
          8404,
          8404,
          8405,
          8405,
          8406,
          8406,
          8407,
          8407,
          8408,
          8408,
          8409,
          8409,
          8410,
          8410,
          8411,
          8411,
          8412,
          8412,
          8413,
          8413,
          8414,
          8414,
          8415,
          8415,
          8416,
          8416,
          8417,
          8417,
          8418,
          8418,
          8419,
          8419,
          8420,
          8420,
          8421,
          8421,
          8422,
          8422,
          8423,
          8423,
          8424,
          8424,
          8425,
          8425,
          8426,
          8426,
          8427,
          8427,
          8428,
          8428,
          8429,
          8429,
          8430,
          8430,
          8431,
          8431,
          8432,
          8432,
          8433,
          8433,
          8434,
          8434,
          8435,
          8435,
          8436,
          8436,
          8437,
          8437,
          8438,
          8438,
          8439,
          8439,
          8440,
          8440,
          8441,
          8441,
          8442,
          8442,
          8443,
          8443,
          8444,
          8444,
          8445,
          8445,
          8446,
          8446,
          8447,
          8447,
          8448,
          8448,
          8449,
          8449,
          8450,
          8450,
          8451,
          8451,
          8452,
          8452,
          8453,
          8453,
          8454,
          8454,
          8455,
          8455,
          8456,
          8456,
          8457,
          8457,
          8458,
          8458,
          8459,
          8459,
          8460,
          8460,
          8461,
          8461,
          8462,
          8462,
          8463,
          8463,
          8464,
          8464,
          8465,
          8465,
          8466,
          8466,
          8467,
          8467,
          8468,
          8468,
          8469,
          8469,
          8470,
          8470,
          8471,
          8471,
          8472,
          8472,
          8473,
          8473,
          8474,
          8474,
          8475,
          8475,
          8476,
          8476,
          8477,
          8477,
          8478,
          8478,
          8479,
          8479,
          8480,
          8480,
          8481,
          8481,
          8482,
          8482,
          8483,
          8483,
          8484,
          8484,
          8485,
          8485,
          8486,
          8486,
          8487,
          8487,
          8488,
          8488,
          8489,
          8489,
          8490,
          8490,
          8491,
          8491,
          8492,
          8492,
          8493,
          8493,
          8494,
          8494,
          8495,
          8495,
          8496,
          8496,
          8497,
          8497,
          8498,
          8498,
          8499,
          8499,
          8500,
          8500,
          8501,
          8501,
          8502,
          8502,
          8503,
          8503,
          8504,
          8504,
          8505,
          8505,
          8506,
          8506,
          8507,
          8507,
          8508,
          8508,
          8509,
          8509,
          8510,
          8510,
          8511,
          8511,
          8512,
          8512,
          8513,
          8513,
          8514,
          8514,
          8515,
          8515,
          8516,
          8516,
          8517,
          8517,
          8518,
          8518,
          8519,
          8519,
          8520,
          8520,
          8521,
          8521,
          8522,
          8522,
          8523,
          8523,
          8524,
          8524,
          8525,
          8525,
          8526,
          8526,
          8527,
          8527,
          8528,
          8528,
          8529,
          8529,
          8530,
          8530,
          8531,
          8531,
          8532,
          8532,
          8533,
          8533,
          8534,
          8534,
          8535,
          8535,
          8536,
          8536,
          8537,
          8537,
          8538,
          8538,
          8539,
          8539,
          8540,
          8540,
          8541,
          8541,
          8542,
          8542,
          8543,
          8543,
          8544,
          8544,
          8545,
          8545,
          8546,
          8546,
          8547,
          8547,
          8548,
          8548,
          8549,
          8549,
          8550,
          8550,
          8551,
          8551,
          8552,
          8552,
          8553,
          8553,
          8554,
          8554,
          8555,
          8555,
          8556,
          8556,
          8557,
          8557,
          8558,
          8558,
          8559,
          8559,
          8560,
          8560,
          8561,
          8561,
          8562,
          8562,
          8563,
          8563,
          8564,
          8564,
          8565,
          8565,
          8566,
          8566,
          8567,
          8567,
          8568,
          8568,
          8569,
          8569,
          8570,
          8570,
          8571,
          8571,
          8572,
          8572,
          8573,
          8573,
          8574,
          8574,
          8575,
          8575,
          8576,
          8576,
          8577,
          8577,
          8578,
          8578,
          8579,
          8579,
          8580,
          8580,
          8581,
          8581,
          8582,
          8582,
          8583,
          8583,
          8584,
          8584,
          8585,
          8585,
          8586,
          8586,
          8587,
          8587,
          8588,
          8588,
          8589,
          8589,
          8590,
          8590,
          8591,
          8591,
          8592,
          8592,
          8593,
          8593,
          8594,
          8594,
          8595,
          8595,
          8596,
          8596,
          8597,
          8597,
          8598,
          8598,
          8599,
          8599,
          8600,
          8600,
          8601,
          8601,
          8602,
          8602,
          8603,
          8603,
          8604,
          8604,
          8605,
          8605,
          8606,
          8606,
          8607,
          8607,
          8608,
          8608,
          8609,
          8609,
          8610,
          8610,
          8611,
          8611,
          8612,
          8612,
          8613,
          8613,
          8614,
          8614,
          8615,
          8615,
          8616,
          8616,
          8617,
          8617,
          8618,
          8618,
          8619,
          8619,
          8620,
          8620,
          8621,
          8621,
          8622,
          8622,
          8623,
          8623,
          8624,
          8624,
          8625,
          8625,
          8626,
          8626,
          8627,
          8627,
          8628,
          8628,
          8629,
          8629,
          8630,
          8630,
          8631,
          8631,
          8632,
          8632,
          8633,
          8633,
          8634,
          8634,
          8635,
          8635,
          8636,
          8636,
          8637,
          8637,
          8638,
          8638,
          8639,
          8639,
          8640,
          8640,
          8641,
          8641,
          8642,
          8642,
          8643,
          8643,
          8644,
          8644,
          8645,
          8645,
          8646,
          8646,
          8647,
          8647,
          8648,
          8648,
          8649,
          8649,
          8650,
          8650,
          8651,
          8651,
          8652,
          8652,
          8653,
          8653,
          8654,
          8654,
          8655,
          8655,
          8656,
          8656,
          8657,
          8657,
          8658,
          8658,
          8659,
          8659,
          8660,
          8660,
          8661,
          8661,
          8662,
          8662,
          8663,
          8663,
          8664,
          8664,
          8665,
          8665,
          8666,
          8666,
          8667,
          8667,
          8668,
          8668,
          8669,
          8669,
          8670,
          8670,
          8671,
          8671,
          8672,
          8672,
          8673,
          8673,
          8674,
          8674,
          8675,
          8675,
          8676,
          8676,
          8677,
          8677,
          8678,
          8678,
          8679,
          8679,
          8680,
          8680,
          8681,
          8681,
          8682,
          8682,
          8683,
          8683,
          8684,
          8684,
          8685,
          8685,
          8686,
          8686,
          8687,
          8687,
          8688,
          8688,
          8689,
          8689,
          8690,
          8690,
          8691,
          8691,
          8692,
          8692,
          8693,
          8693,
          8694,
          8694,
          8695,
          8695,
          8696,
          8696,
          8697,
          8697,
          8698,
          8698,
          8699,
          8699,
          8700,
          8700,
          8701,
          8701,
          8702,
          8702,
          8703,
          8703,
          8704,
          8704,
          8705,
          8705,
          8706,
          8706,
          8707,
          8707,
          8708,
          8708,
          8709,
          8709,
          8710,
          8710,
          8711,
          8711,
          8712,
          8712,
          8713,
          8713,
          8714,
          8714,
          8715,
          8715,
          8716,
          8716,
          8717,
          8717,
          8718,
          8718,
          8719,
          8719,
          8720,
          8720,
          8721,
          8721,
          8722,
          8722,
          8723,
          8723,
          8724,
          8724,
          8725,
          8725,
          8726,
          8726,
          8727,
          8727,
          8728,
          8728,
          8729,
          8729,
          8730,
          8730,
          8731,
          8731,
          8732,
          8732,
          8733,
          8733,
          8734,
          8734,
          8735,
          8735,
          8736,
          8736,
          8737,
          8737,
          8738,
          8738,
          8739,
          8740,
          8740,
          8740,
          8741,
          8741,
          8742,
          8742,
          8743,
          8743,
          8744,
          8744,
          8745,
          8745,
          8746,
          8746,
          8747,
          8747,
          8748,
          8748,
          8749,
          8749,
          8750,
          8750,
          8751,
          8751,
          8752,
          8752,
          8753,
          8753,
          8754,
          8754,
          8755,
          8755,
          8756,
          8756,
          8757,
          8757,
          8758,
          8758,
          8759,
          8759,
          8760,
          8760,
          8761,
          8761,
          8762,
          8762,
          8763,
          8763,
          8764,
          8764,
          8765,
          8765,
          8766,
          8766,
          8767,
          8767,
          8768,
          8768,
          8769,
          8769,
          8770,
          8770,
          8771,
          8771,
          8772,
          8772,
          8773,
          8773,
          8774,
          8774,
          8775,
          8775,
          8776,
          8776,
          8777,
          8777,
          8778,
          8778,
          8779,
          8779,
          8780,
          8780,
          8781,
          8781,
          8782,
          8782,
          8783,
          8783,
          8784,
          8784,
          8785,
          8785,
          8786,
          8786,
          8787,
          8787,
          8788,
          8788,
          8789,
          8789,
          8790,
          8790,
          8791,
          8791,
          8792,
          8792,
          8793,
          8793,
          8794,
          8794,
          8795,
          8795,
          8796,
          8796,
          8797,
          8797,
          8798,
          8798,
          8799,
          8799,
          8800,
          8800,
          8801,
          8801,
          8802,
          8802,
          8803,
          8803,
          8804,
          8804,
          8805,
          8805,
          8806,
          8806,
          8807,
          8807,
          8808,
          8808,
          8809,
          8809,
          8810,
          8810,
          8811,
          8811,
          8812,
          8812,
          8813,
          8813,
          8814,
          8814,
          8815,
          8815,
          8816,
          8816,
          8817,
          8817,
          8818,
          8818,
          8819,
          8819,
          8820,
          8820,
          8821,
          8821,
          8822,
          8822,
          8823,
          8823,
          8824,
          8824,
          8825,
          8825,
          8826,
          8826,
          8827,
          8827,
          8828,
          8828,
          8829,
          8829,
          8830,
          8830,
          8831,
          8831,
          8832,
          8832,
          8833,
          8833,
          8834,
          8834,
          8835,
          8835,
          8836,
          8836,
          8837,
          8837,
          8838,
          8838,
          8839,
          8839,
          8840,
          8840,
          8841,
          8841,
          8842,
          8842,
          8843,
          8843,
          8844,
          8844,
          8845,
          8845,
          8846,
          8846,
          8847,
          8847,
          8848,
          8848,
          8849,
          8849,
          8850,
          8850,
          8851,
          8851,
          8852,
          8852,
          8853,
          8853,
          8854,
          8854,
          8855,
          8855,
          8856,
          8856,
          8857,
          8857,
          8858,
          8858,
          8859,
          8859,
          8860,
          8860,
          8861,
          8861,
          8862,
          8862,
          8863,
          8863,
          8864,
          8864,
          8865,
          8865,
          8866,
          8866,
          8867,
          8867,
          8868,
          8868,
          8869,
          8869,
          8870,
          8870,
          8871,
          8871,
          8872,
          8872,
          8873,
          8873,
          8874,
          8874,
          8875,
          8875,
          8876,
          8876,
          8877,
          8877,
          8878,
          8878,
          8879,
          8879,
          8880,
          8880,
          8881,
          8881,
          8882,
          8882,
          8883,
          8883,
          8884,
          8884,
          8885,
          8885,
          8886,
          8886,
          8887,
          8887,
          8888,
          8888,
          8889,
          8889,
          8890,
          8890,
          8891,
          8891,
          8892,
          8892,
          8893,
          8893,
          8894,
          8894,
          8895,
          8895,
          8896,
          8896,
          8897,
          8897,
          8898,
          8898,
          8899,
          8899,
          8900,
          8900,
          8901,
          8901,
          8902,
          8902,
          8903,
          8903,
          8904,
          8904,
          8905,
          8905,
          8906,
          8906,
          8907,
          8907,
          8908,
          8908,
          8909,
          8909,
          8910,
          8910,
          8911,
          8911,
          8912,
          8912,
          8913,
          8913,
          8914,
          8914,
          8915,
          8915,
          8916,
          8916,
          8917,
          8917,
          8918,
          8918,
          8919,
          8919,
          8920,
          8920,
          8921,
          8921,
          8922,
          8922,
          8923,
          8923,
          8924,
          8924,
          8925,
          8925,
          8926,
          8926,
          8927,
          8927,
          8928,
          8928,
          8929,
          8929,
          8930,
          8930,
          8931,
          8931,
          8932,
          8932,
          8933,
          8933,
          8934,
          8934,
          8935,
          8935,
          8936,
          8936,
          8937,
          8937,
          8938,
          8938,
          8939,
          8939,
          8940,
          8940,
          8941,
          8941,
          8942,
          8942,
          8943,
          8943,
          8944,
          8944,
          8945,
          8945,
          8946,
          8946,
          8947,
          8947,
          8948,
          8948,
          8949,
          8949,
          8950,
          8950,
          8951,
          8951,
          8952,
          8952,
          8953,
          8953,
          8954,
          8954,
          8955,
          8955,
          8956,
          8956,
          8957,
          8957,
          8958,
          8958,
          8959,
          8959,
          8960,
          8960,
          8961,
          8961,
          8962,
          8962,
          8963,
          8963,
          8964,
          8964,
          8965,
          8965,
          8966,
          8966,
          8967,
          8967,
          8968,
          8968,
          8969,
          8969,
          8970,
          8970,
          8971,
          8971,
          8972,
          8972,
          8973,
          8973,
          8974,
          8974,
          8975,
          8975,
          8976,
          8976,
          8977,
          8977,
          8978,
          8978,
          8979,
          8979,
          8980,
          8980,
          8981,
          8981,
          8982,
          8982,
          8983,
          8983,
          8984,
          8984,
          8985,
          8985,
          8986,
          8986,
          8987,
          8987,
          8988,
          8988,
          8989,
          8989,
          8990,
          8990,
          8991,
          8991,
          8992,
          8992,
          8993,
          8993,
          8994,
          8994,
          8995,
          8995,
          8996,
          8996,
          8997,
          8997,
          8998,
          8998,
          8999,
          8999,
          9000,
          9000,
          9001,
          9001,
          9002,
          9002,
          9003,
          9003,
          9004,
          9004,
          9005,
          9005,
          9006,
          9006,
          9007,
          9007,
          9008,
          9008,
          9009,
          9009,
          9010,
          9010,
          9011,
          9011,
          9012,
          9012,
          9013,
          9013,
          9014,
          9014,
          9015,
          9015,
          9016,
          9016,
          9017,
          9017,
          9018,
          9018,
          9019,
          9019,
          9020,
          9020,
          9021,
          9021,
          9022,
          9022,
          9023,
          9023,
          9024,
          9024,
          9025,
          9025,
          9026,
          9026,
          9027,
          9027,
          9028,
          9028,
          9029,
          9029,
          9030,
          9030,
          9031,
          9031,
          9032,
          9032,
          9033,
          9033,
          9034,
          9034,
          9035,
          9035,
          9036,
          9036,
          9037,
          9037,
          9038,
          9038,
          9039,
          9039,
          9040,
          9040,
          9041,
          9041,
          9042,
          9042,
          9043,
          9043,
          9044,
          9044,
          9045,
          9045,
          9046,
          9046,
          9047,
          9047,
          9048,
          9048,
          9049,
          9049,
          9050,
          9050,
          9051,
          9051,
          9052,
          9052,
          9053,
          9053,
          9054,
          9054,
          9055,
          9055,
          9056,
          9056,
          9057,
          9057,
          9058,
          9058,
          9059,
          9059,
          9060,
          9060,
          9061,
          9061,
          9062,
          9062,
          9063,
          9063,
          9064,
          9064,
          9065,
          9065,
          9066,
          9066,
          9067,
          9067,
          9068,
          9068,
          9069,
          9069,
          9070,
          9070,
          9071,
          9071,
          9072,
          9072,
          9073,
          9073,
          9074,
          9074,
          9075,
          9075,
          9076,
          9076,
          9077,
          9077,
          9078,
          9078,
          9079,
          9079,
          9080,
          9080,
          9081,
          9081,
          9082,
          9082,
          9083,
          9083,
          9084,
          9084,
          9085,
          9085,
          9086,
          9086,
          9087,
          9087,
          9088,
          9088,
          9089,
          9089,
          9090,
          9090,
          9091,
          9091,
          9092,
          9092,
          9093,
          9093,
          9094,
          9094,
          9095,
          9095,
          9096,
          9096,
          9097,
          9097,
          9098,
          9098,
          9099,
          9099,
          9100,
          9100,
          9101,
          9101,
          9102,
          9102,
          9103,
          9103,
          9104,
          9104,
          9105,
          9105,
          9106,
          9106,
          9107,
          9107,
          9108,
          9108,
          9109,
          9109,
          9110,
          9110,
          9111,
          9111,
          9112,
          9112,
          9113,
          9113,
          9114,
          9114,
          9115,
          9115,
          9116,
          9116,
          9117,
          9117,
          9118,
          9118,
          9119,
          9120,
          9120,
          9120,
          9121,
          9121,
          9122,
          9122,
          9123,
          9123,
          9124,
          9124,
          9125,
          9125,
          9126,
          9126,
          9127,
          9127,
          9128,
          9128,
          9129,
          9129,
          9130,
          9130,
          9131,
          9131,
          9132,
          9132,
          9133,
          9133,
          9134,
          9134,
          9135,
          9135,
          9136,
          9136,
          9137,
          9137,
          9138,
          9138,
          9139,
          9139,
          9140,
          9140,
          9141,
          9141,
          9142,
          9142,
          9143,
          9143,
          9144,
          9144,
          9145,
          9145,
          9146,
          9146,
          9147,
          9147,
          9148,
          9148,
          9149,
          9149,
          9150,
          9150,
          9151,
          9151,
          9152,
          9152,
          9153,
          9153,
          9154,
          9154,
          9155,
          9155,
          9156,
          9156,
          9157,
          9157,
          9158,
          9158,
          9159,
          9159,
          9160,
          9160,
          9161,
          9161,
          9162,
          9162,
          9163,
          9163,
          9164,
          9164,
          9165,
          9165,
          9166,
          9166,
          9167,
          9167,
          9168,
          9168,
          9169,
          9169,
          9170,
          9170,
          9171,
          9171,
          9172,
          9172,
          9173,
          9173,
          9174,
          9174,
          9175,
          9175,
          9176,
          9176,
          9177,
          9177,
          9178,
          9178,
          9179,
          9179,
          9180,
          9180,
          9181,
          9181,
          9182,
          9182,
          9183,
          9183,
          9184,
          9184,
          9185,
          9185,
          9186,
          9186,
          9187,
          9187,
          9188,
          9188,
          9189,
          9189,
          9190,
          9190,
          9191,
          9191,
          9192,
          9192,
          9193,
          9193,
          9194,
          9194,
          9195,
          9195,
          9196,
          9196,
          9197,
          9197,
          9198,
          9198,
          9199,
          9199,
          9200,
          9200,
          9201,
          9201,
          9202,
          9202,
          9203,
          9203,
          9204,
          9204,
          9205,
          9205,
          9206,
          9206,
          9207,
          9207,
          9208,
          9208,
          9209,
          9209,
          9210,
          9210,
          9211,
          9211,
          9212,
          9212,
          9213,
          9213,
          9214,
          9214,
          9215,
          9215,
          9216,
          9216,
          9217,
          9217,
          9218,
          9218,
          9219,
          9219,
          9220,
          9220,
          9221,
          9221,
          9222,
          9222,
          9223,
          9223,
          9224,
          9224,
          9225,
          9225,
          9226,
          9226,
          9227,
          9227,
          9228,
          9228,
          9229,
          9229,
          9230,
          9230,
          9231,
          9231,
          9232,
          9232,
          9233,
          9233,
          9234,
          9234,
          9235,
          9235,
          9236,
          9236,
          9237,
          9237,
          9238,
          9238,
          9239,
          9239,
          9240,
          9240,
          9241,
          9241,
          9242,
          9242,
          9243,
          9243,
          9244,
          9244,
          9245,
          9245,
          9246,
          9246,
          9247,
          9247,
          9248,
          9248,
          9249,
          9249,
          9250,
          9250,
          9251,
          9251,
          9252,
          9252,
          9253,
          9253,
          9254,
          9254,
          9255,
          9255,
          9256,
          9256,
          9257,
          9257,
          9258,
          9258,
          9259,
          9259,
          9260,
          9260,
          9261,
          9261,
          9262,
          9262,
          9263,
          9263,
          9264,
          9264,
          9265,
          9265,
          9266,
          9266,
          9267,
          9267,
          9268,
          9268,
          9269,
          9269,
          9270,
          9270,
          9271,
          9271,
          9272,
          9272,
          9273,
          9273,
          9274,
          9274,
          9275,
          9275,
          9276,
          9276,
          9277,
          9277,
          9278,
          9278,
          9279,
          9279,
          9280,
          9280,
          9281,
          9281,
          9282,
          9282,
          9283,
          9283,
          9284,
          9284,
          9285,
          9285,
          9286,
          9286,
          9287,
          9287,
          9288,
          9288,
          9289,
          9289,
          9290,
          9290,
          9291,
          9291,
          9292,
          9292,
          9293,
          9293,
          9294,
          9294,
          9295,
          9295,
          9296,
          9296,
          9297,
          9297,
          9298,
          9298,
          9299,
          9299,
          9300,
          9300,
          9301,
          9301,
          9302,
          9302,
          9303,
          9303,
          9304,
          9304,
          9305,
          9305,
          9306,
          9306,
          9307,
          9307,
          9308,
          9308,
          9309,
          9309,
          9310,
          9310,
          9311,
          9311,
          9312,
          9312,
          9313,
          9313,
          9314,
          9314,
          9315,
          9315,
          9316,
          9316,
          9317,
          9317,
          9318,
          9318,
          9319,
          9319,
          9320,
          9320,
          9321,
          9321,
          9322,
          9322,
          9323,
          9323,
          9324,
          9324,
          9325,
          9325,
          9326,
          9326,
          9327,
          9327,
          9328,
          9328,
          9329,
          9329,
          9330,
          9330,
          9331,
          9331,
          9332,
          9332,
          9333,
          9333,
          9334,
          9334,
          9335,
          9335,
          9336,
          9336,
          9337,
          9337,
          9338,
          9338,
          9339,
          9339,
          9340,
          9340,
          9341,
          9341,
          9342,
          9342,
          9343,
          9343,
          9344,
          9344,
          9345,
          9345,
          9346,
          9346,
          9347,
          9347,
          9348,
          9348,
          9349,
          9349,
          9350,
          9350,
          9351,
          9351,
          9352,
          9352,
          9353,
          9353,
          9354,
          9354,
          9355,
          9355,
          9356,
          9356,
          9357,
          9357,
          9358,
          9358,
          9359,
          9359,
          9360,
          9360,
          9361,
          9361,
          9362,
          9362,
          9363,
          9363,
          9364,
          9364,
          9365,
          9365,
          9366,
          9366,
          9367,
          9367,
          9368,
          9368,
          9369,
          9369,
          9370,
          9370,
          9371,
          9371,
          9372,
          9372,
          9373,
          9373,
          9374,
          9374,
          9375,
          9375,
          9376,
          9376,
          9377,
          9377,
          9378,
          9378,
          9379,
          9379,
          9380,
          9380,
          9381,
          9381,
          9382,
          9382,
          9383,
          9383,
          9384,
          9384,
          9385,
          9385,
          9386,
          9386,
          9387,
          9387,
          9388,
          9388,
          9389,
          9389,
          9390,
          9390,
          9391,
          9391,
          9392,
          9392,
          9393,
          9393,
          9394,
          9394,
          9395,
          9395,
          9396,
          9396,
          9397,
          9397,
          9398,
          9398,
          9399,
          9399,
          9400,
          9400,
          9401,
          9401,
          9402,
          9402,
          9403,
          9403,
          9404,
          9404,
          9405,
          9405,
          9406,
          9406,
          9407,
          9407,
          9408,
          9408,
          9409,
          9409,
          9410,
          9410,
          9411,
          9411,
          9412,
          9412,
          9413,
          9413,
          9414,
          9414,
          9415,
          9415,
          9416,
          9416,
          9417,
          9417,
          9418,
          9418,
          9419,
          9419,
          9420,
          9420,
          9421,
          9421,
          9422,
          9422,
          9423,
          9423,
          9424,
          9424,
          9425,
          9425,
          9426,
          9426,
          9427,
          9427,
          9428,
          9428,
          9429,
          9429,
          9430,
          9430,
          9431,
          9431,
          9432,
          9432,
          9433,
          9433,
          9434,
          9434,
          9435,
          9435,
          9436,
          9436,
          9437,
          9437,
          9438,
          9438,
          9439,
          9439,
          9440,
          9440,
          9441,
          9441,
          9442,
          9442,
          9443,
          9443,
          9444,
          9444,
          9445,
          9445,
          9446,
          9446,
          9447,
          9447,
          9448,
          9448,
          9449,
          9449,
          9450,
          9450,
          9451,
          9451,
          9452,
          9452,
          9453,
          9453,
          9454,
          9454,
          9455,
          9455,
          9456,
          9456,
          9457,
          9457,
          9458,
          9458,
          9459,
          9459,
          9460,
          9460,
          9461,
          9461,
          9462,
          9462,
          9463,
          9463,
          9464,
          9464,
          9465,
          9465,
          9466,
          9466,
          9467,
          9467,
          9468,
          9468,
          9469,
          9469,
          9470,
          9470,
          9471,
          9471,
          9472,
          9472,
          9473,
          9473,
          9474,
          9474,
          9475,
          9475,
          9476,
          9476,
          9477,
          9477,
          9478,
          9478,
          9479,
          9479,
          9480,
          9480,
          9481,
          9481,
          9482,
          9482,
          9483,
          9483,
          9484,
          9484,
          9485,
          9485,
          9486,
          9486,
          9487,
          9487,
          9488,
          9488,
          9489,
          9489,
          9490,
          9490,
          9491,
          9491,
          9492,
          9492,
          9493,
          9493,
          9494,
          9494,
          9495,
          9495,
          9496,
          9496,
          9497,
          9497,
          9498,
          9498,
          9499,
          9500,
          9500,
          9500,
          9501,
          9501,
          9502,
          9502,
          9503,
          9503,
          9504,
          9504,
          9505,
          9505,
          9506,
          9506,
          9507,
          9507,
          9508,
          9508,
          9509,
          9509,
          9510,
          9510,
          9511,
          9511,
          9512,
          9512,
          9513,
          9513,
          9514,
          9514,
          9515,
          9515,
          9516,
          9516,
          9517,
          9517,
          9518,
          9518,
          9519,
          9519,
          9520,
          9520,
          9521,
          9521,
          9522,
          9522,
          9523,
          9523,
          9524,
          9524,
          9525,
          9525,
          9526,
          9526,
          9527,
          9527,
          9528,
          9528,
          9529,
          9529,
          9530,
          9530,
          9531,
          9531,
          9532,
          9532,
          9533,
          9533,
          9534,
          9534,
          9535,
          9535,
          9536,
          9536,
          9537,
          9537,
          9538,
          9538,
          9539,
          9539,
          9540,
          9540,
          9541,
          9541,
          9542,
          9542,
          9543,
          9543,
          9544,
          9544,
          9545,
          9545,
          9546,
          9546,
          9547,
          9547,
          9548,
          9548,
          9549,
          9549,
          9550,
          9550,
          9551,
          9551,
          9552,
          9552,
          9553,
          9553,
          9554,
          9554,
          9555,
          9555,
          9556,
          9556,
          9557,
          9557,
          9558,
          9558,
          9559,
          9559,
          9560,
          9560,
          9561,
          9561,
          9562,
          9562,
          9563,
          9563,
          9564,
          9564,
          9565,
          9565,
          9566,
          9566,
          9567,
          9567,
          9568,
          9568,
          9569,
          9569,
          9570,
          9570,
          9571,
          9571,
          9572,
          9572,
          9573,
          9573,
          9574,
          9574,
          9575,
          9575,
          9576,
          9576,
          9577,
          9577,
          9578,
          9578,
          9579,
          9579,
          9580,
          9580,
          9581,
          9581,
          9582,
          9582,
          9583,
          9583,
          9584,
          9584,
          9585,
          9585,
          9586,
          9586,
          9587,
          9587,
          9588,
          9588,
          9589,
          9589,
          9590,
          9590,
          9591,
          9591,
          9592,
          9592,
          9593,
          9593,
          9594,
          9594,
          9595,
          9595,
          9596,
          9596,
          9597,
          9597,
          9598,
          9598,
          9599,
          9599,
          9600,
          9600,
          9601,
          9601,
          9602,
          9602,
          9603,
          9603,
          9604,
          9604,
          9605,
          9605,
          9606,
          9606,
          9607,
          9607,
          9608,
          9608,
          9609,
          9609,
          9610,
          9610,
          9611,
          9611,
          9612,
          9612,
          9613,
          9613,
          9614,
          9614,
          9615,
          9615,
          9616,
          9616,
          9617,
          9617,
          9618,
          9618,
          9619,
          9619,
          9620,
          9620,
          9621,
          9621,
          9622,
          9622,
          9623,
          9623,
          9624,
          9624,
          9625,
          9625,
          9626,
          9626,
          9627,
          9627,
          9628,
          9628,
          9629,
          9629,
          9630,
          9630,
          9631,
          9631,
          9632,
          9632,
          9633,
          9633,
          9634,
          9634,
          9635,
          9635,
          9636,
          9636,
          9637,
          9637,
          9638,
          9638,
          9639,
          9639,
          9640,
          9640,
          9641,
          9641,
          9642,
          9642,
          9643,
          9643,
          9644,
          9644,
          9645,
          9645,
          9646,
          9646,
          9647,
          9647,
          9648,
          9648,
          9649,
          9649,
          9650,
          9650,
          9651,
          9651,
          9652,
          9652,
          9653,
          9653,
          9654,
          9654,
          9655,
          9655,
          9656,
          9656,
          9657,
          9657,
          9658,
          9658,
          9659,
          9659,
          9660,
          9660,
          9661,
          9661,
          9662,
          9662,
          9663,
          9663,
          9664,
          9664,
          9665,
          9665,
          9666,
          9666,
          9667,
          9667,
          9668,
          9668,
          9669,
          9669,
          9670,
          9670,
          9671,
          9671,
          9672,
          9672,
          9673,
          9673,
          9674,
          9674,
          9675,
          9675,
          9676,
          9676,
          9677,
          9677,
          9678,
          9678,
          9679,
          9679,
          9680,
          9680,
          9681,
          9681,
          9682,
          9682,
          9683,
          9683,
          9684,
          9684,
          9685,
          9685,
          9686,
          9686,
          9687,
          9687,
          9688,
          9688,
          9689,
          9689,
          9690,
          9690,
          9691,
          9691,
          9692,
          9692,
          9693,
          9693,
          9694,
          9694,
          9695,
          9695,
          9696,
          9696,
          9697,
          9697,
          9698,
          9698,
          9699,
          9699,
          9700,
          9700,
          9701,
          9701,
          9702,
          9702,
          9703,
          9703,
          9704,
          9704,
          9705,
          9705,
          9706,
          9706,
          9707,
          9707,
          9708,
          9708,
          9709,
          9709,
          9710,
          9710,
          9711,
          9711,
          9712,
          9712,
          9713,
          9713,
          9714,
          9714,
          9715,
          9715,
          9716,
          9716,
          9717,
          9717,
          9718,
          9718,
          9719,
          9719,
          9720,
          9720,
          9721,
          9721,
          9722,
          9722,
          9723,
          9723,
          9724,
          9724,
          9725,
          9725,
          9726,
          9726,
          9727,
          9727,
          9728,
          9728,
          9729,
          9729,
          9730,
          9730,
          9731,
          9731,
          9732,
          9732,
          9733,
          9733,
          9734,
          9734,
          9735,
          9735,
          9736,
          9736,
          9737,
          9737,
          9738,
          9738,
          9739,
          9739,
          9740,
          9740,
          9741,
          9741,
          9742,
          9742,
          9743,
          9743,
          9744,
          9744,
          9745,
          9745,
          9746,
          9746,
          9747,
          9747,
          9748,
          9748,
          9749,
          9749,
          9750,
          9750,
          9751,
          9751,
          9752,
          9752,
          9753,
          9753,
          9754,
          9754,
          9755,
          9755,
          9756,
          9756,
          9757,
          9757,
          9758,
          9758,
          9759,
          9759,
          9760,
          9760,
          9761,
          9761,
          9762,
          9762,
          9763,
          9763,
          9764,
          9764,
          9765,
          9765,
          9766,
          9766,
          9767,
          9767,
          9768,
          9768,
          9769,
          9769,
          9770,
          9770,
          9771,
          9771,
          9772,
          9772,
          9773,
          9773,
          9774,
          9774,
          9775,
          9775,
          9776,
          9776,
          9777,
          9777,
          9778,
          9778,
          9779,
          9779,
          9780,
          9780,
          9781,
          9781,
          9782,
          9782,
          9783,
          9783,
          9784,
          9784,
          9785,
          9785,
          9786,
          9786,
          9787,
          9787,
          9788,
          9788,
          9789,
          9789,
          9790,
          9790,
          9791,
          9791,
          9792,
          9792,
          9793,
          9793,
          9794,
          9794,
          9795,
          9795,
          9796,
          9796,
          9797,
          9797,
          9798,
          9798,
          9799,
          9799,
          9800,
          9800,
          9801,
          9801,
          9802,
          9802,
          9803,
          9803,
          9804,
          9804,
          9805,
          9805,
          9806,
          9806,
          9807,
          9807,
          9808,
          9808,
          9809,
          9809,
          9810,
          9810,
          9811,
          9811,
          9812,
          9812,
          9813,
          9813,
          9814,
          9814,
          9815,
          9815,
          9816,
          9816,
          9817,
          9817,
          9818,
          9818,
          9819,
          9819,
          9820,
          9820,
          9821,
          9821,
          9822,
          9822,
          9823,
          9823,
          9824,
          9824,
          9825,
          9825,
          9826,
          9826,
          9827,
          9827,
          9828,
          9828,
          9829,
          9829,
          9830,
          9830,
          9831,
          9831,
          9832,
          9832,
          9833,
          9833,
          9834,
          9834,
          9835,
          9835,
          9836,
          9836,
          9837,
          9837,
          9838,
          9838,
          9839,
          9839,
          9840,
          9840,
          9841,
          9841,
          9842,
          9842,
          9843,
          9843,
          9844,
          9844,
          9845,
          9845,
          9846,
          9846,
          9847,
          9847,
          9848,
          9848,
          9849,
          9849,
          9850,
          9850,
          9851,
          9851,
          9852,
          9852,
          9853,
          9853,
          9854,
          9854,
          9855,
          9855,
          9856,
          9856,
          9857,
          9857,
          9858,
          9858,
          9859,
          9859,
          9860,
          9860,
          9861,
          9861,
          9862,
          9862,
          9863,
          9863,
          9864,
          9864,
          9865,
          9865,
          9866,
          9866,
          9867,
          9867,
          9868,
          9868,
          9869,
          9869,
          9870,
          9870,
          9871,
          9871,
          9872,
          9872,
          9873,
          9873,
          9874,
          9874,
          9875,
          9875,
          9876,
          9876,
          9877,
          9877,
          9878,
          9878,
          9879,
          9880,
          9880,
          9880,
          9881,
          9881,
          9882,
          9882,
          9883,
          9883,
          9884,
          9884,
          9885,
          9885,
          9886,
          9886,
          9887,
          9887,
          9888,
          9888,
          9889,
          9889,
          9890,
          9890,
          9891,
          9891,
          9892,
          9892,
          9893,
          9893,
          9894,
          9894,
          9895,
          9895,
          9896,
          9896,
          9897,
          9897,
          9898,
          9898,
          9899,
          9899,
          9900,
          9900,
          9901,
          9901,
          9902,
          9902,
          9903,
          9903,
          9904,
          9904,
          9905,
          9905,
          9906,
          9906,
          9907,
          9907,
          9908,
          9908,
          9909,
          9909,
          9910,
          9910,
          9911,
          9911,
          9912,
          9912,
          9913,
          9913,
          9914,
          9914,
          9915,
          9915,
          9916,
          9916,
          9917,
          9917,
          9918,
          9918,
          9919,
          9919,
          9920,
          9920,
          9921,
          9921,
          9922,
          9922,
          9923,
          9923,
          9924,
          9924,
          9925,
          9925,
          9926,
          9926,
          9927,
          9927,
          9928,
          9928,
          9929,
          9929,
          9930,
          9930,
          9931,
          9931,
          9932,
          9932,
          9933,
          9933,
          9934,
          9934,
          9935,
          9935,
          9936,
          9936,
          9937,
          9937,
          9938,
          9938,
          9939,
          9939,
          9940,
          9940,
          9941,
          9941,
          9942,
          9942,
          9943,
          9943,
          9944,
          9944,
          9945,
          9945,
          9946,
          9946,
          9947,
          9947,
          9948,
          9948,
          9949,
          9949,
          9950,
          9950,
          9951,
          9951,
          9952,
          9952,
          9953,
          9953,
          9954,
          9954,
          9955,
          9955,
          9956,
          9956,
          9957,
          9957,
          9958,
          9958,
          9959,
          9959,
          9960,
          9960,
          9961,
          9961,
          9962,
          9962,
          9963,
          9963,
          9964,
          9964,
          9965,
          9965,
          9966,
          9966,
          9967,
          9967,
          9968,
          9968,
          9969,
          9969,
          9970,
          9970,
          9971,
          9971,
          9972,
          9972,
          9973,
          9973,
          9974,
          9974,
          9975,
          9975,
          9976,
          9976,
          9977,
          9977,
          9978,
          9978,
          9979,
          9979,
          9980,
          9980,
          9981,
          9981,
          9982,
          9982,
          9983,
          9983,
          9984,
          9984,
          9985,
          9985,
          9986,
          9986,
          9987,
          9987,
          9988,
          9988,
          9989,
          9989,
          9990,
          9990,
          9991,
          9991,
          9992,
          9992,
          9993,
          9993,
          9994,
          9994,
          9995,
          9995,
          9996,
          9996,
          9997,
          9997,
          9998,
          9998,
          9999,
          9999,
          10000,
          10000,
          10001,
          10001,
          10002,
          10002,
          10003,
          10003,
          10004,
          10004,
          10005,
          10005,
          10006,
          10006,
          10007,
          10007,
          10008,
          10008,
          10009,
          10009,
          10010,
          10010,
          10011,
          10011,
          10012,
          10012,
          10013,
          10013,
          10014,
          10014,
          10015,
          10015,
          10016,
          10016,
          10017,
          10017,
          10018,
          10018,
          10019,
          10019,
          10020,
          10020,
          10021,
          10021,
          10022,
          10022,
          10023,
          10023,
          10024,
          10024,
          10025,
          10025,
          10026,
          10026,
          10027,
          10027,
          10028,
          10028,
          10029,
          10029,
          10030,
          10030,
          10031,
          10031,
          10032,
          10032,
          10033,
          10033,
          10034,
          10034,
          10035,
          10035,
          10036,
          10036,
          10037,
          10037,
          10038,
          10038,
          10039,
          10039,
          10040,
          10040,
          10041,
          10041,
          10042,
          10042,
          10043,
          10043,
          10044,
          10044,
          10045,
          10045,
          10046,
          10046,
          10047,
          10047,
          10048,
          10048,
          10049,
          10049,
          10050,
          10050,
          10051,
          10051,
          10052,
          10052,
          10053,
          10053,
          10054,
          10054,
          10055,
          10055,
          10056,
          10056,
          10057,
          10057,
          10058,
          10058,
          10059,
          10059,
          10060,
          10060,
          10061,
          10061,
          10062,
          10062,
          10063,
          10063,
          10064,
          10064,
          10065,
          10065,
          10066,
          10066,
          10067,
          10067,
          10068,
          10068,
          10069,
          10069,
          10070,
          10070,
          10071,
          10071,
          10072,
          10072,
          10073,
          10073,
          10074,
          10074,
          10075,
          10075,
          10076,
          10076,
          10077,
          10077,
          10078,
          10078,
          10079,
          10079,
          10080,
          10080,
          10081,
          10081,
          10082,
          10082,
          10083,
          10083,
          10084,
          10084,
          10085,
          10085,
          10086,
          10086,
          10087,
          10087,
          10088,
          10088,
          10089,
          10089,
          10090,
          10090,
          10091,
          10091,
          10092,
          10092,
          10093,
          10093,
          10094,
          10094,
          10095,
          10095,
          10096,
          10096,
          10097,
          10097,
          10098,
          10098,
          10099,
          10099,
          10100,
          10100,
          10101,
          10101,
          10102,
          10102,
          10103,
          10103,
          10104,
          10104,
          10105,
          10105,
          10106,
          10106,
          10107,
          10107,
          10108,
          10108,
          10109,
          10109,
          10110,
          10110,
          10111,
          10111,
          10112,
          10112,
          10113,
          10113,
          10114,
          10114,
          10115,
          10115,
          10116,
          10116,
          10117,
          10117,
          10118,
          10118,
          10119,
          10119,
          10120,
          10120,
          10121,
          10121,
          10122,
          10122,
          10123,
          10123,
          10124,
          10124,
          10125,
          10125,
          10126,
          10126,
          10127,
          10127,
          10128,
          10128,
          10129,
          10129,
          10130,
          10130,
          10131,
          10131,
          10132,
          10132,
          10133,
          10133,
          10134,
          10134,
          10135,
          10135,
          10136,
          10136,
          10137,
          10137,
          10138,
          10138,
          10139,
          10139,
          10140,
          10140,
          10141,
          10141,
          10142,
          10142,
          10143,
          10143,
          10144,
          10144,
          10145,
          10145,
          10146,
          10146,
          10147,
          10147,
          10148,
          10148,
          10149,
          10149,
          10150,
          10150,
          10151,
          10151,
          10152,
          10152,
          10153,
          10153,
          10154,
          10154,
          10155,
          10155,
          10156,
          10156,
          10157,
          10157,
          10158,
          10158,
          10159,
          10159,
          10160,
          10160,
          10161,
          10161,
          10162,
          10162,
          10163,
          10163,
          10164,
          10164,
          10165,
          10165,
          10166,
          10166,
          10167,
          10167,
          10168,
          10168,
          10169,
          10169,
          10170,
          10170,
          10171,
          10171,
          10172,
          10172,
          10173,
          10173,
          10174,
          10174,
          10175,
          10175,
          10176,
          10176,
          10177,
          10177,
          10178,
          10178,
          10179,
          10179,
          10180,
          10180,
          10181,
          10181,
          10182,
          10182,
          10183,
          10183,
          10184,
          10184,
          10185,
          10185,
          10186,
          10186,
          10187,
          10187,
          10188,
          10188,
          10189,
          10189,
          10190,
          10190,
          10191,
          10191,
          10192,
          10192,
          10193,
          10193,
          10194,
          10194,
          10195,
          10195,
          10196,
          10196,
          10197,
          10197,
          10198,
          10198,
          10199,
          10199,
          10200,
          10200,
          10201,
          10201,
          10202,
          10202,
          10203,
          10203,
          10204,
          10204,
          10205,
          10205,
          10206,
          10206,
          10207,
          10207,
          10208,
          10208,
          10209,
          10209,
          10210,
          10210,
          10211,
          10211,
          10212,
          10212,
          10213,
          10213,
          10214,
          10214,
          10215,
          10215,
          10216,
          10216,
          10217,
          10217,
          10218,
          10218,
          10219,
          10219,
          10220,
          10220,
          10221,
          10221,
          10222,
          10222,
          10223,
          10223,
          10224,
          10224,
          10225,
          10225,
          10226,
          10226,
          10227,
          10227,
          10228,
          10228,
          10229,
          10229,
          10230,
          10230,
          10231,
          10231,
          10232,
          10232,
          10233,
          10233,
          10234,
          10234,
          10235,
          10235,
          10236,
          10236,
          10237,
          10237,
          10238,
          10238,
          10239,
          10239,
          10240,
          10240,
          10241,
          10241,
          10242,
          10242,
          10243,
          10243,
          10244,
          10244,
          10245,
          10245,
          10246,
          10246,
          10247,
          10247,
          10248,
          10248,
          10249,
          10249,
          10250,
          10250,
          10251,
          10251,
          10252,
          10252,
          10253,
          10253,
          10254,
          10254,
          10255,
          10255,
          10256,
          10256,
          10257,
          10257,
          10258,
          10258,
          10259,
          10260,
          10260,
          10260,
          10261,
          10261,
          10262,
          10262,
          10263,
          10263,
          10264,
          10264,
          10265,
          10265,
          10266,
          10266,
          10267,
          10267,
          10268,
          10268,
          10269,
          10269,
          10270,
          10270,
          10271,
          10271,
          10272,
          10272,
          10273,
          10273,
          10274,
          10274,
          10275,
          10275,
          10276,
          10276,
          10277,
          10277,
          10278,
          10278,
          10279,
          10279,
          10280,
          10280,
          10281,
          10281,
          10282,
          10282,
          10283,
          10283,
          10284,
          10284,
          10285,
          10285,
          10286,
          10286,
          10287,
          10287,
          10288,
          10288,
          10289,
          10289,
          10290,
          10290,
          10291,
          10291,
          10292,
          10292,
          10293,
          10293,
          10294,
          10294,
          10295,
          10295,
          10296,
          10296,
          10297,
          10297,
          10298,
          10298,
          10299,
          10299,
          10300,
          10300,
          10301,
          10301,
          10302,
          10302,
          10303,
          10303,
          10304,
          10304,
          10305,
          10305,
          10306,
          10306,
          10307,
          10307,
          10308,
          10308,
          10309,
          10309,
          10310,
          10310,
          10311,
          10311,
          10312,
          10312,
          10313,
          10313,
          10314,
          10314,
          10315,
          10315,
          10316,
          10316,
          10317,
          10317,
          10318,
          10318,
          10319,
          10319,
          10320,
          10320,
          10321,
          10321,
          10322,
          10322,
          10323,
          10323,
          10324,
          10324,
          10325,
          10325,
          10326,
          10326,
          10327,
          10327,
          10328,
          10328,
          10329,
          10329,
          10330,
          10330,
          10331,
          10331,
          10332,
          10332,
          10333,
          10333,
          10334,
          10334,
          10335,
          10335,
          10336,
          10336,
          10337,
          10337,
          10338,
          10338,
          10339,
          10339,
          10340,
          10340,
          10341,
          10341,
          10342,
          10342,
          10343,
          10343,
          10344,
          10344,
          10345,
          10345,
          10346,
          10346,
          10347,
          10347,
          10348,
          10348,
          10349,
          10349,
          10350,
          10350,
          10351,
          10351,
          10352,
          10352,
          10353,
          10353,
          10354,
          10354,
          10355,
          10355,
          10356,
          10356,
          10357,
          10357,
          10358,
          10358,
          10359,
          10359,
          10360,
          10360,
          10361,
          10361,
          10362,
          10362,
          10363,
          10363,
          10364,
          10364,
          10365,
          10365,
          10366,
          10366,
          10367,
          10367,
          10368,
          10368,
          10369,
          10369,
          10370,
          10370,
          10371,
          10371,
          10372,
          10372,
          10373,
          10373,
          10374,
          10374,
          10375,
          10375,
          10376,
          10376,
          10377,
          10377,
          10378,
          10378,
          10379,
          10379,
          10380,
          10380,
          10381,
          10381,
          10382,
          10382,
          10383,
          10383,
          10384,
          10384,
          10385,
          10385,
          10386,
          10386,
          10387,
          10387,
          10388,
          10388,
          10389,
          10389,
          10390,
          10390,
          10391,
          10391,
          10392,
          10392,
          10393,
          10393,
          10394,
          10394,
          10395,
          10395,
          10396,
          10396,
          10397,
          10397,
          10398,
          10398,
          10399,
          10399,
          10400,
          10400,
          10401,
          10401,
          10402,
          10402,
          10403,
          10403,
          10404,
          10404,
          10405,
          10405,
          10406,
          10406,
          10407,
          10407,
          10408,
          10408,
          10409,
          10409,
          10410,
          10410,
          10411,
          10411,
          10412,
          10412,
          10413,
          10413,
          10414,
          10414,
          10415,
          10415,
          10416,
          10416,
          10417,
          10417,
          10418,
          10418,
          10419,
          10419,
          10420,
          10420,
          10421,
          10421,
          10422,
          10422,
          10423,
          10423,
          10424,
          10424,
          10425,
          10425,
          10426,
          10426,
          10427,
          10427,
          10428,
          10428,
          10429,
          10429,
          10430,
          10430,
          10431,
          10431,
          10432,
          10432,
          10433,
          10433,
          10434,
          10434,
          10435,
          10435,
          10436,
          10436,
          10437,
          10437,
          10438,
          10438,
          10439,
          10439,
          10440,
          10440,
          10441,
          10441,
          10442,
          10442,
          10443,
          10443,
          10444,
          10444,
          10445,
          10445,
          10446,
          10446,
          10447,
          10447,
          10448,
          10448,
          10449,
          10449,
          10450,
          10450,
          10451,
          10451,
          10452,
          10452,
          10453,
          10453,
          10454,
          10454,
          10455,
          10455,
          10456,
          10456,
          10457,
          10457,
          10458,
          10458,
          10459,
          10459,
          10460,
          10460,
          10461,
          10461,
          10462,
          10462,
          10463,
          10463,
          10464,
          10464,
          10465,
          10465,
          10466,
          10466,
          10467,
          10467,
          10468,
          10468,
          10469,
          10469,
          10470,
          10470,
          10471,
          10471,
          10472,
          10472,
          10473,
          10473,
          10474,
          10474,
          10475,
          10475,
          10476,
          10476,
          10477,
          10477,
          10478,
          10478,
          10479,
          10479,
          10480,
          10480,
          10481,
          10481,
          10482,
          10482,
          10483,
          10483,
          10484,
          10484,
          10485,
          10485,
          10486,
          10486,
          10487,
          10487,
          10488,
          10488,
          10489,
          10489,
          10490,
          10490,
          10491,
          10491,
          10492,
          10492,
          10493,
          10493,
          10494,
          10494,
          10495,
          10495,
          10496,
          10496,
          10497,
          10497,
          10498,
          10498,
          10499,
          10499,
          10500,
          10500,
          10501,
          10501,
          10502,
          10502,
          10503,
          10503,
          10504,
          10504,
          10505,
          10505,
          10506,
          10506,
          10507,
          10507,
          10508,
          10508,
          10509,
          10509,
          10510,
          10510,
          10511,
          10511,
          10512,
          10512,
          10513,
          10513,
          10514,
          10514,
          10515,
          10515,
          10516,
          10516,
          10517,
          10517,
          10518,
          10518,
          10519,
          10519,
          10520,
          10520,
          10521,
          10521,
          10522,
          10522,
          10523,
          10523,
          10524,
          10524,
          10525,
          10525,
          10526,
          10526,
          10527,
          10527,
          10528,
          10528,
          10529,
          10529,
          10530,
          10530,
          10531,
          10531,
          10532,
          10532,
          10533,
          10533,
          10534,
          10534,
          10535,
          10535,
          10536,
          10536,
          10537,
          10537,
          10538,
          10538,
          10539,
          10539,
          10540,
          10540,
          10541,
          10541,
          10542,
          10542,
          10543,
          10543,
          10544,
          10544,
          10545,
          10545,
          10546,
          10546,
          10547,
          10547,
          10548,
          10548,
          10549,
          10549,
          10550,
          10550,
          10551,
          10551,
          10552,
          10552,
          10553,
          10553,
          10554,
          10554,
          10555,
          10555,
          10556,
          10556,
          10557,
          10557,
          10558,
          10558,
          10559,
          10559,
          10560,
          10560,
          10561,
          10561,
          10562,
          10562,
          10563,
          10563,
          10564,
          10564,
          10565,
          10565,
          10566,
          10566,
          10567,
          10567,
          10568,
          10568,
          10569,
          10569,
          10570,
          10570,
          10571,
          10571,
          10572,
          10572,
          10573,
          10573,
          10574,
          10574,
          10575,
          10575,
          10576,
          10576,
          10577,
          10577,
          10578,
          10578,
          10579,
          10579,
          10580,
          10580,
          10581,
          10581,
          10582,
          10582,
          10583,
          10583,
          10584,
          10584,
          10585,
          10585,
          10586,
          10586,
          10587,
          10587,
          10588,
          10588,
          10589,
          10589,
          10590,
          10590,
          10591,
          10591,
          10592,
          10592,
          10593,
          10593,
          10594,
          10594,
          10595,
          10595,
          10596,
          10596,
          10597,
          10597,
          10598,
          10598,
          10599,
          10599,
          10600,
          10600,
          10601,
          10601,
          10602,
          10602,
          10603,
          10603,
          10604,
          10604,
          10605,
          10605,
          10606,
          10606,
          10607,
          10607,
          10608,
          10608,
          10609,
          10609,
          10610,
          10610,
          10611,
          10611,
          10612,
          10612,
          10613,
          10613,
          10614,
          10614,
          10615,
          10615,
          10616,
          10616,
          10617,
          10617,
          10618,
          10618,
          10619,
          10619,
          10620,
          10620,
          10621,
          10621,
          10622,
          10622,
          10623,
          10623,
          10624,
          10624,
          10625,
          10625,
          10626,
          10626,
          10627,
          10627,
          10628,
          10628,
          10629,
          10629,
          10630,
          10630,
          10631,
          10631,
          10632,
          10632,
          10633,
          10633,
          10634,
          10634,
          10635,
          10635,
          10636,
          10636,
          10637,
          10637,
          10638,
          10638,
          10639,
          10640,
          10640,
          10640,
          10641,
          10641,
          10642,
          10642,
          10643,
          10643,
          10644,
          10644,
          10645,
          10645,
          10646,
          10646,
          10647,
          10647,
          10648,
          10648,
          10649,
          10649,
          10650,
          10650,
          10651,
          10651,
          10652,
          10652,
          10653,
          10653,
          10654,
          10654,
          10655,
          10655,
          10656,
          10656,
          10657,
          10657,
          10658,
          10658,
          10659,
          10659,
          10660,
          10660,
          10661,
          10661,
          10662,
          10662,
          10663,
          10663,
          10664,
          10664,
          10665,
          10665,
          10666,
          10666,
          10667,
          10667,
          10668,
          10668,
          10669,
          10669,
          10670,
          10670,
          10671,
          10671,
          10672,
          10672,
          10673,
          10673,
          10674,
          10674,
          10675,
          10675,
          10676,
          10676,
          10677,
          10677,
          10678,
          10678,
          10679,
          10679,
          10680,
          10680,
          10681,
          10681,
          10682,
          10682,
          10683,
          10683,
          10684,
          10684,
          10685,
          10685,
          10686,
          10686,
          10687,
          10687,
          10688,
          10688,
          10689,
          10689,
          10690,
          10690,
          10691,
          10691,
          10692,
          10692,
          10693,
          10693,
          10694,
          10694,
          10695,
          10695,
          10696,
          10696,
          10697,
          10697,
          10698,
          10698,
          10699,
          10699,
          10700,
          10700,
          10701,
          10701,
          10702,
          10702,
          10703,
          10703,
          10704,
          10704,
          10705,
          10705,
          10706,
          10706,
          10707,
          10707,
          10708,
          10708,
          10709,
          10709,
          10710,
          10710,
          10711,
          10711,
          10712,
          10712,
          10713,
          10713,
          10714,
          10714,
          10715,
          10715,
          10716,
          10716,
          10717,
          10717,
          10718,
          10718,
          10719,
          10719,
          10720,
          10720,
          10721,
          10721,
          10722,
          10722,
          10723,
          10723,
          10724,
          10724,
          10725,
          10725,
          10726,
          10726,
          10727,
          10727,
          10728,
          10728,
          10729,
          10729,
          10730,
          10730,
          10731,
          10731,
          10732,
          10732,
          10733,
          10733,
          10734,
          10734,
          10735,
          10735,
          10736,
          10736,
          10737,
          10737,
          10738,
          10738,
          10739,
          10739,
          10740,
          10740,
          10741,
          10741,
          10742,
          10742,
          10743,
          10743,
          10744,
          10744,
          10745,
          10745,
          10746,
          10746,
          10747,
          10747,
          10748,
          10748,
          10749,
          10749,
          10750,
          10750,
          10751,
          10751,
          10752,
          10752,
          10753,
          10753,
          10754,
          10754,
          10755,
          10755,
          10756,
          10756,
          10757,
          10757,
          10758,
          10758,
          10759,
          10759,
          10760,
          10760,
          10761,
          10761,
          10762,
          10762,
          10763,
          10763,
          10764,
          10764,
          10765,
          10765,
          10766,
          10766,
          10767,
          10767,
          10768,
          10768,
          10769,
          10769,
          10770,
          10770,
          10771,
          10771,
          10772,
          10772,
          10773,
          10773,
          10774,
          10774,
          10775,
          10775,
          10776,
          10776,
          10777,
          10777,
          10778,
          10778,
          10779,
          10779,
          10780,
          10780,
          10781,
          10781,
          10782,
          10782,
          10783,
          10783,
          10784,
          10784,
          10785,
          10785,
          10786,
          10786,
          10787,
          10787,
          10788,
          10788,
          10789,
          10789,
          10790,
          10790,
          10791,
          10791,
          10792,
          10792,
          10793,
          10793,
          10794,
          10794,
          10795,
          10795,
          10796,
          10796,
          10797,
          10797,
          10798,
          10798,
          10799,
          10799,
          10800,
          10800,
          10801,
          10801,
          10802,
          10802,
          10803,
          10803,
          10804,
          10804,
          10805,
          10805,
          10806,
          10806,
          10807,
          10807,
          10808,
          10808,
          10809,
          10809,
          10810,
          10810,
          10811,
          10811,
          10812,
          10812,
          10813,
          10813,
          10814,
          10814,
          10815,
          10815,
          10816,
          10816,
          10817,
          10817,
          10818,
          10818,
          10819,
          10819,
          10820,
          10820,
          10821,
          10821,
          10822,
          10822,
          10823,
          10823,
          10824,
          10824,
          10825,
          10825,
          10826,
          10826,
          10827,
          10827,
          10828,
          10828,
          10829,
          10829,
          10830,
          10830,
          10831,
          10831,
          10832,
          10832,
          10833,
          10833,
          10834,
          10834,
          10835,
          10835,
          10836,
          10836,
          10837,
          10837,
          10838,
          10838,
          10839,
          10839,
          10840,
          10840,
          10841,
          10841,
          10842,
          10842,
          10843,
          10843,
          10844,
          10844,
          10845,
          10845,
          10846,
          10846,
          10847,
          10847,
          10848,
          10848,
          10849,
          10849,
          10850,
          10850,
          10851,
          10851,
          10852,
          10852,
          10853,
          10853,
          10854,
          10854,
          10855,
          10855,
          10856,
          10856,
          10857,
          10857,
          10858,
          10858,
          10859,
          10859,
          10860,
          10860,
          10861,
          10861,
          10862,
          10862,
          10863,
          10863,
          10864,
          10864,
          10865,
          10865,
          10866,
          10866,
          10867,
          10867,
          10868,
          10868,
          10869,
          10869,
          10870,
          10870,
          10871,
          10871,
          10872,
          10872,
          10873,
          10873,
          10874,
          10874,
          10875,
          10875,
          10876,
          10876,
          10877,
          10877,
          10878,
          10878,
          10879,
          10879,
          10880,
          10880,
          10881,
          10881,
          10882,
          10882,
          10883,
          10883,
          10884,
          10884,
          10885,
          10885,
          10886,
          10886,
          10887,
          10887,
          10888,
          10888,
          10889,
          10889,
          10890,
          10890,
          10891,
          10891,
          10892,
          10892,
          10893,
          10893,
          10894,
          10894,
          10895,
          10895,
          10896,
          10896,
          10897,
          10897,
          10898,
          10898,
          10899,
          10899,
          10900,
          10900,
          10901,
          10901,
          10902,
          10902,
          10903,
          10903,
          10904,
          10904,
          10905,
          10905,
          10906,
          10906,
          10907,
          10907,
          10908,
          10908,
          10909,
          10909,
          10910,
          10910,
          10911,
          10911,
          10912,
          10912,
          10913,
          10913,
          10914,
          10914,
          10915,
          10915,
          10916,
          10916,
          10917,
          10917,
          10918,
          10918,
          10919,
          10919,
          10920,
          10920,
          10921,
          10921,
          10922,
          10922,
          10923,
          10923,
          10924,
          10924,
          10925,
          10925,
          10926,
          10926,
          10927,
          10927,
          10928,
          10928,
          10929,
          10929,
          10930,
          10930,
          10931,
          10931,
          10932,
          10932,
          10933,
          10933,
          10934,
          10934,
          10935,
          10935,
          10936,
          10936,
          10937,
          10937,
          10938,
          10938,
          10939,
          10939,
          10940,
          10940,
          10941,
          10941,
          10942,
          10942,
          10943,
          10943,
          10944,
          10944,
          10945,
          10945,
          10946,
          10946,
          10947,
          10947,
          10948,
          10948,
          10949,
          10949,
          10950,
          10950,
          10951,
          10951,
          10952,
          10952,
          10953,
          10953,
          10954,
          10954,
          10955,
          10955,
          10956,
          10956,
          10957,
          10957,
          10958,
          10958,
          10959,
          10959,
          10960,
          10960,
          10961,
          10961,
          10962,
          10962,
          10963,
          10963,
          10964,
          10964,
          10965,
          10965,
          10966,
          10966,
          10967,
          10967,
          10968,
          10968,
          10969,
          10969,
          10970,
          10970,
          10971,
          10971,
          10972,
          10972,
          10973,
          10973,
          10974,
          10974,
          10975,
          10975,
          10976,
          10976,
          10977,
          10977,
          10978,
          10978,
          10979,
          10979,
          10980,
          10980,
          10981,
          10981,
          10982,
          10982,
          10983,
          10983,
          10984,
          10984,
          10985,
          10985,
          10986,
          10986,
          10987,
          10987,
          10988,
          10988,
          10989,
          10989,
          10990,
          10990,
          10991,
          10991,
          10992,
          10992,
          10993,
          10993,
          10994,
          10994,
          10995,
          10995,
          10996,
          10996,
          10997,
          10997,
          10998,
          10998,
          10999,
          10999,
          11000,
          11000,
          11001,
          11001,
          11002,
          11002,
          11003,
          11003,
          11004,
          11004,
          11005,
          11005,
          11006,
          11006,
          11007,
          11007,
          11008,
          11008,
          11009,
          11009,
          11010,
          11010,
          11011,
          11011,
          11012,
          11012,
          11013,
          11013,
          11014,
          11014,
          11015,
          11015,
          11016,
          11016,
          11017,
          11017,
          11018,
          11018,
          11019
         ],
         "intensity": [
          0.19600999439252695,
          0.20343170470481953,
          0.2250648159333693,
          0.259504900992065,
          0.30522835166233875,
          0.36040918721029247,
          0.4219688570327343,
          0.4844879429526988,
          0.5398097145685128,
          0.578242290164561,
          0.5916110900967938,
          0.5767889843144068,
          0.5372341740140218,
          0.4812951688252465,
          0.41864552594229876,
          0.35731066213593365,
          0.30256682076780816,
          0.2573975164138802,
          0.2235935595609637,
          0.2026764159019099,
          0.19603072042975503,
          0.20422654244025876,
          0.22657154297900245,
          0.2616435855749476,
          0.3079163637200374,
          0.3635259411289597,
          0.42529552758900024,
          0.48766119962590154,
          0.5423381438195998,
          0.5796249371911197,
          0.5915313674474509,
          0.5752659775200679,
          0.5346129693010955,
          0.4780842517869485,
          0.41532651983158164,
          0.35423094107896563,
          0.29993208063105076,
          0.25532165037637156,
          0.22215799971918873,
          0.2019608551281733,
          0.19609289275167746,
          0.20506074391305523,
          0.2281135153362482,
          0.2638133503692515,
          0.31063053794138484,
          0.3666603299279261,
          0.42862452893655845,
          0.4908135497260392,
          0.544818025296363,
          0.580936009107489,
          0.5913719775540195,
          0.573674267852466,
          0.5319475566055923,
          0.4748565509235647,
          0.4120128010307772,
          0.3511705808543584,
          0.29732443194847247,
          0.25327752045230806,
          0.2207583626009358,
          0.20128519492636154,
          0.19619649400778214,
          0.20593411828675182,
          0.22969050827321155,
          0.2660139740122612,
          0.3133705454116289,
          0.36981174043270076,
          0.43195482929986134,
          0.49394359049112163,
          0.5472479348643856,
          0.5821746325710098,
          0.5911330311396125,
          0.572014892126145,
          0.529239399513352,
          0.47161340903111193,
          0.40870530869867655,
          0.348130120363979,
          0.2947441670206311,
          0.25126534352653335,
          0.21939487454819082,
          0.20064960083448846,
          0.19634149534299292,
          0.20684646954015223,
          0.23130229779511322,
          0.2682452332423871,
          0.31613604678763974,
          0.3729795398531047,
          0.4352853738998292,
          0.4970499064979621,
          0.5496264624043953,
          0.5833399784803913,
          0.5908146940706532,
          0.5702889244084736,
          0.5264899674243888,
          0.46835615183390666,
          0.40540495886904043,
          0.3451100810527683,
          0.29219157024946857,
          0.24928533605171027,
          0.21806776183994472,
          0.20005423094217184,
          0.19652785649086155,
          0.20779759692066535,
          0.23294866072508702,
          0.2705069025531965,
          0.31892669178269667,
          0.37616307539350463,
          0.43861508509036196,
          0.5001310706934888,
          0.551952213503883,
          0.5844312632160746,
          0.5904171870956659,
          0.5684974744896982,
          0.5237007339848507,
          0.4650860872526238,
          0.4021126445297496,
          0.34211096737506186,
          0.28966691862965577,
          0.24733771428378898,
          0.21677725045493204,
          0.19949923545685283,
          0.19675552590309484,
          0.2087872953920284,
          0.23462937475842358,
          0.27279875383168134,
          0.32174211865001234,
          0.37936167387964465,
          0.44194286253506304,
          0.5031856454748568,
          0.5542238111583844,
          0.5854477498202308,
          0.589940785498131,
          0.5666416863176256,
          0.5208731755493194,
          0.46180450472216195,
          0.3988292357334541,
          0.3391332672700663,
          0.2871704822333134,
          0.24542269449650336,
          0.2155235658098452,
          0.19898475628257875,
          0.19702444091448595,
          0.20981535607409507,
          0.23634421849037818,
          0.27512055598151913,
          0.3245819536657565,
          0.3825746414031818,
          0.44526758342532824,
          0.5062121838176741,
          0.5564398974789544,
          0.5863887491132991,
          0.5893858186643801,
          0.5647227364008026,
          0.5180087696758409,
          0.4585126745589386,
          0.39555557973843036,
          0.33617745264552423,
          0.2847025246873391,
          0.24354049317418092,
          0.21430693247381882,
          0.19851092661401024,
          0.19733452794207484,
          0.21088156667249097,
          0.23809297141776192,
          0.27747207453211853,
          0.3274458106124036,
          0.385801262985174,
          0.44858810274088573,
          0.509209230451492,
          0.558599135402356,
          0.5872536207440339,
          0.5887526695677263,
          0.5627418321840632,
          0.5151089936559203,
          0.4552118473772102,
          0.3922925011783433,
          0.33324397986862336,
          0.28226330364259156,
          0.24169132718222383,
          0.21312757386011102,
          0.19807787054826284,
          0.1976857027171217,
          0.2119857118960515,
          0.2398754139146011,
          0.279853071234182,
          0.330333290263207,
          0.389040802259617,
          0.4519032535538345,
          0.5121753230815944,
          0.5607002104002956,
          0.5880417741702694,
          0.5880417741702703,
          0.5607002104002966,
          0.512175323081599,
          0.4519032535538385,
          0.3890408022596211,
          0.33033329026320946,
          0.2798530712341853,
          0.2398754139146033,
          0.21198571189605298,
          0.19768570271712207,
          0.19807787054826217,
          0.21312757386010991,
          0.24169132718222155,
          0.2822633036425896,
          0.3332439798686196,
          0.39229250117833814,
          0.4552118473772057,
          0.5151089936559167,
          0.562741832184059,
          0.5887526695677253,
          0.5872536207440335,
          0.5585991354023597,
          0.5092092304514937,
          0.4485881027408855,
          0.38580126298517997,
          0.3274458106124057,
          0.27747207453212136,
          0.2380929714177631,
          0.21088156667249186,
          0.19733452794207504,
          0.1985109266140096,
          0.2143069324738184,
          0.24354049317417775,
          0.28470252468733664,
          0.3361774526455212,
          0.3955555797384286,
          0.4585126745589368,
          0.5180087696758418,
          0.5647227364007966,
          0.5893858186643804,
          0.5863887491133007,
          0.5564398974789597,
          0.5062121838176782,
          0.4452675834253329,
          0.38257464140318653,
          0.32458195366575915,
          0.2751205559815225,
          0.23634421849037945,
          0.20981535607409654,
          0.19702444091448632,
          0.19898475628257806,
          0.21552356580984391,
          0.24542269449650125,
          0.2871704822333119,
          0.3391332672700622,
          0.39882923573345175,
          0.46180450472216134,
          0.5208731755493157,
          0.5666416863176239,
          0.5899407854981297,
          0.5854477498202324,
          0.5542238111583827,
          0.5031856454748582,
          0.44194286253506776,
          0.37936167387964503,
          0.3217421186500142,
          0.272798753831683,
          0.23462937475842652,
          0.20878729539202978,
          0.19675552590309497,
          0.19949923545685191,
          0.2167772504549303,
          0.247337714283786,
          0.28966691862965366,
          0.34211096737505997,
          0.40211264452974466,
          0.4650860872526213,
          0.5237007339848511,
          0.5684974744896948,
          0.5904171870956656,
          0.5844312632160745,
          0.5519522135038863,
          0.5001310706934923,
          0.43861508509036407,
          0.37616307539351057,
          0.31892669178269895,
          0.27050690255319876,
          0.23294866072508896,
          0.20779759692066727,
          0.1965278564908617,
          0.2000542309421714,
          0.21806776183994306,
          0.24928533605170713,
          0.2921915702494662,
          0.3451100810527661,
          0.40540495886903843,
          0.46835615183389984,
          0.5264899674243868,
          0.570288924408474,
          0.5908146940706522,
          0.5833399784803934,
          0.5496264624043934,
          0.497049906497968,
          0.4352853738998336,
          0.37297953985310756,
          0.31613604678764173,
          0.2682452332423891,
          0.23130229779511513,
          0.2068464695401532,
          0.1963414953429929,
          0.20064960083448768,
          0.21939487454818943,
          0.25126534352653074,
          0.2947441670206293,
          0.34813012036397556,
          0.40870530869867244,
          0.4716134090311102,
          0.529239399513348,
          0.5720148921261416,
          0.5911330311396124,
          0.5821746325710122,
          0.5472479348643895,
          0.49394359049112213,
          0.43195482929986656,
          0.3698117404327052,
          0.3133705454116303,
          0.2660139740122632,
          0.22969050827321294,
          0.20593411828675318,
          0.1961964940077822,
          0.20128519492636113,
          0.2207583626009339,
          0.25327752045230534,
          0.2973244319484682,
          0.35117058085435615,
          0.41201280103077126,
          0.47485655092355916,
          0.5319475566055905,
          0.5736742678524659,
          0.5913719775540192,
          0.5809360091074891,
          0.5448180252963698,
          0.4908135497260438,
          0.428624528936561,
          0.36666032992793124,
          0.3106305379413887,
          0.2638133503692529,
          0.22811351533624968,
          0.2050607439130559,
          0.19609289275167766,
          0.20196085512817274,
          0.2221579997191878,
          0.2553216503763694,
          0.2999320806310462,
          0.35423094107896275,
          0.41532651983157876,
          0.47808425178694713,
          0.5346129693010899,
          0.5752659775200664,
          0.5915313674474509,
          0.579624937191123,
          0.5423381438196035,
          0.4876611996259007,
          0.42529552758900485,
          0.36352594112896325,
          0.30791636372004066,
          0.26164358557494916,
          0.22657154297900375,
          0.20422654244025967,
          0.1960307204297551,
          0.20267641590190943,
          0.22359355956096194,
          0.25739751641387804,
          0.3025668207678047,
          0.3573106621359324,
          0.41864552594229404,
          0.48129516882524254,
          0.5372341740140206,
          0.5767889843144043,
          0.5916110900967938,
          0.5782422901645607,
          0.5398097145685186,
          0.48448794295270176,
          0.4219688570327354,
          0.360409187210297,
          0.3052283516623422,
          0.25950490099206686,
          0.22506481593337038,
          0.20343170470482042,
          0.19600999439252695,
          0.20965152248941876,
          0.2362594036123177,
          0.2751471327446413,
          0.32481400297074664,
          0.3831631495957853,
          0.4462719419758922,
          0.5073666196356614,
          0.5571094914707926,
          0.5859159654539188,
          0.5875564040683341,
          0.5618926819624934,
          0.5148672775969143,
          0.4557455258794942,
          0.39357329410291514,
          0.33501194172492904,
          0.2841137634666672,
          0.24322746556595257,
          0.2140656974954597,
          0.19827253383191434,
          0.19711692552079998,
          0.21072143246960998,
          0.2380128884316578,
          0.27750640326196263,
          0.32769273896190615,
          0.3864120583858943,
          0.4496106668740292,
          0.5103562974853721,
          0.5592228224331738,
          0.5867094992788731,
          0.586857394572239,
          0.5598768248387266,
          0.511971561273686,
          0.45247902707177495,
          0.39035556695824625,
          0.33211626703541175,
          0.2816961826582282,
          0.24138593802917913,
          0.2128871513181123,
          0.1978396916547145,
          0.19747029402444632,
          0.2118293327018855,
          0.23980014305168,
          0.27989542298433506,
          0.3305955541644516,
          0.3896740812513537,
          0.45294324206493247,
          0.5133131317318383,
          0.5612760815166723,
          0.5874257853032028,
          0.5860817634255167,
          0.5578022626614282,
          0.5090438904127138,
          0.44920586852425337,
          0.3871492254575882,
          0.3292426324435281,
          0.27930672575405935,
          0.23957711244610874,
          0.211745941901677,
          0.1974478118668293,
          0.1978647637049501,
          0.2129750031669077,
          0.24162095471305112,
          0.2823139623527171,
          0.3335220375984793,
          0.3929484260711505,
          0.4562684140679269,
          0.5162356165154568,
          0.563268021437654,
          0.5880643765346076,
          0.5852300694931423,
          0.5556702791485982,
          0.5060857097383052,
          0.44592720294744986,
          0.3839549968134162,
          0.3263914426748804,
          0.2769456485995496,
          0.2378012283944268,
          0.21064230671130382,
          0.19709700566755692,
          0.19830022756718851,
          0.21415822190358513,
          0.24347511193054386,
          0.2847617871944429,
          0.3364717629144861,
          0.39623427656011295,
          0.45958490784187955,
          0.5191222449677484,
          0.5651974250519219,
          0.5886248780014187,
          0.5843029207499724,
          0.5534821812523456,
          0.5030984573920458,
          0.44264416119916333,
          0.38077358743254797,
          0.3235630902803962,
          0.27461320360304925,
          0.2360585263300715,
          0.20957648050748778,
          0.19678737354199088,
          0.19877656856893627,
          0.2153787654035065,
          0.2453624043895042,
          0.28723865822887745,
          0.3394442878091971,
          0.39953079203324215,
          0.46289142740830974,
          0.5219715107295464,
          0.5670631069241708,
          0.58910694728811,
          0.5833009733826269,
          0.5512392974800813,
          0.5000835636717229,
          0.43935785199091526,
          0.3776056832642957,
          0.32075795614050745,
          0.27230964010858316,
          0.2343492476149476,
          0.20854869494191197,
          0.19651900497688335,
          0.19929365999276127,
          0.21663640898542574,
          0.24728262281589553,
          0.28974433056006277,
          0.34243915344721815,
          0.40283710720353305,
          0.4661866565281463,
          0.5247819094995768,
          0.5688639148672265,
          0.5895102949966461,
          0.582224930824946,
          0.5489429762085897,
          0.4970424498169766,
          0.4360693616409927,
          0.37445195016746946,
          0.3179764099680786,
          0.2700352047558036,
          0.23267363452097553,
          0.20755917813881464,
          0.1962919782070796,
          0.19985136584122543,
          0.21793092714834464,
          0.24923555882041426,
          0.2922785531571669,
          0.34545588388972975,
          0.4061523320148083,
          0.46946925943220696,
          0.5275519406107924,
          0.5705987314478909,
          0.589834685132589,
          0.5810755427291266,
          0.5465945839946521,
          0.4939765268430773,
          0.4327797538728852,
          0.3713130342948174,
          0.31521881080937236,
          0.2677901418265913,
          0.2310319302100934,
          0.20660815426364829,
          0.19610635999435092,
          0.20044954125287937,
          0.21926209390191065,
          0.2512210047172249,
          0.2948410683235977,
          0.34849398553152133,
          0.4094755515111102,
          0.4727378816054346,
          0.5302801086316955,
          0.5722664754562161,
          0.5900799354151104,
          0.5798536038747392,
          0.5441955038858525,
          0.4908871944240458,
          0.4294900696578335,
          0.3681895624935694,
          0.3124855075423449,
          0.26557469357771535,
          0.22942437868990143,
          0.20569584308096328,
          0.1959622054402457,
          0.2010880329364397,
          0.22062968307297096,
          0.25323875331787743,
          0.2974316111556225,
          0.35155294654762725,
          0.4128058257441531,
          0.4759911506246363,
          0.5329649249897915,
          0.573866103335221,
          0.5902459175101303,
          0.5785599530180117,
          0.5417471337351583,
          0.4877758398261444,
          0.42620132710017933,
          0.3650821427207358,
          0.30977683937160205,
          0.26338910055894343,
          0.22785122474469546,
          0.20482245950356223,
          0.1958595578343566,
          0.20176667962047073,
          0.22203346858728557,
          0.25528859770103157,
          0.3000499089913769,
          0.35463223635093044,
          0.41614218972029904,
          0.47922767704949293,
          0.5356049096142329,
          0.5753966105679879,
          0.5903325571860254,
          0.5771954716839124,
          0.5392508845228162,
          0.4846438368926295,
          0.42291452136409635,
          0.3619913644718908,
          0.30709313631937557,
          0.26123360191600276,
          0.2263127138416979,
          0.20398821313510332,
          0.19579844853916464,
          0.20248531251583707,
          0.22347322472553446,
          0.2573703309586083,
          0.3026956808511294,
          0.35773130506206685,
          0.4194836533885202,
          0.48244605536634194,
          0.5381985925945787,
          0.5768570330193291,
          0.5903398343914948,
          0.5757610829036892,
          0.5367081786890303,
          0.4814925450804576,
          0.41963062464035683,
          0.3589177992221986,
          0.30443471971185815,
          0.2591084356777925,
          0.22480909201238936,
          0.20319330780845754,
          0.19577889691236883,
          0.20324375578816709,
          0.2249487263528758,
          0.2594837459190342,
          0.30536863686972143,
          0.3608495829930261,
          0.4228292016706992,
          0.4856448649840973,
          0.5407445158525749,
          0.5782464482290907,
          0.5902677832552701,
          0.5742577499006721,
          0.5341204484808246,
          0.4783233085494671,
          0.41635058615153386,
          0.3558620008784382,
          0.30180190266031165,
          0.2570138390272037,
          0.22334060570890518,
          0.20243794112220248,
          0.19580091026734622,
          0.2040418270375703,
          0.22645974912148045,
          0.261628634848273,
          0.30806847772206436,
          0.36398648014586477,
          0.4261777945356704,
          0.48882267128160317,
          0.543241234823777,
          0.5795639766545972,
          0.5901164920075801,
          0.5726864747272975,
          0.5314891343163847,
          0.4751374553044561,
          0.4130753321943017,
          0.3528245062409175,
          0.2991949905363065,
          0.25495004855497355,
          0.22190750163557169,
          0.20172230397775473,
          0.19586448387212335,
          0.2048793377828551,
          0.22800606964555042,
          0.26380478912932037,
          0.31079489404268257,
          0.36714138572797095,
          0.42952836711824643,
          0.49197802670544877,
          0.5456873201457385,
          0.5808087828593376,
          0.589886102823527,
          0.5710482968563438,
          0.5288156831700584,
          0.47193629639026047,
          0.40980576621716464,
          0.34980583547409944,
          0.2966142814405007,
          0.2529173004959071,
          0.22051002655574847,
          0.20104658011970508,
          0.19596960098696029,
          0.20575609394755107,
          0.229587465648461,
          0.2660119989208948,
          0.3135475658401891,
          0.3703136676853453,
          0.43287982988449425,
          0.49510947191715904,
          0.5480813593494941,
          0.5819800766457152,
          0.5895768115883835,
          0.5693442917296354,
          0.5261015469811521,
          0.46872112514004727,
          0.4065427689321859,
          0.34680649258484514,
          0.294060066664432,
          0.2509158309468914,
          0.21914842707424992,
          0.20041094568196416,
          0.19611623294038022,
          0.20667189634506833,
          0.23120371608181345,
          0.2682500527960595,
          0.3163261619077135,
          0.37350267225538786,
          0.43623106884439733,
          0.49821553698861165,
          0.5504219585509343,
          0.5830771141292147,
          0.5891888675854846,
          0.5675755692673704,
          0.5233481810894256,
          0.4654932164765499,
          0.4032871984591409,
          0.34382696590727396,
          0.29153263114463546,
          0.24894587606606766,
          0.21782294939574007,
          0.19981556874239792,
          0.1963043392431925,
          0.20762654116043222,
          0.23285460121620796,
          0.27051873736151205,
          0.31913033923026757,
          0.3767077235407065,
          0.43958094581299123,
          0.5012947426441834,
          0.5527077441388728,
          0.5840991987518457,
          0.5887225731069927,
          0.5657432723415524,
          0.5205570427001883,
          0.46225382626615713,
          0.40003989050045885,
          0.3408677285931951,
          0.28903225390861553,
          0.2470076722525338,
          0.21653383905960605,
          0.19926060888862016,
          0.19653386773980364,
          0.20861982042609317,
          0.2345399027037549,
          0.2728178368582799,
          0.3219597423900474,
          0.3799281231054573,
          0.4429282987210098,
          0.5043456015481488,
          0.5549373644561685,
          0.5850456822327761,
          0.5881782829885258,
          0.5638485752168486,
          0.517729589381614,
          0.45900419072543314,
          0.39680165854557153,
          0.33792923910710965,
          0.286559208512053,
          0.24510145630603083,
          0.21528134065194787,
          0.19874621679762544,
          0.1968047547958313,
          0.20965152248941815,
          0.24856959748406066,
          0.2916155169552973,
          0.3447957394431885,
          0.4054786664071433,
          0.4687029022725462,
          0.5263966463626836,
          0.5685141319589598,
          0.5864086201054363,
          0.5764941683769702,
          0.541588063859113,
          0.4893291699844985,
          0.42900324352009495,
          0.36862566214887876,
          0.3135981506855839,
          0.2670100066794527,
          0.23073754756799555,
          0.20643808072511535,
          0.19581209181179404,
          0.19995782704182957,
          0.21863657244157994,
          0.2505545489270635,
          0.2941784318341431,
          0.34783365229514235,
          0.4088001285418316,
          0.4719610316539892,
          0.5290905704434851,
          0.5701178354062839,
          0.5865822022935819,
          0.5752289017128763,
          0.5391900023781409,
          0.4862757287536972,
          0.42576772157552506,
          0.3655608463725781,
          0.31091627846156045,
          0.26482959211182133,
          0.22914501743242333,
          0.2055240110224487,
          0.19565781901261675,
          0.200586940295471,
          0.21999991731659546,
          0.2525719249565537,
          0.2967693590050185,
          0.35089238653707655,
          0.41212845078812455,
          0.47520296066122436,
          0.5317395273501339,
          0.5716522105286485,
          0.5866771586487353,
          0.5738941295249708,
          0.5367448693440845,
          0.4832016285797714,
          0.42253369436279437,
          0.3625119823303273,
          0.3082583712813331,
          0.26267800974045125,
          0.22758586389932084,
          0.20464818874988236,
          0.1955448866506986,
          0.20125642599220425,
          0.2213997306683071,
          0.25462150903348724,
          0.2993880222992453,
          0.3539714104254699,
          0.41546264777113934,
          0.47842725330600067,
          0.5343420176363276,
          0.5731163227236251,
          0.5866935235667419,
          0.5724907736291905,
          0.5342540414561259,
          0.4801081955376352,
          0.41930212003058864,
          0.3594796270756817,
          0.3056247334868433,
          0.260555489417044,
          0.22606034274491665,
          0.20381084841392658,
          0.1954733524031697,
          0.20196612672222022,
          0.22283578159775302,
          0.2567030847498111,
          0.3020341376310359,
          0.35707017254053697,
          0.4188017074662361,
          0.48163245705864755,
          0.536896555725774,
          0.574509282274499,
          0.5866313843048746,
          0.5710197924507449,
          0.5317189046742282,
          0.47699674175199214,
          0.41607393418089395,
          0.3564643198109893,
          0.30301566135986774,
          0.25846226091160984,
          0.22456871126383185,
          0.20301221923548696,
          0.19544326150874278,
          0.20271587702346064,
          0.22430783920465844,
          0.2588164355847534,
          0.30470741241802235,
          0.3601881012006808,
          0.4221445912016033,
          0.4848171040134632,
          0.5394016717866105,
          0.5758302454652023,
          0.5864908806417757,
          0.5694821797288522,
          0.5291408527648821,
          0.4738685645384971,
          0.41285004984580087,
          0.3534665823497597,
          0.3004314436334943,
          0.2563985541904632,
          0.22311122811064107,
          0.20225252464820231,
          0.19545464667760912,
          0.2035055038610342,
          0.22581567282864184,
          0.2609613446375194,
          0.3074075449915851,
          0.36332460389050536,
          0.42549023371185707,
          0.4879797121158971,
          0.5418559136042593,
          0.5770784156223817,
          0.586272204468972,
          0.5678789631926796,
          0.5265212858614187,
          0.47072494558941885,
          0.40963135750164753,
          0.3504869195912618,
          0.2978723619972492,
          0.25436459967575864,
          0.2216881531156491,
          0.20153198179586077,
          0.19550752804105262,
          0.20433482711427212,
          0.2273590522635903,
          0.2631375943369564,
          0.31013422399785245,
          0.3664790667040882,
          0.42883754324444984,
          0.4911187864500815,
          0.544257848447983,
          0.5782530440828798,
          0.5859755993157778,
          0.5662112032106715,
          0.5238616090411271,
          0.4675671502043682,
          0.4064187251193371,
          0.3475258200061281,
          0.2953386915951321,
          0.2523606284859807,
          0.22029974707503674,
          0.20085080103146566,
          0.19560191314111774,
          0.20520366006864102,
          0.2289377479447335,
          0.26534496612881375,
          0.3128871277903052,
          0.3696508538053368,
          0.43218540172066783,
          0.4942328205850338,
          0.5466060649265191,
          0.5793534310851243,
          0.5856013598093601,
          0.564479991415522,
          0.5211632309213368,
          0.46439642656654956,
          0.4032129982495952,
          0.3445837561317303,
          0.2928307015158702,
          0.2503868726567934,
          0.2189462715156391,
          0.20020918542060187,
          0.19573779696038596,
          0.20611180990977054,
          0.23055153110803225,
          0.2675832401411989,
          0.31566592381490177,
          0.372839306907228,
          0.4355326649528396,
          0.49732029797761695,
          0.5488991748280244,
          0.5803789265831908,
          0.5851498310719815,
          0.5626864493069987,
          0.5184275622765948,
          0.46121400506485827,
          0.4000150001419163,
          0.34166118507617427,
          0.290348655274682,
          0.24844356534166787,
          0.21762798843471692,
          0.19960733025180505,
          0.19591516199163486,
          0.20705907821691336,
          0.23220017392163364,
          0.269852194828865,
          0.3184702679887368,
          0.37604374477183855,
          0.4388781629193553,
          0.5003796934300812,
          0.5511358149397713,
          0.5813289309825848,
          0.5846214080572855,
          0.5608317268348847,
          0.5156560146790315,
          0.4580210976620529,
          0.3968255318959017,
          0.3387585490297281,
          0.28789281128588295,
          0.24653094099173056,
          0.21634516001520587,
          0.19904542255666927,
          0.19613397834687465,
          0.20804526145324,
          0.23388344958922302,
          0.27215160659698073,
          0.3212998040732184,
          0.3792634627330504,
          0.4422207000989314,
          0.5034094745997947,
          0.5533146488429588,
          0.5822028957969642,
          0.5840165348277229,
          0.5589170009643231,
          0.5128499991639287,
          0.454818897309087,
          0.3936453726436859,
          0.3358762757826256,
          0.28546342332566893,
          0.24464923551424772,
          0.21509804831705617,
          0.19852364064244904,
          0.19639420390498247,
          0.20907015145045071,
          0.23560113242520425,
          0.2744812494050019,
          0.32415416304283234,
          0.38249773224393285,
          0.4455590558654145,
          0.5064081035585088,
          0.5554343686781243,
          0.583000324225353,
          0.5833357037750448,
          0.5569434742257703,
          0.51001092492245,
          0.45160857740562044,
          0.3904752797620758,
          0.333014779248056,
          0.28306074098440764,
          0.24279868640922742,
          0.21388691494537138,
          0.19804215363989394,
          0.1966957844968871,
          0.21013353588531425,
          0.2373529979017334,
          0.2768408943513551,
          0.32703296245059926,
          0.38574580045072965,
          0.4488919849443922,
          0.5093740383982911,
          0.5574936968767846,
          0.5837207716495943,
          0.582579454786147,
          0.5549123732518807,
          0.5071401980234566,
          0.44839129130655414,
          0.38731598911310283,
          0.33017445998938966,
          0.28068501010782393,
          0.24097953288357932,
          0.21271202069624784,
          0.19760112106903308,
          0.19703865412701024,
          0.21123519874584185,
          0.2391388226676847,
          0.27923030923957004,
          0.32993580579132914,
          0.38900688979555115,
          0.4522182179325615,
          0.5123057348810579,
          0.559491387854976,
          0.5843638460519718,
          0.5817483743560692,
          0.5528249473036874,
          0.5042392201661654,
          0.44516817187435226,
          0.38416821531153184,
          0.3273557057505081,
          0.2783364732264205,
          0.23919201594232756,
          0.21157362518127923,
          0.19720069242556765,
          0.19742273522941378,
          0.2123749207849396,
          0.24095838453974217,
          0.2816492581265399,
          0.3328622818638774,
          0.3922801976497461,
          0.45553646188083596,
          0.5152016481283563,
          0.5614262296645325,
          0.5849292083532471,
          0.5808430946506012,
          0.5506824667881892,
          0.5013093874654692,
          0.44194033107687924,
          0.38103265201804826,
          0.324558891988311,
          0.27601536997249526,
          0.23743637845643026,
          0.21047198643190843,
          0.19684100679044855,
          0.19784793895689862,
          0.21355247995952376,
          0.24281146246581406,
          0.28409750085365437,
          0.3358119641336414,
          0.39556489598004013,
          0.458845400941848,
          0.518060234347927,
          0.5632970455981646,
          0.5854165726714081,
          0.579864292520346,
          0.5484862217699245,
          0.49835208927146696,
          0.4387088596302185,
          0.3779099722566387,
          0.3217843824064095,
          0.2737219374841711,
          0.23571286520667034,
          0.2094073604849019,
          0.19652219246512348,
          0.19831416550107697,
          0.21476765185321917,
          0.24469783646109658,
          0.28657479256143137,
          0.3387844100965507,
          0.39886013104954915,
          0.46214369708241276,
          0.5208799525933122,
          0.5651026957444351,
          0.5858257065018952,
          0.5788126884685377,
          0.5462375204785745,
          0.4953687070248801,
          0.4354748266860362,
          0.374800828754856,
          0.3190325294890133,
          0.27145641079579746,
          0.23402172290326742,
          0.20838000095037965,
          0.1962443666347939,
          0.19882130444126495,
          0.21602021008089833,
          0.24661728751710643,
          0.2890808831884599,
          0.3417791606458579,
          0.4021650231556928,
          0.4654299908613124,
          0.5236592665526657,
          0.5668420784890347,
          0.5861564308198256,
          0.5776890455748295,
          0.5439376878151883,
          0.49236061314969354,
          0.43223927956278513,
          0.37170585430558845,
          0.316303675034204,
          0.26921902321408936,
          0.23236320018078652,
          0.2073901585640177,
          0.19600763506189164,
          0.19936923511987192,
          0.21730992667348625,
          0.24856959748405935,
          0.3086660227360996,
          0.36473029153011355,
          0.4266905630821672,
          0.4883938508935827,
          0.5406791733417355,
          0.5734992836124468,
          0.5800011535869904,
          0.5595542188175657,
          0.5174275160905472,
          0.4620752381570777,
          0.40215137466459344,
          0.34448805636272295,
          0.2934546511343048,
          0.25149013895776706,
          0.22015948893449375,
          0.20100160243042065,
          0.19558390391117966,
          0.20474619533765007,
          0.2280327626203022,
          0.26411323575322665,
          0.31140587963391164,
          0.367884603376568,
          0.43001310735886406,
          0.4914708364171959,
          0.5429729824506357,
          0.5745321735311647,
          0.5795723197071894,
          0.5578114758740821,
          0.514764477001468,
          0.4589654562394587,
          0.3990115117285215,
          0.3416089246671712,
          0.2910044084038588,
          0.2495634210164256,
          0.21883330479280877,
          0.2003617670142434,
          0.19570099943425268,
          0.20562903910426703,
          0.22962610057571403,
          0.26633736879506015,
          0.31417152050740826,
          0.3710552377545265,
          0.4333345611281415,
          0.49452048085611916,
          0.5452107190279251,
          0.5754900280374903,
          0.5790678375188854,
          0.5560090750205873,
          0.5120661331395879,
          0.4558446458744163,
          0.3958793199865428,
          0.33874907213205974,
          0.2885797296512228,
          0.24766634567229648,
          0.21754104562947593,
          0.19976037520019227,
          0.19585884889762423,
          0.20655105055405096,
          0.2312546800785676,
          0.26859239538535956,
          0.3169625849186512,
          0.37424150515327265,
          0.4366537439151768,
          0.4975412404851935,
          0.5473910305309427,
          0.576372327388503,
          0.5784881922845124,
          0.5541481706081303,
          0.5093338279160294,
          0.4527139608729347,
          0.3927555829030971,
          0.33590893692030177,
          0.2861808570963644,
          0.2457991204535639,
          0.21628295677528617,
          0.19919762989025516,
          0.19605746531704452,
          0.2075120580933338,
          0.2329182758075735,
          0.27087807505057476,
          0.3197787006631333,
          0.37744269290221416,
          0.4399694492231374,
          0.5005315646083677,
          0.5495125943708005,
          0.577178605981112,
          0.5778339157441652,
          0.5522299386780587,
          0.5065689027387649,
          0.4495745381171266,
          0.3896410635907273,
          0.3330889425828115,
          0.28380802748948547,
          0.24396195425282963,
          0.21505928468955868,
          0.1986737272206321,
          0.1962968499238078,
          0.20851188403324009,
          0.2346166621123735,
          0.2731941644805188,
          0.3226194831601521,
          0.3806580646824265,
          0.4432804449029544,
          0.5034898972375927,
          0.5515741198143683,
          0.5779084527304104,
          0.5771055850314702,
          0.5502555755862997,
          0.5037726959680426,
          0.446427497089875,
          0.3865365049271406,
          0.3302894985086968,
          0.28146147257415655,
          0.24215505752643493,
          0.21387027669756717,
          0.1981888560904124,
          0.1965769922258413,
          0.2095503450171237,
          0.23634961310396252,
          0.2755404171699471,
          0.3254845348369372,
          0.3838868600626065,
          0.44658547358954714,
          0.5064146788265066,
          0.5535743498420311,
          0.5785615113498036,
          0.5763038215463171,
          0.5482262966352832,
          0.5009465418974375,
          0.44327393943776117,
          0.38344262969772763,
          0.32751100038380826,
          0.27914141954313104,
          0.24037864247295254,
          0.21271618070396553,
          0.19774319770077856,
          0.19689787010444307,
          0.21062725244408917,
          0.23811690271954064,
          0.27791658304066996,
          0.32837344450757205,
          0.3871282940616393,
          0.449883253205986,
          0.5093043480554099,
          0.5555120629556883,
          0.5791374805337556,
          0.5754292897881595,
          0.5461433347150051,
          0.4980917697611473,
          0.44011494856731365,
          0.3803601407627463,
          0.32475383065675123,
          0.2768480914860952,
          0.23863292319022808,
          0.2115972448829202,
          0.19733692510730977,
          0.19725944994579117,
          0.21174241288640008,
          0.23991830476173398,
          0.28032240804476105,
          0.33128578674786174,
          0.390381556740076,
          0.4531724775369652,
          0.5121573436637537,
          0.5573860749316101,
          0.5796361140443608,
          0.5744826961534825,
          0.5440079389545213,
          0.49520970276817916,
          0.4369515892745305,
          0.3772897212483498,
          0.3220183590114571,
          0.2745817078285904,
          0.23691811581038172,
          0.21051371734577953,
          0.19697020278793403,
          0.19766168680610977,
          0.2128956284986611,
          0.24175359291218404,
          0.282757633749405,
          0.33422112126729436,
          0.39364581282278727,
          0.45645181687272257,
          0.5149721063260784,
          0.5591952405130227,
          0.5800572207032609,
          0.5734647877009901,
          0.5418213733852715,
          0.4923016571640236,
          0.4337849074075809,
          0.37423203476060385,
          0.3193049428454277,
          0.2723424847613793,
          0.23523443861218746,
          0.20946584578724944,
          0.1966431862290218,
          0.19810452460915978,
          0.21408669741677708,
          0.24362254071957318,
          0.28522199690397765,
          0.33717899227933995,
          0.39692020135517353,
          0.4597199187244076,
          0.5177470805670681,
          0.56093845503748,
          0.5804006642907659,
          0.5723763508879548,
          0.5395849156173278,
          0.489368941320411,
          0.4306159295625607,
          0.37118772562165264,
          0.3166139277527782,
          0.2701306356594968,
          0.23358211211030339,
          0.2084538771111844,
          0.19635602153204307,
          0.19858789637451663,
          0.21531541414481545,
          0.24552492156222258,
          0.28771522898993734,
          0.340158927871389,
          0.40020383539526533,
          0.46297540861162284,
          0.5204807167111615,
          0.5626146559943561,
          0.5806663633543255,
          0.5712182102810437,
          0.5372998555297883,
          0.48641285485374663,
          0.4274456628121049,
          0.3681574191271263,
          0.31394564801121766,
          0.26794637149028955,
          0.2319613591208401,
          0.2074780570372225,
          0.19610884504312048,
          0.19911172447490558,
          0.21658156992800365,
          0.24746050858542448,
          0.2902370557541375,
          0.34316043937563195,
          0.4034958017441101,
          0.46621689092273993,
          0.5231714728617963,
          0.5642228245081015,
          0.58085429092875,
          0.5699912272448625,
          0.5349674939762974,
          0.4834346877727162,
          0.42427509446661466,
          0.3651417218239433,
          0.31130042707208366,
          0.2657899012096467,
          0.23037240480279728,
          0.20653862968965986,
          0.1959017830076783,
          0.1996759209206923,
          0.21788495311024594,
          0.24942907461376249,
          0.29278719672619175,
          0.346183020742372,
          0.40679516071686583,
          0.46944294984820994,
          0.5258178169053876,
          0.5657619867431413,
          0.5809644741708725,
          0.5686962986113154,
          0.5325891415068513,
          0.48043571965562204,
          0.42110519186783085,
          0.36214122180755415,
          0.3086785780526219,
          0.2636614321457637,
          0.22881547667495888,
          0.20563583717006634,
          0.19573495125227472,
          0.20028038766948067,
          0.21922534947464717,
          0.25143039203868006,
          0.29536536472051905,
          0.34922614791718193,
          0.4101009459569466,
          0.47265215038701947,
          0.5284182285346035,
          0.5672312152267551,
          0.5809969939115314,
          0.5673343553326954,
          0.5301661171066302,
          0.4774172188579878,
          0.41793690221437557,
          0.35915648903772474,
          0.30608040422961974,
          0.2615611703696496,
          0.22729080460786405,
          0.2047699191153004,
          0.1956084548955161,
          0.20092501695862514,
          0.22060254256567177,
          0.2534642326815951,
          0.297971265323769,
          0.35228927822345785,
          0.41341216429565253,
          0.4758430394260379,
          0.5309712012856767,
          0.5686296300864446,
          0.5809519841279485,
          0.5659063611214314,
          0.5276997469530323,
          0.4743804417507584,
          0.41477115241893553,
          0.35618807567198574,
          0.303506199533616,
          0.2594893210516996,
          0.22579862079052573,
          0.20394111224273087,
          0.19552238808980568,
          0.20160969165836753,
          0.22201631399170765,
          0.255530367632929,
          0.3006045963682706,
          0.35537184975203856,
          0.4167277956596689,
          0.4790141468917487,
          0.5334752445840519,
          0.5699564001988463,
          0.580829631339823,
          0.5644133110790449,
          0.5251913631915456,
          0.4713266319897415,
          0.4116088489965675,
          0.35323651641573606,
          0.30095624904281687,
          0.25744608880359887,
          0.22433915967166496,
          0.20314964988454243,
          0.1954768337954579,
          0.20233428564320727,
          0.22346644370691715,
          0.2576285670674097,
          0.303265047392272,
          0.35847328075945667,
          0.4200467930287486,
          0.48216398697371426,
          0.5359288857926696,
          0.5712107442474686,
          0.5806301739324954,
          0.5628562303170647,
          0.5226423027314337,
          0.468257019816461,
          0.4084508779837568,
          0.35030232888814666,
          0.2984308294759287,
          0.2554316780048178,
          0.2229126578752558,
          0.20239576151320074,
          0.19547186358851926,
          0.20309866417904557,
          0.224952710271385,
          0.259758600036045,
          0.3059522990876855,
          0.3615929690766932,
          0.42336808244585883,
          0.48529105941861184,
          0.5383306722571239,
          0.5723919316870215,
          0.5803539014107635,
          0.5612361725720962,
          0.5200539060620764,
          0.4651728213910165,
          0.40529810488759127,
          0.3473860140028819,
          0.2959302096831301,
          0.25344629311304184,
          0.2215193540902519,
          0.20167967226021055,
          0.1955075375033981,
          0.20390268432361566,
          0.22647489108871155,
          0.26192023423520217,
          0.3086660227360979,
          0.3841897857839984,
          0.4461805871664781,
          0.5046227711393295,
          0.5496549146008353,
          0.5720693671825102,
          0.5675102328802406,
          0.5381742438463354,
          0.4909561278135335,
          0.4343296243093491,
          0.3759820177234798,
          0.3216285798297012,
          0.27485516592678416,
          0.23770008571459644,
          0.21153236134781642,
          0.19769108621415665,
          0.19743109644460036,
          0.2112881447334589,
          0.23873125377972568,
          0.27850414463473044,
          0.3289172358407518,
          0.38740766885636463,
          0.4494237982266696,
          0.507418236893414,
          0.5514636294984301,
          0.5725098891600858,
          0.5665381613806718,
          0.5360623298302786,
          0.488136693590428,
          0.4312421344975183,
          0.37298181814787873,
          0.3189548965188917,
          0.2726465484928361,
          0.23603769335470848,
          0.21048439540770558,
          0.19732981602166605,
          0.1978086957953116,
          0.21240265019108168,
          0.24053007717344743,
          0.2809093764266526,
          0.33182334936279845,
          0.3906360580966853,
          0.4526565146930191,
          0.5101749030785874,
          0.553207376103089,
          0.572873936556517,
          0.5654971389590827,
          0.5339017844366629,
          0.48529265404816724,
          0.42815135442586405,
          0.36999385506635196,
          0.3163029492621712,
          0.2704649350399306,
          0.23440590420954016,
          0.20947077721769164,
          0.1970064987110201,
          0.1982256689239968,
          0.2135548002434425,
          0.2423629124757566,
          0.2833439785568542,
          0.33475181653338354,
          0.3938740813865056,
          0.455877381997907,
          0.512891223662346,
          0.5548850929633931,
          0.5731614496670661,
          0.564387998816798,
          0.5316938510458501,
          0.4824252389634419,
          0.4250582587966771,
          0.36701876979851844,
          0.3136730991453772,
          0.2683105347756208,
          0.2328049035568593,
          0.20849171370321593,
          0.19672128244737994,
          0.19868199937096337,
          0.21474443628423318,
          0.24422954184322507,
          0.2858076637192635,
          0.3377021440242849,
          0.39712084122592756,
          0.45908502395783973,
          0.5155656595303589,
          0.5564957630760359,
          0.5733724239706026,
          0.5632116086343242,
          0.5294397813244552,
          0.4795356691662439,
          0.42196380540443196,
          0.3640571866433002,
          0.3110656957226261,
          0.26618355282963596,
          0.2312348777471953,
          0.20754741168232868,
          0.19647430868955412,
          0.19917766135453163,
          0.215971394848254,
          0.24612974520675576,
          0.2883001381351896,
          0.3406738221509331,
          0.40037541445282354,
          0.46227804363722835,
          0.5181966805412938,
          0.5580384153734667,
          0.5735069096448241,
          0.5619688691066531,
          0.5271408340627842,
          0.4766251559040546,
          0.41886893494673233,
          0.3611097130555664,
          0.3084810773950813,
          0.2640841906216506,
          0.22969601432638312,
          0.20663807760091474,
          0.19626571185870614,
          0.19971261988142716,
          0.21723550787727158,
          0.24806330022699907,
          0.2908211011453169,
          0.34366632428137617,
          0.40363685200128474,
          0.4654550242885899,
          0.5207827676082134,
          0.5595121261229317,
          0.5735650109890338,
          0.5606607124721662,
          0.5247982740408665,
          0.47369490023126165,
          0.4157745708570771,
          0.3581769398381819,
          0.3059195717946779,
          0.26201264622208864,
          0.2281885021390927,
          0.20576391725089296,
          0.1960956190216648,
          0.20028683087970164,
          0.21853660297748803,
          0.25002998222924483,
          0.29337024478563917,
          0.3466791062461386,
          0.40690417870186674,
          0.46861453036941236,
          0.5233224148007656,
          0.5609160202326652,
          0.5735468857583186,
          0.5592881010388209,
          0.5224133709233182,
          0.4707460924236005,
          0.41268161915924173,
          0.35525944134899373,
          0.3033814961722096,
          0.25996911470530254,
          0.22671253141288145,
          0.20492513547240274,
          0.19596414959056527,
          0.20090024135297718,
          0.21987450366727962,
          0.25202956411779875,
          0.2959472533478221,
          0.3497116057505214,
          0.41017639312627974,
          0.4717551086357172,
          0.525814131462268,
          0.5622492724614032,
          0.5734527444131678,
          0.557852025711053,
          0.5199873981831448,
          0.467779911417305,
          0.40959096834305614,
          0.3523577757222535,
          0.3008671577891789,
          0.25795378849445355,
          0.22526829382232164,
          0.20412193584109106,
          0.1958714150404589,
          0.20155278955468323,
          0.2212490296139338,
          0.2540618162698589,
          0.29855180292449923,
          0.3527632417909111,
          0.4134524674790996,
          0.47487528931196143,
          0.5282564443354747,
          0.5635111085278333,
          0.5732828492888659,
          0.5563535045206817,
          0.5175216320545437,
          0.46479752427285537,
          0.4065034892613589,
          0.34947248510396606,
          0.29837685431279887,
          0.2559668576974224,
          0.2238559825328191,
          0.2033545203417198,
          0.19581751864642188,
          0.20224440518084916,
          0.22265999685820054,
          0.25612650640894646,
          0.3011835609400385,
          0.3558334140768,
          0.41673134753908647,
          0.47797358733671064,
          0.5306478996907762,
          0.5647008061170085,
          0.5730375136891236,
          0.5547935811648025,
          0.5150173505146798,
          0.4618000856630129,
          0.40342003504787594,
          0.3466040959006615,
          0.295910874213555,
          0.25400851043308115,
          0.2224757922237676,
          0.20262308902941858,
          0.19580255524157683,
          0.20297500957991593,
          0.22410721802556335,
          0.2582233994580025,
          0.3038421856673763,
          0.3589215024602532,
          0.4200119526526923,
          0.481048503683129,
          0.5329870654503116,
          0.5658176957812809,
          0.5727171009085801,
          0.5531733235535043,
          0.5124758322943263,
          0.45878873738502135,
          0.40034144105579283,
          0.3437531190410603,
          0.2934694971647,
          0.25207893314725544,
          0.2211279190907641,
          0.2019278396800037,
          0.1958266109973059,
          0.2037445159779415,
          0.2255905025232176,
          0.26035225737225015,
          0.3065273257315018,
          0.3620268663746619,
          0.42329317578219156,
          0.4840985267530343,
          0.5352725333015576,
          0.5668611617335872,
          0.5723220231889894,
          0.5514938223699991,
          0.5098983559172576,
          0.4557646078967181,
          0.39726852481670716,
          0.3409200502500977,
          0.29105299444310145,
          0.2501783109176897,
          0.21981256082661332,
          0.20126896743087852,
          0.19588976322679194,
          0.20455282971752528,
          0.2271096567218248,
          0.2625128389519982,
          0.3092386196002875,
          0.3651488442846951,
          0.42657388361099835,
          0.4871221338429657,
          0.537502920793634,
          0.5678306425317559,
          0.5718527406138517,
          0.5497561896455148,
          0.5072861987682074,
          0.4527288118764833,
          0.39420208601969803,
          0.3381053703347875,
          0.2886616293307905,
          0.24830682774736582,
          0.218529916580981,
          0.20064666441412163,
          0.19599208021286912,
          0.2053998485086962,
          0.22866448412122384,
          0.264704899635541,
          0.311975695063356,
          0.3682867531494185,
          0.42985291670845466,
          0.4901177926802559,
          0.5396768734098137,
          0.5687256316525015,
          0.5713097599465357,
          0.5479615573511418,
          0.5046406361891189,
          0.4496824498067091,
          0.3911429065102347,
          0.33530954548134895,
          0.2862956575166014,
          0.24646466684547888,
          0.21728018689855294,
          0.20006111938344476,
          0.1961336210610022,
          0.20628546268999878,
          0.23025478549930978,
          0.26692819127235806,
          0.31473816869970256,
          0.37143988790068383,
          0.43312908975640463,
          0.4930839630268947,
          0.5417930666095508,
          0.5695456779547584,
          0.5706936334166911,
          0.5461110760085452,
          0.5019629406035476,
          0.4466266075808055,
          0.3880917503085098,
          0.3325330275630849,
          0.2839553274973201,
          0.24465201089542443,
          0.2160635736356828,
          0.1995125173367731,
          0.19631443557804035,
          0.20720955549796177,
          0.2318803590434415,
          0.26918246187684325,
          0.3175256453349212,
          0.374607520938863,
          0.4364011918398188,
          0.49601909834856817,
          0.5438502078333373,
          0.570290386032092,
          0.5700049574600201,
          0.5442059133213165,
          0.4992543806687984,
          0.4435623561334227,
          0.3850493636469991,
          0.3297762544583957,
          0.2816408809776475,
          0.2428690423091221,
          0.2148802798555575,
          0.1990010391362787,
          0.1965345641772196,
          0.20817200334313432,
          0.23354100046375306,
          0.27146745536281186,
          0.3203377174888515,
          0.37778890164819706,
          0.4396679868034016,
          0.4989216475458513,
          0.5458470384640449,
          0.5709594164545596,
          0.5692443714162344,
          0.5422472528284844,
          0.4965162204556805,
          0.44049075109382646,
          0.382016475026735,
          0.3270396503784451,
          0.2793525532684068,
          0.24111594346701823,
          0.21373050970198684,
          0.19852686112772988,
          0.19679403780970448,
          0.2091726760908922,
          0.2352365030878529,
          0.2737829112590231,
          0.32317396481455907,
          0.3809832559339948,
          0.442928213676294,
          0.5017900567442165,
          0.5477823357381713,
          0.5715524859009429,
          0.5684125561900837,
          0.5402362925815691,
          0.4937497186554101,
          0.43741283246231244,
          0.3789937952920815,
          0.32432362620382077,
          0.2770905736823291,
          0.23939289694315297,
          0.21261446825204267,
          0.19809015476106698,
          0.1970928779227762,
          0.21021143734517989,
          0.23696665793648447,
          0.27612856440604383,
          0.32603395352962355,
          0.38418978578399615,
          0.4632872179167311,
          0.5167566464848734,
          0.5530918786402613,
          0.5647328740989273,
          0.5501751744998141,
          0.5139322551891551,
          0.4636097688301459,
          0.4071039882363234,
          0.35107788277039637,
          0.30036399151430543,
          0.2580021342025661,
          0.22575813284904572,
          0.20481940357274536,
          0.19625188962667822,
          0.20093104057108868,
          0.2191366309031853,
          0.2503584647823422,
          0.29340561536296433,
          0.3463426580765292,
          0.4058854211551796,
          0.4663656637480453,
          0.5191809410962261,
          0.554362910320627,
          0.5646021467427083,
          0.54874898048374,
          0.5115631634699511,
          0.46072473666521985,
          0.4040927847592559,
          0.34824263877192657,
          0.29790653809008993,
          0.2560411477226362,
          0.22436478037138835,
          0.20405097689737284,
          0.19616221610828996,
          0.20155316138821888,
          0.22046314484382815,
          0.25234252019746795,
          0.2959666030304657,
          0.34934930988099694,
          0.4091082633876977,
          0.4694232897193517,
          0.5215557664673129,
          0.5555632840651652,
          0.5643976860740297,
          0.5472630450891421,
          0.5091562575761146,
          0.45782397665652547,
          0.40108418997658246,
          0.3454230934563369,
          0.29547283968261046,
          0.2541085026367766,
          0.22300290962590033,
          0.20331700411170656,
          0.19610948092233935,
          0.20221292512561267,
          0.2218257327553656,
          0.25435926574827494,
          0.2985549277405422,
          0.3523741971363497,
          0.4123333911377087,
          0.4724586228372936,
          0.5238796976529544,
          0.556692337837919,
          0.5641198675488808,
          0.5457184100014597,
          0.5067127445362862,
          0.45490856840506183,
          0.3980790287342691,
          0.34261978734856946,
          0.2930632064282791,
          0.25220438378201004,
          0.2216726765968584,
          0.20261763821498593,
          0.196093775955316,
          0.20291030370313531,
          0.22322425770623183,
          0.2564084767305362,
          0.30117022737343885,
          0.3554166798497051,
          0.4155597221782796,
          0.47547017676100717,
          0.5261513327403544,
          0.5577494639274326,
          0.5637691147592722,
          0.5441161367665704,
          0.5042338300384847,
          0.4519795802914018,
          0.3950781108749338,
          0.3398332468529922,
          0.2906779390412563,
          0.2503289724504691,
          0.22037423729797953,
          0.20195303095557574,
          0.1961151877205947,
          0.20364526250480963,
          0.22465857799375122,
          0.2584899232590333,
          0.30381212939858154,
          0.35847609835924044,
          0.41878614885125,
          0.4784564532012758,
          0.5283692950217894,
          0.5587341096463351,
          0.5633458981772014,
          0.542457305352127,
          0.5017207176782894,
          0.4490380691540758,
          0.392082231168907,
          0.33706398442157237,
          0.2883173291225208,
          0.24848244666568411,
          0.21910774783548936,
          0.20132333263748717,
          0.19617379718284314,
          0.20441776043950666,
          0.2261285472160346,
          0.26060337012049456,
          0.3064802504613229,
          0.36155177283169515,
          0.4220115381506203,
          0.4814159433960251,
          0.5305322351480928,
          0.5596457779100608,
          0.5628507338406886,
          0.5407430127390461,
          0.4991746082388648,
          0.44608507998288816,
          0.3890921692582757,
          0.33431249873286,
          0.2859816594718856,
          0.24666498145185328,
          0.2178733644564301,
          0.200728691918446,
          0.19626967959330727,
          0.2052277500103713,
          0.2276340143362037,
          0.2627485766124692,
          0.3091741959574144,
          0.364643002768775,
          0.4252347318638659,
          0.48434712966031135,
          0.5326388332555022,
          0.5604840276937442,
          0.5622841819879221,
          0.5389743715452076,
          0.4965966990017408,
          0.4431216456267739,
          0.38610868961395917,
          0.3315792748814862,
          0.28367120440246957,
          0.24487674909557,
          0.2166712435820623,
          0.20016925560042212,
          0.1964029043366571,
          0.20607517739213382,
          0.22917482373832757,
          0.264925296368037,
          0.3118935595956814,
          0.3677490665244863,
          0.428454546773836,
          0.48724848700864465,
          0.5346878010585006,
          0.5612484743670099,
          0.5616468456455391,
          0.5371525086830391,
          0.49398818308718,
          0.4401487865158321,
          0.3831325415057684,
          0.3288647845778563,
          0.28138623005711283,
          0.24311791939948824,
          0.21550154182624456,
          0.19964516841357183,
          0.19657353478998865,
          0.20695998251543182,
          0.23075081527448457,
          0.26713327716626556,
          0.3146379229493935,
          0.3708692208354837,
          0.43166977492376396,
          0.4901184848470227,
          0.53667788390122,
          0.5619387899068203,
          0.5609393691770956,
          0.5352785640524813,
          0.49135024882305794,
          0.43716751039724294,
          0.3801644589855395,
          0.3261694863577092,
          0.2791269947262233,
          0.24138865992740915,
          0.21436441599872752,
          0.1991565727945979,
          0.19678162819449543,
          0.2078820991572293,
          0.2323618243024147,
          0.26937226072833736,
          0.31740685499687654,
          0.37400270036662503,
          0.4348791839478578,
          0.4929555887316869,
          0.5386078627601439,
          0.5625547029892372,
          0.5601624367976338,
          0.5333536892704864,
          0.4886840791410681,
          0.4341788120848113,
          0.377205160883251,
          0.32349382580119945,
          0.2768937491665452,
          0.23968913624028865,
          0.2132600230933489,
          0.19870360866055983,
          0.19702723554023296,
          0.20884145503640023,
          0.23400768171325326,
          0.271641982499294,
          0.32019991165202294,
          0.37714871727402466,
          0.43808151746976604,
          0.49575826219123886,
          0.5404765561909081,
          0.5630959989613663,
          0.5593167710602678,
          0.531379046437972,
          0.48599085099916123,
          0.4311836732219086,
          0.37425535081615896,
          0.320838235761146,
          0.27468673692033335,
          0.23801951212265557,
          0.2121885202611622,
          0.19828641317921267,
          0.19731040146430343,
          0.2098379719135334,
          0.23568821394885897,
          0.27394217141536076,
          0.3230166352853582,
          0.38030646078793395,
          0.44127549557110507,
          0.49852496860824136,
          0.5422828222121914,
          0.5635625196954841,
          0.5584031313203428,
          0.5293558069449592,
          0.4832717348291248,
          0.4281830620576641,
          0.37131571721086964,
          0.31820313660006083,
          0.2725061946344012,
          0.2363799497989736,
          0.21115006476858011,
          0.1979051205369563,
          0.19763116416270016,
          0.210871565693997,
          0.23740324300833263,
          0.2762725496568123,
          0.3258565542364614,
          0.3834750968179348,
          0.444459815332048,
          0.5012541731562513,
          0.5440255601199405,
          0.5639541633275877,
          0.557422312182955,
          0.5272851503142495,
          0.4805278940081946,
          0.42517793323625497,
          0.368386933338355,
          0.3155889364355706,
          0.2703523523785381,
          0.23477061013944087,
          0.21014481394068485,
          0.19755986170552495,
          0.19798955531594814,
          0.21194214653331214,
          0.23915258644327805,
          0.2786328323864241,
          0.3287191823185385,
          0.3866537675829648,
          0.4476331514457916,
          0.5039443447876121,
          0.5457037122252965,
          0.5642708838833774,
          0.5563751419389139,
          0.5251682630840055,
          0.47776048435371443,
          0.4221692275991578,
          0.36546965736175463,
          0.31299603139385995,
          0.26822543396274645,
          0.23319165285476917,
          0.20917292508989327,
          0.19725076420853177,
          0.19838560002858285,
          0.21304961894388463,
          0.24093605734148033,
          0.28102272747346146,
          0.3316040183160838,
          0.38984159126870777,
          0.45079415690854946,
          0.5065939582670921,
          0.5473162655100667,
          0.5645126907950214,
          0.5552624809945397,
          0.5230063377291434,
          0.4749706536397961,
          0.41915787200037113,
          0.362564532396981,
          0.31042480587065563,
          0.2661256572527964,
          0.23164323667951564,
          0.20823455543023958,
          0.1969779518890096,
          0.1988193167824244,
          0.21419388190212474,
          0.24275346429861885,
          0.28344193520332067,
          0.33451054547660486,
          0.3930376617150908,
          0.45394146378641625,
          0.5092014962461587,
          0.5488622531938311,
          0.5646796483123384,
          0.554085220300061,
          0.5208005716215007,
          0.4721595411350616,
          0.4161447791344412,
          0.3596721865859223,
          0.30787563279942276,
          0.264053234483529,
          0.23012551954348637,
          0.20732986197759284,
          0.19674154467907465,
          0.19929071740348964,
          0.2153748289550659,
          0.24460461137771475,
          0.2858901479728291,
          0.3374382309975227,
          0.39624104813652905,
          0.4570736840603093,
          0.5117654513721068,
          0.5503407562071218,
          0.564771874812814,
          0.5528442797812642,
          0.5185521660284084,
          0.4693282771605392,
          0.4131308473773848,
          0.3567932331821686,
          0.30534887392623444,
          0.26200837256942827,
          0.22863865873082959,
          0.20645900143618123,
          0.19654165837283016,
          0.19979980704231495,
          0.21659234832553237,
          0.24648929805605502,
          0.28836704997131335,
          0.3403865255093385,
          0.3994507948777106,
          0.46018941054984497,
          0.5142843284262687,
          0.5517509045655343,
          0.56478954201481,
          0.5515406067788969,
          0.5162623251492073,
          0.4664779826668923,
          0.41011696064037595,
          0.35392827064914856,
          0.30284488009097055,
          0.25999127341186995,
          0.22718281102640467,
          0.20562213007188096,
          0.1963784044036165,
          0.2003465841673611,
          0.21784632301498436,
          0.2484073191592589,
          0.29087231684759135,
          0.34335486255639763,
          0.40266592120769684,
          0.46328721791672894,
          0.5244829417314487,
          0.5512831500227843,
          0.5525677528679765,
          0.5295488954272578,
          0.4883344670881487,
          0.4365291252122513,
          0.38113135181116914,
          0.32785490947249285,
          0.2809124170886128,
          0.24301427680701257,
          0.215712692646344,
          0.19995157046129042,
          0.19645725254710594,
          0.20575780256700438,
          0.2279784388104113,
          0.2626599899147711,
          0.30857844909423787,
          0.3633759684162401,
          0.4228844357493622,
          0.4803355531794899,
          0.5264680413252433,
          0.5520047806723025,
          0.5519235172121565,
          0.5277678274338461,
          0.48580611750692,
          0.43364704491123235,
          0.378230953265856,
          0.3251965182505782,
          0.2786746937539725,
          0.2413032835974026,
          0.21458853132701722,
          0.19945609252584176,
          0.19662456599953754,
          0.20660648165460507,
          0.22950015902416077,
          0.2648115026994289,
          0.31126845449427226,
          0.36643751171270017,
          0.4260317110998056,
          0.4831337343614427,
          0.5283950407670331,
          0.5526537727402517,
          0.5512114605296358,
          0.5259371901398301,
          0.48324971926040367,
          0.430756249044258,
          0.37533750452576076,
          0.32255652411344443,
          0.27646258536961554,
          0.23962193741371957,
          0.21349648789427314,
          0.19899472960761666,
          0.19682747215523375,
          0.2074910642459278,
          0.23105644968650932,
          0.26699414658868875,
          0.31398301248260674,
          0.3695119436175449,
          0.42917272812713464,
          0.4858991476476876,
          0.5302627559649057,
          0.5532298973958476,
          0.5504323032250298,
          0.5240581083155637,
          0.4806663673100992,
          0.4278576593154713,
          0.3724517169203769,
          0.3199354079899903,
          0.2742763700048068,
          0.2379703935107381,
          0.2124366748103495,
          0.19856757731930777,
          0.19706602202484907,
          0.2084115241747779,
          0.23264718803428552,
          0.26920766642159893,
          0.3167216572793053,
          0.3725984609217807,
          0.4323062485523175,
          0.4886302938925597,
          0.5320700403590172,
          0.5537329830843449,
          0.5495868021102603,
          0.522131713054371,
          0.4780571492767189,
          0.42495218709337484,
          0.36957428992340197,
          0.31733363888017774,
          0.2721163169837304,
          0.2363488031965212,
          0.2114092036021392,
          0.19817472989322443,
          0.19734026320856166,
          0.20936783066300568,
          0.23427224551835676,
          0.2714517983511574,
          0.3194839088406521,
          0.3756962388826424,
          0.4354310122642005,
          0.4913256739634452,
          0.5338157868564251,
          0.5541629153406274,
          0.5486757486777085,
          0.5201591405958312,
          0.47542314513263567,
          0.42204073332788494,
          0.36670591108804595,
          0.3147516739397991,
          0.269982687126396,
          0.23475731406307532,
          0.21041418492261352,
          0.19781628008493735,
          0.1976502398045483,
          0.21035994827637325,
          0.23593148770496672,
          0.27372626962331903,
          0.3222692724880682,
          0.37880443090813926,
          0.43854573780497985,
          0.49398379060697045,
          0.5354989296997381,
          0.5545196364753648,
          0.5476999673584007,
          0.5181415312043008,
          0.47276542692144985,
          0.419124188468165,
          0.36384725598660916,
          0.312189958575331,
          0.2678757329939357,
          0.23319607021113758,
          0.20945172860169478,
          0.19749231907285836,
          0.19799599232096043,
          0.21138783688026053,
          0.23762477417187663,
          0.27603079834827116,
          0.32507723853090215,
          0.3819221682605432,
          0.4416491229235179,
          0.49660315037156244,
          0.5371184462621634,
          0.5548031451364497,
          0.5466603137718464,
          0.516080028102842,
          0.47008505850258675,
          0.4162034323808943,
          0.3609989881548436,
          0.30964892654888077,
          0.26579569913777273,
          0.23166521246864158,
          0.20852194368664417,
          0.19720293635430206,
          0.19837755759147963,
          0.21245145159487058,
          0.2393519583991501,
          0.27836509326386744,
          0.32790728188363744,
          0.3850485597811281,
          0.4447398451985745,
          0.4991822655819812,
          0.5386733587618303,
          0.5550134957490572,
          0.5455576729739787,
          0.5139757764623939,
          0.4673830953188091,
          0.41327933426858926,
          0.3581617590415726,
          0.3071290000931198,
          0.2637428223521206,
          0.23016487860240165,
          0.2076249384720579,
          0.1969482196385737,
          0.19879496869449553,
          0.21355074274958127,
          0.24111288765443606,
          0.28072885349110166,
          0.33075886167810675,
          0.3881826916385254,
          0.44781656273376536,
          0.5017196563609776,
          0.5401627358885259,
          0.5551507978381475,
          0.5443929577092914,
          0.5118299224458335,
          0.4646605841846433,
          0.41035275258785864,
          0.3553362079640629,
          0.30463059003617626,
          0.26171733192927477,
          0.2286952035225949,
          0.20676082051960423,
          0.19672825473762873,
          0.19924825487590517,
          0.21468565583611515,
          0.24290740287260112,
          0.2831217682815373,
          0.3336314208713846,
          0.39132362710311425,
          0.4508779149258984,
          0.5042138526928577,
          0.5415856943363303,
          0.5552152152378012,
          0.5431671066730974,
          0.5096436123062118,
          0.46191856309374835,
          0.4074245349673781,
          0.35252296206961553,
          0.30215409593629566,
          0.2597194499171462,
          0.2272563194796296,
          0.20592969666766964,
          0.19654312545484592,
          0.19973744147549932,
          0.21585613146018598,
          0.24473533852956827,
          0.2855435167565976,
          0.3365243858501106,
          0.39447040635001085,
          0.4539225233081211,
          0.5066633965233357,
          0.5429414002360649,
          0.5552069651922396,
          0.5418810827894108,
          0.507417991538352,
          0.4591580610433269,
          0.40449551812557133,
          0.34972263630382633,
          0.2996999062261472,
          0.25774939137848346,
          0.22584835625301333,
          0.20513167303111265,
          0.19639291347244528,
          0.20026254985685732,
          0.21706210529129977,
          0.2465965225102301,
          0.287993767638619,
          0.3394371660320824,
          0.39762204629320647,
          0.4569489924690019,
          0.5090668438896986,
          0.5442290704818,
          0.5551263173538156,
          0.5405358715097751,
          0.5051542040825534,
          0.4563800978738211,
          0.40156652778802676,
          0.3469358333859702,
          0.2972683983665459,
          0.2558073646512197,
          0.22447144133185187,
          0.20436685499137286,
          0.19627769823806637,
          0.20082359734065117,
          0.21830350801039541,
          0.2484907759702944,
          0.290472178973664,
          0.3423691534660091,
          0.4007775404535444,
          0.45995591104849276,
          0.5114227670749598,
          0.5454479739463002,
          0.554973592683709,
          0.5391324791378054,
          0.5028533915793015,
          0.45358568412207967,
          0.3986383786046948,
          0.3441631437919144,
          0.2948599390093996,
          0.2538935716093746,
          0.22312570008664684,
          0.20363534717719103,
          0.19619755685101667,
          0.20142059714120236,
          0.21958026525501978,
          0.25041791319194195,
          0.29297839784597157,
          0.3453197224305082,
          0.40393585886317196,
          0.46294185281140365,
          0.5137297567793635,
          0.546597432580637,
          0.554749162261287,
          0.5376719311840481,
          0.5005166926732755,
          0.45077582088648144,
          0.3957118740670841,
          0.3414051457449235,
          0.2924748841695631,
          0.25200820792397205,
          0.2218112559320641,
          0.20293725343624952,
          0.1961525639486705,
          0.20205355830613397,
          0.22089229756173237,
          0.25237774143317154,
          0.2955120600841158,
          0.3482882290333361,
          0.4070959480092614,
          0.46590537779859376,
          0.5159864243023246,
          0.5476768223938099,
          0.5544534460085725,
          0.5361552707553414,
          0.4981452423652146,
          0.4479514997023777,
          0.3927878064256056,
          0.3386624052148028,
          0.29011357940537136,
          0.25015146332336424,
          0.22052823048039458,
          0.20227267679807867,
          0.19614279159348336,
          0.2027224856588999,
          0.22223952030548202,
          0.2543700607706585,
          0.29807278995880077,
          0.3512740108121783,
          0.4102567308196998,
          0.46884503355600066,
          0.518191403727597,
          0.548685574308871,
          0.554086911336413,
          0.5345835569822958,
          0.49574017140976756,
          0.44511370242650367,
          0.38986695660736836,
          0.3359354759256063,
          0.28777636000747203,
          0.2483235218524607,
          0.2192767436854272,
          0.20164171942857387,
          0.19616830916106048,
          0.20342737974397324,
          0.2236218436356561,
          0.2563946639360742,
          0.3006601998723587,
          0.3542763863381826,
          0.41341710669361165,
          0.47175935644101713,
          0.5203433541042962,
          0.5496231748924365,
          0.553650071719165,
          0.5329578634884766,
          0.4933026057574249,
          0.44226340112899576,
          0.3869500941347208,
          0.3332248993723151,
          0.28546355119563405,
          0.24652456213023538,
          0.21805691397652635,
          0.2010444825765343,
          0.19622918322968858,
          0.2041682367744346,
          0.22503917240856372,
          0.25845133614566623,
          0.3032738900400515,
          0.3572946548236809,
          0.41657595157936,
          0.474646873005573,
          0.5224409616161829,
          0.5504891669553768,
          0.5531434852048431,
          0.5312792769041541,
          0.49083366603866424,
          0.43940155799177744,
          0.38403797704490295,
          0.33053120484667325,
          0.28317546832318696,
          0.2447547576050248,
          0.2168688583826751,
          0.2004810665126372,
          0.19632547747171336,
          0.2049450485816865,
          0.22649140611610943,
          0.26053985492300374,
          0.305913448163174,
          0.3603280957356249,
          0.4197321181029376,
          0.4775061014547491,
          0.5244829417314472,
          0.5450557056677146,
          0.5369531526872999,
          0.5071377705916509,
          0.4625676727877393,
          0.41043572977893483,
          0.3568030880058129,
          0.3065575371815551,
          0.2634478700137131,
          0.22998106486909722,
          0.20754163037001114,
          0.19680201809072648,
          0.19813518600873614,
          0.21178577510481741,
          0.23778135621073598,
          0.27565052481241203,
          0.3239846464871355,
          0.3798610903148139,
          0.438168768830649,
          0.4911907646128286,
          0.5295186750815386,
          0.5452506091492144,
          0.5358725287941688,
          0.5050936391405877,
          0.4599539565547103,
          0.40760291069122423,
          0.3540363139509454,
          0.30408338036070154,
          0.26142970432727836,
          0.22851705872258826,
          0.20668071571200938,
          0.19656855613256508,
          0.1985450425346887,
          0.21284755198910485,
          0.23948589016160787,
          0.27795151775775534,
          0.32677166440399036,
          0.3829256186779784,
          0.4411698155591965,
          0.49365741458896917,
          0.5309603264336978,
          0.5453743794997976,
          0.5347318577980834,
          0.5030097815796313,
          0.45732056850855796,
          0.40476698660395116,
          0.35127980692215394,
          0.30162973931002,
          0.25943878753846394,
          0.22708389195218148,
          0.20585233420104326,
          0.19636860185314864,
          0.1989890900417867,
          0.21394361470023515,
          0.2412234045636053,
          0.28028154583470455,
          0.3295795135728743,
          0.38599657799736564,
          0.4441553659375318,
          0.4960816376821618,
          0.5323371783347308,
          0.5454271877985861,
          0.5335320822297605,
          0.500887315724177,
          0.4546684709115906,
          0.40192873596406636,
          0.34853418790407137,
          0.29919705768705057,
          0.2574753785428187,
          0.22568168855579063,
          0.2050565476610962,
          0.1962021984478154,
          0.19946735333543023,
          0.21507393856793416,
          0.24299377017138646,
          0.28264029928663265,
          0.3324076081086119,
          0.3890730041403677,
          0.4471240753188261,
          0.4984620300681221,
          0.5336484259029197,
          0.5454092581705938,
          0.5322741682200413,
          0.4987273559275993,
          0.45199861556449383,
          0.3990889286590127,
          0.3458000693049727,
          0.2967857691486854,
          0.255539727440251,
          0.22431056752300585,
          0.2042934162474768,
          0.19606938847185632,
          0.19997985561498716,
          0.21623849498989542,
          0.2447968502989105,
          0.2850274563872947,
          0.33525534460580997,
          0.39215391121619547,
          0.45007458415539836,
          0.5007972016762673,
          0.5348933132142808,
          0.5453208668596385,
          0.530959103689431,
          0.49653101223754975,
          0.4493119438241454,
          0.3962483261028979,
          0.3430780548765283,
          0.29439629732692585,
          0.2536320756918152,
          0.2229706430488814,
          0.2035629985629852,
          0.195970213831523,
          0.20052661838278693,
          0.2174372512751111,
          0.24663250060600264,
          0.2874426831727138,
          0.33812210183603103,
          0.3952382915372447,
          0.4530055189324149,
          0.5030857781934442,
          0.5360711345490616,
          0.5451623411964046,
          0.5295878965576188,
          0.4942993896148437,
          0.4466093866425659,
          0.39340768131350456,
          0.3403687396296841,
          0.2920290558135964,
          0.25175265628400056,
          0.2216620247456123,
          0.20286535176700235,
          0.19590471576965143,
          0.20110766134954267,
          0.2186701704838925,
          0.24850056888223537,
          0.2898856331698542,
          0.34100724044732755,
          0.3983251156121587,
          0.45591549316940944,
          0.5053264030887893,
          0.5371812355329101,
          0.5449340584668825,
          0.5281615729784702,
          0.49203358721390167,
          0.4438918646245552,
          0.39056773897968405,
          0.3376727097475,
          0.28968444815435335,
          0.24990169390010458,
          0.22038481785165231,
          0.20220053167746926,
          0.19587293484605178,
          0.2017230023362265,
          0.2199372112645975,
          0.25040089482813793,
          0.29235594712208224,
          0.34391010266696637,
          0.4014133321728342,
          0.4588031084901491,
          0.507517739653793,
          0.5382230141679529,
          0.5446364446868242,
          0.5266811756056325,
          0.48973469772351974,
          0.4411602881015993,
          0.38772923551873234,
          0.3349905424956996,
          0.2873628678522561,
          0.24807940509820597,
          0.21913912343782618,
          0.20156859286573675,
          0.19587491091280954,
          0.20237265717242106,
          0.22123832768710938,
          0.2523333098337242,
          0.29485325271143237,
          0.34683001200824215,
          0.40450186823763923,
          0.4616669557611417,
          0.5096584730513063,
          0.539195921749469,
          0.5442699732881967,
          0.5251477618935619,
          0.4874038067664613,
          0.4384155572197804,
          0.3848928991235038,
          0.3323228061318066,
          0.28506469838114357,
          0.2462859984953015,
          0.217925038610033,
          0.20096958874429247,
          0.19591068308464155,
          0.20305663959116482,
          0.2225734690730925,
          0.25429763675434763,
          0.29737716427771194,
          0.34976627298237195,
          0.4075896292131414,
          0.464505616298695,
          0.5117473123670003,
          0.5400994636643827,
          0.5438351637239265,
          0.5235624024384075,
          0.4850419923562424,
          0.43565856203940606,
          0.382059449799095,
          0.32967005981363373,
          0.28279031320898823,
          0.2445216749570768,
          0.21674265670813048,
          0.2004035716473851,
          0.19598028970444462,
          0.20377496112030183,
          0.22394257982306762,
          0.2562936896838586,
          0.299927282534489,
          0.3527181708165315,
          0.41067549903665884,
          0.467317663144285,
          0.5137829926565767,
          0.5409332000683228,
          0.5433325799975152,
          0.5219261793628281,
          0.482650324409241,
          0.4328901826442686,
          0.37922959938901557,
          0.3270328535079531,
          0.28054007583136514,
          0.24278662779283622,
          0.21559206750063195,
          0.19987059290458645,
          0.1960837683041704,
          0.20452763097034912,
          0.22534559924033548,
          0.25832127372505465,
          0.3025031942820513,
          0.35568497117913817,
          0.413758340361956,
          0.47010166240754964,
          0.5157642769817776,
          0.541696746438565,
          0.5427628291242802,
          0.5202401847484329,
          0.4802298643102015,
          0.4301112892583866,
          0.37640405159092555,
          0.3244117279001708,
          0.2783143398151302,
          0.2410810429550511,
          0.2144733573748573,
          0.19937070290734654,
          0.19622115556115222,
          0.20531465591888642,
          0.22678246135180613,
          0.2603801847573926,
          0.30510447211742475,
          0.3586659199136893,
          0.4168369947903566,
          0.4728561746760044,
          0.5176899584281558,
          0.542389774000745,
          0.542126559531219,
          0.5185055191191957,
          0.47778166452891846,
          0.42732274236839646,
          0.37358350196197254,
          0.32180721430575265,
          0.27611344885233313,
          0.23940509924302808,
          0.21338660952219618,
          0.1989039511686123,
          0.1963924872500062,
          0.2061360401914825,
          0.22825309472575378,
          0.26247020920194786,
          0.30773067414160266,
          0.36166024278234454,
          0.4199102831496612,
          0.4755797564900944,
          0.5195588620974547,
          0.543012010027867,
          0.5414244594025678,
          0.5167232899786885,
          0.47530676828590396,
          0.42452539284960605,
          0.3707686379140279,
          0.319219834584231,
          0.27393773682434536,
          0.2377589685101324,
          0.21233190411819156,
          0.1984703863755946,
          0.19659779819022025,
          0.20699178533914953,
          0.22975742228656165,
          0.26459112378355926,
          0.3103813436641576,
          0.3646671452207798,
          0.4229770058229607,
          0.4782709618820513,
          0.5213698470671984,
          0.5435632380106786,
          0.5406572549782115,
          0.5148946104037752,
          0.47280620926473593,
          0.42172008209407397,
          0.3679601386990195,
          0.31665010105649993,
          0.2717875278762017,
          0.23614281587406388,
          0.21130931849712406,
          0.19807005643578224,
          0.19683712218953373,
          0.2078818901123507,
          0.2312953611264778,
          0.26674269529016537,
          0.3130560089053787,
          0.36768581210567186,
          0.4260359431297411,
          0.4809283439764016,
          0.5231218083103656,
          0.5440432976991724,
          0.5398257088122123,
          0.5130205976968841,
          0.47028101136852085,
          0.41890764213903275,
          0.3651586753847768,
          0.31409851642614917,
          0.26966313650098356,
          0.2345567999296203,
          0.21031892732087018,
          0.19770300851630432,
          0.19711049198320862,
          0.2088063503315444,
          0.23286682231443917,
          0.2689246803292428,
          0.31575418269628247,
          0.37071540753643395,
          0.42908585576124664,
          0.48355045664991486,
          0.5248136785676689,
          0.5444520850155317,
          0.5389306179985827,
          0.5111023720986742,
          0.4677321885181233,
          0.41608889579408836,
          0.3623649108217965,
          0.31156557370552873,
          0.26756486763416854,
          0.2330010729634159,
          0.20936080274175317,
          0.19736928907677118,
          0.1974179391692861,
          0.20976515875429638,
          0.2344717107019953,
          0.2711368250813328,
          0.31847536217668265,
          0.37375507463288277,
          0.4321254852722557,
          0.48613585624802663,
          0.5264444301653377,
          0.544789551839498,
          0.5379728123715535,
          0.5091410555624705,
          0.46516074448952793,
          0.4132646567658975,
          0.3595794996013885,
          0.30905175614722646,
          0.2654930167577172,
          0.23147578117004397,
          0.20843501455920382,
          0.19706894389570817,
          0.1977594941398999,
          0.2107583049389393,
          0.2361099247263757,
          0.2733788650506075,
          0.32121902849170436,
          0.3768039353504337,
          0.435153554631238,
          0.4886831033548146,
          0.5280130767711079,
          0.5450557056677144,
          0.519189917360462,
          0.48410319729638135,
          0.43742730063358204,
          0.38574647579653587,
          0.3342933673976513,
          0.2872800920422342,
          0.24806354679345158,
          0.21896859863628773,
          0.2012267655446811,
          0.19526730042578985,
          0.20117253356156148,
          0.21897858442278728,
          0.24860875508026326,
          0.28944212785139795,
          0.3396960160754976,
          0.3957731813313776,
          0.45168669237604936,
          0.49908019056041564,
          0.5289357955521111,
          0.5351905462540124,
          0.5177514983493511,
          0.4818722843691618,
          0.4347807825289276,
          0.3829922581829738,
          0.3316751364644777,
          0.28499656357924147,
          0.24626468206097377,
          0.21774538276618366,
          0.20061793859781074,
          0.19528203719294845,
          0.2018126999162121,
          0.22024539636198254,
          0.2504880816059088,
          0.2918748090522856,
          0.34254365058228076,
          0.3987841689756096,
          0.4544746130432725,
          0.5011616613631759,
          0.5298822844567866,
          0.5348354120769331,
          0.5162615819492475,
          0.479610553742233,
          0.432121592111141,
          0.38023956375302553,
          0.32906993927548817,
          0.28273529445828394,
          0.2444943704417221,
          0.2165539076137066,
          0.20004184410643622,
          0.19532964179782505,
          0.20248585317526793,
          0.22154505006190356,
          0.2523985531547768,
          0.2943336285420157,
          0.34540728932571335,
          0.4017942265510951,
          0.4572377863206088,
          0.5031926168877288,
          0.530761401790379,
          0.534413813237866,
          0.5147212215804554,
          0.47731905997472074,
          0.42945056665309167,
          0.3774890548308673,
          0.3264783219587563,
          0.2804966950569201,
          0.242752853396074,
          0.21539426849261792,
          0.19949849962152746,
          0.19541011789867999,
          0.20319199986098227,
          0.22287750941452403,
          0.2543400046363675,
          0.29681819671760906,
          0.3482862227122787,
          0.4048022571114411,
          0.4599748297720261,
          0.5051718397923862,
          0.5315727186410776,
          0.5339262944038662,
          0.5131314825093473,
          0.4749988483200386,
          0.42676853208924115,
          0.37474138681664887,
          0.3239008245352434,
          0.27828116736705377,
          0.2410403635522141,
          0.21426655473413617,
          0.19898792063483597,
          0.1955234694307359,
          0.20393114589187195,
          0.2242427338661507,
          0.2563122615223101,
          0.29932810951070354,
          0.35117972181717155,
          0.4078071436690986,
          0.46268435511237027,
          0.5070981396545171,
          0.532315859105744,
          0.5333734427532841,
          0.5114934402407016,
          0.4726509542127489,
          0.4240763032161549,
          0.37199720835769434,
          0.32133798083382104,
          0.27608910489040206,
          0.23935712478388518,
          0.21317084989236268,
          0.19851012076138258,
          0.19566970064728983,
          0.20470329644215382,
          0.22564067816639152,
          0.2583151395811739,
          0.3018629481203109,
          0.35408703817399295,
          0.41080774946320914,
          0.46536496954626005,
          0.5089703548593252,
          0.5329905007509027,
          0.5327558864862683,
          0.5098081789528315,
          0.47027640281197647,
          0.4213746839073664,
          0.36925716150623866,
          0.31879031839743743,
          0.2739208925407861,
          0.2377033522980029,
          0.21210723195222095,
          0.19806511191698897,
          0.1958488161513216,
          0.20550845579274465,
          0.2270712921144689,
          0.26034844461361156,
          0.304422278745225,
          0.35700740357498534,
          0.41380291827167065,
          0.46801527716567226,
          0.5107873544665913,
          0.5335963749563943,
          0.5320742932761882,
          0.5080767899789462,
          0.46787620859976575,
          0.41866446734038576,
          0.3665218818632043,
          0.3162583583812783,
          0.271776906553836,
          0.23607925273190442,
          0.21107577353948015,
          0.19765290449052594,
          0.19606082091748667,
          0.2063466271740573,
          0.2285345203031665,
          0.26241197218780005,
          0.30700565231619115,
          0.35994002988306356,
          0.4167914747693917,
          0.47063388040472676,
          0.5125480400488944,
          0.5341332671404717,
          0.5313293686683683,
          0.5063003703378254,
          0.4654513750326013,
          0.41594643623373434,
          0.36379199870757956,
          0.3137426154437597,
          0.2696575144045955,
          0.23448502425995713,
          0.210076542132408,
          0.197273507510559,
          0.19630572030440088,
          0.20721781260084635,
          0.23003030186069906,
          0.2645055073751766,
          0.30961260422795783,
          0.36288410885697225,
          0.4197722249346302,
          0.47321938154983084,
          0.5142513474948331,
          0.5346010168655697,
          0.5305218544326109,
          0.5044800213165798,
          0.46300289424422775,
          0.4132213630918854,
          0.3610681351111368,
          0.3112435976312442,
          0.267563074733556,
          0.23292085670923876,
          0.2091096002746351,
          0.19692692880608012,
          0.1965835200571421,
          0.20812201269936773,
          0.23155857019077236,
          0.26662882448641906,
          0.31224265407140145,
          0.3658388119909783,
          0.4227439565052853,
          0.47577038430304575,
          0.5158962487706124,
          0.5349995178245744,
          0.5296525268760306,
          0.5026168471079302,
          0.46053174679775083,
          0.41049001045614286,
          0.35835090803823194,
          0.3087618062573714,
          0.2654939372815056,
          0.23138693168397298,
          0.20817500578878462,
          0.19661317516102178,
          0.19689422629991038,
          0.20905922652712683,
          0.23311925271109346,
          0.2687816868076313,
          0.314895305365925,
          0.3688032903705582,
          0.4257054394869119,
          0.4782854953961851,
          0.5174817536335619,
          0.5353287177079545,
          0.5287221951227604,
          0.5007119535041152,
          0.45803890148493887,
          0.4077531311594848,
          0.3556409284306127,
          0.30629773577789754,
          0.26345044283359903,
          0.22988342269837858,
          0.2072728119904509,
          0.19633225246226058,
          0.19723784551880594,
          0.21002945138550716,
          0.23471227059057048,
          0.27096384633666154,
          0.31757004529239885,
          0.3717766745456509,
          0.4286554267140954,
          0.4807633262528595,
          0.5190069112910877,
          0.535588617952611,
          0.5277316993670538,
          0.49876644664921665,
          0.4555253151705306,
          0.40501146858358117,
          0.35293880127713645,
          0.3038518736619898,
          0.2614329231729918,
          0.22841049531758487,
          0.20640306790210142,
          0.1960841658408223,
          0.19761438453470767,
          0.21103268262556601,
          0.23633753848543798,
          0.2731750435195117,
          0.3202663444269423,
          0.37475807442307174,
          0.4315926544668612,
          0.48320249469527693,
          0.5204708119987429,
          0.5357792733738914,
          0.5266819091062312,
          0.4967814318513516,
          0.45299193267934035,
          0.40226575691613675,
          0.350245125668544,
          0.3014247002608265,
          0.25944170104429626,
          0.226968307306229,
          0.20556581846649336,
          0.19586891980601073,
          0.19802385046624615,
          0.2120689134473192,
          0.23799496427451883,
          0.275415006986747,
          0.3229836564759277,
          0.37774657917979454,
          0.43451584314343183,
          0.4856016266924638,
          0.5218725885911155,
          0.5359007916827621,
          0.5255737213599063,
          0.4947580124559257,
          0.4504396867237802,
          0.39951672140691985,
          0.3475604948373357,
          0.29901668867448294,
          0.2574770901271416,
          0.22555700878433965,
          0.20476110475918646,
          0.19568651837219708,
          0.19846625068289253,
          0.21313813469282583,
          0.2396844487938082,
          0.27768345328984734,
          0.3257214180125842,
          0.3807412571988544,
          0.4374236979908023,
          0.48795935814590724,
          0.523211417939662,
          0.5359533328904539,
          0.5244080588816659,
          0.4926972887807581,
          0.44786949786952795,
          0.3967650786209267,
          0.3448854961830479,
          0.2966283046179362,
          0.25553939501999867,
          0.22417674239013932,
          0.20398896419976015,
          0.19553696517800556,
          0.19894159274819678,
          0.21424033463337366,
          0.24140588557058693,
          0.2799800866374158,
          0.32847904821572377,
          0.38374115602961134,
          0.4403149098941637,
          0.49027433670875326,
          0.5244865223314767,
          0.5359371086037258,
          0.5231858683694013,
          0.49060035711369343,
          0.4452822745368946,
          0.3940115366870738,
          0.34222071128320497,
          0.2942600062871246,
          0.2536289112344268,
          0.22282764344930156,
          0.2032494307613323,
          0.1954202635976552,
          0.19944988435323693,
          0.2153754987511218,
          0.24315916055718448,
          0.28230459863117985,
          0.33125594861107954,
          0.386745302374348,
          0.4431881562262414,
          0.4925452236339254,
          0.5256971707636835,
          0.5358523812139452,
          0.5219081186801268,
          0.4884683087729432,
          0.4426789130355221,
          0.39125679554111603,
          0.3395667158902742,
          0.2919122442259154,
          0.25174592519985006,
          0.22150984015028014,
          0.202542535177988,
          0.19533641684421635,
          0.1999911332403473,
          0.21654360951550766,
          0.24494415186458943,
          0.2846566680017057,
          0.33405150281587137,
          0.3897527021030002,
          0.4460421017573792,
          0.49477069564656706,
          0.5268426801479306,
          0.5356994629840569,
          0.5205757990550653,
          0.48630222923021954,
          0.4400602976299316,
          0.38850154716144797,
          0.33692407991515716,
          0.2895854611948061,
          0.24989071427891835,
          0.22022345372525823,
          0.20186830514974816,
          0.19528542806456028,
          0.20056534711723092,
          0.21774464615474817,
          0.24676072949596797,
          0.2870359603437821,
          0.33686507628727513,
          0.3927623402980215,
          0.4488753996268621,
          0.49694944683579767,
          0.5279224164203389,
          0.5354787150375117,
          0.5191899173604633,
          0.461226297280302,
          0.4133877032846107,
          0.3626847929572152,
          0.3136673320989602,
          0.27000587262346337,
          0.23470829761616072,
          0.2099128250352788,
          0.19670205891740558,
          0.1953011444913502,
          0.2055747213923884,
          0.22739925249503276,
          0.26054196937741686,
          0.3040812582327851,
          0.3556987984085933,
          0.4110643176684479,
          0.46345450785276904,
          0.5042585830625158,
          0.5253607611430566,
          0.5227866933181967,
          0.4985562384236653,
          0.458869166381152,
          0.4107456416619519,
          0.36002789535493956,
          0.31120658752059155,
          0.26791663183153425,
          0.23312744041627304,
          0.20892381799435444,
          0.19633449307630937,
          0.1955522252583253,
          0.2064362561085551,
          0.2288653028984543,
          0.2625874628117574,
          0.30662492277462255,
          0.3585676759618499,
          0.4139654258927112,
          0.4659701362110202,
          0.5059189786683055,
          0.5258232864318483,
          0.522008944654093,
          0.4967895194076223,
          0.45648900098543305,
          0.4080967233150373,
          0.3573764334786475,
          0.30876130273477237,
          0.26585114498544776,
          0.23157616391880628,
          0.2079671864535795,
          0.1959997055802714,
          0.19583560014364976,
          0.20732978616018508,
          0.23036280101038975,
          0.2646618642698973,
          0.3091909596486522,
          0.36144670117538624,
          0.416857620400014,
          0.46845226708506876,
          0.5075227876405135,
          0.5262185902876249,
          0.5211709362026282,
          0.49498093334618887,
          0.454086764996792,
          0.4054416784535862,
          0.35473097948582333,
          0.3063319603275814,
          0.26380978879725475,
          0.23005469094872208,
          0.20704299999424255,
          0.1956976792185919,
          0.19615124524533628,
          0.20825530020546343,
          0.23189168108115527,
          0.26676494565669273,
          0.31177888070859694,
          0.3643350460576449,
          0.4197397123984744,
          0.4708995570977187,
          0.5090690496766793,
          0.5265466094592968,
          0.5202734429248056,
          0.4931315614895559,
          0.4516634103068412,
          0.4027812264250135,
          0.3520920998013193,
          0.30391903838297973,
          0.26179293292794104,
          0.2285632356040423,
          0.20615132153704163,
          0.19542839467054754,
          0.19649913763089902,
          0.20921278634885102,
          0.2334518715662516,
          0.2688964674413386,
          0.3143881817599142,
          0.36723186309381317,
          0.42261049685985125,
          0.4733106673142847,
          0.5105568420462613,
          0.5268073324155835,
          0.5193172706858906,
          0.4912424862816165,
          0.4492198765568907,
          0.40011607598532123,
          0.3494603553121507,
          0.301523010409813,
          0.2598009398357251,
          0.22710200326534272,
          0.20529220754708902,
          0.19519183074291296,
          0.1968792553836065,
          0.21020223193157148,
          0.2350432948127465,
          0.2710561783912482,
          0.3170183423359207,
          0.37013628516045305,
          0.4254687531002779,
          0.4756842648628,
          0.5119852811248605,
          0.5270007990390656,
          0.5183032545922404,
          0.4893147901552964,
          0.44675709094356375,
          0.3974469255780772,
          0.34683630154888007,
          0.29914434525778916,
          0.25783416462810094,
          0.2256711906167459,
          0.20446570824600296,
          0.19498796460255557,
          0.19729157763466795,
          0.211223623311601,
          0.23666586674563755,
          0.27324381530928965,
          0.3196688254757702,
          0.37304742545843866,
          0.4283132454141947,
          0.47801902459409057,
          0.5133535238660636,
          0.5271271002118226,
          0.5172322573109153,
          0.4873495543819484,
          0.444275968066551,
          0.3947744636198329,
          0.34422048885313655,
          0.29678350702309897,
          0.25589295491835296,
          0.22427098567847503,
          0.20367186783058777,
          0.19481677200343,
          0.19773608458119535,
          0.21227694563366378,
          0.2383194965546418,
          0.2754591027742741,
          0.3223390775044604,
          0.3759643774658554,
          0.4311427237628234,
          0.48031363077815464,
          0.5146607692052318,
          0.527186377294781,
          0.5161051673778597,
          0.48534785797590346,
          0.44177740981666414,
          0.39209936879033547,
          0.34161346253089037,
          0.29444095494433375,
          0.25397765068720085,
          0.22290156785095588,
          0.20291072469757693,
          0.1946782275073053,
          0.19821275748982528,
          0.2133621825897546,
          0.24000408638183426,
          0.2777017528845797,
          0.3250285278151624,
          0.37888621491257596,
          0.43395592451837195,
          0.4825667788329515,
          0.5159062593897664,
          0.5271788215034333,
          0.514922897500212,
          0.4833107766550191,
          0.43926230530233634,
          0.3894223103259954,
          0.3390157629911463,
          0.292117143289462,
          0.25208858415024127,
          0.22156310797048243,
          0.20218231167389847,
          0.1945723046975734,
          0.1987215786859252,
          0.2144793161707337,
          0.2417195310105358,
          0.279971465004768,
          0.3277365886541858,
          0.38181199177830405,
          0.43675157126499353,
          0.48477717708144397,
          0.5170892812306341,
          0.5271046731828679,
          0.513686382858218,
          0.48123938185781406,
          0.4367315308126636,
          0.3867439483150763,
          0.33642792586983145,
          0.28981252123456724,
          0.2502260796318012,
          0.22025576837635552,
          0.20148665625189757,
          0.1944989763854968,
          0.19926253152834966,
          0.21562832640954446,
          0.24346571755580756,
          0.2822679255150517,
          0.3304626549089752,
          0.3847407423159067,
          0.43952837565734204,
          0.4869435485324358,
          0.5182091672701764,
          0.5269642209856165,
          0.5123965794120288,
          0.4791347398175593,
          0.43418594981505126,
          0.38406493399315733,
          0.33385048213867347,
          0.2875275327351557,
          0.24839045344578728,
          0.21897970298942812,
          0.20082378082893423,
          0.19445821480827646,
          0.1998356003697505,
          0.21680919111662078,
          0.24524252515690348,
          0.2845908075634427,
          0.33320610389959754,
          0.3876714811019365,
          0.4422850383373731,
          0.4890646326804413,
          0.5192652968615898,
          0.5267578009561168,
          0.511054462218451,
          0.4769979106934635,
          0.4316264129855345,
          0.38138591003746297,
          0.3312839581990064,
          0.2852626163907698,
          0.2465820137841122,
          0.2177350574019362,
          0.2001937029507614,
          0.1944499918183317,
          0.2004407705024896,
          0.21802188560806673,
          0.2470498246719556,
          0.28693977082044086,
          0.3359662951742578,
          0.39060320311623753,
          0.44502024990983613,
          0.49113918731969286,
          0.5202570971557129,
          0.5264857955259795,
          0.5096610237625133,
          0.47482994775886217,
          0.42905375826976716,
          0.37870751085874327,
          0.32872887596040495,
          0.28301820530377236,
          0.24480106061317453,
          0.21652196897844878,
          0.19959643555806,
          0.19447427906321263,
          0.20107802809023856,
          0.21926638242718396,
          0.24888747837520586,
          0.289314461236087,
          0.33874257030946164,
          0.3935348838526441,
          0.447732691976671,
          0.4931659903669454,
          0.5211840439913159,
          0.5261486324244891,
          0.5082172723085464,
          0.47263189664618516,
          0.42646881097275485,
          0.3760303628893799,
          0.3261857529041982,
          0.28079472693305313,
          0.2430478855789362,
          0.21534056696777443,
          0.19903198723550256,
          0.1945310481555824,
          0.20174736008539212,
          0.22054265105994178,
          0.2507553396570078,
          0.2917145107992057,
          0.3415342527154912,
          0.3964654794626904,
          0.4504210382303076,
          0.49514384168779146,
          0.5220456626851365,
          0.5257467835093088,
          0.5067242302750409,
          0.4704047946481562,
          0.4238723838753187,
          0.373355084866557,
          0.32365510213199306,
          0.27859260294353094,
          0.24132277192099527,
          0.2141909726256005,
          0.19850036246271155,
          0.19462027083273403,
          0.20244875413246233,
          0.22185065764497316,
          0.25265325272677813,
          0.2941395372987361,
          0.34434064744798515,
          0.39939392693438547,
          0.4530839556055267,
          0.4970715649207425,
          0.5228415287187911,
          0.5252807635222146,
          0.5051829326375978,
          0.46814967007468905,
          0.4212652773753439,
          0.37068228810929843,
          0.32113743239927484,
          0.27641224905226497,
          0.2396259943961098,
          0.21307329934761737,
          0.19800156186643883,
          0.1947419191051362,
          0.2031821984576502,
          0.22319036467870249,
          0.2545810523191307,
          0.29658914408692993,
          0.34716104102646017,
          0.4023191443080232,
          0.4557201054894469,
          0.49894800929336125,
          0.5235712683196568,
          0.5247511287754217,
          0.5035944253636353,
          0.465867541664575,
          0.418648279651845,
          0.36801257678832955,
          0.31863324813437266,
          0.2742540748719731,
          0.23795781921153475,
          0.21198765281287177,
          0.19753558247331282,
          0.19489596539352377,
          0.20394768174484376,
          0.22456173071616314,
          0.2565385634032933,
          0.29906291984438566,
          0.34999470126069215,
          0.4052400309310158,
          0.45832814498873276,
          0.5007720514245341,
          0.5242345589336336,
          0.5241584757737262,
          0.5019597638826587,
          0.46355941805107426,
          0.4160221668499116,
          0.36534654818769013,
          0.3161430494430427,
          0.27211848375285164,
          0.2363185039684989,
          0.21093413113703824,
          0.19710241796247252,
          0.19508238265408856,
          0.20474519299830818,
          0.2259647100681194,
          0.2585256008959202,
          0.3015604383467042,
          0.3528408770860174,
          0.4081554677537616,
          0.46090672825296103,
          0.5025425971067636,
          0.5248311295880025,
          0.5235034397783713,
          0.500280011595203,
          0.46122629728030373,
          0.3905867979967594,
          0.3412253559540804,
          0.2948257774381966,
          0.25460126288719015,
          0.22322087268855964,
          0.20264321107471428,
          0.19383925991012546,
          0.19687497526291134,
          0.21142996529962604,
          0.2372097729179749,
          0.27373265441851785,
          0.31962590004532665,
          0.37192669907153664,
          0.42560863262708964,
          0.47344361039679067,
          0.5069696029551365,
          0.5193655392934342,
          0.5087814119992428,
          0.4789319615903115,
          0.43646638348613653,
          0.3879751607590727,
          0.3386787571721532,
          0.29252911027852596,
          0.2527084394197007,
          0.22185550066015772,
          0.20188252673284615,
          0.19370611399601137,
          0.19735678046035782,
          0.21250938021941584,
          0.23887101400125707,
          0.2759326061836869,
          0.32225336560786577,
          0.3747717668038793,
          0.4283441236493934,
          0.4756381304514778,
          0.5081906218227693,
          0.519370016666292,
          0.5076388342218308,
          0.47694958898023115,
          0.4340122917013691,
          0.3853615947940818,
          0.3361410413218029,
          0.29025008496655036,
          0.25084062087042336,
          0.22052051019311328,
          0.2011547409142799,
          0.19360580710262146,
          0.19787041557980503,
          0.21361987860133846,
          0.24056211257859805,
          0.2781585880122873,
          0.32489848439950403,
          0.3776202912875049,
          0.4310625565691517,
          0.47779141684003973,
          0.5093511544884238,
          0.5193096481129493,
          0.506443110495406,
          0.47493339525906797,
          0.43154273713321106,
          0.3827467448236532,
          0.3336127091619201,
          0.2879891243605639,
          0.24899814881330726,
          0.2192161096341571,
          0.20045990449805343,
          0.19353829333342135,
          0.19841583202246496,
          0.2147614233563173,
          0.24228295212633408,
          0.28041028594479417,
          0.32756066335430284,
          0.3804713474174983,
          0.4337627016853183,
          0.47990223465672444,
          0.5104505374148416,
          0.5191846947666996,
          0.5051951598615422,
          0.4728844232305456,
          0.4290585750666729,
          0.3801312456948371,
          0.3310942562094898,
          0.28574664776936365,
          0.24718135924188928,
          0.217942499016771,
          0.19979806101594536,
          0.19350352455972258,
          0.19899298249808847,
          0.21593397614571497,
          0.24403340848133354,
          0.28268737301292696,
          0.33023929305094085,
          0.3833239919433513,
          0.43644331832898686,
          0.48196936375137694,
          0.5114881518505545,
          0.5189954640363111,
          0.5038959206756518,
          0.47080371066396726,
          0.4265606482531993,
          0.3775157226351575,
          0.3285861729264622,
          0.2835230709263694,
          0.24539058240317552,
          0.21669986998815183,
          0.1991692468472787,
          0.193501450709178,
          0.1996018210514467,
          0.21713749709544417,
          0.24581334950079015,
          0.28498950902679393,
          0.3329337475614595,
          0.38617726351263215,
          0.4391031557312953,
          0.4839916004846763,
          0.5124634248433192,
          0.5187423086657486,
          0.502546349006971,
          0.4686922894844708,
          0.4240497868939787,
          0.3749007915114138,
          0.3260889448971299,
          0.28131880595268455,
          0.24362614262983817,
          0.2154884057479392,
          0.19857349142659503,
          0.19353202004838468,
          0.20024230306983684,
          0.2183719444996049,
          0.24762263472662158,
          0.2873163403680351,
          0.3356433843022323,
          0.38903018273999407,
          0.4417409539497673,
          0.4859677594971147,
          0.5133758301601303,
          0.5184256257103143,
          0.5011474170565712,
          0.46655118501484694,
          0.4215268086504324,
          0.3722870590910311,
          0.32360305299566705,
          0.27913426130934865,
          0.24188835817144522,
          0.21430828099925991,
          0.1980108174636142,
          0.1935951794584745,
          0.20091438527154443,
          0.2196372745144844,
          0.24946111505499252,
          0.28966749978862977,
          0.33836754388748697,
          0.39188175230355465,
          0.4443554448534484,
          0.4878966754863741,
          0.5142248891101038,
          0.5180458554339561,
          0.499700111597514,
          0.4643814152684597,
          0.41899251868030835,
          0.3696751233049924,
          0.3211289735434584,
          0.2769698417390564,
          0.24017754102542205,
          0.21315966191257793,
          0.197481241174816,
          0.19369087470260013,
          0.2016180256752813,
          0.22093344084378508,
          0.2513286324114321,
          0.2920426062150141,
          0.3411055499858186,
          0.39473095707078726,
          0.44694535316696116,
          0.48977720498753063,
          0.5150101712669422,
          0.5176034801327282,
          0.4982054324411148,
          0.4621839902925772,
          0.41644770969784595,
          0.3670655735114552,
          0.3186671784559439,
          0.274825948197637,
          0.2384939967685106,
          0.21204270610282033,
          0.19698477252594127,
          0.19381905068425362,
          0.2023531835506584,
          0.22226039441594278,
          0.2532250194319715,
          0.29444126455714936,
          0.34385670918019595,
          0.3975767642560466,
          0.4495093975733385,
          0.4916082281503221,
          0.5157312950881376,
          0.5170990228896575,
          0.49666439093286274,
          0.45995991156133786,
          0.41389316205647086,
          0.3644589907591738,
          0.3162181353786752,
          0.27270297777564323,
          0.23683802438943277,
          0.21095756262019516,
          0.1965214154846194,
          0.193979651695391,
          0.2031198193498436,
          0.22361808305441847,
          0.2551500991506683,
          0.2968630655221598,
          0.34662031083209544,
          0.4004181236118918,
          0.45204629187517703,
          0.493388650507565,
          0.5163879284285399,
          0.516533046266401,
          0.49507800848139055,
          0.4577101714174281,
          0.41132964385253323,
          0.3618559480498727,
          0.3137823078123546,
          0.2706013236104008,
          0.23520991612353703,
          0.20990437195506245,
          0.19609116828229664,
          0.19417262165337482,
          0.20391789462060259,
          0.22500645114184306,
          0.2571036846938361,
          0.2993075854321808,
          0.3493956269504521,
          0.40325396765637744,
          0.45455474621341496,
          0.49511740472865035,
          0.5169797889463662,
          0.5159061509373037,
          0.49344731512356155,
          0.45543575256143704,
          0.408757911048616,
          0.35925701059879134,
          0.3113601552266315,
          0.26852137478894234,
          0.23360995729014492,
          0.20888326605719798,
          0.19569402368457403,
          0.19439790432579432,
          0.20474737190098205,
          0.2264254392789012,
          0.25908557898125134,
          0.3017743860460096,
          0.352181912066289,
          0.4060832119384524,
          0.4570334683426466,
          0.49679345235199346,
          0.5175066444002981,
          0.5152189742714882,
          0.4917733481284521,
          0.4531376275877333,
          0.4061787076149483,
          0.3566627360925765,
          0.3089521331624953,
          0.2664635162422144,
          0.232038426133392,
          0.20789436836968156,
          0.19532996926901247,
          0.19465544354226735,
          0.20560821459596473,
          0.22787498393883202,
          0.26109557443454384,
          0.3042630143842503,
          0.3549784031139189,
          0.40890475534365306,
          0.45948116496170827,
          0.49841578549020205,
          0.5179683128366863,
          0.5144721888688641,
          0.49005715064267685,
          0.45081675856569337,
          0.4035927656875654,
          0.35407367494382835,
          0.30655869332308255,
          0.2644281286310229,
          0.23049559366727496,
          0.20693779387765646,
          0.19499898770942364,
          0.19494518339238748,
          0.20650038683647234,
          0.2293550171184231,
          0.2631334526929357,
          0.30677300255758744,
          0.3577843193197327,
          0.41171748044212303,
          0.46189654309777417,
          0.4999834285017383,
          0.5183646626665431,
          0.5136665010557083,
          0.48829977037943184,
          0.4484740966648833,
          0.4010008057417528,
          0.3514903705415544,
          0.30418028365281985,
          0.2624155882242357,
          0.2289817235256902,
          0.20601364917207504,
          0.194701057065621,
          0.1952670684090217,
          0.20742385332115204,
          0.23086546598636062,
          0.2651989843364289,
          0.30930386759782336,
          0.360598862099784,
          0.41452025388108565,
          0.46427831154201676,
          0.5014954396228011,
          0.5186956126323656,
          0.5128026493458406,
          0.4865022583529793,
          0.44611058182294927,
          0.39840353677952856,
          0.34891335949686225,
          0.3018173484047813,
          0.2604262667696787,
          0.22749707181820053,
          0.2051220325285453,
          0.19443615107756168,
          0.19562104373624156,
          0.20837857914143657,
          0.23240625252977887,
          0.2672919286165216,
          0.31185511129147475,
          0.36342121496728846,
          0.4173119268237084,
          0.4666251823344983,
          0.5029509125532817,
          0.5189611316654338,
          0.5118814028730427,
          0.4846656676604905,
          0.4437271424546288,
          0.39580165652976096,
          0.3463431718832458,
          0.29947032819624586,
          0.2584605313583186,
          0.22604188699224592,
          0.20426303400129073,
          0.1942042394627956,
          0.19600705528121523,
          0.20936452959041213,
          0.2339772931998484,
          0.2694120331944151,
          0.31442622001560294,
          0.3662505434515244,
          0.42009133543624533,
          0.46893587229559097,
          0.5043489779906577,
          0.5191612386346973,
          0.51090355980059,
          0.4827910523124321,
          0.44132469520058704,
          0.3931958516597115,
          0.34378033147084286,
          0.2971396600523932,
          0.2565187442822711,
          0.22461640970257257,
          0.20343673553217648,
          0.19400528821609478,
          0.19642504984945894,
          0.21038166995607702,
          0.2355784985571989,
          0.27155903388671937,
          0.3170166645756726,
          0.36908599502942474,
          0.4228573014253474,
          0.47120910460096493,
          0.505688805105835,
          0.5192960019888087,
          0.5098699457135281,
          0.48087946611285326,
          0.43890414471437417,
          0.3905867979967613,
          0.32116379740198914,
          0.2775416325666468,
          0.2408859619740364,
          0.2134808098726388,
          0.197090794794165,
          0.19263379210402526,
          0.20008272994070062,
          0.21892850298571717,
          0.24862391712093462,
          0.2883191519811677,
          0.336086791892922,
          0.38829055970598797,
          0.4393135940731608,
          0.48170038827922596,
          0.507536125099466,
          0.5115631979605926,
          0.49388792079477967,
          0.45942077019924943,
          0.41488570449866247,
          0.36640686645668363,
          0.3187364479666011,
          0.27541695262407595,
          0.2391948809265565,
          0.21233129688081986,
          0.19655530009112201,
          0.19273257908339858,
          0.20079536701673095,
          0.2202259052747846,
          0.25047467156227304,
          0.29065577894948547,
          0.3387642326055809,
          0.3910636789357021,
          0.4418312167516581,
          0.483536571667463,
          0.5083161136501095,
          0.5111471619066416,
          0.49243573754741343,
          0.4572690662914244,
          0.4123849264969466,
          0.3638422710207958,
          0.31632133124316125,
          0.27331203234404344,
          0.23752983391470803,
          0.2112127051297577,
          0.19605315566247086,
          0.19286439160761654,
          0.20153947250744195,
          0.2215533353376805,
          0.25235320602707195,
          0.2930147765133712,
          0.3414537468765937,
          0.393833010223895,
          0.4443238843339078,
          0.4853252037246277,
          0.5090339227035925,
          0.5106702921841828,
          0.4909376303891443,
          0.4550906590829141,
          0.4098743561117663,
          0.361280785109539,
          0.3139188869867101,
          0.27122722872044197,
          0.2358911198994492,
          0.21012523355233406,
          0.1955844066114928,
          0.19302916035819467,
          0.2023149648686707,
          0.22291071340917812,
          0.2542593351867247,
          0.29539573374259054,
          0.34415464191592887,
          0.3965975607392593,
          0.44679038184857306,
          0.4870652190073451,
          0.5096891942099648,
          0.510133105883947,
          0.4893945846003446,
          0.45288652863079554,
          0.40735477185346675,
          0.35872298519956985,
          0.31152954914978326,
          0.26916289562717877,
          0.2342790341539423,
          0.20906907390107543,
          0.1951490899717566,
          0.19322681297197292,
          0.20312176357217113,
          0.22429795753221476,
          0.2561928643802842,
          0.2977982257449211,
          0.34686620937645285,
          0.3993563222999567,
          0.44922948976437993,
          0.4887555760254245,
          0.5102816178639413,
          0.5095361581690581,
          0.4878075950511228,
          0.45065764680772347,
          0.4048269406768155,
          0.3561694385946203,
          0.3091537460659661,
          0.2671193838865241,
          0.23269386812487955,
          0.20804441057391782,
          0.19474723484289208,
          0.19345727436722826,
          0.20395978912884563,
          0.22571498321695874,
          0.25815358926953,
          0.3002218135336356,
          0.3495877252971297,
          0.4021082715544589,
          0.4516399850889075,
          0.49039525894958613,
          0.5108109315204177,
          0.5088800409320317,
          0.4861776648443662,
          0.4484049768365823,
          0.4022916180277104,
          0.3536207036025375,
          0.3067919006309945,
          0.2650970413275118,
          0.2311359092845949,
          0.2070514204486298,
          0.19437886254577308,
          0.19372046706512752,
          0.20482896308887022,
          0.22716170308933,
          0.26014129550353926,
          0.3026660439036782,
          0.35231845004831697,
          0.4048523701933474,
          0.4540206425248602,
          0.49198327930319224,
          0.5112769215015033,
          0.508165381402079,
          0.4845058039994858,
          0.44612947286607574,
          0.3997495479030639,
          0.35107732971483985,
          0.3044444304810473,
          0.2630962128341077,
          0.22960544097449787,
          0.20609027272705402,
          0.1940439867966448,
          0.19401631150490475,
          0.2057292080186722,
          0.22863802653013954,
          0.26215575839336586,
          0.3051304493159308,
          0.355057628279606,
          0.4075875651944114,
          0.4563702356829269,
          0.4935186776315999,
          0.5116794227940514,
          0.5073928407087023,
          0.48279302817904135,
          0.4438320795856972,
          0.39720146292287295,
          0.3485398577885241,
          0.3021117481678316,
          0.26111724038285106,
          0.22810274224041308,
          0.20516112879028423,
          0.19374261389959901,
          0.19434472635119618,
          0.20666044745482226,
          0.23014385930605585,
          0.2641967425973741,
          0.3076145477889349,
          0.35780448887077687,
          0.4103127891033955,
          0.45868753835006054,
          0.49500052514275245,
          0.5120183191371775,
          0.5065631124075821,
          0.48104035746012647,
          0.4415137318785795,
          0.39464808441350985,
          0.34600882022989443,
          0.29979426133008263,
          0.2591604630697435,
          0.22662808766046078,
          0.20426414206590057,
          0.19347474295669018,
          0.19470562879199316,
          0.20762260583498734,
          0.23167910319357826,
          0.26626400181767873,
          0.31011784279744636,
          0.36055824488658594,
          0.41302696035270325,
          0.46097132581160766,
          0.4964279253125493,
          0.5122935429997982,
          0.5056769209747597,
          0.47924881515211376,
          0.4391753545105725,
          0.3920901225013495,
          0.3434847411801609,
          0.29749237286107516,
          0.25722621712614896,
          0.22518174716618153,
          0.20339945790830852,
          0.1932403660948624,
          0.1950989348257396,
          0.20861560840619212,
          0.2332436555972481,
          0.2683572785080883,
          0.3126398231771738,
          0.36331809353619876,
          0.4157289836203701,
          0.46322037622538736,
          0.4978000154485854,
          0.5125050754487791,
          0.5047350202750817,
          0.47741942666202286,
          0.436817861853954,
          0.3895282762159071,
          0.3409681367025843,
          0.2952064810717292,
          0.2553148359235311,
          0.2237639858576481,
          0.20256721349321732,
          0.19303946870874916,
          0.19552455953615153,
          0.20963938111071653,
          0.23483740916329865,
          0.2704763035938528,
          0.31517996303506646,
          0.36608321613825806,
          0.4184177502315109,
          0.4654334720454781,
          0.49911596820591775,
          0.5126529459087579,
          0.5037381920107974,
          0.4755532184085598,
          0.4344421576441489,
          0.3869632336017176,
          0.3384595149709349,
          0.29293697984892164,
          0.253426649966871,
          0.22237506381338384,
          0.2017675377272037,
          0.19287202971830436,
          0.19598241735340455,
          0.21069385045005046,
          0.23646025138994142,
          0.2726207962034523,
          0.31773772166453845,
          0.36885277809262984,
          0.42109213860447076,
          0.4676094014930189,
          0.5003749930485571,
          0.5127372318152977,
          0.5026872441560932,
          0.47365121678552435,
          0.43204913476780527,
          0.3843956718382231,
          0.3359593764590091,
          0.2906842588085457,
          0.2515619868766597,
          0.221015235895923,
          0.2010005511732837,
          0.1927380218401106,
          0.19647242230041384,
          0.21177894332740135,
          0.23811206423550402,
          0.27479046341257346,
          0.32031254346502763,
          0.37162592886011536,
          0.42375101474371746,
          0.46974696007115324,
          0.5015763376506763,
          0.5127580581634599,
          0.5015830093832069,
          0.4717144471751418,
          0.42963967508056555,
          0.381826257367052,
          0.33346821413100664,
          0.2884487034429344,
          0.24972117135937702,
          0.2196847515539223,
          0.20026636599330172,
          0.19263741187113873,
          0.1969944882229993,
          0.21289458686934695,
          0.23979272372557725,
          0.27698500000035675,
          0.3229038578653215,
          0.3744018019514565,
          0.42639323278142804,
          0.47184495212061334,
          0.5027192892315187,
          0.5127155969544108,
          0.5004263434856062,
          0.4697439330114577,
          0.42721464925303154,
          0.37925564602601525,
          0.3309865136324576,
          0.28623069526220196,
          0.24790452516643993,
          0.2183838546218003,
          0.19956508590790603,
          0.19257016098362503,
          0.19754852900282413,
          0.2140407082272562,
          0.24150209956034818,
          0.27920408821790804,
          0.325511079250129,
          0.37717951492705304,
          0.42901763556971917,
          0.47390219241239584,
          0.5038031758183554,
          0.512610066543135,
          0.4992181238035083,
          0.4677406948939207,
          0.42477491664316475,
          0.3766844831893426,
          0.3285147534815237,
          0.28403061192908136,
          0.24611236704161407,
          0.21711278311785584,
          0.1988968061747704,
          0.19253622502967652,
          0.19813445875208044,
          0.21521723435923418,
          0.24324005472324126,
          0.28144739756899706,
          0.32813360688943927,
          0.3799581694091014,
          0.43162305532504536,
          0.4759175077733832,
          0.5048273674321149,
          0.512441730890725,
          0.4979592476568272,
          0.4657057497508433,
          0.42232132519374765,
          0.3741134039135365,
          0.3260534052603353,
          0.2818488273868512,
          0.244345012656959,
          0.21587176904193486,
          0.19826161358562516,
          0.19253555485413246,
          0.1987521919889828,
          0.2164240917933651,
          0.2450064450919728,
          0.2837145846027993,
          0.3307708248702128,
          0.38273685110778327,
          0.4342083143264774,
          0.47788973874052476,
          0.5057912771904968,
          0.5122108987252044,
          0.4966506307903527,
          0.4636401100524114,
          0.41985471135321883,
          0.37154303308849673,
          0.3236029338061415,
          0.2796857119799157,
          0.24260277453739143,
          0.21466103817370735,
          0.19765958648259108,
          0.19256809661416147,
          0.19940164379322955,
          0.21766120637310055,
          0.24680111905307633,
          0.2860052927184541,
          0.33342210203010864,
          0.3855146298633336,
          0.4367722256690096,
          0.4798177412390081,
          0.5066943623238571,
          0.5119179226151261,
          0.4952932058357664,
          0.4615447830726,
          0.4173759000185578,
          0.36897398559334654,
          0.3211637974019908,
          0.26164662248775583,
          0.2287696951296465,
          0.20553886668967514,
          0.1934340686379166,
          0.19332921819651772,
          0.20518793664895987,
          0.2283330131944107,
          0.26184571764635906,
          0.3043481283355086,
          0.35331701467933535,
          0.4045638589293447,
          0.45208571350714827,
          0.4884344664845013,
          0.5064904916308917,
          0.5026637687811751,
          0.4787812320364732,
          0.4405108229129849,
          0.3943713842337224,
          0.34605522901722996,
          0.30006426786266177,
          0.25970336887333517,
          0.22729214854335544,
          0.2046133127319402,
          0.19312574023274337,
          0.19365925549854449,
          0.20613202564540714,
          0.2298474209232192,
          0.2638745098095052,
          0.30679323143265597,
          0.35600222322545577,
          0.40721832992294593,
          0.45434592365497084,
          0.4898931525774956,
          0.5068419515937541,
          0.5018681364568786,
          0.4770677282621227,
          0.4382239823012785,
          0.39183814765337766,
          0.3435427674912686,
          0.2977758402189531,
          0.2577822518969664,
          0.22584161432172406,
          0.2037189041011867,
          0.1928509470501307,
          0.1940225108825963,
          0.20710728534412412,
          0.23139048956647934,
          0.2659282142814891,
          0.3092561585345248,
          0.35869341872415794,
          0.4098618449042582,
          0.4565740089175969,
          0.49129941982982117,
          0.5071312981758999,
          0.5010166966949928,
          0.47531522080791955,
          0.4359164904715174,
          0.3892998993314355,
          0.3410375917709889,
          0.2955036383320674,
          0.2558835512558246,
          0.22441833062116173,
          0.20285582382172995,
          0.19260974018820706,
          0.1944189040492925,
          0.20811359162063453,
          0.23296206933681965,
          0.2680065591523958,
          0.31173641143462283,
          0.36138983692598775,
          0.4124933755305393,
          0.45876880644620754,
          0.49265240613887945,
          0.5073584679190382,
          0.5001101574003767,
          0.473524699343144,
          0.43358925173968327,
          0.3867573701904869,
          0.3385402552582299,
          0.2932480461020026,
          0.25400754309783774,
          0.22302253399920705,
          0.20202424985035178,
          0.1924021626282475,
          0.19484835011078447,
          0.20915081973487767,
          0.23456200706669475,
          0.2701092627127116,
          0.3142334784084571,
          0.364090699286713,
          0.4151118810341367,
          0.46092915557598974,
          0.49395128136835453,
          0.5075234447572228,
          0.4991492547739824,
          0.47169715529985734,
          0.4312431618688431,
          0.384211281903363,
          0.3360513019036886,
          0.29100943973307697,
          0.2521545002388324,
          0.22165445935579164,
          0.20122435482067266,
          0.19222824925378848,
          0.19531075988435342,
          0.2102188443701839,
          0.2361901458980649,
          0.27223603315423556,
          0.3167468341268504,
          0.36679521295944606,
          0.41771630855371383,
          0.4630538991360652,
          0.49519524887107963,
          0.5076262598079063,
          0.49813475175911526,
          0.4698335808846633,
          0.4288791079160664,
          0.3816623468930622,
          0.3335712662163569,
          0.2887881879277196,
          0.25032469237149857,
          0.2203143398570997,
          0.20045630578974194,
          0.19208802689216414,
          0.1958060401854786,
          0.2113175396502604,
          0.2378463249622906,
          0.274386568281109,
          0.31927593957734135,
          0.369502570791136,
          0.4203055935040634,
          0.4651418848098821,
          0.4963835469637727,
          0.5076669910530235,
          0.4970674364761375,
          0.46793496814494034,
          0.42649796810329094,
          0.3791112683303684,
          0.3311006732796543,
          0.28658465208886325,
          0.2485183862652065,
          0.21900240684231265,
          0.1997202639884462,
          0.19198151437834393,
          0.19633409411858854,
          0.21244677913405077,
          0.239530379051427,
          0.2765605552315097,
          0.3218202419930435,
          0.3722119513242325,
          0.4228786599867925,
          0.4671919665436572,
          0.4975154503470706,
          0.5076457629120416,
          0.4959481206518028,
          0.46600230808961784,
          0.42410061170985197,
          0.37655874012895424,
          0.32864003877492354,
          0.2843991865303109,
          0.24673584595571305,
          0.2177188897135992,
          0.19901638457733584,
          0.19190872264079495,
          0.19689482136374653,
          0.21360643578848032,
          0.24124213828212845,
          0.2787576702105082,
          0.3243791747883483,
          0.3749225188044353,
          0.42543442124409897,
          0.46920300600009546,
          0.49859027146449403,
          0.5075627457095084,
          0.4947776380491876,
          0.4640365898642789,
          0.42168789898446074,
          0.37400544693796317,
          0.3261898690129063,
          0.28223213869440755,
          0.24497733292385387,
          0.21646401580983124,
          0.19834481640945537,
          0.19186965480893967,
          0.19748811845754283,
          0.214796381939145,
          0.24298142775338175,
          0.2809775782344599,
          0.326952157500835,
          0.37763342319561627,
          0.4279717801577948,
          0.4711738740541741,
          0.49960736179411996,
          0.5074181550401259,
          0.49355684290398444,
          0.46203879998008385,
          0.41926068107449666,
          0.37145206413208415,
          0.3237506609737792,
          0.2800838493762609,
          0.24324310626234572,
          0.2152380102645701,
          0.19770570180175648,
          0.19186430634162732,
          0.1981138790665298,
          0.21601648919916308,
          0.24474806719929174,
          0.2832199328872786,
          0.32953859573879396,
          0.38034380020310454,
          0.43048962979558564,
          0.4731034523274606,
          0.5005661130669908,
          0.5072122510348811,
          0.4922866083726929,
          0.4600099215957626,
          0.4168197999705005,
          0.3688992577992865,
          0.32132290235627436,
          0.2779546529537298,
          0.24153342282986395,
          0.2140410958489852,
          0.19709917631662985,
          0.19189266517589137,
          0.19877199425158684,
          0.21726662837646274,
          0.24654187063813812,
          0.2854843760888226,
          0.3321378811337661,
          0.38305277130667287,
          0.432986854006546,
          0.47499063475698466,
          0.5014659584066186,
          0.5069453375322615,
          0.49096782499790687,
          0.45795093385168417,
          0.4143660884639204,
          0.3663476847264844,
          0.3189070716363635,
          0.27584487762233517,
          0.2398485373916354,
          0.2128734928004417,
          0.1965253685550639,
          0.19195471189511826,
          0.19946235272166207,
          0.21854666935988218,
          0.24836264601891983,
          0.2877705378755299,
          0.3347493912975529,
          0.38575944380470134,
          0.4354623280674851,
          0.47683432919441665,
          0.5023063733841114,
          0.5066177611589502,
          0.4896013991956917,
          0.4558628112547628,
          0.4119003701161688,
          0.3637979923834403,
          0.3165036381358883,
          0.27375484563419133,
          0.23818870274579487,
          0.2117354186375973,
          0.19598439996286712,
          0.19205041991562677,
          0.2001848410754355,
          0.21985648098457417,
          0.25021019486659263,
          0.2900780361934211,
          0.33737248978317563,
          0.38846291087111695,
          0.437914919381857,
          0.4786334590308672,
          0.5030868769841045,
          0.5062299103249428,
          0.4881882517696314,
          0.45374652311280994,
          0.40942345923724593,
          0.36125081890531563,
          0.31411306210152096,
          0.2716848735400609,
          0.2365541698348629,
          0.2106270879629224,
          0.1954763846513387,
          0.19217975569051982,
          0.20093934402950123,
          0.2211959308772429,
          0.25208431192719605,
          0.29240647670341935,
          0.34000652604934467,
          0.39116225162681295,
          0.4403434882325698,
          0.48038696484227844,
          0.5038070324766907,
          0.5057822141382144,
          0.4867293164558535,
          0.4516030330166993,
          0.40693616087218976,
          0.35870679307442344,
          0.3117357947942835,
          0.26963527243352203,
          0.23494518784172788,
          0.2095487122536628,
          0.19500142923369837,
          0.19234267892955748,
          0.20172574463178553,
          0.22256488528186932,
          0.2539847848139879,
          0.29475545259895014,
          0.34265083542801733,
          0.3938565312274034,
          0.44274688858980216,
          0.4820938060502392,
          0.5044664481914064,
          0.5052751412444763,
          0.48522553850300626,
          0.4494332983686055,
          0.40443927079385317,
          0.3561665343016214,
          0.3093722785898746,
          0.2676063481963148,
          0.23336200426959033,
          0.20850049964232487,
          0.1945596326784769,
          0.19253914283369247,
          0.20254392445898786,
          0.22396320886663834,
          0.25591139365576476,
          0.2971245444356342,
          0.345304739094742,
          0.3965448009692526,
          0.4451239689748745,
          0.48375296259244266,
          0.5050647781894757,
          0.5047091985979272,
          0.4836778732906998,
          0.44723826995441557,
          0.401933575500502,
          0.3536306526080663,
          0.30702294708987043,
          0.2655984017437949,
          0.2318048650054135,
          0.20748265468786414,
          0.1941510861809957,
          0.1927690943428059,
          0.20339376379694465,
          0.22539076451284237,
          0.25786391074844345,
          0.2995133199728615,
          0.34796754404152364,
          0.39922609841579676,
          0.44747357338074284,
          0.48536343659714015,
          0.5056017228311313,
          0.5040849301689405,
          0.48208728498971726,
          0.4450188915582543,
          0.3994198522169722,
          0.35109974860787546,
          0.30468822524392725,
          0.2636117292694952,
          0.23027401436646525,
          0.2064953781388142,
          0.19377587305394148,
          0.19303247439509777,
          0.20427514180292652,
          0.22684741308661185,
          0.2598421002109349,
          0.30192133402694643,
          0.35063854305206643,
          0.40189944754631923,
          0.4497945422495141,
          0.4869242540553262,
          0.5060770292355203,
          0.5034029155949842,
          0.48045474526679727,
          0.4427760996170668,
          0.39689886889814474,
          0.3485744134924695,
          0.302368529482873,
          0.2616466224877571,
          0.21818660277713897,
          0.1994804935898838,
          0.19193063952645986,
          0.19625789654869366,
          0.21246228132,
          0.23977419779381065,
          0.2768533669325926,
          0.3216649122730317,
          0.3710741848307812,
          0.42051701775851696,
          0.463859958128102,
          0.4938791906619262,
          0.5043587826504178,
          0.49326658116396327,
          0.4638551748292308,
          0.42231472552438837,
          0.3748907075163935,
          0.32686503040844334,
          0.28258421442156484,
          0.24527856810685988,
          0.2169399775451508,
          0.19879666979203864,
          0.19185863104245038,
          0.1968185014319472,
          0.2136323198265839,
          0.24149644952237145,
          0.2790410980488044,
          0.32418419598926534,
          0.373722542717628,
          0.42301077008759264,
          0.465836216760853,
          0.49495858414290883,
          0.5043052080349071,
          0.4921275694290872,
          0.4619132621939844,
          0.4199149545804986,
          0.37233607853748496,
          0.3244074806039462,
          0.28042446593879244,
          0.24355078937971852,
          0.21572161705987472,
          0.19814394571337068,
          0.1918197697401813,
          0.19741212653008378,
          0.21483308334879467,
          0.2432456715718258,
          0.2812501410986674,
          0.3267159910881835,
          0.37637058292853465,
          0.4254869159134556,
          0.46777429828373124,
          0.49598212015522286,
          0.5041906684529744,
          0.49093795701503673,
          0.45993879827782785,
          0.41749997722276905,
          0.36978067765583456,
          0.3219611235181296,
          0.278284720355429,
          0.24184823359709962,
          0.2145316734694908,
          0.19752246180710117,
          0.19181411126301315,
          0.19803869760648835,
          0.21606440806834712,
          0.245021623588349,
          0.2834801215735813,
          0.3292597281304275,
          0.3790175081726506,
          0.4279444274597936,
          0.4696731178574025,
          0.4969491413405749,
          0.5040153556629343,
          0.48969859557423223,
          0.4579327592802775,
          0.4150706223952165,
          0.36722519579680973,
          0.3195265119230363,
          0.2761653365213052,
          0.24017109940578418,
          0.21337029853913803,
          0.19693235639409268,
          0.1918417046169427,
          0.1986981343658187,
          0.21732612654199762,
          0.24682405997046072,
          0.28573065594255626,
          0.3318148263590073,
          0.3816625085217778,
          0.4303822669923582,
          0.4715315988435387,
          0.49785902831072326,
          0.5037795067818066,
          0.4884103563025173,
          0.4558961168609312,
          0.4126277105260021,
          0.3646703175340284,
          0.3171041895949162,
          0.2740666628103499,
          0.2385195801721381,
          0.21223764375248555,
          0.19637376540690898,
          0.19190259204616125,
          0.19939035060959326,
          0.21861806773413128,
          0.24865272968091112,
          0.2880013514820904,
          0.33438069361823736,
          0.38430476137428526,
          0.4327993872905994,
          0.4733486742832449,
          0.4987112009244436,
          0.5034834035681888,
          0.48707412828591795,
          0.4538298374662156,
          0.4101720536562788,
          0.3621167210774259,
          0.3146946911145447,
          0.2719890372399349,
          0.23689386434403079,
          0.21113386039011792,
          0.19584682212658186,
          0.19199680892699272,
          0.20011525439603306,
          0.21994005703534134,
          0.25050737605307155,
          0.2902918061118908,
          0.3369567262742861,
          0.3869434314282421,
          0.43519473216747434,
          0.47512328841451923,
          0.4995051194898722,
          0.5031273716017313,
          0.48569081686524274,
          0.451734881720023,
          0.40770445558120255,
          0.3595650782428796,
          0.3122985416729259,
          0.2699327876123754,
          0.23529413581037015,
          0.2100590995845478,
          0.19535165691377065,
          0.19212438368055723,
          0.20087274820272674,
          0.22129191626683875,
          0.2523877365926256,
          0.29260160823656944,
          0.33954230913701855,
          0.38957767066523585,
          0.43756723703927003,
          0.4768543982248333,
          0.5002402858862643,
          0.5027117793634196,
          0.4842613420244112,
          0.44961220387692785,
          0.4052257120001365,
          0.3570160544035478,
          0.3099162568840811,
          0.2678982316781738,
          0.23372057425652684,
          0.2090135123517723,
          0.19488839693602203,
          0.19228533770435854,
          0.20166272909071048,
          0.22267346367063415,
          0.2542935427754214,
          0.2949303365934012,
          0.34213681538288826,
          0.3922066183464827,
          0.4399158295471049,
          0.47854097503454657,
          0.5009162445995339,
          0.5022370372213586,
          0.48278663680811756,
          0.4474627513363683,
          0.4027366106731895,
          0.3544703084232622,
          0.3075483426066451,
          0.2658856773204562,
          0.23217335551397517,
          0.2079972495994358,
          0.19445716589286455,
          0.19247968532285029,
          0.2024850888685463,
          0.22408451388550937,
          0.2562245198422468,
          0.2972775601061659,
          0.34473960647863217,
          0.3948294010229004,
          0.44223943023164797,
          0.48018200610652695,
          0.5015325836662625,
          0.5017035963272249,
          0.4812676457740463,
          0.44528746421592724,
          0.4002379315813191,
          0.35192849257250136,
          0.30519529477588914,
          0.26389542275991407,
          0.2306526519024774,
          0.20701046211177415,
          0.19405808374046674,
          0.19270743375688718,
          0.20333971425503738,
          0.2255248779088799,
          0.25818038659138176,
          0.299642837745052,
          0.3473500321056394,
          0.3974451325609698,
          0.44453695326235243,
          0.481776496276978,
          0.5020889355213256,
          0.501111947428927,
          0.4797053234845199,
          0.44308727498164036,
          0.397730447087386,
          0.3493912524275761,
          0.3028575992477425,
          0.2619277567794457,
          0.22915863256321126,
          0.20605330051164206,
          0.19369126641758988,
          0.19296858311182966,
          0.20422648703923377,
          0.22699436304473908,
          0.2601608551696964,
          0.3020257183925293,
          0.3499674300848809,
          0.40005291418626615,
          0.4468073072223264,
          0.4833234696021899,
          0.502584977744651,
          0.5004626196054871,
          0.47810063304206024,
          0.44086310813298146,
          0.3952149220956652,
          0.3468592267538872,
          0.3005357316563325,
          0.2599829589675685,
          0.2276914637812754,
          0.20512591520006151,
          0.19335682557454278,
          0.19326312638392656,
          0.20514528423644293,
          0.22849277283792063,
          0.26216563086305866,
          0.3044257407150664,
          0.3525911263023524,
          0.4026518345466616,
          0.44904939594971294,
          0.48482197101556923,
          0.5030204337031976,
          0.49975617893028507,
          0.47645454467291587,
          0.4386158799400634,
          0.3926921142074475,
          0.344333047374176,
          0.29823015728642777,
          0.2580612999795424,
          0.22625130929606085,
          0.20422845627382905,
          0.19305486830681715,
          0.19359104948446845,
          0.20609597823899858,
          0.23001990699504365,
          0.26419441188683357,
          0.30684243304051506,
          0.3552204346351349,
          0.4052409697972499,
          0.4512621194362092,
          0.4862710679891114,
          0.5033950730846829,
          0.4989932270693938,
          0.4747680343622857,
          0.4363464982303447,
          0.3901627738705736,
          0.34181333902288824,
          0.29594133096210434,
          0.2561630418150724,
          0.2248383305980758,
          0.20336107342186302,
          0.19278549689503793,
          0.19395233128108164,
          0.20707843696062064,
          0.23157556129249707,
          0.26624688917715256,
          0.30927531324095425,
          0.3578546568781364,
          0.4078193837091676,
          0.45344437478305294,
          0.48766985219315995,
          0.5037087123201105,
          0.49817439982158324,
          0.47304208254443836,
          0.4340558622220337,
          0.3876276445208313,
          0.33930071918784505,
          0.29366969695288186,
          0.25428843811132196,
          0.22345268721082634,
          0.2025239158010778,
          0.19254880855281112,
          0.19434694365539332,
          0.20809252397324693,
          0.23315952747196292,
          0.2683227461836648,
          0.3117238886206803,
          0.36049308267181274,
          0.4103861278044693,
          0.4555950572145642,
          0.4890174411480676,
          0.503961214892883,
          0.4973003656071524,
          0.4712776728505359,
          0.4317448624012928,
          0.3850874627133879,
          0.33679579794057096,
          0.2914156888983577,
          0.2524377344499098,
          0.22209453695651432,
          0.20171713189268,
          0.19234489518397718,
          0.19477485157621535,
          0.209138098635303,
          0.2347715931239657,
          0.2704216586644282,
          0.31418765580910263,
          0.3631349894311363,
          0.41294024151935405,
          0.4577130611489725,
          0.4903129798613131,
          0.5041524915325812,
          0.496371823912562,
          0.4694757909166605,
          0.4294143804401092,
          0.3825429582425662,
          0.33429917775668017,
          0.28917972975239176,
          0.25061116867643884,
          0.2207640362043191,
          0.20094086933990946,
          0.19217384315071293,
          0.195236013187255,
          0.21021501621046382,
          0.2364115415600339,
          0.27254329448352915,
          0.31666610065821077,
          0.3657796422762658,
          0.4154807523979761,
          0.4597972813259533,
          0.4915556424433281,
          0.5042825002924518,
          0.4953895036980465,
          0.46763742325392865,
          0.4270652891518005,
          0.37999485424843077,
          0.33181145332786943,
          0.2869622317476252,
          0.24880897123110085,
          0.21946134010018833,
          0.20019527476832863,
          0.19203573305382102,
          0.19573037990829645,
          0.21132312797600783,
          0.23807915167410518,
          0.2746873134120002,
          0.3191586981442094,
          0.3684262939654475,
          0.41800667631919186,
          0.46184661398996396,
          0.49274463369526333,
          0.5043512465099359,
          0.49435416177554536,
          0.4657635561822937,
          0.42469845248092836,
          0.3774438673089315,
          0.32933321136706833,
          0.28476359638110754,
          0.2470313654887481,
          0.21818660277713983,
          0.19521102195018888,
          0.19261718338429895,
          0.20157131036599804,
          0.22202322011586595,
          0.2531899865246299,
          0.2933694523128284,
          0.3398828848379499,
          0.389047774836655,
          0.43604959024086265,
          0.474744393722857,
          0.4982497686882395,
          0.5013484719284464,
          0.4834615273474639,
          0.4489685884657344,
          0.404441442911053,
          0.35598756027730516,
          0.30857339746719975,
          0.2662655931699478,
          0.23214336411373862,
          0.20804419442802885,
          0.1947910496266407,
          0.19279871798174997,
          0.20236429730401087,
          0.2234072625258161,
          0.2550992289941179,
          0.2956874891531004,
          0.3424412956753132,
          0.391623402328206,
          0.438352794073004,
          0.47641877422355366,
          0.49895039370413674,
          0.5009100054647878,
          0.4820058417318414,
          0.44681694832356533,
          0.40194116006071534,
          0.35342707805074647,
          0.30618762939738897,
          0.2642440786894229,
          0.23061455199100725,
          0.207071930331461,
          0.1944022760964819,
          0.19301235422455218,
          0.20318925828640316,
          0.22482101935516863,
          0.25703334135782374,
          0.29802283342700736,
          0.34500668930538425,
          0.3941925648131699,
          0.4406322220009838,
          0.4780497301304544,
          0.4995928336688134,
          0.5004125069682233,
          0.4805046043565253,
          0.44463868039278187,
          0.399431083408223,
          0.3508703113634945,
          0.30381675637989985,
          0.2622459023012601,
          0.22911392299510178,
          0.20612985824129199,
          0.19404475480410635,
          0.19325812284676197,
          0.20404613413098197,
          0.22626430186959798,
          0.2589919939038802,
          0.3003750111961424,
          0.34757844218792594,
          0.39675445151415545,
          0.4428868620263769,
          0.4796362743492115,
          0.5001766406568731,
          0.4998563814815227,
          0.47895876648160296,
          0.44243475791373726,
          0.3969119974606999,
          0.3483179024034964,
          0.3014613012703806,
          0.2602714109475527,
          0.22764163817794128,
          0.20521804253302514,
          0.1937185391740497,
          0.19353605153221906,
          0.20493485944325787,
          0.22773691409603264,
          0.2609748493505031,
          0.302743540930927,
          0.35015592221294595,
          0.39930824040863455,
          0.4451156946915317,
          0.4811774341296439,
          0.5007014086808607,
          0.49924207539878285,
          0.4773692922241094,
          0.44020614598813196,
          0.3943846772738252,
          0.34577048748637484,
          0.29912177928498257,
          0.25832094107931414,
          0.2261978506819019,
          0.2043365455498331,
          0.1934236825537162,
          0.1938461647035744,
          0.2058553625179117,
          0.22923865279777572,
          0.26298156283790614,
          0.3051279335044823,
          0.35273848858155654,
          0.4018530981451964,
          0.44731769373123753,
          0.4826722526491575,
          0.5011667746080608,
          0.49857007539872955,
          0.4757371569843066,
          0.43795380109011567,
          0.39184988867262294,
          0.3432286971096616,
          0.2967986978010309,
          0.25639481863150587,
          0.22478270602770276,
          0.2034854278558367,
          0.19316023813985125,
          0.19418848331301047,
          0.2068075652470259,
          0.23076930745074153,
          0.2650117819214693,
          0.3075276921837164,
          0.3553254916799071,
          0.40438817997806464,
          0.44949182678157584,
          0.4841197906152489,
          0.5015724189841789,
          0.49784090729478037,
          0.4740633459061439,
          0.43567867063759763,
          0.3893083884809667,
          0.3406931559879578,
          0.2944925561557176,
          0.2544933590160988,
          0.2233963424117931,
          0.20266474847576776,
          0.19292825888942902,
          0.19456302463547212,
          0.2077913830348104,
          0.2323286602206589,
          0.2670651465661537,
          0.3099423126171611,
          0.35791627294656403,
          0.4069126297221317,
          0.4516370561467462,
          0.48551912788183044,
          0.5019180667597403,
          0.4970551348072907,
          0.47234885237652624,
          0.433381692621972,
          0.38676092475714574,
          0.33816448306903174,
          0.2922038454442154,
          0.2526168671334873,
          0.22203889101207272,
          0.2018745651201343,
          0.19272779741568904,
          0.19496980206517348,
          0.20880672471853468,
          0.2339164859411526,
          0.26914128914217056,
          0.31237128281917675,
          0.360510164733818,
          0.4094255797308346,
          0.45375233962441963,
          0.4868693650738415,
          0.5022034879154791,
          0.49621335826373664,
          0.4705946765676677,
          0.4310637952942731,
          0.3842082370329221,
          0.33564329153099964,
          0.2899330483186288,
          0.25076563740252167,
          0.22071047630074353,
          0.20111493439509012,
          0.19255890587012134,
          0.19540882491608805,
          0.20985349249535168,
          0.2355325520925858,
          0.2712398344218684,
          0.31481408315001075,
          0.3631064901634949,
          0.41192615089922374,
          0.45583663138986635,
          0.48816962521440443,
          0.502428497983468,
          0.49531621323283803,
          0.4688018240264654,
          0.42872589690555696,
          0.3816510565536212,
          0.33313018876084804,
          0.2876806387891913,
          0.24893995380930642,
          0.21941121636304617,
          0.2003859119962801,
          0.19242163581125385,
          0.19588009822706834,
          0.21093158185467567,
          0.23717661878163293,
          0.2733603995777845,
          0.31727018629133796,
          0.365704562977956,
          0.41441345269462543,
          0.45788888293888474,
          0.48941905534854724,
          0.5025929584612306,
          0.4943643690989096,
          0.46697130431441575,
          0.4263689054991631,
          0.3790901065169444,
          0.33062577631470935,
          0.28544708202906793,
          0.2471400899748223,
          0.21814122322061577,
          0.19968755288601991,
          0.19231603806114503,
          0.19638362257217662,
          0.21204088151577452,
          0.23884843872151845,
          0.2755025941817985,
          0.3197390572168237,
          0.36830368738706726,
          0.4168865832173133,
          0.4599080440892128,
          0.4906168281573511,
          0.5026967771166039,
          0.4933585275828784,
          0.4651041297013126,
          0.4239937187523462,
          0.3765261023082683,
          0.3281306498604128,
          0.2832328341841483,
          0.2453663092413552,
          0.21690060315816276,
          0.19901991145325454,
          0.192242162550533,
          0.19691939387674456,
          0.2131812733702097,
          0.24054775721292254,
          0.27766602020525405,
          0.3222201531572829,
          0.37090315791203693,
          0.4193446292935612,
          0.461893064039818,
          0.4917621435562398,
          0.5027399081816429,
          0.4922994212165822,
          0.46320131391538927,
          0.4216012238646225,
          0.37395975173038104,
          0.325645399102916,
          0.28103834218912205,
          0.24361886477758687,
          0.2156894570521578,
          0.19838304165581583,
          0.1922000581536228,
          0.19748740323960992,
          0.2143526324287709,
          0.24227431212553796,
          0.27985027201996604,
          0.3247129235600826,
          0.37350225922714425,
          0.42178666660357184,
          0.46384289248713284,
          0.4928542302710181,
          0.5027223524344523,
          0.4911878117770894,
          0.46126387095247234,
          0.4191922974901116,
          0.3713917552256898,
          0.323170607693398,
          0.2788640435911414,
          0.24189799970214207,
          0.21450788070021157,
          0.19777699714461236,
          0.19218977251352554,
          0.19808763676191626,
          0.21555482677255483,
          0.24402783388031274,
          0.2820549363999049,
          0.3272168100423644,
          0.3761002660004798,
          0.4242117598465483,
          0.4657564807970043,
          0.4938923473851627,
          0.5026441571683421,
          0.49002448868774506,
          0.45929281394598653,
          0.4167678057110063,
          0.36882280608910967,
          0.3207068531227983,
          0.2767103663822966,
          0.24020394722529476,
          0.21335596514981678,
          0.19720183136944433,
          0.19221135185938995,
          0.19872007538278652,
          0.21678771750779996,
          0.2458080454323984,
          0.2842795925234161,
          0.3297312463377704,
          0.37869644273488884,
          0.42661896294538315,
          0.4676327832307085,
          0.4948757858518954,
          0.5025054160482965,
          0.48881026739285915,
          0.4572891540996053,
          0.41432860404923144,
          0.36625359067002994,
          0.31825470660077765,
          0.2745777288421005,
          0.23853693080840319,
          0.21223379702513054,
          0.19665759766626462,
          0.1922648408162713,
          0.1993846947221223,
          0.21805115872417144,
          0.24761466225485051,
          0.2865238119757251,
          0.3322556582363877,
          0.3812900436105108,
          0.42900731929314584,
          0.46947075822315854,
          0.4958038699645065,
          0.5023062688553489,
          0.4875459877126723,
          0.45525389968371893,
          0.4118755375133836,
          0.36368478856177144,
          0.31581473292109546,
          0.27246653939110177,
          0.23689716434063018,
          0.21114145885047864,
          0.19614434932576663,
          0.1923502822088018,
          0.2000814649307148,
          0.21934499745612573,
          0.24944739232315505,
          0.28878715875149286,
          0.3347894635176055,
          0.3838803123303787,
          0.431375862043655,
          0.4712693697109268,
          0.49667595877849224,
          0.5020469011199693,
          0.48623251218544195,
          0.4531880550966068,
          0.4094094406778882,
          0.36111707277726496,
          0.3133874903144642,
          0.27037719645671127,
          0.23528485233234203,
          0.2100790293692948,
          0.19566213964329915,
          0.19246771685971792,
          0.20081035054778193,
          0.2206690736470491,
          0.2513059361006051,
          0.2910691892571746,
          0.3373320718756902,
          0.3864664819705651,
          0.4337236144482675,
          0.4730275885075239,
          0.49749144747912677,
          0.5017275436461441,
          0.48487072440317114,
          0.451092619990949,
          0.4069311377913402,
          0.3585511099097335,
          0.310973530290115,
          0.2683100883522171,
          0.23370019012456342,
          0.20904658385720615,
          0.19521102195018913,
          0.19521102195018888,
          0.2090465838572049,
          0.23370019012456222,
          0.26831008835221576,
          0.3109735302901117,
          0.3585511099097298,
          0.40693113779133894,
          0.4510926199909468,
          0.4848707244031679,
          0.5017275436461451,
          0.4974914474791271,
          0.4730275885075253,
          0.43372361444826946,
          0.38646648197056793,
          0.33733207187569336,
          0.29106918925717573,
          0.2513059361006076,
          0.22066907364705074,
          0.20081035054778243,
          0.19246771685971817,
          0.19566213964329862,
          0.21007902936929346,
          0.23528485233234053,
          0.2703771964567099,
          0.3133874903144612,
          0.3611170727772616,
          0.4094094406778848,
          0.45318805509660637,
          0.4862325121854391,
          0.5020469011199684,
          0.4966759587784933,
          0.4712693697109281,
          0.4313758620436595,
          0.38388031233038067,
          0.33478946351760763,
          0.28878715875149497,
          0.2494473923231583,
          0.21934499745612718,
          0.20008146493071544,
          0.19235028220880182,
          0.19614434932576588,
          0.21114145885047744,
          0.2368971643406286,
          0.2724665393911006,
          0.3158147329210918,
          0.3636847885617667,
          0.4118755375133818,
          0.4552538996837161,
          0.48754598771266816,
          0.5023062688553492,
          0.49580386996450776,
          0.4694707582231595,
          0.4290073192931489,
          0.3812900436105147,
          0.33225565823639214,
          0.2865238119757265,
          0.24761466225485348,
          0.21805115872417338,
          0.19938469472212297,
          0.19226484081627135,
          0.1966575976662642,
          0.21223379702512896,
          0.23853693080840171,
          0.27457772884209825,
          0.31825470660077676,
          0.3662535906700264,
          0.4143286040492278,
          0.45728915409960436,
          0.4888102673928567,
          0.5025054160482957,
          0.49487578585189634,
          0.46763278323071095,
          0.42661896294538554,
          0.3786964427348909,
          0.32973124633777334,
          0.2842795925234187,
          0.24580804543239929,
          0.21678771750780168,
          0.1987200753827872,
          0.19221135185938995,
          0.1972018313694441,
          0.21335596514981534,
          0.2402039472252927,
          0.27671036638229474,
          0.3207068531227963,
          0.36882280608910717,
          0.4167678057110028,
          0.4592928139459833,
          0.4900244886877463,
          0.5026441571683414,
          0.49389234738516374,
          0.46575648079700493,
          0.4242117598465496,
          0.37610026600048413,
          0.327216810042366,
          0.2820549363999066,
          0.24402783388031446,
          0.21555482677255675,
          0.19808763676191715,
          0.19218977251352548,
          0.1977769971446118,
          0.21450788070020954,
          0.24189799970214015,
          0.27886404359113903,
          0.32317060769339573,
          0.37139175522568496,
          0.41919229749011006,
          0.46126387095247007,
          0.49118781177708815,
          0.5027223524344532,
          0.4928542302710196,
          0.4638428924871359,
          0.4217866666035725,
          0.3735022592271481,
          0.324712923560086,
          0.27985027201996737,
          0.24227431212553943,
          0.21435263242877303,
          0.19748740323961056,
          0.19220005815362262,
          0.19838304165581544,
          0.21568945705215609,
          0.24361886477758413,
          0.2810383421891206,
          0.3256453991029145,
          0.3739597517303808,
          0.42160122386461885,
          0.46320131391538916,
          0.4922994212165836,
          0.5027399081816423,
          0.49176214355624165,
          0.46189306403982094,
          0.4193446292935641,
          0.370903157912038,
          0.32222015315728536,
          0.27766602020525694,
          0.24054775721292354,
          0.21318127337021076,
          0.19691939387674498,
          0.1922421625505329,
          0.19901991145325373,
          0.21690060315816106,
          0.24536630924135383,
          0.28323283418414535,
          0.3281306498604104,
          0.3765261023082648,
          0.42399371875234354,
          0.4651041297013096,
          0.4933585275828753,
          0.5026967771166037,
          0.49061682815735147,
          0.45990804408921654,
          0.4168865832173143,
          0.36830368738706937,
          0.31973905721682483,
          0.2755025941818006,
          0.23884843872151992,
          0.21204088151577616,
          0.19638362257217695,
          0.19231603806114492,
          0.1996875528860194,
          0.2181412232206144,
          0.24714008997482098,
          0.28544708202906516,
          0.3306257763147078,
          0.37909010651693953,
          0.4263689054991628,
          0.4669713043144161,
          0.49436436909890774,
          0.502592958461232,
          0.4894190553485485,
          0.4578888829388879,
          0.41441345269462804,
          0.36570456297795967,
          0.31727018629134146,
          0.2733603995777874,
          0.23717661878163415,
          0.2109315818546771,
          0.1958800982270687,
          0.1924216358112536,
          0.20038591199627936,
          0.21941121636304436,
          0.24893995380930448,
          0.2876806387891882,
          0.3331301887608459,
          0.3816510565536172,
          0.42872589690555457,
          0.46880182402646275,
          0.49531621323283676,
          0.5024284979834677,
          0.48816962521440577,
          0.45583663138986874,
          0.41192615089922713,
          0.3631064901634975,
          0.3148140831500144,
          0.27123983442187016,
          0.23553255209258803,
          0.2098534924953527,
          0.19540882491608869,
          0.19255890587012128,
          0.20111493439508912,
          0.22071047630074228,
          0.25076563740251917,
          0.2899330483186272,
          0.3356432915309965,
          0.3842082370329181,
          0.43106379529426964,
          0.4705946765676655,
          0.49621335826373414,
          0.5022034879154789,
          0.48686936507384276,
          0.45375233962442163,
          0.4094255797308361,
          0.36051016473381925,
          0.31237128281918136,
          0.2691412891421718,
          0.23391648594115472,
          0.20880672471853542,
          0.19496980206517384,
          0.19272779741568888,
          0.20187456512013316,
          0.22203889101207197,
          0.2526168671334844,
          0.29220384544421313,
          0.33816448306902913,
          0.3867609247571444,
          0.4333816926219705,
          0.47234885237652624,
          0.4970551348072881,
          0.5019180667597414,
          0.4855191278818325,
          0.45163705614674965,
          0.4069126297221353,
          0.35791627294656675,
          0.30994231261716415,
          0.26706514656615565,
          0.23232866022066084,
          0.20779138303481126,
          0.1945630246354725,
          0.1929282588894288,
          0.20266474847576665,
          0.22339634241179182,
          0.25449335901609704,
          0.2944925561557162,
          0.34069315598795413,
          0.3893083884809643,
          0.4356786706375973,
          0.47406334590614085,
          0.49784090729477926,
          0.5015724189841793,
          0.4841197906152505,
          0.44949182678157623,
          0.40438817997806553,
          0.35532549167991084,
          0.3075276921837165,
          0.2650117819214707,
          0.2307693074507428,
          0.20680756524702734,
          0.194188483313011,
          0.19316023813985111,
          0.2034854278558356,
          0.2247827060277009,
          0.2563948186315026,
          0.29679869780102913,
          0.34322869710966014,
          0.3918498886726193,
          0.4379538010901129,
          0.4757371569843071,
          0.49857007539872805,
          0.5011667746080618,
          0.482672252649159,
          0.4473176937312396,
          0.40185309814519876,
          0.3527384885815588,
          0.30512793350448664,
          0.262981562837908,
          0.22923865279777733,
          0.20585536251791275,
          0.19384616470357488,
          0.19342368255371598,
          0.20433654554983238,
          0.2261978506819,
          0.258320941079311,
          0.2991217792849801,
          0.3457704874863729,
          0.3943846772738239,
          0.44020614598812746,
          0.47736929222410823,
          0.4992420753987838,
          0.5007014086808608,
          0.4811774341296462,
          0.4451156946915319,
          0.3993082404086382,
          0.35015592221294894,
          0.3027435409309293,
          0.2609748493505047,
          0.22773691409603405,
          0.20493485944325884,
          0.19353605153221945,
          0.19371853917404946,
          0.20521804253302434,
          0.22764163817793961,
          0.2602714109475503,
          0.30146130127037934,
          0.3483179024034934,
          0.3969119974606966,
          0.44243475791373627,
          0.4789587664816014,
          0.4998563814815211,
          0.5001766406568737,
          0.4796362743492144,
          0.44288686202637945,
          0.3967544515141573,
          0.34757844218792966,
          0.3003750111961455,
          0.2589919939038811,
          0.22626430186959945,
          0.20404613413098277,
          0.19325812284676228,
          0.19404475480410605,
          0.2061298582412913,
          0.22911392299510003,
          0.2622459023012571,
          0.30381675637989597,
          0.350870311363493,
          0.3994310834082184,
          0.4446386803927781,
          0.48050460435652415,
          0.5004125069682238,
          0.4995928336688142,
          0.4780497301304561,
          0.44063222200098934,
          0.394192564813173,
          0.3450066893053858,
          0.29802283342701136,
          0.2570333413578265,
          0.2248210193551696,
          0.20318925828640375,
          0.19301235422455243,
          0.19440227609648122,
          0.20707193033146018,
          0.23061455199100597,
          0.26424407868942074,
          0.3061876293973845,
          0.35342707805074386,
          0.40194116006071273,
          0.44681694832356456,
          0.4820058417318377,
          0.500910005464787,
          0.49895039370413763,
          0.47641877422355583,
          0.43835279407300753,
          0.39162340232820686,
          0.3424412956753164,
          0.29568748915310317,
          0.2550992289941202,
          0.2234072625258171,
          0.20236429730401162,
          0.1927987179817502,
          0.1947910496266402,
          0.20804419442802807,
          0.23214336411373712,
          0.2662655931699454,
          0.3085733974671967,
          0.3559875602773039,
          0.4044414429110497,
          0.44896858846573173,
          0.4834615273474635,
          0.5013484719284457,
          0.49824976868823995,
          0.4747443937228583,
          0.43604959024086704,
          0.38904777483665665,
          0.33988288483795154,
          0.2933694523128316,
          0.2531899865246324,
          0.22202322011586673,
          0.20157131036599857,
          0.19261718338429917,
          0.19521102195018858,
          0.218186602777139,
          0.24703136548874632,
          0.2847635963811057,
          0.32933321136706634,
          0.3774438673089282,
          0.424698452480925,
          0.4657635561822935,
          0.49435416177554353,
          0.5043512465099342,
          0.4927446336952662,
          0.4618466139899654,
          0.41800667631919347,
          0.3684262939654503,
          0.3191586981442118,
          0.27468731341200275,
          0.23807915167410595,
          0.21132312797600936,
          0.1957303799082971,
          0.19203573305382093,
          0.2001952747683283,
          0.2194613401001868,
          0.24880897123109846,
          0.28696223174762364,
          0.3318114533278679,
          0.37999485424842744,
          0.4270652891517975,
          0.46763742325392565,
          0.4953895036980475,
          0.5042825002924507,
          0.49155564244332844,
          0.4597972813259554,
          0.4154807523979773,
          0.36577964227627013,
          0.3166661006582128,
          0.2725432944835307,
          0.23641154156003544,
          0.21021501621046568,
          0.19523601318725567,
          0.19217384315071276,
          0.20094086933990885,
          0.22076403620431684,
          0.25061116867643707,
          0.2891797297523895,
          0.33429917775667906,
          0.3825429582425627,
          0.4294143804401053,
          0.4694757909166587,
          0.4963718239125598,
          0.5041524915325795,
          0.4903129798613161,
          0.45771306114897486,
          0.41294024151935566,
          0.36313498943114003,
          0.31418765580910624,
          0.27042165866443174,
          0.23477159312396675,
          0.20913809863530458,
          0.19477485157621613,
          0.19234489518397693,
          0.2017171318926794,
          0.2220945369565134,
          0.2524377344499071,
          0.2914156888983558,
          0.3367957979405681,
          0.3850874627133869,
          0.4317448624012897,
          0.47127767285053257,
          0.4973003656071532,
          0.5039612148928808,
          0.48901744114806894,
          0.4555950572145663,
          0.4103861278044717,
          0.3604930826718152,
          0.3117238886206822,
          0.26832274618366697,
          0.2331595274719646,
          0.20809252397324726,
          0.194346943655394,
          0.19254880855281079,
          0.20252391580107706,
          0.2234526872108259,
          0.25428843811131985,
          0.293669696952879,
          0.339300719187843,
          0.38762764452082954,
          0.4340558622220321,
          0.47304208254443464,
          0.49817439982158057,
          0.503708712320113,
          0.4876698521931606,
          0.4534443747830548,
          0.4078193837091691,
          0.35785465687813756,
          0.30927531324095797,
          0.2662468891771541,
          0.23157556129249823,
          0.20707843696062178,
          0.1939523312810821,
          0.1927854968950377,
          0.20336107342186224,
          0.22483833059807432,
          0.25616304181506894,
          0.2959413309621017,
          0.3418133390228855,
          0.39016277387057147,
          0.43634649823034033,
          0.4747680343622857,
          0.49899322706939203,
          0.5033950730846825,
          0.48627106798911435,
          0.45126211943621214,
          0.4052409697972536,
          0.3552204346351365,
          0.3068424330405186,
          0.26419441188683634,
          0.23001990699504468,
          0.20609597823899953,
          0.19359104948446912,
          0.19305486830681676,
          0.2042284562738278,
          0.22625130929606005,
          0.2580612999795397,
          0.2982301572864241,
          0.34433304737417425,
          0.39269211420744576,
          0.4386158799400627,
          0.47645454467291304,
          0.4997561789302858,
          0.5030204337032003,
          0.48482197101556984,
          0.44904939594971655,
          0.40265183454666525,
          0.35259112630235523,
          0.30442574071506745,
          0.26216563086306055,
          0.22849277283792274,
          0.20514528423644346,
          0.19326312638392681,
          0.1933568255745425,
          0.20512591520006015,
          0.22769146378127375,
          0.25998295896756574,
          0.30053573165633135,
          0.3468592267538838,
          0.3952149220956628,
          0.44086310813297785,
          0.4781006330420579,
          0.5004626196054854,
          0.502584977744649,
          0.4833234696021912,
          0.44680730722232814,
          0.4000529141862704,
          0.3499674300848823,
          0.30202571839253145,
          0.2601608551696971,
          0.22699436304474055,
          0.20422648703923452,
          0.1929685831118301,
          0.19369126641758966,
          0.2060533005116409,
          0.22915863256321028,
          0.2619277567794437,
          0.3028575992477409,
          0.3493912524275732,
          0.3977304470873846,
          0.4430872749816359,
          0.47970532348452105,
          0.501111947428929,
          0.502088935521324,
          0.4817764962769814,
          0.4445369532623543,
          0.3974451325609728,
          0.34735003210564175,
          0.2996428377450551,
          0.2581803865913843,
          0.22552487790888182,
          0.2033397142550379,
          0.19270743375688748,
          0.19405808374046649,
          0.20701046211177274,
          0.2306526519024762,
          0.2638954227599115,
          0.30519529477588647,
          0.351928492572498,
          0.40023793158131693,
          0.44528746421592413,
          0.481267645774044,
          0.5017035963272234,
          0.5015325836662636,
          0.4801820061065278,
          0.44223943023164985,
          0.3948294010229032,
          0.34473960647863544,
          0.29727756010616824,
          0.25622451984224953,
          0.22408451388551054,
          0.20248508886854744,
          0.19247968532285042,
          0.19445716589286402,
          0.20799724959943494,
          0.2321733555139729,
          0.2658856773204543,
          0.3075483426066423,
          0.3544703084232603,
          0.40273661067318617,
          0.44746275133636426,
          0.4827866368081148,
          0.502237037221357,
          0.5009162445995324,
          0.4785409750345473,
          0.4399158295471078,
          0.3922066183464847,
          0.34213681538289037,
          0.2949303365934023,
          0.2542935427754249,
          0.2226734636706349,
          0.2016627290907116,
          0.19228533770435866,
          0.19488839693602153,
          0.20901351235177149,
          0.23372057425652476,
          0.26789823167817267,
          0.3099162568840773,
          0.3570160544035454,
          0.4052257120001342,
          0.4496122038769266,
          0.4842613420244116,
          0.5027117793634214,
          0.5002402858862635,
          0.47685439822483566,
          0.43756723703927286,
          0.38957767066523924,
          0.3395423091370219,
          0.29260160823657166,
          0.25238773659262803,
          0.22129191626683992,
          0.20087274820272755,
          0.19212438368055745,
          0.19535165691377004,
          0.21005909958454672,
          0.23529413581036795,
          0.26993278761237327,
          0.31229854167292326,
          0.359565078242878,
          0.407704455581199,
          0.4517348817200219,
          0.4856908168652439,
          0.5031273716017295,
          0.49950511948987364,
          0.4751232884145217,
          0.4351947321674765,
          0.38694343142824356,
          0.336956726274287,
          0.29029180611189387,
          0.25050737605307155,
          0.21994005703534217,
          0.20011525439603364,
          0.19199680892699295,
          0.19584682212658114,
          0.21113386039011728,
          0.2368938643440285,
          0.271989037239932,
          0.3146946911145412,
          0.3621167210774241,
          0.4101720536562774,
          0.4538298374662124,
          0.4870741282859175,
          0.5034834035681911,
          0.4987112009244435,
          0.4733486742832475,
          0.4327993872906023,
          0.38430476137428765,
          0.33438069361823936,
          0.2880013514820925,
          0.24865272968091434,
          0.21861806773413242,
          0.19939035060959395,
          0.19190259204616136,
          0.19637376540690804,
          0.2122376437524844,
          0.2385195801721367,
          0.27406666281034747,
          0.31710418959491227,
          0.3646703175340259,
          0.41262771052600017,
          0.4558961168609311,
          0.4884103563025133,
          0.5037795067818058,
          0.49785902831072604,
          0.47153159884353996,
          0.43038226699236104,
          0.3816625085217786,
          0.33181482635901044,
          0.2857306559425586,
          0.2468240599704625,
          0.21732612654199882,
          0.1986981343658193,
          0.1918417046169428,
          0.19693235639409193,
          0.21337029853913766,
          0.24017109940578255,
          0.2761653365213029,
          0.3195265119230338,
          0.367225195796808,
          0.41507062239521403,
          0.4579327592802746,
          0.489698595574233,
          0.5040153556629337,
          0.49694914134057405,
          0.46967311785740457,
          0.4279444274597974,
          0.3790175081726527,
          0.3292597281304297,
          0.2834801215735844,
          0.24502162358835128,
          0.21606440806834779,
          0.19803869760648884,
          0.1918141112630132,
          0.1975224618071003,
          0.21453167346949006,
          0.24184823359709842,
          0.2782847203554264,
          0.3219611235181263,
          0.3697806776558304,
          0.41749997722276744,
          0.4599387982778238,
          0.49093795701503384,
          0.5041906684529761,
          0.4959821201552249,
          0.4677742982837333,
          0.4254869159134589,
          0.37637058292854014,
          0.32671599108818616,
          0.28125014109866864,
          0.2432456715718287,
          0.21483308334879636,
          0.1974121265300843,
          0.19181976974018144,
          0.19814394571336993,
          0.21572161705987278,
          0.24355078937971697,
          0.2804244659387909,
          0.3244074806039439,
          0.37233607853748024,
          0.41991495458049616,
          0.4619132621939817,
          0.49212756942908803,
          0.5043052080349048,
          0.49495858414290855,
          0.4658362167608555,
          0.4230107700875955,
          0.37372254271763145,
          0.32418419598926623,
          0.279041098048807,
          0.2414964495223734,
          0.21363231982658526,
          0.19681850143194768,
          0.19185863104245043,
          0.1987966697920379,
          0.21693997754514938,
          0.24527856810685894,
          0.2825842144215628,
          0.3268650304084406,
          0.3748907075163907,
          0.4223147255243876,
          0.4638551748292276,
          0.49326658116396127,
          0.5043587826504198,
          0.4938791906619258,
          0.4638599581281031,
          0.4205170177585196,
          0.3710741848307856,
          0.3216649122730332,
          0.276853366932594,
          0.23977419779381284,
          0.21246228132000147,
          0.196257896548694,
          0.19193063952645975,
          0.19948049358988304,
          0.2181866027771381,
          0.26164662248775583,
          0.30236852948287096,
          0.34857441349246765,
          0.3968988688981426,
          0.442776099617064,
          0.4804547452667951,
          0.5034029155949862,
          0.5060770292355194,
          0.48692425405532735,
          0.4497945422495185,
          0.40189944754632095,
          0.35063854305206876,
          0.3019213340269493,
          0.2598421002109369,
          0.2268474130866136,
          0.20427514180292694,
          0.19303247439509816,
          0.19377587305394106,
          0.20649537813881352,
          0.23027401436646439,
          0.26361172926949294,
          0.30468822524392425,
          0.3510997486078739,
          0.3994198522169711,
          0.44501889155825164,
          0.48208728498971526,
          0.5040849301689386,
          0.5056017228311339,
          0.4853634365971414,
          0.4474735733807448,
          0.3992260984158,
          0.3479675440415253,
          0.29951331997286534,
          0.2578639107484452,
          0.22539076451284334,
          0.20339376379694546,
          0.19276909434280629,
          0.1941510861809955,
          0.20748265468786323,
          0.2318048650054124,
          0.26559840174379157,
          0.3070229470898684,
          0.3536306526080636,
          0.4019335755005013,
          0.4472382699544129,
          0.4836778732906973,
          0.5047091985979264,
          0.5050647781894751,
          0.48375296259244416,
          0.4451239689748795,
          0.3965448009692557,
          0.3453047390947442,
          0.29712454443563785,
          0.2559113936557674,
          0.22396320886664067,
          0.2025439244589885,
          0.19253914283369286,
          0.19455963267847615,
          0.20850049964232384,
          0.23336200426958928,
          0.2676063481963136,
          0.30937227858987093,
          0.35616653430161943,
          0.4044392707938507,
          0.44943329836860485,
          0.48522553850300437,
          0.5052751412444748,
          0.5044664481914095,
          0.4820938060502384,
          0.4427468885898052,
          0.39385653122740677,
          0.3426508354280195,
          0.29475545259895247,
          0.25398478481398973,
          0.22256488528187085,
          0.20172574463178647,
          0.1923426789295576,
          0.19500142923369798,
          0.2095487122536616,
          0.23494518784172655,
          0.2696352724335216,
          0.311735794794281,
          0.35870679307442016,
          0.406936160872188,
          0.4516030330166981,
          0.4867293164558531,
          0.5057822141382122,
          0.5038070324766895,
          0.4803869648422824,
          0.4403434882325721,
          0.3911622516268157,
          0.3400065260493467,
          0.2924064767034205,
          0.2520843119271989,
          0.22119593087724404,
          0.20093934402950178,
          0.19217975569051984,
          0.19547638465133813,
          0.21062708796292126,
          0.23655416983486136,
          0.2716848735400588,
          0.3141130621015163,
          0.36125081890531296,
          0.4094234592372432,
          0.45374652311280894,
          0.48818825176962866,
          0.5062299103249452,
          0.5030868769841046,
          0.4786334590308681,
          0.43791491938186194,
          0.3884629108711212,
          0.3373724897831793,
          0.29007803619342265,
          0.25021019486659557,
          0.219856480984576,
          0.2001848410754361,
          0.192050419915627,
          0.1959843999628663,
          0.21173541863759598,
          0.23818870274579285,
          0.2737548456341903,
          0.316503638135885,
          0.36379799238343613,
          0.4119003701161676,
          0.4558628112547616,
          0.4896013991956915,
          0.5066177611589496,
          0.5023063733841133,
          0.476834329194421,
          0.43546232806748686,
          0.38575944380470606,
          0.3347493912975568,
          0.2877705378755323,
          0.24836264601892097,
          0.21854666935988357,
          0.19946235272166316,
          0.19195471189511848,
          0.19652536855506356,
          0.21287349280044088,
          0.2398485373916329,
          0.27584487762233284,
          0.31890707163635973,
          0.3663476847264836,
          0.41436608846391676,
          0.45795093385168245,
          0.4909678249979042,
          0.5069453375322605,
          0.5014659584066192,
          0.4749906347569845,
          0.4329868540065492,
          0.3830527713066755,
          0.33213788113377024,
          0.28548437608882427,
          0.24654187063814004,
          0.21726662837646327,
          0.19877199425158765,
          0.19189266517589143,
          0.19709917631662904,
          0.2140410958489844,
          0.24153342282986198,
          0.27795465295372845,
          0.3213229023562723,
          0.36889925779928456,
          0.41681979997049784,
          0.4600099215957614,
          0.49228660837269056,
          0.5072122510348843,
          0.5005661130669952,
          0.47310345232746015,
          0.4304896297955906,
          0.380343800203107,
          0.32953859573879696,
          0.28321993288728087,
          0.24474806719929407,
          0.2160164891991648,
          0.19811387906653072,
          0.19186430634162746,
          0.19770570180175562,
          0.21523801026456937,
          0.24324310626234352,
          0.28008384937625935,
          0.32375066097377636,
          0.3714520641320809,
          0.4192606810744938,
          0.4620387999800821,
          0.4935568429039834,
          0.507418155040125,
          0.4996073617941206,
          0.47117387405417693,
          0.42797178015779663,
          0.37763342319561854,
          0.32695215750083795,
          0.28097757823446273,
          0.24298142775338338,
          0.21479638193914674,
          0.19748811845754333,
          0.19186965480893978,
          0.19834481640945476,
          0.21646401580982969,
          0.24497733292385254,
          0.2822321386944044,
          0.3261898690129041,
          0.37400544693796073,
          0.4216878989844588,
          0.46403658986427676,
          0.49477763804918484,
          0.5075627457095079,
          0.4985902714644942,
          0.4692030060000959,
          0.42543442124410086,
          0.3749225188044391,
          0.32437917478835016,
          0.2787576702105106,
          0.24124213828212956,
          0.21360643578848248,
          0.19689482136374692,
          0.19190872264079495,
          0.19901638457733556,
          0.2177188897135978,
          0.24673584595571185,
          0.2843991865303082,
          0.3286400387749223,
          0.3765587401289501,
          0.42410061170985,
          0.46600230808961635,
          0.4959481206518022,
          0.5076457629120446,
          0.49751545034707456,
          0.46719196654365824,
          0.4228786599867959,
          0.37221195132423623,
          0.3218202419930465,
          0.27656055523151263,
          0.2395303790514288,
          0.2124467791340523,
          0.19633409411858918,
          0.19198151437834393,
          0.19972026398844578,
          0.21900240684231112,
          0.24851838626520473,
          0.28658465208886025,
          0.33110067327965154,
          0.37911126833036535,
          0.4264979681032896,
          0.467934968144938,
          0.4970674364761387,
          0.5076669910530265,
          0.4963835469637725,
          0.4651418848098863,
          0.4203055935040676,
          0.36950257079113835,
          0.3192759395773433,
          0.27438656828111024,
          0.23784632496229297,
          0.2113175396502604,
          0.19580604018547892,
          0.19208802689216398,
          0.2004563057897408,
          0.2203143398570977,
          0.2503246923714974,
          0.2887881879277163,
          0.333571266216353,
          0.3816623468930592,
          0.4288791079160653,
          0.4698335808846627,
          0.49813475175911354,
          0.5076262598079094,
          0.4951952488710839,
          0.46305389913606726,
          0.4177163085537183,
          0.3667952129594499,
          0.3167468341268526,
          0.27223603315423733,
          0.23619014589806658,
          0.21021884437018587,
          0.19531075988435398,
          0.1922282492537884,
          0.2012243548206718,
          0.22165445935578945,
          0.2521545002388306,
          0.2910094397330753,
          0.33605130190368615,
          0.3842112819033584,
          0.43124316186884115,
          0.4716971552998563,
          0.499149254773984,
          0.5075234447572209,
          0.4939512813683548,
          0.46092915557599384,
          0.41511188103413904,
          0.3640906992867165,
          0.31423347840845856,
          0.2701092627127142,
          0.2345620070666964,
          0.20915081973487878,
          0.19484835011078486,
          0.19240216262824741,
          0.2020242498503511,
          0.2230225339992054,
          0.2540075430978372,
          0.2932480461020001,
          0.3385402552582274,
          0.38675737019048445,
          0.43358925173968177,
          0.4735246993431421,
          0.500110157400375,
          0.5073584679190413,
          0.4926524061388801,
          0.4587688064462079,
          0.412493375530543,
          0.36138983692599186,
          0.3117364114346246,
          0.2680065591523976,
          0.23296206933682204,
          0.20811359162063597,
          0.1944189040492928,
          0.1926097401882068,
          0.20285582382172912,
          0.22441833062115996,
          0.2558835512558235,
          0.2955036383320661,
          0.34103759177098547,
          0.3892998993314325,
          0.43591649047151393,
          0.47531522080791827,
          0.5010166966949906,
          0.5071312981758993,
          0.4912994198298259,
          0.4565740089176003,
          0.4098618449042608,
          0.3586934187241619,
          0.30925615853452965,
          0.26592821428149116,
          0.23139048956648042,
          0.20710728534412573,
          0.19402251088259692,
          0.19285094705013067,
          0.20371890410118623,
          0.22584161432172248,
          0.25778225189696324,
          0.29777584021895115,
          0.34354276749126694,
          0.3918381476533758,
          0.4382239823012746,
          0.4770677282621209,
          0.5018681364568768,
          0.5068419515937573,
          0.48989315257749627,
          0.4543459236549717,
          0.4072183299229492,
          0.35600222322545927,
          0.30679323143265896,
          0.2638745098095062,
          0.229847420923221,
          0.20613202564540822,
          0.193659255498545,
          0.19312574023274307,
          0.20461331273193958,
          0.227292148543354,
          0.2597033688733329,
          0.3000642678626608,
          0.34605522901722696,
          0.3943713842337202,
          0.4405108229129826,
          0.4787812320364731,
          0.5026637687811735,
          0.5064904916308913,
          0.488434466484506,
          0.45208571350714927,
          0.4045638589293466,
          0.3533170146793386,
          0.3043481283355126,
          0.2618457176463603,
          0.22833301319441182,
          0.20518793664896123,
          0.19332921819651813,
          0.19343406863791648,
          0.20553886668967425,
          0.22876969512964504,
          0.26164662248775455,
          0.32116379740198886,
          0.36897398559334416,
          0.4173759000185559,
          0.46154478307259666,
          0.4952932058357647,
          0.5119179226151248,
          0.5066943623238593,
          0.47981774123900767,
          0.43677222566901136,
          0.38551462986333745,
          0.33342210203011,
          0.28600529271845554,
          0.24680111905307847,
          0.21766120637310166,
          0.19940164379323014,
          0.19256809661416133,
          0.19765958648259013,
          0.2146610381737055,
          0.24260277453738988,
          0.2796857119799144,
          0.32360293380613825,
          0.37154303308849285,
          0.41985471135321717,
          0.46364011005241035,
          0.49665063079035027,
          0.5122108987252035,
          0.505791277190496,
          0.47788973874052776,
          0.4342083143264795,
          0.3827368511077854,
          0.3307708248702153,
          0.28371458460280036,
          0.24500644509197522,
          0.21642409179336608,
          0.19875219198898303,
          0.1925355548541323,
          0.19826161358562375,
          0.2158717690419335,
          0.2443450126569569,
          0.2818488273868493,
          0.32605340526033083,
          0.3741134039135341,
          0.42232132519374427,
          0.4657057497508428,
          0.49795924765682553,
          0.512441730890724,
          0.5048273674321143,
          0.4759175077733828,
          0.4316230553250482,
          0.37995816940910604,
          0.3281336068894415,
          0.28144739756899856,
          0.2432400547232437,
          0.21521723435923554,
          0.19813445875208116,
          0.19253622502967638,
          0.19889680617476918,
          0.21711278311785345,
          0.24611236704161207,
          0.2840306119290794,
          0.32851475348152176,
          0.37668448318933784,
          0.4247749166431629,
          0.4677406948939188,
          0.4992181238035077,
          0.5126100665431342,
          0.5038031758183554,
          0.47390219241239945,
          0.42901763556971845,
          0.3771795149270561,
          0.3255110792501321,
          0.2792040882179093,
          0.24150209956034951,
          0.21404070822725726,
          0.19754852900282452,
          0.19257016098362473,
          0.19956508590790564,
          0.2183838546217985,
          0.2479045251664375,
          0.28623069526219974,
          0.3309865136324569,
          0.37925564602601264,
          0.42721464925302727,
          0.46974393301145656,
          0.5004263434856056,
          0.5127155969544113,
          0.5027192892315181,
          0.47184495212061317,
          0.4263932327814313,
          0.37440180195145883,
          0.3229038578653237,
          0.2769850000003584,
          0.23979272372557775,
          0.2128945868693484,
          0.19699448822299956,
          0.19263741187113848,
          0.20026636599330067,
          0.21968475155392028,
          0.24972117135937455,
          0.2884487034429319,
          0.33346821413100364,
          0.381826257367046,
          0.429639675080563,
          0.47171444717513916,
          0.5015830093832064,
          0.5127580581634591,
          0.5015763376506791,
          0.4697469600711536,
          0.42375101474371846,
          0.37162592886011986,
          0.32031254346503135,
          0.27479046341257585,
          0.2381120642355051,
          0.21177894332740294,
          0.19647242230041442,
          0.19273802184011057,
          0.20100055117328278,
          0.2210152358959206,
          0.2515619868766574,
          0.29068425880854254,
          0.33595937645900736,
          0.38439567183821916,
          0.43204913476780044,
          0.47365121678552313,
          0.5026872441560919,
          0.512737231815297,
          0.5003749930485577,
          0.4676094014930204,
          0.42109213860447486,
          0.3688527780926309,
          0.3177377216645421,
          0.2726207962034551,
          0.23646025138994273,
          0.210693850450051,
          0.19598241735340488,
          0.192872029718304,
          0.20176753772720316,
          0.22237506381338285,
          0.25342664996686937,
          0.29293697984891776,
          0.3384595149709317,
          0.38696323360171253,
          0.4344421576441484,
          0.4755532184085555,
          0.503738192010796,
          0.5126529459087565,
          0.49911596820591714,
          0.46543347204548,
          0.4184177502315112,
          0.36608321613826067,
          0.3151799630350687,
          0.27047630359385555,
          0.2348374091632996,
          0.20963938111071762,
          0.19552455953615153,
          0.19303946870874888,
          0.20256721349321638,
          0.22376398585764587,
          0.2553148359235293,
          0.2952064810717261,
          0.3409681367025823,
          0.3895282762159045,
          0.4368178618539519,
          0.477419426662021,
          0.5047350202750802,
          0.5125050754487787,
          0.49780001544858854,
          0.46322037622539164,
          0.41572898362036975,
          0.3633180935362031,
          0.3126398231771754,
          0.26835727850809027,
          0.23324365559724938,
          0.20861560840619314,
          0.1950989348257399,
          0.19324036609486184,
          0.20339945790830788,
          0.22518174716617895,
          0.2572262171261475,
          0.2974923728610717,
          0.34348474118015865,
          0.3920901225013466,
          0.4391753545105688,
          0.47924881515211143,
          0.5056769209747587,
          0.5122935429997986,
          0.4964279253125491,
          0.4609713258116093,
          0.4130269603527062,
          0.36055824488658755,
          0.3101178427974479,
          0.2662640018176806,
          0.23167910319358007,
          0.20762260583498798,
          0.19470562879199357,
          0.19347474295668973,
          0.20426414206589927,
          0.22662808766045908,
          0.2591604630697408,
          0.2997942613300805,
          0.3460088202298901,
          0.3946480844135072,
          0.4415137318785778,
          0.4810403574601238,
          0.5065631124075808,
          0.5120183191371759,
          0.4950005251427533,
          0.45868753835006115,
          0.41031278910339647,
          0.3578044888707784,
          0.30761454778893815,
          0.26419674259737513,
          0.23014385930605738,
          0.20666044745482265,
          0.19434472635119662,
          0.1937426138995987,
          0.20516112879028275,
          0.2281027422404121,
          0.2611172403828484,
          0.30211174816782954,
          0.34853985778852087,
          0.3972014629228715,
          0.4438320795856925,
          0.4827930281790396,
          0.5073928407087009,
          0.5116794227940508,
          0.4935186776316036,
          0.45637023568293095,
          0.4075875651944129,
          0.35505762827960885,
          0.3051304493159336,
          0.2621557583933679,
          0.2286380265301412,
          0.20572920801867287,
          0.1940163115049049,
          0.1940439867966443,
          0.20609027272705294,
          0.22960544097449648,
          0.2630962128341051,
          0.3044444304810447,
          0.35107732971483585,
          0.39974954790306017,
          0.44612947286607163,
          0.48450580399948456,
          0.5081653814020777,
          0.5112769215015053,
          0.49198327930319485,
          0.45402064252486046,
          0.4048523701933517,
          0.3523184500483208,
          0.30266604390367985,
          0.26014129550354065,
          0.22716170308933062,
          0.20482896308887122,
          0.19372046706512733,
          0.19437886254577277,
          0.20705142044862865,
          0.2311359092845924,
          0.2650970413275083,
          0.3067919006309927,
          0.353620703602533,
          0.40229161802770547,
          0.44840497683658004,
          0.4861776648443657,
          0.5088800409320311,
          0.5108109315204173,
          0.49039525894959124,
          0.451639985088911,
          0.40210827155446116,
          0.3495877252971338,
          0.30022181353363864,
          0.25815358926953147,
          0.22571498321695957,
          0.20395978912884646,
          0.19345727436722854,
          0.1947472348428915,
          0.20804441057391665,
          0.23269386812487733,
          0.26711938388652046,
          0.3091537460659634,
          0.3561694385946181,
          0.4048269406768131,
          0.4506576468077186,
          0.48780759505112153,
          0.5095361581690574,
          0.5102816178639429,
          0.4887555760254244,
          0.4492294897643799,
          0.3993563222999602,
          0.34686620937645496,
          0.29779822574492354,
          0.25619286438028516,
          0.22429795753221596,
          0.2031217635721718,
          0.193226812971973,
          0.19514908997175592,
          0.20906907390107424,
          0.2342790341539407,
          0.26916289562717577,
          0.3115295491497822,
          0.3587229851995664,
          0.407354771853464,
          0.45288652863079343,
          0.48939458460034213,
          0.5101331058839456,
          0.509689194209964,
          0.48706521900734867,
          0.4467903818485735,
          0.39659756073925945,
          0.34415464191593215,
          0.2953957337425937,
          0.2542593351867256,
          0.22291071340917906,
          0.20231496486867157,
          0.19302916035819467,
          0.19558440661149237,
          0.21012523355233254,
          0.23589111989944717,
          0.2712272287204389,
          0.31391888698670833,
          0.36128078510953715,
          0.4098743561117618,
          0.4550906590829117,
          0.49093763038914173,
          0.5106702921841818,
          0.5090339227035919,
          0.4853252037246284,
          0.44432388433391273,
          0.3938330102238978,
          0.34145374687659574,
          0.29301477651337443,
          0.2523532060270752,
          0.22155333533768154,
          0.20153947250744225,
          0.19286439160761645,
          0.19605315566246986,
          0.21121270512975693,
          0.23752983391470672,
          0.2733120323440408,
          0.31632133124315687,
          0.36384227102079275,
          0.41238492649694497,
          0.45726906629142283,
          0.49243573754741093,
          0.5111471619066402,
          0.5083161136501088,
          0.4835365716674663,
          0.44183121675165965,
          0.39106367893570276,
          0.3387642326055837,
          0.2906557789494879,
          0.25047467156227504,
          0.22022590527478514,
          0.2007953670167316,
          0.1927325790833985,
          0.19655530009112143,
          0.2123312968808186,
          0.239194880926555,
          0.27541695262407334,
          0.31873644796659795,
          0.36640686645668247,
          0.4148857044986584,
          0.45942077019924765,
          0.4938879207947778,
          0.5115631979605922,
          0.5075361250994652,
          0.48170038827922634,
          0.4393135940731653,
          0.38829055970598875,
          0.33608679189292323,
          0.28831915198117014,
          0.24862391712093718,
          0.21892850298571775,
          0.20008272994070103,
          0.19263379210402512,
          0.19709079479416408,
          0.2134808098726381,
          0.24088596197403436,
          0.2775416325666445,
          0.3211637974019872,
          0.3905867979967593,
          0.4389041447143725,
          0.48087946611285254,
          0.5098699457135247,
          0.5192960019888093,
          0.5056888051058367,
          0.47120910460096793,
          0.4228573014253484,
          0.36908599502942785,
          0.31701666457567634,
          0.271559033886721,
          0.23557849855719995,
          0.21038166995607852,
          0.19642504984945938,
          0.19400528821609456,
          0.20343673553217625,
          0.2246164097025708,
          0.25651874428226834,
          0.2971396600523916,
          0.34378033147084164,
          0.3931958516597082,
          0.4413246952005831,
          0.48279105231243136,
          0.5109035598005904,
          0.5191612386346965,
          0.5043489779906589,
          0.46893587229559247,
          0.42009133543624877,
          0.36625054345152774,
          0.3144262200156054,
          0.2694120331944174,
          0.2339772931998493,
          0.20936452959041357,
          0.19600705528121568,
          0.19420423946279536,
          0.2042630340012898,
          0.22604188699224304,
          0.25846053135831665,
          0.29947032819624325,
          0.3463431718832439,
          0.3958016565297562,
          0.44372714245462724,
          0.4846656676604877,
          0.5118814028730431,
          0.518961131665435,
          0.5029509125532836,
          0.4666251823344997,
          0.4173119268237095,
          0.36342121496729246,
          0.3118551112914793,
          0.26729192861652357,
          0.23240625252978012,
          0.20837857914143804,
          0.19562104373624206,
          0.19443615107756124,
          0.20512203252854472,
          0.22749707181819834,
          0.2604262667696751,
          0.30181734840477886,
          0.34891335949686003,
          0.3984035367795265,
          0.44611058182294455,
          0.4865022583529786,
          0.5128026493458405,
          0.5186956126323662,
          0.5014954396228029,
          0.46427831154201904,
          0.41452025388108954,
          0.36059886209978415,
          0.3093038675978266,
          0.2651989843364317,
          0.2308654659863616,
          0.20742385332115287,
          0.19526706840902214,
          0.1947010570656206,
          0.20601364917207407,
          0.2289817235256898,
          0.26241558822423305,
          0.3041802836528167,
          0.35149037054155224,
          0.40100080574175223,
          0.4484740966648816,
          0.4882997703794277,
          0.5136665010557088,
          0.5183646626665445,
          0.49998342850174016,
          0.4618965430977758,
          0.41171748044212425,
          0.3577843193197359,
          0.30677300255759016,
          0.26313345269293753,
          0.2293550171184244,
          0.20650038683647276,
          0.19494518339238784,
          0.1949989877094235,
          0.20693779387765576,
          0.23049559366727312,
          0.26442812863102005,
          0.30655869332307967,
          0.3540736749438254,
          0.4035927656875621,
          0.4508167585656873,
          0.49005715064267574,
          0.5144721888688629,
          0.5179683128366873,
          0.4984157854902044,
          0.4594811649617122,
          0.40890475534365506,
          0.3549784031139207,
          0.3042630143842544,
          0.26109557443454706,
          0.22787498393883376,
          0.20560821459596548,
          0.19465544354226788,
          0.19532996926901203,
          0.2078943683696812,
          0.2320384261333905,
          0.26646351624221076,
          0.30895213316249254,
          0.35666273609257293,
          0.40617870761494657,
          0.4531376275877303,
          0.49177334812844825,
          0.5152189742714884,
          0.5175066444002976,
          0.496793452351993,
          0.4570334683426496,
          0.40608321193845437,
          0.352181912066293,
          0.3017743860460111,
          0.2590855789812544,
          0.22642543927890332,
          0.2047473719009828,
          0.1943979043257945,
          0.1956940236845737,
          0.20888326605719656,
          0.2336099572901441,
          0.2685213747889413,
          0.31136015522662963,
          0.359257010598787,
          0.4087579110486124,
          0.45543575256143226,
          0.4934473151235626,
          0.5159061509373004,
          0.5169797889463665,
          0.49511740472865196,
          0.45455474621341624,
          0.4032539676563812,
          0.34939562695045356,
          0.2993075854321835,
          0.25710368469383804,
          0.22500645114184498,
          0.2039178946206033,
          0.19417262165337512,
          0.19609116828229634,
          0.2099043719550615,
          0.23520991612353548,
          0.27060132361039796,
          0.3137823078123523,
          0.3618559480498696,
          0.4113296438525316,
          0.4577101714174263,
          0.4950780084813889,
          0.5165330462664014,
          0.5163879284285393,
          0.49338865050756786,
          0.45204629187518064,
          0.40041812361189627,
          0.34662031083209643,
          0.29686306552216374,
          0.2551500991506696,
          0.22361808305442,
          0.20311981934984427,
          0.19397965169539128,
          0.1965214154846188,
          0.21095756262019363,
          0.23683802438943188,
          0.2727029777756395,
          0.3162181353786739,
          0.3644589907591702,
          0.4138931620564691,
          0.4599599115613356,
          0.49666439093285986,
          0.5170990228896575,
          0.5157312950881386,
          0.49160822815032507,
          0.44950939757333996,
          0.39757676425604993,
          0.3438567091801993,
          0.2944412645571512,
          0.2532250194319729,
          0.22226039441594417,
          0.20235318355065926,
          0.19381905068425367,
          0.19698477252594057,
          0.21204270610281928,
          0.23849399676850838,
          0.2748259481976349,
          0.31866717845594067,
          0.3670655735114532,
          0.41644770969784145,
          0.4621839902925748,
          0.49820543244111526,
          0.5176034801327261,
          0.5150101712669434,
          0.4897772049875319,
          0.4469453531669644,
          0.39473095707078887,
          0.34110554998582077,
          0.2920426062150155,
          0.2513286324114348,
          0.2209334408437859,
          0.20161802567528228,
          0.19369087470260019,
          0.19748124117481505,
          0.2131596619125774,
          0.24017754102541966,
          0.2769698417390552,
          0.321128973543455,
          0.36967512330499025,
          0.4189925186803054,
          0.4643814152684591,
          0.4997001115975103,
          0.5180458554339561,
          0.5142248891101037,
          0.48789667548637466,
          0.44435544485345263,
          0.39188175230355854,
          0.33836754388748963,
          0.28966749978863243,
          0.24946111505499474,
          0.21963727451448567,
          0.20091438527154531,
          0.19359517945847465,
          0.1980108174636134,
          0.21430828099925886,
          0.2418883581714437,
          0.27913426130934693,
          0.32360305299566405,
          0.3722870590910284,
          0.4215268086504286,
          0.4665511850148433,
          0.5011474170565671,
          0.5184256257103139,
          0.5133758301601317,
          0.48596775949711807,
          0.4417409539497707,
          0.3890301827399957,
          0.33564338430223684,
          0.28731634036803855,
          0.24762263472662294,
          0.21837194449960606,
          0.20024230306983726,
          0.19353202004838474,
          0.19857349142659497,
          0.21548840574793868,
          0.24362614262983645,
          0.2813188059526815,
          0.3260889448971256,
          0.37490079151141187,
          0.42404978689397393,
          0.4686922894844659,
          0.5025463490069714,
          0.5187423086657499,
          0.5124634248433195,
          0.48399160048467865,
          0.4391031557313014,
          0.3861772635126357,
          0.33293374756146227,
          0.28498950902679765,
          0.24581334950079287,
          0.21713749709544528,
          0.19960182105144728,
          0.19350145070917815,
          0.19916924684727766,
          0.21669986998815063,
          0.2453905824031739,
          0.28352307092636636,
          0.328586172926458,
          0.37751572263515465,
          0.42656064825319756,
          0.4708037106639662,
          0.5038959206756483,
          0.5189954640363124,
          0.5114881518505552,
          0.4819693637513796,
          0.4364433183289893,
          0.3833239919433523,
          0.3302392930509441,
          0.282687373012929,
          0.24403340848133545,
          0.21593397614571572,
          0.19899298249808903,
          0.19350352455972253,
          0.1997980610159448,
          0.21794249901676976,
          0.24718135924188758,
          0.28574664776936165,
          0.33109425620948624,
          0.38013124569483625,
          0.4290585750666691,
          0.4728844232305438,
          0.5051951598615418,
          0.5191846947666972,
          0.5104505374148428,
          0.4799022346567259,
          0.4337627016853229,
          0.38047134741750005,
          0.32756066335430384,
          0.28041028594479717,
          0.2422829521263364,
          0.21476142335631793,
          0.1984158320224655,
          0.19353829333342132,
          0.20045990449805248,
          0.21921610963415641,
          0.24899814881330506,
          0.28798912436056123,
          0.33361270916191665,
          0.3827467448236514,
          0.4315427371332095,
          0.47493339525906403,
          0.5064431104954058,
          0.5193096481129496,
          0.5093511544884247,
          0.4777914168400423,
          0.4310625565691543,
          0.37762029128751057,
          0.3248984843995065,
          0.2781585880122894,
          0.24056211257860072,
          0.21361987860134052,
          0.19787041557980556,
          0.19360580710262137,
          0.20115474091427865,
          0.2205205101931111,
          0.25084062087042236,
          0.29025008496654886,
          0.33614104132179967,
          0.38536159479407717,
          0.43401229170136607,
          0.47694958898023043,
          0.5076388342218306,
          0.519370016666293,
          0.5081906218227702,
          0.4756381304514792,
          0.42834412364939733,
          0.3747717668038824,
          0.32225336560786716,
          0.27593260618368937,
          0.23887101400125896,
          0.2125093802194172,
          0.1973567804603582,
          0.19370611399601126,
          0.20188252673284526,
          0.22185550066015633,
          0.25270843941969884,
          0.29252911027852435,
          0.33867875717215024,
          0.38797516075906946,
          0.4364663834861361,
          0.47893196159030726,
          0.508781411999243,
          0.5193655392934348,
          0.5069696029551369,
          0.4734436103967924,
          0.42560863262709203,
          0.37192669907154124,
          0.3196259000453281,
          0.2737326544185194,
          0.23720977291797687,
          0.21142996529962774,
          0.19687497526291164,
          0.1938392599101254,
          0.20264321107471317,
          0.2232208726885578,
          0.2546012628871894,
          0.29482577743819394,
          0.3412253559540779,
          0.3905867979967574,
          0.4612262972803019,
          0.5002800115952019,
          0.5235034397783721,
          0.5248311295879999,
          0.5025425971067665,
          0.4609067282529644,
          0.40815546775376427,
          0.35284087708601886,
          0.3015604383467072,
          0.25852560089592297,
          0.22596471006812052,
          0.20474519299830868,
          0.1950823826540888,
          0.19710241796247177,
          0.21093413113703693,
          0.23631850396849804,
          0.27211848375284875,
          0.3161430494430389,
          0.3653465481876885,
          0.4160221668499103,
          0.46355941805107137,
          0.5019597638826554,
          0.5241584757737264,
          0.5242345589336356,
          0.5007720514245348,
          0.4583281449887357,
          0.4052400309310184,
          0.34999470126069465,
          0.2990629198443886,
          0.2565385634032952,
          0.2245617307161647,
          0.20394768174484418,
          0.19489596539352402,
          0.1975355824733123,
          0.21198765281287077,
          0.23795781921153308,
          0.2742540748719688,
          0.3186332481343701,
          0.3680125767883262,
          0.4186482796518428,
          0.4658675416645708,
          0.5035944253636343,
          0.524751128775419,
          0.5235712683196582,
          0.4989480092933652,
          0.455720105489451,
          0.4023191443080251,
          0.3471610410264617,
          0.2965891440869335,
          0.254581052319134,
          0.22319036467870373,
          0.20318219845765076,
          0.19474191910513636,
          0.19800156186643825,
          0.21307329934761568,
          0.2396259943961085,
          0.2764122490522616,
          0.3211374323992701,
          0.3706822881092957,
          0.4212652773753414,
          0.46814967007468716,
          0.505182932637594,
          0.5252807635222151,
          0.522841528718793,
          0.4970715649207442,
          0.4530839556055304,
          0.3993939269343888,
          0.34434064744798826,
          0.29413953729873643,
          0.2526532527267806,
          0.22185065764497489,
          0.2024487541324628,
          0.19462027083273403,
          0.1985003624627109,
          0.21419097262559905,
          0.2413227719209931,
          0.27859260294353033,
          0.32365510213198967,
          0.37335508486655333,
          0.42387238387531656,
          0.4704047946481557,
          0.5067242302750403,
          0.5257467835093054,
          0.5220456626851386,
          0.4951438416877943,
          0.45042103823031004,
          0.39646547946269306,
          0.3415342527154929,
          0.29171451079920807,
          0.25075533965700986,
          0.2205426510599429,
          0.20174736008539282,
          0.19453104815558234,
          0.1990319872355017,
          0.2153405669677734,
          0.2430478855789348,
          0.28079472693305035,
          0.32618575290419466,
          0.3760303628893765,
          0.42646881097275163,
          0.472631896646182,
          0.5082172723085413,
          0.5261486324244897,
          0.521184043991316,
          0.4931659903669485,
          0.447732691976676,
          0.39353488385264757,
          0.3387425703094639,
          0.28931446123608856,
          0.24888747837520875,
          0.219266382427186,
          0.20107802809023928,
          0.19447427906321266,
          0.19959643555805903,
          0.2165219689784471,
          0.2448010606131735,
          0.28301820530377014,
          0.32872887596040057,
          0.3787075108587403,
          0.4290537582697638,
          0.4748299477588608,
          0.5096610237625118,
          0.5264857955259774,
          0.520257097155715,
          0.49113918731969264,
          0.4450202499098364,
          0.39060320311624136,
          0.3359662951742596,
          0.28693977082044375,
          0.24704982467195666,
          0.2180218856080686,
          0.2004407705024905,
          0.19444999181833172,
          0.20019370295076092,
          0.21773505740193488,
          0.24658201378410968,
          0.28526261639076855,
          0.33128395819900514,
          0.3813859100374609,
          0.43162641298553023,
          0.4769979106934602,
          0.5110544622184466,
          0.5267578009561191,
          0.5192652968615875,
          0.4890646326804435,
          0.4422850383373766,
          0.3876714811019383,
          0.33320610389960104,
          0.2845908075634442,
          0.24524252515690545,
          0.21680919111662197,
          0.19983560036975126,
          0.1944582148082765,
          0.20082378082893343,
          0.2189797029894273,
          0.2483904534457856,
          0.2875275327351535,
          0.3338504821386699,
          0.38406493399315444,
          0.43418594981504827,
          0.47913473981755783,
          0.5123965794120281,
          0.5269642209856155,
          0.5182091672701786,
          0.48694354853243527,
          0.4395283756573466,
          0.38474074231590955,
          0.33046265490897897,
          0.2822679255150529,
          0.24346571755581042,
          0.21562832640954518,
          0.1992625315283502,
          0.1944989763854968,
          0.20148665625189652,
          0.22025576837635374,
          0.2502260796317986,
          0.289812521234566,
          0.33642792586982656,
          0.3867439483150749,
          0.43673153081266003,
          0.4812393818578126,
          0.5136863828582171,
          0.5271046731828661,
          0.5170892812306366,
          0.4847771770814462,
          0.43675157126499753,
          0.38181199177830616,
          0.32773658865418903,
          0.27997146500477044,
          0.2417195310105371,
          0.21447931617073465,
          0.19872157868592577,
          0.19457230469757322,
          0.2021823116738978,
          0.22156310797048046,
          0.2520885841502392,
          0.2921171432894587,
          0.3390157629911437,
          0.3894223103259919,
          0.4392623053023343,
          0.4833107766550149,
          0.5149228975002099,
          0.5271788215034366,
          0.5159062593897648,
          0.4825667788329549,
          0.4339559245183751,
          0.37888621491257984,
          0.3250285278151643,
          0.2777017528845818,
          0.24000408638183524,
          0.21336218258975626,
          0.1982127574898256,
          0.19467822750730518,
          0.20291072469757632,
          0.2229015678509535,
          0.2539776506871998,
          0.2944409549443303,
          0.3416134625308889,
          0.39209936879033147,
          0.44177740981666197,
          0.48534785797590113,
          0.5161051673778599,
          0.5271863772947796,
          0.5146607692052332,
          0.48031363077815575,
          0.43114272376282475,
          0.3759643774658592,
          0.32233907750446333,
          0.27545910277427654,
          0.2383194965546435,
          0.2122769456336651,
          0.19773608458119582,
          0.19481677200342964,
          0.2036718678305871,
          0.22427098567847295,
          0.25589295491835107,
          0.29678350702309697,
          0.34422048885313433,
          0.3947744636198299,
          0.44427596806654823,
          0.4873495543819455,
          0.5172322573109116,
          0.5271271002118189,
          0.5133535238660635,
          0.4780190245940938,
          0.42831324541419796,
          0.3730474254584411,
          0.31966882547577186,
          0.27324381530929326,
          0.23666586674563997,
          0.21122362331160172,
          0.19729157763466837,
          0.1949879646025554,
          0.20446570824600174,
          0.22567119061674565,
          0.2578341646280999,
          0.29914434525778655,
          0.3468363015488764,
          0.3974469255780723,
          0.4467570909435618,
          0.48931479015529206,
          0.5183032545922364,
          0.5270007990390684,
          0.5119852811248633,
          0.47568426486280035,
          0.4254687531002813,
          0.37013628516045854,
          0.3170183423359234,
          0.2710561783912504,
          0.23504329481274902,
          0.21020223193157297,
          0.19687925538360682,
          0.19519183074291263,
          0.20529220754708807,
          0.22710200326534008,
          0.2598009398357231,
          0.30152301040981067,
          0.349460355312147,
          0.40011607598531695,
          0.4492198765568879,
          0.4912424862816153,
          0.5193172706858908,
          0.5268073324155819,
          0.5105568420462642,
          0.47331066731428656,
          0.42261049685985386,
          0.3672318630938166,
          0.3143881817599151,
          0.26889646744134094,
          0.23345187156625286,
          0.20921278634885213,
          0.19649913763089913,
          0.19542839467054732,
          0.20615132153704047,
          0.22856323560404074,
          0.2617929329279389,
          0.3039190383829775,
          0.3520920998013172,
          0.4027812264250095,
          0.45166341030684004,
          0.49313156148955223,
          0.5202734429248054,
          0.5265466094592984,
          0.5090690496766772,
          0.4708995570977217,
          0.41973971239847735,
          0.36433504605764877,
          0.31177888070859855,
          0.26676494565669356,
          0.23189168108115724,
          0.20825530020546476,
          0.19615124524533648,
          0.1956976792185916,
          0.20704299999424133,
          0.23005469094872005,
          0.2638097887972537,
          0.3063319603275783,
          0.35473097948582016,
          0.40544167845358275,
          0.4540867649967902,
          0.4949809333461879,
          0.5211709362026251,
          0.5262185902876274,
          0.5075227876405161,
          0.46845226708507076,
          0.41685762040001795,
          0.36144670117538935,
          0.3091909596486568,
          0.2646618642698991,
          0.23036280101039103,
          0.20732978616018646,
          0.19583560014365023,
          0.19599970558027116,
          0.20796718645357867,
          0.23157616391880378,
          0.2658511449854443,
          0.3087613027347708,
          0.357376433478646,
          0.40809672331503344,
          0.4564890009854288,
          0.4967895194076193,
          0.5220089446540936,
          0.52582328643185,
          0.5059189786683094,
          0.4659701362110226,
          0.4139654258927131,
          0.3585676759618534,
          0.3066249227746253,
          0.26258746281175854,
          0.22886530289845594,
          0.20643625610855607,
          0.1955522252583255,
          0.196334493076309,
          0.20892381799435328,
          0.23312744041627115,
          0.26791663183153197,
          0.31120658752058894,
          0.3600278953549377,
          0.4107456416619489,
          0.45886916638114883,
          0.498556238423665,
          0.522786693318193,
          0.525360761143059,
          0.5042585830625186,
          0.46345450785276976,
          0.4110643176684508,
          0.35569879840859603,
          0.30408125823278886,
          0.260541969377418,
          0.22739925249503384,
          0.20557472139238933,
          0.1953011444913505,
          0.19670205891740514,
          0.20991282503527806,
          0.23470829761615844,
          0.2700058726234603,
          0.31366733209895925,
          0.36268479295721184,
          0.4133877032846083,
          0.4612262972803,
          0.5191899173604619,
          0.5354787150375121,
          0.5279224164203413,
          0.49694944683579617,
          0.4488753996268665,
          0.39276234029802587,
          0.3368650762872774,
          0.2870359603437836,
          0.24676072949597022,
          0.2177446461547497,
          0.2005653471172314,
          0.19528542806456012,
          0.20186830514974718,
          0.22022345372525665,
          0.24989071427891626,
          0.2895854611948049,
          0.3369240799151536,
          0.38850154716144353,
          0.4400602976299302,
          0.48630222923021826,
          0.5205757990550635,
          0.5356994629840551,
          0.5268426801479322,
          0.49477069564657067,
          0.44604210175738107,
          0.38975270210300395,
          0.3340515028158742,
          0.2846566680017075,
          0.2449441518645919,
          0.21654360951550863,
          0.19999113324034778,
          0.19533641684421613,
          0.20254253517798704,
          0.22150984015027858,
          0.2517459251998483,
          0.2919122442259131,
          0.3395667158902686,
          0.39125679554111303,
          0.4426789130355184,
          0.4884683087729423,
          0.5219081186801241,
          0.5358523812139465,
          0.5256971707636816,
          0.49254522363392755,
          0.44318815622624685,
          0.3867453023743529,
          0.33125594861108176,
          0.28230459863118135,
          0.2431591605571872,
          0.2153754987511237,
          0.19944988435323735,
          0.1954202635976551,
          0.20324943076133095,
          0.22282764344929987,
          0.25362891123442394,
          0.2942600062871228,
          0.34222071128320075,
          0.39401153668706806,
          0.445282274536892,
          0.4906003571136913,
          0.5231858683693997,
          0.535937108603724,
          0.5244865223314793,
          0.4902743367087567,
          0.44031490989416605,
          0.3837411560296156,
          0.32847904821572727,
          0.27998008663741814,
          0.24140588557058731,
          0.21424033463337508,
          0.1989415927481973,
          0.19553696517800545,
          0.20398896419975948,
          0.22417674239013746,
          0.2555393950199965,
          0.2966283046179334,
          0.3448854961830472,
          0.3967650786209228,
          0.44786949786952407,
          0.4926972887807566,
          0.5244080588816658,
          0.5359533328904555,
          0.5232114179396602,
          0.4879593581459104,
          0.43742369799080594,
          0.38074125719885693,
          0.32572141801258714,
          0.2776834532898491,
          0.2396844487938098,
          0.21313813469282708,
          0.19846625068289298,
          0.19568651837219692,
          0.20476110475918594,
          0.22555700878433768,
          0.2574770901271396,
          0.2990166886744812,
          0.347560494837332,
          0.39951672140691624,
          0.4504396867237765,
          0.49475801245592244,
          0.5255737213599042,
          0.53590079168276,
          0.5218725885911183,
          0.4856016266924654,
          0.4345158431434356,
          0.37774657917979987,
          0.3229836564759308,
          0.2754150069867491,
          0.23799496427452002,
          0.21206891344732073,
          0.19802385046624676,
          0.19586891980601046,
          0.20556581846649258,
          0.22696830730622647,
          0.25944170104429354,
          0.30142470026082513,
          0.35024512566854143,
          0.40226575691613164,
          0.452991932679338,
          0.49678143185134904,
          0.5266819091062307,
          0.5357792733738929,
          0.5204708119987442,
          0.4832024946952805,
          0.4315926544668617,
          0.37475807442307224,
          0.32026634442694596,
          0.27317504351951305,
          0.2363375384854398,
          0.21103268262556651,
          0.19761438453470817,
          0.19608416584082175,
          0.20640306790210083,
          0.22841049531758356,
          0.26143292317298944,
          0.30385187366198624,
          0.3529388012771351,
          0.4050114685835802,
          0.45552531517052947,
          0.4987664466492128,
          0.5277316993670516,
          0.5355886179526091,
          0.519006911291091,
          0.48076332625285934,
          0.4286554267140984,
          0.3717766745456551,
          0.3175700452924008,
          0.2709638463366646,
          0.23471227059057162,
          0.21002945138550835,
          0.19723784551880627,
          0.19633225246226024,
          0.20727281199045,
          0.22988342269837667,
          0.2634504428335978,
          0.306297735777895,
          0.3556409284306099,
          0.4077531311594811,
          0.4580389014849358,
          0.5007119535041128,
          0.52872219512276,
          0.5353287177079562,
          0.5174817536335615,
          0.4782854953961892,
          0.4257054394869124,
          0.3688032903705634,
          0.3148953053659272,
          0.2687816868076339,
          0.23311925271109452,
          0.2090592265271283,
          0.19689422629991052,
          0.1966131751610213,
          0.2081750057887838,
          0.23138693168397073,
          0.2654939372815029,
          0.3087618062573679,
          0.35835090803823066,
          0.41049001045613714,
          0.46053174679774994,
          0.5026168471079276,
          0.5296525268760301,
          0.5349995178245757,
          0.5158962487706128,
          0.47577038430304974,
          0.4227439565052885,
          0.3658388119909822,
          0.31224265407140356,
          0.26662882448642194,
          0.23155857019077386,
          0.20812201269936845,
          0.19658352005714222,
          0.1969269288060797,
          0.20910960027463374,
          0.23292085670923734,
          0.2675630747335528,
          0.3112435976312414,
          0.36106813511113295,
          0.4132213630918828,
          0.4630028942442243,
          0.5044800213165782,
          0.5305218544326085,
          0.5346010168655688,
          0.5142513474948391,
          0.47321938154983023,
          0.4197722249346346,
          0.36288410885697625,
          0.30961260422796133,
          0.26450550737517803,
          0.23003030186070075,
          0.20721781260084673,
          0.19630572030440122,
          0.19727350751055864,
          0.21007654213240662,
          0.23448502425995565,
          0.2696575144045916,
          0.3137426154437582,
          0.36379199870757545,
          0.41594643623373306,
          0.46545137503259726,
          0.5063003703378237,
          0.5313293686683676,
          0.5341332671404736,
          0.5125480400488958,
          0.47063388040472964,
          0.41679147476939366,
          0.35994002988306506,
          0.3070056523161941,
          0.26241197218780193,
          0.22853452030316818,
          0.20634662717405808,
          0.1960608209174869,
          0.19765290449052555,
          0.21107577353947868,
          0.23607925273190308,
          0.271776906553833,
          0.31625835838127575,
          0.3665218818632021,
          0.41866446734038315,
          0.46787620859976364,
          0.5080767899789445,
          0.5320742932761875,
          0.5335963749563921,
          0.5107873544665891,
          0.46801527716567315,
          0.413802918271675,
          0.35700740357498834,
          0.3044222787452268,
          0.2603484446136128,
          0.22707129211447127,
          0.20550845579274582,
          0.19584881615132171,
          0.19806511191698828,
          0.2121072319522202,
          0.2377033522980005,
          0.2739208925407858,
          0.318790318397436,
          0.36925716150623544,
          0.42137468390736244,
          0.4702764028119713,
          0.5098081789528297,
          0.5327558864862662,
          0.5329905007509007,
          0.5089703548593308,
          0.46536496954626383,
          0.41080774946320986,
          0.3540870381739967,
          0.30186294812031506,
          0.25831513958117563,
          0.22564067816639294,
          0.20470329644215499,
          0.19566970064729003,
          0.1985101207613822,
          0.21317084989236157,
          0.23935712478388313,
          0.2760891048903981,
          0.3213379808338186,
          0.3719972083576917,
          0.42407630321615103,
          0.4726509542127454,
          0.5114934402406996,
          0.5333734427532845,
          0.532315859105746,
          0.507098139654518,
          0.4626843551123747,
          0.40780714366910104,
          0.35117972181717383,
          0.29932810951070676,
          0.256312261522311,
          0.224242733866152,
          0.20393114589187247,
          0.195523469430736,
          0.19898792063483547,
          0.21426655473413517,
          0.2410403635522121,
          0.2782811673670513,
          0.32390082453524055,
          0.374741386816646,
          0.42676853208923954,
          0.4749988483200345,
          0.5131314825093466,
          0.5339262944038639,
          0.5315727186410797,
          0.5051718397923902,
          0.459974829772025,
          0.4048022571114448,
          0.34828622271228193,
          0.29681819671761206,
          0.2543400046363688,
          0.22287750941452458,
          0.20319199986098316,
          0.19541011789868007,
          0.19949849962152716,
          0.2153942684926166,
          0.2427528533960717,
          0.2804966950569169,
          0.32647832195875476,
          0.37748905483086376,
          0.429450566653088,
          0.477319059974718,
          0.5147212215804543,
          0.5344138132378662,
          0.5307614017903779,
          0.5031926168877344,
          0.4572377863206135,
          0.40179422655109753,
          0.3454072893257176,
          0.29433362854201867,
          0.25239855315478,
          0.22154505006190456,
          0.20248585317526852,
          0.19532964179782503,
          0.20004184410643527,
          0.21655390761370577,
          0.24449437044172062,
          0.28273529445828016,
          0.3290699392754836,
          0.38023956375302376,
          0.43212159211114015,
          0.47961055374222933,
          0.5162615819492451,
          0.5348354120769312,
          0.5298822844567894,
          0.5011616613631791,
          0.4544746130432789,
          0.39878416897561275,
          0.3425436505822832,
          0.2918748090522883,
          0.25048808160591113,
          0.2202453963619834,
          0.20181269991621278,
          0.1952820371929485,
          0.20061793859780983,
          0.21774538276618266,
          0.2462646820609719,
          0.2849965635792386,
          0.3316751364644748,
          0.3829922581829704,
          0.4347807825289255,
          0.48187228436915996,
          0.5177514983493491,
          0.5351905462540131,
          0.5289357955521092,
          0.4990801905604201,
          0.45168669237605363,
          0.39577318133137845,
          0.3396960160755007,
          0.28944212785140055,
          0.24860875508026586,
          0.2189785844227879,
          0.2011725335615618,
          0.19526730042578977,
          0.20122676554468027,
          0.21896859863628676,
          0.24806354679344997,
          0.2872800920422309,
          0.3342933673976475,
          0.38574647579653504,
          0.4374273006335781,
          0.4841031972963791,
          0.5191899173604608,
          0.5450557056677146,
          0.5280130767711095,
          0.4886831033548188,
          0.4351535546312384,
          0.3768039353504381,
          0.32121902849170847,
          0.27337886505060904,
          0.23610992472637687,
          0.21075830493894052,
          0.19775949413990035,
          0.19706894389570787,
          0.20843501455920327,
          0.23147578117004147,
          0.2654930167577149,
          0.3090517561472236,
          0.35957949960138685,
          0.41326465676589347,
          0.46516074448952316,
          0.5091410555624696,
          0.537972812371552,
          0.5447895518394985,
          0.5264444301653382,
          0.486135856248029,
          0.4321254852722596,
          0.37375507463288515,
          0.3184753621766861,
          0.27113682508133513,
          0.23447171070199632,
          0.2097651587542978,
          0.19741793916928627,
          0.19736928907677073,
          0.20936080274175237,
          0.2330010729634141,
          0.2675648676341657,
          0.3115655737055267,
          0.36236491082179356,
          0.4160888957940821,
          0.4677321885181202,
          0.5111023720986708,
          0.5389306179985832,
          0.544452085015532,
          0.524813678567672,
          0.4835504566499144,
          0.4290858557612488,
          0.3707154075364397,
          0.31575418269628686,
          0.26892468032924466,
          0.2328668223144402,
          0.2088063503315458,
          0.1971104919832091,
          0.1977030085163038,
          0.21031892732086926,
          0.2345567999296174,
          0.2696631365009809,
          0.3140985164261454,
          0.36515867538477453,
          0.4189076421390281,
          0.470281011368515,
          0.5130205976968828,
          0.539825708812211,
          0.5440432976991724,
          0.5231218083103673,
          0.48092834397640544,
          0.4260359431297453,
          0.36768581210567364,
          0.31305600890538265,
          0.26674269529016803,
          0.23129536112647922,
          0.20788189011235084,
          0.1968371221895339,
          0.19807005643578168,
          0.21130931849712364,
          0.23614281587406272,
          0.2717875278761984,
          0.31665010105649705,
          0.36796013869901606,
          0.4217200820940733,
          0.4728062092647317,
          0.5148946104037716,
          0.5406572549782117,
          0.5435632380106791,
          0.5213698470672018,
          0.4782709618820514,
          0.4229770058229643,
          0.36466714522078336,
          0.31038134366415987,
          0.2645911237835618,
          0.22975742228656287,
          0.20699178533915003,
          0.1965977981902206,
          0.19847038637559414,
          0.21233190411819025,
          0.23775896851013148,
          0.27393773682434236,
          0.319219834584228,
          0.3707686379140257,
          0.424525392849602,
          0.4753067682859014,
          0.5167232899786851,
          0.5414244594025659,
          0.5430120100278675,
          0.5195588620974565,
          0.4755797564900987,
          0.4199102831496634,
          0.3616602427823482,
          0.30773067414160743,
          0.26247020920194997,
          0.2282530947257552,
          0.20613604019148302,
          0.19639248725000638,
          0.19890395116861143,
          0.21338660952219501,
          0.2394050992430263,
          0.2761134488523294,
          0.321807214305749,
          0.3735835019619707,
          0.427322742368393,
          0.477781664528913,
          0.5185055191191955,
          0.5421265595312185,
          0.5423897740007458,
          0.5176899584281602,
          0.472856174676008,
          0.4168369947903604,
          0.3586659199136902,
          0.30510447211742514,
          0.2603801847573955,
          0.22678246135180702,
          0.20531465591888726,
          0.1962211555611522,
          0.1993707029073458,
          0.2144733573748552,
          0.2410810429550498,
          0.27831433981512804,
          0.32441172790016737,
          0.37640405159092155,
          0.43011128925838543,
          0.4802298643102016,
          0.5202401847484336,
          0.5427628291242784,
          0.5416967464385652,
          0.5157642769817786,
          0.47010166240755347,
          0.41375834036195763,
          0.3556849711791413,
          0.302503194282055,
          0.2583212737250563,
          0.22534559924033745,
          0.20452763097034957,
          0.1960837683041705,
          0.19987059290458592,
          0.21559206750063062,
          0.24278662779283436,
          0.2805400758313619,
          0.32703285350795136,
          0.3792295993890127,
          0.43289018264426543,
          0.4826503244092374,
          0.5219261793628255,
          0.5433325799975143,
          0.5409332000683238,
          0.5137829926565801,
          0.4673176631442858,
          0.41067549903666345,
          0.35271817081653256,
          0.2999272825344937,
          0.25629368968386007,
          0.22394257982306914,
          0.20377496112030244,
          0.19598028970444475,
          0.20040357164738462,
          0.2167426567081291,
          0.24452167495707527,
          0.28279031320898496,
          0.32967005981363035,
          0.3820594497990904,
          0.43565856203940523,
          0.48504199235623613,
          0.5235624024384075,
          0.5438351637239265,
          0.5400994636643839,
          0.5117473123670032,
          0.46450561629869763,
          0.40758962921314607,
          0.3497662729823751,
          0.2973771642777154,
          0.2542976367543493,
          0.2225734690730944,
          0.20305663959116538,
          0.19591068308464152,
          0.20096958874429197,
          0.21792503861003162,
          0.24628599849529892,
          0.28506469838114157,
          0.33232280613180254,
          0.38489289912350066,
          0.43841555721977643,
          0.4874038067664588,
          0.5251477618935595,
          0.544269973288196,
          0.5391959217494694,
          0.5096584730513066,
          0.4616669557611487,
          0.4045018682376397,
          0.34683001200824654,
          0.29485325271143586,
          0.2523333098337269,
          0.22123832768711035,
          0.2023726571724218,
          0.1958749109128094,
          0.20156859286573559,
          0.2191391234378252,
          0.24807940509820325,
          0.2873628678522538,
          0.33499054249569465,
          0.38772923551873073,
          0.4411602881015949,
          0.48973469772351935,
          0.5266811756056293,
          0.5446364446868236,
          0.5382230141679542,
          0.5075177396537959,
          0.45880310849015293,
          0.4014133321728375,
          0.3439101026669686,
          0.2923559471220839,
          0.25040089482813993,
          0.2199372112645985,
          0.20172300233622714,
          0.19587293484605162,
          0.20220053167746846,
          0.2203848178516512,
          0.2499016939001019,
          0.28968444815435124,
          0.3376727097474966,
          0.39056773897968117,
          0.44389186462455316,
          0.49203358721389834,
          0.5281615729784701,
          0.5449340584668829,
          0.5371812355329125,
          0.5053264030887892,
          0.4559154931694095,
          0.3983251156121598,
          0.34100724044733166,
          0.28988563316985666,
          0.24850056888223676,
          0.2186701704838932,
          0.20110766134954366,
          0.19590471576965124,
          0.20286535176700185,
          0.22166202474561073,
          0.25175265628399895,
          0.292029055813593,
          0.3403687396296837,
          0.3934076813135028,
          0.4466093866425621,
          0.4942993896148407,
          0.5295878965576151,
          0.545162341196404,
          0.5360711345490624,
          0.503085778193445,
          0.45300551893242125,
          0.39523829153724843,
          0.338122101836032,
          0.28744268317271715,
          0.24663250060600553,
          0.21743725127511204,
          0.20052661838278746,
          0.1959702138315227,
          0.20356299856298385,
          0.22297064304888028,
          0.25363207569181323,
          0.2943962973269226,
          0.3430780548765235,
          0.39624832610289473,
          0.44931194382414313,
          0.49653101223754625,
          0.5309591036894301,
          0.5453208668596388,
          0.5348933132142831,
          0.5007972016762711,
          0.45007458415540125,
          0.3921539112161999,
          0.33525534460581213,
          0.28502745638729665,
          0.24479685029891304,
          0.21623849498989606,
          0.19997985561498755,
          0.19606938847185615,
          0.20429341624747582,
          0.22431056752300454,
          0.25553972744024933,
          0.2967857691486826,
          0.3458000693049694,
          0.3990889286590094,
          0.4519986155644904,
          0.49872735592759937,
          0.5322741682200385,
          0.5454092581705933,
          0.53364842590292,
          0.4984620300681265,
          0.447124075318831,
          0.38907300414036766,
          0.3324076081086154,
          0.2826402992866354,
          0.24299377017138848,
          0.2150739385679349,
          0.1994673533354303,
          0.1962021984478151,
          0.20505654766109507,
          0.2256816885557901,
          0.2574753785428166,
          0.2991970576870474,
          0.34853418790406726,
          0.4019287359640648,
          0.4546684709115865,
          0.5008873157241734,
          0.5335320822297595,
          0.5454271877985863,
          0.5323371783347326,
          0.4960816376821633,
          0.4441553659375385,
          0.38599657799737064,
          0.3295795135728767,
          0.28028154583470816,
          0.24122340456360744,
          0.2139436147002369,
          0.19898909004178697,
          0.19636860185314842,
          0.20585233420104168,
          0.22708389195217918,
          0.25943878753846267,
          0.3016297393100179,
          0.3512798069221493,
          0.4047669866039458,
          0.45732056850855574,
          0.5030097815796316,
          0.5347318577980806,
          0.545374379499798,
          0.5309603264336975,
          0.49365741458897294,
          0.4411698155592,
          0.3829256186779853,
          0.3267716644039933,
          0.27795151775775745,
          0.23948589016160954,
          0.21284755198910607,
          0.1985450425346889,
          0.19656855613256466,
          0.2066807157120085,
          0.22851705872258618,
          0.2614297043272766,
          0.30408338036069904,
          0.3540363139509419,
          0.40760291069122145,
          0.4599539565547066,
          0.5050936391405857,
          0.5358725287941689,
          0.5452506091492144,
          0.5295186750815399,
          0.4911907646128294,
          0.43816876883065436,
          0.37986109031481824,
          0.3239846464871364,
          0.2756505248124146,
          0.23778135621073795,
          0.21178577510481872,
          0.19813518600873617,
          0.19680201809072634,
          0.20754163037000978,
          0.22998106486909542,
          0.2634478700137116,
          0.3065575371815529,
          0.35680308800580873,
          0.41043572977893084,
          0.4625676727877385,
          0.5071377705916473,
          0.5369531526872984,
          0.5450557056677147,
          0.5244829417314488,
          0.4775061014547518,
          0.4197321181029418,
          0.36032809573562585,
          0.30591344816317756,
          0.26053985492300685,
          0.22649140611611032,
          0.20494504858168716,
          0.19632547747171358,
          0.20048106651263664,
          0.21686885838267428,
          0.2447547576050239,
          0.28317546832318347,
          0.33053120484667076,
          0.3840379770449002,
          0.43940155799177644,
          0.49083366603866063,
          0.5312792769041501,
          0.5531434852048446,
          0.5504891669553764,
          0.5224409616161854,
          0.47464687300557523,
          0.4165759515793624,
          0.3572946548236843,
          0.30327389004005384,
          0.2584513361456687,
          0.22503917240856527,
          0.20416823677443505,
          0.1962291832296889,
          0.2010444825765338,
          0.21805691397652505,
          0.24652456213023446,
          0.2854635511956314,
          0.3332248993723114,
          0.386950094134719,
          0.4422634011289931,
          0.49330260575741935,
          0.5329578634884744,
          0.5536500717191629,
          0.5496231748924392,
          0.5203433541043003,
          0.4717593564410212,
          0.4134171066936124,
          0.3542763863381844,
          0.3006601998723632,
          0.2563946639360775,
          0.22362184363565724,
          0.2034273797439737,
          0.1961683091610606,
          0.20164171942857295,
          0.21927674368542624,
          0.24832352185245915,
          0.287776360007468,
          0.33593547592560347,
          0.38986695660736487,
          0.4451137024265016,
          0.49574017140976356,
          0.5345835569822907,
          0.5540869113364137,
          0.5486855743088711,
          0.5181914037275981,
          0.46884503355600443,
          0.410256730819704,
          0.35127401081218224,
          0.2980727899588023,
          0.25437006077066127,
          0.2222395203054838,
          0.2027224856589005,
          0.19614279159348333,
          0.20227267679807787,
          0.22052823048039302,
          0.25015146332336363,
          0.2901135794053699,
          0.33866240521479873,
          0.3927878064256027,
          0.44795149970237425,
          0.4981452423652155,
          0.536155270755338,
          0.5544534460085708,
          0.5476768223938123,
          0.5159864243023257,
          0.46590537779859836,
          0.40709594800926296,
          0.3482882290333391,
          0.29551206008411857,
          0.2523777414331732,
          0.22089229756173398,
          0.2020535583061346,
          0.19615256394867048,
          0.20293725343624885,
          0.2218112559320631,
          0.25200820792396983,
          0.29247488416956224,
          0.3414051457449204,
          0.3957118740670811,
          0.45077582088647933,
          0.5005166926732719,
          0.5376719311840484,
          0.5547491622612851,
          0.5465974325806368,
          0.5137297567793663,
          0.46294185281140793,
          0.4039358588631765,
          0.3453197224305105,
          0.2929783978459742,
          0.25041791319194545,
          0.21958026525502108,
          0.2014205971412031,
          0.19619755685101675,
          0.2036353471771901,
          0.2231257000866449,
          0.2538935716093727,
          0.2948599390093971,
          0.3441631437919097,
          0.39863837860469115,
          0.4535856841220788,
          0.5028533915792979,
          0.5391324791378012,
          0.5549735926837119,
          0.5454479739463032,
          0.5114227670749617,
          0.4599559110484987,
          0.40077754045354874,
          0.3423691534660125,
          0.29047217897366495,
          0.24849077597029465,
          0.2183035080103973,
          0.20082359734065153,
          0.19627769823806643,
          0.2043668549913725,
          0.22447144133185004,
          0.2558073646512167,
          0.29726839836654473,
          0.3469358333859677,
          0.40156652778802343,
          0.4563800978738175,
          0.5051542040825535,
          0.540535871509777,
          0.5551263173538183,
          0.544229070481801,
          0.509066843889701,
          0.4569489924690046,
          0.39762204629320946,
          0.33943716603208457,
          0.2879937676386214,
          0.2465965225102328,
          0.2170621052913008,
          0.20026254985685818,
          0.19639291347244528,
          0.20513167303111182,
          0.22584835625301194,
          0.25774939137848146,
          0.2996999062261448,
          0.34972263630382244,
          0.4044955181255698,
          0.459158061043325,
          0.5074179915383493,
          0.5418810827894093,
          0.5552069651922388,
          0.542941400236066,
          0.5066633965233376,
          0.45392252330812544,
          0.3944704063500119,
          0.33652438585011474,
          0.2855435167565986,
          0.24473533852957152,
          0.21585613146018673,
          0.19973744147549988,
          0.19654312545484592,
          0.2059296966676685,
          0.2272563194796289,
          0.25971944991714435,
          0.3021540959362939,
          0.35252296206961203,
          0.407424534967375,
          0.4619185630937444,
          0.5096436123062128,
          0.5431671066730926,
          0.5552152152378025,
          0.5415856943363334,
          0.5042138526928598,
          0.45087791492590235,
          0.39132362710311724,
          0.33363142087138853,
          0.2831217682815397,
          0.2429074028726036,
          0.21468565583611623,
          0.19924825487590603,
          0.1967282547376285,
          0.20676082051960373,
          0.22869520352259412,
          0.2617173319292731,
          0.30463059003617304,
          0.35533620796406074,
          0.41035275258785453,
          0.4646605841846406,
          0.5118299224458305,
          0.5443929577092905,
          0.5551507978381475,
          0.5401627358885268,
          0.5017196563609808,
          0.44781656273376635,
          0.38818269163853186,
          0.3307588616781077,
          0.28072885349110505,
          0.24111288765443856,
          0.21355074274958283,
          0.19879496869449598,
          0.1969482196385736,
          0.20762493847205743,
          0.23016487860239937,
          0.2637428223521196,
          0.30712900009311606,
          0.35816175904156994,
          0.4132793342685844,
          0.4673830953188081,
          0.5139757764623903,
          0.5455576729739797,
          0.5550134957490566,
          0.5386733587618312,
          0.4991822655819844,
          0.4447398451985778,
          0.3850485597811324,
          0.32790728188364027,
          0.27836509326386927,
          0.23935195839915127,
          0.21245145159487167,
          0.19837755759147985,
          0.1972029363543018,
          0.20852194368664326,
          0.23166521246863997,
          0.26579569913777157,
          0.3096489265488777,
          0.36099898815484144,
          0.4162034323808908,
          0.470085058502584,
          0.5160800281028418,
          0.5466603137718433,
          0.5548031451364527,
          0.537118446262166,
          0.4966031503715671,
          0.44164912292351927,
          0.38192216826054415,
          0.3250772385309033,
          0.2760307983482744,
          0.23762477417187824,
          0.21138783688026125,
          0.1979959923209606,
          0.19749231907285794,
          0.20945172860169353,
          0.23319607021113697,
          0.267875732993933,
          0.31218995857532916,
          0.36384725598660556,
          0.41912418846816524,
          0.47276542692144946,
          0.5181415312042976,
          0.5476999673583994,
          0.554519636475364,
          0.5354989296997391,
          0.4939837906069742,
          0.4385457378049824,
          0.378804430908145,
          0.3222692724880711,
          0.27372626962331975,
          0.23593148770496905,
          0.21035994827637466,
          0.19765023980454846,
          0.19781628008493699,
          0.21041418492261205,
          0.23475731406307274,
          0.2699826871263945,
          0.3147516739397967,
          0.3667059110880421,
          0.4220407333278798,
          0.47542314513263295,
          0.520159140595831,
          0.5486757486777066,
          0.5541629153406307,
          0.5338157868564279,
          0.49132567396344845,
          0.4354310122642048,
          0.37569623888264625,
          0.31948390884065575,
          0.2714517983511591,
          0.23427224551835787,
          0.20936783066300718,
          0.19734026320856196,
          0.1981747298932242,
          0.2114092036021384,
          0.2363488031965195,
          0.27211631698372873,
          0.317333638880176,
          0.36957428992339925,
          0.42495218709337224,
          0.47805714927671566,
          0.5221317130543681,
          0.5495868021102633,
          0.5537329830843438,
          0.5320700403590173,
          0.48863029389256174,
          0.4323062485523219,
          0.3725984609217853,
          0.3167216572793056,
          0.26920766642160154,
          0.23264718803428755,
          0.2084115241747789,
          0.19706602202484924,
          0.19856757731930766,
          0.21243667481034825,
          0.23797039351073612,
          0.27427637000480654,
          0.31993540798998776,
          0.37245171692037354,
          0.42785765931546765,
          0.48066636731009726,
          0.5240581083155604,
          0.5504323032250276,
          0.5532298973958495,
          0.5302627559649078,
          0.4858991476476904,
          0.42917272812713764,
          0.3695119436175511,
          0.31398301248261107,
          0.2669941465886905,
          0.23105644968651176,
          0.20749106424592886,
          0.19682747215523413,
          0.19899472960761633,
          0.21349648789427236,
          0.2396219374137168,
          0.2764625853696125,
          0.3225565241134434,
          0.375337504525759,
          0.43075624904425375,
          0.48324971926039906,
          0.5259371901398284,
          0.5512114605296389,
          0.5526537727402512,
          0.5283950407670369,
          0.48313373436144397,
          0.4260317110998097,
          0.36643751171270333,
          0.31126845449427787,
          0.26481150269943093,
          0.22950015902416218,
          0.20660648165460596,
          0.19662456599953781,
          0.1994560925258416,
          0.2145885313270161,
          0.24130328359740116,
          0.27867469375396975,
          0.3251965182505762,
          0.37823095326585326,
          0.43364704491122913,
          0.4858061175069189,
          0.527767827433843,
          0.5519235172121552,
          0.5520047806723054,
          0.5264680413252458,
          0.48033555317949145,
          0.4228844357493642,
          0.36337596841624487,
          0.30857844909424137,
          0.2626599899147717,
          0.22797843881041302,
          0.20575780256700543,
          0.19645725254710616,
          0.1999515704612902,
          0.2157126926463432,
          0.24301427680701043,
          0.28091241708861037,
          0.32785490947249174,
          0.38113135181116664,
          0.4365291252122473,
          0.4883344670881451,
          0.5295488954272586,
          0.552567752867974,
          0.551283150022784,
          0.5244829417314505,
          0.46328721791673116,
          0.4026659212076996,
          0.34335486255640113,
          0.2908723168475923,
          0.24840731915926134,
          0.21784632301498608,
          0.20034658416736126,
          0.19637840440361634,
          0.20562213007187957,
          0.22718281102640286,
          0.25999127341186823,
          0.3028448800909691,
          0.3539282706491431,
          0.41011696064037295,
          0.4664779826668894,
          0.5162623251492063,
          0.5515406067788943,
          0.5647895420148076,
          0.5517509045655375,
          0.5142843284262687,
          0.4601894105498485,
          0.3994507948777136,
          0.3403865255093404,
          0.2883670499713157,
          0.24648929805605668,
          0.21659234832553373,
          0.19979980704231534,
          0.19654165837282989,
          0.20645900143617996,
          0.22863865873082784,
          0.26200837256942583,
          0.30534887392623294,
          0.35679323318216544,
          0.41313084737738004,
          0.4693282771605366,
          0.5185521660284056,
          0.5528442797812599,
          0.5647718748128125,
          0.5503407562071209,
          0.5117654513721106,
          0.4570736840603147,
          0.3962410481365331,
          0.3374382309975239,
          0.28589014797283,
          0.2446046113777177,
          0.21537482895506757,
          0.19929071740349,
          0.1967415446790742,
          0.20732986197759112,
          0.23012551954348387,
          0.2640532344835271,
          0.3078756327994198,
          0.3596721865859167,
          0.4161447791344379,
          0.472159541135058,
          0.5208005716214983,
          0.5540852203000586,
          0.5646796483123353,
          0.5488622531938344,
          0.5092014962461598,
          0.45394146378641814,
          0.39303766171509497,
          0.33451054547660813,
          0.2834419352033235,
          0.24275346429861963,
          0.21419388190212624,
          0.19881931678242484,
          0.19697795188900913,
          0.20823455543023886,
          0.2316432366795133,
          0.2661256572527934,
          0.31042480587065446,
          0.362564532396979,
          0.41915787200036575,
          0.47497065363979313,
          0.5230063377291407,
          0.5552624809945412,
          0.5645126907950192,
          0.5473162655100672,
          0.5065939582670955,
          0.45079415690855024,
          0.38984159126871204,
          0.3316040183160856,
          0.28102272747346346,
          0.24093605734148202,
          0.21304961894388547,
          0.19838560002858327,
          0.19725076420853127,
          0.2091729250898925,
          0.23319165285476726,
          0.26822543396274445,
          0.3129960313938565,
          0.36546965736175335,
          0.4221692275991541,
          0.47776048435371077,
          0.5251682630840037,
          0.5563751419389106,
          0.5642708838833805,
          0.545703712225296,
          0.5039443447876131,
          0.44763315144579485,
          0.38665376758297,
          0.32871918231854225,
          0.278632832386426,
          0.2391525864432796,
          0.211942146533314,
          0.19798955531594833,
          0.19755986170552448,
          0.21014481394068396,
          0.2347706101394384,
          0.27035235237853467,
          0.31558893643556796,
          0.36838693333835104,
          0.4251779332362492,
          0.48052789400819046,
          0.5272851503142492,
          0.5574223121829514,
          0.5639541633275846,
          0.5440255601199456,
          0.5012541731562562,
          0.4444598153320502,
          0.38347509681794034,
          0.32585655423646515,
          0.2762725496568147,
          0.2374032430083332,
          0.210871565693997,
          0.1976311641627005,
          0.19790512053695608,
          0.21115006476857914,
          0.23637994979897228,
          0.2725061946343979,
          0.3182031366000563,
          0.3713157172108679,
          0.42818306205766027,
          0.4832717348291215,
          0.5293558069449558,
          0.5584031313203432,
          0.563562519695488,
          0.5422828222121959,
          0.49852496860824486,
          0.44127549557110807,
          0.3803064607879373,
          0.32301663528536034,
          0.27394217141536265,
          0.23568821394886033,
          0.2098379719135348,
          0.19731040146430348,
          0.1982864131792119,
          0.212188520261161,
          0.23801951212265346,
          0.27468673692033063,
          0.32083823576114323,
          0.37425535081615513,
          0.43118367322190365,
          0.48599085099915945,
          0.5313790464379708,
          0.5593167710602653,
          0.5630959989613676,
          0.5404765561909081,
          0.4957582621912414,
          0.43808151746976837,
          0.37714871727402854,
          0.320199911652024,
          0.2716419824992971,
          0.23400768171325398,
          0.20884145503640184,
          0.19702723554023294,
          0.19870360866055936,
          0.21326002309334802,
          0.2396891362402859,
          0.2768937491665435,
          0.32349382580119723,
          0.37720516088324874,
          0.43417881208480746,
          0.48868407914106515,
          0.5333536892704832,
          0.5601624367976362,
          0.5625547029892335,
          0.5386078627601463,
          0.49295558873169215,
          0.43487918394785996,
          0.37400270036662847,
          0.3174068549968791,
          0.2693722607283402,
          0.23236182430241611,
          0.2078820991572304,
          0.19678162819449554,
          0.19915657279459717,
          0.2143644159987262,
          0.2413886599274077,
          0.27912699472622154,
          0.3261694863577061,
          0.38016445898553564,
          0.43716751039724033,
          0.49135024882305434,
          0.5352785640524788,
          0.5609393691770939,
          0.5619387899068214,
          0.5366778839012218,
          0.4901184848470242,
          0.43166977492376846,
          0.37086922083548485,
          0.3146379229493983,
          0.26713327716626645,
          0.23075081527448654,
          0.20695998251543288,
          0.19657353478998882,
          0.19964516841357124,
          0.21550154182624315,
          0.24311791939948688,
          0.281386230057109,
          0.32886478457785506,
          0.3831325415057629,
          0.44014878651582845,
          0.49398818308717546,
          0.5371525086830389,
          0.5616468456455369,
          0.561248474367012,
          0.5346878010585018,
          0.48724848700864604,
          0.4284545467738396,
          0.36774906652448897,
          0.3118935595956851,
          0.2649252963680389,
          0.22917482373832881,
          0.20607517739213427,
          0.1964029043366571,
          0.20016925560042145,
          0.21667124358206047,
          0.24487674909556809,
          0.2836712044024669,
          0.3315792748814845,
          0.38610868961395556,
          0.4431216456267717,
          0.49659669900173703,
          0.5389743715452051,
          0.5622841819879242,
          0.5604840276937413,
          0.5326388332555078,
          0.4843471296603151,
          0.42523473186387134,
          0.3646430027687769,
          0.30917419595741563,
          0.26274857661247003,
          0.22763401433620567,
          0.2052277500103719,
          0.19626967959330718,
          0.20072869191844528,
          0.21787336445642805,
          0.24666498145185045,
          0.28598165947188386,
          0.33431249873285607,
          0.38909216925827284,
          0.4460850799828844,
          0.49917460823886406,
          0.5407430127390466,
          0.5628507338406857,
          0.5596457779100625,
          0.5305322351480947,
          0.4814159433960268,
          0.42201153815062475,
          0.36155177283169837,
          0.30648025046132726,
          0.26060337012049645,
          0.22612854721603512,
          0.20441776043950774,
          0.19617379718284292,
          0.2013233326374866,
          0.21910774783548775,
          0.24848244666568103,
          0.2883173291225165,
          0.33706398442157015,
          0.3920822311689044,
          0.44903806915407135,
          0.5017207176782847,
          0.5424573053521237,
          0.5633458981772026,
          0.5587341096463351,
          0.5283692950217954,
          0.4784564532012797,
          0.4187861488512536,
          0.358476098359244,
          0.3038121293985848,
          0.25848992325903564,
          0.22465857799375208,
          0.20364526250481013,
          0.19611518772059458,
          0.20195303095557532,
          0.22037423729797828,
          0.2503289724504671,
          0.2906779390412536,
          0.3398332468529894,
          0.39507811087493183,
          0.451979580291399,
          0.5042338300384817,
          0.5441161367665676,
          0.5637691147592696,
          0.5577494639274378,
          0.5261513327403554,
          0.47547017676100756,
          0.4155597221782824,
          0.355416679849709,
          0.301170227373442,
          0.25640847673053657,
          0.2232242577062334,
          0.2029103037031362,
          0.19609377595531588,
          0.20261763821498524,
          0.22167267659685738,
          0.25220438378200744,
          0.2930632064282759,
          0.34261978734856896,
          0.3980790287342658,
          0.4549085684050584,
          0.5067127445362825,
          0.5457184100014575,
          0.5641198675488789,
          0.5566923378379187,
          0.5238796976529588,
          0.47245862283729617,
          0.4123333911377113,
          0.35237419713635293,
          0.298554927740547,
          0.25435926574827783,
          0.22182573275536652,
          0.20221292512561345,
          0.19610948092233915,
          0.20331700411170525,
          0.22300290962589914,
          0.2541085026367747,
          0.29547283968260607,
          0.34542309345633265,
          0.40108418997658085,
          0.45782397665652347,
          0.5091562575761105,
          0.5472630450891383,
          0.5643976860740282,
          0.5555632840651699,
          0.5215557664673138,
          0.46942328971935704,
          0.4091082633876995,
          0.3493493098810004,
          0.29596660303046807,
          0.2523425201974718,
          0.22046314484382928,
          0.2015531613882193,
          0.19616221610828982,
          0.20405097689737148,
          0.22436478037138732,
          0.2560411477226339,
          0.29790653809008744,
          0.3482426387719232,
          0.4040927847592528,
          0.46072473666521735,
          0.511563163469948,
          0.5487489804837404,
          0.5646021467427055,
          0.5543629103206266,
          0.5191809410962309,
          0.4663656637480488,
          0.4058854211551809,
          0.34634265807653125,
          0.29340561536296783,
          0.25035846478234447,
          0.21913663090318555,
          0.2009310405710893,
          0.19625188962667808,
          0.20481940357274434,
          0.2257581328490446,
          0.25800213420256446,
          0.30036399151430165,
          0.35107788277039303,
          0.4071039882363219,
          0.463609768830143,
          0.5139322551891515,
          0.5501751744998112,
          0.5647328740989295,
          0.5530918786402604,
          0.5167566464848744,
          0.4632872179167335,
          0.3841897857839984,
          0.3260339535296261,
          0.2761285644060464,
          0.23696665793648533,
          0.21021143734518113,
          0.1970928779227765,
          0.1980901547610666,
          0.21261446825204186,
          0.23939289694315036,
          0.2770905736823265,
          0.32432362620381905,
          0.37899379529208005,
          0.4374128324623064,
          0.49374971865540807,
          0.5402362925815675,
          0.5684125561900842,
          0.5715524859009422,
          0.5477823357381711,
          0.5017900567442214,
          0.44292821367629465,
          0.3809832559339988,
          0.323173964814562,
          0.2737829112590246,
          0.2352365030878544,
          0.20917267609089318,
          0.1967940378097047,
          0.19852686112772924,
          0.21373050970198618,
          0.24111594346701593,
          0.27935255326840425,
          0.32703965037844207,
          0.3820164750267338,
          0.4404907510938235,
          0.4965162204556757,
          0.5422472528284829,
          0.5692443714162334,
          0.570959416454559,
          0.5458470384640454,
          0.4989216475458521,
          0.43966798680340563,
          0.3777889016482026,
          0.3203377174888548,
          0.27146745536281297,
          0.2335410004637539,
          0.20817200334313585,
          0.19653456417721996,
          0.1990010391362783,
          0.21488027985555636,
          0.24286904230911868,
          0.28164088097764406,
          0.32977625445839326,
          0.38504936364699566,
          0.4435623561334166,
          0.49925438066879596,
          0.5442059133213142,
          0.5700049574600188,
          0.5702903860320925,
          0.5438502078333376,
          0.49601909834857283,
          0.4364011918398206,
          0.3746075209388652,
          0.31752564533492506,
          0.2691824618768457,
          0.23188035904344323,
          0.20720955549796213,
          0.19631443557804049,
          0.19951251733677233,
          0.21606357363568165,
          0.24465201089542338,
          0.2839553274973167,
          0.33253302756308106,
          0.388091750308509,
          0.4466266075808041,
          0.5019629406035423,
          0.5461110760085434,
          0.57069363341669,
          0.5695456779547616,
          0.541793066609551,
          0.49308396302689705,
          0.4331290897564091,
          0.3714398879006847,
          0.3147381686997063,
          0.2669281912723599,
          0.23025478549931103,
          0.2062854626899995,
          0.19613362106100232,
          0.20006111938344404,
          0.21728018689855141,
          0.24646466684547783,
          0.28629565751659874,
          0.3353095454813465,
          0.39114290651023037,
          0.4496824498067083,
          0.5046406361891163,
          0.547961557351139,
          0.5713097599465348,
          0.5687256316525,
          0.5396768734098194,
          0.4901177926802574,
          0.42985291670845677,
          0.3682867531494217,
          0.3119756950633607,
          0.2647048996355437,
          0.22866448412122514,
          0.20539984850869691,
          0.19599208021286924,
          0.20064666441412113,
          0.2185299165809799,
          0.24830682774736426,
          0.28866162933078726,
          0.3381053703347829,
          0.39420208601969503,
          0.45272881187647884,
          0.5072861987682016,
          0.5497561896455124,
          0.571852740613853,
          0.5678306425317535,
          0.5375029207936342,
          0.48712213384297237,
          0.42657388361100385,
          0.3651488442846972,
          0.3092386196002922,
          0.2625128389520013,
          0.22710965672182631,
          0.2045528297175257,
          0.19588976322679194,
          0.2012689674308776,
          0.2198125608266127,
          0.2501783109176883,
          0.2910529944430998,
          0.3409200502500933,
          0.397268524816702,
          0.45576460789671713,
          0.5098983559172536,
          0.551493822369997,
          0.5723220231889882,
          0.566861161733589,
          0.5352725333015631,
          0.4840985267530396,
          0.42329317578219633,
          0.36202686637466513,
          0.30652732573150504,
          0.2603522573722516,
          0.22559050252321897,
          0.20374451597794213,
          0.1958266109973058,
          0.20192783968000289,
          0.22112791909076232,
          0.2520789331472533,
          0.29346949716469717,
          0.3437531190410569,
          0.4003414410557903,
          0.45878873738501713,
          0.5124758322943214,
          0.5531733235535031,
          0.5727171009085812,
          0.5658176957812806,
          0.5329870654503158,
          0.48104850368313035,
          0.4200119526526958,
          0.35892150246025534,
          0.3038421856673796,
          0.25822339945800354,
          0.22410721802556527,
          0.20297500957991638,
          0.19580255524157672,
          0.20262308902941822,
          0.22247579222376626,
          0.25400851043307976,
          0.2959108742135515,
          0.3466040959006597,
          0.40342003504787416,
          0.4618000856630114,
          0.5150173505146771,
          0.554793581164801,
          0.5730375136891224,
          0.564700806117013,
          0.5306478996907755,
          0.4779735873367139,
          0.416731347539092,
          0.35583341407680225,
          0.30118356094004173,
          0.2561265064089485,
          0.22265999685820229,
          0.2022444051808498,
          0.19581751864642175,
          0.20335452034171905,
          0.2238559825328173,
          0.25596685769742034,
          0.2983768543127969,
          0.3494724851039642,
          0.40650348926135543,
          0.4647975242728521,
          0.5175216320545423,
          0.5563535045206797,
          0.5732828492888649,
          0.5635111085278341,
          0.5282564443354781,
          0.4748752893119646,
          0.41345246747910175,
          0.3527632417909154,
          0.2985518029245007,
          0.25406181626986224,
          0.22124902961393453,
          0.2015527895546841,
          0.19587141504045857,
          0.20412193584109004,
          0.22526829382232036,
          0.2579537884944514,
          0.3008671577891771,
          0.35235777572224847,
          0.4095909683430557,
          0.46777991141729885,
          0.5199873981831411,
          0.5578520257110505,
          0.5734527444131694,
          0.5622492724614037,
          0.525814131462271,
          0.47175510863571984,
          0.4101763931262819,
          0.34971160575052485,
          0.2959472533478244,
          0.2520295641178016,
          0.21987450366728079,
          0.2009002413529778,
          0.19596414959056513,
          0.20492513547240193,
          0.22671253141288047,
          0.2599691147052996,
          0.3033814961722072,
          0.3552594413489905,
          0.41268161915924045,
          0.47074609242359733,
          0.5224133709233169,
          0.5592881010388185,
          0.5735468857583177,
          0.5609160202326705,
          0.5233224148007642,
          0.4686145303694188,
          0.40690417870187084,
          0.34667910624614356,
          0.29337024478564094,
          0.250029982229246,
          0.21853660297748853,
          0.20028683087970228,
          0.19609561902166456,
          0.20576391725089255,
          0.22818850213909134,
          0.2620126462220855,
          0.30591957179467394,
          0.3581769398381801,
          0.4157745708570725,
          0.47369490023125865,
          0.5247982740408638,
          0.5606607124721659,
          0.573565010989036,
          0.559512126122931,
          0.520782767608218,
          0.46545502428859387,
          0.4036368520012868,
          0.34366632428138033,
          0.2908211011453197,
          0.24806330022700215,
          0.21723550787727255,
          0.19971261988142744,
          0.19626571185870587,
          0.2066380776009133,
          0.2296960143263822,
          0.26408419062164806,
          0.3084810773950773,
          0.3611097130555612,
          0.4188689349467305,
          0.4766251559040525,
          0.5271408340627802,
          0.5619688691066507,
          0.5735069096448219,
          0.5580384153734698,
          0.5181966805412959,
          0.462278043637236,
          0.4003754144528276,
          0.34067382215093633,
          0.28830013813519234,
          0.2461297452067584,
          0.2159713948482553,
          0.19917766135453194,
          0.19647430868955398,
          0.20754741168232724,
          0.23123487774719467,
          0.26618355282963424,
          0.31106569572262366,
          0.3640571866432975,
          0.4219638054044281,
          0.4795356691662428,
          0.5294397813244535,
          0.5632116086343231,
          0.5733724239706007,
          0.5564957630760345,
          0.5155656595303655,
          0.4590850239578423,
          0.3971208412259281,
          0.3377021440242877,
          0.2858076637192667,
          0.24422954184322737,
          0.21474443628423356,
          0.19868199937096387,
          0.19672128244737952,
          0.20849171370321506,
          0.2328049035568579,
          0.2683105347756193,
          0.3136730991453738,
          0.36701876979851467,
          0.42505825879667714,
          0.4824252389634382,
          0.5316938510458479,
          0.5643879988167962,
          0.5731614496670645,
          0.554885092963393,
          0.5128912236623474,
          0.4558773819979125,
          0.3938740813865082,
          0.3347518165333858,
          0.2833439785568569,
          0.2423629124757598,
          0.21355480024344417,
          0.19822566892399718,
          0.1970064987110194,
          0.20947077721769028,
          0.2344059042095378,
          0.2704649350399291,
          0.3163029492621687,
          0.3699938550663464,
          0.4281513544258603,
          0.4852926540481665,
          0.5339017844366613,
          0.5654971389590809,
          0.5728739365565158,
          0.5532073761030883,
          0.5101749030785928,
          0.45265651469302154,
          0.390636058096691,
          0.3318233493628005,
          0.2809093764266552,
          0.2405300771734491,
          0.21240265019108379,
          0.19780869579531185,
          0.19732981602166574,
          0.21048439540770475,
          0.23603769335470595,
          0.27264654849283476,
          0.3189548965188888,
          0.37298181814787595,
          0.43124213449751525,
          0.48813669359042466,
          0.5360623298302768,
          0.56653816138067,
          0.5725098891600888,
          0.5514636294984293,
          0.5074182368934149,
          0.44942379822667483,
          0.38740766885636857,
          0.32891723584075305,
          0.2785041446347324,
          0.23873125377972806,
          0.21128814473346008,
          0.1974310964446004,
          0.19769108621415613,
          0.2115323613478153,
          0.2377000857145945,
          0.27485516592678244,
          0.32162857982969945,
          0.3759820177234753,
          0.4343296243093461,
          0.4909561278135327,
          0.5381742438463332,
          0.5675102328802389,
          0.5720693671825094,
          0.5496549146008392,
          0.5046227711393304,
          0.4461805871664801,
          0.3841897857840006,
          0.30866602273609967,
          0.26192023423520416,
          0.22647489108871305,
          0.20390268432361625,
          0.19550753750339817,
          0.20167967226020955,
          0.22151935409025134,
          0.2534462931130408,
          0.2959302096831263,
          0.34738601400287905,
          0.40529810488758977,
          0.46517282139101535,
          0.5200539060620705,
          0.5612361725720959,
          0.5803539014107638,
          0.572391931687023,
          0.5383306722571257,
          0.4852910594186136,
          0.4233680824458634,
          0.3615929690766942,
          0.30595229908768873,
          0.25975860003604734,
          0.22495271027138602,
          0.2030986641790463,
          0.19547186358851934,
          0.20239576151319988,
          0.2229126578752541,
          0.25543167800481725,
          0.29843082947592575,
          0.35030232888814344,
          0.4084508779837532,
          0.46825701981646034,
          0.522642302731432,
          0.5628562303170609,
          0.5806301739324949,
          0.5712107442474691,
          0.535928885792672,
          0.48216398697371604,
          0.4200467930287502,
          0.35847328075945983,
          0.3032650473922766,
          0.25762856706741216,
          0.22346644370691804,
          0.20233428564320752,
          0.195476833795458,
          0.20314964988454118,
          0.22433915967166407,
          0.257446088803597,
          0.3009562490428121,
          0.35323651641573195,
          0.41160884899656486,
          0.4713266319897379,
          0.5251913631915396,
          0.5644133110790442,
          0.5808296313398237,
          0.569956400198846,
          0.5334752445840549,
          0.47901414689175137,
          0.41672779565967394,
          0.3553718497520402,
          0.3006045963682723,
          0.2555303676329319,
          0.22201631399170918,
          0.20160969165836828,
          0.1955223880898056,
          0.20394111224272982,
          0.22579862079052368,
          0.25948932105169836,
          0.30350619953361446,
          0.3561880756719817,
          0.41477115241893114,
          0.4743804417507587,
          0.5276997469530316,
          0.5659063611214269,
          0.5809519841279489,
          0.5686296300864453,
          0.5309712012856805,
          0.47584303942604006,
          0.41341216429565564,
          0.3522892782234618,
          0.2979712653237697,
          0.25346423268159773,
          0.220602542565673,
          0.2009250169586256,
          0.19560845489551607,
          0.20476991911529985,
          0.22729080460786236,
          0.2615611703696473,
          0.3060804042296189,
          0.35915648903772174,
          0.41793690221437313,
          0.47741721885798305,
          0.5301661171066302,
          0.5673343553326954,
          0.5809969939115304,
          0.5672312152267557,
          0.528418228534604,
          0.472652150387026,
          0.4101009459569493,
          0.34922614791718426,
          0.29536536472052166,
          0.25143039203868367,
          0.2192253494746489,
          0.20028038766948128,
          0.1957349512522745,
          0.20563583717006467,
          0.22881547667495772,
          0.26366143214576193,
          0.3086785780526197,
          0.36214122180755043,
          0.4211051918678259,
          0.4804357196556196,
          0.5325891415068463,
          0.5686962986113105,
          0.5809644741708728,
          0.5657619867431436,
          0.5258178169053871,
          0.4694429498482122,
          0.40679516071687166,
          0.3461830207423769,
          0.29278719672619336,
          0.24942907461376573,
          0.21788495311024786,
          0.19967592092069295,
          0.1959017830076784,
          0.20653862968965983,
          0.23037240480279533,
          0.26578990120964585,
          0.3113004270720823,
          0.36514172182394117,
          0.42427509446661005,
          0.4834346877727109,
          0.5349674939762967,
          0.5699912272448591,
          0.5808542909287495,
          0.5642228245081029,
          0.5231714728617987,
          0.46621689092274554,
          0.4034958017441145,
          0.3431604393756363,
          0.2902370557541401,
          0.24746050858542692,
          0.21658156992800456,
          0.19911172447490627,
          0.19610884504312023,
          0.20747805703722116,
          0.23196135912083857,
          0.26794637149028677,
          0.3139456480112146,
          0.36815741912712285,
          0.42744566281210106,
          0.48641285485374514,
          0.5372998555297835,
          0.57121821028104,
          0.5806663633543252,
          0.5626146559943592,
          0.5204807167111629,
          0.4629754086116283,
          0.4002038353952668,
          0.34015892787139246,
          0.2877152289899391,
          0.2455249215622248,
          0.21531541414481614,
          0.19858789637451732,
          0.19635602153204312,
          0.2084538771111826,
          0.23358211211030297,
          0.2701306356594949,
          0.3166139277527765,
          0.37118772562164865,
          0.4306159295625588,
          0.4893689413204104,
          0.5395849156173272,
          0.5723763508879537,
          0.5804006642907668,
          0.5609384550374812,
          0.5177470805670726,
          0.4597199187244093,
          0.39692020135517647,
          0.33717899227934467,
          0.2852219969039796,
          0.24362254071957548,
          0.2140866974167785,
          0.19810452460916037,
          0.1966431862290216,
          0.2094658457872482,
          0.235234438612186,
          0.2723424847613765,
          0.31930494284542504,
          0.37423203476060185,
          0.4337849074075791,
          0.49230165716401997,
          0.54182137338527,
          0.5734647877009901,
          0.5800572207032609,
          0.5591952405130232,
          0.514972106326081,
          0.45645181687272635,
          0.39364581282279093,
          0.33422112126729664,
          0.2827576337494085,
          0.24175359291218523,
          0.21289562849866292,
          0.19766168680611018,
          0.19697020278793365,
          0.21051371734577798,
          0.23691811581037944,
          0.2745817078285885,
          0.3220183590114544,
          0.3772897212483477,
          0.43695158927452504,
          0.49520970276818005,
          0.5440079389545157,
          0.5744826961534792,
          0.5796361140443617,
          0.557386074931613,
          0.5121573436637561,
          0.45317247753696804,
          0.3903815567400789,
          0.33128578674786363,
          0.280322408044764,
          0.2399183047617354,
          0.21174241288640175,
          0.19725944994579153,
          0.19733692510730963,
          0.21159724488291978,
          0.2386329231902268,
          0.27684809148609424,
          0.32475383065674696,
          0.38036014076274355,
          0.4401149485673105,
          0.4980917697611476,
          0.5461433347150033,
          0.5754292897881597,
          0.5791374805337559,
          0.5555120629556892,
          0.509304348055416,
          0.4498832532059859,
          0.3871282940616452,
          0.32837344450757555,
          0.2779165830406736,
          0.238116902719542,
          0.21062725244409,
          0.1968978701044433,
          0.19774319770077803,
          0.21271618070396486,
          0.24037864247295193,
          0.279141419543129,
          0.3275110003838045,
          0.3834426296977228,
          0.44327393943775956,
          0.5009465418974323,
          0.5482262966352807,
          0.5763038215463165,
          0.578561511349803,
          0.5535743498420344,
          0.5064146788265076,
          0.4465854735895529,
          0.38388686006261075,
          0.3254845348369388,
          0.2755404171699504,
          0.23634961310396457,
          0.20955034501712533,
          0.19657699222584135,
          0.19818885609041234,
          0.21387027669756561,
          0.24215505752643265,
          0.2814614725741554,
          0.33028949850869344,
          0.38653650492713587,
          0.44642749708986956,
          0.5037726959680415,
          0.5502555755862987,
          0.5771055850314677,
          0.5779084527304114,
          0.5515741198143678,
          0.5034898972375964,
          0.44328044490295726,
          0.3806580646824334,
          0.3226194831601553,
          0.2731941644805212,
          0.2346166621123755,
          0.20851188403324156,
          0.19629684992380808,
          0.19867372722063176,
          0.21505928468955818,
          0.24396195425282674,
          0.2838080274894845,
          0.3330889425828096,
          0.38964106359072453,
          0.4495745381171246,
          0.5065689027387602,
          0.5522299386780593,
          0.5778339157441652,
          0.5771786059811129,
          0.5495125943708002,
          0.5005315646083682,
          0.4399694492231434,
          0.3774426929022171,
          0.3197787006631338,
          0.270878075050577,
          0.23291827580757557,
          0.20751205809333503,
          0.19605746531704474,
          0.19919762989025463,
          0.21628295677528486,
          0.24579912045356245,
          0.2861808570963624,
          0.3359089369202999,
          0.39275558290309315,
          0.45271396087293114,
          0.5093338279160305,
          0.5541481706081264,
          0.5784881922845124,
          0.5763723273885039,
          0.547391030530942,
          0.4975412404851949,
          0.43665374391517886,
          0.37424150515327803,
          0.31696258491865315,
          0.2685923953853611,
          0.23125468007856945,
          0.20655105055405257,
          0.1958588488976244,
          0.19976037520019171,
          0.2175410456294739,
          0.24766634567229395,
          0.28857972965121975,
          0.3387490721320582,
          0.39587931998654025,
          0.45584464587441015,
          0.5120661331395854,
          0.5560090750205877,
          0.5790678375188849,
          0.5754900280374914,
          0.5452107190279266,
          0.49452048085611955,
          0.433334561128146,
          0.3710552377545291,
          0.3141715205074132,
          0.26633736879506176,
          0.2296261005757156,
          0.20562903910426786,
          0.19570099943425293,
          0.20036176701424285,
          0.21883330479280777,
          0.24956342101642434,
          0.2910044084038551,
          0.34160892466716986,
          0.3990115117285182,
          0.4589654562394563,
          0.514764477001466,
          0.5578114758740782,
          0.5795723197071901,
          0.5745321735311653,
          0.5429729824506404,
          0.4914708364171963,
          0.4300131073588658,
          0.3678846033765726,
          0.3114058796339149,
          0.2641132357532278,
          0.22803276262030364,
          0.20474619533765115,
          0.19558390391117977,
          0.2010016024304206,
          0.22015948893449203,
          0.25149013895776523,
          0.2934546511343022,
          0.34448805636272073,
          0.4021513746645919,
          0.4620752381570727,
          0.5174275160905458,
          0.559554218817566,
          0.5800011535869888,
          0.5734992836124476,
          0.540679173341737,
          0.4883938508935869,
          0.42669056308216863,
          0.3647302915301161,
          0.30866602273610144,
          0.2485695974840607,
          0.21730992667348764,
          0.1993692351198726,
          0.1960076350618915,
          0.20739015856401613,
          0.23236320018078396,
          0.2692190232140883,
          0.3163036750342019,
          0.371705854305583,
          0.43223927956278196,
          0.4923606131496923,
          0.5439376878151881,
          0.5776890455748254,
          0.5861564308198277,
          0.566842078489038,
          0.523659266552668,
          0.4654299908613162,
          0.40216502315569597,
          0.34177916064586206,
          0.2890808831884611,
          0.24661728751710887,
          0.2160202100808999,
          0.19882130444126528,
          0.1962443666347937,
          0.20838000095037856,
          0.23402172290326528,
          0.2714564107957945,
          0.31903252948901256,
          0.374800828754852,
          0.4354748266860319,
          0.4953687070248765,
          0.546237520478575,
          0.5788126884685388,
          0.5858257065018935,
          0.565102695744437,
          0.5208799525933147,
          0.46214369708241787,
          0.39886013104955215,
          0.3387844100965527,
          0.28657479256143387,
          0.2446978364610999,
          0.21476765185322053,
          0.1983141655010774,
          0.1965221924651231,
          0.20940736048490027,
          0.23571286520666743,
          0.27372193748416934,
          0.32178438240640644,
          0.37790997225663203,
          0.4387088596302142,
          0.49835208927146435,
          0.548486221769921,
          0.5798642925203418,
          0.5854165726714106,
          0.5632970455981691,
          0.518060234347929,
          0.4588454009418532,
          0.3955648959800441,
          0.3358119641336459,
          0.284097500853656,
          0.2428114624658153,
          0.2135524799595255,
          0.19784793895689903,
          0.1968410067904482,
          0.2104719864319077,
          0.2374363784564276,
          0.2760153699724917,
          0.32455889198830945,
          0.38103265201804565,
          0.4419403310768743,
          0.5013093874654647,
          0.5506824667881903,
          0.5808430946506028,
          0.5849292083532449,
          0.5614262296645357,
          0.5152016481283594,
          0.45553646188083985,
          0.39228019764974964,
          0.33286228186388056,
          0.28164925812654307,
          0.24095838453974266,
          0.21237492078494108,
          0.19742273522941425,
          0.19720069242556706,
          0.2115736251812781,
          0.23919201594232598,
          0.2783364732264177,
          0.32735570575050427,
          0.384168215311531,
          0.44516817187434893,
          0.504239220166163,
          0.5528249473036829,
          0.5817483743560703,
          0.5843638460519751,
          0.5594913878549769,
          0.5123057348810602,
          0.45221821793256395,
          0.38900688979555753,
          0.3299358057913323,
          0.2792303092395721,
          0.2391388226676866,
          0.21123519874584382,
          0.19703865412701072,
          0.1976011210690326,
          0.2127120206962466,
          0.24097953288357593,
          0.280685010107822,
          0.3301744599893868,
          0.3873159891130997,
          0.4483912913065502,
          0.5071401980234521,
          0.5549123732518797,
          0.5825794547861433,
          0.5837207716495927,
          0.557493696876788,
          0.5093740383982944,
          0.44889198494439375,
          0.3857458004507336,
          0.32703296245060426,
          0.27684089435135895,
          0.23735299790173453,
          0.21013353588531594,
          0.19669578449688754,
          0.19804215363989358,
          0.2138869149453708,
          0.24279868640922714,
          0.2830607409844043,
          0.3330147792480546,
          0.3904752797620742,
          0.45160857740561755,
          0.5100109249224458,
          0.5569434742257661,
          0.5833357037750458,
          0.5830003242253512,
          0.5554343686781259,
          0.5064081035585123,
          0.4455590558654173,
          0.38249773224393774,
          0.32415416304283595,
          0.27448124940500523,
          0.23560113242520608,
          0.20907015145045207,
          0.19639420390498252,
          0.19852364064244837,
          0.2150980483170549,
          0.24464923551424483,
          0.28546342332566615,
          0.3358762757826218,
          0.39364537264368143,
          0.45481889730908287,
          0.5128499991639246,
          0.5589170009643241,
          0.5840165348277185,
          0.5822028957969627,
          0.5533146488429601,
          0.5034094745997992,
          0.44222070009893427,
          0.3792634627330561,
          0.3212998040732198,
          0.2721516065969838,
          0.23388344958922427,
          0.2080452614532412,
          0.1961339783468748,
          0.19904542255666852,
          0.21634516001520532,
          0.24653094099172693,
          0.2878928112858821,
          0.3387585490297254,
          0.3968255318958993,
          0.4580210976620486,
          0.5156560146790299,
          0.560831726834886,
          0.5846214080572874,
          0.581328930982587,
          0.551135814939775,
          0.5003796934300849,
          0.43887816291935966,
          0.3760437447718417,
          0.31847026798873956,
          0.26985219482886863,
          0.23220017392163517,
          0.20705907821691463,
          0.19591516199163497,
          0.19960733025180416,
          0.2176279884347157,
          0.24844356534166528,
          0.2903486552746794,
          0.34166118507617027,
          0.40001500014191305,
          0.46121400506485566,
          0.5184275622765933,
          0.5626864493069959,
          0.5851498310719825,
          0.5803789265831937,
          0.5488991748280277,
          0.4973202979776194,
          0.4355326649528435,
          0.37283930690723227,
          0.31566592381490527,
          0.26758324014120094,
          0.23055153110803464,
          0.20611180990977115,
          0.19573779696038626,
          0.20020918542060154,
          0.21894627151563717,
          0.2503868726567902,
          0.29283070151586665,
          0.34458375613172726,
          0.40321299824959156,
          0.464396426566547,
          0.5211632309213312,
          0.5644799914155244,
          0.585601359809357,
          0.5793534310851223,
          0.5466060649265237,
          0.4942328205850373,
          0.4321854017206714,
          0.36965085380533946,
          0.31288712779030775,
          0.2653449661288154,
          0.22893774794473562,
          0.20520366006864174,
          0.19560191314111788,
          0.20085080103146494,
          0.22029974707503544,
          0.25236062848597957,
          0.29533869159513,
          0.34752582000612686,
          0.4064187251193312,
          0.46756715020436507,
          0.5238616090411248,
          0.5662112032106739,
          0.5859755993157786,
          0.5782530440828825,
          0.5442578484479867,
          0.49111878645008417,
          0.42883754324445644,
          0.3664790667040896,
          0.31013422399785706,
          0.26313759433695905,
          0.22735905226359274,
          0.20433482711427287,
          0.19550752804105262,
          0.20153198179586038,
          0.22168815311564707,
          0.254364599675757,
          0.29787236199724826,
          0.35048691959125866,
          0.4096313575016432,
          0.47072494558941375,
          0.5265212858614176,
          0.5678789631926745,
          0.5862722044689713,
          0.5770784156223839,
          0.5418559136042593,
          0.4879797121159007,
          0.42549023371185923,
          0.36332460389051086,
          0.30740754499158895,
          0.26096134463752063,
          0.22581567282864393,
          0.2035055038610352,
          0.195454646677609,
          0.20225252464820143,
          0.22311122811064035,
          0.2563985541904602,
          0.3004314436334912,
          0.3534665823497582,
          0.41285004984579615,
          0.4738685645384923,
          0.5291408527648767,
          0.5694821797288526,
          0.5864908806417767,
          0.5758302454652025,
          0.5394016717866154,
          0.4848171040134651,
          0.42214459120160736,
          0.36018810120068423,
          0.30470741241802796,
          0.2588164355847557,
          0.22430783920466005,
          0.20271587702346158,
          0.19544326150874275,
          0.203012219235486,
          0.22456871126383066,
          0.2584622609116087,
          0.30301566135986296,
          0.35646431981098786,
          0.41607393418089167,
          0.4769967417519888,
          0.531718904674227,
          0.5710197924507401,
          0.5866313843048778,
          0.5745092822745017,
          0.536896555725777,
          0.4816324570586494,
          0.4188017074662379,
          0.35707017254054185,
          0.3020341376310387,
          0.2567030847498115,
          0.2228357815977544,
          0.2019661267222212,
          0.19547335240316946,
          0.20381084841392624,
          0.22606034274491482,
          0.2605554894170413,
          0.30562473348684116,
          0.35947962707567843,
          0.41930212003058565,
          0.48010819553763107,
          0.5342540414561231,
          0.5724907736291931,
          0.586693523566739,
          0.5731163227236279,
          0.5343420176363315,
          0.47842725330600144,
          0.41546264777114217,
          0.3539714104254725,
          0.29938802229924993,
          0.25462150903348885,
          0.2213997306683081,
          0.20125642599220497,
          0.19554488665069844,
          0.2046481887498808,
          0.22758586389931948,
          0.2626780097404475,
          0.30825837128132905,
          0.36251198233032345,
          0.4225336943627921,
          0.4832016285797686,
          0.5367448693440784,
          0.5738941295249714,
          0.5866771586487382,
          0.5716522105286501,
          0.5317395273501381,
          0.4752029606612285,
          0.41212845078812593,
          0.3508923865370803,
          0.29676935900502077,
          0.25257192495655734,
          0.21999991731659652,
          0.2005869402954716,
          0.19565781901261647,
          0.20552401102244688,
          0.2291450174324216,
          0.26482959211181933,
          0.3109162784615585,
          0.3655608463725729,
          0.42576772157552323,
          0.48627572875369374,
          0.5391900023781397,
          0.5752289017128763,
          0.5865822022935784,
          0.570117835406287,
          0.5290905704434883,
          0.4719610316539945,
          0.40880012854183334,
          0.34783365229514457,
          0.29417843183414666,
          0.250554548927066,
          0.2186365724415807,
          0.19995782704183007,
          0.19581209181179382,
          0.20643808072511394,
          0.23073754756799494,
          0.26701000667944963,
          0.3135981506855807,
          0.3686256621488754,
          0.4290032435200919,
          0.4893291699844971,
          0.5415880638591081,
          0.5764941683769708,
          0.5864086201054381,
          0.5685141319589597,
          0.5263966463626876,
          0.4687029022725499,
          0.40547866640714747,
          0.34479573944319053,
          0.29161551695529986,
          0.24856959748406207,
          0.20965152248941893,
          0.1968047547958317,
          0.19874621679762502,
          0.21528134065194685,
          0.24510145630602787,
          0.286559208512049,
          0.3379292391071081,
          0.39680165854556865,
          0.45900419072542625,
          0.5177295893816115,
          0.5638485752168474,
          0.5881782829885264,
          0.5850456822327742,
          0.5549373644561718,
          0.5043456015481533,
          0.44292829872101175,
          0.3799281231054614,
          0.32195974239005026,
          0.27281783685828287,
          0.234539902703756,
          0.20861982042609448,
          0.19653386773980397,
          0.19926060888861954,
          0.21653383905960497,
          0.2470076722525314,
          0.2890322539086122,
          0.34086772859319064,
          0.400039890500458,
          0.4622538262661523,
          0.5205570427001835,
          0.5657432723415493,
          0.5887225731069934,
          0.5840991987518492,
          0.5527077441388729,
          0.5012947426441863,
          0.4395809458129947,
          0.3767077235407119,
          0.3191303392302704,
          0.270518737361514,
          0.23285460121620954,
          0.20762654116043391,
          0.19630433924319277,
          0.19981556874239742,
          0.21782294939573893,
          0.2489458760660645,
          0.291532631144631,
          0.3438269659072712,
          0.40328719845913635,
          0.465493216476542,
          0.5233481810894218,
          0.5675755692673685,
          0.5891888675854824,
          0.5830771141292137,
          0.5504219585509387,
          0.49821553698861754,
          0.4362310688443999,
          0.3735026722553931,
          0.3163261619077174,
          0.2682500527960629,
          0.2312037160818146,
          0.20667189634506902,
          0.19611623294038039,
          0.2004109456819635,
          0.2191484270742484,
          0.25091583094688996,
          0.29406006666442813,
          0.34680649258484003,
          0.4065427689321842,
          0.4687211251400432,
          0.5261015469811472,
          0.5693442917296317,
          0.5895768115883856,
          0.5819800766457179,
          0.5480813593494941,
          0.49510947191716353,
          0.43287982988449797,
          0.37031366768534824,
          0.31354756584019233,
          0.2660119989208972,
          0.2295874656484631,
          0.20575609394755143,
          0.19596960098696045,
          0.20104658011970428,
          0.22051002655574686,
          0.252917300495905,
          0.29661428144049806,
          0.3498058354740951,
          0.409805766217159,
          0.4719362963902602,
          0.5288156831700548,
          0.5710482968563424,
          0.5898861028235234,
          0.5808087828593387,
          0.5456873201457443,
          0.49197802670545043,
          0.429528367118249,
          0.3671413857279736,
          0.3107948940426876,
          0.2638047891293232,
          0.22800606964555184,
          0.20487933778285594,
          0.19586448387212335,
          0.20172230397775381,
          0.22190750163557005,
          0.2549500485549713,
          0.2991949905363012,
          0.3528245062409148,
          0.4130753321942979,
          0.47513745530445206,
          0.5314891343163813,
          0.572686474727294,
          0.5901164920075809,
          0.5795639766545947,
          0.5432412348237772,
          0.488822671281608,
          0.42617779453567306,
          0.36398648014586704,
          0.3080684777220683,
          0.2616286348482764,
          0.2264597491214829,
          0.20404182703757087,
          0.19580091026734625,
          0.20243794112220098,
          0.22334060570890388,
          0.25701383902720226,
          0.301801902660311,
          0.3558620008784335,
          0.41635058615153175,
          0.4783233085494659,
          0.5341204484808213,
          0.5742577499006697,
          0.5902677832552681,
          0.5782464482290931,
          0.5407445158525743,
          0.48564486498409964,
          0.42282920167070365,
          0.3608495829930282,
          0.30536863686972504,
          0.25948374591903667,
          0.22494872635287805,
          0.20324375578816795,
          0.19577889691236883,
          0.20319330780845668,
          0.22480909201238716,
          0.25910843567779007,
          0.3044347197118537,
          0.3589177992221944,
          0.4196306246403517,
          0.48149254508045186,
          0.5367081786890261,
          0.575761082903686,
          0.5903398343914984,
          0.5768570330193261,
          0.5381985925945794,
          0.4824460553663438,
          0.4194836533885244,
          0.35773130506207,
          0.3026956808511342,
          0.25737033095860945,
          0.2234732247255365,
          0.20248531251583776,
          0.1957984485391647,
          0.2039882131351027,
          0.2263127138416958,
          0.26123360191600115,
          0.30709313631937013,
          0.36199136447188973,
          0.422914521364093,
          0.4846438368926257,
          0.5392508845228128,
          0.5771954716839114,
          0.5903325571860282,
          0.5753966105679904,
          0.5356049096142368,
          0.47922767704949826,
          0.4161421897203035,
          0.3546322363509336,
          0.3000499089913798,
          0.25528859770103385,
          0.22203346858728787,
          0.20176667962047137,
          0.19585955783435643,
          0.20482245950356098,
          0.22785122474469308,
          0.26338910055894116,
          0.3097768393715981,
          0.3650821427207318,
          0.426201327100174,
          0.4877758398261409,
          0.5417471337351556,
          0.5785599530180106,
          0.590245917510129,
          0.573866103335224,
          0.5329649249897954,
          0.4759911506246404,
          0.41280582574415603,
          0.35155294654763164,
          0.2974316111556259,
          0.2532387533178802,
          0.22062968307297232,
          0.2010880329364405,
          0.1959622054402455,
          0.20569584308096203,
          0.2294243786899002,
          0.265574693577712,
          0.3124855075423402,
          0.36818956249356466,
          0.42949006965782915,
          0.49088719442404105,
          0.5441955038858498,
          0.5798536038747351,
          0.5900799354151135,
          0.5722664754562155,
          0.5302801086316947,
          0.47273788160544095,
          0.4094755515111133,
          0.34849398553152505,
          0.29484106832359963,
          0.2512210047172269,
          0.21926209390191156,
          0.20044954125288023,
          0.19610635999435092,
          0.20660815426364662,
          0.23103193021009147,
          0.26779014182658883,
          0.31521881080937053,
          0.37131303429481477,
          0.4327797538728839,
          0.4939765268430703,
          0.5465945839946494,
          0.5810755427291253,
          0.5898346851325929,
          0.5705987314478936,
          0.5275519406107964,
          0.4694692594322118,
          0.4061523320148115,
          0.3454558838897347,
          0.2922785531571685,
          0.2492355588204173,
          0.21793092714834633,
          0.19985136584122626,
          0.19629197820707933,
          0.20755917813881342,
          0.23267363452097442,
          0.2700352047558001,
          0.31797640996807625,
          0.3744519501674679,
          0.43606936164098836,
          0.49704244981697215,
          0.548942976208585,
          0.5822249308249458,
          0.5895102949966422,
          0.5688639148672269,
          0.524781909499581,
          0.46618665652814656,
          0.40283710720353605,
          0.34243915344722026,
          0.2897443305600672,
          0.24728262281589844,
          0.2166364089854265,
          0.19929365999276194,
          0.19651900497688296,
          0.20854869494191017,
          0.2343492476149458,
          0.27230964010858155,
          0.32075795614050284,
          0.3776056832642921,
          0.43935785199091365,
          0.5000835636717177,
          0.5512392974800775,
          0.5833009733826229,
          0.5891069472881119,
          0.5670631069241736,
          0.521971510729548,
          0.462891427408316,
          0.39953079203324465,
          0.3394442878092005,
          0.2872386582288804,
          0.24536240438950813,
          0.21537876540350773,
          0.19877656856893675,
          0.19678737354199027,
          0.20957648050748603,
          0.23605852633006952,
          0.2746132036030471,
          0.3235630902803942,
          0.3807735874325414,
          0.44264416119916083,
          0.5030984573920437,
          0.5534821812523424,
          0.5843029207499723,
          0.5886248780014147,
          0.5651974250519269,
          0.5191222449677521,
          0.4595849078418833,
          0.39623427656011523,
          0.3364717629144884,
          0.28476178719444634,
          0.2434751119305459,
          0.21415822190358536,
          0.1983002275671889,
          0.1970970056675565,
          0.2106423067113021,
          0.23780122839442566,
          0.2769456485995465,
          0.3263914426748763,
          0.38395499681341333,
          0.44592720294744537,
          0.5060857097383014,
          0.5556702791485947,
          0.5852300694931415,
          0.588064376534611,
          0.5632680214376526,
          0.5162356165154615,
          0.45626841406793134,
          0.39294842607115205,
          0.33352203759848204,
          0.2823139623527193,
          0.24162095471305411,
          0.21297500316690857,
          0.1978647637049504,
          0.19744781186682864,
          0.21174594190167517,
          0.2395771124461055,
          0.2793067257540571,
          0.32924263244352253,
          0.38714922545758246,
          0.44920586852424904,
          0.5090438904127116,
          0.5578022626614257,
          0.5860817634255129,
          0.5874257853032067,
          0.5612760815166761,
          0.5133131317318407,
          0.45294324206493763,
          0.3896740812513583,
          0.3305955541644533,
          0.27989542298433767,
          0.23980014305168168,
          0.21182933270188753,
          0.19747029402444666,
          0.19783969165471404,
          0.2128871513181108,
          0.24138593802917546,
          0.2816961826582255,
          0.33211626703540886,
          0.39035556695824375,
          0.4524790270717684,
          0.5119715612736836,
          0.5598768248387238,
          0.5868573945722392,
          0.5867094992788748,
          0.5592228224331718,
          0.5103562974853768,
          0.44961066687403295,
          0.38641205838589915,
          0.327692738961908,
          0.2775064032619646,
          0.2380128884316601,
          0.21072143246961136,
          0.19711692552080012,
          0.19827253383191362,
          0.21406569749545823,
          0.2432274655659497,
          0.284113763466666,
          0.33501194172492454,
          0.3935732941029109,
          0.4557455258794907,
          0.5148672775969103,
          0.5618926819624921,
          0.5875564040683305,
          0.5859159654539224,
          0.557109491470795,
          0.5073666196356619,
          0.44627194197589726,
          0.38316314959578945,
          0.3248140029707497,
          0.2751471327446433,
          0.2362594036123196,
          0.2096515224894196,
          0.196009994392527,
          0.20343170470481955,
          0.22506481593336936,
          0.259504900992065,
          0.3052283516623387,
          0.3604091872102925,
          0.4219688570327342,
          0.48448794295269865,
          0.5398097145685127,
          0.5782422901645611,
          0.5916110900967938,
          0.576788984314407,
          0.5372341740140221,
          0.4812951688252466,
          0.4186455259422989,
          0.3573106621359337,
          0.3025668207678084,
          0.2573975164138802,
          0.22359355956096377,
          0.20267641590191005,
          0.19603072042975506,
          0.2042265424402587,
          0.22657154297900242,
          0.26164358557494766,
          0.3079163637200374,
          0.3635259411289595,
          0.42529552758900024,
          0.48766119962590143,
          0.5423381438195995,
          0.5796249371911198,
          0.5915313674474508,
          0.575265977520068,
          0.5346129693010958,
          0.4780842517869487,
          0.4153265198315818,
          0.3542309410789659,
          0.2999320806310509,
          0.2553216503763716,
          0.2221579997191889,
          0.20196085512817338,
          0.19609289275167754,
          0.20506074391305526,
          0.2281135153362483,
          0.26381335036925146,
          0.3106305379413847,
          0.366660329927926,
          0.4286245289365583,
          0.490813549726039,
          0.5448180252963627,
          0.5809360091074891,
          0.5913719775540194,
          0.5736742678524661,
          0.5319475566055926,
          0.47485655092356477,
          0.4120128010307773,
          0.35117058085435865,
          0.2973244319484726,
          0.2532775204523082,
          0.22075836260093587,
          0.2012851949263616,
          0.1961964940077822,
          0.20593411828675182,
          0.22969050827321164,
          0.2660139740122612,
          0.3133705454116289,
          0.36981174043270065,
          0.43195482929986123,
          0.4939435904911216,
          0.5472479348643856,
          0.5821746325710097,
          0.5911330311396125,
          0.5720148921261448,
          0.5292393995133522,
          0.47161340903111193,
          0.4087053086986768,
          0.3481301203639791,
          0.2947441670206312,
          0.2512653435265334,
          0.2193948745481909,
          0.20064960083448846,
          0.19634149534299297,
          0.20684646954015232,
          0.23130229779511327,
          0.26824523324238714,
          0.3161360467876397,
          0.3729795398531046,
          0.4352853738998293,
          0.49704990649796205,
          0.5496264624043953,
          0.5833399784803914,
          0.5908146940706532,
          0.5702889244084737,
          0.5264899674243888,
          0.4683561518339069,
          0.40540495886904054,
          0.34511008105276847,
          0.29219157024946874,
          0.24928533605171038,
          0.21806776183994486,
          0.20005423094217198,
          0.1965278564908616,
          0.2077975969206654,
          0.23294866072508702,
          0.2705069025531963,
          0.31892669178269667,
          0.3761630753935044,
          0.43861508509036184,
          0.5001310706934887,
          0.5519522135038829,
          0.5844312632160746,
          0.5904171870956659,
          0.5684974744896983,
          0.5237007339848507,
          0.465086087252624,
          0.40211264452974976,
          0.342110967375062,
          0.28966691862965593,
          0.24733771428378917,
          0.21677725045493215,
          0.19949923545685289,
          0.1967555259030949,
          0.20878729539202845,
          0.23462937475842363,
          0.27279875383168134,
          0.3217421186500124,
          0.3793616738796445,
          0.4419428625350631,
          0.5031856454748567,
          0.5542238111583843,
          0.5854477498202308,
          0.589940785498131,
          0.5666416863176253,
          0.5208731755493198,
          0.46180450472216195,
          0.39882923573345436,
          0.33913326727006643,
          0.2871704822333136,
          0.2454226944965036,
          0.21552356580984527,
          0.1989847562825788,
          0.19702444091448595,
          0.20981535607409516,
          0.2363442184903782,
          0.2751205559815191,
          0.3245819536657564,
          0.38257464140318165,
          0.4452675834253285,
          0.506212183817674,
          0.5564398974789542,
          0.5863887491132989,
          0.58938581866438,
          0.5647227364008028,
          0.5180087696758411,
          0.45851267455893874,
          0.3955555797384306,
          0.33617745264552434,
          0.28470252468733936,
          0.24354049317418106,
          0.21430693247381893,
          0.1985109266140103,
          0.19733452794207482,
          0.21088156667249094,
          0.23809297141776198,
          0.2774720745321184,
          0.32744581061240363,
          0.38580126298517375,
          0.44858810274088556,
          0.509209230451492,
          0.5585991354023561,
          0.587253620744034,
          0.5887526695677263,
          0.5627418321840632,
          0.5151089936559207,
          0.4552118473772106,
          0.3922925011783434,
          0.3332439798686236,
          0.2822633036425918,
          0.241691327182224,
          0.21312757386011114,
          0.1980778705482629,
          0.19768570271712174,
          0.2119857118960515,
          0.23987541391460113,
          0.279853071234182,
          0.330333290263207,
          0.389040802259617,
          0.4519032535538344,
          0.5121753230815942,
          0.5607002104002956,
          0.5880417741702693,
          0.5880417741702705,
          0.5607002104002967,
          0.5121753230815992,
          0.45190325355383854,
          0.38904080225962123,
          0.3303332902632097,
          0.27985307123418546,
          0.2398754139146034,
          0.2119857118960531,
          0.19768570271712207,
          0.19807787054826223,
          0.2131275738601099,
          0.24169132718222153,
          0.28226330364258956,
          0.3332439798686195,
          0.392292501178338,
          0.45521184737720555,
          0.5151089936559166,
          0.5627418321840589,
          0.5887526695677255,
          0.5872536207440336,
          0.5585991354023596,
          0.509209230451494,
          0.4485881027408858,
          0.3858012629851802,
          0.32744581061240585,
          0.27747207453212164,
          0.23809297141776314,
          0.210881566672492,
          0.19733452794207512,
          0.1985109266140096,
          0.2143069324738184,
          0.24354049317417775,
          0.2847025246873365,
          0.3361774526455211,
          0.39555557973842836,
          0.45851267455893663,
          0.5180087696758415,
          0.5647227364007967,
          0.5893858186643804,
          0.5863887491133006,
          0.5564398974789598,
          0.5062121838176786,
          0.4452675834253328,
          0.38257464140318675,
          0.32458195366575926,
          0.2751205559815227,
          0.2363442184903795,
          0.2098153560740966,
          0.19702444091448637,
          0.19898475628257803,
          0.21552356580984394,
          0.24542269449650123,
          0.2871704822333118,
          0.3391332672700621,
          0.3988292357334517,
          0.46180450472216134,
          0.5208731755493156,
          0.566641686317624,
          0.5899407854981296,
          0.5854477498202326,
          0.5542238111583828,
          0.5031856454748582,
          0.44194286253506776,
          0.37936167387964514,
          0.32174211865001434,
          0.2727987538316831,
          0.2346293747584266,
          0.2087872953920299,
          0.19675552590309503,
          0.19949923545685194,
          0.2167772504549304,
          0.24733771428378606,
          0.28966691862965366,
          0.3421109673750599,
          0.40211264452974443,
          0.46508608725262124,
          0.523700733984851,
          0.5684974744896948,
          0.5904171870956657,
          0.5844312632160744,
          0.5519522135038862,
          0.5001310706934925,
          0.43861508509036434,
          0.37616307539351074,
          0.3189266917826991,
          0.27050690255319887,
          0.23294866072508896,
          0.20779759692066732,
          0.1965278564908618,
          0.20005423094217142,
          0.21806776183994317,
          0.2492853360517072,
          0.29219157024946607,
          0.345110081052766,
          0.4054049588690383,
          0.4683561518339,
          0.5264899674243867,
          0.5702889244084741,
          0.5908146940706522,
          0.5833399784803932,
          0.5496264624043933,
          0.49704990649796793,
          0.4352853738998338,
          0.3729795398531078,
          0.316136046787642,
          0.26824523324238925,
          0.23130229779511519,
          0.20684646954015332,
          0.19634149534299303,
          0.20064960083448763,
          0.21939487454818946,
          0.2512653435265307,
          0.2947441670206292,
          0.3481301203639754,
          0.40870530869867233,
          0.47161340903111026,
          0.5292393995133479,
          0.5720148921261415,
          0.5911330311396124,
          0.5821746325710121,
          0.5472479348643894,
          0.49394359049112213,
          0.43195482929986667,
          0.3698117404327054,
          0.31337054541163045,
          0.26601397401226334,
          0.22969050827321297,
          0.2059341182867533,
          0.19619649400778227,
          0.20128519492636118,
          0.2207583626009339,
          0.25327752045230534,
          0.2973244319484682,
          0.35117058085435615,
          0.41201280103077115,
          0.47485655092355905,
          0.5319475566055902,
          0.5736742678524661,
          0.5913719775540192,
          0.5809360091074891,
          0.5448180252963701,
          0.49081354972604385,
          0.4286245289365613,
          0.36666032992793146,
          0.3106305379413888,
          0.26381335036925313,
          0.22811351533624982,
          0.20506074391305598,
          0.19609289275167774,
          0.20196085512817277,
          0.22215799971918782,
          0.25532165037636945,
          0.2999320806310462,
          0.3542309410789626,
          0.4153265198315786,
          0.47808425178694675,
          0.5346129693010899,
          0.5752659775200664,
          0.5915313674474508,
          0.5796249371911227,
          0.5423381438196038,
          0.487661199625901,
          0.4252955275890052,
          0.3635259411289634,
          0.3079163637200409,
          0.26164358557494927,
          0.22657154297900378,
          0.2042265424402597,
          0.1960307204297552,
          0.20267641590190943,
          0.2235935595609619,
          0.257397516413878,
          0.3025668207678046,
          0.3573106621359324,
          0.4186455259422939,
          0.48129516882524237,
          0.5372341740140203,
          0.5767889843144043,
          0.5916110900967938,
          0.5782422901645606,
          0.5398097145685189,
          0.484487942952702,
          0.4219688570327355,
          0.3604091872102972,
          0.30522835166234236,
          0.259504900992067,
          0.22506481593337055,
          0.20343170470482042,
          0.196009994392527
         ],
         "j": [
          1,
          1,
          379,
          379,
          380,
          11020,
          2,
          2,
          380,
          11021,
          3,
          3,
          381,
          11022,
          4,
          4,
          382,
          11023,
          5,
          5,
          383,
          11024,
          6,
          6,
          384,
          11025,
          7,
          7,
          385,
          11026,
          8,
          8,
          386,
          11027,
          9,
          9,
          387,
          11028,
          10,
          10,
          388,
          11029,
          11,
          11,
          389,
          11030,
          12,
          12,
          390,
          11031,
          13,
          13,
          391,
          11032,
          14,
          14,
          392,
          11033,
          15,
          15,
          393,
          11034,
          16,
          16,
          394,
          11035,
          17,
          17,
          395,
          11036,
          18,
          18,
          396,
          11037,
          19,
          19,
          397,
          11038,
          20,
          20,
          398,
          11039,
          21,
          21,
          399,
          11040,
          22,
          22,
          400,
          11041,
          23,
          23,
          401,
          11042,
          24,
          24,
          402,
          11043,
          25,
          25,
          403,
          11044,
          26,
          26,
          404,
          11045,
          27,
          27,
          405,
          11046,
          28,
          28,
          406,
          11047,
          29,
          29,
          407,
          11048,
          30,
          30,
          408,
          11049,
          31,
          31,
          409,
          11050,
          32,
          32,
          410,
          11051,
          33,
          33,
          411,
          11052,
          34,
          34,
          412,
          11053,
          35,
          35,
          413,
          11054,
          36,
          36,
          414,
          11055,
          37,
          37,
          415,
          11056,
          38,
          38,
          416,
          11057,
          39,
          39,
          417,
          11058,
          40,
          40,
          418,
          11059,
          41,
          41,
          419,
          11060,
          42,
          42,
          420,
          11061,
          43,
          43,
          421,
          11062,
          44,
          44,
          422,
          11063,
          45,
          45,
          423,
          11064,
          46,
          46,
          424,
          11065,
          47,
          47,
          425,
          11066,
          48,
          48,
          426,
          11067,
          49,
          49,
          427,
          11068,
          50,
          50,
          428,
          11069,
          51,
          51,
          429,
          11070,
          52,
          52,
          430,
          11071,
          53,
          53,
          431,
          11072,
          54,
          54,
          432,
          11073,
          55,
          55,
          433,
          11074,
          56,
          56,
          434,
          11075,
          57,
          57,
          435,
          11076,
          58,
          58,
          436,
          11077,
          59,
          59,
          437,
          11078,
          60,
          60,
          438,
          11079,
          61,
          61,
          439,
          11080,
          62,
          62,
          440,
          11081,
          63,
          63,
          441,
          11082,
          64,
          64,
          442,
          11083,
          65,
          65,
          443,
          11084,
          66,
          66,
          444,
          11085,
          67,
          67,
          445,
          11086,
          68,
          68,
          446,
          11087,
          69,
          69,
          447,
          11088,
          70,
          70,
          448,
          11089,
          71,
          71,
          449,
          11090,
          72,
          72,
          450,
          11091,
          73,
          73,
          451,
          11092,
          74,
          74,
          452,
          11093,
          75,
          75,
          453,
          11094,
          76,
          76,
          454,
          11095,
          77,
          77,
          455,
          11096,
          78,
          78,
          456,
          11097,
          79,
          79,
          457,
          11098,
          80,
          80,
          458,
          11099,
          81,
          81,
          459,
          11100,
          82,
          82,
          460,
          11101,
          83,
          83,
          461,
          11102,
          84,
          84,
          462,
          11103,
          85,
          85,
          463,
          11104,
          86,
          86,
          464,
          11105,
          87,
          87,
          465,
          11106,
          88,
          88,
          466,
          11107,
          89,
          89,
          467,
          11108,
          90,
          90,
          468,
          11109,
          91,
          91,
          469,
          11110,
          92,
          92,
          470,
          11111,
          93,
          93,
          471,
          11112,
          94,
          94,
          472,
          11113,
          95,
          95,
          473,
          11114,
          96,
          96,
          474,
          11115,
          97,
          97,
          475,
          11116,
          98,
          98,
          476,
          11117,
          99,
          99,
          477,
          11118,
          100,
          100,
          478,
          11119,
          101,
          101,
          479,
          11120,
          102,
          102,
          480,
          11121,
          103,
          103,
          481,
          11122,
          104,
          104,
          482,
          11123,
          105,
          105,
          483,
          11124,
          106,
          106,
          484,
          11125,
          107,
          107,
          485,
          11126,
          108,
          108,
          486,
          11127,
          109,
          109,
          487,
          11128,
          110,
          110,
          488,
          11129,
          111,
          111,
          489,
          11130,
          112,
          112,
          490,
          11131,
          113,
          113,
          491,
          11132,
          114,
          114,
          492,
          11133,
          115,
          115,
          493,
          11134,
          116,
          116,
          494,
          11135,
          117,
          117,
          495,
          11136,
          118,
          118,
          496,
          11137,
          119,
          119,
          497,
          11138,
          120,
          120,
          498,
          11139,
          121,
          121,
          499,
          11140,
          122,
          122,
          500,
          11141,
          123,
          123,
          501,
          11142,
          124,
          124,
          502,
          11143,
          125,
          125,
          503,
          11144,
          126,
          126,
          504,
          11145,
          127,
          127,
          505,
          11146,
          128,
          128,
          506,
          11147,
          129,
          129,
          507,
          11148,
          130,
          130,
          508,
          11149,
          131,
          131,
          509,
          11150,
          132,
          132,
          510,
          11151,
          133,
          133,
          511,
          11152,
          134,
          134,
          512,
          11153,
          135,
          135,
          513,
          11154,
          136,
          136,
          514,
          11155,
          137,
          137,
          515,
          11156,
          138,
          138,
          516,
          11157,
          139,
          139,
          517,
          11158,
          140,
          140,
          518,
          11159,
          141,
          141,
          519,
          11160,
          142,
          142,
          520,
          11161,
          143,
          143,
          521,
          11162,
          144,
          144,
          522,
          11163,
          145,
          145,
          523,
          11164,
          146,
          146,
          524,
          11165,
          147,
          147,
          525,
          11166,
          148,
          148,
          526,
          11167,
          149,
          149,
          527,
          11168,
          150,
          150,
          528,
          11169,
          151,
          151,
          529,
          11170,
          152,
          152,
          530,
          11171,
          153,
          153,
          531,
          11172,
          154,
          154,
          532,
          11173,
          155,
          155,
          533,
          11174,
          156,
          156,
          534,
          11175,
          157,
          157,
          535,
          11176,
          158,
          158,
          536,
          11177,
          159,
          159,
          537,
          11178,
          160,
          160,
          538,
          11179,
          161,
          161,
          539,
          11180,
          162,
          162,
          540,
          11181,
          163,
          163,
          541,
          11182,
          164,
          164,
          542,
          11183,
          165,
          165,
          543,
          11184,
          166,
          166,
          544,
          11185,
          167,
          167,
          545,
          11186,
          168,
          168,
          546,
          11187,
          169,
          169,
          547,
          11188,
          170,
          170,
          548,
          11189,
          171,
          171,
          549,
          11190,
          172,
          172,
          550,
          11191,
          173,
          173,
          551,
          11192,
          174,
          174,
          552,
          11193,
          175,
          175,
          553,
          11194,
          176,
          176,
          554,
          11195,
          177,
          177,
          555,
          11196,
          178,
          178,
          556,
          11197,
          179,
          179,
          557,
          11198,
          180,
          180,
          558,
          11199,
          181,
          181,
          559,
          11200,
          182,
          182,
          560,
          11201,
          183,
          183,
          561,
          11202,
          184,
          184,
          562,
          11203,
          185,
          185,
          563,
          11204,
          186,
          186,
          564,
          11205,
          187,
          187,
          565,
          11206,
          188,
          188,
          566,
          11207,
          189,
          189,
          567,
          11208,
          190,
          190,
          568,
          11209,
          191,
          191,
          569,
          11210,
          192,
          192,
          570,
          11211,
          193,
          193,
          571,
          11212,
          194,
          194,
          572,
          11213,
          195,
          195,
          573,
          11214,
          196,
          196,
          574,
          11215,
          197,
          197,
          575,
          11216,
          198,
          198,
          576,
          11217,
          199,
          199,
          577,
          11218,
          200,
          200,
          578,
          11219,
          201,
          201,
          579,
          11220,
          202,
          202,
          580,
          11221,
          203,
          203,
          581,
          11222,
          204,
          204,
          582,
          11223,
          205,
          205,
          583,
          11224,
          206,
          206,
          584,
          11225,
          207,
          207,
          585,
          11226,
          208,
          208,
          586,
          11227,
          209,
          209,
          587,
          11228,
          210,
          210,
          588,
          11229,
          211,
          211,
          589,
          11230,
          212,
          212,
          590,
          11231,
          213,
          213,
          591,
          11232,
          214,
          214,
          592,
          11233,
          215,
          215,
          593,
          11234,
          216,
          216,
          594,
          11235,
          217,
          217,
          595,
          11236,
          218,
          218,
          596,
          11237,
          219,
          219,
          597,
          11238,
          220,
          220,
          598,
          11239,
          221,
          221,
          599,
          11240,
          222,
          222,
          600,
          11241,
          223,
          223,
          601,
          11242,
          224,
          224,
          602,
          11243,
          225,
          225,
          603,
          11244,
          226,
          226,
          604,
          11245,
          227,
          227,
          605,
          11246,
          228,
          228,
          606,
          11247,
          229,
          229,
          607,
          11248,
          230,
          230,
          608,
          11249,
          231,
          231,
          609,
          11250,
          232,
          232,
          610,
          11251,
          233,
          233,
          611,
          11252,
          234,
          234,
          612,
          11253,
          235,
          235,
          613,
          11254,
          236,
          236,
          614,
          11255,
          237,
          237,
          615,
          11256,
          238,
          238,
          616,
          11257,
          239,
          239,
          617,
          11258,
          240,
          240,
          618,
          11259,
          241,
          241,
          619,
          11260,
          242,
          242,
          620,
          11261,
          243,
          243,
          621,
          11262,
          244,
          244,
          622,
          11263,
          245,
          245,
          623,
          11264,
          246,
          246,
          624,
          11265,
          247,
          247,
          625,
          11266,
          248,
          248,
          626,
          11267,
          249,
          249,
          627,
          11268,
          250,
          250,
          628,
          11269,
          251,
          251,
          629,
          11270,
          252,
          252,
          630,
          11271,
          253,
          253,
          631,
          11272,
          254,
          254,
          632,
          11273,
          255,
          255,
          633,
          11274,
          256,
          256,
          634,
          11275,
          257,
          257,
          635,
          11276,
          258,
          258,
          636,
          11277,
          259,
          259,
          637,
          11278,
          260,
          260,
          638,
          11279,
          261,
          261,
          639,
          11280,
          262,
          262,
          640,
          11281,
          263,
          263,
          641,
          11282,
          264,
          264,
          642,
          11283,
          265,
          265,
          643,
          11284,
          266,
          266,
          644,
          11285,
          267,
          267,
          645,
          11286,
          268,
          268,
          646,
          11287,
          269,
          269,
          647,
          11288,
          270,
          270,
          648,
          11289,
          271,
          271,
          649,
          11290,
          272,
          272,
          650,
          11291,
          273,
          273,
          651,
          11292,
          274,
          274,
          652,
          11293,
          275,
          275,
          653,
          11294,
          276,
          276,
          654,
          11295,
          277,
          277,
          655,
          11296,
          278,
          278,
          656,
          11297,
          279,
          279,
          657,
          11298,
          280,
          280,
          658,
          11299,
          281,
          281,
          659,
          11300,
          282,
          282,
          660,
          11301,
          283,
          283,
          661,
          11302,
          284,
          284,
          662,
          11303,
          285,
          285,
          663,
          11304,
          286,
          286,
          664,
          11305,
          287,
          287,
          665,
          11306,
          288,
          288,
          666,
          11307,
          289,
          289,
          667,
          11308,
          290,
          290,
          668,
          11309,
          291,
          291,
          669,
          11310,
          292,
          292,
          670,
          11311,
          293,
          293,
          671,
          11312,
          294,
          294,
          672,
          11313,
          295,
          295,
          673,
          11314,
          296,
          296,
          674,
          11315,
          297,
          297,
          675,
          11316,
          298,
          298,
          676,
          11317,
          299,
          299,
          677,
          11318,
          300,
          300,
          678,
          11319,
          301,
          301,
          679,
          11320,
          302,
          302,
          680,
          11321,
          303,
          303,
          681,
          11322,
          304,
          304,
          682,
          11323,
          305,
          305,
          683,
          11324,
          306,
          306,
          684,
          11325,
          307,
          307,
          685,
          11326,
          308,
          308,
          686,
          11327,
          309,
          309,
          687,
          11328,
          310,
          310,
          688,
          11329,
          311,
          311,
          689,
          11330,
          312,
          312,
          690,
          11331,
          313,
          313,
          691,
          11332,
          314,
          314,
          692,
          11333,
          315,
          315,
          693,
          11334,
          316,
          316,
          694,
          11335,
          317,
          317,
          695,
          11336,
          318,
          318,
          696,
          11337,
          319,
          319,
          697,
          11338,
          320,
          320,
          698,
          11339,
          321,
          321,
          699,
          11340,
          322,
          322,
          700,
          11341,
          323,
          323,
          701,
          11342,
          324,
          324,
          702,
          11343,
          325,
          325,
          703,
          11344,
          326,
          326,
          704,
          11345,
          327,
          327,
          705,
          11346,
          328,
          328,
          706,
          11347,
          329,
          329,
          707,
          11348,
          330,
          330,
          708,
          11349,
          331,
          331,
          709,
          11350,
          332,
          332,
          710,
          11351,
          333,
          333,
          711,
          11352,
          334,
          334,
          712,
          11353,
          335,
          335,
          713,
          11354,
          336,
          336,
          714,
          11355,
          337,
          337,
          715,
          11356,
          338,
          338,
          716,
          11357,
          339,
          339,
          717,
          11358,
          340,
          340,
          718,
          11359,
          341,
          341,
          719,
          11360,
          342,
          342,
          720,
          11361,
          343,
          343,
          721,
          11362,
          344,
          344,
          722,
          11363,
          345,
          345,
          723,
          11364,
          346,
          346,
          724,
          11365,
          347,
          347,
          725,
          11366,
          348,
          348,
          726,
          11367,
          349,
          349,
          727,
          11368,
          350,
          350,
          728,
          11369,
          351,
          351,
          729,
          11370,
          352,
          352,
          730,
          11371,
          353,
          353,
          731,
          11372,
          354,
          354,
          732,
          11373,
          355,
          355,
          733,
          11374,
          356,
          356,
          734,
          11375,
          357,
          357,
          735,
          11376,
          358,
          358,
          736,
          11377,
          359,
          359,
          737,
          11378,
          360,
          360,
          738,
          11379,
          361,
          361,
          739,
          11380,
          362,
          362,
          740,
          11381,
          363,
          363,
          741,
          11382,
          364,
          364,
          742,
          11383,
          365,
          365,
          743,
          11384,
          366,
          366,
          744,
          11385,
          367,
          367,
          745,
          11386,
          368,
          368,
          746,
          11387,
          369,
          369,
          747,
          11388,
          370,
          370,
          748,
          11389,
          371,
          371,
          749,
          11390,
          372,
          372,
          750,
          11391,
          373,
          373,
          751,
          11392,
          374,
          374,
          752,
          11393,
          375,
          375,
          753,
          11394,
          376,
          376,
          754,
          11395,
          377,
          377,
          755,
          11396,
          378,
          378,
          756,
          11397,
          379,
          379,
          757,
          11398,
          758,
          11020,
          381,
          759,
          760,
          382,
          760,
          383,
          761,
          384,
          762,
          385,
          763,
          386,
          764,
          387,
          765,
          388,
          766,
          389,
          767,
          390,
          768,
          391,
          769,
          392,
          770,
          393,
          771,
          394,
          772,
          395,
          773,
          396,
          774,
          397,
          775,
          398,
          776,
          399,
          777,
          400,
          778,
          401,
          779,
          402,
          780,
          403,
          781,
          404,
          782,
          405,
          783,
          406,
          784,
          407,
          785,
          408,
          786,
          409,
          787,
          410,
          788,
          411,
          789,
          412,
          790,
          413,
          791,
          414,
          792,
          415,
          793,
          416,
          794,
          417,
          795,
          418,
          796,
          419,
          797,
          420,
          798,
          421,
          799,
          422,
          800,
          423,
          801,
          424,
          802,
          425,
          803,
          426,
          804,
          427,
          805,
          428,
          806,
          429,
          807,
          430,
          808,
          431,
          809,
          432,
          810,
          433,
          811,
          434,
          812,
          435,
          813,
          436,
          814,
          437,
          815,
          438,
          816,
          439,
          817,
          440,
          818,
          441,
          819,
          442,
          820,
          443,
          821,
          444,
          822,
          445,
          823,
          446,
          824,
          447,
          825,
          448,
          826,
          449,
          827,
          450,
          828,
          451,
          829,
          452,
          830,
          453,
          831,
          454,
          832,
          455,
          833,
          456,
          834,
          457,
          835,
          458,
          836,
          459,
          837,
          460,
          838,
          461,
          839,
          462,
          840,
          463,
          841,
          464,
          842,
          465,
          843,
          466,
          844,
          467,
          845,
          468,
          846,
          469,
          847,
          470,
          848,
          471,
          849,
          472,
          850,
          473,
          851,
          474,
          852,
          475,
          853,
          476,
          854,
          477,
          855,
          478,
          856,
          479,
          857,
          480,
          858,
          481,
          859,
          482,
          860,
          483,
          861,
          484,
          862,
          485,
          863,
          486,
          864,
          487,
          865,
          488,
          866,
          489,
          867,
          490,
          868,
          491,
          869,
          492,
          870,
          493,
          871,
          494,
          872,
          495,
          873,
          496,
          874,
          497,
          875,
          498,
          876,
          499,
          877,
          500,
          878,
          501,
          879,
          502,
          880,
          503,
          881,
          504,
          882,
          505,
          883,
          506,
          884,
          507,
          885,
          508,
          886,
          509,
          887,
          510,
          888,
          511,
          889,
          512,
          890,
          513,
          891,
          514,
          892,
          515,
          893,
          516,
          894,
          517,
          895,
          518,
          896,
          519,
          897,
          520,
          898,
          521,
          899,
          522,
          900,
          523,
          901,
          524,
          902,
          525,
          903,
          526,
          904,
          527,
          905,
          528,
          906,
          529,
          907,
          530,
          908,
          531,
          909,
          532,
          910,
          533,
          911,
          534,
          912,
          535,
          913,
          536,
          914,
          537,
          915,
          538,
          916,
          539,
          917,
          540,
          918,
          541,
          919,
          542,
          920,
          543,
          921,
          544,
          922,
          545,
          923,
          546,
          924,
          547,
          925,
          548,
          926,
          549,
          927,
          550,
          928,
          551,
          929,
          552,
          930,
          553,
          931,
          554,
          932,
          555,
          933,
          556,
          934,
          557,
          935,
          558,
          936,
          559,
          937,
          560,
          938,
          561,
          939,
          562,
          940,
          563,
          941,
          564,
          942,
          565,
          943,
          566,
          944,
          567,
          945,
          568,
          946,
          569,
          947,
          570,
          948,
          571,
          949,
          572,
          950,
          573,
          951,
          574,
          952,
          575,
          953,
          576,
          954,
          577,
          955,
          578,
          956,
          579,
          957,
          580,
          958,
          581,
          959,
          582,
          960,
          583,
          961,
          584,
          962,
          585,
          963,
          586,
          964,
          587,
          965,
          588,
          966,
          589,
          967,
          590,
          968,
          591,
          969,
          592,
          970,
          593,
          971,
          594,
          972,
          595,
          973,
          596,
          974,
          597,
          975,
          598,
          976,
          599,
          977,
          600,
          978,
          601,
          979,
          602,
          980,
          603,
          981,
          604,
          982,
          605,
          983,
          606,
          984,
          607,
          985,
          608,
          986,
          609,
          987,
          610,
          988,
          611,
          989,
          612,
          990,
          613,
          991,
          614,
          992,
          615,
          993,
          616,
          994,
          617,
          995,
          618,
          996,
          619,
          997,
          620,
          998,
          621,
          999,
          622,
          1000,
          623,
          1001,
          624,
          1002,
          625,
          1003,
          626,
          1004,
          627,
          1005,
          628,
          1006,
          629,
          1007,
          630,
          1008,
          631,
          1009,
          632,
          1010,
          633,
          1011,
          634,
          1012,
          635,
          1013,
          636,
          1014,
          637,
          1015,
          638,
          1016,
          639,
          1017,
          640,
          1018,
          641,
          1019,
          642,
          1020,
          643,
          1021,
          644,
          1022,
          645,
          1023,
          646,
          1024,
          647,
          1025,
          648,
          1026,
          649,
          1027,
          650,
          1028,
          651,
          1029,
          652,
          1030,
          653,
          1031,
          654,
          1032,
          655,
          1033,
          656,
          1034,
          657,
          1035,
          658,
          1036,
          659,
          1037,
          660,
          1038,
          661,
          1039,
          662,
          1040,
          663,
          1041,
          664,
          1042,
          665,
          1043,
          666,
          1044,
          667,
          1045,
          668,
          1046,
          669,
          1047,
          670,
          1048,
          671,
          1049,
          672,
          1050,
          673,
          1051,
          674,
          1052,
          675,
          1053,
          676,
          1054,
          677,
          1055,
          678,
          1056,
          679,
          1057,
          680,
          1058,
          681,
          1059,
          682,
          1060,
          683,
          1061,
          684,
          1062,
          685,
          1063,
          686,
          1064,
          687,
          1065,
          688,
          1066,
          689,
          1067,
          690,
          1068,
          691,
          1069,
          692,
          1070,
          693,
          1071,
          694,
          1072,
          695,
          1073,
          696,
          1074,
          697,
          1075,
          698,
          1076,
          699,
          1077,
          700,
          1078,
          701,
          1079,
          702,
          1080,
          703,
          1081,
          704,
          1082,
          705,
          1083,
          706,
          1084,
          707,
          1085,
          708,
          1086,
          709,
          1087,
          710,
          1088,
          711,
          1089,
          712,
          1090,
          713,
          1091,
          714,
          1092,
          715,
          1093,
          716,
          1094,
          717,
          1095,
          718,
          1096,
          719,
          1097,
          720,
          1098,
          721,
          1099,
          722,
          1100,
          723,
          1101,
          724,
          1102,
          725,
          1103,
          726,
          1104,
          727,
          1105,
          728,
          1106,
          729,
          1107,
          730,
          1108,
          731,
          1109,
          732,
          1110,
          733,
          1111,
          734,
          1112,
          735,
          1113,
          736,
          1114,
          737,
          1115,
          738,
          1116,
          739,
          1117,
          740,
          1118,
          741,
          1119,
          742,
          1120,
          743,
          1121,
          744,
          1122,
          745,
          1123,
          746,
          1124,
          747,
          1125,
          748,
          1126,
          749,
          1127,
          750,
          1128,
          751,
          1129,
          752,
          1130,
          753,
          1131,
          754,
          1132,
          755,
          1133,
          756,
          1134,
          757,
          1135,
          758,
          1136,
          759,
          1137,
          1138,
          761,
          1139,
          1140,
          762,
          1140,
          763,
          1141,
          764,
          1142,
          765,
          1143,
          766,
          1144,
          767,
          1145,
          768,
          1146,
          769,
          1147,
          770,
          1148,
          771,
          1149,
          772,
          1150,
          773,
          1151,
          774,
          1152,
          775,
          1153,
          776,
          1154,
          777,
          1155,
          778,
          1156,
          779,
          1157,
          780,
          1158,
          781,
          1159,
          782,
          1160,
          783,
          1161,
          784,
          1162,
          785,
          1163,
          786,
          1164,
          787,
          1165,
          788,
          1166,
          789,
          1167,
          790,
          1168,
          791,
          1169,
          792,
          1170,
          793,
          1171,
          794,
          1172,
          795,
          1173,
          796,
          1174,
          797,
          1175,
          798,
          1176,
          799,
          1177,
          800,
          1178,
          801,
          1179,
          802,
          1180,
          803,
          1181,
          804,
          1182,
          805,
          1183,
          806,
          1184,
          807,
          1185,
          808,
          1186,
          809,
          1187,
          810,
          1188,
          811,
          1189,
          812,
          1190,
          813,
          1191,
          814,
          1192,
          815,
          1193,
          816,
          1194,
          817,
          1195,
          818,
          1196,
          819,
          1197,
          820,
          1198,
          821,
          1199,
          822,
          1200,
          823,
          1201,
          824,
          1202,
          825,
          1203,
          826,
          1204,
          827,
          1205,
          828,
          1206,
          829,
          1207,
          830,
          1208,
          831,
          1209,
          832,
          1210,
          833,
          1211,
          834,
          1212,
          835,
          1213,
          836,
          1214,
          837,
          1215,
          838,
          1216,
          839,
          1217,
          840,
          1218,
          841,
          1219,
          842,
          1220,
          843,
          1221,
          844,
          1222,
          845,
          1223,
          846,
          1224,
          847,
          1225,
          848,
          1226,
          849,
          1227,
          850,
          1228,
          851,
          1229,
          852,
          1230,
          853,
          1231,
          854,
          1232,
          855,
          1233,
          856,
          1234,
          857,
          1235,
          858,
          1236,
          859,
          1237,
          860,
          1238,
          861,
          1239,
          862,
          1240,
          863,
          1241,
          864,
          1242,
          865,
          1243,
          866,
          1244,
          867,
          1245,
          868,
          1246,
          869,
          1247,
          870,
          1248,
          871,
          1249,
          872,
          1250,
          873,
          1251,
          874,
          1252,
          875,
          1253,
          876,
          1254,
          877,
          1255,
          878,
          1256,
          879,
          1257,
          880,
          1258,
          881,
          1259,
          882,
          1260,
          883,
          1261,
          884,
          1262,
          885,
          1263,
          886,
          1264,
          887,
          1265,
          888,
          1266,
          889,
          1267,
          890,
          1268,
          891,
          1269,
          892,
          1270,
          893,
          1271,
          894,
          1272,
          895,
          1273,
          896,
          1274,
          897,
          1275,
          898,
          1276,
          899,
          1277,
          900,
          1278,
          901,
          1279,
          902,
          1280,
          903,
          1281,
          904,
          1282,
          905,
          1283,
          906,
          1284,
          907,
          1285,
          908,
          1286,
          909,
          1287,
          910,
          1288,
          911,
          1289,
          912,
          1290,
          913,
          1291,
          914,
          1292,
          915,
          1293,
          916,
          1294,
          917,
          1295,
          918,
          1296,
          919,
          1297,
          920,
          1298,
          921,
          1299,
          922,
          1300,
          923,
          1301,
          924,
          1302,
          925,
          1303,
          926,
          1304,
          927,
          1305,
          928,
          1306,
          929,
          1307,
          930,
          1308,
          931,
          1309,
          932,
          1310,
          933,
          1311,
          934,
          1312,
          935,
          1313,
          936,
          1314,
          937,
          1315,
          938,
          1316,
          939,
          1317,
          940,
          1318,
          941,
          1319,
          942,
          1320,
          943,
          1321,
          944,
          1322,
          945,
          1323,
          946,
          1324,
          947,
          1325,
          948,
          1326,
          949,
          1327,
          950,
          1328,
          951,
          1329,
          952,
          1330,
          953,
          1331,
          954,
          1332,
          955,
          1333,
          956,
          1334,
          957,
          1335,
          958,
          1336,
          959,
          1337,
          960,
          1338,
          961,
          1339,
          962,
          1340,
          963,
          1341,
          964,
          1342,
          965,
          1343,
          966,
          1344,
          967,
          1345,
          968,
          1346,
          969,
          1347,
          970,
          1348,
          971,
          1349,
          972,
          1350,
          973,
          1351,
          974,
          1352,
          975,
          1353,
          976,
          1354,
          977,
          1355,
          978,
          1356,
          979,
          1357,
          980,
          1358,
          981,
          1359,
          982,
          1360,
          983,
          1361,
          984,
          1362,
          985,
          1363,
          986,
          1364,
          987,
          1365,
          988,
          1366,
          989,
          1367,
          990,
          1368,
          991,
          1369,
          992,
          1370,
          993,
          1371,
          994,
          1372,
          995,
          1373,
          996,
          1374,
          997,
          1375,
          998,
          1376,
          999,
          1377,
          1000,
          1378,
          1001,
          1379,
          1002,
          1380,
          1003,
          1381,
          1004,
          1382,
          1005,
          1383,
          1006,
          1384,
          1007,
          1385,
          1008,
          1386,
          1009,
          1387,
          1010,
          1388,
          1011,
          1389,
          1012,
          1390,
          1013,
          1391,
          1014,
          1392,
          1015,
          1393,
          1016,
          1394,
          1017,
          1395,
          1018,
          1396,
          1019,
          1397,
          1020,
          1398,
          1021,
          1399,
          1022,
          1400,
          1023,
          1401,
          1024,
          1402,
          1025,
          1403,
          1026,
          1404,
          1027,
          1405,
          1028,
          1406,
          1029,
          1407,
          1030,
          1408,
          1031,
          1409,
          1032,
          1410,
          1033,
          1411,
          1034,
          1412,
          1035,
          1413,
          1036,
          1414,
          1037,
          1415,
          1038,
          1416,
          1039,
          1417,
          1040,
          1418,
          1041,
          1419,
          1042,
          1420,
          1043,
          1421,
          1044,
          1422,
          1045,
          1423,
          1046,
          1424,
          1047,
          1425,
          1048,
          1426,
          1049,
          1427,
          1050,
          1428,
          1051,
          1429,
          1052,
          1430,
          1053,
          1431,
          1054,
          1432,
          1055,
          1433,
          1056,
          1434,
          1057,
          1435,
          1058,
          1436,
          1059,
          1437,
          1060,
          1438,
          1061,
          1439,
          1062,
          1440,
          1063,
          1441,
          1064,
          1442,
          1065,
          1443,
          1066,
          1444,
          1067,
          1445,
          1068,
          1446,
          1069,
          1447,
          1070,
          1448,
          1071,
          1449,
          1072,
          1450,
          1073,
          1451,
          1074,
          1452,
          1075,
          1453,
          1076,
          1454,
          1077,
          1455,
          1078,
          1456,
          1079,
          1457,
          1080,
          1458,
          1081,
          1459,
          1082,
          1460,
          1083,
          1461,
          1084,
          1462,
          1085,
          1463,
          1086,
          1464,
          1087,
          1465,
          1088,
          1466,
          1089,
          1467,
          1090,
          1468,
          1091,
          1469,
          1092,
          1470,
          1093,
          1471,
          1094,
          1472,
          1095,
          1473,
          1096,
          1474,
          1097,
          1475,
          1098,
          1476,
          1099,
          1477,
          1100,
          1478,
          1101,
          1479,
          1102,
          1480,
          1103,
          1481,
          1104,
          1482,
          1105,
          1483,
          1106,
          1484,
          1107,
          1485,
          1108,
          1486,
          1109,
          1487,
          1110,
          1488,
          1111,
          1489,
          1112,
          1490,
          1113,
          1491,
          1114,
          1492,
          1115,
          1493,
          1116,
          1494,
          1117,
          1495,
          1118,
          1496,
          1119,
          1497,
          1120,
          1498,
          1121,
          1499,
          1122,
          1500,
          1123,
          1501,
          1124,
          1502,
          1125,
          1503,
          1126,
          1504,
          1127,
          1505,
          1128,
          1506,
          1129,
          1507,
          1130,
          1508,
          1131,
          1509,
          1132,
          1510,
          1133,
          1511,
          1134,
          1512,
          1135,
          1513,
          1136,
          1514,
          1137,
          1515,
          1138,
          1516,
          1139,
          1517,
          1518,
          1141,
          1519,
          1520,
          1142,
          1520,
          1143,
          1521,
          1144,
          1522,
          1145,
          1523,
          1146,
          1524,
          1147,
          1525,
          1148,
          1526,
          1149,
          1527,
          1150,
          1528,
          1151,
          1529,
          1152,
          1530,
          1153,
          1531,
          1154,
          1532,
          1155,
          1533,
          1156,
          1534,
          1157,
          1535,
          1158,
          1536,
          1159,
          1537,
          1160,
          1538,
          1161,
          1539,
          1162,
          1540,
          1163,
          1541,
          1164,
          1542,
          1165,
          1543,
          1166,
          1544,
          1167,
          1545,
          1168,
          1546,
          1169,
          1547,
          1170,
          1548,
          1171,
          1549,
          1172,
          1550,
          1173,
          1551,
          1174,
          1552,
          1175,
          1553,
          1176,
          1554,
          1177,
          1555,
          1178,
          1556,
          1179,
          1557,
          1180,
          1558,
          1181,
          1559,
          1182,
          1560,
          1183,
          1561,
          1184,
          1562,
          1185,
          1563,
          1186,
          1564,
          1187,
          1565,
          1188,
          1566,
          1189,
          1567,
          1190,
          1568,
          1191,
          1569,
          1192,
          1570,
          1193,
          1571,
          1194,
          1572,
          1195,
          1573,
          1196,
          1574,
          1197,
          1575,
          1198,
          1576,
          1199,
          1577,
          1200,
          1578,
          1201,
          1579,
          1202,
          1580,
          1203,
          1581,
          1204,
          1582,
          1205,
          1583,
          1206,
          1584,
          1207,
          1585,
          1208,
          1586,
          1209,
          1587,
          1210,
          1588,
          1211,
          1589,
          1212,
          1590,
          1213,
          1591,
          1214,
          1592,
          1215,
          1593,
          1216,
          1594,
          1217,
          1595,
          1218,
          1596,
          1219,
          1597,
          1220,
          1598,
          1221,
          1599,
          1222,
          1600,
          1223,
          1601,
          1224,
          1602,
          1225,
          1603,
          1226,
          1604,
          1227,
          1605,
          1228,
          1606,
          1229,
          1607,
          1230,
          1608,
          1231,
          1609,
          1232,
          1610,
          1233,
          1611,
          1234,
          1612,
          1235,
          1613,
          1236,
          1614,
          1237,
          1615,
          1238,
          1616,
          1239,
          1617,
          1240,
          1618,
          1241,
          1619,
          1242,
          1620,
          1243,
          1621,
          1244,
          1622,
          1245,
          1623,
          1246,
          1624,
          1247,
          1625,
          1248,
          1626,
          1249,
          1627,
          1250,
          1628,
          1251,
          1629,
          1252,
          1630,
          1253,
          1631,
          1254,
          1632,
          1255,
          1633,
          1256,
          1634,
          1257,
          1635,
          1258,
          1636,
          1259,
          1637,
          1260,
          1638,
          1261,
          1639,
          1262,
          1640,
          1263,
          1641,
          1264,
          1642,
          1265,
          1643,
          1266,
          1644,
          1267,
          1645,
          1268,
          1646,
          1269,
          1647,
          1270,
          1648,
          1271,
          1649,
          1272,
          1650,
          1273,
          1651,
          1274,
          1652,
          1275,
          1653,
          1276,
          1654,
          1277,
          1655,
          1278,
          1656,
          1279,
          1657,
          1280,
          1658,
          1281,
          1659,
          1282,
          1660,
          1283,
          1661,
          1284,
          1662,
          1285,
          1663,
          1286,
          1664,
          1287,
          1665,
          1288,
          1666,
          1289,
          1667,
          1290,
          1668,
          1291,
          1669,
          1292,
          1670,
          1293,
          1671,
          1294,
          1672,
          1295,
          1673,
          1296,
          1674,
          1297,
          1675,
          1298,
          1676,
          1299,
          1677,
          1300,
          1678,
          1301,
          1679,
          1302,
          1680,
          1303,
          1681,
          1304,
          1682,
          1305,
          1683,
          1306,
          1684,
          1307,
          1685,
          1308,
          1686,
          1309,
          1687,
          1310,
          1688,
          1311,
          1689,
          1312,
          1690,
          1313,
          1691,
          1314,
          1692,
          1315,
          1693,
          1316,
          1694,
          1317,
          1695,
          1318,
          1696,
          1319,
          1697,
          1320,
          1698,
          1321,
          1699,
          1322,
          1700,
          1323,
          1701,
          1324,
          1702,
          1325,
          1703,
          1326,
          1704,
          1327,
          1705,
          1328,
          1706,
          1329,
          1707,
          1330,
          1708,
          1331,
          1709,
          1332,
          1710,
          1333,
          1711,
          1334,
          1712,
          1335,
          1713,
          1336,
          1714,
          1337,
          1715,
          1338,
          1716,
          1339,
          1717,
          1340,
          1718,
          1341,
          1719,
          1342,
          1720,
          1343,
          1721,
          1344,
          1722,
          1345,
          1723,
          1346,
          1724,
          1347,
          1725,
          1348,
          1726,
          1349,
          1727,
          1350,
          1728,
          1351,
          1729,
          1352,
          1730,
          1353,
          1731,
          1354,
          1732,
          1355,
          1733,
          1356,
          1734,
          1357,
          1735,
          1358,
          1736,
          1359,
          1737,
          1360,
          1738,
          1361,
          1739,
          1362,
          1740,
          1363,
          1741,
          1364,
          1742,
          1365,
          1743,
          1366,
          1744,
          1367,
          1745,
          1368,
          1746,
          1369,
          1747,
          1370,
          1748,
          1371,
          1749,
          1372,
          1750,
          1373,
          1751,
          1374,
          1752,
          1375,
          1753,
          1376,
          1754,
          1377,
          1755,
          1378,
          1756,
          1379,
          1757,
          1380,
          1758,
          1381,
          1759,
          1382,
          1760,
          1383,
          1761,
          1384,
          1762,
          1385,
          1763,
          1386,
          1764,
          1387,
          1765,
          1388,
          1766,
          1389,
          1767,
          1390,
          1768,
          1391,
          1769,
          1392,
          1770,
          1393,
          1771,
          1394,
          1772,
          1395,
          1773,
          1396,
          1774,
          1397,
          1775,
          1398,
          1776,
          1399,
          1777,
          1400,
          1778,
          1401,
          1779,
          1402,
          1780,
          1403,
          1781,
          1404,
          1782,
          1405,
          1783,
          1406,
          1784,
          1407,
          1785,
          1408,
          1786,
          1409,
          1787,
          1410,
          1788,
          1411,
          1789,
          1412,
          1790,
          1413,
          1791,
          1414,
          1792,
          1415,
          1793,
          1416,
          1794,
          1417,
          1795,
          1418,
          1796,
          1419,
          1797,
          1420,
          1798,
          1421,
          1799,
          1422,
          1800,
          1423,
          1801,
          1424,
          1802,
          1425,
          1803,
          1426,
          1804,
          1427,
          1805,
          1428,
          1806,
          1429,
          1807,
          1430,
          1808,
          1431,
          1809,
          1432,
          1810,
          1433,
          1811,
          1434,
          1812,
          1435,
          1813,
          1436,
          1814,
          1437,
          1815,
          1438,
          1816,
          1439,
          1817,
          1440,
          1818,
          1441,
          1819,
          1442,
          1820,
          1443,
          1821,
          1444,
          1822,
          1445,
          1823,
          1446,
          1824,
          1447,
          1825,
          1448,
          1826,
          1449,
          1827,
          1450,
          1828,
          1451,
          1829,
          1452,
          1830,
          1453,
          1831,
          1454,
          1832,
          1455,
          1833,
          1456,
          1834,
          1457,
          1835,
          1458,
          1836,
          1459,
          1837,
          1460,
          1838,
          1461,
          1839,
          1462,
          1840,
          1463,
          1841,
          1464,
          1842,
          1465,
          1843,
          1466,
          1844,
          1467,
          1845,
          1468,
          1846,
          1469,
          1847,
          1470,
          1848,
          1471,
          1849,
          1472,
          1850,
          1473,
          1851,
          1474,
          1852,
          1475,
          1853,
          1476,
          1854,
          1477,
          1855,
          1478,
          1856,
          1479,
          1857,
          1480,
          1858,
          1481,
          1859,
          1482,
          1860,
          1483,
          1861,
          1484,
          1862,
          1485,
          1863,
          1486,
          1864,
          1487,
          1865,
          1488,
          1866,
          1489,
          1867,
          1490,
          1868,
          1491,
          1869,
          1492,
          1870,
          1493,
          1871,
          1494,
          1872,
          1495,
          1873,
          1496,
          1874,
          1497,
          1875,
          1498,
          1876,
          1499,
          1877,
          1500,
          1878,
          1501,
          1879,
          1502,
          1880,
          1503,
          1881,
          1504,
          1882,
          1505,
          1883,
          1506,
          1884,
          1507,
          1885,
          1508,
          1886,
          1509,
          1887,
          1510,
          1888,
          1511,
          1889,
          1512,
          1890,
          1513,
          1891,
          1514,
          1892,
          1515,
          1893,
          1516,
          1894,
          1517,
          1895,
          1518,
          1896,
          1519,
          1897,
          1898,
          1521,
          1899,
          1900,
          1522,
          1900,
          1523,
          1901,
          1524,
          1902,
          1525,
          1903,
          1526,
          1904,
          1527,
          1905,
          1528,
          1906,
          1529,
          1907,
          1530,
          1908,
          1531,
          1909,
          1532,
          1910,
          1533,
          1911,
          1534,
          1912,
          1535,
          1913,
          1536,
          1914,
          1537,
          1915,
          1538,
          1916,
          1539,
          1917,
          1540,
          1918,
          1541,
          1919,
          1542,
          1920,
          1543,
          1921,
          1544,
          1922,
          1545,
          1923,
          1546,
          1924,
          1547,
          1925,
          1548,
          1926,
          1549,
          1927,
          1550,
          1928,
          1551,
          1929,
          1552,
          1930,
          1553,
          1931,
          1554,
          1932,
          1555,
          1933,
          1556,
          1934,
          1557,
          1935,
          1558,
          1936,
          1559,
          1937,
          1560,
          1938,
          1561,
          1939,
          1562,
          1940,
          1563,
          1941,
          1564,
          1942,
          1565,
          1943,
          1566,
          1944,
          1567,
          1945,
          1568,
          1946,
          1569,
          1947,
          1570,
          1948,
          1571,
          1949,
          1572,
          1950,
          1573,
          1951,
          1574,
          1952,
          1575,
          1953,
          1576,
          1954,
          1577,
          1955,
          1578,
          1956,
          1579,
          1957,
          1580,
          1958,
          1581,
          1959,
          1582,
          1960,
          1583,
          1961,
          1584,
          1962,
          1585,
          1963,
          1586,
          1964,
          1587,
          1965,
          1588,
          1966,
          1589,
          1967,
          1590,
          1968,
          1591,
          1969,
          1592,
          1970,
          1593,
          1971,
          1594,
          1972,
          1595,
          1973,
          1596,
          1974,
          1597,
          1975,
          1598,
          1976,
          1599,
          1977,
          1600,
          1978,
          1601,
          1979,
          1602,
          1980,
          1603,
          1981,
          1604,
          1982,
          1605,
          1983,
          1606,
          1984,
          1607,
          1985,
          1608,
          1986,
          1609,
          1987,
          1610,
          1988,
          1611,
          1989,
          1612,
          1990,
          1613,
          1991,
          1614,
          1992,
          1615,
          1993,
          1616,
          1994,
          1617,
          1995,
          1618,
          1996,
          1619,
          1997,
          1620,
          1998,
          1621,
          1999,
          1622,
          2000,
          1623,
          2001,
          1624,
          2002,
          1625,
          2003,
          1626,
          2004,
          1627,
          2005,
          1628,
          2006,
          1629,
          2007,
          1630,
          2008,
          1631,
          2009,
          1632,
          2010,
          1633,
          2011,
          1634,
          2012,
          1635,
          2013,
          1636,
          2014,
          1637,
          2015,
          1638,
          2016,
          1639,
          2017,
          1640,
          2018,
          1641,
          2019,
          1642,
          2020,
          1643,
          2021,
          1644,
          2022,
          1645,
          2023,
          1646,
          2024,
          1647,
          2025,
          1648,
          2026,
          1649,
          2027,
          1650,
          2028,
          1651,
          2029,
          1652,
          2030,
          1653,
          2031,
          1654,
          2032,
          1655,
          2033,
          1656,
          2034,
          1657,
          2035,
          1658,
          2036,
          1659,
          2037,
          1660,
          2038,
          1661,
          2039,
          1662,
          2040,
          1663,
          2041,
          1664,
          2042,
          1665,
          2043,
          1666,
          2044,
          1667,
          2045,
          1668,
          2046,
          1669,
          2047,
          1670,
          2048,
          1671,
          2049,
          1672,
          2050,
          1673,
          2051,
          1674,
          2052,
          1675,
          2053,
          1676,
          2054,
          1677,
          2055,
          1678,
          2056,
          1679,
          2057,
          1680,
          2058,
          1681,
          2059,
          1682,
          2060,
          1683,
          2061,
          1684,
          2062,
          1685,
          2063,
          1686,
          2064,
          1687,
          2065,
          1688,
          2066,
          1689,
          2067,
          1690,
          2068,
          1691,
          2069,
          1692,
          2070,
          1693,
          2071,
          1694,
          2072,
          1695,
          2073,
          1696,
          2074,
          1697,
          2075,
          1698,
          2076,
          1699,
          2077,
          1700,
          2078,
          1701,
          2079,
          1702,
          2080,
          1703,
          2081,
          1704,
          2082,
          1705,
          2083,
          1706,
          2084,
          1707,
          2085,
          1708,
          2086,
          1709,
          2087,
          1710,
          2088,
          1711,
          2089,
          1712,
          2090,
          1713,
          2091,
          1714,
          2092,
          1715,
          2093,
          1716,
          2094,
          1717,
          2095,
          1718,
          2096,
          1719,
          2097,
          1720,
          2098,
          1721,
          2099,
          1722,
          2100,
          1723,
          2101,
          1724,
          2102,
          1725,
          2103,
          1726,
          2104,
          1727,
          2105,
          1728,
          2106,
          1729,
          2107,
          1730,
          2108,
          1731,
          2109,
          1732,
          2110,
          1733,
          2111,
          1734,
          2112,
          1735,
          2113,
          1736,
          2114,
          1737,
          2115,
          1738,
          2116,
          1739,
          2117,
          1740,
          2118,
          1741,
          2119,
          1742,
          2120,
          1743,
          2121,
          1744,
          2122,
          1745,
          2123,
          1746,
          2124,
          1747,
          2125,
          1748,
          2126,
          1749,
          2127,
          1750,
          2128,
          1751,
          2129,
          1752,
          2130,
          1753,
          2131,
          1754,
          2132,
          1755,
          2133,
          1756,
          2134,
          1757,
          2135,
          1758,
          2136,
          1759,
          2137,
          1760,
          2138,
          1761,
          2139,
          1762,
          2140,
          1763,
          2141,
          1764,
          2142,
          1765,
          2143,
          1766,
          2144,
          1767,
          2145,
          1768,
          2146,
          1769,
          2147,
          1770,
          2148,
          1771,
          2149,
          1772,
          2150,
          1773,
          2151,
          1774,
          2152,
          1775,
          2153,
          1776,
          2154,
          1777,
          2155,
          1778,
          2156,
          1779,
          2157,
          1780,
          2158,
          1781,
          2159,
          1782,
          2160,
          1783,
          2161,
          1784,
          2162,
          1785,
          2163,
          1786,
          2164,
          1787,
          2165,
          1788,
          2166,
          1789,
          2167,
          1790,
          2168,
          1791,
          2169,
          1792,
          2170,
          1793,
          2171,
          1794,
          2172,
          1795,
          2173,
          1796,
          2174,
          1797,
          2175,
          1798,
          2176,
          1799,
          2177,
          1800,
          2178,
          1801,
          2179,
          1802,
          2180,
          1803,
          2181,
          1804,
          2182,
          1805,
          2183,
          1806,
          2184,
          1807,
          2185,
          1808,
          2186,
          1809,
          2187,
          1810,
          2188,
          1811,
          2189,
          1812,
          2190,
          1813,
          2191,
          1814,
          2192,
          1815,
          2193,
          1816,
          2194,
          1817,
          2195,
          1818,
          2196,
          1819,
          2197,
          1820,
          2198,
          1821,
          2199,
          1822,
          2200,
          1823,
          2201,
          1824,
          2202,
          1825,
          2203,
          1826,
          2204,
          1827,
          2205,
          1828,
          2206,
          1829,
          2207,
          1830,
          2208,
          1831,
          2209,
          1832,
          2210,
          1833,
          2211,
          1834,
          2212,
          1835,
          2213,
          1836,
          2214,
          1837,
          2215,
          1838,
          2216,
          1839,
          2217,
          1840,
          2218,
          1841,
          2219,
          1842,
          2220,
          1843,
          2221,
          1844,
          2222,
          1845,
          2223,
          1846,
          2224,
          1847,
          2225,
          1848,
          2226,
          1849,
          2227,
          1850,
          2228,
          1851,
          2229,
          1852,
          2230,
          1853,
          2231,
          1854,
          2232,
          1855,
          2233,
          1856,
          2234,
          1857,
          2235,
          1858,
          2236,
          1859,
          2237,
          1860,
          2238,
          1861,
          2239,
          1862,
          2240,
          1863,
          2241,
          1864,
          2242,
          1865,
          2243,
          1866,
          2244,
          1867,
          2245,
          1868,
          2246,
          1869,
          2247,
          1870,
          2248,
          1871,
          2249,
          1872,
          2250,
          1873,
          2251,
          1874,
          2252,
          1875,
          2253,
          1876,
          2254,
          1877,
          2255,
          1878,
          2256,
          1879,
          2257,
          1880,
          2258,
          1881,
          2259,
          1882,
          2260,
          1883,
          2261,
          1884,
          2262,
          1885,
          2263,
          1886,
          2264,
          1887,
          2265,
          1888,
          2266,
          1889,
          2267,
          1890,
          2268,
          1891,
          2269,
          1892,
          2270,
          1893,
          2271,
          1894,
          2272,
          1895,
          2273,
          1896,
          2274,
          1897,
          2275,
          1898,
          2276,
          1899,
          2277,
          2278,
          1901,
          2279,
          2280,
          1902,
          2280,
          1903,
          2281,
          1904,
          2282,
          1905,
          2283,
          1906,
          2284,
          1907,
          2285,
          1908,
          2286,
          1909,
          2287,
          1910,
          2288,
          1911,
          2289,
          1912,
          2290,
          1913,
          2291,
          1914,
          2292,
          1915,
          2293,
          1916,
          2294,
          1917,
          2295,
          1918,
          2296,
          1919,
          2297,
          1920,
          2298,
          1921,
          2299,
          1922,
          2300,
          1923,
          2301,
          1924,
          2302,
          1925,
          2303,
          1926,
          2304,
          1927,
          2305,
          1928,
          2306,
          1929,
          2307,
          1930,
          2308,
          1931,
          2309,
          1932,
          2310,
          1933,
          2311,
          1934,
          2312,
          1935,
          2313,
          1936,
          2314,
          1937,
          2315,
          1938,
          2316,
          1939,
          2317,
          1940,
          2318,
          1941,
          2319,
          1942,
          2320,
          1943,
          2321,
          1944,
          2322,
          1945,
          2323,
          1946,
          2324,
          1947,
          2325,
          1948,
          2326,
          1949,
          2327,
          1950,
          2328,
          1951,
          2329,
          1952,
          2330,
          1953,
          2331,
          1954,
          2332,
          1955,
          2333,
          1956,
          2334,
          1957,
          2335,
          1958,
          2336,
          1959,
          2337,
          1960,
          2338,
          1961,
          2339,
          1962,
          2340,
          1963,
          2341,
          1964,
          2342,
          1965,
          2343,
          1966,
          2344,
          1967,
          2345,
          1968,
          2346,
          1969,
          2347,
          1970,
          2348,
          1971,
          2349,
          1972,
          2350,
          1973,
          2351,
          1974,
          2352,
          1975,
          2353,
          1976,
          2354,
          1977,
          2355,
          1978,
          2356,
          1979,
          2357,
          1980,
          2358,
          1981,
          2359,
          1982,
          2360,
          1983,
          2361,
          1984,
          2362,
          1985,
          2363,
          1986,
          2364,
          1987,
          2365,
          1988,
          2366,
          1989,
          2367,
          1990,
          2368,
          1991,
          2369,
          1992,
          2370,
          1993,
          2371,
          1994,
          2372,
          1995,
          2373,
          1996,
          2374,
          1997,
          2375,
          1998,
          2376,
          1999,
          2377,
          2000,
          2378,
          2001,
          2379,
          2002,
          2380,
          2003,
          2381,
          2004,
          2382,
          2005,
          2383,
          2006,
          2384,
          2007,
          2385,
          2008,
          2386,
          2009,
          2387,
          2010,
          2388,
          2011,
          2389,
          2012,
          2390,
          2013,
          2391,
          2014,
          2392,
          2015,
          2393,
          2016,
          2394,
          2017,
          2395,
          2018,
          2396,
          2019,
          2397,
          2020,
          2398,
          2021,
          2399,
          2022,
          2400,
          2023,
          2401,
          2024,
          2402,
          2025,
          2403,
          2026,
          2404,
          2027,
          2405,
          2028,
          2406,
          2029,
          2407,
          2030,
          2408,
          2031,
          2409,
          2032,
          2410,
          2033,
          2411,
          2034,
          2412,
          2035,
          2413,
          2036,
          2414,
          2037,
          2415,
          2038,
          2416,
          2039,
          2417,
          2040,
          2418,
          2041,
          2419,
          2042,
          2420,
          2043,
          2421,
          2044,
          2422,
          2045,
          2423,
          2046,
          2424,
          2047,
          2425,
          2048,
          2426,
          2049,
          2427,
          2050,
          2428,
          2051,
          2429,
          2052,
          2430,
          2053,
          2431,
          2054,
          2432,
          2055,
          2433,
          2056,
          2434,
          2057,
          2435,
          2058,
          2436,
          2059,
          2437,
          2060,
          2438,
          2061,
          2439,
          2062,
          2440,
          2063,
          2441,
          2064,
          2442,
          2065,
          2443,
          2066,
          2444,
          2067,
          2445,
          2068,
          2446,
          2069,
          2447,
          2070,
          2448,
          2071,
          2449,
          2072,
          2450,
          2073,
          2451,
          2074,
          2452,
          2075,
          2453,
          2076,
          2454,
          2077,
          2455,
          2078,
          2456,
          2079,
          2457,
          2080,
          2458,
          2081,
          2459,
          2082,
          2460,
          2083,
          2461,
          2084,
          2462,
          2085,
          2463,
          2086,
          2464,
          2087,
          2465,
          2088,
          2466,
          2089,
          2467,
          2090,
          2468,
          2091,
          2469,
          2092,
          2470,
          2093,
          2471,
          2094,
          2472,
          2095,
          2473,
          2096,
          2474,
          2097,
          2475,
          2098,
          2476,
          2099,
          2477,
          2100,
          2478,
          2101,
          2479,
          2102,
          2480,
          2103,
          2481,
          2104,
          2482,
          2105,
          2483,
          2106,
          2484,
          2107,
          2485,
          2108,
          2486,
          2109,
          2487,
          2110,
          2488,
          2111,
          2489,
          2112,
          2490,
          2113,
          2491,
          2114,
          2492,
          2115,
          2493,
          2116,
          2494,
          2117,
          2495,
          2118,
          2496,
          2119,
          2497,
          2120,
          2498,
          2121,
          2499,
          2122,
          2500,
          2123,
          2501,
          2124,
          2502,
          2125,
          2503,
          2126,
          2504,
          2127,
          2505,
          2128,
          2506,
          2129,
          2507,
          2130,
          2508,
          2131,
          2509,
          2132,
          2510,
          2133,
          2511,
          2134,
          2512,
          2135,
          2513,
          2136,
          2514,
          2137,
          2515,
          2138,
          2516,
          2139,
          2517,
          2140,
          2518,
          2141,
          2519,
          2142,
          2520,
          2143,
          2521,
          2144,
          2522,
          2145,
          2523,
          2146,
          2524,
          2147,
          2525,
          2148,
          2526,
          2149,
          2527,
          2150,
          2528,
          2151,
          2529,
          2152,
          2530,
          2153,
          2531,
          2154,
          2532,
          2155,
          2533,
          2156,
          2534,
          2157,
          2535,
          2158,
          2536,
          2159,
          2537,
          2160,
          2538,
          2161,
          2539,
          2162,
          2540,
          2163,
          2541,
          2164,
          2542,
          2165,
          2543,
          2166,
          2544,
          2167,
          2545,
          2168,
          2546,
          2169,
          2547,
          2170,
          2548,
          2171,
          2549,
          2172,
          2550,
          2173,
          2551,
          2174,
          2552,
          2175,
          2553,
          2176,
          2554,
          2177,
          2555,
          2178,
          2556,
          2179,
          2557,
          2180,
          2558,
          2181,
          2559,
          2182,
          2560,
          2183,
          2561,
          2184,
          2562,
          2185,
          2563,
          2186,
          2564,
          2187,
          2565,
          2188,
          2566,
          2189,
          2567,
          2190,
          2568,
          2191,
          2569,
          2192,
          2570,
          2193,
          2571,
          2194,
          2572,
          2195,
          2573,
          2196,
          2574,
          2197,
          2575,
          2198,
          2576,
          2199,
          2577,
          2200,
          2578,
          2201,
          2579,
          2202,
          2580,
          2203,
          2581,
          2204,
          2582,
          2205,
          2583,
          2206,
          2584,
          2207,
          2585,
          2208,
          2586,
          2209,
          2587,
          2210,
          2588,
          2211,
          2589,
          2212,
          2590,
          2213,
          2591,
          2214,
          2592,
          2215,
          2593,
          2216,
          2594,
          2217,
          2595,
          2218,
          2596,
          2219,
          2597,
          2220,
          2598,
          2221,
          2599,
          2222,
          2600,
          2223,
          2601,
          2224,
          2602,
          2225,
          2603,
          2226,
          2604,
          2227,
          2605,
          2228,
          2606,
          2229,
          2607,
          2230,
          2608,
          2231,
          2609,
          2232,
          2610,
          2233,
          2611,
          2234,
          2612,
          2235,
          2613,
          2236,
          2614,
          2237,
          2615,
          2238,
          2616,
          2239,
          2617,
          2240,
          2618,
          2241,
          2619,
          2242,
          2620,
          2243,
          2621,
          2244,
          2622,
          2245,
          2623,
          2246,
          2624,
          2247,
          2625,
          2248,
          2626,
          2249,
          2627,
          2250,
          2628,
          2251,
          2629,
          2252,
          2630,
          2253,
          2631,
          2254,
          2632,
          2255,
          2633,
          2256,
          2634,
          2257,
          2635,
          2258,
          2636,
          2259,
          2637,
          2260,
          2638,
          2261,
          2639,
          2262,
          2640,
          2263,
          2641,
          2264,
          2642,
          2265,
          2643,
          2266,
          2644,
          2267,
          2645,
          2268,
          2646,
          2269,
          2647,
          2270,
          2648,
          2271,
          2649,
          2272,
          2650,
          2273,
          2651,
          2274,
          2652,
          2275,
          2653,
          2276,
          2654,
          2277,
          2655,
          2278,
          2656,
          2279,
          2657,
          2658,
          2281,
          2659,
          2660,
          2282,
          2660,
          2283,
          2661,
          2284,
          2662,
          2285,
          2663,
          2286,
          2664,
          2287,
          2665,
          2288,
          2666,
          2289,
          2667,
          2290,
          2668,
          2291,
          2669,
          2292,
          2670,
          2293,
          2671,
          2294,
          2672,
          2295,
          2673,
          2296,
          2674,
          2297,
          2675,
          2298,
          2676,
          2299,
          2677,
          2300,
          2678,
          2301,
          2679,
          2302,
          2680,
          2303,
          2681,
          2304,
          2682,
          2305,
          2683,
          2306,
          2684,
          2307,
          2685,
          2308,
          2686,
          2309,
          2687,
          2310,
          2688,
          2311,
          2689,
          2312,
          2690,
          2313,
          2691,
          2314,
          2692,
          2315,
          2693,
          2316,
          2694,
          2317,
          2695,
          2318,
          2696,
          2319,
          2697,
          2320,
          2698,
          2321,
          2699,
          2322,
          2700,
          2323,
          2701,
          2324,
          2702,
          2325,
          2703,
          2326,
          2704,
          2327,
          2705,
          2328,
          2706,
          2329,
          2707,
          2330,
          2708,
          2331,
          2709,
          2332,
          2710,
          2333,
          2711,
          2334,
          2712,
          2335,
          2713,
          2336,
          2714,
          2337,
          2715,
          2338,
          2716,
          2339,
          2717,
          2340,
          2718,
          2341,
          2719,
          2342,
          2720,
          2343,
          2721,
          2344,
          2722,
          2345,
          2723,
          2346,
          2724,
          2347,
          2725,
          2348,
          2726,
          2349,
          2727,
          2350,
          2728,
          2351,
          2729,
          2352,
          2730,
          2353,
          2731,
          2354,
          2732,
          2355,
          2733,
          2356,
          2734,
          2357,
          2735,
          2358,
          2736,
          2359,
          2737,
          2360,
          2738,
          2361,
          2739,
          2362,
          2740,
          2363,
          2741,
          2364,
          2742,
          2365,
          2743,
          2366,
          2744,
          2367,
          2745,
          2368,
          2746,
          2369,
          2747,
          2370,
          2748,
          2371,
          2749,
          2372,
          2750,
          2373,
          2751,
          2374,
          2752,
          2375,
          2753,
          2376,
          2754,
          2377,
          2755,
          2378,
          2756,
          2379,
          2757,
          2380,
          2758,
          2381,
          2759,
          2382,
          2760,
          2383,
          2761,
          2384,
          2762,
          2385,
          2763,
          2386,
          2764,
          2387,
          2765,
          2388,
          2766,
          2389,
          2767,
          2390,
          2768,
          2391,
          2769,
          2392,
          2770,
          2393,
          2771,
          2394,
          2772,
          2395,
          2773,
          2396,
          2774,
          2397,
          2775,
          2398,
          2776,
          2399,
          2777,
          2400,
          2778,
          2401,
          2779,
          2402,
          2780,
          2403,
          2781,
          2404,
          2782,
          2405,
          2783,
          2406,
          2784,
          2407,
          2785,
          2408,
          2786,
          2409,
          2787,
          2410,
          2788,
          2411,
          2789,
          2412,
          2790,
          2413,
          2791,
          2414,
          2792,
          2415,
          2793,
          2416,
          2794,
          2417,
          2795,
          2418,
          2796,
          2419,
          2797,
          2420,
          2798,
          2421,
          2799,
          2422,
          2800,
          2423,
          2801,
          2424,
          2802,
          2425,
          2803,
          2426,
          2804,
          2427,
          2805,
          2428,
          2806,
          2429,
          2807,
          2430,
          2808,
          2431,
          2809,
          2432,
          2810,
          2433,
          2811,
          2434,
          2812,
          2435,
          2813,
          2436,
          2814,
          2437,
          2815,
          2438,
          2816,
          2439,
          2817,
          2440,
          2818,
          2441,
          2819,
          2442,
          2820,
          2443,
          2821,
          2444,
          2822,
          2445,
          2823,
          2446,
          2824,
          2447,
          2825,
          2448,
          2826,
          2449,
          2827,
          2450,
          2828,
          2451,
          2829,
          2452,
          2830,
          2453,
          2831,
          2454,
          2832,
          2455,
          2833,
          2456,
          2834,
          2457,
          2835,
          2458,
          2836,
          2459,
          2837,
          2460,
          2838,
          2461,
          2839,
          2462,
          2840,
          2463,
          2841,
          2464,
          2842,
          2465,
          2843,
          2466,
          2844,
          2467,
          2845,
          2468,
          2846,
          2469,
          2847,
          2470,
          2848,
          2471,
          2849,
          2472,
          2850,
          2473,
          2851,
          2474,
          2852,
          2475,
          2853,
          2476,
          2854,
          2477,
          2855,
          2478,
          2856,
          2479,
          2857,
          2480,
          2858,
          2481,
          2859,
          2482,
          2860,
          2483,
          2861,
          2484,
          2862,
          2485,
          2863,
          2486,
          2864,
          2487,
          2865,
          2488,
          2866,
          2489,
          2867,
          2490,
          2868,
          2491,
          2869,
          2492,
          2870,
          2493,
          2871,
          2494,
          2872,
          2495,
          2873,
          2496,
          2874,
          2497,
          2875,
          2498,
          2876,
          2499,
          2877,
          2500,
          2878,
          2501,
          2879,
          2502,
          2880,
          2503,
          2881,
          2504,
          2882,
          2505,
          2883,
          2506,
          2884,
          2507,
          2885,
          2508,
          2886,
          2509,
          2887,
          2510,
          2888,
          2511,
          2889,
          2512,
          2890,
          2513,
          2891,
          2514,
          2892,
          2515,
          2893,
          2516,
          2894,
          2517,
          2895,
          2518,
          2896,
          2519,
          2897,
          2520,
          2898,
          2521,
          2899,
          2522,
          2900,
          2523,
          2901,
          2524,
          2902,
          2525,
          2903,
          2526,
          2904,
          2527,
          2905,
          2528,
          2906,
          2529,
          2907,
          2530,
          2908,
          2531,
          2909,
          2532,
          2910,
          2533,
          2911,
          2534,
          2912,
          2535,
          2913,
          2536,
          2914,
          2537,
          2915,
          2538,
          2916,
          2539,
          2917,
          2540,
          2918,
          2541,
          2919,
          2542,
          2920,
          2543,
          2921,
          2544,
          2922,
          2545,
          2923,
          2546,
          2924,
          2547,
          2925,
          2548,
          2926,
          2549,
          2927,
          2550,
          2928,
          2551,
          2929,
          2552,
          2930,
          2553,
          2931,
          2554,
          2932,
          2555,
          2933,
          2556,
          2934,
          2557,
          2935,
          2558,
          2936,
          2559,
          2937,
          2560,
          2938,
          2561,
          2939,
          2562,
          2940,
          2563,
          2941,
          2564,
          2942,
          2565,
          2943,
          2566,
          2944,
          2567,
          2945,
          2568,
          2946,
          2569,
          2947,
          2570,
          2948,
          2571,
          2949,
          2572,
          2950,
          2573,
          2951,
          2574,
          2952,
          2575,
          2953,
          2576,
          2954,
          2577,
          2955,
          2578,
          2956,
          2579,
          2957,
          2580,
          2958,
          2581,
          2959,
          2582,
          2960,
          2583,
          2961,
          2584,
          2962,
          2585,
          2963,
          2586,
          2964,
          2587,
          2965,
          2588,
          2966,
          2589,
          2967,
          2590,
          2968,
          2591,
          2969,
          2592,
          2970,
          2593,
          2971,
          2594,
          2972,
          2595,
          2973,
          2596,
          2974,
          2597,
          2975,
          2598,
          2976,
          2599,
          2977,
          2600,
          2978,
          2601,
          2979,
          2602,
          2980,
          2603,
          2981,
          2604,
          2982,
          2605,
          2983,
          2606,
          2984,
          2607,
          2985,
          2608,
          2986,
          2609,
          2987,
          2610,
          2988,
          2611,
          2989,
          2612,
          2990,
          2613,
          2991,
          2614,
          2992,
          2615,
          2993,
          2616,
          2994,
          2617,
          2995,
          2618,
          2996,
          2619,
          2997,
          2620,
          2998,
          2621,
          2999,
          2622,
          3000,
          2623,
          3001,
          2624,
          3002,
          2625,
          3003,
          2626,
          3004,
          2627,
          3005,
          2628,
          3006,
          2629,
          3007,
          2630,
          3008,
          2631,
          3009,
          2632,
          3010,
          2633,
          3011,
          2634,
          3012,
          2635,
          3013,
          2636,
          3014,
          2637,
          3015,
          2638,
          3016,
          2639,
          3017,
          2640,
          3018,
          2641,
          3019,
          2642,
          3020,
          2643,
          3021,
          2644,
          3022,
          2645,
          3023,
          2646,
          3024,
          2647,
          3025,
          2648,
          3026,
          2649,
          3027,
          2650,
          3028,
          2651,
          3029,
          2652,
          3030,
          2653,
          3031,
          2654,
          3032,
          2655,
          3033,
          2656,
          3034,
          2657,
          3035,
          2658,
          3036,
          2659,
          3037,
          3038,
          2661,
          3039,
          3040,
          2662,
          3040,
          2663,
          3041,
          2664,
          3042,
          2665,
          3043,
          2666,
          3044,
          2667,
          3045,
          2668,
          3046,
          2669,
          3047,
          2670,
          3048,
          2671,
          3049,
          2672,
          3050,
          2673,
          3051,
          2674,
          3052,
          2675,
          3053,
          2676,
          3054,
          2677,
          3055,
          2678,
          3056,
          2679,
          3057,
          2680,
          3058,
          2681,
          3059,
          2682,
          3060,
          2683,
          3061,
          2684,
          3062,
          2685,
          3063,
          2686,
          3064,
          2687,
          3065,
          2688,
          3066,
          2689,
          3067,
          2690,
          3068,
          2691,
          3069,
          2692,
          3070,
          2693,
          3071,
          2694,
          3072,
          2695,
          3073,
          2696,
          3074,
          2697,
          3075,
          2698,
          3076,
          2699,
          3077,
          2700,
          3078,
          2701,
          3079,
          2702,
          3080,
          2703,
          3081,
          2704,
          3082,
          2705,
          3083,
          2706,
          3084,
          2707,
          3085,
          2708,
          3086,
          2709,
          3087,
          2710,
          3088,
          2711,
          3089,
          2712,
          3090,
          2713,
          3091,
          2714,
          3092,
          2715,
          3093,
          2716,
          3094,
          2717,
          3095,
          2718,
          3096,
          2719,
          3097,
          2720,
          3098,
          2721,
          3099,
          2722,
          3100,
          2723,
          3101,
          2724,
          3102,
          2725,
          3103,
          2726,
          3104,
          2727,
          3105,
          2728,
          3106,
          2729,
          3107,
          2730,
          3108,
          2731,
          3109,
          2732,
          3110,
          2733,
          3111,
          2734,
          3112,
          2735,
          3113,
          2736,
          3114,
          2737,
          3115,
          2738,
          3116,
          2739,
          3117,
          2740,
          3118,
          2741,
          3119,
          2742,
          3120,
          2743,
          3121,
          2744,
          3122,
          2745,
          3123,
          2746,
          3124,
          2747,
          3125,
          2748,
          3126,
          2749,
          3127,
          2750,
          3128,
          2751,
          3129,
          2752,
          3130,
          2753,
          3131,
          2754,
          3132,
          2755,
          3133,
          2756,
          3134,
          2757,
          3135,
          2758,
          3136,
          2759,
          3137,
          2760,
          3138,
          2761,
          3139,
          2762,
          3140,
          2763,
          3141,
          2764,
          3142,
          2765,
          3143,
          2766,
          3144,
          2767,
          3145,
          2768,
          3146,
          2769,
          3147,
          2770,
          3148,
          2771,
          3149,
          2772,
          3150,
          2773,
          3151,
          2774,
          3152,
          2775,
          3153,
          2776,
          3154,
          2777,
          3155,
          2778,
          3156,
          2779,
          3157,
          2780,
          3158,
          2781,
          3159,
          2782,
          3160,
          2783,
          3161,
          2784,
          3162,
          2785,
          3163,
          2786,
          3164,
          2787,
          3165,
          2788,
          3166,
          2789,
          3167,
          2790,
          3168,
          2791,
          3169,
          2792,
          3170,
          2793,
          3171,
          2794,
          3172,
          2795,
          3173,
          2796,
          3174,
          2797,
          3175,
          2798,
          3176,
          2799,
          3177,
          2800,
          3178,
          2801,
          3179,
          2802,
          3180,
          2803,
          3181,
          2804,
          3182,
          2805,
          3183,
          2806,
          3184,
          2807,
          3185,
          2808,
          3186,
          2809,
          3187,
          2810,
          3188,
          2811,
          3189,
          2812,
          3190,
          2813,
          3191,
          2814,
          3192,
          2815,
          3193,
          2816,
          3194,
          2817,
          3195,
          2818,
          3196,
          2819,
          3197,
          2820,
          3198,
          2821,
          3199,
          2822,
          3200,
          2823,
          3201,
          2824,
          3202,
          2825,
          3203,
          2826,
          3204,
          2827,
          3205,
          2828,
          3206,
          2829,
          3207,
          2830,
          3208,
          2831,
          3209,
          2832,
          3210,
          2833,
          3211,
          2834,
          3212,
          2835,
          3213,
          2836,
          3214,
          2837,
          3215,
          2838,
          3216,
          2839,
          3217,
          2840,
          3218,
          2841,
          3219,
          2842,
          3220,
          2843,
          3221,
          2844,
          3222,
          2845,
          3223,
          2846,
          3224,
          2847,
          3225,
          2848,
          3226,
          2849,
          3227,
          2850,
          3228,
          2851,
          3229,
          2852,
          3230,
          2853,
          3231,
          2854,
          3232,
          2855,
          3233,
          2856,
          3234,
          2857,
          3235,
          2858,
          3236,
          2859,
          3237,
          2860,
          3238,
          2861,
          3239,
          2862,
          3240,
          2863,
          3241,
          2864,
          3242,
          2865,
          3243,
          2866,
          3244,
          2867,
          3245,
          2868,
          3246,
          2869,
          3247,
          2870,
          3248,
          2871,
          3249,
          2872,
          3250,
          2873,
          3251,
          2874,
          3252,
          2875,
          3253,
          2876,
          3254,
          2877,
          3255,
          2878,
          3256,
          2879,
          3257,
          2880,
          3258,
          2881,
          3259,
          2882,
          3260,
          2883,
          3261,
          2884,
          3262,
          2885,
          3263,
          2886,
          3264,
          2887,
          3265,
          2888,
          3266,
          2889,
          3267,
          2890,
          3268,
          2891,
          3269,
          2892,
          3270,
          2893,
          3271,
          2894,
          3272,
          2895,
          3273,
          2896,
          3274,
          2897,
          3275,
          2898,
          3276,
          2899,
          3277,
          2900,
          3278,
          2901,
          3279,
          2902,
          3280,
          2903,
          3281,
          2904,
          3282,
          2905,
          3283,
          2906,
          3284,
          2907,
          3285,
          2908,
          3286,
          2909,
          3287,
          2910,
          3288,
          2911,
          3289,
          2912,
          3290,
          2913,
          3291,
          2914,
          3292,
          2915,
          3293,
          2916,
          3294,
          2917,
          3295,
          2918,
          3296,
          2919,
          3297,
          2920,
          3298,
          2921,
          3299,
          2922,
          3300,
          2923,
          3301,
          2924,
          3302,
          2925,
          3303,
          2926,
          3304,
          2927,
          3305,
          2928,
          3306,
          2929,
          3307,
          2930,
          3308,
          2931,
          3309,
          2932,
          3310,
          2933,
          3311,
          2934,
          3312,
          2935,
          3313,
          2936,
          3314,
          2937,
          3315,
          2938,
          3316,
          2939,
          3317,
          2940,
          3318,
          2941,
          3319,
          2942,
          3320,
          2943,
          3321,
          2944,
          3322,
          2945,
          3323,
          2946,
          3324,
          2947,
          3325,
          2948,
          3326,
          2949,
          3327,
          2950,
          3328,
          2951,
          3329,
          2952,
          3330,
          2953,
          3331,
          2954,
          3332,
          2955,
          3333,
          2956,
          3334,
          2957,
          3335,
          2958,
          3336,
          2959,
          3337,
          2960,
          3338,
          2961,
          3339,
          2962,
          3340,
          2963,
          3341,
          2964,
          3342,
          2965,
          3343,
          2966,
          3344,
          2967,
          3345,
          2968,
          3346,
          2969,
          3347,
          2970,
          3348,
          2971,
          3349,
          2972,
          3350,
          2973,
          3351,
          2974,
          3352,
          2975,
          3353,
          2976,
          3354,
          2977,
          3355,
          2978,
          3356,
          2979,
          3357,
          2980,
          3358,
          2981,
          3359,
          2982,
          3360,
          2983,
          3361,
          2984,
          3362,
          2985,
          3363,
          2986,
          3364,
          2987,
          3365,
          2988,
          3366,
          2989,
          3367,
          2990,
          3368,
          2991,
          3369,
          2992,
          3370,
          2993,
          3371,
          2994,
          3372,
          2995,
          3373,
          2996,
          3374,
          2997,
          3375,
          2998,
          3376,
          2999,
          3377,
          3000,
          3378,
          3001,
          3379,
          3002,
          3380,
          3003,
          3381,
          3004,
          3382,
          3005,
          3383,
          3006,
          3384,
          3007,
          3385,
          3008,
          3386,
          3009,
          3387,
          3010,
          3388,
          3011,
          3389,
          3012,
          3390,
          3013,
          3391,
          3014,
          3392,
          3015,
          3393,
          3016,
          3394,
          3017,
          3395,
          3018,
          3396,
          3019,
          3397,
          3020,
          3398,
          3021,
          3399,
          3022,
          3400,
          3023,
          3401,
          3024,
          3402,
          3025,
          3403,
          3026,
          3404,
          3027,
          3405,
          3028,
          3406,
          3029,
          3407,
          3030,
          3408,
          3031,
          3409,
          3032,
          3410,
          3033,
          3411,
          3034,
          3412,
          3035,
          3413,
          3036,
          3414,
          3037,
          3415,
          3038,
          3416,
          3039,
          3417,
          3418,
          3041,
          3419,
          3420,
          3042,
          3420,
          3043,
          3421,
          3044,
          3422,
          3045,
          3423,
          3046,
          3424,
          3047,
          3425,
          3048,
          3426,
          3049,
          3427,
          3050,
          3428,
          3051,
          3429,
          3052,
          3430,
          3053,
          3431,
          3054,
          3432,
          3055,
          3433,
          3056,
          3434,
          3057,
          3435,
          3058,
          3436,
          3059,
          3437,
          3060,
          3438,
          3061,
          3439,
          3062,
          3440,
          3063,
          3441,
          3064,
          3442,
          3065,
          3443,
          3066,
          3444,
          3067,
          3445,
          3068,
          3446,
          3069,
          3447,
          3070,
          3448,
          3071,
          3449,
          3072,
          3450,
          3073,
          3451,
          3074,
          3452,
          3075,
          3453,
          3076,
          3454,
          3077,
          3455,
          3078,
          3456,
          3079,
          3457,
          3080,
          3458,
          3081,
          3459,
          3082,
          3460,
          3083,
          3461,
          3084,
          3462,
          3085,
          3463,
          3086,
          3464,
          3087,
          3465,
          3088,
          3466,
          3089,
          3467,
          3090,
          3468,
          3091,
          3469,
          3092,
          3470,
          3093,
          3471,
          3094,
          3472,
          3095,
          3473,
          3096,
          3474,
          3097,
          3475,
          3098,
          3476,
          3099,
          3477,
          3100,
          3478,
          3101,
          3479,
          3102,
          3480,
          3103,
          3481,
          3104,
          3482,
          3105,
          3483,
          3106,
          3484,
          3107,
          3485,
          3108,
          3486,
          3109,
          3487,
          3110,
          3488,
          3111,
          3489,
          3112,
          3490,
          3113,
          3491,
          3114,
          3492,
          3115,
          3493,
          3116,
          3494,
          3117,
          3495,
          3118,
          3496,
          3119,
          3497,
          3120,
          3498,
          3121,
          3499,
          3122,
          3500,
          3123,
          3501,
          3124,
          3502,
          3125,
          3503,
          3126,
          3504,
          3127,
          3505,
          3128,
          3506,
          3129,
          3507,
          3130,
          3508,
          3131,
          3509,
          3132,
          3510,
          3133,
          3511,
          3134,
          3512,
          3135,
          3513,
          3136,
          3514,
          3137,
          3515,
          3138,
          3516,
          3139,
          3517,
          3140,
          3518,
          3141,
          3519,
          3142,
          3520,
          3143,
          3521,
          3144,
          3522,
          3145,
          3523,
          3146,
          3524,
          3147,
          3525,
          3148,
          3526,
          3149,
          3527,
          3150,
          3528,
          3151,
          3529,
          3152,
          3530,
          3153,
          3531,
          3154,
          3532,
          3155,
          3533,
          3156,
          3534,
          3157,
          3535,
          3158,
          3536,
          3159,
          3537,
          3160,
          3538,
          3161,
          3539,
          3162,
          3540,
          3163,
          3541,
          3164,
          3542,
          3165,
          3543,
          3166,
          3544,
          3167,
          3545,
          3168,
          3546,
          3169,
          3547,
          3170,
          3548,
          3171,
          3549,
          3172,
          3550,
          3173,
          3551,
          3174,
          3552,
          3175,
          3553,
          3176,
          3554,
          3177,
          3555,
          3178,
          3556,
          3179,
          3557,
          3180,
          3558,
          3181,
          3559,
          3182,
          3560,
          3183,
          3561,
          3184,
          3562,
          3185,
          3563,
          3186,
          3564,
          3187,
          3565,
          3188,
          3566,
          3189,
          3567,
          3190,
          3568,
          3191,
          3569,
          3192,
          3570,
          3193,
          3571,
          3194,
          3572,
          3195,
          3573,
          3196,
          3574,
          3197,
          3575,
          3198,
          3576,
          3199,
          3577,
          3200,
          3578,
          3201,
          3579,
          3202,
          3580,
          3203,
          3581,
          3204,
          3582,
          3205,
          3583,
          3206,
          3584,
          3207,
          3585,
          3208,
          3586,
          3209,
          3587,
          3210,
          3588,
          3211,
          3589,
          3212,
          3590,
          3213,
          3591,
          3214,
          3592,
          3215,
          3593,
          3216,
          3594,
          3217,
          3595,
          3218,
          3596,
          3219,
          3597,
          3220,
          3598,
          3221,
          3599,
          3222,
          3600,
          3223,
          3601,
          3224,
          3602,
          3225,
          3603,
          3226,
          3604,
          3227,
          3605,
          3228,
          3606,
          3229,
          3607,
          3230,
          3608,
          3231,
          3609,
          3232,
          3610,
          3233,
          3611,
          3234,
          3612,
          3235,
          3613,
          3236,
          3614,
          3237,
          3615,
          3238,
          3616,
          3239,
          3617,
          3240,
          3618,
          3241,
          3619,
          3242,
          3620,
          3243,
          3621,
          3244,
          3622,
          3245,
          3623,
          3246,
          3624,
          3247,
          3625,
          3248,
          3626,
          3249,
          3627,
          3250,
          3628,
          3251,
          3629,
          3252,
          3630,
          3253,
          3631,
          3254,
          3632,
          3255,
          3633,
          3256,
          3634,
          3257,
          3635,
          3258,
          3636,
          3259,
          3637,
          3260,
          3638,
          3261,
          3639,
          3262,
          3640,
          3263,
          3641,
          3264,
          3642,
          3265,
          3643,
          3266,
          3644,
          3267,
          3645,
          3268,
          3646,
          3269,
          3647,
          3270,
          3648,
          3271,
          3649,
          3272,
          3650,
          3273,
          3651,
          3274,
          3652,
          3275,
          3653,
          3276,
          3654,
          3277,
          3655,
          3278,
          3656,
          3279,
          3657,
          3280,
          3658,
          3281,
          3659,
          3282,
          3660,
          3283,
          3661,
          3284,
          3662,
          3285,
          3663,
          3286,
          3664,
          3287,
          3665,
          3288,
          3666,
          3289,
          3667,
          3290,
          3668,
          3291,
          3669,
          3292,
          3670,
          3293,
          3671,
          3294,
          3672,
          3295,
          3673,
          3296,
          3674,
          3297,
          3675,
          3298,
          3676,
          3299,
          3677,
          3300,
          3678,
          3301,
          3679,
          3302,
          3680,
          3303,
          3681,
          3304,
          3682,
          3305,
          3683,
          3306,
          3684,
          3307,
          3685,
          3308,
          3686,
          3309,
          3687,
          3310,
          3688,
          3311,
          3689,
          3312,
          3690,
          3313,
          3691,
          3314,
          3692,
          3315,
          3693,
          3316,
          3694,
          3317,
          3695,
          3318,
          3696,
          3319,
          3697,
          3320,
          3698,
          3321,
          3699,
          3322,
          3700,
          3323,
          3701,
          3324,
          3702,
          3325,
          3703,
          3326,
          3704,
          3327,
          3705,
          3328,
          3706,
          3329,
          3707,
          3330,
          3708,
          3331,
          3709,
          3332,
          3710,
          3333,
          3711,
          3334,
          3712,
          3335,
          3713,
          3336,
          3714,
          3337,
          3715,
          3338,
          3716,
          3339,
          3717,
          3340,
          3718,
          3341,
          3719,
          3342,
          3720,
          3343,
          3721,
          3344,
          3722,
          3345,
          3723,
          3346,
          3724,
          3347,
          3725,
          3348,
          3726,
          3349,
          3727,
          3350,
          3728,
          3351,
          3729,
          3352,
          3730,
          3353,
          3731,
          3354,
          3732,
          3355,
          3733,
          3356,
          3734,
          3357,
          3735,
          3358,
          3736,
          3359,
          3737,
          3360,
          3738,
          3361,
          3739,
          3362,
          3740,
          3363,
          3741,
          3364,
          3742,
          3365,
          3743,
          3366,
          3744,
          3367,
          3745,
          3368,
          3746,
          3369,
          3747,
          3370,
          3748,
          3371,
          3749,
          3372,
          3750,
          3373,
          3751,
          3374,
          3752,
          3375,
          3753,
          3376,
          3754,
          3377,
          3755,
          3378,
          3756,
          3379,
          3757,
          3380,
          3758,
          3381,
          3759,
          3382,
          3760,
          3383,
          3761,
          3384,
          3762,
          3385,
          3763,
          3386,
          3764,
          3387,
          3765,
          3388,
          3766,
          3389,
          3767,
          3390,
          3768,
          3391,
          3769,
          3392,
          3770,
          3393,
          3771,
          3394,
          3772,
          3395,
          3773,
          3396,
          3774,
          3397,
          3775,
          3398,
          3776,
          3399,
          3777,
          3400,
          3778,
          3401,
          3779,
          3402,
          3780,
          3403,
          3781,
          3404,
          3782,
          3405,
          3783,
          3406,
          3784,
          3407,
          3785,
          3408,
          3786,
          3409,
          3787,
          3410,
          3788,
          3411,
          3789,
          3412,
          3790,
          3413,
          3791,
          3414,
          3792,
          3415,
          3793,
          3416,
          3794,
          3417,
          3795,
          3418,
          3796,
          3419,
          3797,
          3798,
          3421,
          3799,
          3800,
          3422,
          3800,
          3423,
          3801,
          3424,
          3802,
          3425,
          3803,
          3426,
          3804,
          3427,
          3805,
          3428,
          3806,
          3429,
          3807,
          3430,
          3808,
          3431,
          3809,
          3432,
          3810,
          3433,
          3811,
          3434,
          3812,
          3435,
          3813,
          3436,
          3814,
          3437,
          3815,
          3438,
          3816,
          3439,
          3817,
          3440,
          3818,
          3441,
          3819,
          3442,
          3820,
          3443,
          3821,
          3444,
          3822,
          3445,
          3823,
          3446,
          3824,
          3447,
          3825,
          3448,
          3826,
          3449,
          3827,
          3450,
          3828,
          3451,
          3829,
          3452,
          3830,
          3453,
          3831,
          3454,
          3832,
          3455,
          3833,
          3456,
          3834,
          3457,
          3835,
          3458,
          3836,
          3459,
          3837,
          3460,
          3838,
          3461,
          3839,
          3462,
          3840,
          3463,
          3841,
          3464,
          3842,
          3465,
          3843,
          3466,
          3844,
          3467,
          3845,
          3468,
          3846,
          3469,
          3847,
          3470,
          3848,
          3471,
          3849,
          3472,
          3850,
          3473,
          3851,
          3474,
          3852,
          3475,
          3853,
          3476,
          3854,
          3477,
          3855,
          3478,
          3856,
          3479,
          3857,
          3480,
          3858,
          3481,
          3859,
          3482,
          3860,
          3483,
          3861,
          3484,
          3862,
          3485,
          3863,
          3486,
          3864,
          3487,
          3865,
          3488,
          3866,
          3489,
          3867,
          3490,
          3868,
          3491,
          3869,
          3492,
          3870,
          3493,
          3871,
          3494,
          3872,
          3495,
          3873,
          3496,
          3874,
          3497,
          3875,
          3498,
          3876,
          3499,
          3877,
          3500,
          3878,
          3501,
          3879,
          3502,
          3880,
          3503,
          3881,
          3504,
          3882,
          3505,
          3883,
          3506,
          3884,
          3507,
          3885,
          3508,
          3886,
          3509,
          3887,
          3510,
          3888,
          3511,
          3889,
          3512,
          3890,
          3513,
          3891,
          3514,
          3892,
          3515,
          3893,
          3516,
          3894,
          3517,
          3895,
          3518,
          3896,
          3519,
          3897,
          3520,
          3898,
          3521,
          3899,
          3522,
          3900,
          3523,
          3901,
          3524,
          3902,
          3525,
          3903,
          3526,
          3904,
          3527,
          3905,
          3528,
          3906,
          3529,
          3907,
          3530,
          3908,
          3531,
          3909,
          3532,
          3910,
          3533,
          3911,
          3534,
          3912,
          3535,
          3913,
          3536,
          3914,
          3537,
          3915,
          3538,
          3916,
          3539,
          3917,
          3540,
          3918,
          3541,
          3919,
          3542,
          3920,
          3543,
          3921,
          3544,
          3922,
          3545,
          3923,
          3546,
          3924,
          3547,
          3925,
          3548,
          3926,
          3549,
          3927,
          3550,
          3928,
          3551,
          3929,
          3552,
          3930,
          3553,
          3931,
          3554,
          3932,
          3555,
          3933,
          3556,
          3934,
          3557,
          3935,
          3558,
          3936,
          3559,
          3937,
          3560,
          3938,
          3561,
          3939,
          3562,
          3940,
          3563,
          3941,
          3564,
          3942,
          3565,
          3943,
          3566,
          3944,
          3567,
          3945,
          3568,
          3946,
          3569,
          3947,
          3570,
          3948,
          3571,
          3949,
          3572,
          3950,
          3573,
          3951,
          3574,
          3952,
          3575,
          3953,
          3576,
          3954,
          3577,
          3955,
          3578,
          3956,
          3579,
          3957,
          3580,
          3958,
          3581,
          3959,
          3582,
          3960,
          3583,
          3961,
          3584,
          3962,
          3585,
          3963,
          3586,
          3964,
          3587,
          3965,
          3588,
          3966,
          3589,
          3967,
          3590,
          3968,
          3591,
          3969,
          3592,
          3970,
          3593,
          3971,
          3594,
          3972,
          3595,
          3973,
          3596,
          3974,
          3597,
          3975,
          3598,
          3976,
          3599,
          3977,
          3600,
          3978,
          3601,
          3979,
          3602,
          3980,
          3603,
          3981,
          3604,
          3982,
          3605,
          3983,
          3606,
          3984,
          3607,
          3985,
          3608,
          3986,
          3609,
          3987,
          3610,
          3988,
          3611,
          3989,
          3612,
          3990,
          3613,
          3991,
          3614,
          3992,
          3615,
          3993,
          3616,
          3994,
          3617,
          3995,
          3618,
          3996,
          3619,
          3997,
          3620,
          3998,
          3621,
          3999,
          3622,
          4000,
          3623,
          4001,
          3624,
          4002,
          3625,
          4003,
          3626,
          4004,
          3627,
          4005,
          3628,
          4006,
          3629,
          4007,
          3630,
          4008,
          3631,
          4009,
          3632,
          4010,
          3633,
          4011,
          3634,
          4012,
          3635,
          4013,
          3636,
          4014,
          3637,
          4015,
          3638,
          4016,
          3639,
          4017,
          3640,
          4018,
          3641,
          4019,
          3642,
          4020,
          3643,
          4021,
          3644,
          4022,
          3645,
          4023,
          3646,
          4024,
          3647,
          4025,
          3648,
          4026,
          3649,
          4027,
          3650,
          4028,
          3651,
          4029,
          3652,
          4030,
          3653,
          4031,
          3654,
          4032,
          3655,
          4033,
          3656,
          4034,
          3657,
          4035,
          3658,
          4036,
          3659,
          4037,
          3660,
          4038,
          3661,
          4039,
          3662,
          4040,
          3663,
          4041,
          3664,
          4042,
          3665,
          4043,
          3666,
          4044,
          3667,
          4045,
          3668,
          4046,
          3669,
          4047,
          3670,
          4048,
          3671,
          4049,
          3672,
          4050,
          3673,
          4051,
          3674,
          4052,
          3675,
          4053,
          3676,
          4054,
          3677,
          4055,
          3678,
          4056,
          3679,
          4057,
          3680,
          4058,
          3681,
          4059,
          3682,
          4060,
          3683,
          4061,
          3684,
          4062,
          3685,
          4063,
          3686,
          4064,
          3687,
          4065,
          3688,
          4066,
          3689,
          4067,
          3690,
          4068,
          3691,
          4069,
          3692,
          4070,
          3693,
          4071,
          3694,
          4072,
          3695,
          4073,
          3696,
          4074,
          3697,
          4075,
          3698,
          4076,
          3699,
          4077,
          3700,
          4078,
          3701,
          4079,
          3702,
          4080,
          3703,
          4081,
          3704,
          4082,
          3705,
          4083,
          3706,
          4084,
          3707,
          4085,
          3708,
          4086,
          3709,
          4087,
          3710,
          4088,
          3711,
          4089,
          3712,
          4090,
          3713,
          4091,
          3714,
          4092,
          3715,
          4093,
          3716,
          4094,
          3717,
          4095,
          3718,
          4096,
          3719,
          4097,
          3720,
          4098,
          3721,
          4099,
          3722,
          4100,
          3723,
          4101,
          3724,
          4102,
          3725,
          4103,
          3726,
          4104,
          3727,
          4105,
          3728,
          4106,
          3729,
          4107,
          3730,
          4108,
          3731,
          4109,
          3732,
          4110,
          3733,
          4111,
          3734,
          4112,
          3735,
          4113,
          3736,
          4114,
          3737,
          4115,
          3738,
          4116,
          3739,
          4117,
          3740,
          4118,
          3741,
          4119,
          3742,
          4120,
          3743,
          4121,
          3744,
          4122,
          3745,
          4123,
          3746,
          4124,
          3747,
          4125,
          3748,
          4126,
          3749,
          4127,
          3750,
          4128,
          3751,
          4129,
          3752,
          4130,
          3753,
          4131,
          3754,
          4132,
          3755,
          4133,
          3756,
          4134,
          3757,
          4135,
          3758,
          4136,
          3759,
          4137,
          3760,
          4138,
          3761,
          4139,
          3762,
          4140,
          3763,
          4141,
          3764,
          4142,
          3765,
          4143,
          3766,
          4144,
          3767,
          4145,
          3768,
          4146,
          3769,
          4147,
          3770,
          4148,
          3771,
          4149,
          3772,
          4150,
          3773,
          4151,
          3774,
          4152,
          3775,
          4153,
          3776,
          4154,
          3777,
          4155,
          3778,
          4156,
          3779,
          4157,
          3780,
          4158,
          3781,
          4159,
          3782,
          4160,
          3783,
          4161,
          3784,
          4162,
          3785,
          4163,
          3786,
          4164,
          3787,
          4165,
          3788,
          4166,
          3789,
          4167,
          3790,
          4168,
          3791,
          4169,
          3792,
          4170,
          3793,
          4171,
          3794,
          4172,
          3795,
          4173,
          3796,
          4174,
          3797,
          4175,
          3798,
          4176,
          3799,
          4177,
          4178,
          3801,
          4179,
          4180,
          3802,
          4180,
          3803,
          4181,
          3804,
          4182,
          3805,
          4183,
          3806,
          4184,
          3807,
          4185,
          3808,
          4186,
          3809,
          4187,
          3810,
          4188,
          3811,
          4189,
          3812,
          4190,
          3813,
          4191,
          3814,
          4192,
          3815,
          4193,
          3816,
          4194,
          3817,
          4195,
          3818,
          4196,
          3819,
          4197,
          3820,
          4198,
          3821,
          4199,
          3822,
          4200,
          3823,
          4201,
          3824,
          4202,
          3825,
          4203,
          3826,
          4204,
          3827,
          4205,
          3828,
          4206,
          3829,
          4207,
          3830,
          4208,
          3831,
          4209,
          3832,
          4210,
          3833,
          4211,
          3834,
          4212,
          3835,
          4213,
          3836,
          4214,
          3837,
          4215,
          3838,
          4216,
          3839,
          4217,
          3840,
          4218,
          3841,
          4219,
          3842,
          4220,
          3843,
          4221,
          3844,
          4222,
          3845,
          4223,
          3846,
          4224,
          3847,
          4225,
          3848,
          4226,
          3849,
          4227,
          3850,
          4228,
          3851,
          4229,
          3852,
          4230,
          3853,
          4231,
          3854,
          4232,
          3855,
          4233,
          3856,
          4234,
          3857,
          4235,
          3858,
          4236,
          3859,
          4237,
          3860,
          4238,
          3861,
          4239,
          3862,
          4240,
          3863,
          4241,
          3864,
          4242,
          3865,
          4243,
          3866,
          4244,
          3867,
          4245,
          3868,
          4246,
          3869,
          4247,
          3870,
          4248,
          3871,
          4249,
          3872,
          4250,
          3873,
          4251,
          3874,
          4252,
          3875,
          4253,
          3876,
          4254,
          3877,
          4255,
          3878,
          4256,
          3879,
          4257,
          3880,
          4258,
          3881,
          4259,
          3882,
          4260,
          3883,
          4261,
          3884,
          4262,
          3885,
          4263,
          3886,
          4264,
          3887,
          4265,
          3888,
          4266,
          3889,
          4267,
          3890,
          4268,
          3891,
          4269,
          3892,
          4270,
          3893,
          4271,
          3894,
          4272,
          3895,
          4273,
          3896,
          4274,
          3897,
          4275,
          3898,
          4276,
          3899,
          4277,
          3900,
          4278,
          3901,
          4279,
          3902,
          4280,
          3903,
          4281,
          3904,
          4282,
          3905,
          4283,
          3906,
          4284,
          3907,
          4285,
          3908,
          4286,
          3909,
          4287,
          3910,
          4288,
          3911,
          4289,
          3912,
          4290,
          3913,
          4291,
          3914,
          4292,
          3915,
          4293,
          3916,
          4294,
          3917,
          4295,
          3918,
          4296,
          3919,
          4297,
          3920,
          4298,
          3921,
          4299,
          3922,
          4300,
          3923,
          4301,
          3924,
          4302,
          3925,
          4303,
          3926,
          4304,
          3927,
          4305,
          3928,
          4306,
          3929,
          4307,
          3930,
          4308,
          3931,
          4309,
          3932,
          4310,
          3933,
          4311,
          3934,
          4312,
          3935,
          4313,
          3936,
          4314,
          3937,
          4315,
          3938,
          4316,
          3939,
          4317,
          3940,
          4318,
          3941,
          4319,
          3942,
          4320,
          3943,
          4321,
          3944,
          4322,
          3945,
          4323,
          3946,
          4324,
          3947,
          4325,
          3948,
          4326,
          3949,
          4327,
          3950,
          4328,
          3951,
          4329,
          3952,
          4330,
          3953,
          4331,
          3954,
          4332,
          3955,
          4333,
          3956,
          4334,
          3957,
          4335,
          3958,
          4336,
          3959,
          4337,
          3960,
          4338,
          3961,
          4339,
          3962,
          4340,
          3963,
          4341,
          3964,
          4342,
          3965,
          4343,
          3966,
          4344,
          3967,
          4345,
          3968,
          4346,
          3969,
          4347,
          3970,
          4348,
          3971,
          4349,
          3972,
          4350,
          3973,
          4351,
          3974,
          4352,
          3975,
          4353,
          3976,
          4354,
          3977,
          4355,
          3978,
          4356,
          3979,
          4357,
          3980,
          4358,
          3981,
          4359,
          3982,
          4360,
          3983,
          4361,
          3984,
          4362,
          3985,
          4363,
          3986,
          4364,
          3987,
          4365,
          3988,
          4366,
          3989,
          4367,
          3990,
          4368,
          3991,
          4369,
          3992,
          4370,
          3993,
          4371,
          3994,
          4372,
          3995,
          4373,
          3996,
          4374,
          3997,
          4375,
          3998,
          4376,
          3999,
          4377,
          4000,
          4378,
          4001,
          4379,
          4002,
          4380,
          4003,
          4381,
          4004,
          4382,
          4005,
          4383,
          4006,
          4384,
          4007,
          4385,
          4008,
          4386,
          4009,
          4387,
          4010,
          4388,
          4011,
          4389,
          4012,
          4390,
          4013,
          4391,
          4014,
          4392,
          4015,
          4393,
          4016,
          4394,
          4017,
          4395,
          4018,
          4396,
          4019,
          4397,
          4020,
          4398,
          4021,
          4399,
          4022,
          4400,
          4023,
          4401,
          4024,
          4402,
          4025,
          4403,
          4026,
          4404,
          4027,
          4405,
          4028,
          4406,
          4029,
          4407,
          4030,
          4408,
          4031,
          4409,
          4032,
          4410,
          4033,
          4411,
          4034,
          4412,
          4035,
          4413,
          4036,
          4414,
          4037,
          4415,
          4038,
          4416,
          4039,
          4417,
          4040,
          4418,
          4041,
          4419,
          4042,
          4420,
          4043,
          4421,
          4044,
          4422,
          4045,
          4423,
          4046,
          4424,
          4047,
          4425,
          4048,
          4426,
          4049,
          4427,
          4050,
          4428,
          4051,
          4429,
          4052,
          4430,
          4053,
          4431,
          4054,
          4432,
          4055,
          4433,
          4056,
          4434,
          4057,
          4435,
          4058,
          4436,
          4059,
          4437,
          4060,
          4438,
          4061,
          4439,
          4062,
          4440,
          4063,
          4441,
          4064,
          4442,
          4065,
          4443,
          4066,
          4444,
          4067,
          4445,
          4068,
          4446,
          4069,
          4447,
          4070,
          4448,
          4071,
          4449,
          4072,
          4450,
          4073,
          4451,
          4074,
          4452,
          4075,
          4453,
          4076,
          4454,
          4077,
          4455,
          4078,
          4456,
          4079,
          4457,
          4080,
          4458,
          4081,
          4459,
          4082,
          4460,
          4083,
          4461,
          4084,
          4462,
          4085,
          4463,
          4086,
          4464,
          4087,
          4465,
          4088,
          4466,
          4089,
          4467,
          4090,
          4468,
          4091,
          4469,
          4092,
          4470,
          4093,
          4471,
          4094,
          4472,
          4095,
          4473,
          4096,
          4474,
          4097,
          4475,
          4098,
          4476,
          4099,
          4477,
          4100,
          4478,
          4101,
          4479,
          4102,
          4480,
          4103,
          4481,
          4104,
          4482,
          4105,
          4483,
          4106,
          4484,
          4107,
          4485,
          4108,
          4486,
          4109,
          4487,
          4110,
          4488,
          4111,
          4489,
          4112,
          4490,
          4113,
          4491,
          4114,
          4492,
          4115,
          4493,
          4116,
          4494,
          4117,
          4495,
          4118,
          4496,
          4119,
          4497,
          4120,
          4498,
          4121,
          4499,
          4122,
          4500,
          4123,
          4501,
          4124,
          4502,
          4125,
          4503,
          4126,
          4504,
          4127,
          4505,
          4128,
          4506,
          4129,
          4507,
          4130,
          4508,
          4131,
          4509,
          4132,
          4510,
          4133,
          4511,
          4134,
          4512,
          4135,
          4513,
          4136,
          4514,
          4137,
          4515,
          4138,
          4516,
          4139,
          4517,
          4140,
          4518,
          4141,
          4519,
          4142,
          4520,
          4143,
          4521,
          4144,
          4522,
          4145,
          4523,
          4146,
          4524,
          4147,
          4525,
          4148,
          4526,
          4149,
          4527,
          4150,
          4528,
          4151,
          4529,
          4152,
          4530,
          4153,
          4531,
          4154,
          4532,
          4155,
          4533,
          4156,
          4534,
          4157,
          4535,
          4158,
          4536,
          4159,
          4537,
          4160,
          4538,
          4161,
          4539,
          4162,
          4540,
          4163,
          4541,
          4164,
          4542,
          4165,
          4543,
          4166,
          4544,
          4167,
          4545,
          4168,
          4546,
          4169,
          4547,
          4170,
          4548,
          4171,
          4549,
          4172,
          4550,
          4173,
          4551,
          4174,
          4552,
          4175,
          4553,
          4176,
          4554,
          4177,
          4555,
          4178,
          4556,
          4179,
          4557,
          4558,
          4181,
          4559,
          4560,
          4182,
          4560,
          4183,
          4561,
          4184,
          4562,
          4185,
          4563,
          4186,
          4564,
          4187,
          4565,
          4188,
          4566,
          4189,
          4567,
          4190,
          4568,
          4191,
          4569,
          4192,
          4570,
          4193,
          4571,
          4194,
          4572,
          4195,
          4573,
          4196,
          4574,
          4197,
          4575,
          4198,
          4576,
          4199,
          4577,
          4200,
          4578,
          4201,
          4579,
          4202,
          4580,
          4203,
          4581,
          4204,
          4582,
          4205,
          4583,
          4206,
          4584,
          4207,
          4585,
          4208,
          4586,
          4209,
          4587,
          4210,
          4588,
          4211,
          4589,
          4212,
          4590,
          4213,
          4591,
          4214,
          4592,
          4215,
          4593,
          4216,
          4594,
          4217,
          4595,
          4218,
          4596,
          4219,
          4597,
          4220,
          4598,
          4221,
          4599,
          4222,
          4600,
          4223,
          4601,
          4224,
          4602,
          4225,
          4603,
          4226,
          4604,
          4227,
          4605,
          4228,
          4606,
          4229,
          4607,
          4230,
          4608,
          4231,
          4609,
          4232,
          4610,
          4233,
          4611,
          4234,
          4612,
          4235,
          4613,
          4236,
          4614,
          4237,
          4615,
          4238,
          4616,
          4239,
          4617,
          4240,
          4618,
          4241,
          4619,
          4242,
          4620,
          4243,
          4621,
          4244,
          4622,
          4245,
          4623,
          4246,
          4624,
          4247,
          4625,
          4248,
          4626,
          4249,
          4627,
          4250,
          4628,
          4251,
          4629,
          4252,
          4630,
          4253,
          4631,
          4254,
          4632,
          4255,
          4633,
          4256,
          4634,
          4257,
          4635,
          4258,
          4636,
          4259,
          4637,
          4260,
          4638,
          4261,
          4639,
          4262,
          4640,
          4263,
          4641,
          4264,
          4642,
          4265,
          4643,
          4266,
          4644,
          4267,
          4645,
          4268,
          4646,
          4269,
          4647,
          4270,
          4648,
          4271,
          4649,
          4272,
          4650,
          4273,
          4651,
          4274,
          4652,
          4275,
          4653,
          4276,
          4654,
          4277,
          4655,
          4278,
          4656,
          4279,
          4657,
          4280,
          4658,
          4281,
          4659,
          4282,
          4660,
          4283,
          4661,
          4284,
          4662,
          4285,
          4663,
          4286,
          4664,
          4287,
          4665,
          4288,
          4666,
          4289,
          4667,
          4290,
          4668,
          4291,
          4669,
          4292,
          4670,
          4293,
          4671,
          4294,
          4672,
          4295,
          4673,
          4296,
          4674,
          4297,
          4675,
          4298,
          4676,
          4299,
          4677,
          4300,
          4678,
          4301,
          4679,
          4302,
          4680,
          4303,
          4681,
          4304,
          4682,
          4305,
          4683,
          4306,
          4684,
          4307,
          4685,
          4308,
          4686,
          4309,
          4687,
          4310,
          4688,
          4311,
          4689,
          4312,
          4690,
          4313,
          4691,
          4314,
          4692,
          4315,
          4693,
          4316,
          4694,
          4317,
          4695,
          4318,
          4696,
          4319,
          4697,
          4320,
          4698,
          4321,
          4699,
          4322,
          4700,
          4323,
          4701,
          4324,
          4702,
          4325,
          4703,
          4326,
          4704,
          4327,
          4705,
          4328,
          4706,
          4329,
          4707,
          4330,
          4708,
          4331,
          4709,
          4332,
          4710,
          4333,
          4711,
          4334,
          4712,
          4335,
          4713,
          4336,
          4714,
          4337,
          4715,
          4338,
          4716,
          4339,
          4717,
          4340,
          4718,
          4341,
          4719,
          4342,
          4720,
          4343,
          4721,
          4344,
          4722,
          4345,
          4723,
          4346,
          4724,
          4347,
          4725,
          4348,
          4726,
          4349,
          4727,
          4350,
          4728,
          4351,
          4729,
          4352,
          4730,
          4353,
          4731,
          4354,
          4732,
          4355,
          4733,
          4356,
          4734,
          4357,
          4735,
          4358,
          4736,
          4359,
          4737,
          4360,
          4738,
          4361,
          4739,
          4362,
          4740,
          4363,
          4741,
          4364,
          4742,
          4365,
          4743,
          4366,
          4744,
          4367,
          4745,
          4368,
          4746,
          4369,
          4747,
          4370,
          4748,
          4371,
          4749,
          4372,
          4750,
          4373,
          4751,
          4374,
          4752,
          4375,
          4753,
          4376,
          4754,
          4377,
          4755,
          4378,
          4756,
          4379,
          4757,
          4380,
          4758,
          4381,
          4759,
          4382,
          4760,
          4383,
          4761,
          4384,
          4762,
          4385,
          4763,
          4386,
          4764,
          4387,
          4765,
          4388,
          4766,
          4389,
          4767,
          4390,
          4768,
          4391,
          4769,
          4392,
          4770,
          4393,
          4771,
          4394,
          4772,
          4395,
          4773,
          4396,
          4774,
          4397,
          4775,
          4398,
          4776,
          4399,
          4777,
          4400,
          4778,
          4401,
          4779,
          4402,
          4780,
          4403,
          4781,
          4404,
          4782,
          4405,
          4783,
          4406,
          4784,
          4407,
          4785,
          4408,
          4786,
          4409,
          4787,
          4410,
          4788,
          4411,
          4789,
          4412,
          4790,
          4413,
          4791,
          4414,
          4792,
          4415,
          4793,
          4416,
          4794,
          4417,
          4795,
          4418,
          4796,
          4419,
          4797,
          4420,
          4798,
          4421,
          4799,
          4422,
          4800,
          4423,
          4801,
          4424,
          4802,
          4425,
          4803,
          4426,
          4804,
          4427,
          4805,
          4428,
          4806,
          4429,
          4807,
          4430,
          4808,
          4431,
          4809,
          4432,
          4810,
          4433,
          4811,
          4434,
          4812,
          4435,
          4813,
          4436,
          4814,
          4437,
          4815,
          4438,
          4816,
          4439,
          4817,
          4440,
          4818,
          4441,
          4819,
          4442,
          4820,
          4443,
          4821,
          4444,
          4822,
          4445,
          4823,
          4446,
          4824,
          4447,
          4825,
          4448,
          4826,
          4449,
          4827,
          4450,
          4828,
          4451,
          4829,
          4452,
          4830,
          4453,
          4831,
          4454,
          4832,
          4455,
          4833,
          4456,
          4834,
          4457,
          4835,
          4458,
          4836,
          4459,
          4837,
          4460,
          4838,
          4461,
          4839,
          4462,
          4840,
          4463,
          4841,
          4464,
          4842,
          4465,
          4843,
          4466,
          4844,
          4467,
          4845,
          4468,
          4846,
          4469,
          4847,
          4470,
          4848,
          4471,
          4849,
          4472,
          4850,
          4473,
          4851,
          4474,
          4852,
          4475,
          4853,
          4476,
          4854,
          4477,
          4855,
          4478,
          4856,
          4479,
          4857,
          4480,
          4858,
          4481,
          4859,
          4482,
          4860,
          4483,
          4861,
          4484,
          4862,
          4485,
          4863,
          4486,
          4864,
          4487,
          4865,
          4488,
          4866,
          4489,
          4867,
          4490,
          4868,
          4491,
          4869,
          4492,
          4870,
          4493,
          4871,
          4494,
          4872,
          4495,
          4873,
          4496,
          4874,
          4497,
          4875,
          4498,
          4876,
          4499,
          4877,
          4500,
          4878,
          4501,
          4879,
          4502,
          4880,
          4503,
          4881,
          4504,
          4882,
          4505,
          4883,
          4506,
          4884,
          4507,
          4885,
          4508,
          4886,
          4509,
          4887,
          4510,
          4888,
          4511,
          4889,
          4512,
          4890,
          4513,
          4891,
          4514,
          4892,
          4515,
          4893,
          4516,
          4894,
          4517,
          4895,
          4518,
          4896,
          4519,
          4897,
          4520,
          4898,
          4521,
          4899,
          4522,
          4900,
          4523,
          4901,
          4524,
          4902,
          4525,
          4903,
          4526,
          4904,
          4527,
          4905,
          4528,
          4906,
          4529,
          4907,
          4530,
          4908,
          4531,
          4909,
          4532,
          4910,
          4533,
          4911,
          4534,
          4912,
          4535,
          4913,
          4536,
          4914,
          4537,
          4915,
          4538,
          4916,
          4539,
          4917,
          4540,
          4918,
          4541,
          4919,
          4542,
          4920,
          4543,
          4921,
          4544,
          4922,
          4545,
          4923,
          4546,
          4924,
          4547,
          4925,
          4548,
          4926,
          4549,
          4927,
          4550,
          4928,
          4551,
          4929,
          4552,
          4930,
          4553,
          4931,
          4554,
          4932,
          4555,
          4933,
          4556,
          4934,
          4557,
          4935,
          4558,
          4936,
          4559,
          4937,
          4938,
          4561,
          4939,
          4940,
          4562,
          4940,
          4563,
          4941,
          4564,
          4942,
          4565,
          4943,
          4566,
          4944,
          4567,
          4945,
          4568,
          4946,
          4569,
          4947,
          4570,
          4948,
          4571,
          4949,
          4572,
          4950,
          4573,
          4951,
          4574,
          4952,
          4575,
          4953,
          4576,
          4954,
          4577,
          4955,
          4578,
          4956,
          4579,
          4957,
          4580,
          4958,
          4581,
          4959,
          4582,
          4960,
          4583,
          4961,
          4584,
          4962,
          4585,
          4963,
          4586,
          4964,
          4587,
          4965,
          4588,
          4966,
          4589,
          4967,
          4590,
          4968,
          4591,
          4969,
          4592,
          4970,
          4593,
          4971,
          4594,
          4972,
          4595,
          4973,
          4596,
          4974,
          4597,
          4975,
          4598,
          4976,
          4599,
          4977,
          4600,
          4978,
          4601,
          4979,
          4602,
          4980,
          4603,
          4981,
          4604,
          4982,
          4605,
          4983,
          4606,
          4984,
          4607,
          4985,
          4608,
          4986,
          4609,
          4987,
          4610,
          4988,
          4611,
          4989,
          4612,
          4990,
          4613,
          4991,
          4614,
          4992,
          4615,
          4993,
          4616,
          4994,
          4617,
          4995,
          4618,
          4996,
          4619,
          4997,
          4620,
          4998,
          4621,
          4999,
          4622,
          5000,
          4623,
          5001,
          4624,
          5002,
          4625,
          5003,
          4626,
          5004,
          4627,
          5005,
          4628,
          5006,
          4629,
          5007,
          4630,
          5008,
          4631,
          5009,
          4632,
          5010,
          4633,
          5011,
          4634,
          5012,
          4635,
          5013,
          4636,
          5014,
          4637,
          5015,
          4638,
          5016,
          4639,
          5017,
          4640,
          5018,
          4641,
          5019,
          4642,
          5020,
          4643,
          5021,
          4644,
          5022,
          4645,
          5023,
          4646,
          5024,
          4647,
          5025,
          4648,
          5026,
          4649,
          5027,
          4650,
          5028,
          4651,
          5029,
          4652,
          5030,
          4653,
          5031,
          4654,
          5032,
          4655,
          5033,
          4656,
          5034,
          4657,
          5035,
          4658,
          5036,
          4659,
          5037,
          4660,
          5038,
          4661,
          5039,
          4662,
          5040,
          4663,
          5041,
          4664,
          5042,
          4665,
          5043,
          4666,
          5044,
          4667,
          5045,
          4668,
          5046,
          4669,
          5047,
          4670,
          5048,
          4671,
          5049,
          4672,
          5050,
          4673,
          5051,
          4674,
          5052,
          4675,
          5053,
          4676,
          5054,
          4677,
          5055,
          4678,
          5056,
          4679,
          5057,
          4680,
          5058,
          4681,
          5059,
          4682,
          5060,
          4683,
          5061,
          4684,
          5062,
          4685,
          5063,
          4686,
          5064,
          4687,
          5065,
          4688,
          5066,
          4689,
          5067,
          4690,
          5068,
          4691,
          5069,
          4692,
          5070,
          4693,
          5071,
          4694,
          5072,
          4695,
          5073,
          4696,
          5074,
          4697,
          5075,
          4698,
          5076,
          4699,
          5077,
          4700,
          5078,
          4701,
          5079,
          4702,
          5080,
          4703,
          5081,
          4704,
          5082,
          4705,
          5083,
          4706,
          5084,
          4707,
          5085,
          4708,
          5086,
          4709,
          5087,
          4710,
          5088,
          4711,
          5089,
          4712,
          5090,
          4713,
          5091,
          4714,
          5092,
          4715,
          5093,
          4716,
          5094,
          4717,
          5095,
          4718,
          5096,
          4719,
          5097,
          4720,
          5098,
          4721,
          5099,
          4722,
          5100,
          4723,
          5101,
          4724,
          5102,
          4725,
          5103,
          4726,
          5104,
          4727,
          5105,
          4728,
          5106,
          4729,
          5107,
          4730,
          5108,
          4731,
          5109,
          4732,
          5110,
          4733,
          5111,
          4734,
          5112,
          4735,
          5113,
          4736,
          5114,
          4737,
          5115,
          4738,
          5116,
          4739,
          5117,
          4740,
          5118,
          4741,
          5119,
          4742,
          5120,
          4743,
          5121,
          4744,
          5122,
          4745,
          5123,
          4746,
          5124,
          4747,
          5125,
          4748,
          5126,
          4749,
          5127,
          4750,
          5128,
          4751,
          5129,
          4752,
          5130,
          4753,
          5131,
          4754,
          5132,
          4755,
          5133,
          4756,
          5134,
          4757,
          5135,
          4758,
          5136,
          4759,
          5137,
          4760,
          5138,
          4761,
          5139,
          4762,
          5140,
          4763,
          5141,
          4764,
          5142,
          4765,
          5143,
          4766,
          5144,
          4767,
          5145,
          4768,
          5146,
          4769,
          5147,
          4770,
          5148,
          4771,
          5149,
          4772,
          5150,
          4773,
          5151,
          4774,
          5152,
          4775,
          5153,
          4776,
          5154,
          4777,
          5155,
          4778,
          5156,
          4779,
          5157,
          4780,
          5158,
          4781,
          5159,
          4782,
          5160,
          4783,
          5161,
          4784,
          5162,
          4785,
          5163,
          4786,
          5164,
          4787,
          5165,
          4788,
          5166,
          4789,
          5167,
          4790,
          5168,
          4791,
          5169,
          4792,
          5170,
          4793,
          5171,
          4794,
          5172,
          4795,
          5173,
          4796,
          5174,
          4797,
          5175,
          4798,
          5176,
          4799,
          5177,
          4800,
          5178,
          4801,
          5179,
          4802,
          5180,
          4803,
          5181,
          4804,
          5182,
          4805,
          5183,
          4806,
          5184,
          4807,
          5185,
          4808,
          5186,
          4809,
          5187,
          4810,
          5188,
          4811,
          5189,
          4812,
          5190,
          4813,
          5191,
          4814,
          5192,
          4815,
          5193,
          4816,
          5194,
          4817,
          5195,
          4818,
          5196,
          4819,
          5197,
          4820,
          5198,
          4821,
          5199,
          4822,
          5200,
          4823,
          5201,
          4824,
          5202,
          4825,
          5203,
          4826,
          5204,
          4827,
          5205,
          4828,
          5206,
          4829,
          5207,
          4830,
          5208,
          4831,
          5209,
          4832,
          5210,
          4833,
          5211,
          4834,
          5212,
          4835,
          5213,
          4836,
          5214,
          4837,
          5215,
          4838,
          5216,
          4839,
          5217,
          4840,
          5218,
          4841,
          5219,
          4842,
          5220,
          4843,
          5221,
          4844,
          5222,
          4845,
          5223,
          4846,
          5224,
          4847,
          5225,
          4848,
          5226,
          4849,
          5227,
          4850,
          5228,
          4851,
          5229,
          4852,
          5230,
          4853,
          5231,
          4854,
          5232,
          4855,
          5233,
          4856,
          5234,
          4857,
          5235,
          4858,
          5236,
          4859,
          5237,
          4860,
          5238,
          4861,
          5239,
          4862,
          5240,
          4863,
          5241,
          4864,
          5242,
          4865,
          5243,
          4866,
          5244,
          4867,
          5245,
          4868,
          5246,
          4869,
          5247,
          4870,
          5248,
          4871,
          5249,
          4872,
          5250,
          4873,
          5251,
          4874,
          5252,
          4875,
          5253,
          4876,
          5254,
          4877,
          5255,
          4878,
          5256,
          4879,
          5257,
          4880,
          5258,
          4881,
          5259,
          4882,
          5260,
          4883,
          5261,
          4884,
          5262,
          4885,
          5263,
          4886,
          5264,
          4887,
          5265,
          4888,
          5266,
          4889,
          5267,
          4890,
          5268,
          4891,
          5269,
          4892,
          5270,
          4893,
          5271,
          4894,
          5272,
          4895,
          5273,
          4896,
          5274,
          4897,
          5275,
          4898,
          5276,
          4899,
          5277,
          4900,
          5278,
          4901,
          5279,
          4902,
          5280,
          4903,
          5281,
          4904,
          5282,
          4905,
          5283,
          4906,
          5284,
          4907,
          5285,
          4908,
          5286,
          4909,
          5287,
          4910,
          5288,
          4911,
          5289,
          4912,
          5290,
          4913,
          5291,
          4914,
          5292,
          4915,
          5293,
          4916,
          5294,
          4917,
          5295,
          4918,
          5296,
          4919,
          5297,
          4920,
          5298,
          4921,
          5299,
          4922,
          5300,
          4923,
          5301,
          4924,
          5302,
          4925,
          5303,
          4926,
          5304,
          4927,
          5305,
          4928,
          5306,
          4929,
          5307,
          4930,
          5308,
          4931,
          5309,
          4932,
          5310,
          4933,
          5311,
          4934,
          5312,
          4935,
          5313,
          4936,
          5314,
          4937,
          5315,
          4938,
          5316,
          4939,
          5317,
          5318,
          4941,
          5319,
          5320,
          4942,
          5320,
          4943,
          5321,
          4944,
          5322,
          4945,
          5323,
          4946,
          5324,
          4947,
          5325,
          4948,
          5326,
          4949,
          5327,
          4950,
          5328,
          4951,
          5329,
          4952,
          5330,
          4953,
          5331,
          4954,
          5332,
          4955,
          5333,
          4956,
          5334,
          4957,
          5335,
          4958,
          5336,
          4959,
          5337,
          4960,
          5338,
          4961,
          5339,
          4962,
          5340,
          4963,
          5341,
          4964,
          5342,
          4965,
          5343,
          4966,
          5344,
          4967,
          5345,
          4968,
          5346,
          4969,
          5347,
          4970,
          5348,
          4971,
          5349,
          4972,
          5350,
          4973,
          5351,
          4974,
          5352,
          4975,
          5353,
          4976,
          5354,
          4977,
          5355,
          4978,
          5356,
          4979,
          5357,
          4980,
          5358,
          4981,
          5359,
          4982,
          5360,
          4983,
          5361,
          4984,
          5362,
          4985,
          5363,
          4986,
          5364,
          4987,
          5365,
          4988,
          5366,
          4989,
          5367,
          4990,
          5368,
          4991,
          5369,
          4992,
          5370,
          4993,
          5371,
          4994,
          5372,
          4995,
          5373,
          4996,
          5374,
          4997,
          5375,
          4998,
          5376,
          4999,
          5377,
          5000,
          5378,
          5001,
          5379,
          5002,
          5380,
          5003,
          5381,
          5004,
          5382,
          5005,
          5383,
          5006,
          5384,
          5007,
          5385,
          5008,
          5386,
          5009,
          5387,
          5010,
          5388,
          5011,
          5389,
          5012,
          5390,
          5013,
          5391,
          5014,
          5392,
          5015,
          5393,
          5016,
          5394,
          5017,
          5395,
          5018,
          5396,
          5019,
          5397,
          5020,
          5398,
          5021,
          5399,
          5022,
          5400,
          5023,
          5401,
          5024,
          5402,
          5025,
          5403,
          5026,
          5404,
          5027,
          5405,
          5028,
          5406,
          5029,
          5407,
          5030,
          5408,
          5031,
          5409,
          5032,
          5410,
          5033,
          5411,
          5034,
          5412,
          5035,
          5413,
          5036,
          5414,
          5037,
          5415,
          5038,
          5416,
          5039,
          5417,
          5040,
          5418,
          5041,
          5419,
          5042,
          5420,
          5043,
          5421,
          5044,
          5422,
          5045,
          5423,
          5046,
          5424,
          5047,
          5425,
          5048,
          5426,
          5049,
          5427,
          5050,
          5428,
          5051,
          5429,
          5052,
          5430,
          5053,
          5431,
          5054,
          5432,
          5055,
          5433,
          5056,
          5434,
          5057,
          5435,
          5058,
          5436,
          5059,
          5437,
          5060,
          5438,
          5061,
          5439,
          5062,
          5440,
          5063,
          5441,
          5064,
          5442,
          5065,
          5443,
          5066,
          5444,
          5067,
          5445,
          5068,
          5446,
          5069,
          5447,
          5070,
          5448,
          5071,
          5449,
          5072,
          5450,
          5073,
          5451,
          5074,
          5452,
          5075,
          5453,
          5076,
          5454,
          5077,
          5455,
          5078,
          5456,
          5079,
          5457,
          5080,
          5458,
          5081,
          5459,
          5082,
          5460,
          5083,
          5461,
          5084,
          5462,
          5085,
          5463,
          5086,
          5464,
          5087,
          5465,
          5088,
          5466,
          5089,
          5467,
          5090,
          5468,
          5091,
          5469,
          5092,
          5470,
          5093,
          5471,
          5094,
          5472,
          5095,
          5473,
          5096,
          5474,
          5097,
          5475,
          5098,
          5476,
          5099,
          5477,
          5100,
          5478,
          5101,
          5479,
          5102,
          5480,
          5103,
          5481,
          5104,
          5482,
          5105,
          5483,
          5106,
          5484,
          5107,
          5485,
          5108,
          5486,
          5109,
          5487,
          5110,
          5488,
          5111,
          5489,
          5112,
          5490,
          5113,
          5491,
          5114,
          5492,
          5115,
          5493,
          5116,
          5494,
          5117,
          5495,
          5118,
          5496,
          5119,
          5497,
          5120,
          5498,
          5121,
          5499,
          5122,
          5500,
          5123,
          5501,
          5124,
          5502,
          5125,
          5503,
          5126,
          5504,
          5127,
          5505,
          5128,
          5506,
          5129,
          5507,
          5130,
          5508,
          5131,
          5509,
          5132,
          5510,
          5133,
          5511,
          5134,
          5512,
          5135,
          5513,
          5136,
          5514,
          5137,
          5515,
          5138,
          5516,
          5139,
          5517,
          5140,
          5518,
          5141,
          5519,
          5142,
          5520,
          5143,
          5521,
          5144,
          5522,
          5145,
          5523,
          5146,
          5524,
          5147,
          5525,
          5148,
          5526,
          5149,
          5527,
          5150,
          5528,
          5151,
          5529,
          5152,
          5530,
          5153,
          5531,
          5154,
          5532,
          5155,
          5533,
          5156,
          5534,
          5157,
          5535,
          5158,
          5536,
          5159,
          5537,
          5160,
          5538,
          5161,
          5539,
          5162,
          5540,
          5163,
          5541,
          5164,
          5542,
          5165,
          5543,
          5166,
          5544,
          5167,
          5545,
          5168,
          5546,
          5169,
          5547,
          5170,
          5548,
          5171,
          5549,
          5172,
          5550,
          5173,
          5551,
          5174,
          5552,
          5175,
          5553,
          5176,
          5554,
          5177,
          5555,
          5178,
          5556,
          5179,
          5557,
          5180,
          5558,
          5181,
          5559,
          5182,
          5560,
          5183,
          5561,
          5184,
          5562,
          5185,
          5563,
          5186,
          5564,
          5187,
          5565,
          5188,
          5566,
          5189,
          5567,
          5190,
          5568,
          5191,
          5569,
          5192,
          5570,
          5193,
          5571,
          5194,
          5572,
          5195,
          5573,
          5196,
          5574,
          5197,
          5575,
          5198,
          5576,
          5199,
          5577,
          5200,
          5578,
          5201,
          5579,
          5202,
          5580,
          5203,
          5581,
          5204,
          5582,
          5205,
          5583,
          5206,
          5584,
          5207,
          5585,
          5208,
          5586,
          5209,
          5587,
          5210,
          5588,
          5211,
          5589,
          5212,
          5590,
          5213,
          5591,
          5214,
          5592,
          5215,
          5593,
          5216,
          5594,
          5217,
          5595,
          5218,
          5596,
          5219,
          5597,
          5220,
          5598,
          5221,
          5599,
          5222,
          5600,
          5223,
          5601,
          5224,
          5602,
          5225,
          5603,
          5226,
          5604,
          5227,
          5605,
          5228,
          5606,
          5229,
          5607,
          5230,
          5608,
          5231,
          5609,
          5232,
          5610,
          5233,
          5611,
          5234,
          5612,
          5235,
          5613,
          5236,
          5614,
          5237,
          5615,
          5238,
          5616,
          5239,
          5617,
          5240,
          5618,
          5241,
          5619,
          5242,
          5620,
          5243,
          5621,
          5244,
          5622,
          5245,
          5623,
          5246,
          5624,
          5247,
          5625,
          5248,
          5626,
          5249,
          5627,
          5250,
          5628,
          5251,
          5629,
          5252,
          5630,
          5253,
          5631,
          5254,
          5632,
          5255,
          5633,
          5256,
          5634,
          5257,
          5635,
          5258,
          5636,
          5259,
          5637,
          5260,
          5638,
          5261,
          5639,
          5262,
          5640,
          5263,
          5641,
          5264,
          5642,
          5265,
          5643,
          5266,
          5644,
          5267,
          5645,
          5268,
          5646,
          5269,
          5647,
          5270,
          5648,
          5271,
          5649,
          5272,
          5650,
          5273,
          5651,
          5274,
          5652,
          5275,
          5653,
          5276,
          5654,
          5277,
          5655,
          5278,
          5656,
          5279,
          5657,
          5280,
          5658,
          5281,
          5659,
          5282,
          5660,
          5283,
          5661,
          5284,
          5662,
          5285,
          5663,
          5286,
          5664,
          5287,
          5665,
          5288,
          5666,
          5289,
          5667,
          5290,
          5668,
          5291,
          5669,
          5292,
          5670,
          5293,
          5671,
          5294,
          5672,
          5295,
          5673,
          5296,
          5674,
          5297,
          5675,
          5298,
          5676,
          5299,
          5677,
          5300,
          5678,
          5301,
          5679,
          5302,
          5680,
          5303,
          5681,
          5304,
          5682,
          5305,
          5683,
          5306,
          5684,
          5307,
          5685,
          5308,
          5686,
          5309,
          5687,
          5310,
          5688,
          5311,
          5689,
          5312,
          5690,
          5313,
          5691,
          5314,
          5692,
          5315,
          5693,
          5316,
          5694,
          5317,
          5695,
          5318,
          5696,
          5319,
          5697,
          5698,
          5321,
          5699,
          5700,
          5322,
          5700,
          5323,
          5701,
          5324,
          5702,
          5325,
          5703,
          5326,
          5704,
          5327,
          5705,
          5328,
          5706,
          5329,
          5707,
          5330,
          5708,
          5331,
          5709,
          5332,
          5710,
          5333,
          5711,
          5334,
          5712,
          5335,
          5713,
          5336,
          5714,
          5337,
          5715,
          5338,
          5716,
          5339,
          5717,
          5340,
          5718,
          5341,
          5719,
          5342,
          5720,
          5343,
          5721,
          5344,
          5722,
          5345,
          5723,
          5346,
          5724,
          5347,
          5725,
          5348,
          5726,
          5349,
          5727,
          5350,
          5728,
          5351,
          5729,
          5352,
          5730,
          5353,
          5731,
          5354,
          5732,
          5355,
          5733,
          5356,
          5734,
          5357,
          5735,
          5358,
          5736,
          5359,
          5737,
          5360,
          5738,
          5361,
          5739,
          5362,
          5740,
          5363,
          5741,
          5364,
          5742,
          5365,
          5743,
          5366,
          5744,
          5367,
          5745,
          5368,
          5746,
          5369,
          5747,
          5370,
          5748,
          5371,
          5749,
          5372,
          5750,
          5373,
          5751,
          5374,
          5752,
          5375,
          5753,
          5376,
          5754,
          5377,
          5755,
          5378,
          5756,
          5379,
          5757,
          5380,
          5758,
          5381,
          5759,
          5382,
          5760,
          5383,
          5761,
          5384,
          5762,
          5385,
          5763,
          5386,
          5764,
          5387,
          5765,
          5388,
          5766,
          5389,
          5767,
          5390,
          5768,
          5391,
          5769,
          5392,
          5770,
          5393,
          5771,
          5394,
          5772,
          5395,
          5773,
          5396,
          5774,
          5397,
          5775,
          5398,
          5776,
          5399,
          5777,
          5400,
          5778,
          5401,
          5779,
          5402,
          5780,
          5403,
          5781,
          5404,
          5782,
          5405,
          5783,
          5406,
          5784,
          5407,
          5785,
          5408,
          5786,
          5409,
          5787,
          5410,
          5788,
          5411,
          5789,
          5412,
          5790,
          5413,
          5791,
          5414,
          5792,
          5415,
          5793,
          5416,
          5794,
          5417,
          5795,
          5418,
          5796,
          5419,
          5797,
          5420,
          5798,
          5421,
          5799,
          5422,
          5800,
          5423,
          5801,
          5424,
          5802,
          5425,
          5803,
          5426,
          5804,
          5427,
          5805,
          5428,
          5806,
          5429,
          5807,
          5430,
          5808,
          5431,
          5809,
          5432,
          5810,
          5433,
          5811,
          5434,
          5812,
          5435,
          5813,
          5436,
          5814,
          5437,
          5815,
          5438,
          5816,
          5439,
          5817,
          5440,
          5818,
          5441,
          5819,
          5442,
          5820,
          5443,
          5821,
          5444,
          5822,
          5445,
          5823,
          5446,
          5824,
          5447,
          5825,
          5448,
          5826,
          5449,
          5827,
          5450,
          5828,
          5451,
          5829,
          5452,
          5830,
          5453,
          5831,
          5454,
          5832,
          5455,
          5833,
          5456,
          5834,
          5457,
          5835,
          5458,
          5836,
          5459,
          5837,
          5460,
          5838,
          5461,
          5839,
          5462,
          5840,
          5463,
          5841,
          5464,
          5842,
          5465,
          5843,
          5466,
          5844,
          5467,
          5845,
          5468,
          5846,
          5469,
          5847,
          5470,
          5848,
          5471,
          5849,
          5472,
          5850,
          5473,
          5851,
          5474,
          5852,
          5475,
          5853,
          5476,
          5854,
          5477,
          5855,
          5478,
          5856,
          5479,
          5857,
          5480,
          5858,
          5481,
          5859,
          5482,
          5860,
          5483,
          5861,
          5484,
          5862,
          5485,
          5863,
          5486,
          5864,
          5487,
          5865,
          5488,
          5866,
          5489,
          5867,
          5490,
          5868,
          5491,
          5869,
          5492,
          5870,
          5493,
          5871,
          5494,
          5872,
          5495,
          5873,
          5496,
          5874,
          5497,
          5875,
          5498,
          5876,
          5499,
          5877,
          5500,
          5878,
          5501,
          5879,
          5502,
          5880,
          5503,
          5881,
          5504,
          5882,
          5505,
          5883,
          5506,
          5884,
          5507,
          5885,
          5508,
          5886,
          5509,
          5887,
          5510,
          5888,
          5511,
          5889,
          5512,
          5890,
          5513,
          5891,
          5514,
          5892,
          5515,
          5893,
          5516,
          5894,
          5517,
          5895,
          5518,
          5896,
          5519,
          5897,
          5520,
          5898,
          5521,
          5899,
          5522,
          5900,
          5523,
          5901,
          5524,
          5902,
          5525,
          5903,
          5526,
          5904,
          5527,
          5905,
          5528,
          5906,
          5529,
          5907,
          5530,
          5908,
          5531,
          5909,
          5532,
          5910,
          5533,
          5911,
          5534,
          5912,
          5535,
          5913,
          5536,
          5914,
          5537,
          5915,
          5538,
          5916,
          5539,
          5917,
          5540,
          5918,
          5541,
          5919,
          5542,
          5920,
          5543,
          5921,
          5544,
          5922,
          5545,
          5923,
          5546,
          5924,
          5547,
          5925,
          5548,
          5926,
          5549,
          5927,
          5550,
          5928,
          5551,
          5929,
          5552,
          5930,
          5553,
          5931,
          5554,
          5932,
          5555,
          5933,
          5556,
          5934,
          5557,
          5935,
          5558,
          5936,
          5559,
          5937,
          5560,
          5938,
          5561,
          5939,
          5562,
          5940,
          5563,
          5941,
          5564,
          5942,
          5565,
          5943,
          5566,
          5944,
          5567,
          5945,
          5568,
          5946,
          5569,
          5947,
          5570,
          5948,
          5571,
          5949,
          5572,
          5950,
          5573,
          5951,
          5574,
          5952,
          5575,
          5953,
          5576,
          5954,
          5577,
          5955,
          5578,
          5956,
          5579,
          5957,
          5580,
          5958,
          5581,
          5959,
          5582,
          5960,
          5583,
          5961,
          5584,
          5962,
          5585,
          5963,
          5586,
          5964,
          5587,
          5965,
          5588,
          5966,
          5589,
          5967,
          5590,
          5968,
          5591,
          5969,
          5592,
          5970,
          5593,
          5971,
          5594,
          5972,
          5595,
          5973,
          5596,
          5974,
          5597,
          5975,
          5598,
          5976,
          5599,
          5977,
          5600,
          5978,
          5601,
          5979,
          5602,
          5980,
          5603,
          5981,
          5604,
          5982,
          5605,
          5983,
          5606,
          5984,
          5607,
          5985,
          5608,
          5986,
          5609,
          5987,
          5610,
          5988,
          5611,
          5989,
          5612,
          5990,
          5613,
          5991,
          5614,
          5992,
          5615,
          5993,
          5616,
          5994,
          5617,
          5995,
          5618,
          5996,
          5619,
          5997,
          5620,
          5998,
          5621,
          5999,
          5622,
          6000,
          5623,
          6001,
          5624,
          6002,
          5625,
          6003,
          5626,
          6004,
          5627,
          6005,
          5628,
          6006,
          5629,
          6007,
          5630,
          6008,
          5631,
          6009,
          5632,
          6010,
          5633,
          6011,
          5634,
          6012,
          5635,
          6013,
          5636,
          6014,
          5637,
          6015,
          5638,
          6016,
          5639,
          6017,
          5640,
          6018,
          5641,
          6019,
          5642,
          6020,
          5643,
          6021,
          5644,
          6022,
          5645,
          6023,
          5646,
          6024,
          5647,
          6025,
          5648,
          6026,
          5649,
          6027,
          5650,
          6028,
          5651,
          6029,
          5652,
          6030,
          5653,
          6031,
          5654,
          6032,
          5655,
          6033,
          5656,
          6034,
          5657,
          6035,
          5658,
          6036,
          5659,
          6037,
          5660,
          6038,
          5661,
          6039,
          5662,
          6040,
          5663,
          6041,
          5664,
          6042,
          5665,
          6043,
          5666,
          6044,
          5667,
          6045,
          5668,
          6046,
          5669,
          6047,
          5670,
          6048,
          5671,
          6049,
          5672,
          6050,
          5673,
          6051,
          5674,
          6052,
          5675,
          6053,
          5676,
          6054,
          5677,
          6055,
          5678,
          6056,
          5679,
          6057,
          5680,
          6058,
          5681,
          6059,
          5682,
          6060,
          5683,
          6061,
          5684,
          6062,
          5685,
          6063,
          5686,
          6064,
          5687,
          6065,
          5688,
          6066,
          5689,
          6067,
          5690,
          6068,
          5691,
          6069,
          5692,
          6070,
          5693,
          6071,
          5694,
          6072,
          5695,
          6073,
          5696,
          6074,
          5697,
          6075,
          5698,
          6076,
          5699,
          6077,
          6078,
          5701,
          6079,
          6080,
          5702,
          6080,
          5703,
          6081,
          5704,
          6082,
          5705,
          6083,
          5706,
          6084,
          5707,
          6085,
          5708,
          6086,
          5709,
          6087,
          5710,
          6088,
          5711,
          6089,
          5712,
          6090,
          5713,
          6091,
          5714,
          6092,
          5715,
          6093,
          5716,
          6094,
          5717,
          6095,
          5718,
          6096,
          5719,
          6097,
          5720,
          6098,
          5721,
          6099,
          5722,
          6100,
          5723,
          6101,
          5724,
          6102,
          5725,
          6103,
          5726,
          6104,
          5727,
          6105,
          5728,
          6106,
          5729,
          6107,
          5730,
          6108,
          5731,
          6109,
          5732,
          6110,
          5733,
          6111,
          5734,
          6112,
          5735,
          6113,
          5736,
          6114,
          5737,
          6115,
          5738,
          6116,
          5739,
          6117,
          5740,
          6118,
          5741,
          6119,
          5742,
          6120,
          5743,
          6121,
          5744,
          6122,
          5745,
          6123,
          5746,
          6124,
          5747,
          6125,
          5748,
          6126,
          5749,
          6127,
          5750,
          6128,
          5751,
          6129,
          5752,
          6130,
          5753,
          6131,
          5754,
          6132,
          5755,
          6133,
          5756,
          6134,
          5757,
          6135,
          5758,
          6136,
          5759,
          6137,
          5760,
          6138,
          5761,
          6139,
          5762,
          6140,
          5763,
          6141,
          5764,
          6142,
          5765,
          6143,
          5766,
          6144,
          5767,
          6145,
          5768,
          6146,
          5769,
          6147,
          5770,
          6148,
          5771,
          6149,
          5772,
          6150,
          5773,
          6151,
          5774,
          6152,
          5775,
          6153,
          5776,
          6154,
          5777,
          6155,
          5778,
          6156,
          5779,
          6157,
          5780,
          6158,
          5781,
          6159,
          5782,
          6160,
          5783,
          6161,
          5784,
          6162,
          5785,
          6163,
          5786,
          6164,
          5787,
          6165,
          5788,
          6166,
          5789,
          6167,
          5790,
          6168,
          5791,
          6169,
          5792,
          6170,
          5793,
          6171,
          5794,
          6172,
          5795,
          6173,
          5796,
          6174,
          5797,
          6175,
          5798,
          6176,
          5799,
          6177,
          5800,
          6178,
          5801,
          6179,
          5802,
          6180,
          5803,
          6181,
          5804,
          6182,
          5805,
          6183,
          5806,
          6184,
          5807,
          6185,
          5808,
          6186,
          5809,
          6187,
          5810,
          6188,
          5811,
          6189,
          5812,
          6190,
          5813,
          6191,
          5814,
          6192,
          5815,
          6193,
          5816,
          6194,
          5817,
          6195,
          5818,
          6196,
          5819,
          6197,
          5820,
          6198,
          5821,
          6199,
          5822,
          6200,
          5823,
          6201,
          5824,
          6202,
          5825,
          6203,
          5826,
          6204,
          5827,
          6205,
          5828,
          6206,
          5829,
          6207,
          5830,
          6208,
          5831,
          6209,
          5832,
          6210,
          5833,
          6211,
          5834,
          6212,
          5835,
          6213,
          5836,
          6214,
          5837,
          6215,
          5838,
          6216,
          5839,
          6217,
          5840,
          6218,
          5841,
          6219,
          5842,
          6220,
          5843,
          6221,
          5844,
          6222,
          5845,
          6223,
          5846,
          6224,
          5847,
          6225,
          5848,
          6226,
          5849,
          6227,
          5850,
          6228,
          5851,
          6229,
          5852,
          6230,
          5853,
          6231,
          5854,
          6232,
          5855,
          6233,
          5856,
          6234,
          5857,
          6235,
          5858,
          6236,
          5859,
          6237,
          5860,
          6238,
          5861,
          6239,
          5862,
          6240,
          5863,
          6241,
          5864,
          6242,
          5865,
          6243,
          5866,
          6244,
          5867,
          6245,
          5868,
          6246,
          5869,
          6247,
          5870,
          6248,
          5871,
          6249,
          5872,
          6250,
          5873,
          6251,
          5874,
          6252,
          5875,
          6253,
          5876,
          6254,
          5877,
          6255,
          5878,
          6256,
          5879,
          6257,
          5880,
          6258,
          5881,
          6259,
          5882,
          6260,
          5883,
          6261,
          5884,
          6262,
          5885,
          6263,
          5886,
          6264,
          5887,
          6265,
          5888,
          6266,
          5889,
          6267,
          5890,
          6268,
          5891,
          6269,
          5892,
          6270,
          5893,
          6271,
          5894,
          6272,
          5895,
          6273,
          5896,
          6274,
          5897,
          6275,
          5898,
          6276,
          5899,
          6277,
          5900,
          6278,
          5901,
          6279,
          5902,
          6280,
          5903,
          6281,
          5904,
          6282,
          5905,
          6283,
          5906,
          6284,
          5907,
          6285,
          5908,
          6286,
          5909,
          6287,
          5910,
          6288,
          5911,
          6289,
          5912,
          6290,
          5913,
          6291,
          5914,
          6292,
          5915,
          6293,
          5916,
          6294,
          5917,
          6295,
          5918,
          6296,
          5919,
          6297,
          5920,
          6298,
          5921,
          6299,
          5922,
          6300,
          5923,
          6301,
          5924,
          6302,
          5925,
          6303,
          5926,
          6304,
          5927,
          6305,
          5928,
          6306,
          5929,
          6307,
          5930,
          6308,
          5931,
          6309,
          5932,
          6310,
          5933,
          6311,
          5934,
          6312,
          5935,
          6313,
          5936,
          6314,
          5937,
          6315,
          5938,
          6316,
          5939,
          6317,
          5940,
          6318,
          5941,
          6319,
          5942,
          6320,
          5943,
          6321,
          5944,
          6322,
          5945,
          6323,
          5946,
          6324,
          5947,
          6325,
          5948,
          6326,
          5949,
          6327,
          5950,
          6328,
          5951,
          6329,
          5952,
          6330,
          5953,
          6331,
          5954,
          6332,
          5955,
          6333,
          5956,
          6334,
          5957,
          6335,
          5958,
          6336,
          5959,
          6337,
          5960,
          6338,
          5961,
          6339,
          5962,
          6340,
          5963,
          6341,
          5964,
          6342,
          5965,
          6343,
          5966,
          6344,
          5967,
          6345,
          5968,
          6346,
          5969,
          6347,
          5970,
          6348,
          5971,
          6349,
          5972,
          6350,
          5973,
          6351,
          5974,
          6352,
          5975,
          6353,
          5976,
          6354,
          5977,
          6355,
          5978,
          6356,
          5979,
          6357,
          5980,
          6358,
          5981,
          6359,
          5982,
          6360,
          5983,
          6361,
          5984,
          6362,
          5985,
          6363,
          5986,
          6364,
          5987,
          6365,
          5988,
          6366,
          5989,
          6367,
          5990,
          6368,
          5991,
          6369,
          5992,
          6370,
          5993,
          6371,
          5994,
          6372,
          5995,
          6373,
          5996,
          6374,
          5997,
          6375,
          5998,
          6376,
          5999,
          6377,
          6000,
          6378,
          6001,
          6379,
          6002,
          6380,
          6003,
          6381,
          6004,
          6382,
          6005,
          6383,
          6006,
          6384,
          6007,
          6385,
          6008,
          6386,
          6009,
          6387,
          6010,
          6388,
          6011,
          6389,
          6012,
          6390,
          6013,
          6391,
          6014,
          6392,
          6015,
          6393,
          6016,
          6394,
          6017,
          6395,
          6018,
          6396,
          6019,
          6397,
          6020,
          6398,
          6021,
          6399,
          6022,
          6400,
          6023,
          6401,
          6024,
          6402,
          6025,
          6403,
          6026,
          6404,
          6027,
          6405,
          6028,
          6406,
          6029,
          6407,
          6030,
          6408,
          6031,
          6409,
          6032,
          6410,
          6033,
          6411,
          6034,
          6412,
          6035,
          6413,
          6036,
          6414,
          6037,
          6415,
          6038,
          6416,
          6039,
          6417,
          6040,
          6418,
          6041,
          6419,
          6042,
          6420,
          6043,
          6421,
          6044,
          6422,
          6045,
          6423,
          6046,
          6424,
          6047,
          6425,
          6048,
          6426,
          6049,
          6427,
          6050,
          6428,
          6051,
          6429,
          6052,
          6430,
          6053,
          6431,
          6054,
          6432,
          6055,
          6433,
          6056,
          6434,
          6057,
          6435,
          6058,
          6436,
          6059,
          6437,
          6060,
          6438,
          6061,
          6439,
          6062,
          6440,
          6063,
          6441,
          6064,
          6442,
          6065,
          6443,
          6066,
          6444,
          6067,
          6445,
          6068,
          6446,
          6069,
          6447,
          6070,
          6448,
          6071,
          6449,
          6072,
          6450,
          6073,
          6451,
          6074,
          6452,
          6075,
          6453,
          6076,
          6454,
          6077,
          6455,
          6078,
          6456,
          6079,
          6457,
          6458,
          6081,
          6459,
          6460,
          6082,
          6460,
          6083,
          6461,
          6084,
          6462,
          6085,
          6463,
          6086,
          6464,
          6087,
          6465,
          6088,
          6466,
          6089,
          6467,
          6090,
          6468,
          6091,
          6469,
          6092,
          6470,
          6093,
          6471,
          6094,
          6472,
          6095,
          6473,
          6096,
          6474,
          6097,
          6475,
          6098,
          6476,
          6099,
          6477,
          6100,
          6478,
          6101,
          6479,
          6102,
          6480,
          6103,
          6481,
          6104,
          6482,
          6105,
          6483,
          6106,
          6484,
          6107,
          6485,
          6108,
          6486,
          6109,
          6487,
          6110,
          6488,
          6111,
          6489,
          6112,
          6490,
          6113,
          6491,
          6114,
          6492,
          6115,
          6493,
          6116,
          6494,
          6117,
          6495,
          6118,
          6496,
          6119,
          6497,
          6120,
          6498,
          6121,
          6499,
          6122,
          6500,
          6123,
          6501,
          6124,
          6502,
          6125,
          6503,
          6126,
          6504,
          6127,
          6505,
          6128,
          6506,
          6129,
          6507,
          6130,
          6508,
          6131,
          6509,
          6132,
          6510,
          6133,
          6511,
          6134,
          6512,
          6135,
          6513,
          6136,
          6514,
          6137,
          6515,
          6138,
          6516,
          6139,
          6517,
          6140,
          6518,
          6141,
          6519,
          6142,
          6520,
          6143,
          6521,
          6144,
          6522,
          6145,
          6523,
          6146,
          6524,
          6147,
          6525,
          6148,
          6526,
          6149,
          6527,
          6150,
          6528,
          6151,
          6529,
          6152,
          6530,
          6153,
          6531,
          6154,
          6532,
          6155,
          6533,
          6156,
          6534,
          6157,
          6535,
          6158,
          6536,
          6159,
          6537,
          6160,
          6538,
          6161,
          6539,
          6162,
          6540,
          6163,
          6541,
          6164,
          6542,
          6165,
          6543,
          6166,
          6544,
          6167,
          6545,
          6168,
          6546,
          6169,
          6547,
          6170,
          6548,
          6171,
          6549,
          6172,
          6550,
          6173,
          6551,
          6174,
          6552,
          6175,
          6553,
          6176,
          6554,
          6177,
          6555,
          6178,
          6556,
          6179,
          6557,
          6180,
          6558,
          6181,
          6559,
          6182,
          6560,
          6183,
          6561,
          6184,
          6562,
          6185,
          6563,
          6186,
          6564,
          6187,
          6565,
          6188,
          6566,
          6189,
          6567,
          6190,
          6568,
          6191,
          6569,
          6192,
          6570,
          6193,
          6571,
          6194,
          6572,
          6195,
          6573,
          6196,
          6574,
          6197,
          6575,
          6198,
          6576,
          6199,
          6577,
          6200,
          6578,
          6201,
          6579,
          6202,
          6580,
          6203,
          6581,
          6204,
          6582,
          6205,
          6583,
          6206,
          6584,
          6207,
          6585,
          6208,
          6586,
          6209,
          6587,
          6210,
          6588,
          6211,
          6589,
          6212,
          6590,
          6213,
          6591,
          6214,
          6592,
          6215,
          6593,
          6216,
          6594,
          6217,
          6595,
          6218,
          6596,
          6219,
          6597,
          6220,
          6598,
          6221,
          6599,
          6222,
          6600,
          6223,
          6601,
          6224,
          6602,
          6225,
          6603,
          6226,
          6604,
          6227,
          6605,
          6228,
          6606,
          6229,
          6607,
          6230,
          6608,
          6231,
          6609,
          6232,
          6610,
          6233,
          6611,
          6234,
          6612,
          6235,
          6613,
          6236,
          6614,
          6237,
          6615,
          6238,
          6616,
          6239,
          6617,
          6240,
          6618,
          6241,
          6619,
          6242,
          6620,
          6243,
          6621,
          6244,
          6622,
          6245,
          6623,
          6246,
          6624,
          6247,
          6625,
          6248,
          6626,
          6249,
          6627,
          6250,
          6628,
          6251,
          6629,
          6252,
          6630,
          6253,
          6631,
          6254,
          6632,
          6255,
          6633,
          6256,
          6634,
          6257,
          6635,
          6258,
          6636,
          6259,
          6637,
          6260,
          6638,
          6261,
          6639,
          6262,
          6640,
          6263,
          6641,
          6264,
          6642,
          6265,
          6643,
          6266,
          6644,
          6267,
          6645,
          6268,
          6646,
          6269,
          6647,
          6270,
          6648,
          6271,
          6649,
          6272,
          6650,
          6273,
          6651,
          6274,
          6652,
          6275,
          6653,
          6276,
          6654,
          6277,
          6655,
          6278,
          6656,
          6279,
          6657,
          6280,
          6658,
          6281,
          6659,
          6282,
          6660,
          6283,
          6661,
          6284,
          6662,
          6285,
          6663,
          6286,
          6664,
          6287,
          6665,
          6288,
          6666,
          6289,
          6667,
          6290,
          6668,
          6291,
          6669,
          6292,
          6670,
          6293,
          6671,
          6294,
          6672,
          6295,
          6673,
          6296,
          6674,
          6297,
          6675,
          6298,
          6676,
          6299,
          6677,
          6300,
          6678,
          6301,
          6679,
          6302,
          6680,
          6303,
          6681,
          6304,
          6682,
          6305,
          6683,
          6306,
          6684,
          6307,
          6685,
          6308,
          6686,
          6309,
          6687,
          6310,
          6688,
          6311,
          6689,
          6312,
          6690,
          6313,
          6691,
          6314,
          6692,
          6315,
          6693,
          6316,
          6694,
          6317,
          6695,
          6318,
          6696,
          6319,
          6697,
          6320,
          6698,
          6321,
          6699,
          6322,
          6700,
          6323,
          6701,
          6324,
          6702,
          6325,
          6703,
          6326,
          6704,
          6327,
          6705,
          6328,
          6706,
          6329,
          6707,
          6330,
          6708,
          6331,
          6709,
          6332,
          6710,
          6333,
          6711,
          6334,
          6712,
          6335,
          6713,
          6336,
          6714,
          6337,
          6715,
          6338,
          6716,
          6339,
          6717,
          6340,
          6718,
          6341,
          6719,
          6342,
          6720,
          6343,
          6721,
          6344,
          6722,
          6345,
          6723,
          6346,
          6724,
          6347,
          6725,
          6348,
          6726,
          6349,
          6727,
          6350,
          6728,
          6351,
          6729,
          6352,
          6730,
          6353,
          6731,
          6354,
          6732,
          6355,
          6733,
          6356,
          6734,
          6357,
          6735,
          6358,
          6736,
          6359,
          6737,
          6360,
          6738,
          6361,
          6739,
          6362,
          6740,
          6363,
          6741,
          6364,
          6742,
          6365,
          6743,
          6366,
          6744,
          6367,
          6745,
          6368,
          6746,
          6369,
          6747,
          6370,
          6748,
          6371,
          6749,
          6372,
          6750,
          6373,
          6751,
          6374,
          6752,
          6375,
          6753,
          6376,
          6754,
          6377,
          6755,
          6378,
          6756,
          6379,
          6757,
          6380,
          6758,
          6381,
          6759,
          6382,
          6760,
          6383,
          6761,
          6384,
          6762,
          6385,
          6763,
          6386,
          6764,
          6387,
          6765,
          6388,
          6766,
          6389,
          6767,
          6390,
          6768,
          6391,
          6769,
          6392,
          6770,
          6393,
          6771,
          6394,
          6772,
          6395,
          6773,
          6396,
          6774,
          6397,
          6775,
          6398,
          6776,
          6399,
          6777,
          6400,
          6778,
          6401,
          6779,
          6402,
          6780,
          6403,
          6781,
          6404,
          6782,
          6405,
          6783,
          6406,
          6784,
          6407,
          6785,
          6408,
          6786,
          6409,
          6787,
          6410,
          6788,
          6411,
          6789,
          6412,
          6790,
          6413,
          6791,
          6414,
          6792,
          6415,
          6793,
          6416,
          6794,
          6417,
          6795,
          6418,
          6796,
          6419,
          6797,
          6420,
          6798,
          6421,
          6799,
          6422,
          6800,
          6423,
          6801,
          6424,
          6802,
          6425,
          6803,
          6426,
          6804,
          6427,
          6805,
          6428,
          6806,
          6429,
          6807,
          6430,
          6808,
          6431,
          6809,
          6432,
          6810,
          6433,
          6811,
          6434,
          6812,
          6435,
          6813,
          6436,
          6814,
          6437,
          6815,
          6438,
          6816,
          6439,
          6817,
          6440,
          6818,
          6441,
          6819,
          6442,
          6820,
          6443,
          6821,
          6444,
          6822,
          6445,
          6823,
          6446,
          6824,
          6447,
          6825,
          6448,
          6826,
          6449,
          6827,
          6450,
          6828,
          6451,
          6829,
          6452,
          6830,
          6453,
          6831,
          6454,
          6832,
          6455,
          6833,
          6456,
          6834,
          6457,
          6835,
          6458,
          6836,
          6459,
          6837,
          6838,
          6461,
          6839,
          6840,
          6462,
          6840,
          6463,
          6841,
          6464,
          6842,
          6465,
          6843,
          6466,
          6844,
          6467,
          6845,
          6468,
          6846,
          6469,
          6847,
          6470,
          6848,
          6471,
          6849,
          6472,
          6850,
          6473,
          6851,
          6474,
          6852,
          6475,
          6853,
          6476,
          6854,
          6477,
          6855,
          6478,
          6856,
          6479,
          6857,
          6480,
          6858,
          6481,
          6859,
          6482,
          6860,
          6483,
          6861,
          6484,
          6862,
          6485,
          6863,
          6486,
          6864,
          6487,
          6865,
          6488,
          6866,
          6489,
          6867,
          6490,
          6868,
          6491,
          6869,
          6492,
          6870,
          6493,
          6871,
          6494,
          6872,
          6495,
          6873,
          6496,
          6874,
          6497,
          6875,
          6498,
          6876,
          6499,
          6877,
          6500,
          6878,
          6501,
          6879,
          6502,
          6880,
          6503,
          6881,
          6504,
          6882,
          6505,
          6883,
          6506,
          6884,
          6507,
          6885,
          6508,
          6886,
          6509,
          6887,
          6510,
          6888,
          6511,
          6889,
          6512,
          6890,
          6513,
          6891,
          6514,
          6892,
          6515,
          6893,
          6516,
          6894,
          6517,
          6895,
          6518,
          6896,
          6519,
          6897,
          6520,
          6898,
          6521,
          6899,
          6522,
          6900,
          6523,
          6901,
          6524,
          6902,
          6525,
          6903,
          6526,
          6904,
          6527,
          6905,
          6528,
          6906,
          6529,
          6907,
          6530,
          6908,
          6531,
          6909,
          6532,
          6910,
          6533,
          6911,
          6534,
          6912,
          6535,
          6913,
          6536,
          6914,
          6537,
          6915,
          6538,
          6916,
          6539,
          6917,
          6540,
          6918,
          6541,
          6919,
          6542,
          6920,
          6543,
          6921,
          6544,
          6922,
          6545,
          6923,
          6546,
          6924,
          6547,
          6925,
          6548,
          6926,
          6549,
          6927,
          6550,
          6928,
          6551,
          6929,
          6552,
          6930,
          6553,
          6931,
          6554,
          6932,
          6555,
          6933,
          6556,
          6934,
          6557,
          6935,
          6558,
          6936,
          6559,
          6937,
          6560,
          6938,
          6561,
          6939,
          6562,
          6940,
          6563,
          6941,
          6564,
          6942,
          6565,
          6943,
          6566,
          6944,
          6567,
          6945,
          6568,
          6946,
          6569,
          6947,
          6570,
          6948,
          6571,
          6949,
          6572,
          6950,
          6573,
          6951,
          6574,
          6952,
          6575,
          6953,
          6576,
          6954,
          6577,
          6955,
          6578,
          6956,
          6579,
          6957,
          6580,
          6958,
          6581,
          6959,
          6582,
          6960,
          6583,
          6961,
          6584,
          6962,
          6585,
          6963,
          6586,
          6964,
          6587,
          6965,
          6588,
          6966,
          6589,
          6967,
          6590,
          6968,
          6591,
          6969,
          6592,
          6970,
          6593,
          6971,
          6594,
          6972,
          6595,
          6973,
          6596,
          6974,
          6597,
          6975,
          6598,
          6976,
          6599,
          6977,
          6600,
          6978,
          6601,
          6979,
          6602,
          6980,
          6603,
          6981,
          6604,
          6982,
          6605,
          6983,
          6606,
          6984,
          6607,
          6985,
          6608,
          6986,
          6609,
          6987,
          6610,
          6988,
          6611,
          6989,
          6612,
          6990,
          6613,
          6991,
          6614,
          6992,
          6615,
          6993,
          6616,
          6994,
          6617,
          6995,
          6618,
          6996,
          6619,
          6997,
          6620,
          6998,
          6621,
          6999,
          6622,
          7000,
          6623,
          7001,
          6624,
          7002,
          6625,
          7003,
          6626,
          7004,
          6627,
          7005,
          6628,
          7006,
          6629,
          7007,
          6630,
          7008,
          6631,
          7009,
          6632,
          7010,
          6633,
          7011,
          6634,
          7012,
          6635,
          7013,
          6636,
          7014,
          6637,
          7015,
          6638,
          7016,
          6639,
          7017,
          6640,
          7018,
          6641,
          7019,
          6642,
          7020,
          6643,
          7021,
          6644,
          7022,
          6645,
          7023,
          6646,
          7024,
          6647,
          7025,
          6648,
          7026,
          6649,
          7027,
          6650,
          7028,
          6651,
          7029,
          6652,
          7030,
          6653,
          7031,
          6654,
          7032,
          6655,
          7033,
          6656,
          7034,
          6657,
          7035,
          6658,
          7036,
          6659,
          7037,
          6660,
          7038,
          6661,
          7039,
          6662,
          7040,
          6663,
          7041,
          6664,
          7042,
          6665,
          7043,
          6666,
          7044,
          6667,
          7045,
          6668,
          7046,
          6669,
          7047,
          6670,
          7048,
          6671,
          7049,
          6672,
          7050,
          6673,
          7051,
          6674,
          7052,
          6675,
          7053,
          6676,
          7054,
          6677,
          7055,
          6678,
          7056,
          6679,
          7057,
          6680,
          7058,
          6681,
          7059,
          6682,
          7060,
          6683,
          7061,
          6684,
          7062,
          6685,
          7063,
          6686,
          7064,
          6687,
          7065,
          6688,
          7066,
          6689,
          7067,
          6690,
          7068,
          6691,
          7069,
          6692,
          7070,
          6693,
          7071,
          6694,
          7072,
          6695,
          7073,
          6696,
          7074,
          6697,
          7075,
          6698,
          7076,
          6699,
          7077,
          6700,
          7078,
          6701,
          7079,
          6702,
          7080,
          6703,
          7081,
          6704,
          7082,
          6705,
          7083,
          6706,
          7084,
          6707,
          7085,
          6708,
          7086,
          6709,
          7087,
          6710,
          7088,
          6711,
          7089,
          6712,
          7090,
          6713,
          7091,
          6714,
          7092,
          6715,
          7093,
          6716,
          7094,
          6717,
          7095,
          6718,
          7096,
          6719,
          7097,
          6720,
          7098,
          6721,
          7099,
          6722,
          7100,
          6723,
          7101,
          6724,
          7102,
          6725,
          7103,
          6726,
          7104,
          6727,
          7105,
          6728,
          7106,
          6729,
          7107,
          6730,
          7108,
          6731,
          7109,
          6732,
          7110,
          6733,
          7111,
          6734,
          7112,
          6735,
          7113,
          6736,
          7114,
          6737,
          7115,
          6738,
          7116,
          6739,
          7117,
          6740,
          7118,
          6741,
          7119,
          6742,
          7120,
          6743,
          7121,
          6744,
          7122,
          6745,
          7123,
          6746,
          7124,
          6747,
          7125,
          6748,
          7126,
          6749,
          7127,
          6750,
          7128,
          6751,
          7129,
          6752,
          7130,
          6753,
          7131,
          6754,
          7132,
          6755,
          7133,
          6756,
          7134,
          6757,
          7135,
          6758,
          7136,
          6759,
          7137,
          6760,
          7138,
          6761,
          7139,
          6762,
          7140,
          6763,
          7141,
          6764,
          7142,
          6765,
          7143,
          6766,
          7144,
          6767,
          7145,
          6768,
          7146,
          6769,
          7147,
          6770,
          7148,
          6771,
          7149,
          6772,
          7150,
          6773,
          7151,
          6774,
          7152,
          6775,
          7153,
          6776,
          7154,
          6777,
          7155,
          6778,
          7156,
          6779,
          7157,
          6780,
          7158,
          6781,
          7159,
          6782,
          7160,
          6783,
          7161,
          6784,
          7162,
          6785,
          7163,
          6786,
          7164,
          6787,
          7165,
          6788,
          7166,
          6789,
          7167,
          6790,
          7168,
          6791,
          7169,
          6792,
          7170,
          6793,
          7171,
          6794,
          7172,
          6795,
          7173,
          6796,
          7174,
          6797,
          7175,
          6798,
          7176,
          6799,
          7177,
          6800,
          7178,
          6801,
          7179,
          6802,
          7180,
          6803,
          7181,
          6804,
          7182,
          6805,
          7183,
          6806,
          7184,
          6807,
          7185,
          6808,
          7186,
          6809,
          7187,
          6810,
          7188,
          6811,
          7189,
          6812,
          7190,
          6813,
          7191,
          6814,
          7192,
          6815,
          7193,
          6816,
          7194,
          6817,
          7195,
          6818,
          7196,
          6819,
          7197,
          6820,
          7198,
          6821,
          7199,
          6822,
          7200,
          6823,
          7201,
          6824,
          7202,
          6825,
          7203,
          6826,
          7204,
          6827,
          7205,
          6828,
          7206,
          6829,
          7207,
          6830,
          7208,
          6831,
          7209,
          6832,
          7210,
          6833,
          7211,
          6834,
          7212,
          6835,
          7213,
          6836,
          7214,
          6837,
          7215,
          6838,
          7216,
          6839,
          7217,
          7218,
          6841,
          7219,
          7220,
          6842,
          7220,
          6843,
          7221,
          6844,
          7222,
          6845,
          7223,
          6846,
          7224,
          6847,
          7225,
          6848,
          7226,
          6849,
          7227,
          6850,
          7228,
          6851,
          7229,
          6852,
          7230,
          6853,
          7231,
          6854,
          7232,
          6855,
          7233,
          6856,
          7234,
          6857,
          7235,
          6858,
          7236,
          6859,
          7237,
          6860,
          7238,
          6861,
          7239,
          6862,
          7240,
          6863,
          7241,
          6864,
          7242,
          6865,
          7243,
          6866,
          7244,
          6867,
          7245,
          6868,
          7246,
          6869,
          7247,
          6870,
          7248,
          6871,
          7249,
          6872,
          7250,
          6873,
          7251,
          6874,
          7252,
          6875,
          7253,
          6876,
          7254,
          6877,
          7255,
          6878,
          7256,
          6879,
          7257,
          6880,
          7258,
          6881,
          7259,
          6882,
          7260,
          6883,
          7261,
          6884,
          7262,
          6885,
          7263,
          6886,
          7264,
          6887,
          7265,
          6888,
          7266,
          6889,
          7267,
          6890,
          7268,
          6891,
          7269,
          6892,
          7270,
          6893,
          7271,
          6894,
          7272,
          6895,
          7273,
          6896,
          7274,
          6897,
          7275,
          6898,
          7276,
          6899,
          7277,
          6900,
          7278,
          6901,
          7279,
          6902,
          7280,
          6903,
          7281,
          6904,
          7282,
          6905,
          7283,
          6906,
          7284,
          6907,
          7285,
          6908,
          7286,
          6909,
          7287,
          6910,
          7288,
          6911,
          7289,
          6912,
          7290,
          6913,
          7291,
          6914,
          7292,
          6915,
          7293,
          6916,
          7294,
          6917,
          7295,
          6918,
          7296,
          6919,
          7297,
          6920,
          7298,
          6921,
          7299,
          6922,
          7300,
          6923,
          7301,
          6924,
          7302,
          6925,
          7303,
          6926,
          7304,
          6927,
          7305,
          6928,
          7306,
          6929,
          7307,
          6930,
          7308,
          6931,
          7309,
          6932,
          7310,
          6933,
          7311,
          6934,
          7312,
          6935,
          7313,
          6936,
          7314,
          6937,
          7315,
          6938,
          7316,
          6939,
          7317,
          6940,
          7318,
          6941,
          7319,
          6942,
          7320,
          6943,
          7321,
          6944,
          7322,
          6945,
          7323,
          6946,
          7324,
          6947,
          7325,
          6948,
          7326,
          6949,
          7327,
          6950,
          7328,
          6951,
          7329,
          6952,
          7330,
          6953,
          7331,
          6954,
          7332,
          6955,
          7333,
          6956,
          7334,
          6957,
          7335,
          6958,
          7336,
          6959,
          7337,
          6960,
          7338,
          6961,
          7339,
          6962,
          7340,
          6963,
          7341,
          6964,
          7342,
          6965,
          7343,
          6966,
          7344,
          6967,
          7345,
          6968,
          7346,
          6969,
          7347,
          6970,
          7348,
          6971,
          7349,
          6972,
          7350,
          6973,
          7351,
          6974,
          7352,
          6975,
          7353,
          6976,
          7354,
          6977,
          7355,
          6978,
          7356,
          6979,
          7357,
          6980,
          7358,
          6981,
          7359,
          6982,
          7360,
          6983,
          7361,
          6984,
          7362,
          6985,
          7363,
          6986,
          7364,
          6987,
          7365,
          6988,
          7366,
          6989,
          7367,
          6990,
          7368,
          6991,
          7369,
          6992,
          7370,
          6993,
          7371,
          6994,
          7372,
          6995,
          7373,
          6996,
          7374,
          6997,
          7375,
          6998,
          7376,
          6999,
          7377,
          7000,
          7378,
          7001,
          7379,
          7002,
          7380,
          7003,
          7381,
          7004,
          7382,
          7005,
          7383,
          7006,
          7384,
          7007,
          7385,
          7008,
          7386,
          7009,
          7387,
          7010,
          7388,
          7011,
          7389,
          7012,
          7390,
          7013,
          7391,
          7014,
          7392,
          7015,
          7393,
          7016,
          7394,
          7017,
          7395,
          7018,
          7396,
          7019,
          7397,
          7020,
          7398,
          7021,
          7399,
          7022,
          7400,
          7023,
          7401,
          7024,
          7402,
          7025,
          7403,
          7026,
          7404,
          7027,
          7405,
          7028,
          7406,
          7029,
          7407,
          7030,
          7408,
          7031,
          7409,
          7032,
          7410,
          7033,
          7411,
          7034,
          7412,
          7035,
          7413,
          7036,
          7414,
          7037,
          7415,
          7038,
          7416,
          7039,
          7417,
          7040,
          7418,
          7041,
          7419,
          7042,
          7420,
          7043,
          7421,
          7044,
          7422,
          7045,
          7423,
          7046,
          7424,
          7047,
          7425,
          7048,
          7426,
          7049,
          7427,
          7050,
          7428,
          7051,
          7429,
          7052,
          7430,
          7053,
          7431,
          7054,
          7432,
          7055,
          7433,
          7056,
          7434,
          7057,
          7435,
          7058,
          7436,
          7059,
          7437,
          7060,
          7438,
          7061,
          7439,
          7062,
          7440,
          7063,
          7441,
          7064,
          7442,
          7065,
          7443,
          7066,
          7444,
          7067,
          7445,
          7068,
          7446,
          7069,
          7447,
          7070,
          7448,
          7071,
          7449,
          7072,
          7450,
          7073,
          7451,
          7074,
          7452,
          7075,
          7453,
          7076,
          7454,
          7077,
          7455,
          7078,
          7456,
          7079,
          7457,
          7080,
          7458,
          7081,
          7459,
          7082,
          7460,
          7083,
          7461,
          7084,
          7462,
          7085,
          7463,
          7086,
          7464,
          7087,
          7465,
          7088,
          7466,
          7089,
          7467,
          7090,
          7468,
          7091,
          7469,
          7092,
          7470,
          7093,
          7471,
          7094,
          7472,
          7095,
          7473,
          7096,
          7474,
          7097,
          7475,
          7098,
          7476,
          7099,
          7477,
          7100,
          7478,
          7101,
          7479,
          7102,
          7480,
          7103,
          7481,
          7104,
          7482,
          7105,
          7483,
          7106,
          7484,
          7107,
          7485,
          7108,
          7486,
          7109,
          7487,
          7110,
          7488,
          7111,
          7489,
          7112,
          7490,
          7113,
          7491,
          7114,
          7492,
          7115,
          7493,
          7116,
          7494,
          7117,
          7495,
          7118,
          7496,
          7119,
          7497,
          7120,
          7498,
          7121,
          7499,
          7122,
          7500,
          7123,
          7501,
          7124,
          7502,
          7125,
          7503,
          7126,
          7504,
          7127,
          7505,
          7128,
          7506,
          7129,
          7507,
          7130,
          7508,
          7131,
          7509,
          7132,
          7510,
          7133,
          7511,
          7134,
          7512,
          7135,
          7513,
          7136,
          7514,
          7137,
          7515,
          7138,
          7516,
          7139,
          7517,
          7140,
          7518,
          7141,
          7519,
          7142,
          7520,
          7143,
          7521,
          7144,
          7522,
          7145,
          7523,
          7146,
          7524,
          7147,
          7525,
          7148,
          7526,
          7149,
          7527,
          7150,
          7528,
          7151,
          7529,
          7152,
          7530,
          7153,
          7531,
          7154,
          7532,
          7155,
          7533,
          7156,
          7534,
          7157,
          7535,
          7158,
          7536,
          7159,
          7537,
          7160,
          7538,
          7161,
          7539,
          7162,
          7540,
          7163,
          7541,
          7164,
          7542,
          7165,
          7543,
          7166,
          7544,
          7167,
          7545,
          7168,
          7546,
          7169,
          7547,
          7170,
          7548,
          7171,
          7549,
          7172,
          7550,
          7173,
          7551,
          7174,
          7552,
          7175,
          7553,
          7176,
          7554,
          7177,
          7555,
          7178,
          7556,
          7179,
          7557,
          7180,
          7558,
          7181,
          7559,
          7182,
          7560,
          7183,
          7561,
          7184,
          7562,
          7185,
          7563,
          7186,
          7564,
          7187,
          7565,
          7188,
          7566,
          7189,
          7567,
          7190,
          7568,
          7191,
          7569,
          7192,
          7570,
          7193,
          7571,
          7194,
          7572,
          7195,
          7573,
          7196,
          7574,
          7197,
          7575,
          7198,
          7576,
          7199,
          7577,
          7200,
          7578,
          7201,
          7579,
          7202,
          7580,
          7203,
          7581,
          7204,
          7582,
          7205,
          7583,
          7206,
          7584,
          7207,
          7585,
          7208,
          7586,
          7209,
          7587,
          7210,
          7588,
          7211,
          7589,
          7212,
          7590,
          7213,
          7591,
          7214,
          7592,
          7215,
          7593,
          7216,
          7594,
          7217,
          7595,
          7218,
          7596,
          7219,
          7597,
          7598,
          7221,
          7599,
          7600,
          7222,
          7600,
          7223,
          7601,
          7224,
          7602,
          7225,
          7603,
          7226,
          7604,
          7227,
          7605,
          7228,
          7606,
          7229,
          7607,
          7230,
          7608,
          7231,
          7609,
          7232,
          7610,
          7233,
          7611,
          7234,
          7612,
          7235,
          7613,
          7236,
          7614,
          7237,
          7615,
          7238,
          7616,
          7239,
          7617,
          7240,
          7618,
          7241,
          7619,
          7242,
          7620,
          7243,
          7621,
          7244,
          7622,
          7245,
          7623,
          7246,
          7624,
          7247,
          7625,
          7248,
          7626,
          7249,
          7627,
          7250,
          7628,
          7251,
          7629,
          7252,
          7630,
          7253,
          7631,
          7254,
          7632,
          7255,
          7633,
          7256,
          7634,
          7257,
          7635,
          7258,
          7636,
          7259,
          7637,
          7260,
          7638,
          7261,
          7639,
          7262,
          7640,
          7263,
          7641,
          7264,
          7642,
          7265,
          7643,
          7266,
          7644,
          7267,
          7645,
          7268,
          7646,
          7269,
          7647,
          7270,
          7648,
          7271,
          7649,
          7272,
          7650,
          7273,
          7651,
          7274,
          7652,
          7275,
          7653,
          7276,
          7654,
          7277,
          7655,
          7278,
          7656,
          7279,
          7657,
          7280,
          7658,
          7281,
          7659,
          7282,
          7660,
          7283,
          7661,
          7284,
          7662,
          7285,
          7663,
          7286,
          7664,
          7287,
          7665,
          7288,
          7666,
          7289,
          7667,
          7290,
          7668,
          7291,
          7669,
          7292,
          7670,
          7293,
          7671,
          7294,
          7672,
          7295,
          7673,
          7296,
          7674,
          7297,
          7675,
          7298,
          7676,
          7299,
          7677,
          7300,
          7678,
          7301,
          7679,
          7302,
          7680,
          7303,
          7681,
          7304,
          7682,
          7305,
          7683,
          7306,
          7684,
          7307,
          7685,
          7308,
          7686,
          7309,
          7687,
          7310,
          7688,
          7311,
          7689,
          7312,
          7690,
          7313,
          7691,
          7314,
          7692,
          7315,
          7693,
          7316,
          7694,
          7317,
          7695,
          7318,
          7696,
          7319,
          7697,
          7320,
          7698,
          7321,
          7699,
          7322,
          7700,
          7323,
          7701,
          7324,
          7702,
          7325,
          7703,
          7326,
          7704,
          7327,
          7705,
          7328,
          7706,
          7329,
          7707,
          7330,
          7708,
          7331,
          7709,
          7332,
          7710,
          7333,
          7711,
          7334,
          7712,
          7335,
          7713,
          7336,
          7714,
          7337,
          7715,
          7338,
          7716,
          7339,
          7717,
          7340,
          7718,
          7341,
          7719,
          7342,
          7720,
          7343,
          7721,
          7344,
          7722,
          7345,
          7723,
          7346,
          7724,
          7347,
          7725,
          7348,
          7726,
          7349,
          7727,
          7350,
          7728,
          7351,
          7729,
          7352,
          7730,
          7353,
          7731,
          7354,
          7732,
          7355,
          7733,
          7356,
          7734,
          7357,
          7735,
          7358,
          7736,
          7359,
          7737,
          7360,
          7738,
          7361,
          7739,
          7362,
          7740,
          7363,
          7741,
          7364,
          7742,
          7365,
          7743,
          7366,
          7744,
          7367,
          7745,
          7368,
          7746,
          7369,
          7747,
          7370,
          7748,
          7371,
          7749,
          7372,
          7750,
          7373,
          7751,
          7374,
          7752,
          7375,
          7753,
          7376,
          7754,
          7377,
          7755,
          7378,
          7756,
          7379,
          7757,
          7380,
          7758,
          7381,
          7759,
          7382,
          7760,
          7383,
          7761,
          7384,
          7762,
          7385,
          7763,
          7386,
          7764,
          7387,
          7765,
          7388,
          7766,
          7389,
          7767,
          7390,
          7768,
          7391,
          7769,
          7392,
          7770,
          7393,
          7771,
          7394,
          7772,
          7395,
          7773,
          7396,
          7774,
          7397,
          7775,
          7398,
          7776,
          7399,
          7777,
          7400,
          7778,
          7401,
          7779,
          7402,
          7780,
          7403,
          7781,
          7404,
          7782,
          7405,
          7783,
          7406,
          7784,
          7407,
          7785,
          7408,
          7786,
          7409,
          7787,
          7410,
          7788,
          7411,
          7789,
          7412,
          7790,
          7413,
          7791,
          7414,
          7792,
          7415,
          7793,
          7416,
          7794,
          7417,
          7795,
          7418,
          7796,
          7419,
          7797,
          7420,
          7798,
          7421,
          7799,
          7422,
          7800,
          7423,
          7801,
          7424,
          7802,
          7425,
          7803,
          7426,
          7804,
          7427,
          7805,
          7428,
          7806,
          7429,
          7807,
          7430,
          7808,
          7431,
          7809,
          7432,
          7810,
          7433,
          7811,
          7434,
          7812,
          7435,
          7813,
          7436,
          7814,
          7437,
          7815,
          7438,
          7816,
          7439,
          7817,
          7440,
          7818,
          7441,
          7819,
          7442,
          7820,
          7443,
          7821,
          7444,
          7822,
          7445,
          7823,
          7446,
          7824,
          7447,
          7825,
          7448,
          7826,
          7449,
          7827,
          7450,
          7828,
          7451,
          7829,
          7452,
          7830,
          7453,
          7831,
          7454,
          7832,
          7455,
          7833,
          7456,
          7834,
          7457,
          7835,
          7458,
          7836,
          7459,
          7837,
          7460,
          7838,
          7461,
          7839,
          7462,
          7840,
          7463,
          7841,
          7464,
          7842,
          7465,
          7843,
          7466,
          7844,
          7467,
          7845,
          7468,
          7846,
          7469,
          7847,
          7470,
          7848,
          7471,
          7849,
          7472,
          7850,
          7473,
          7851,
          7474,
          7852,
          7475,
          7853,
          7476,
          7854,
          7477,
          7855,
          7478,
          7856,
          7479,
          7857,
          7480,
          7858,
          7481,
          7859,
          7482,
          7860,
          7483,
          7861,
          7484,
          7862,
          7485,
          7863,
          7486,
          7864,
          7487,
          7865,
          7488,
          7866,
          7489,
          7867,
          7490,
          7868,
          7491,
          7869,
          7492,
          7870,
          7493,
          7871,
          7494,
          7872,
          7495,
          7873,
          7496,
          7874,
          7497,
          7875,
          7498,
          7876,
          7499,
          7877,
          7500,
          7878,
          7501,
          7879,
          7502,
          7880,
          7503,
          7881,
          7504,
          7882,
          7505,
          7883,
          7506,
          7884,
          7507,
          7885,
          7508,
          7886,
          7509,
          7887,
          7510,
          7888,
          7511,
          7889,
          7512,
          7890,
          7513,
          7891,
          7514,
          7892,
          7515,
          7893,
          7516,
          7894,
          7517,
          7895,
          7518,
          7896,
          7519,
          7897,
          7520,
          7898,
          7521,
          7899,
          7522,
          7900,
          7523,
          7901,
          7524,
          7902,
          7525,
          7903,
          7526,
          7904,
          7527,
          7905,
          7528,
          7906,
          7529,
          7907,
          7530,
          7908,
          7531,
          7909,
          7532,
          7910,
          7533,
          7911,
          7534,
          7912,
          7535,
          7913,
          7536,
          7914,
          7537,
          7915,
          7538,
          7916,
          7539,
          7917,
          7540,
          7918,
          7541,
          7919,
          7542,
          7920,
          7543,
          7921,
          7544,
          7922,
          7545,
          7923,
          7546,
          7924,
          7547,
          7925,
          7548,
          7926,
          7549,
          7927,
          7550,
          7928,
          7551,
          7929,
          7552,
          7930,
          7553,
          7931,
          7554,
          7932,
          7555,
          7933,
          7556,
          7934,
          7557,
          7935,
          7558,
          7936,
          7559,
          7937,
          7560,
          7938,
          7561,
          7939,
          7562,
          7940,
          7563,
          7941,
          7564,
          7942,
          7565,
          7943,
          7566,
          7944,
          7567,
          7945,
          7568,
          7946,
          7569,
          7947,
          7570,
          7948,
          7571,
          7949,
          7572,
          7950,
          7573,
          7951,
          7574,
          7952,
          7575,
          7953,
          7576,
          7954,
          7577,
          7955,
          7578,
          7956,
          7579,
          7957,
          7580,
          7958,
          7581,
          7959,
          7582,
          7960,
          7583,
          7961,
          7584,
          7962,
          7585,
          7963,
          7586,
          7964,
          7587,
          7965,
          7588,
          7966,
          7589,
          7967,
          7590,
          7968,
          7591,
          7969,
          7592,
          7970,
          7593,
          7971,
          7594,
          7972,
          7595,
          7973,
          7596,
          7974,
          7597,
          7975,
          7598,
          7976,
          7599,
          7977,
          7978,
          7601,
          7979,
          7980,
          7602,
          7980,
          7603,
          7981,
          7604,
          7982,
          7605,
          7983,
          7606,
          7984,
          7607,
          7985,
          7608,
          7986,
          7609,
          7987,
          7610,
          7988,
          7611,
          7989,
          7612,
          7990,
          7613,
          7991,
          7614,
          7992,
          7615,
          7993,
          7616,
          7994,
          7617,
          7995,
          7618,
          7996,
          7619,
          7997,
          7620,
          7998,
          7621,
          7999,
          7622,
          8000,
          7623,
          8001,
          7624,
          8002,
          7625,
          8003,
          7626,
          8004,
          7627,
          8005,
          7628,
          8006,
          7629,
          8007,
          7630,
          8008,
          7631,
          8009,
          7632,
          8010,
          7633,
          8011,
          7634,
          8012,
          7635,
          8013,
          7636,
          8014,
          7637,
          8015,
          7638,
          8016,
          7639,
          8017,
          7640,
          8018,
          7641,
          8019,
          7642,
          8020,
          7643,
          8021,
          7644,
          8022,
          7645,
          8023,
          7646,
          8024,
          7647,
          8025,
          7648,
          8026,
          7649,
          8027,
          7650,
          8028,
          7651,
          8029,
          7652,
          8030,
          7653,
          8031,
          7654,
          8032,
          7655,
          8033,
          7656,
          8034,
          7657,
          8035,
          7658,
          8036,
          7659,
          8037,
          7660,
          8038,
          7661,
          8039,
          7662,
          8040,
          7663,
          8041,
          7664,
          8042,
          7665,
          8043,
          7666,
          8044,
          7667,
          8045,
          7668,
          8046,
          7669,
          8047,
          7670,
          8048,
          7671,
          8049,
          7672,
          8050,
          7673,
          8051,
          7674,
          8052,
          7675,
          8053,
          7676,
          8054,
          7677,
          8055,
          7678,
          8056,
          7679,
          8057,
          7680,
          8058,
          7681,
          8059,
          7682,
          8060,
          7683,
          8061,
          7684,
          8062,
          7685,
          8063,
          7686,
          8064,
          7687,
          8065,
          7688,
          8066,
          7689,
          8067,
          7690,
          8068,
          7691,
          8069,
          7692,
          8070,
          7693,
          8071,
          7694,
          8072,
          7695,
          8073,
          7696,
          8074,
          7697,
          8075,
          7698,
          8076,
          7699,
          8077,
          7700,
          8078,
          7701,
          8079,
          7702,
          8080,
          7703,
          8081,
          7704,
          8082,
          7705,
          8083,
          7706,
          8084,
          7707,
          8085,
          7708,
          8086,
          7709,
          8087,
          7710,
          8088,
          7711,
          8089,
          7712,
          8090,
          7713,
          8091,
          7714,
          8092,
          7715,
          8093,
          7716,
          8094,
          7717,
          8095,
          7718,
          8096,
          7719,
          8097,
          7720,
          8098,
          7721,
          8099,
          7722,
          8100,
          7723,
          8101,
          7724,
          8102,
          7725,
          8103,
          7726,
          8104,
          7727,
          8105,
          7728,
          8106,
          7729,
          8107,
          7730,
          8108,
          7731,
          8109,
          7732,
          8110,
          7733,
          8111,
          7734,
          8112,
          7735,
          8113,
          7736,
          8114,
          7737,
          8115,
          7738,
          8116,
          7739,
          8117,
          7740,
          8118,
          7741,
          8119,
          7742,
          8120,
          7743,
          8121,
          7744,
          8122,
          7745,
          8123,
          7746,
          8124,
          7747,
          8125,
          7748,
          8126,
          7749,
          8127,
          7750,
          8128,
          7751,
          8129,
          7752,
          8130,
          7753,
          8131,
          7754,
          8132,
          7755,
          8133,
          7756,
          8134,
          7757,
          8135,
          7758,
          8136,
          7759,
          8137,
          7760,
          8138,
          7761,
          8139,
          7762,
          8140,
          7763,
          8141,
          7764,
          8142,
          7765,
          8143,
          7766,
          8144,
          7767,
          8145,
          7768,
          8146,
          7769,
          8147,
          7770,
          8148,
          7771,
          8149,
          7772,
          8150,
          7773,
          8151,
          7774,
          8152,
          7775,
          8153,
          7776,
          8154,
          7777,
          8155,
          7778,
          8156,
          7779,
          8157,
          7780,
          8158,
          7781,
          8159,
          7782,
          8160,
          7783,
          8161,
          7784,
          8162,
          7785,
          8163,
          7786,
          8164,
          7787,
          8165,
          7788,
          8166,
          7789,
          8167,
          7790,
          8168,
          7791,
          8169,
          7792,
          8170,
          7793,
          8171,
          7794,
          8172,
          7795,
          8173,
          7796,
          8174,
          7797,
          8175,
          7798,
          8176,
          7799,
          8177,
          7800,
          8178,
          7801,
          8179,
          7802,
          8180,
          7803,
          8181,
          7804,
          8182,
          7805,
          8183,
          7806,
          8184,
          7807,
          8185,
          7808,
          8186,
          7809,
          8187,
          7810,
          8188,
          7811,
          8189,
          7812,
          8190,
          7813,
          8191,
          7814,
          8192,
          7815,
          8193,
          7816,
          8194,
          7817,
          8195,
          7818,
          8196,
          7819,
          8197,
          7820,
          8198,
          7821,
          8199,
          7822,
          8200,
          7823,
          8201,
          7824,
          8202,
          7825,
          8203,
          7826,
          8204,
          7827,
          8205,
          7828,
          8206,
          7829,
          8207,
          7830,
          8208,
          7831,
          8209,
          7832,
          8210,
          7833,
          8211,
          7834,
          8212,
          7835,
          8213,
          7836,
          8214,
          7837,
          8215,
          7838,
          8216,
          7839,
          8217,
          7840,
          8218,
          7841,
          8219,
          7842,
          8220,
          7843,
          8221,
          7844,
          8222,
          7845,
          8223,
          7846,
          8224,
          7847,
          8225,
          7848,
          8226,
          7849,
          8227,
          7850,
          8228,
          7851,
          8229,
          7852,
          8230,
          7853,
          8231,
          7854,
          8232,
          7855,
          8233,
          7856,
          8234,
          7857,
          8235,
          7858,
          8236,
          7859,
          8237,
          7860,
          8238,
          7861,
          8239,
          7862,
          8240,
          7863,
          8241,
          7864,
          8242,
          7865,
          8243,
          7866,
          8244,
          7867,
          8245,
          7868,
          8246,
          7869,
          8247,
          7870,
          8248,
          7871,
          8249,
          7872,
          8250,
          7873,
          8251,
          7874,
          8252,
          7875,
          8253,
          7876,
          8254,
          7877,
          8255,
          7878,
          8256,
          7879,
          8257,
          7880,
          8258,
          7881,
          8259,
          7882,
          8260,
          7883,
          8261,
          7884,
          8262,
          7885,
          8263,
          7886,
          8264,
          7887,
          8265,
          7888,
          8266,
          7889,
          8267,
          7890,
          8268,
          7891,
          8269,
          7892,
          8270,
          7893,
          8271,
          7894,
          8272,
          7895,
          8273,
          7896,
          8274,
          7897,
          8275,
          7898,
          8276,
          7899,
          8277,
          7900,
          8278,
          7901,
          8279,
          7902,
          8280,
          7903,
          8281,
          7904,
          8282,
          7905,
          8283,
          7906,
          8284,
          7907,
          8285,
          7908,
          8286,
          7909,
          8287,
          7910,
          8288,
          7911,
          8289,
          7912,
          8290,
          7913,
          8291,
          7914,
          8292,
          7915,
          8293,
          7916,
          8294,
          7917,
          8295,
          7918,
          8296,
          7919,
          8297,
          7920,
          8298,
          7921,
          8299,
          7922,
          8300,
          7923,
          8301,
          7924,
          8302,
          7925,
          8303,
          7926,
          8304,
          7927,
          8305,
          7928,
          8306,
          7929,
          8307,
          7930,
          8308,
          7931,
          8309,
          7932,
          8310,
          7933,
          8311,
          7934,
          8312,
          7935,
          8313,
          7936,
          8314,
          7937,
          8315,
          7938,
          8316,
          7939,
          8317,
          7940,
          8318,
          7941,
          8319,
          7942,
          8320,
          7943,
          8321,
          7944,
          8322,
          7945,
          8323,
          7946,
          8324,
          7947,
          8325,
          7948,
          8326,
          7949,
          8327,
          7950,
          8328,
          7951,
          8329,
          7952,
          8330,
          7953,
          8331,
          7954,
          8332,
          7955,
          8333,
          7956,
          8334,
          7957,
          8335,
          7958,
          8336,
          7959,
          8337,
          7960,
          8338,
          7961,
          8339,
          7962,
          8340,
          7963,
          8341,
          7964,
          8342,
          7965,
          8343,
          7966,
          8344,
          7967,
          8345,
          7968,
          8346,
          7969,
          8347,
          7970,
          8348,
          7971,
          8349,
          7972,
          8350,
          7973,
          8351,
          7974,
          8352,
          7975,
          8353,
          7976,
          8354,
          7977,
          8355,
          7978,
          8356,
          7979,
          8357,
          8358,
          7981,
          8359,
          8360,
          7982,
          8360,
          7983,
          8361,
          7984,
          8362,
          7985,
          8363,
          7986,
          8364,
          7987,
          8365,
          7988,
          8366,
          7989,
          8367,
          7990,
          8368,
          7991,
          8369,
          7992,
          8370,
          7993,
          8371,
          7994,
          8372,
          7995,
          8373,
          7996,
          8374,
          7997,
          8375,
          7998,
          8376,
          7999,
          8377,
          8000,
          8378,
          8001,
          8379,
          8002,
          8380,
          8003,
          8381,
          8004,
          8382,
          8005,
          8383,
          8006,
          8384,
          8007,
          8385,
          8008,
          8386,
          8009,
          8387,
          8010,
          8388,
          8011,
          8389,
          8012,
          8390,
          8013,
          8391,
          8014,
          8392,
          8015,
          8393,
          8016,
          8394,
          8017,
          8395,
          8018,
          8396,
          8019,
          8397,
          8020,
          8398,
          8021,
          8399,
          8022,
          8400,
          8023,
          8401,
          8024,
          8402,
          8025,
          8403,
          8026,
          8404,
          8027,
          8405,
          8028,
          8406,
          8029,
          8407,
          8030,
          8408,
          8031,
          8409,
          8032,
          8410,
          8033,
          8411,
          8034,
          8412,
          8035,
          8413,
          8036,
          8414,
          8037,
          8415,
          8038,
          8416,
          8039,
          8417,
          8040,
          8418,
          8041,
          8419,
          8042,
          8420,
          8043,
          8421,
          8044,
          8422,
          8045,
          8423,
          8046,
          8424,
          8047,
          8425,
          8048,
          8426,
          8049,
          8427,
          8050,
          8428,
          8051,
          8429,
          8052,
          8430,
          8053,
          8431,
          8054,
          8432,
          8055,
          8433,
          8056,
          8434,
          8057,
          8435,
          8058,
          8436,
          8059,
          8437,
          8060,
          8438,
          8061,
          8439,
          8062,
          8440,
          8063,
          8441,
          8064,
          8442,
          8065,
          8443,
          8066,
          8444,
          8067,
          8445,
          8068,
          8446,
          8069,
          8447,
          8070,
          8448,
          8071,
          8449,
          8072,
          8450,
          8073,
          8451,
          8074,
          8452,
          8075,
          8453,
          8076,
          8454,
          8077,
          8455,
          8078,
          8456,
          8079,
          8457,
          8080,
          8458,
          8081,
          8459,
          8082,
          8460,
          8083,
          8461,
          8084,
          8462,
          8085,
          8463,
          8086,
          8464,
          8087,
          8465,
          8088,
          8466,
          8089,
          8467,
          8090,
          8468,
          8091,
          8469,
          8092,
          8470,
          8093,
          8471,
          8094,
          8472,
          8095,
          8473,
          8096,
          8474,
          8097,
          8475,
          8098,
          8476,
          8099,
          8477,
          8100,
          8478,
          8101,
          8479,
          8102,
          8480,
          8103,
          8481,
          8104,
          8482,
          8105,
          8483,
          8106,
          8484,
          8107,
          8485,
          8108,
          8486,
          8109,
          8487,
          8110,
          8488,
          8111,
          8489,
          8112,
          8490,
          8113,
          8491,
          8114,
          8492,
          8115,
          8493,
          8116,
          8494,
          8117,
          8495,
          8118,
          8496,
          8119,
          8497,
          8120,
          8498,
          8121,
          8499,
          8122,
          8500,
          8123,
          8501,
          8124,
          8502,
          8125,
          8503,
          8126,
          8504,
          8127,
          8505,
          8128,
          8506,
          8129,
          8507,
          8130,
          8508,
          8131,
          8509,
          8132,
          8510,
          8133,
          8511,
          8134,
          8512,
          8135,
          8513,
          8136,
          8514,
          8137,
          8515,
          8138,
          8516,
          8139,
          8517,
          8140,
          8518,
          8141,
          8519,
          8142,
          8520,
          8143,
          8521,
          8144,
          8522,
          8145,
          8523,
          8146,
          8524,
          8147,
          8525,
          8148,
          8526,
          8149,
          8527,
          8150,
          8528,
          8151,
          8529,
          8152,
          8530,
          8153,
          8531,
          8154,
          8532,
          8155,
          8533,
          8156,
          8534,
          8157,
          8535,
          8158,
          8536,
          8159,
          8537,
          8160,
          8538,
          8161,
          8539,
          8162,
          8540,
          8163,
          8541,
          8164,
          8542,
          8165,
          8543,
          8166,
          8544,
          8167,
          8545,
          8168,
          8546,
          8169,
          8547,
          8170,
          8548,
          8171,
          8549,
          8172,
          8550,
          8173,
          8551,
          8174,
          8552,
          8175,
          8553,
          8176,
          8554,
          8177,
          8555,
          8178,
          8556,
          8179,
          8557,
          8180,
          8558,
          8181,
          8559,
          8182,
          8560,
          8183,
          8561,
          8184,
          8562,
          8185,
          8563,
          8186,
          8564,
          8187,
          8565,
          8188,
          8566,
          8189,
          8567,
          8190,
          8568,
          8191,
          8569,
          8192,
          8570,
          8193,
          8571,
          8194,
          8572,
          8195,
          8573,
          8196,
          8574,
          8197,
          8575,
          8198,
          8576,
          8199,
          8577,
          8200,
          8578,
          8201,
          8579,
          8202,
          8580,
          8203,
          8581,
          8204,
          8582,
          8205,
          8583,
          8206,
          8584,
          8207,
          8585,
          8208,
          8586,
          8209,
          8587,
          8210,
          8588,
          8211,
          8589,
          8212,
          8590,
          8213,
          8591,
          8214,
          8592,
          8215,
          8593,
          8216,
          8594,
          8217,
          8595,
          8218,
          8596,
          8219,
          8597,
          8220,
          8598,
          8221,
          8599,
          8222,
          8600,
          8223,
          8601,
          8224,
          8602,
          8225,
          8603,
          8226,
          8604,
          8227,
          8605,
          8228,
          8606,
          8229,
          8607,
          8230,
          8608,
          8231,
          8609,
          8232,
          8610,
          8233,
          8611,
          8234,
          8612,
          8235,
          8613,
          8236,
          8614,
          8237,
          8615,
          8238,
          8616,
          8239,
          8617,
          8240,
          8618,
          8241,
          8619,
          8242,
          8620,
          8243,
          8621,
          8244,
          8622,
          8245,
          8623,
          8246,
          8624,
          8247,
          8625,
          8248,
          8626,
          8249,
          8627,
          8250,
          8628,
          8251,
          8629,
          8252,
          8630,
          8253,
          8631,
          8254,
          8632,
          8255,
          8633,
          8256,
          8634,
          8257,
          8635,
          8258,
          8636,
          8259,
          8637,
          8260,
          8638,
          8261,
          8639,
          8262,
          8640,
          8263,
          8641,
          8264,
          8642,
          8265,
          8643,
          8266,
          8644,
          8267,
          8645,
          8268,
          8646,
          8269,
          8647,
          8270,
          8648,
          8271,
          8649,
          8272,
          8650,
          8273,
          8651,
          8274,
          8652,
          8275,
          8653,
          8276,
          8654,
          8277,
          8655,
          8278,
          8656,
          8279,
          8657,
          8280,
          8658,
          8281,
          8659,
          8282,
          8660,
          8283,
          8661,
          8284,
          8662,
          8285,
          8663,
          8286,
          8664,
          8287,
          8665,
          8288,
          8666,
          8289,
          8667,
          8290,
          8668,
          8291,
          8669,
          8292,
          8670,
          8293,
          8671,
          8294,
          8672,
          8295,
          8673,
          8296,
          8674,
          8297,
          8675,
          8298,
          8676,
          8299,
          8677,
          8300,
          8678,
          8301,
          8679,
          8302,
          8680,
          8303,
          8681,
          8304,
          8682,
          8305,
          8683,
          8306,
          8684,
          8307,
          8685,
          8308,
          8686,
          8309,
          8687,
          8310,
          8688,
          8311,
          8689,
          8312,
          8690,
          8313,
          8691,
          8314,
          8692,
          8315,
          8693,
          8316,
          8694,
          8317,
          8695,
          8318,
          8696,
          8319,
          8697,
          8320,
          8698,
          8321,
          8699,
          8322,
          8700,
          8323,
          8701,
          8324,
          8702,
          8325,
          8703,
          8326,
          8704,
          8327,
          8705,
          8328,
          8706,
          8329,
          8707,
          8330,
          8708,
          8331,
          8709,
          8332,
          8710,
          8333,
          8711,
          8334,
          8712,
          8335,
          8713,
          8336,
          8714,
          8337,
          8715,
          8338,
          8716,
          8339,
          8717,
          8340,
          8718,
          8341,
          8719,
          8342,
          8720,
          8343,
          8721,
          8344,
          8722,
          8345,
          8723,
          8346,
          8724,
          8347,
          8725,
          8348,
          8726,
          8349,
          8727,
          8350,
          8728,
          8351,
          8729,
          8352,
          8730,
          8353,
          8731,
          8354,
          8732,
          8355,
          8733,
          8356,
          8734,
          8357,
          8735,
          8358,
          8736,
          8359,
          8737,
          8738,
          8361,
          8739,
          8740,
          8362,
          8740,
          8363,
          8741,
          8364,
          8742,
          8365,
          8743,
          8366,
          8744,
          8367,
          8745,
          8368,
          8746,
          8369,
          8747,
          8370,
          8748,
          8371,
          8749,
          8372,
          8750,
          8373,
          8751,
          8374,
          8752,
          8375,
          8753,
          8376,
          8754,
          8377,
          8755,
          8378,
          8756,
          8379,
          8757,
          8380,
          8758,
          8381,
          8759,
          8382,
          8760,
          8383,
          8761,
          8384,
          8762,
          8385,
          8763,
          8386,
          8764,
          8387,
          8765,
          8388,
          8766,
          8389,
          8767,
          8390,
          8768,
          8391,
          8769,
          8392,
          8770,
          8393,
          8771,
          8394,
          8772,
          8395,
          8773,
          8396,
          8774,
          8397,
          8775,
          8398,
          8776,
          8399,
          8777,
          8400,
          8778,
          8401,
          8779,
          8402,
          8780,
          8403,
          8781,
          8404,
          8782,
          8405,
          8783,
          8406,
          8784,
          8407,
          8785,
          8408,
          8786,
          8409,
          8787,
          8410,
          8788,
          8411,
          8789,
          8412,
          8790,
          8413,
          8791,
          8414,
          8792,
          8415,
          8793,
          8416,
          8794,
          8417,
          8795,
          8418,
          8796,
          8419,
          8797,
          8420,
          8798,
          8421,
          8799,
          8422,
          8800,
          8423,
          8801,
          8424,
          8802,
          8425,
          8803,
          8426,
          8804,
          8427,
          8805,
          8428,
          8806,
          8429,
          8807,
          8430,
          8808,
          8431,
          8809,
          8432,
          8810,
          8433,
          8811,
          8434,
          8812,
          8435,
          8813,
          8436,
          8814,
          8437,
          8815,
          8438,
          8816,
          8439,
          8817,
          8440,
          8818,
          8441,
          8819,
          8442,
          8820,
          8443,
          8821,
          8444,
          8822,
          8445,
          8823,
          8446,
          8824,
          8447,
          8825,
          8448,
          8826,
          8449,
          8827,
          8450,
          8828,
          8451,
          8829,
          8452,
          8830,
          8453,
          8831,
          8454,
          8832,
          8455,
          8833,
          8456,
          8834,
          8457,
          8835,
          8458,
          8836,
          8459,
          8837,
          8460,
          8838,
          8461,
          8839,
          8462,
          8840,
          8463,
          8841,
          8464,
          8842,
          8465,
          8843,
          8466,
          8844,
          8467,
          8845,
          8468,
          8846,
          8469,
          8847,
          8470,
          8848,
          8471,
          8849,
          8472,
          8850,
          8473,
          8851,
          8474,
          8852,
          8475,
          8853,
          8476,
          8854,
          8477,
          8855,
          8478,
          8856,
          8479,
          8857,
          8480,
          8858,
          8481,
          8859,
          8482,
          8860,
          8483,
          8861,
          8484,
          8862,
          8485,
          8863,
          8486,
          8864,
          8487,
          8865,
          8488,
          8866,
          8489,
          8867,
          8490,
          8868,
          8491,
          8869,
          8492,
          8870,
          8493,
          8871,
          8494,
          8872,
          8495,
          8873,
          8496,
          8874,
          8497,
          8875,
          8498,
          8876,
          8499,
          8877,
          8500,
          8878,
          8501,
          8879,
          8502,
          8880,
          8503,
          8881,
          8504,
          8882,
          8505,
          8883,
          8506,
          8884,
          8507,
          8885,
          8508,
          8886,
          8509,
          8887,
          8510,
          8888,
          8511,
          8889,
          8512,
          8890,
          8513,
          8891,
          8514,
          8892,
          8515,
          8893,
          8516,
          8894,
          8517,
          8895,
          8518,
          8896,
          8519,
          8897,
          8520,
          8898,
          8521,
          8899,
          8522,
          8900,
          8523,
          8901,
          8524,
          8902,
          8525,
          8903,
          8526,
          8904,
          8527,
          8905,
          8528,
          8906,
          8529,
          8907,
          8530,
          8908,
          8531,
          8909,
          8532,
          8910,
          8533,
          8911,
          8534,
          8912,
          8535,
          8913,
          8536,
          8914,
          8537,
          8915,
          8538,
          8916,
          8539,
          8917,
          8540,
          8918,
          8541,
          8919,
          8542,
          8920,
          8543,
          8921,
          8544,
          8922,
          8545,
          8923,
          8546,
          8924,
          8547,
          8925,
          8548,
          8926,
          8549,
          8927,
          8550,
          8928,
          8551,
          8929,
          8552,
          8930,
          8553,
          8931,
          8554,
          8932,
          8555,
          8933,
          8556,
          8934,
          8557,
          8935,
          8558,
          8936,
          8559,
          8937,
          8560,
          8938,
          8561,
          8939,
          8562,
          8940,
          8563,
          8941,
          8564,
          8942,
          8565,
          8943,
          8566,
          8944,
          8567,
          8945,
          8568,
          8946,
          8569,
          8947,
          8570,
          8948,
          8571,
          8949,
          8572,
          8950,
          8573,
          8951,
          8574,
          8952,
          8575,
          8953,
          8576,
          8954,
          8577,
          8955,
          8578,
          8956,
          8579,
          8957,
          8580,
          8958,
          8581,
          8959,
          8582,
          8960,
          8583,
          8961,
          8584,
          8962,
          8585,
          8963,
          8586,
          8964,
          8587,
          8965,
          8588,
          8966,
          8589,
          8967,
          8590,
          8968,
          8591,
          8969,
          8592,
          8970,
          8593,
          8971,
          8594,
          8972,
          8595,
          8973,
          8596,
          8974,
          8597,
          8975,
          8598,
          8976,
          8599,
          8977,
          8600,
          8978,
          8601,
          8979,
          8602,
          8980,
          8603,
          8981,
          8604,
          8982,
          8605,
          8983,
          8606,
          8984,
          8607,
          8985,
          8608,
          8986,
          8609,
          8987,
          8610,
          8988,
          8611,
          8989,
          8612,
          8990,
          8613,
          8991,
          8614,
          8992,
          8615,
          8993,
          8616,
          8994,
          8617,
          8995,
          8618,
          8996,
          8619,
          8997,
          8620,
          8998,
          8621,
          8999,
          8622,
          9000,
          8623,
          9001,
          8624,
          9002,
          8625,
          9003,
          8626,
          9004,
          8627,
          9005,
          8628,
          9006,
          8629,
          9007,
          8630,
          9008,
          8631,
          9009,
          8632,
          9010,
          8633,
          9011,
          8634,
          9012,
          8635,
          9013,
          8636,
          9014,
          8637,
          9015,
          8638,
          9016,
          8639,
          9017,
          8640,
          9018,
          8641,
          9019,
          8642,
          9020,
          8643,
          9021,
          8644,
          9022,
          8645,
          9023,
          8646,
          9024,
          8647,
          9025,
          8648,
          9026,
          8649,
          9027,
          8650,
          9028,
          8651,
          9029,
          8652,
          9030,
          8653,
          9031,
          8654,
          9032,
          8655,
          9033,
          8656,
          9034,
          8657,
          9035,
          8658,
          9036,
          8659,
          9037,
          8660,
          9038,
          8661,
          9039,
          8662,
          9040,
          8663,
          9041,
          8664,
          9042,
          8665,
          9043,
          8666,
          9044,
          8667,
          9045,
          8668,
          9046,
          8669,
          9047,
          8670,
          9048,
          8671,
          9049,
          8672,
          9050,
          8673,
          9051,
          8674,
          9052,
          8675,
          9053,
          8676,
          9054,
          8677,
          9055,
          8678,
          9056,
          8679,
          9057,
          8680,
          9058,
          8681,
          9059,
          8682,
          9060,
          8683,
          9061,
          8684,
          9062,
          8685,
          9063,
          8686,
          9064,
          8687,
          9065,
          8688,
          9066,
          8689,
          9067,
          8690,
          9068,
          8691,
          9069,
          8692,
          9070,
          8693,
          9071,
          8694,
          9072,
          8695,
          9073,
          8696,
          9074,
          8697,
          9075,
          8698,
          9076,
          8699,
          9077,
          8700,
          9078,
          8701,
          9079,
          8702,
          9080,
          8703,
          9081,
          8704,
          9082,
          8705,
          9083,
          8706,
          9084,
          8707,
          9085,
          8708,
          9086,
          8709,
          9087,
          8710,
          9088,
          8711,
          9089,
          8712,
          9090,
          8713,
          9091,
          8714,
          9092,
          8715,
          9093,
          8716,
          9094,
          8717,
          9095,
          8718,
          9096,
          8719,
          9097,
          8720,
          9098,
          8721,
          9099,
          8722,
          9100,
          8723,
          9101,
          8724,
          9102,
          8725,
          9103,
          8726,
          9104,
          8727,
          9105,
          8728,
          9106,
          8729,
          9107,
          8730,
          9108,
          8731,
          9109,
          8732,
          9110,
          8733,
          9111,
          8734,
          9112,
          8735,
          9113,
          8736,
          9114,
          8737,
          9115,
          8738,
          9116,
          8739,
          9117,
          9118,
          8741,
          9119,
          9120,
          8742,
          9120,
          8743,
          9121,
          8744,
          9122,
          8745,
          9123,
          8746,
          9124,
          8747,
          9125,
          8748,
          9126,
          8749,
          9127,
          8750,
          9128,
          8751,
          9129,
          8752,
          9130,
          8753,
          9131,
          8754,
          9132,
          8755,
          9133,
          8756,
          9134,
          8757,
          9135,
          8758,
          9136,
          8759,
          9137,
          8760,
          9138,
          8761,
          9139,
          8762,
          9140,
          8763,
          9141,
          8764,
          9142,
          8765,
          9143,
          8766,
          9144,
          8767,
          9145,
          8768,
          9146,
          8769,
          9147,
          8770,
          9148,
          8771,
          9149,
          8772,
          9150,
          8773,
          9151,
          8774,
          9152,
          8775,
          9153,
          8776,
          9154,
          8777,
          9155,
          8778,
          9156,
          8779,
          9157,
          8780,
          9158,
          8781,
          9159,
          8782,
          9160,
          8783,
          9161,
          8784,
          9162,
          8785,
          9163,
          8786,
          9164,
          8787,
          9165,
          8788,
          9166,
          8789,
          9167,
          8790,
          9168,
          8791,
          9169,
          8792,
          9170,
          8793,
          9171,
          8794,
          9172,
          8795,
          9173,
          8796,
          9174,
          8797,
          9175,
          8798,
          9176,
          8799,
          9177,
          8800,
          9178,
          8801,
          9179,
          8802,
          9180,
          8803,
          9181,
          8804,
          9182,
          8805,
          9183,
          8806,
          9184,
          8807,
          9185,
          8808,
          9186,
          8809,
          9187,
          8810,
          9188,
          8811,
          9189,
          8812,
          9190,
          8813,
          9191,
          8814,
          9192,
          8815,
          9193,
          8816,
          9194,
          8817,
          9195,
          8818,
          9196,
          8819,
          9197,
          8820,
          9198,
          8821,
          9199,
          8822,
          9200,
          8823,
          9201,
          8824,
          9202,
          8825,
          9203,
          8826,
          9204,
          8827,
          9205,
          8828,
          9206,
          8829,
          9207,
          8830,
          9208,
          8831,
          9209,
          8832,
          9210,
          8833,
          9211,
          8834,
          9212,
          8835,
          9213,
          8836,
          9214,
          8837,
          9215,
          8838,
          9216,
          8839,
          9217,
          8840,
          9218,
          8841,
          9219,
          8842,
          9220,
          8843,
          9221,
          8844,
          9222,
          8845,
          9223,
          8846,
          9224,
          8847,
          9225,
          8848,
          9226,
          8849,
          9227,
          8850,
          9228,
          8851,
          9229,
          8852,
          9230,
          8853,
          9231,
          8854,
          9232,
          8855,
          9233,
          8856,
          9234,
          8857,
          9235,
          8858,
          9236,
          8859,
          9237,
          8860,
          9238,
          8861,
          9239,
          8862,
          9240,
          8863,
          9241,
          8864,
          9242,
          8865,
          9243,
          8866,
          9244,
          8867,
          9245,
          8868,
          9246,
          8869,
          9247,
          8870,
          9248,
          8871,
          9249,
          8872,
          9250,
          8873,
          9251,
          8874,
          9252,
          8875,
          9253,
          8876,
          9254,
          8877,
          9255,
          8878,
          9256,
          8879,
          9257,
          8880,
          9258,
          8881,
          9259,
          8882,
          9260,
          8883,
          9261,
          8884,
          9262,
          8885,
          9263,
          8886,
          9264,
          8887,
          9265,
          8888,
          9266,
          8889,
          9267,
          8890,
          9268,
          8891,
          9269,
          8892,
          9270,
          8893,
          9271,
          8894,
          9272,
          8895,
          9273,
          8896,
          9274,
          8897,
          9275,
          8898,
          9276,
          8899,
          9277,
          8900,
          9278,
          8901,
          9279,
          8902,
          9280,
          8903,
          9281,
          8904,
          9282,
          8905,
          9283,
          8906,
          9284,
          8907,
          9285,
          8908,
          9286,
          8909,
          9287,
          8910,
          9288,
          8911,
          9289,
          8912,
          9290,
          8913,
          9291,
          8914,
          9292,
          8915,
          9293,
          8916,
          9294,
          8917,
          9295,
          8918,
          9296,
          8919,
          9297,
          8920,
          9298,
          8921,
          9299,
          8922,
          9300,
          8923,
          9301,
          8924,
          9302,
          8925,
          9303,
          8926,
          9304,
          8927,
          9305,
          8928,
          9306,
          8929,
          9307,
          8930,
          9308,
          8931,
          9309,
          8932,
          9310,
          8933,
          9311,
          8934,
          9312,
          8935,
          9313,
          8936,
          9314,
          8937,
          9315,
          8938,
          9316,
          8939,
          9317,
          8940,
          9318,
          8941,
          9319,
          8942,
          9320,
          8943,
          9321,
          8944,
          9322,
          8945,
          9323,
          8946,
          9324,
          8947,
          9325,
          8948,
          9326,
          8949,
          9327,
          8950,
          9328,
          8951,
          9329,
          8952,
          9330,
          8953,
          9331,
          8954,
          9332,
          8955,
          9333,
          8956,
          9334,
          8957,
          9335,
          8958,
          9336,
          8959,
          9337,
          8960,
          9338,
          8961,
          9339,
          8962,
          9340,
          8963,
          9341,
          8964,
          9342,
          8965,
          9343,
          8966,
          9344,
          8967,
          9345,
          8968,
          9346,
          8969,
          9347,
          8970,
          9348,
          8971,
          9349,
          8972,
          9350,
          8973,
          9351,
          8974,
          9352,
          8975,
          9353,
          8976,
          9354,
          8977,
          9355,
          8978,
          9356,
          8979,
          9357,
          8980,
          9358,
          8981,
          9359,
          8982,
          9360,
          8983,
          9361,
          8984,
          9362,
          8985,
          9363,
          8986,
          9364,
          8987,
          9365,
          8988,
          9366,
          8989,
          9367,
          8990,
          9368,
          8991,
          9369,
          8992,
          9370,
          8993,
          9371,
          8994,
          9372,
          8995,
          9373,
          8996,
          9374,
          8997,
          9375,
          8998,
          9376,
          8999,
          9377,
          9000,
          9378,
          9001,
          9379,
          9002,
          9380,
          9003,
          9381,
          9004,
          9382,
          9005,
          9383,
          9006,
          9384,
          9007,
          9385,
          9008,
          9386,
          9009,
          9387,
          9010,
          9388,
          9011,
          9389,
          9012,
          9390,
          9013,
          9391,
          9014,
          9392,
          9015,
          9393,
          9016,
          9394,
          9017,
          9395,
          9018,
          9396,
          9019,
          9397,
          9020,
          9398,
          9021,
          9399,
          9022,
          9400,
          9023,
          9401,
          9024,
          9402,
          9025,
          9403,
          9026,
          9404,
          9027,
          9405,
          9028,
          9406,
          9029,
          9407,
          9030,
          9408,
          9031,
          9409,
          9032,
          9410,
          9033,
          9411,
          9034,
          9412,
          9035,
          9413,
          9036,
          9414,
          9037,
          9415,
          9038,
          9416,
          9039,
          9417,
          9040,
          9418,
          9041,
          9419,
          9042,
          9420,
          9043,
          9421,
          9044,
          9422,
          9045,
          9423,
          9046,
          9424,
          9047,
          9425,
          9048,
          9426,
          9049,
          9427,
          9050,
          9428,
          9051,
          9429,
          9052,
          9430,
          9053,
          9431,
          9054,
          9432,
          9055,
          9433,
          9056,
          9434,
          9057,
          9435,
          9058,
          9436,
          9059,
          9437,
          9060,
          9438,
          9061,
          9439,
          9062,
          9440,
          9063,
          9441,
          9064,
          9442,
          9065,
          9443,
          9066,
          9444,
          9067,
          9445,
          9068,
          9446,
          9069,
          9447,
          9070,
          9448,
          9071,
          9449,
          9072,
          9450,
          9073,
          9451,
          9074,
          9452,
          9075,
          9453,
          9076,
          9454,
          9077,
          9455,
          9078,
          9456,
          9079,
          9457,
          9080,
          9458,
          9081,
          9459,
          9082,
          9460,
          9083,
          9461,
          9084,
          9462,
          9085,
          9463,
          9086,
          9464,
          9087,
          9465,
          9088,
          9466,
          9089,
          9467,
          9090,
          9468,
          9091,
          9469,
          9092,
          9470,
          9093,
          9471,
          9094,
          9472,
          9095,
          9473,
          9096,
          9474,
          9097,
          9475,
          9098,
          9476,
          9099,
          9477,
          9100,
          9478,
          9101,
          9479,
          9102,
          9480,
          9103,
          9481,
          9104,
          9482,
          9105,
          9483,
          9106,
          9484,
          9107,
          9485,
          9108,
          9486,
          9109,
          9487,
          9110,
          9488,
          9111,
          9489,
          9112,
          9490,
          9113,
          9491,
          9114,
          9492,
          9115,
          9493,
          9116,
          9494,
          9117,
          9495,
          9118,
          9496,
          9119,
          9497,
          9498,
          9121,
          9499,
          9500,
          9122,
          9500,
          9123,
          9501,
          9124,
          9502,
          9125,
          9503,
          9126,
          9504,
          9127,
          9505,
          9128,
          9506,
          9129,
          9507,
          9130,
          9508,
          9131,
          9509,
          9132,
          9510,
          9133,
          9511,
          9134,
          9512,
          9135,
          9513,
          9136,
          9514,
          9137,
          9515,
          9138,
          9516,
          9139,
          9517,
          9140,
          9518,
          9141,
          9519,
          9142,
          9520,
          9143,
          9521,
          9144,
          9522,
          9145,
          9523,
          9146,
          9524,
          9147,
          9525,
          9148,
          9526,
          9149,
          9527,
          9150,
          9528,
          9151,
          9529,
          9152,
          9530,
          9153,
          9531,
          9154,
          9532,
          9155,
          9533,
          9156,
          9534,
          9157,
          9535,
          9158,
          9536,
          9159,
          9537,
          9160,
          9538,
          9161,
          9539,
          9162,
          9540,
          9163,
          9541,
          9164,
          9542,
          9165,
          9543,
          9166,
          9544,
          9167,
          9545,
          9168,
          9546,
          9169,
          9547,
          9170,
          9548,
          9171,
          9549,
          9172,
          9550,
          9173,
          9551,
          9174,
          9552,
          9175,
          9553,
          9176,
          9554,
          9177,
          9555,
          9178,
          9556,
          9179,
          9557,
          9180,
          9558,
          9181,
          9559,
          9182,
          9560,
          9183,
          9561,
          9184,
          9562,
          9185,
          9563,
          9186,
          9564,
          9187,
          9565,
          9188,
          9566,
          9189,
          9567,
          9190,
          9568,
          9191,
          9569,
          9192,
          9570,
          9193,
          9571,
          9194,
          9572,
          9195,
          9573,
          9196,
          9574,
          9197,
          9575,
          9198,
          9576,
          9199,
          9577,
          9200,
          9578,
          9201,
          9579,
          9202,
          9580,
          9203,
          9581,
          9204,
          9582,
          9205,
          9583,
          9206,
          9584,
          9207,
          9585,
          9208,
          9586,
          9209,
          9587,
          9210,
          9588,
          9211,
          9589,
          9212,
          9590,
          9213,
          9591,
          9214,
          9592,
          9215,
          9593,
          9216,
          9594,
          9217,
          9595,
          9218,
          9596,
          9219,
          9597,
          9220,
          9598,
          9221,
          9599,
          9222,
          9600,
          9223,
          9601,
          9224,
          9602,
          9225,
          9603,
          9226,
          9604,
          9227,
          9605,
          9228,
          9606,
          9229,
          9607,
          9230,
          9608,
          9231,
          9609,
          9232,
          9610,
          9233,
          9611,
          9234,
          9612,
          9235,
          9613,
          9236,
          9614,
          9237,
          9615,
          9238,
          9616,
          9239,
          9617,
          9240,
          9618,
          9241,
          9619,
          9242,
          9620,
          9243,
          9621,
          9244,
          9622,
          9245,
          9623,
          9246,
          9624,
          9247,
          9625,
          9248,
          9626,
          9249,
          9627,
          9250,
          9628,
          9251,
          9629,
          9252,
          9630,
          9253,
          9631,
          9254,
          9632,
          9255,
          9633,
          9256,
          9634,
          9257,
          9635,
          9258,
          9636,
          9259,
          9637,
          9260,
          9638,
          9261,
          9639,
          9262,
          9640,
          9263,
          9641,
          9264,
          9642,
          9265,
          9643,
          9266,
          9644,
          9267,
          9645,
          9268,
          9646,
          9269,
          9647,
          9270,
          9648,
          9271,
          9649,
          9272,
          9650,
          9273,
          9651,
          9274,
          9652,
          9275,
          9653,
          9276,
          9654,
          9277,
          9655,
          9278,
          9656,
          9279,
          9657,
          9280,
          9658,
          9281,
          9659,
          9282,
          9660,
          9283,
          9661,
          9284,
          9662,
          9285,
          9663,
          9286,
          9664,
          9287,
          9665,
          9288,
          9666,
          9289,
          9667,
          9290,
          9668,
          9291,
          9669,
          9292,
          9670,
          9293,
          9671,
          9294,
          9672,
          9295,
          9673,
          9296,
          9674,
          9297,
          9675,
          9298,
          9676,
          9299,
          9677,
          9300,
          9678,
          9301,
          9679,
          9302,
          9680,
          9303,
          9681,
          9304,
          9682,
          9305,
          9683,
          9306,
          9684,
          9307,
          9685,
          9308,
          9686,
          9309,
          9687,
          9310,
          9688,
          9311,
          9689,
          9312,
          9690,
          9313,
          9691,
          9314,
          9692,
          9315,
          9693,
          9316,
          9694,
          9317,
          9695,
          9318,
          9696,
          9319,
          9697,
          9320,
          9698,
          9321,
          9699,
          9322,
          9700,
          9323,
          9701,
          9324,
          9702,
          9325,
          9703,
          9326,
          9704,
          9327,
          9705,
          9328,
          9706,
          9329,
          9707,
          9330,
          9708,
          9331,
          9709,
          9332,
          9710,
          9333,
          9711,
          9334,
          9712,
          9335,
          9713,
          9336,
          9714,
          9337,
          9715,
          9338,
          9716,
          9339,
          9717,
          9340,
          9718,
          9341,
          9719,
          9342,
          9720,
          9343,
          9721,
          9344,
          9722,
          9345,
          9723,
          9346,
          9724,
          9347,
          9725,
          9348,
          9726,
          9349,
          9727,
          9350,
          9728,
          9351,
          9729,
          9352,
          9730,
          9353,
          9731,
          9354,
          9732,
          9355,
          9733,
          9356,
          9734,
          9357,
          9735,
          9358,
          9736,
          9359,
          9737,
          9360,
          9738,
          9361,
          9739,
          9362,
          9740,
          9363,
          9741,
          9364,
          9742,
          9365,
          9743,
          9366,
          9744,
          9367,
          9745,
          9368,
          9746,
          9369,
          9747,
          9370,
          9748,
          9371,
          9749,
          9372,
          9750,
          9373,
          9751,
          9374,
          9752,
          9375,
          9753,
          9376,
          9754,
          9377,
          9755,
          9378,
          9756,
          9379,
          9757,
          9380,
          9758,
          9381,
          9759,
          9382,
          9760,
          9383,
          9761,
          9384,
          9762,
          9385,
          9763,
          9386,
          9764,
          9387,
          9765,
          9388,
          9766,
          9389,
          9767,
          9390,
          9768,
          9391,
          9769,
          9392,
          9770,
          9393,
          9771,
          9394,
          9772,
          9395,
          9773,
          9396,
          9774,
          9397,
          9775,
          9398,
          9776,
          9399,
          9777,
          9400,
          9778,
          9401,
          9779,
          9402,
          9780,
          9403,
          9781,
          9404,
          9782,
          9405,
          9783,
          9406,
          9784,
          9407,
          9785,
          9408,
          9786,
          9409,
          9787,
          9410,
          9788,
          9411,
          9789,
          9412,
          9790,
          9413,
          9791,
          9414,
          9792,
          9415,
          9793,
          9416,
          9794,
          9417,
          9795,
          9418,
          9796,
          9419,
          9797,
          9420,
          9798,
          9421,
          9799,
          9422,
          9800,
          9423,
          9801,
          9424,
          9802,
          9425,
          9803,
          9426,
          9804,
          9427,
          9805,
          9428,
          9806,
          9429,
          9807,
          9430,
          9808,
          9431,
          9809,
          9432,
          9810,
          9433,
          9811,
          9434,
          9812,
          9435,
          9813,
          9436,
          9814,
          9437,
          9815,
          9438,
          9816,
          9439,
          9817,
          9440,
          9818,
          9441,
          9819,
          9442,
          9820,
          9443,
          9821,
          9444,
          9822,
          9445,
          9823,
          9446,
          9824,
          9447,
          9825,
          9448,
          9826,
          9449,
          9827,
          9450,
          9828,
          9451,
          9829,
          9452,
          9830,
          9453,
          9831,
          9454,
          9832,
          9455,
          9833,
          9456,
          9834,
          9457,
          9835,
          9458,
          9836,
          9459,
          9837,
          9460,
          9838,
          9461,
          9839,
          9462,
          9840,
          9463,
          9841,
          9464,
          9842,
          9465,
          9843,
          9466,
          9844,
          9467,
          9845,
          9468,
          9846,
          9469,
          9847,
          9470,
          9848,
          9471,
          9849,
          9472,
          9850,
          9473,
          9851,
          9474,
          9852,
          9475,
          9853,
          9476,
          9854,
          9477,
          9855,
          9478,
          9856,
          9479,
          9857,
          9480,
          9858,
          9481,
          9859,
          9482,
          9860,
          9483,
          9861,
          9484,
          9862,
          9485,
          9863,
          9486,
          9864,
          9487,
          9865,
          9488,
          9866,
          9489,
          9867,
          9490,
          9868,
          9491,
          9869,
          9492,
          9870,
          9493,
          9871,
          9494,
          9872,
          9495,
          9873,
          9496,
          9874,
          9497,
          9875,
          9498,
          9876,
          9499,
          9877,
          9878,
          9501,
          9879,
          9880,
          9502,
          9880,
          9503,
          9881,
          9504,
          9882,
          9505,
          9883,
          9506,
          9884,
          9507,
          9885,
          9508,
          9886,
          9509,
          9887,
          9510,
          9888,
          9511,
          9889,
          9512,
          9890,
          9513,
          9891,
          9514,
          9892,
          9515,
          9893,
          9516,
          9894,
          9517,
          9895,
          9518,
          9896,
          9519,
          9897,
          9520,
          9898,
          9521,
          9899,
          9522,
          9900,
          9523,
          9901,
          9524,
          9902,
          9525,
          9903,
          9526,
          9904,
          9527,
          9905,
          9528,
          9906,
          9529,
          9907,
          9530,
          9908,
          9531,
          9909,
          9532,
          9910,
          9533,
          9911,
          9534,
          9912,
          9535,
          9913,
          9536,
          9914,
          9537,
          9915,
          9538,
          9916,
          9539,
          9917,
          9540,
          9918,
          9541,
          9919,
          9542,
          9920,
          9543,
          9921,
          9544,
          9922,
          9545,
          9923,
          9546,
          9924,
          9547,
          9925,
          9548,
          9926,
          9549,
          9927,
          9550,
          9928,
          9551,
          9929,
          9552,
          9930,
          9553,
          9931,
          9554,
          9932,
          9555,
          9933,
          9556,
          9934,
          9557,
          9935,
          9558,
          9936,
          9559,
          9937,
          9560,
          9938,
          9561,
          9939,
          9562,
          9940,
          9563,
          9941,
          9564,
          9942,
          9565,
          9943,
          9566,
          9944,
          9567,
          9945,
          9568,
          9946,
          9569,
          9947,
          9570,
          9948,
          9571,
          9949,
          9572,
          9950,
          9573,
          9951,
          9574,
          9952,
          9575,
          9953,
          9576,
          9954,
          9577,
          9955,
          9578,
          9956,
          9579,
          9957,
          9580,
          9958,
          9581,
          9959,
          9582,
          9960,
          9583,
          9961,
          9584,
          9962,
          9585,
          9963,
          9586,
          9964,
          9587,
          9965,
          9588,
          9966,
          9589,
          9967,
          9590,
          9968,
          9591,
          9969,
          9592,
          9970,
          9593,
          9971,
          9594,
          9972,
          9595,
          9973,
          9596,
          9974,
          9597,
          9975,
          9598,
          9976,
          9599,
          9977,
          9600,
          9978,
          9601,
          9979,
          9602,
          9980,
          9603,
          9981,
          9604,
          9982,
          9605,
          9983,
          9606,
          9984,
          9607,
          9985,
          9608,
          9986,
          9609,
          9987,
          9610,
          9988,
          9611,
          9989,
          9612,
          9990,
          9613,
          9991,
          9614,
          9992,
          9615,
          9993,
          9616,
          9994,
          9617,
          9995,
          9618,
          9996,
          9619,
          9997,
          9620,
          9998,
          9621,
          9999,
          9622,
          10000,
          9623,
          10001,
          9624,
          10002,
          9625,
          10003,
          9626,
          10004,
          9627,
          10005,
          9628,
          10006,
          9629,
          10007,
          9630,
          10008,
          9631,
          10009,
          9632,
          10010,
          9633,
          10011,
          9634,
          10012,
          9635,
          10013,
          9636,
          10014,
          9637,
          10015,
          9638,
          10016,
          9639,
          10017,
          9640,
          10018,
          9641,
          10019,
          9642,
          10020,
          9643,
          10021,
          9644,
          10022,
          9645,
          10023,
          9646,
          10024,
          9647,
          10025,
          9648,
          10026,
          9649,
          10027,
          9650,
          10028,
          9651,
          10029,
          9652,
          10030,
          9653,
          10031,
          9654,
          10032,
          9655,
          10033,
          9656,
          10034,
          9657,
          10035,
          9658,
          10036,
          9659,
          10037,
          9660,
          10038,
          9661,
          10039,
          9662,
          10040,
          9663,
          10041,
          9664,
          10042,
          9665,
          10043,
          9666,
          10044,
          9667,
          10045,
          9668,
          10046,
          9669,
          10047,
          9670,
          10048,
          9671,
          10049,
          9672,
          10050,
          9673,
          10051,
          9674,
          10052,
          9675,
          10053,
          9676,
          10054,
          9677,
          10055,
          9678,
          10056,
          9679,
          10057,
          9680,
          10058,
          9681,
          10059,
          9682,
          10060,
          9683,
          10061,
          9684,
          10062,
          9685,
          10063,
          9686,
          10064,
          9687,
          10065,
          9688,
          10066,
          9689,
          10067,
          9690,
          10068,
          9691,
          10069,
          9692,
          10070,
          9693,
          10071,
          9694,
          10072,
          9695,
          10073,
          9696,
          10074,
          9697,
          10075,
          9698,
          10076,
          9699,
          10077,
          9700,
          10078,
          9701,
          10079,
          9702,
          10080,
          9703,
          10081,
          9704,
          10082,
          9705,
          10083,
          9706,
          10084,
          9707,
          10085,
          9708,
          10086,
          9709,
          10087,
          9710,
          10088,
          9711,
          10089,
          9712,
          10090,
          9713,
          10091,
          9714,
          10092,
          9715,
          10093,
          9716,
          10094,
          9717,
          10095,
          9718,
          10096,
          9719,
          10097,
          9720,
          10098,
          9721,
          10099,
          9722,
          10100,
          9723,
          10101,
          9724,
          10102,
          9725,
          10103,
          9726,
          10104,
          9727,
          10105,
          9728,
          10106,
          9729,
          10107,
          9730,
          10108,
          9731,
          10109,
          9732,
          10110,
          9733,
          10111,
          9734,
          10112,
          9735,
          10113,
          9736,
          10114,
          9737,
          10115,
          9738,
          10116,
          9739,
          10117,
          9740,
          10118,
          9741,
          10119,
          9742,
          10120,
          9743,
          10121,
          9744,
          10122,
          9745,
          10123,
          9746,
          10124,
          9747,
          10125,
          9748,
          10126,
          9749,
          10127,
          9750,
          10128,
          9751,
          10129,
          9752,
          10130,
          9753,
          10131,
          9754,
          10132,
          9755,
          10133,
          9756,
          10134,
          9757,
          10135,
          9758,
          10136,
          9759,
          10137,
          9760,
          10138,
          9761,
          10139,
          9762,
          10140,
          9763,
          10141,
          9764,
          10142,
          9765,
          10143,
          9766,
          10144,
          9767,
          10145,
          9768,
          10146,
          9769,
          10147,
          9770,
          10148,
          9771,
          10149,
          9772,
          10150,
          9773,
          10151,
          9774,
          10152,
          9775,
          10153,
          9776,
          10154,
          9777,
          10155,
          9778,
          10156,
          9779,
          10157,
          9780,
          10158,
          9781,
          10159,
          9782,
          10160,
          9783,
          10161,
          9784,
          10162,
          9785,
          10163,
          9786,
          10164,
          9787,
          10165,
          9788,
          10166,
          9789,
          10167,
          9790,
          10168,
          9791,
          10169,
          9792,
          10170,
          9793,
          10171,
          9794,
          10172,
          9795,
          10173,
          9796,
          10174,
          9797,
          10175,
          9798,
          10176,
          9799,
          10177,
          9800,
          10178,
          9801,
          10179,
          9802,
          10180,
          9803,
          10181,
          9804,
          10182,
          9805,
          10183,
          9806,
          10184,
          9807,
          10185,
          9808,
          10186,
          9809,
          10187,
          9810,
          10188,
          9811,
          10189,
          9812,
          10190,
          9813,
          10191,
          9814,
          10192,
          9815,
          10193,
          9816,
          10194,
          9817,
          10195,
          9818,
          10196,
          9819,
          10197,
          9820,
          10198,
          9821,
          10199,
          9822,
          10200,
          9823,
          10201,
          9824,
          10202,
          9825,
          10203,
          9826,
          10204,
          9827,
          10205,
          9828,
          10206,
          9829,
          10207,
          9830,
          10208,
          9831,
          10209,
          9832,
          10210,
          9833,
          10211,
          9834,
          10212,
          9835,
          10213,
          9836,
          10214,
          9837,
          10215,
          9838,
          10216,
          9839,
          10217,
          9840,
          10218,
          9841,
          10219,
          9842,
          10220,
          9843,
          10221,
          9844,
          10222,
          9845,
          10223,
          9846,
          10224,
          9847,
          10225,
          9848,
          10226,
          9849,
          10227,
          9850,
          10228,
          9851,
          10229,
          9852,
          10230,
          9853,
          10231,
          9854,
          10232,
          9855,
          10233,
          9856,
          10234,
          9857,
          10235,
          9858,
          10236,
          9859,
          10237,
          9860,
          10238,
          9861,
          10239,
          9862,
          10240,
          9863,
          10241,
          9864,
          10242,
          9865,
          10243,
          9866,
          10244,
          9867,
          10245,
          9868,
          10246,
          9869,
          10247,
          9870,
          10248,
          9871,
          10249,
          9872,
          10250,
          9873,
          10251,
          9874,
          10252,
          9875,
          10253,
          9876,
          10254,
          9877,
          10255,
          9878,
          10256,
          9879,
          10257,
          10258,
          9881,
          10259,
          10260,
          9882,
          10260,
          9883,
          10261,
          9884,
          10262,
          9885,
          10263,
          9886,
          10264,
          9887,
          10265,
          9888,
          10266,
          9889,
          10267,
          9890,
          10268,
          9891,
          10269,
          9892,
          10270,
          9893,
          10271,
          9894,
          10272,
          9895,
          10273,
          9896,
          10274,
          9897,
          10275,
          9898,
          10276,
          9899,
          10277,
          9900,
          10278,
          9901,
          10279,
          9902,
          10280,
          9903,
          10281,
          9904,
          10282,
          9905,
          10283,
          9906,
          10284,
          9907,
          10285,
          9908,
          10286,
          9909,
          10287,
          9910,
          10288,
          9911,
          10289,
          9912,
          10290,
          9913,
          10291,
          9914,
          10292,
          9915,
          10293,
          9916,
          10294,
          9917,
          10295,
          9918,
          10296,
          9919,
          10297,
          9920,
          10298,
          9921,
          10299,
          9922,
          10300,
          9923,
          10301,
          9924,
          10302,
          9925,
          10303,
          9926,
          10304,
          9927,
          10305,
          9928,
          10306,
          9929,
          10307,
          9930,
          10308,
          9931,
          10309,
          9932,
          10310,
          9933,
          10311,
          9934,
          10312,
          9935,
          10313,
          9936,
          10314,
          9937,
          10315,
          9938,
          10316,
          9939,
          10317,
          9940,
          10318,
          9941,
          10319,
          9942,
          10320,
          9943,
          10321,
          9944,
          10322,
          9945,
          10323,
          9946,
          10324,
          9947,
          10325,
          9948,
          10326,
          9949,
          10327,
          9950,
          10328,
          9951,
          10329,
          9952,
          10330,
          9953,
          10331,
          9954,
          10332,
          9955,
          10333,
          9956,
          10334,
          9957,
          10335,
          9958,
          10336,
          9959,
          10337,
          9960,
          10338,
          9961,
          10339,
          9962,
          10340,
          9963,
          10341,
          9964,
          10342,
          9965,
          10343,
          9966,
          10344,
          9967,
          10345,
          9968,
          10346,
          9969,
          10347,
          9970,
          10348,
          9971,
          10349,
          9972,
          10350,
          9973,
          10351,
          9974,
          10352,
          9975,
          10353,
          9976,
          10354,
          9977,
          10355,
          9978,
          10356,
          9979,
          10357,
          9980,
          10358,
          9981,
          10359,
          9982,
          10360,
          9983,
          10361,
          9984,
          10362,
          9985,
          10363,
          9986,
          10364,
          9987,
          10365,
          9988,
          10366,
          9989,
          10367,
          9990,
          10368,
          9991,
          10369,
          9992,
          10370,
          9993,
          10371,
          9994,
          10372,
          9995,
          10373,
          9996,
          10374,
          9997,
          10375,
          9998,
          10376,
          9999,
          10377,
          10000,
          10378,
          10001,
          10379,
          10002,
          10380,
          10003,
          10381,
          10004,
          10382,
          10005,
          10383,
          10006,
          10384,
          10007,
          10385,
          10008,
          10386,
          10009,
          10387,
          10010,
          10388,
          10011,
          10389,
          10012,
          10390,
          10013,
          10391,
          10014,
          10392,
          10015,
          10393,
          10016,
          10394,
          10017,
          10395,
          10018,
          10396,
          10019,
          10397,
          10020,
          10398,
          10021,
          10399,
          10022,
          10400,
          10023,
          10401,
          10024,
          10402,
          10025,
          10403,
          10026,
          10404,
          10027,
          10405,
          10028,
          10406,
          10029,
          10407,
          10030,
          10408,
          10031,
          10409,
          10032,
          10410,
          10033,
          10411,
          10034,
          10412,
          10035,
          10413,
          10036,
          10414,
          10037,
          10415,
          10038,
          10416,
          10039,
          10417,
          10040,
          10418,
          10041,
          10419,
          10042,
          10420,
          10043,
          10421,
          10044,
          10422,
          10045,
          10423,
          10046,
          10424,
          10047,
          10425,
          10048,
          10426,
          10049,
          10427,
          10050,
          10428,
          10051,
          10429,
          10052,
          10430,
          10053,
          10431,
          10054,
          10432,
          10055,
          10433,
          10056,
          10434,
          10057,
          10435,
          10058,
          10436,
          10059,
          10437,
          10060,
          10438,
          10061,
          10439,
          10062,
          10440,
          10063,
          10441,
          10064,
          10442,
          10065,
          10443,
          10066,
          10444,
          10067,
          10445,
          10068,
          10446,
          10069,
          10447,
          10070,
          10448,
          10071,
          10449,
          10072,
          10450,
          10073,
          10451,
          10074,
          10452,
          10075,
          10453,
          10076,
          10454,
          10077,
          10455,
          10078,
          10456,
          10079,
          10457,
          10080,
          10458,
          10081,
          10459,
          10082,
          10460,
          10083,
          10461,
          10084,
          10462,
          10085,
          10463,
          10086,
          10464,
          10087,
          10465,
          10088,
          10466,
          10089,
          10467,
          10090,
          10468,
          10091,
          10469,
          10092,
          10470,
          10093,
          10471,
          10094,
          10472,
          10095,
          10473,
          10096,
          10474,
          10097,
          10475,
          10098,
          10476,
          10099,
          10477,
          10100,
          10478,
          10101,
          10479,
          10102,
          10480,
          10103,
          10481,
          10104,
          10482,
          10105,
          10483,
          10106,
          10484,
          10107,
          10485,
          10108,
          10486,
          10109,
          10487,
          10110,
          10488,
          10111,
          10489,
          10112,
          10490,
          10113,
          10491,
          10114,
          10492,
          10115,
          10493,
          10116,
          10494,
          10117,
          10495,
          10118,
          10496,
          10119,
          10497,
          10120,
          10498,
          10121,
          10499,
          10122,
          10500,
          10123,
          10501,
          10124,
          10502,
          10125,
          10503,
          10126,
          10504,
          10127,
          10505,
          10128,
          10506,
          10129,
          10507,
          10130,
          10508,
          10131,
          10509,
          10132,
          10510,
          10133,
          10511,
          10134,
          10512,
          10135,
          10513,
          10136,
          10514,
          10137,
          10515,
          10138,
          10516,
          10139,
          10517,
          10140,
          10518,
          10141,
          10519,
          10142,
          10520,
          10143,
          10521,
          10144,
          10522,
          10145,
          10523,
          10146,
          10524,
          10147,
          10525,
          10148,
          10526,
          10149,
          10527,
          10150,
          10528,
          10151,
          10529,
          10152,
          10530,
          10153,
          10531,
          10154,
          10532,
          10155,
          10533,
          10156,
          10534,
          10157,
          10535,
          10158,
          10536,
          10159,
          10537,
          10160,
          10538,
          10161,
          10539,
          10162,
          10540,
          10163,
          10541,
          10164,
          10542,
          10165,
          10543,
          10166,
          10544,
          10167,
          10545,
          10168,
          10546,
          10169,
          10547,
          10170,
          10548,
          10171,
          10549,
          10172,
          10550,
          10173,
          10551,
          10174,
          10552,
          10175,
          10553,
          10176,
          10554,
          10177,
          10555,
          10178,
          10556,
          10179,
          10557,
          10180,
          10558,
          10181,
          10559,
          10182,
          10560,
          10183,
          10561,
          10184,
          10562,
          10185,
          10563,
          10186,
          10564,
          10187,
          10565,
          10188,
          10566,
          10189,
          10567,
          10190,
          10568,
          10191,
          10569,
          10192,
          10570,
          10193,
          10571,
          10194,
          10572,
          10195,
          10573,
          10196,
          10574,
          10197,
          10575,
          10198,
          10576,
          10199,
          10577,
          10200,
          10578,
          10201,
          10579,
          10202,
          10580,
          10203,
          10581,
          10204,
          10582,
          10205,
          10583,
          10206,
          10584,
          10207,
          10585,
          10208,
          10586,
          10209,
          10587,
          10210,
          10588,
          10211,
          10589,
          10212,
          10590,
          10213,
          10591,
          10214,
          10592,
          10215,
          10593,
          10216,
          10594,
          10217,
          10595,
          10218,
          10596,
          10219,
          10597,
          10220,
          10598,
          10221,
          10599,
          10222,
          10600,
          10223,
          10601,
          10224,
          10602,
          10225,
          10603,
          10226,
          10604,
          10227,
          10605,
          10228,
          10606,
          10229,
          10607,
          10230,
          10608,
          10231,
          10609,
          10232,
          10610,
          10233,
          10611,
          10234,
          10612,
          10235,
          10613,
          10236,
          10614,
          10237,
          10615,
          10238,
          10616,
          10239,
          10617,
          10240,
          10618,
          10241,
          10619,
          10242,
          10620,
          10243,
          10621,
          10244,
          10622,
          10245,
          10623,
          10246,
          10624,
          10247,
          10625,
          10248,
          10626,
          10249,
          10627,
          10250,
          10628,
          10251,
          10629,
          10252,
          10630,
          10253,
          10631,
          10254,
          10632,
          10255,
          10633,
          10256,
          10634,
          10257,
          10635,
          10258,
          10636,
          10259,
          10637,
          10638,
          10261,
          10639,
          10640,
          10262,
          10640,
          10263,
          10641,
          10264,
          10642,
          10265,
          10643,
          10266,
          10644,
          10267,
          10645,
          10268,
          10646,
          10269,
          10647,
          10270,
          10648,
          10271,
          10649,
          10272,
          10650,
          10273,
          10651,
          10274,
          10652,
          10275,
          10653,
          10276,
          10654,
          10277,
          10655,
          10278,
          10656,
          10279,
          10657,
          10280,
          10658,
          10281,
          10659,
          10282,
          10660,
          10283,
          10661,
          10284,
          10662,
          10285,
          10663,
          10286,
          10664,
          10287,
          10665,
          10288,
          10666,
          10289,
          10667,
          10290,
          10668,
          10291,
          10669,
          10292,
          10670,
          10293,
          10671,
          10294,
          10672,
          10295,
          10673,
          10296,
          10674,
          10297,
          10675,
          10298,
          10676,
          10299,
          10677,
          10300,
          10678,
          10301,
          10679,
          10302,
          10680,
          10303,
          10681,
          10304,
          10682,
          10305,
          10683,
          10306,
          10684,
          10307,
          10685,
          10308,
          10686,
          10309,
          10687,
          10310,
          10688,
          10311,
          10689,
          10312,
          10690,
          10313,
          10691,
          10314,
          10692,
          10315,
          10693,
          10316,
          10694,
          10317,
          10695,
          10318,
          10696,
          10319,
          10697,
          10320,
          10698,
          10321,
          10699,
          10322,
          10700,
          10323,
          10701,
          10324,
          10702,
          10325,
          10703,
          10326,
          10704,
          10327,
          10705,
          10328,
          10706,
          10329,
          10707,
          10330,
          10708,
          10331,
          10709,
          10332,
          10710,
          10333,
          10711,
          10334,
          10712,
          10335,
          10713,
          10336,
          10714,
          10337,
          10715,
          10338,
          10716,
          10339,
          10717,
          10340,
          10718,
          10341,
          10719,
          10342,
          10720,
          10343,
          10721,
          10344,
          10722,
          10345,
          10723,
          10346,
          10724,
          10347,
          10725,
          10348,
          10726,
          10349,
          10727,
          10350,
          10728,
          10351,
          10729,
          10352,
          10730,
          10353,
          10731,
          10354,
          10732,
          10355,
          10733,
          10356,
          10734,
          10357,
          10735,
          10358,
          10736,
          10359,
          10737,
          10360,
          10738,
          10361,
          10739,
          10362,
          10740,
          10363,
          10741,
          10364,
          10742,
          10365,
          10743,
          10366,
          10744,
          10367,
          10745,
          10368,
          10746,
          10369,
          10747,
          10370,
          10748,
          10371,
          10749,
          10372,
          10750,
          10373,
          10751,
          10374,
          10752,
          10375,
          10753,
          10376,
          10754,
          10377,
          10755,
          10378,
          10756,
          10379,
          10757,
          10380,
          10758,
          10381,
          10759,
          10382,
          10760,
          10383,
          10761,
          10384,
          10762,
          10385,
          10763,
          10386,
          10764,
          10387,
          10765,
          10388,
          10766,
          10389,
          10767,
          10390,
          10768,
          10391,
          10769,
          10392,
          10770,
          10393,
          10771,
          10394,
          10772,
          10395,
          10773,
          10396,
          10774,
          10397,
          10775,
          10398,
          10776,
          10399,
          10777,
          10400,
          10778,
          10401,
          10779,
          10402,
          10780,
          10403,
          10781,
          10404,
          10782,
          10405,
          10783,
          10406,
          10784,
          10407,
          10785,
          10408,
          10786,
          10409,
          10787,
          10410,
          10788,
          10411,
          10789,
          10412,
          10790,
          10413,
          10791,
          10414,
          10792,
          10415,
          10793,
          10416,
          10794,
          10417,
          10795,
          10418,
          10796,
          10419,
          10797,
          10420,
          10798,
          10421,
          10799,
          10422,
          10800,
          10423,
          10801,
          10424,
          10802,
          10425,
          10803,
          10426,
          10804,
          10427,
          10805,
          10428,
          10806,
          10429,
          10807,
          10430,
          10808,
          10431,
          10809,
          10432,
          10810,
          10433,
          10811,
          10434,
          10812,
          10435,
          10813,
          10436,
          10814,
          10437,
          10815,
          10438,
          10816,
          10439,
          10817,
          10440,
          10818,
          10441,
          10819,
          10442,
          10820,
          10443,
          10821,
          10444,
          10822,
          10445,
          10823,
          10446,
          10824,
          10447,
          10825,
          10448,
          10826,
          10449,
          10827,
          10450,
          10828,
          10451,
          10829,
          10452,
          10830,
          10453,
          10831,
          10454,
          10832,
          10455,
          10833,
          10456,
          10834,
          10457,
          10835,
          10458,
          10836,
          10459,
          10837,
          10460,
          10838,
          10461,
          10839,
          10462,
          10840,
          10463,
          10841,
          10464,
          10842,
          10465,
          10843,
          10466,
          10844,
          10467,
          10845,
          10468,
          10846,
          10469,
          10847,
          10470,
          10848,
          10471,
          10849,
          10472,
          10850,
          10473,
          10851,
          10474,
          10852,
          10475,
          10853,
          10476,
          10854,
          10477,
          10855,
          10478,
          10856,
          10479,
          10857,
          10480,
          10858,
          10481,
          10859,
          10482,
          10860,
          10483,
          10861,
          10484,
          10862,
          10485,
          10863,
          10486,
          10864,
          10487,
          10865,
          10488,
          10866,
          10489,
          10867,
          10490,
          10868,
          10491,
          10869,
          10492,
          10870,
          10493,
          10871,
          10494,
          10872,
          10495,
          10873,
          10496,
          10874,
          10497,
          10875,
          10498,
          10876,
          10499,
          10877,
          10500,
          10878,
          10501,
          10879,
          10502,
          10880,
          10503,
          10881,
          10504,
          10882,
          10505,
          10883,
          10506,
          10884,
          10507,
          10885,
          10508,
          10886,
          10509,
          10887,
          10510,
          10888,
          10511,
          10889,
          10512,
          10890,
          10513,
          10891,
          10514,
          10892,
          10515,
          10893,
          10516,
          10894,
          10517,
          10895,
          10518,
          10896,
          10519,
          10897,
          10520,
          10898,
          10521,
          10899,
          10522,
          10900,
          10523,
          10901,
          10524,
          10902,
          10525,
          10903,
          10526,
          10904,
          10527,
          10905,
          10528,
          10906,
          10529,
          10907,
          10530,
          10908,
          10531,
          10909,
          10532,
          10910,
          10533,
          10911,
          10534,
          10912,
          10535,
          10913,
          10536,
          10914,
          10537,
          10915,
          10538,
          10916,
          10539,
          10917,
          10540,
          10918,
          10541,
          10919,
          10542,
          10920,
          10543,
          10921,
          10544,
          10922,
          10545,
          10923,
          10546,
          10924,
          10547,
          10925,
          10548,
          10926,
          10549,
          10927,
          10550,
          10928,
          10551,
          10929,
          10552,
          10930,
          10553,
          10931,
          10554,
          10932,
          10555,
          10933,
          10556,
          10934,
          10557,
          10935,
          10558,
          10936,
          10559,
          10937,
          10560,
          10938,
          10561,
          10939,
          10562,
          10940,
          10563,
          10941,
          10564,
          10942,
          10565,
          10943,
          10566,
          10944,
          10567,
          10945,
          10568,
          10946,
          10569,
          10947,
          10570,
          10948,
          10571,
          10949,
          10572,
          10950,
          10573,
          10951,
          10574,
          10952,
          10575,
          10953,
          10576,
          10954,
          10577,
          10955,
          10578,
          10956,
          10579,
          10957,
          10580,
          10958,
          10581,
          10959,
          10582,
          10960,
          10583,
          10961,
          10584,
          10962,
          10585,
          10963,
          10586,
          10964,
          10587,
          10965,
          10588,
          10966,
          10589,
          10967,
          10590,
          10968,
          10591,
          10969,
          10592,
          10970,
          10593,
          10971,
          10594,
          10972,
          10595,
          10973,
          10596,
          10974,
          10597,
          10975,
          10598,
          10976,
          10599,
          10977,
          10600,
          10978,
          10601,
          10979,
          10602,
          10980,
          10603,
          10981,
          10604,
          10982,
          10605,
          10983,
          10606,
          10984,
          10607,
          10985,
          10608,
          10986,
          10609,
          10987,
          10610,
          10988,
          10611,
          10989,
          10612,
          10990,
          10613,
          10991,
          10614,
          10992,
          10615,
          10993,
          10616,
          10994,
          10617,
          10995,
          10618,
          10996,
          10619,
          10997,
          10620,
          10998,
          10621,
          10999,
          10622,
          11000,
          10623,
          11001,
          10624,
          11002,
          10625,
          11003,
          10626,
          11004,
          10627,
          11005,
          10628,
          11006,
          10629,
          11007,
          10630,
          11008,
          10631,
          11009,
          10632,
          11010,
          10633,
          11011,
          10634,
          11012,
          10635,
          11013,
          10636,
          11014,
          10637,
          11015,
          10638,
          11016,
          10639,
          11017,
          11018,
          10641,
          11019,
          11020,
          10642,
          11020,
          10643,
          11021,
          10644,
          11022,
          10645,
          11023,
          10646,
          11024,
          10647,
          11025,
          10648,
          11026,
          10649,
          11027,
          10650,
          11028,
          10651,
          11029,
          10652,
          11030,
          10653,
          11031,
          10654,
          11032,
          10655,
          11033,
          10656,
          11034,
          10657,
          11035,
          10658,
          11036,
          10659,
          11037,
          10660,
          11038,
          10661,
          11039,
          10662,
          11040,
          10663,
          11041,
          10664,
          11042,
          10665,
          11043,
          10666,
          11044,
          10667,
          11045,
          10668,
          11046,
          10669,
          11047,
          10670,
          11048,
          10671,
          11049,
          10672,
          11050,
          10673,
          11051,
          10674,
          11052,
          10675,
          11053,
          10676,
          11054,
          10677,
          11055,
          10678,
          11056,
          10679,
          11057,
          10680,
          11058,
          10681,
          11059,
          10682,
          11060,
          10683,
          11061,
          10684,
          11062,
          10685,
          11063,
          10686,
          11064,
          10687,
          11065,
          10688,
          11066,
          10689,
          11067,
          10690,
          11068,
          10691,
          11069,
          10692,
          11070,
          10693,
          11071,
          10694,
          11072,
          10695,
          11073,
          10696,
          11074,
          10697,
          11075,
          10698,
          11076,
          10699,
          11077,
          10700,
          11078,
          10701,
          11079,
          10702,
          11080,
          10703,
          11081,
          10704,
          11082,
          10705,
          11083,
          10706,
          11084,
          10707,
          11085,
          10708,
          11086,
          10709,
          11087,
          10710,
          11088,
          10711,
          11089,
          10712,
          11090,
          10713,
          11091,
          10714,
          11092,
          10715,
          11093,
          10716,
          11094,
          10717,
          11095,
          10718,
          11096,
          10719,
          11097,
          10720,
          11098,
          10721,
          11099,
          10722,
          11100,
          10723,
          11101,
          10724,
          11102,
          10725,
          11103,
          10726,
          11104,
          10727,
          11105,
          10728,
          11106,
          10729,
          11107,
          10730,
          11108,
          10731,
          11109,
          10732,
          11110,
          10733,
          11111,
          10734,
          11112,
          10735,
          11113,
          10736,
          11114,
          10737,
          11115,
          10738,
          11116,
          10739,
          11117,
          10740,
          11118,
          10741,
          11119,
          10742,
          11120,
          10743,
          11121,
          10744,
          11122,
          10745,
          11123,
          10746,
          11124,
          10747,
          11125,
          10748,
          11126,
          10749,
          11127,
          10750,
          11128,
          10751,
          11129,
          10752,
          11130,
          10753,
          11131,
          10754,
          11132,
          10755,
          11133,
          10756,
          11134,
          10757,
          11135,
          10758,
          11136,
          10759,
          11137,
          10760,
          11138,
          10761,
          11139,
          10762,
          11140,
          10763,
          11141,
          10764,
          11142,
          10765,
          11143,
          10766,
          11144,
          10767,
          11145,
          10768,
          11146,
          10769,
          11147,
          10770,
          11148,
          10771,
          11149,
          10772,
          11150,
          10773,
          11151,
          10774,
          11152,
          10775,
          11153,
          10776,
          11154,
          10777,
          11155,
          10778,
          11156,
          10779,
          11157,
          10780,
          11158,
          10781,
          11159,
          10782,
          11160,
          10783,
          11161,
          10784,
          11162,
          10785,
          11163,
          10786,
          11164,
          10787,
          11165,
          10788,
          11166,
          10789,
          11167,
          10790,
          11168,
          10791,
          11169,
          10792,
          11170,
          10793,
          11171,
          10794,
          11172,
          10795,
          11173,
          10796,
          11174,
          10797,
          11175,
          10798,
          11176,
          10799,
          11177,
          10800,
          11178,
          10801,
          11179,
          10802,
          11180,
          10803,
          11181,
          10804,
          11182,
          10805,
          11183,
          10806,
          11184,
          10807,
          11185,
          10808,
          11186,
          10809,
          11187,
          10810,
          11188,
          10811,
          11189,
          10812,
          11190,
          10813,
          11191,
          10814,
          11192,
          10815,
          11193,
          10816,
          11194,
          10817,
          11195,
          10818,
          11196,
          10819,
          11197,
          10820,
          11198,
          10821,
          11199,
          10822,
          11200,
          10823,
          11201,
          10824,
          11202,
          10825,
          11203,
          10826,
          11204,
          10827,
          11205,
          10828,
          11206,
          10829,
          11207,
          10830,
          11208,
          10831,
          11209,
          10832,
          11210,
          10833,
          11211,
          10834,
          11212,
          10835,
          11213,
          10836,
          11214,
          10837,
          11215,
          10838,
          11216,
          10839,
          11217,
          10840,
          11218,
          10841,
          11219,
          10842,
          11220,
          10843,
          11221,
          10844,
          11222,
          10845,
          11223,
          10846,
          11224,
          10847,
          11225,
          10848,
          11226,
          10849,
          11227,
          10850,
          11228,
          10851,
          11229,
          10852,
          11230,
          10853,
          11231,
          10854,
          11232,
          10855,
          11233,
          10856,
          11234,
          10857,
          11235,
          10858,
          11236,
          10859,
          11237,
          10860,
          11238,
          10861,
          11239,
          10862,
          11240,
          10863,
          11241,
          10864,
          11242,
          10865,
          11243,
          10866,
          11244,
          10867,
          11245,
          10868,
          11246,
          10869,
          11247,
          10870,
          11248,
          10871,
          11249,
          10872,
          11250,
          10873,
          11251,
          10874,
          11252,
          10875,
          11253,
          10876,
          11254,
          10877,
          11255,
          10878,
          11256,
          10879,
          11257,
          10880,
          11258,
          10881,
          11259,
          10882,
          11260,
          10883,
          11261,
          10884,
          11262,
          10885,
          11263,
          10886,
          11264,
          10887,
          11265,
          10888,
          11266,
          10889,
          11267,
          10890,
          11268,
          10891,
          11269,
          10892,
          11270,
          10893,
          11271,
          10894,
          11272,
          10895,
          11273,
          10896,
          11274,
          10897,
          11275,
          10898,
          11276,
          10899,
          11277,
          10900,
          11278,
          10901,
          11279,
          10902,
          11280,
          10903,
          11281,
          10904,
          11282,
          10905,
          11283,
          10906,
          11284,
          10907,
          11285,
          10908,
          11286,
          10909,
          11287,
          10910,
          11288,
          10911,
          11289,
          10912,
          11290,
          10913,
          11291,
          10914,
          11292,
          10915,
          11293,
          10916,
          11294,
          10917,
          11295,
          10918,
          11296,
          10919,
          11297,
          10920,
          11298,
          10921,
          11299,
          10922,
          11300,
          10923,
          11301,
          10924,
          11302,
          10925,
          11303,
          10926,
          11304,
          10927,
          11305,
          10928,
          11306,
          10929,
          11307,
          10930,
          11308,
          10931,
          11309,
          10932,
          11310,
          10933,
          11311,
          10934,
          11312,
          10935,
          11313,
          10936,
          11314,
          10937,
          11315,
          10938,
          11316,
          10939,
          11317,
          10940,
          11318,
          10941,
          11319,
          10942,
          11320,
          10943,
          11321,
          10944,
          11322,
          10945,
          11323,
          10946,
          11324,
          10947,
          11325,
          10948,
          11326,
          10949,
          11327,
          10950,
          11328,
          10951,
          11329,
          10952,
          11330,
          10953,
          11331,
          10954,
          11332,
          10955,
          11333,
          10956,
          11334,
          10957,
          11335,
          10958,
          11336,
          10959,
          11337,
          10960,
          11338,
          10961,
          11339,
          10962,
          11340,
          10963,
          11341,
          10964,
          11342,
          10965,
          11343,
          10966,
          11344,
          10967,
          11345,
          10968,
          11346,
          10969,
          11347,
          10970,
          11348,
          10971,
          11349,
          10972,
          11350,
          10973,
          11351,
          10974,
          11352,
          10975,
          11353,
          10976,
          11354,
          10977,
          11355,
          10978,
          11356,
          10979,
          11357,
          10980,
          11358,
          10981,
          11359,
          10982,
          11360,
          10983,
          11361,
          10984,
          11362,
          10985,
          11363,
          10986,
          11364,
          10987,
          11365,
          10988,
          11366,
          10989,
          11367,
          10990,
          11368,
          10991,
          11369,
          10992,
          11370,
          10993,
          11371,
          10994,
          11372,
          10995,
          11373,
          10996,
          11374,
          10997,
          11375,
          10998,
          11376,
          10999,
          11377,
          11000,
          11378,
          11001,
          11379,
          11002,
          11380,
          11003,
          11381,
          11004,
          11382,
          11005,
          11383,
          11006,
          11384,
          11007,
          11385,
          11008,
          11386,
          11009,
          11387,
          11010,
          11388,
          11011,
          11389,
          11012,
          11390,
          11013,
          11391,
          11014,
          11392,
          11015,
          11393,
          11016,
          11394,
          11017,
          11395,
          11018,
          11396,
          11019,
          11397,
          11398
         ],
         "k": [
          380,
          11021,
          759,
          11020,
          759,
          11021,
          381,
          11022,
          381,
          11022,
          382,
          11023,
          382,
          11023,
          383,
          11024,
          383,
          11024,
          384,
          11025,
          384,
          11025,
          385,
          11026,
          385,
          11026,
          386,
          11027,
          386,
          11027,
          387,
          11028,
          387,
          11028,
          388,
          11029,
          388,
          11029,
          389,
          11030,
          389,
          11030,
          390,
          11031,
          390,
          11031,
          391,
          11032,
          391,
          11032,
          392,
          11033,
          392,
          11033,
          393,
          11034,
          393,
          11034,
          394,
          11035,
          394,
          11035,
          395,
          11036,
          395,
          11036,
          396,
          11037,
          396,
          11037,
          397,
          11038,
          397,
          11038,
          398,
          11039,
          398,
          11039,
          399,
          11040,
          399,
          11040,
          400,
          11041,
          400,
          11041,
          401,
          11042,
          401,
          11042,
          402,
          11043,
          402,
          11043,
          403,
          11044,
          403,
          11044,
          404,
          11045,
          404,
          11045,
          405,
          11046,
          405,
          11046,
          406,
          11047,
          406,
          11047,
          407,
          11048,
          407,
          11048,
          408,
          11049,
          408,
          11049,
          409,
          11050,
          409,
          11050,
          410,
          11051,
          410,
          11051,
          411,
          11052,
          411,
          11052,
          412,
          11053,
          412,
          11053,
          413,
          11054,
          413,
          11054,
          414,
          11055,
          414,
          11055,
          415,
          11056,
          415,
          11056,
          416,
          11057,
          416,
          11057,
          417,
          11058,
          417,
          11058,
          418,
          11059,
          418,
          11059,
          419,
          11060,
          419,
          11060,
          420,
          11061,
          420,
          11061,
          421,
          11062,
          421,
          11062,
          422,
          11063,
          422,
          11063,
          423,
          11064,
          423,
          11064,
          424,
          11065,
          424,
          11065,
          425,
          11066,
          425,
          11066,
          426,
          11067,
          426,
          11067,
          427,
          11068,
          427,
          11068,
          428,
          11069,
          428,
          11069,
          429,
          11070,
          429,
          11070,
          430,
          11071,
          430,
          11071,
          431,
          11072,
          431,
          11072,
          432,
          11073,
          432,
          11073,
          433,
          11074,
          433,
          11074,
          434,
          11075,
          434,
          11075,
          435,
          11076,
          435,
          11076,
          436,
          11077,
          436,
          11077,
          437,
          11078,
          437,
          11078,
          438,
          11079,
          438,
          11079,
          439,
          11080,
          439,
          11080,
          440,
          11081,
          440,
          11081,
          441,
          11082,
          441,
          11082,
          442,
          11083,
          442,
          11083,
          443,
          11084,
          443,
          11084,
          444,
          11085,
          444,
          11085,
          445,
          11086,
          445,
          11086,
          446,
          11087,
          446,
          11087,
          447,
          11088,
          447,
          11088,
          448,
          11089,
          448,
          11089,
          449,
          11090,
          449,
          11090,
          450,
          11091,
          450,
          11091,
          451,
          11092,
          451,
          11092,
          452,
          11093,
          452,
          11093,
          453,
          11094,
          453,
          11094,
          454,
          11095,
          454,
          11095,
          455,
          11096,
          455,
          11096,
          456,
          11097,
          456,
          11097,
          457,
          11098,
          457,
          11098,
          458,
          11099,
          458,
          11099,
          459,
          11100,
          459,
          11100,
          460,
          11101,
          460,
          11101,
          461,
          11102,
          461,
          11102,
          462,
          11103,
          462,
          11103,
          463,
          11104,
          463,
          11104,
          464,
          11105,
          464,
          11105,
          465,
          11106,
          465,
          11106,
          466,
          11107,
          466,
          11107,
          467,
          11108,
          467,
          11108,
          468,
          11109,
          468,
          11109,
          469,
          11110,
          469,
          11110,
          470,
          11111,
          470,
          11111,
          471,
          11112,
          471,
          11112,
          472,
          11113,
          472,
          11113,
          473,
          11114,
          473,
          11114,
          474,
          11115,
          474,
          11115,
          475,
          11116,
          475,
          11116,
          476,
          11117,
          476,
          11117,
          477,
          11118,
          477,
          11118,
          478,
          11119,
          478,
          11119,
          479,
          11120,
          479,
          11120,
          480,
          11121,
          480,
          11121,
          481,
          11122,
          481,
          11122,
          482,
          11123,
          482,
          11123,
          483,
          11124,
          483,
          11124,
          484,
          11125,
          484,
          11125,
          485,
          11126,
          485,
          11126,
          486,
          11127,
          486,
          11127,
          487,
          11128,
          487,
          11128,
          488,
          11129,
          488,
          11129,
          489,
          11130,
          489,
          11130,
          490,
          11131,
          490,
          11131,
          491,
          11132,
          491,
          11132,
          492,
          11133,
          492,
          11133,
          493,
          11134,
          493,
          11134,
          494,
          11135,
          494,
          11135,
          495,
          11136,
          495,
          11136,
          496,
          11137,
          496,
          11137,
          497,
          11138,
          497,
          11138,
          498,
          11139,
          498,
          11139,
          499,
          11140,
          499,
          11140,
          500,
          11141,
          500,
          11141,
          501,
          11142,
          501,
          11142,
          502,
          11143,
          502,
          11143,
          503,
          11144,
          503,
          11144,
          504,
          11145,
          504,
          11145,
          505,
          11146,
          505,
          11146,
          506,
          11147,
          506,
          11147,
          507,
          11148,
          507,
          11148,
          508,
          11149,
          508,
          11149,
          509,
          11150,
          509,
          11150,
          510,
          11151,
          510,
          11151,
          511,
          11152,
          511,
          11152,
          512,
          11153,
          512,
          11153,
          513,
          11154,
          513,
          11154,
          514,
          11155,
          514,
          11155,
          515,
          11156,
          515,
          11156,
          516,
          11157,
          516,
          11157,
          517,
          11158,
          517,
          11158,
          518,
          11159,
          518,
          11159,
          519,
          11160,
          519,
          11160,
          520,
          11161,
          520,
          11161,
          521,
          11162,
          521,
          11162,
          522,
          11163,
          522,
          11163,
          523,
          11164,
          523,
          11164,
          524,
          11165,
          524,
          11165,
          525,
          11166,
          525,
          11166,
          526,
          11167,
          526,
          11167,
          527,
          11168,
          527,
          11168,
          528,
          11169,
          528,
          11169,
          529,
          11170,
          529,
          11170,
          530,
          11171,
          530,
          11171,
          531,
          11172,
          531,
          11172,
          532,
          11173,
          532,
          11173,
          533,
          11174,
          533,
          11174,
          534,
          11175,
          534,
          11175,
          535,
          11176,
          535,
          11176,
          536,
          11177,
          536,
          11177,
          537,
          11178,
          537,
          11178,
          538,
          11179,
          538,
          11179,
          539,
          11180,
          539,
          11180,
          540,
          11181,
          540,
          11181,
          541,
          11182,
          541,
          11182,
          542,
          11183,
          542,
          11183,
          543,
          11184,
          543,
          11184,
          544,
          11185,
          544,
          11185,
          545,
          11186,
          545,
          11186,
          546,
          11187,
          546,
          11187,
          547,
          11188,
          547,
          11188,
          548,
          11189,
          548,
          11189,
          549,
          11190,
          549,
          11190,
          550,
          11191,
          550,
          11191,
          551,
          11192,
          551,
          11192,
          552,
          11193,
          552,
          11193,
          553,
          11194,
          553,
          11194,
          554,
          11195,
          554,
          11195,
          555,
          11196,
          555,
          11196,
          556,
          11197,
          556,
          11197,
          557,
          11198,
          557,
          11198,
          558,
          11199,
          558,
          11199,
          559,
          11200,
          559,
          11200,
          560,
          11201,
          560,
          11201,
          561,
          11202,
          561,
          11202,
          562,
          11203,
          562,
          11203,
          563,
          11204,
          563,
          11204,
          564,
          11205,
          564,
          11205,
          565,
          11206,
          565,
          11206,
          566,
          11207,
          566,
          11207,
          567,
          11208,
          567,
          11208,
          568,
          11209,
          568,
          11209,
          569,
          11210,
          569,
          11210,
          570,
          11211,
          570,
          11211,
          571,
          11212,
          571,
          11212,
          572,
          11213,
          572,
          11213,
          573,
          11214,
          573,
          11214,
          574,
          11215,
          574,
          11215,
          575,
          11216,
          575,
          11216,
          576,
          11217,
          576,
          11217,
          577,
          11218,
          577,
          11218,
          578,
          11219,
          578,
          11219,
          579,
          11220,
          579,
          11220,
          580,
          11221,
          580,
          11221,
          581,
          11222,
          581,
          11222,
          582,
          11223,
          582,
          11223,
          583,
          11224,
          583,
          11224,
          584,
          11225,
          584,
          11225,
          585,
          11226,
          585,
          11226,
          586,
          11227,
          586,
          11227,
          587,
          11228,
          587,
          11228,
          588,
          11229,
          588,
          11229,
          589,
          11230,
          589,
          11230,
          590,
          11231,
          590,
          11231,
          591,
          11232,
          591,
          11232,
          592,
          11233,
          592,
          11233,
          593,
          11234,
          593,
          11234,
          594,
          11235,
          594,
          11235,
          595,
          11236,
          595,
          11236,
          596,
          11237,
          596,
          11237,
          597,
          11238,
          597,
          11238,
          598,
          11239,
          598,
          11239,
          599,
          11240,
          599,
          11240,
          600,
          11241,
          600,
          11241,
          601,
          11242,
          601,
          11242,
          602,
          11243,
          602,
          11243,
          603,
          11244,
          603,
          11244,
          604,
          11245,
          604,
          11245,
          605,
          11246,
          605,
          11246,
          606,
          11247,
          606,
          11247,
          607,
          11248,
          607,
          11248,
          608,
          11249,
          608,
          11249,
          609,
          11250,
          609,
          11250,
          610,
          11251,
          610,
          11251,
          611,
          11252,
          611,
          11252,
          612,
          11253,
          612,
          11253,
          613,
          11254,
          613,
          11254,
          614,
          11255,
          614,
          11255,
          615,
          11256,
          615,
          11256,
          616,
          11257,
          616,
          11257,
          617,
          11258,
          617,
          11258,
          618,
          11259,
          618,
          11259,
          619,
          11260,
          619,
          11260,
          620,
          11261,
          620,
          11261,
          621,
          11262,
          621,
          11262,
          622,
          11263,
          622,
          11263,
          623,
          11264,
          623,
          11264,
          624,
          11265,
          624,
          11265,
          625,
          11266,
          625,
          11266,
          626,
          11267,
          626,
          11267,
          627,
          11268,
          627,
          11268,
          628,
          11269,
          628,
          11269,
          629,
          11270,
          629,
          11270,
          630,
          11271,
          630,
          11271,
          631,
          11272,
          631,
          11272,
          632,
          11273,
          632,
          11273,
          633,
          11274,
          633,
          11274,
          634,
          11275,
          634,
          11275,
          635,
          11276,
          635,
          11276,
          636,
          11277,
          636,
          11277,
          637,
          11278,
          637,
          11278,
          638,
          11279,
          638,
          11279,
          639,
          11280,
          639,
          11280,
          640,
          11281,
          640,
          11281,
          641,
          11282,
          641,
          11282,
          642,
          11283,
          642,
          11283,
          643,
          11284,
          643,
          11284,
          644,
          11285,
          644,
          11285,
          645,
          11286,
          645,
          11286,
          646,
          11287,
          646,
          11287,
          647,
          11288,
          647,
          11288,
          648,
          11289,
          648,
          11289,
          649,
          11290,
          649,
          11290,
          650,
          11291,
          650,
          11291,
          651,
          11292,
          651,
          11292,
          652,
          11293,
          652,
          11293,
          653,
          11294,
          653,
          11294,
          654,
          11295,
          654,
          11295,
          655,
          11296,
          655,
          11296,
          656,
          11297,
          656,
          11297,
          657,
          11298,
          657,
          11298,
          658,
          11299,
          658,
          11299,
          659,
          11300,
          659,
          11300,
          660,
          11301,
          660,
          11301,
          661,
          11302,
          661,
          11302,
          662,
          11303,
          662,
          11303,
          663,
          11304,
          663,
          11304,
          664,
          11305,
          664,
          11305,
          665,
          11306,
          665,
          11306,
          666,
          11307,
          666,
          11307,
          667,
          11308,
          667,
          11308,
          668,
          11309,
          668,
          11309,
          669,
          11310,
          669,
          11310,
          670,
          11311,
          670,
          11311,
          671,
          11312,
          671,
          11312,
          672,
          11313,
          672,
          11313,
          673,
          11314,
          673,
          11314,
          674,
          11315,
          674,
          11315,
          675,
          11316,
          675,
          11316,
          676,
          11317,
          676,
          11317,
          677,
          11318,
          677,
          11318,
          678,
          11319,
          678,
          11319,
          679,
          11320,
          679,
          11320,
          680,
          11321,
          680,
          11321,
          681,
          11322,
          681,
          11322,
          682,
          11323,
          682,
          11323,
          683,
          11324,
          683,
          11324,
          684,
          11325,
          684,
          11325,
          685,
          11326,
          685,
          11326,
          686,
          11327,
          686,
          11327,
          687,
          11328,
          687,
          11328,
          688,
          11329,
          688,
          11329,
          689,
          11330,
          689,
          11330,
          690,
          11331,
          690,
          11331,
          691,
          11332,
          691,
          11332,
          692,
          11333,
          692,
          11333,
          693,
          11334,
          693,
          11334,
          694,
          11335,
          694,
          11335,
          695,
          11336,
          695,
          11336,
          696,
          11337,
          696,
          11337,
          697,
          11338,
          697,
          11338,
          698,
          11339,
          698,
          11339,
          699,
          11340,
          699,
          11340,
          700,
          11341,
          700,
          11341,
          701,
          11342,
          701,
          11342,
          702,
          11343,
          702,
          11343,
          703,
          11344,
          703,
          11344,
          704,
          11345,
          704,
          11345,
          705,
          11346,
          705,
          11346,
          706,
          11347,
          706,
          11347,
          707,
          11348,
          707,
          11348,
          708,
          11349,
          708,
          11349,
          709,
          11350,
          709,
          11350,
          710,
          11351,
          710,
          11351,
          711,
          11352,
          711,
          11352,
          712,
          11353,
          712,
          11353,
          713,
          11354,
          713,
          11354,
          714,
          11355,
          714,
          11355,
          715,
          11356,
          715,
          11356,
          716,
          11357,
          716,
          11357,
          717,
          11358,
          717,
          11358,
          718,
          11359,
          718,
          11359,
          719,
          11360,
          719,
          11360,
          720,
          11361,
          720,
          11361,
          721,
          11362,
          721,
          11362,
          722,
          11363,
          722,
          11363,
          723,
          11364,
          723,
          11364,
          724,
          11365,
          724,
          11365,
          725,
          11366,
          725,
          11366,
          726,
          11367,
          726,
          11367,
          727,
          11368,
          727,
          11368,
          728,
          11369,
          728,
          11369,
          729,
          11370,
          729,
          11370,
          730,
          11371,
          730,
          11371,
          731,
          11372,
          731,
          11372,
          732,
          11373,
          732,
          11373,
          733,
          11374,
          733,
          11374,
          734,
          11375,
          734,
          11375,
          735,
          11376,
          735,
          11376,
          736,
          11377,
          736,
          11377,
          737,
          11378,
          737,
          11378,
          738,
          11379,
          738,
          11379,
          739,
          11380,
          739,
          11380,
          740,
          11381,
          740,
          11381,
          741,
          11382,
          741,
          11382,
          742,
          11383,
          742,
          11383,
          743,
          11384,
          743,
          11384,
          744,
          11385,
          744,
          11385,
          745,
          11386,
          745,
          11386,
          746,
          11387,
          746,
          11387,
          747,
          11388,
          747,
          11388,
          748,
          11389,
          748,
          11389,
          749,
          11390,
          749,
          11390,
          750,
          11391,
          750,
          11391,
          751,
          11392,
          751,
          11392,
          752,
          11393,
          752,
          11393,
          753,
          11394,
          753,
          11394,
          754,
          11395,
          754,
          11395,
          755,
          11396,
          755,
          11396,
          756,
          11397,
          756,
          11397,
          757,
          11398,
          757,
          11398,
          758,
          11399,
          758,
          11399,
          759,
          11399,
          760,
          1139,
          1139,
          761,
          761,
          762,
          762,
          763,
          763,
          764,
          764,
          765,
          765,
          766,
          766,
          767,
          767,
          768,
          768,
          769,
          769,
          770,
          770,
          771,
          771,
          772,
          772,
          773,
          773,
          774,
          774,
          775,
          775,
          776,
          776,
          777,
          777,
          778,
          778,
          779,
          779,
          780,
          780,
          781,
          781,
          782,
          782,
          783,
          783,
          784,
          784,
          785,
          785,
          786,
          786,
          787,
          787,
          788,
          788,
          789,
          789,
          790,
          790,
          791,
          791,
          792,
          792,
          793,
          793,
          794,
          794,
          795,
          795,
          796,
          796,
          797,
          797,
          798,
          798,
          799,
          799,
          800,
          800,
          801,
          801,
          802,
          802,
          803,
          803,
          804,
          804,
          805,
          805,
          806,
          806,
          807,
          807,
          808,
          808,
          809,
          809,
          810,
          810,
          811,
          811,
          812,
          812,
          813,
          813,
          814,
          814,
          815,
          815,
          816,
          816,
          817,
          817,
          818,
          818,
          819,
          819,
          820,
          820,
          821,
          821,
          822,
          822,
          823,
          823,
          824,
          824,
          825,
          825,
          826,
          826,
          827,
          827,
          828,
          828,
          829,
          829,
          830,
          830,
          831,
          831,
          832,
          832,
          833,
          833,
          834,
          834,
          835,
          835,
          836,
          836,
          837,
          837,
          838,
          838,
          839,
          839,
          840,
          840,
          841,
          841,
          842,
          842,
          843,
          843,
          844,
          844,
          845,
          845,
          846,
          846,
          847,
          847,
          848,
          848,
          849,
          849,
          850,
          850,
          851,
          851,
          852,
          852,
          853,
          853,
          854,
          854,
          855,
          855,
          856,
          856,
          857,
          857,
          858,
          858,
          859,
          859,
          860,
          860,
          861,
          861,
          862,
          862,
          863,
          863,
          864,
          864,
          865,
          865,
          866,
          866,
          867,
          867,
          868,
          868,
          869,
          869,
          870,
          870,
          871,
          871,
          872,
          872,
          873,
          873,
          874,
          874,
          875,
          875,
          876,
          876,
          877,
          877,
          878,
          878,
          879,
          879,
          880,
          880,
          881,
          881,
          882,
          882,
          883,
          883,
          884,
          884,
          885,
          885,
          886,
          886,
          887,
          887,
          888,
          888,
          889,
          889,
          890,
          890,
          891,
          891,
          892,
          892,
          893,
          893,
          894,
          894,
          895,
          895,
          896,
          896,
          897,
          897,
          898,
          898,
          899,
          899,
          900,
          900,
          901,
          901,
          902,
          902,
          903,
          903,
          904,
          904,
          905,
          905,
          906,
          906,
          907,
          907,
          908,
          908,
          909,
          909,
          910,
          910,
          911,
          911,
          912,
          912,
          913,
          913,
          914,
          914,
          915,
          915,
          916,
          916,
          917,
          917,
          918,
          918,
          919,
          919,
          920,
          920,
          921,
          921,
          922,
          922,
          923,
          923,
          924,
          924,
          925,
          925,
          926,
          926,
          927,
          927,
          928,
          928,
          929,
          929,
          930,
          930,
          931,
          931,
          932,
          932,
          933,
          933,
          934,
          934,
          935,
          935,
          936,
          936,
          937,
          937,
          938,
          938,
          939,
          939,
          940,
          940,
          941,
          941,
          942,
          942,
          943,
          943,
          944,
          944,
          945,
          945,
          946,
          946,
          947,
          947,
          948,
          948,
          949,
          949,
          950,
          950,
          951,
          951,
          952,
          952,
          953,
          953,
          954,
          954,
          955,
          955,
          956,
          956,
          957,
          957,
          958,
          958,
          959,
          959,
          960,
          960,
          961,
          961,
          962,
          962,
          963,
          963,
          964,
          964,
          965,
          965,
          966,
          966,
          967,
          967,
          968,
          968,
          969,
          969,
          970,
          970,
          971,
          971,
          972,
          972,
          973,
          973,
          974,
          974,
          975,
          975,
          976,
          976,
          977,
          977,
          978,
          978,
          979,
          979,
          980,
          980,
          981,
          981,
          982,
          982,
          983,
          983,
          984,
          984,
          985,
          985,
          986,
          986,
          987,
          987,
          988,
          988,
          989,
          989,
          990,
          990,
          991,
          991,
          992,
          992,
          993,
          993,
          994,
          994,
          995,
          995,
          996,
          996,
          997,
          997,
          998,
          998,
          999,
          999,
          1000,
          1000,
          1001,
          1001,
          1002,
          1002,
          1003,
          1003,
          1004,
          1004,
          1005,
          1005,
          1006,
          1006,
          1007,
          1007,
          1008,
          1008,
          1009,
          1009,
          1010,
          1010,
          1011,
          1011,
          1012,
          1012,
          1013,
          1013,
          1014,
          1014,
          1015,
          1015,
          1016,
          1016,
          1017,
          1017,
          1018,
          1018,
          1019,
          1019,
          1020,
          1020,
          1021,
          1021,
          1022,
          1022,
          1023,
          1023,
          1024,
          1024,
          1025,
          1025,
          1026,
          1026,
          1027,
          1027,
          1028,
          1028,
          1029,
          1029,
          1030,
          1030,
          1031,
          1031,
          1032,
          1032,
          1033,
          1033,
          1034,
          1034,
          1035,
          1035,
          1036,
          1036,
          1037,
          1037,
          1038,
          1038,
          1039,
          1039,
          1040,
          1040,
          1041,
          1041,
          1042,
          1042,
          1043,
          1043,
          1044,
          1044,
          1045,
          1045,
          1046,
          1046,
          1047,
          1047,
          1048,
          1048,
          1049,
          1049,
          1050,
          1050,
          1051,
          1051,
          1052,
          1052,
          1053,
          1053,
          1054,
          1054,
          1055,
          1055,
          1056,
          1056,
          1057,
          1057,
          1058,
          1058,
          1059,
          1059,
          1060,
          1060,
          1061,
          1061,
          1062,
          1062,
          1063,
          1063,
          1064,
          1064,
          1065,
          1065,
          1066,
          1066,
          1067,
          1067,
          1068,
          1068,
          1069,
          1069,
          1070,
          1070,
          1071,
          1071,
          1072,
          1072,
          1073,
          1073,
          1074,
          1074,
          1075,
          1075,
          1076,
          1076,
          1077,
          1077,
          1078,
          1078,
          1079,
          1079,
          1080,
          1080,
          1081,
          1081,
          1082,
          1082,
          1083,
          1083,
          1084,
          1084,
          1085,
          1085,
          1086,
          1086,
          1087,
          1087,
          1088,
          1088,
          1089,
          1089,
          1090,
          1090,
          1091,
          1091,
          1092,
          1092,
          1093,
          1093,
          1094,
          1094,
          1095,
          1095,
          1096,
          1096,
          1097,
          1097,
          1098,
          1098,
          1099,
          1099,
          1100,
          1100,
          1101,
          1101,
          1102,
          1102,
          1103,
          1103,
          1104,
          1104,
          1105,
          1105,
          1106,
          1106,
          1107,
          1107,
          1108,
          1108,
          1109,
          1109,
          1110,
          1110,
          1111,
          1111,
          1112,
          1112,
          1113,
          1113,
          1114,
          1114,
          1115,
          1115,
          1116,
          1116,
          1117,
          1117,
          1118,
          1118,
          1119,
          1119,
          1120,
          1120,
          1121,
          1121,
          1122,
          1122,
          1123,
          1123,
          1124,
          1124,
          1125,
          1125,
          1126,
          1126,
          1127,
          1127,
          1128,
          1128,
          1129,
          1129,
          1130,
          1130,
          1131,
          1131,
          1132,
          1132,
          1133,
          1133,
          1134,
          1134,
          1135,
          1135,
          1136,
          1136,
          1137,
          1137,
          1138,
          1138,
          1139,
          1140,
          1519,
          1519,
          1141,
          1141,
          1142,
          1142,
          1143,
          1143,
          1144,
          1144,
          1145,
          1145,
          1146,
          1146,
          1147,
          1147,
          1148,
          1148,
          1149,
          1149,
          1150,
          1150,
          1151,
          1151,
          1152,
          1152,
          1153,
          1153,
          1154,
          1154,
          1155,
          1155,
          1156,
          1156,
          1157,
          1157,
          1158,
          1158,
          1159,
          1159,
          1160,
          1160,
          1161,
          1161,
          1162,
          1162,
          1163,
          1163,
          1164,
          1164,
          1165,
          1165,
          1166,
          1166,
          1167,
          1167,
          1168,
          1168,
          1169,
          1169,
          1170,
          1170,
          1171,
          1171,
          1172,
          1172,
          1173,
          1173,
          1174,
          1174,
          1175,
          1175,
          1176,
          1176,
          1177,
          1177,
          1178,
          1178,
          1179,
          1179,
          1180,
          1180,
          1181,
          1181,
          1182,
          1182,
          1183,
          1183,
          1184,
          1184,
          1185,
          1185,
          1186,
          1186,
          1187,
          1187,
          1188,
          1188,
          1189,
          1189,
          1190,
          1190,
          1191,
          1191,
          1192,
          1192,
          1193,
          1193,
          1194,
          1194,
          1195,
          1195,
          1196,
          1196,
          1197,
          1197,
          1198,
          1198,
          1199,
          1199,
          1200,
          1200,
          1201,
          1201,
          1202,
          1202,
          1203,
          1203,
          1204,
          1204,
          1205,
          1205,
          1206,
          1206,
          1207,
          1207,
          1208,
          1208,
          1209,
          1209,
          1210,
          1210,
          1211,
          1211,
          1212,
          1212,
          1213,
          1213,
          1214,
          1214,
          1215,
          1215,
          1216,
          1216,
          1217,
          1217,
          1218,
          1218,
          1219,
          1219,
          1220,
          1220,
          1221,
          1221,
          1222,
          1222,
          1223,
          1223,
          1224,
          1224,
          1225,
          1225,
          1226,
          1226,
          1227,
          1227,
          1228,
          1228,
          1229,
          1229,
          1230,
          1230,
          1231,
          1231,
          1232,
          1232,
          1233,
          1233,
          1234,
          1234,
          1235,
          1235,
          1236,
          1236,
          1237,
          1237,
          1238,
          1238,
          1239,
          1239,
          1240,
          1240,
          1241,
          1241,
          1242,
          1242,
          1243,
          1243,
          1244,
          1244,
          1245,
          1245,
          1246,
          1246,
          1247,
          1247,
          1248,
          1248,
          1249,
          1249,
          1250,
          1250,
          1251,
          1251,
          1252,
          1252,
          1253,
          1253,
          1254,
          1254,
          1255,
          1255,
          1256,
          1256,
          1257,
          1257,
          1258,
          1258,
          1259,
          1259,
          1260,
          1260,
          1261,
          1261,
          1262,
          1262,
          1263,
          1263,
          1264,
          1264,
          1265,
          1265,
          1266,
          1266,
          1267,
          1267,
          1268,
          1268,
          1269,
          1269,
          1270,
          1270,
          1271,
          1271,
          1272,
          1272,
          1273,
          1273,
          1274,
          1274,
          1275,
          1275,
          1276,
          1276,
          1277,
          1277,
          1278,
          1278,
          1279,
          1279,
          1280,
          1280,
          1281,
          1281,
          1282,
          1282,
          1283,
          1283,
          1284,
          1284,
          1285,
          1285,
          1286,
          1286,
          1287,
          1287,
          1288,
          1288,
          1289,
          1289,
          1290,
          1290,
          1291,
          1291,
          1292,
          1292,
          1293,
          1293,
          1294,
          1294,
          1295,
          1295,
          1296,
          1296,
          1297,
          1297,
          1298,
          1298,
          1299,
          1299,
          1300,
          1300,
          1301,
          1301,
          1302,
          1302,
          1303,
          1303,
          1304,
          1304,
          1305,
          1305,
          1306,
          1306,
          1307,
          1307,
          1308,
          1308,
          1309,
          1309,
          1310,
          1310,
          1311,
          1311,
          1312,
          1312,
          1313,
          1313,
          1314,
          1314,
          1315,
          1315,
          1316,
          1316,
          1317,
          1317,
          1318,
          1318,
          1319,
          1319,
          1320,
          1320,
          1321,
          1321,
          1322,
          1322,
          1323,
          1323,
          1324,
          1324,
          1325,
          1325,
          1326,
          1326,
          1327,
          1327,
          1328,
          1328,
          1329,
          1329,
          1330,
          1330,
          1331,
          1331,
          1332,
          1332,
          1333,
          1333,
          1334,
          1334,
          1335,
          1335,
          1336,
          1336,
          1337,
          1337,
          1338,
          1338,
          1339,
          1339,
          1340,
          1340,
          1341,
          1341,
          1342,
          1342,
          1343,
          1343,
          1344,
          1344,
          1345,
          1345,
          1346,
          1346,
          1347,
          1347,
          1348,
          1348,
          1349,
          1349,
          1350,
          1350,
          1351,
          1351,
          1352,
          1352,
          1353,
          1353,
          1354,
          1354,
          1355,
          1355,
          1356,
          1356,
          1357,
          1357,
          1358,
          1358,
          1359,
          1359,
          1360,
          1360,
          1361,
          1361,
          1362,
          1362,
          1363,
          1363,
          1364,
          1364,
          1365,
          1365,
          1366,
          1366,
          1367,
          1367,
          1368,
          1368,
          1369,
          1369,
          1370,
          1370,
          1371,
          1371,
          1372,
          1372,
          1373,
          1373,
          1374,
          1374,
          1375,
          1375,
          1376,
          1376,
          1377,
          1377,
          1378,
          1378,
          1379,
          1379,
          1380,
          1380,
          1381,
          1381,
          1382,
          1382,
          1383,
          1383,
          1384,
          1384,
          1385,
          1385,
          1386,
          1386,
          1387,
          1387,
          1388,
          1388,
          1389,
          1389,
          1390,
          1390,
          1391,
          1391,
          1392,
          1392,
          1393,
          1393,
          1394,
          1394,
          1395,
          1395,
          1396,
          1396,
          1397,
          1397,
          1398,
          1398,
          1399,
          1399,
          1400,
          1400,
          1401,
          1401,
          1402,
          1402,
          1403,
          1403,
          1404,
          1404,
          1405,
          1405,
          1406,
          1406,
          1407,
          1407,
          1408,
          1408,
          1409,
          1409,
          1410,
          1410,
          1411,
          1411,
          1412,
          1412,
          1413,
          1413,
          1414,
          1414,
          1415,
          1415,
          1416,
          1416,
          1417,
          1417,
          1418,
          1418,
          1419,
          1419,
          1420,
          1420,
          1421,
          1421,
          1422,
          1422,
          1423,
          1423,
          1424,
          1424,
          1425,
          1425,
          1426,
          1426,
          1427,
          1427,
          1428,
          1428,
          1429,
          1429,
          1430,
          1430,
          1431,
          1431,
          1432,
          1432,
          1433,
          1433,
          1434,
          1434,
          1435,
          1435,
          1436,
          1436,
          1437,
          1437,
          1438,
          1438,
          1439,
          1439,
          1440,
          1440,
          1441,
          1441,
          1442,
          1442,
          1443,
          1443,
          1444,
          1444,
          1445,
          1445,
          1446,
          1446,
          1447,
          1447,
          1448,
          1448,
          1449,
          1449,
          1450,
          1450,
          1451,
          1451,
          1452,
          1452,
          1453,
          1453,
          1454,
          1454,
          1455,
          1455,
          1456,
          1456,
          1457,
          1457,
          1458,
          1458,
          1459,
          1459,
          1460,
          1460,
          1461,
          1461,
          1462,
          1462,
          1463,
          1463,
          1464,
          1464,
          1465,
          1465,
          1466,
          1466,
          1467,
          1467,
          1468,
          1468,
          1469,
          1469,
          1470,
          1470,
          1471,
          1471,
          1472,
          1472,
          1473,
          1473,
          1474,
          1474,
          1475,
          1475,
          1476,
          1476,
          1477,
          1477,
          1478,
          1478,
          1479,
          1479,
          1480,
          1480,
          1481,
          1481,
          1482,
          1482,
          1483,
          1483,
          1484,
          1484,
          1485,
          1485,
          1486,
          1486,
          1487,
          1487,
          1488,
          1488,
          1489,
          1489,
          1490,
          1490,
          1491,
          1491,
          1492,
          1492,
          1493,
          1493,
          1494,
          1494,
          1495,
          1495,
          1496,
          1496,
          1497,
          1497,
          1498,
          1498,
          1499,
          1499,
          1500,
          1500,
          1501,
          1501,
          1502,
          1502,
          1503,
          1503,
          1504,
          1504,
          1505,
          1505,
          1506,
          1506,
          1507,
          1507,
          1508,
          1508,
          1509,
          1509,
          1510,
          1510,
          1511,
          1511,
          1512,
          1512,
          1513,
          1513,
          1514,
          1514,
          1515,
          1515,
          1516,
          1516,
          1517,
          1517,
          1518,
          1518,
          1519,
          1520,
          1899,
          1899,
          1521,
          1521,
          1522,
          1522,
          1523,
          1523,
          1524,
          1524,
          1525,
          1525,
          1526,
          1526,
          1527,
          1527,
          1528,
          1528,
          1529,
          1529,
          1530,
          1530,
          1531,
          1531,
          1532,
          1532,
          1533,
          1533,
          1534,
          1534,
          1535,
          1535,
          1536,
          1536,
          1537,
          1537,
          1538,
          1538,
          1539,
          1539,
          1540,
          1540,
          1541,
          1541,
          1542,
          1542,
          1543,
          1543,
          1544,
          1544,
          1545,
          1545,
          1546,
          1546,
          1547,
          1547,
          1548,
          1548,
          1549,
          1549,
          1550,
          1550,
          1551,
          1551,
          1552,
          1552,
          1553,
          1553,
          1554,
          1554,
          1555,
          1555,
          1556,
          1556,
          1557,
          1557,
          1558,
          1558,
          1559,
          1559,
          1560,
          1560,
          1561,
          1561,
          1562,
          1562,
          1563,
          1563,
          1564,
          1564,
          1565,
          1565,
          1566,
          1566,
          1567,
          1567,
          1568,
          1568,
          1569,
          1569,
          1570,
          1570,
          1571,
          1571,
          1572,
          1572,
          1573,
          1573,
          1574,
          1574,
          1575,
          1575,
          1576,
          1576,
          1577,
          1577,
          1578,
          1578,
          1579,
          1579,
          1580,
          1580,
          1581,
          1581,
          1582,
          1582,
          1583,
          1583,
          1584,
          1584,
          1585,
          1585,
          1586,
          1586,
          1587,
          1587,
          1588,
          1588,
          1589,
          1589,
          1590,
          1590,
          1591,
          1591,
          1592,
          1592,
          1593,
          1593,
          1594,
          1594,
          1595,
          1595,
          1596,
          1596,
          1597,
          1597,
          1598,
          1598,
          1599,
          1599,
          1600,
          1600,
          1601,
          1601,
          1602,
          1602,
          1603,
          1603,
          1604,
          1604,
          1605,
          1605,
          1606,
          1606,
          1607,
          1607,
          1608,
          1608,
          1609,
          1609,
          1610,
          1610,
          1611,
          1611,
          1612,
          1612,
          1613,
          1613,
          1614,
          1614,
          1615,
          1615,
          1616,
          1616,
          1617,
          1617,
          1618,
          1618,
          1619,
          1619,
          1620,
          1620,
          1621,
          1621,
          1622,
          1622,
          1623,
          1623,
          1624,
          1624,
          1625,
          1625,
          1626,
          1626,
          1627,
          1627,
          1628,
          1628,
          1629,
          1629,
          1630,
          1630,
          1631,
          1631,
          1632,
          1632,
          1633,
          1633,
          1634,
          1634,
          1635,
          1635,
          1636,
          1636,
          1637,
          1637,
          1638,
          1638,
          1639,
          1639,
          1640,
          1640,
          1641,
          1641,
          1642,
          1642,
          1643,
          1643,
          1644,
          1644,
          1645,
          1645,
          1646,
          1646,
          1647,
          1647,
          1648,
          1648,
          1649,
          1649,
          1650,
          1650,
          1651,
          1651,
          1652,
          1652,
          1653,
          1653,
          1654,
          1654,
          1655,
          1655,
          1656,
          1656,
          1657,
          1657,
          1658,
          1658,
          1659,
          1659,
          1660,
          1660,
          1661,
          1661,
          1662,
          1662,
          1663,
          1663,
          1664,
          1664,
          1665,
          1665,
          1666,
          1666,
          1667,
          1667,
          1668,
          1668,
          1669,
          1669,
          1670,
          1670,
          1671,
          1671,
          1672,
          1672,
          1673,
          1673,
          1674,
          1674,
          1675,
          1675,
          1676,
          1676,
          1677,
          1677,
          1678,
          1678,
          1679,
          1679,
          1680,
          1680,
          1681,
          1681,
          1682,
          1682,
          1683,
          1683,
          1684,
          1684,
          1685,
          1685,
          1686,
          1686,
          1687,
          1687,
          1688,
          1688,
          1689,
          1689,
          1690,
          1690,
          1691,
          1691,
          1692,
          1692,
          1693,
          1693,
          1694,
          1694,
          1695,
          1695,
          1696,
          1696,
          1697,
          1697,
          1698,
          1698,
          1699,
          1699,
          1700,
          1700,
          1701,
          1701,
          1702,
          1702,
          1703,
          1703,
          1704,
          1704,
          1705,
          1705,
          1706,
          1706,
          1707,
          1707,
          1708,
          1708,
          1709,
          1709,
          1710,
          1710,
          1711,
          1711,
          1712,
          1712,
          1713,
          1713,
          1714,
          1714,
          1715,
          1715,
          1716,
          1716,
          1717,
          1717,
          1718,
          1718,
          1719,
          1719,
          1720,
          1720,
          1721,
          1721,
          1722,
          1722,
          1723,
          1723,
          1724,
          1724,
          1725,
          1725,
          1726,
          1726,
          1727,
          1727,
          1728,
          1728,
          1729,
          1729,
          1730,
          1730,
          1731,
          1731,
          1732,
          1732,
          1733,
          1733,
          1734,
          1734,
          1735,
          1735,
          1736,
          1736,
          1737,
          1737,
          1738,
          1738,
          1739,
          1739,
          1740,
          1740,
          1741,
          1741,
          1742,
          1742,
          1743,
          1743,
          1744,
          1744,
          1745,
          1745,
          1746,
          1746,
          1747,
          1747,
          1748,
          1748,
          1749,
          1749,
          1750,
          1750,
          1751,
          1751,
          1752,
          1752,
          1753,
          1753,
          1754,
          1754,
          1755,
          1755,
          1756,
          1756,
          1757,
          1757,
          1758,
          1758,
          1759,
          1759,
          1760,
          1760,
          1761,
          1761,
          1762,
          1762,
          1763,
          1763,
          1764,
          1764,
          1765,
          1765,
          1766,
          1766,
          1767,
          1767,
          1768,
          1768,
          1769,
          1769,
          1770,
          1770,
          1771,
          1771,
          1772,
          1772,
          1773,
          1773,
          1774,
          1774,
          1775,
          1775,
          1776,
          1776,
          1777,
          1777,
          1778,
          1778,
          1779,
          1779,
          1780,
          1780,
          1781,
          1781,
          1782,
          1782,
          1783,
          1783,
          1784,
          1784,
          1785,
          1785,
          1786,
          1786,
          1787,
          1787,
          1788,
          1788,
          1789,
          1789,
          1790,
          1790,
          1791,
          1791,
          1792,
          1792,
          1793,
          1793,
          1794,
          1794,
          1795,
          1795,
          1796,
          1796,
          1797,
          1797,
          1798,
          1798,
          1799,
          1799,
          1800,
          1800,
          1801,
          1801,
          1802,
          1802,
          1803,
          1803,
          1804,
          1804,
          1805,
          1805,
          1806,
          1806,
          1807,
          1807,
          1808,
          1808,
          1809,
          1809,
          1810,
          1810,
          1811,
          1811,
          1812,
          1812,
          1813,
          1813,
          1814,
          1814,
          1815,
          1815,
          1816,
          1816,
          1817,
          1817,
          1818,
          1818,
          1819,
          1819,
          1820,
          1820,
          1821,
          1821,
          1822,
          1822,
          1823,
          1823,
          1824,
          1824,
          1825,
          1825,
          1826,
          1826,
          1827,
          1827,
          1828,
          1828,
          1829,
          1829,
          1830,
          1830,
          1831,
          1831,
          1832,
          1832,
          1833,
          1833,
          1834,
          1834,
          1835,
          1835,
          1836,
          1836,
          1837,
          1837,
          1838,
          1838,
          1839,
          1839,
          1840,
          1840,
          1841,
          1841,
          1842,
          1842,
          1843,
          1843,
          1844,
          1844,
          1845,
          1845,
          1846,
          1846,
          1847,
          1847,
          1848,
          1848,
          1849,
          1849,
          1850,
          1850,
          1851,
          1851,
          1852,
          1852,
          1853,
          1853,
          1854,
          1854,
          1855,
          1855,
          1856,
          1856,
          1857,
          1857,
          1858,
          1858,
          1859,
          1859,
          1860,
          1860,
          1861,
          1861,
          1862,
          1862,
          1863,
          1863,
          1864,
          1864,
          1865,
          1865,
          1866,
          1866,
          1867,
          1867,
          1868,
          1868,
          1869,
          1869,
          1870,
          1870,
          1871,
          1871,
          1872,
          1872,
          1873,
          1873,
          1874,
          1874,
          1875,
          1875,
          1876,
          1876,
          1877,
          1877,
          1878,
          1878,
          1879,
          1879,
          1880,
          1880,
          1881,
          1881,
          1882,
          1882,
          1883,
          1883,
          1884,
          1884,
          1885,
          1885,
          1886,
          1886,
          1887,
          1887,
          1888,
          1888,
          1889,
          1889,
          1890,
          1890,
          1891,
          1891,
          1892,
          1892,
          1893,
          1893,
          1894,
          1894,
          1895,
          1895,
          1896,
          1896,
          1897,
          1897,
          1898,
          1898,
          1899,
          1900,
          2279,
          2279,
          1901,
          1901,
          1902,
          1902,
          1903,
          1903,
          1904,
          1904,
          1905,
          1905,
          1906,
          1906,
          1907,
          1907,
          1908,
          1908,
          1909,
          1909,
          1910,
          1910,
          1911,
          1911,
          1912,
          1912,
          1913,
          1913,
          1914,
          1914,
          1915,
          1915,
          1916,
          1916,
          1917,
          1917,
          1918,
          1918,
          1919,
          1919,
          1920,
          1920,
          1921,
          1921,
          1922,
          1922,
          1923,
          1923,
          1924,
          1924,
          1925,
          1925,
          1926,
          1926,
          1927,
          1927,
          1928,
          1928,
          1929,
          1929,
          1930,
          1930,
          1931,
          1931,
          1932,
          1932,
          1933,
          1933,
          1934,
          1934,
          1935,
          1935,
          1936,
          1936,
          1937,
          1937,
          1938,
          1938,
          1939,
          1939,
          1940,
          1940,
          1941,
          1941,
          1942,
          1942,
          1943,
          1943,
          1944,
          1944,
          1945,
          1945,
          1946,
          1946,
          1947,
          1947,
          1948,
          1948,
          1949,
          1949,
          1950,
          1950,
          1951,
          1951,
          1952,
          1952,
          1953,
          1953,
          1954,
          1954,
          1955,
          1955,
          1956,
          1956,
          1957,
          1957,
          1958,
          1958,
          1959,
          1959,
          1960,
          1960,
          1961,
          1961,
          1962,
          1962,
          1963,
          1963,
          1964,
          1964,
          1965,
          1965,
          1966,
          1966,
          1967,
          1967,
          1968,
          1968,
          1969,
          1969,
          1970,
          1970,
          1971,
          1971,
          1972,
          1972,
          1973,
          1973,
          1974,
          1974,
          1975,
          1975,
          1976,
          1976,
          1977,
          1977,
          1978,
          1978,
          1979,
          1979,
          1980,
          1980,
          1981,
          1981,
          1982,
          1982,
          1983,
          1983,
          1984,
          1984,
          1985,
          1985,
          1986,
          1986,
          1987,
          1987,
          1988,
          1988,
          1989,
          1989,
          1990,
          1990,
          1991,
          1991,
          1992,
          1992,
          1993,
          1993,
          1994,
          1994,
          1995,
          1995,
          1996,
          1996,
          1997,
          1997,
          1998,
          1998,
          1999,
          1999,
          2000,
          2000,
          2001,
          2001,
          2002,
          2002,
          2003,
          2003,
          2004,
          2004,
          2005,
          2005,
          2006,
          2006,
          2007,
          2007,
          2008,
          2008,
          2009,
          2009,
          2010,
          2010,
          2011,
          2011,
          2012,
          2012,
          2013,
          2013,
          2014,
          2014,
          2015,
          2015,
          2016,
          2016,
          2017,
          2017,
          2018,
          2018,
          2019,
          2019,
          2020,
          2020,
          2021,
          2021,
          2022,
          2022,
          2023,
          2023,
          2024,
          2024,
          2025,
          2025,
          2026,
          2026,
          2027,
          2027,
          2028,
          2028,
          2029,
          2029,
          2030,
          2030,
          2031,
          2031,
          2032,
          2032,
          2033,
          2033,
          2034,
          2034,
          2035,
          2035,
          2036,
          2036,
          2037,
          2037,
          2038,
          2038,
          2039,
          2039,
          2040,
          2040,
          2041,
          2041,
          2042,
          2042,
          2043,
          2043,
          2044,
          2044,
          2045,
          2045,
          2046,
          2046,
          2047,
          2047,
          2048,
          2048,
          2049,
          2049,
          2050,
          2050,
          2051,
          2051,
          2052,
          2052,
          2053,
          2053,
          2054,
          2054,
          2055,
          2055,
          2056,
          2056,
          2057,
          2057,
          2058,
          2058,
          2059,
          2059,
          2060,
          2060,
          2061,
          2061,
          2062,
          2062,
          2063,
          2063,
          2064,
          2064,
          2065,
          2065,
          2066,
          2066,
          2067,
          2067,
          2068,
          2068,
          2069,
          2069,
          2070,
          2070,
          2071,
          2071,
          2072,
          2072,
          2073,
          2073,
          2074,
          2074,
          2075,
          2075,
          2076,
          2076,
          2077,
          2077,
          2078,
          2078,
          2079,
          2079,
          2080,
          2080,
          2081,
          2081,
          2082,
          2082,
          2083,
          2083,
          2084,
          2084,
          2085,
          2085,
          2086,
          2086,
          2087,
          2087,
          2088,
          2088,
          2089,
          2089,
          2090,
          2090,
          2091,
          2091,
          2092,
          2092,
          2093,
          2093,
          2094,
          2094,
          2095,
          2095,
          2096,
          2096,
          2097,
          2097,
          2098,
          2098,
          2099,
          2099,
          2100,
          2100,
          2101,
          2101,
          2102,
          2102,
          2103,
          2103,
          2104,
          2104,
          2105,
          2105,
          2106,
          2106,
          2107,
          2107,
          2108,
          2108,
          2109,
          2109,
          2110,
          2110,
          2111,
          2111,
          2112,
          2112,
          2113,
          2113,
          2114,
          2114,
          2115,
          2115,
          2116,
          2116,
          2117,
          2117,
          2118,
          2118,
          2119,
          2119,
          2120,
          2120,
          2121,
          2121,
          2122,
          2122,
          2123,
          2123,
          2124,
          2124,
          2125,
          2125,
          2126,
          2126,
          2127,
          2127,
          2128,
          2128,
          2129,
          2129,
          2130,
          2130,
          2131,
          2131,
          2132,
          2132,
          2133,
          2133,
          2134,
          2134,
          2135,
          2135,
          2136,
          2136,
          2137,
          2137,
          2138,
          2138,
          2139,
          2139,
          2140,
          2140,
          2141,
          2141,
          2142,
          2142,
          2143,
          2143,
          2144,
          2144,
          2145,
          2145,
          2146,
          2146,
          2147,
          2147,
          2148,
          2148,
          2149,
          2149,
          2150,
          2150,
          2151,
          2151,
          2152,
          2152,
          2153,
          2153,
          2154,
          2154,
          2155,
          2155,
          2156,
          2156,
          2157,
          2157,
          2158,
          2158,
          2159,
          2159,
          2160,
          2160,
          2161,
          2161,
          2162,
          2162,
          2163,
          2163,
          2164,
          2164,
          2165,
          2165,
          2166,
          2166,
          2167,
          2167,
          2168,
          2168,
          2169,
          2169,
          2170,
          2170,
          2171,
          2171,
          2172,
          2172,
          2173,
          2173,
          2174,
          2174,
          2175,
          2175,
          2176,
          2176,
          2177,
          2177,
          2178,
          2178,
          2179,
          2179,
          2180,
          2180,
          2181,
          2181,
          2182,
          2182,
          2183,
          2183,
          2184,
          2184,
          2185,
          2185,
          2186,
          2186,
          2187,
          2187,
          2188,
          2188,
          2189,
          2189,
          2190,
          2190,
          2191,
          2191,
          2192,
          2192,
          2193,
          2193,
          2194,
          2194,
          2195,
          2195,
          2196,
          2196,
          2197,
          2197,
          2198,
          2198,
          2199,
          2199,
          2200,
          2200,
          2201,
          2201,
          2202,
          2202,
          2203,
          2203,
          2204,
          2204,
          2205,
          2205,
          2206,
          2206,
          2207,
          2207,
          2208,
          2208,
          2209,
          2209,
          2210,
          2210,
          2211,
          2211,
          2212,
          2212,
          2213,
          2213,
          2214,
          2214,
          2215,
          2215,
          2216,
          2216,
          2217,
          2217,
          2218,
          2218,
          2219,
          2219,
          2220,
          2220,
          2221,
          2221,
          2222,
          2222,
          2223,
          2223,
          2224,
          2224,
          2225,
          2225,
          2226,
          2226,
          2227,
          2227,
          2228,
          2228,
          2229,
          2229,
          2230,
          2230,
          2231,
          2231,
          2232,
          2232,
          2233,
          2233,
          2234,
          2234,
          2235,
          2235,
          2236,
          2236,
          2237,
          2237,
          2238,
          2238,
          2239,
          2239,
          2240,
          2240,
          2241,
          2241,
          2242,
          2242,
          2243,
          2243,
          2244,
          2244,
          2245,
          2245,
          2246,
          2246,
          2247,
          2247,
          2248,
          2248,
          2249,
          2249,
          2250,
          2250,
          2251,
          2251,
          2252,
          2252,
          2253,
          2253,
          2254,
          2254,
          2255,
          2255,
          2256,
          2256,
          2257,
          2257,
          2258,
          2258,
          2259,
          2259,
          2260,
          2260,
          2261,
          2261,
          2262,
          2262,
          2263,
          2263,
          2264,
          2264,
          2265,
          2265,
          2266,
          2266,
          2267,
          2267,
          2268,
          2268,
          2269,
          2269,
          2270,
          2270,
          2271,
          2271,
          2272,
          2272,
          2273,
          2273,
          2274,
          2274,
          2275,
          2275,
          2276,
          2276,
          2277,
          2277,
          2278,
          2278,
          2279,
          2280,
          2659,
          2659,
          2281,
          2281,
          2282,
          2282,
          2283,
          2283,
          2284,
          2284,
          2285,
          2285,
          2286,
          2286,
          2287,
          2287,
          2288,
          2288,
          2289,
          2289,
          2290,
          2290,
          2291,
          2291,
          2292,
          2292,
          2293,
          2293,
          2294,
          2294,
          2295,
          2295,
          2296,
          2296,
          2297,
          2297,
          2298,
          2298,
          2299,
          2299,
          2300,
          2300,
          2301,
          2301,
          2302,
          2302,
          2303,
          2303,
          2304,
          2304,
          2305,
          2305,
          2306,
          2306,
          2307,
          2307,
          2308,
          2308,
          2309,
          2309,
          2310,
          2310,
          2311,
          2311,
          2312,
          2312,
          2313,
          2313,
          2314,
          2314,
          2315,
          2315,
          2316,
          2316,
          2317,
          2317,
          2318,
          2318,
          2319,
          2319,
          2320,
          2320,
          2321,
          2321,
          2322,
          2322,
          2323,
          2323,
          2324,
          2324,
          2325,
          2325,
          2326,
          2326,
          2327,
          2327,
          2328,
          2328,
          2329,
          2329,
          2330,
          2330,
          2331,
          2331,
          2332,
          2332,
          2333,
          2333,
          2334,
          2334,
          2335,
          2335,
          2336,
          2336,
          2337,
          2337,
          2338,
          2338,
          2339,
          2339,
          2340,
          2340,
          2341,
          2341,
          2342,
          2342,
          2343,
          2343,
          2344,
          2344,
          2345,
          2345,
          2346,
          2346,
          2347,
          2347,
          2348,
          2348,
          2349,
          2349,
          2350,
          2350,
          2351,
          2351,
          2352,
          2352,
          2353,
          2353,
          2354,
          2354,
          2355,
          2355,
          2356,
          2356,
          2357,
          2357,
          2358,
          2358,
          2359,
          2359,
          2360,
          2360,
          2361,
          2361,
          2362,
          2362,
          2363,
          2363,
          2364,
          2364,
          2365,
          2365,
          2366,
          2366,
          2367,
          2367,
          2368,
          2368,
          2369,
          2369,
          2370,
          2370,
          2371,
          2371,
          2372,
          2372,
          2373,
          2373,
          2374,
          2374,
          2375,
          2375,
          2376,
          2376,
          2377,
          2377,
          2378,
          2378,
          2379,
          2379,
          2380,
          2380,
          2381,
          2381,
          2382,
          2382,
          2383,
          2383,
          2384,
          2384,
          2385,
          2385,
          2386,
          2386,
          2387,
          2387,
          2388,
          2388,
          2389,
          2389,
          2390,
          2390,
          2391,
          2391,
          2392,
          2392,
          2393,
          2393,
          2394,
          2394,
          2395,
          2395,
          2396,
          2396,
          2397,
          2397,
          2398,
          2398,
          2399,
          2399,
          2400,
          2400,
          2401,
          2401,
          2402,
          2402,
          2403,
          2403,
          2404,
          2404,
          2405,
          2405,
          2406,
          2406,
          2407,
          2407,
          2408,
          2408,
          2409,
          2409,
          2410,
          2410,
          2411,
          2411,
          2412,
          2412,
          2413,
          2413,
          2414,
          2414,
          2415,
          2415,
          2416,
          2416,
          2417,
          2417,
          2418,
          2418,
          2419,
          2419,
          2420,
          2420,
          2421,
          2421,
          2422,
          2422,
          2423,
          2423,
          2424,
          2424,
          2425,
          2425,
          2426,
          2426,
          2427,
          2427,
          2428,
          2428,
          2429,
          2429,
          2430,
          2430,
          2431,
          2431,
          2432,
          2432,
          2433,
          2433,
          2434,
          2434,
          2435,
          2435,
          2436,
          2436,
          2437,
          2437,
          2438,
          2438,
          2439,
          2439,
          2440,
          2440,
          2441,
          2441,
          2442,
          2442,
          2443,
          2443,
          2444,
          2444,
          2445,
          2445,
          2446,
          2446,
          2447,
          2447,
          2448,
          2448,
          2449,
          2449,
          2450,
          2450,
          2451,
          2451,
          2452,
          2452,
          2453,
          2453,
          2454,
          2454,
          2455,
          2455,
          2456,
          2456,
          2457,
          2457,
          2458,
          2458,
          2459,
          2459,
          2460,
          2460,
          2461,
          2461,
          2462,
          2462,
          2463,
          2463,
          2464,
          2464,
          2465,
          2465,
          2466,
          2466,
          2467,
          2467,
          2468,
          2468,
          2469,
          2469,
          2470,
          2470,
          2471,
          2471,
          2472,
          2472,
          2473,
          2473,
          2474,
          2474,
          2475,
          2475,
          2476,
          2476,
          2477,
          2477,
          2478,
          2478,
          2479,
          2479,
          2480,
          2480,
          2481,
          2481,
          2482,
          2482,
          2483,
          2483,
          2484,
          2484,
          2485,
          2485,
          2486,
          2486,
          2487,
          2487,
          2488,
          2488,
          2489,
          2489,
          2490,
          2490,
          2491,
          2491,
          2492,
          2492,
          2493,
          2493,
          2494,
          2494,
          2495,
          2495,
          2496,
          2496,
          2497,
          2497,
          2498,
          2498,
          2499,
          2499,
          2500,
          2500,
          2501,
          2501,
          2502,
          2502,
          2503,
          2503,
          2504,
          2504,
          2505,
          2505,
          2506,
          2506,
          2507,
          2507,
          2508,
          2508,
          2509,
          2509,
          2510,
          2510,
          2511,
          2511,
          2512,
          2512,
          2513,
          2513,
          2514,
          2514,
          2515,
          2515,
          2516,
          2516,
          2517,
          2517,
          2518,
          2518,
          2519,
          2519,
          2520,
          2520,
          2521,
          2521,
          2522,
          2522,
          2523,
          2523,
          2524,
          2524,
          2525,
          2525,
          2526,
          2526,
          2527,
          2527,
          2528,
          2528,
          2529,
          2529,
          2530,
          2530,
          2531,
          2531,
          2532,
          2532,
          2533,
          2533,
          2534,
          2534,
          2535,
          2535,
          2536,
          2536,
          2537,
          2537,
          2538,
          2538,
          2539,
          2539,
          2540,
          2540,
          2541,
          2541,
          2542,
          2542,
          2543,
          2543,
          2544,
          2544,
          2545,
          2545,
          2546,
          2546,
          2547,
          2547,
          2548,
          2548,
          2549,
          2549,
          2550,
          2550,
          2551,
          2551,
          2552,
          2552,
          2553,
          2553,
          2554,
          2554,
          2555,
          2555,
          2556,
          2556,
          2557,
          2557,
          2558,
          2558,
          2559,
          2559,
          2560,
          2560,
          2561,
          2561,
          2562,
          2562,
          2563,
          2563,
          2564,
          2564,
          2565,
          2565,
          2566,
          2566,
          2567,
          2567,
          2568,
          2568,
          2569,
          2569,
          2570,
          2570,
          2571,
          2571,
          2572,
          2572,
          2573,
          2573,
          2574,
          2574,
          2575,
          2575,
          2576,
          2576,
          2577,
          2577,
          2578,
          2578,
          2579,
          2579,
          2580,
          2580,
          2581,
          2581,
          2582,
          2582,
          2583,
          2583,
          2584,
          2584,
          2585,
          2585,
          2586,
          2586,
          2587,
          2587,
          2588,
          2588,
          2589,
          2589,
          2590,
          2590,
          2591,
          2591,
          2592,
          2592,
          2593,
          2593,
          2594,
          2594,
          2595,
          2595,
          2596,
          2596,
          2597,
          2597,
          2598,
          2598,
          2599,
          2599,
          2600,
          2600,
          2601,
          2601,
          2602,
          2602,
          2603,
          2603,
          2604,
          2604,
          2605,
          2605,
          2606,
          2606,
          2607,
          2607,
          2608,
          2608,
          2609,
          2609,
          2610,
          2610,
          2611,
          2611,
          2612,
          2612,
          2613,
          2613,
          2614,
          2614,
          2615,
          2615,
          2616,
          2616,
          2617,
          2617,
          2618,
          2618,
          2619,
          2619,
          2620,
          2620,
          2621,
          2621,
          2622,
          2622,
          2623,
          2623,
          2624,
          2624,
          2625,
          2625,
          2626,
          2626,
          2627,
          2627,
          2628,
          2628,
          2629,
          2629,
          2630,
          2630,
          2631,
          2631,
          2632,
          2632,
          2633,
          2633,
          2634,
          2634,
          2635,
          2635,
          2636,
          2636,
          2637,
          2637,
          2638,
          2638,
          2639,
          2639,
          2640,
          2640,
          2641,
          2641,
          2642,
          2642,
          2643,
          2643,
          2644,
          2644,
          2645,
          2645,
          2646,
          2646,
          2647,
          2647,
          2648,
          2648,
          2649,
          2649,
          2650,
          2650,
          2651,
          2651,
          2652,
          2652,
          2653,
          2653,
          2654,
          2654,
          2655,
          2655,
          2656,
          2656,
          2657,
          2657,
          2658,
          2658,
          2659,
          2660,
          3039,
          3039,
          2661,
          2661,
          2662,
          2662,
          2663,
          2663,
          2664,
          2664,
          2665,
          2665,
          2666,
          2666,
          2667,
          2667,
          2668,
          2668,
          2669,
          2669,
          2670,
          2670,
          2671,
          2671,
          2672,
          2672,
          2673,
          2673,
          2674,
          2674,
          2675,
          2675,
          2676,
          2676,
          2677,
          2677,
          2678,
          2678,
          2679,
          2679,
          2680,
          2680,
          2681,
          2681,
          2682,
          2682,
          2683,
          2683,
          2684,
          2684,
          2685,
          2685,
          2686,
          2686,
          2687,
          2687,
          2688,
          2688,
          2689,
          2689,
          2690,
          2690,
          2691,
          2691,
          2692,
          2692,
          2693,
          2693,
          2694,
          2694,
          2695,
          2695,
          2696,
          2696,
          2697,
          2697,
          2698,
          2698,
          2699,
          2699,
          2700,
          2700,
          2701,
          2701,
          2702,
          2702,
          2703,
          2703,
          2704,
          2704,
          2705,
          2705,
          2706,
          2706,
          2707,
          2707,
          2708,
          2708,
          2709,
          2709,
          2710,
          2710,
          2711,
          2711,
          2712,
          2712,
          2713,
          2713,
          2714,
          2714,
          2715,
          2715,
          2716,
          2716,
          2717,
          2717,
          2718,
          2718,
          2719,
          2719,
          2720,
          2720,
          2721,
          2721,
          2722,
          2722,
          2723,
          2723,
          2724,
          2724,
          2725,
          2725,
          2726,
          2726,
          2727,
          2727,
          2728,
          2728,
          2729,
          2729,
          2730,
          2730,
          2731,
          2731,
          2732,
          2732,
          2733,
          2733,
          2734,
          2734,
          2735,
          2735,
          2736,
          2736,
          2737,
          2737,
          2738,
          2738,
          2739,
          2739,
          2740,
          2740,
          2741,
          2741,
          2742,
          2742,
          2743,
          2743,
          2744,
          2744,
          2745,
          2745,
          2746,
          2746,
          2747,
          2747,
          2748,
          2748,
          2749,
          2749,
          2750,
          2750,
          2751,
          2751,
          2752,
          2752,
          2753,
          2753,
          2754,
          2754,
          2755,
          2755,
          2756,
          2756,
          2757,
          2757,
          2758,
          2758,
          2759,
          2759,
          2760,
          2760,
          2761,
          2761,
          2762,
          2762,
          2763,
          2763,
          2764,
          2764,
          2765,
          2765,
          2766,
          2766,
          2767,
          2767,
          2768,
          2768,
          2769,
          2769,
          2770,
          2770,
          2771,
          2771,
          2772,
          2772,
          2773,
          2773,
          2774,
          2774,
          2775,
          2775,
          2776,
          2776,
          2777,
          2777,
          2778,
          2778,
          2779,
          2779,
          2780,
          2780,
          2781,
          2781,
          2782,
          2782,
          2783,
          2783,
          2784,
          2784,
          2785,
          2785,
          2786,
          2786,
          2787,
          2787,
          2788,
          2788,
          2789,
          2789,
          2790,
          2790,
          2791,
          2791,
          2792,
          2792,
          2793,
          2793,
          2794,
          2794,
          2795,
          2795,
          2796,
          2796,
          2797,
          2797,
          2798,
          2798,
          2799,
          2799,
          2800,
          2800,
          2801,
          2801,
          2802,
          2802,
          2803,
          2803,
          2804,
          2804,
          2805,
          2805,
          2806,
          2806,
          2807,
          2807,
          2808,
          2808,
          2809,
          2809,
          2810,
          2810,
          2811,
          2811,
          2812,
          2812,
          2813,
          2813,
          2814,
          2814,
          2815,
          2815,
          2816,
          2816,
          2817,
          2817,
          2818,
          2818,
          2819,
          2819,
          2820,
          2820,
          2821,
          2821,
          2822,
          2822,
          2823,
          2823,
          2824,
          2824,
          2825,
          2825,
          2826,
          2826,
          2827,
          2827,
          2828,
          2828,
          2829,
          2829,
          2830,
          2830,
          2831,
          2831,
          2832,
          2832,
          2833,
          2833,
          2834,
          2834,
          2835,
          2835,
          2836,
          2836,
          2837,
          2837,
          2838,
          2838,
          2839,
          2839,
          2840,
          2840,
          2841,
          2841,
          2842,
          2842,
          2843,
          2843,
          2844,
          2844,
          2845,
          2845,
          2846,
          2846,
          2847,
          2847,
          2848,
          2848,
          2849,
          2849,
          2850,
          2850,
          2851,
          2851,
          2852,
          2852,
          2853,
          2853,
          2854,
          2854,
          2855,
          2855,
          2856,
          2856,
          2857,
          2857,
          2858,
          2858,
          2859,
          2859,
          2860,
          2860,
          2861,
          2861,
          2862,
          2862,
          2863,
          2863,
          2864,
          2864,
          2865,
          2865,
          2866,
          2866,
          2867,
          2867,
          2868,
          2868,
          2869,
          2869,
          2870,
          2870,
          2871,
          2871,
          2872,
          2872,
          2873,
          2873,
          2874,
          2874,
          2875,
          2875,
          2876,
          2876,
          2877,
          2877,
          2878,
          2878,
          2879,
          2879,
          2880,
          2880,
          2881,
          2881,
          2882,
          2882,
          2883,
          2883,
          2884,
          2884,
          2885,
          2885,
          2886,
          2886,
          2887,
          2887,
          2888,
          2888,
          2889,
          2889,
          2890,
          2890,
          2891,
          2891,
          2892,
          2892,
          2893,
          2893,
          2894,
          2894,
          2895,
          2895,
          2896,
          2896,
          2897,
          2897,
          2898,
          2898,
          2899,
          2899,
          2900,
          2900,
          2901,
          2901,
          2902,
          2902,
          2903,
          2903,
          2904,
          2904,
          2905,
          2905,
          2906,
          2906,
          2907,
          2907,
          2908,
          2908,
          2909,
          2909,
          2910,
          2910,
          2911,
          2911,
          2912,
          2912,
          2913,
          2913,
          2914,
          2914,
          2915,
          2915,
          2916,
          2916,
          2917,
          2917,
          2918,
          2918,
          2919,
          2919,
          2920,
          2920,
          2921,
          2921,
          2922,
          2922,
          2923,
          2923,
          2924,
          2924,
          2925,
          2925,
          2926,
          2926,
          2927,
          2927,
          2928,
          2928,
          2929,
          2929,
          2930,
          2930,
          2931,
          2931,
          2932,
          2932,
          2933,
          2933,
          2934,
          2934,
          2935,
          2935,
          2936,
          2936,
          2937,
          2937,
          2938,
          2938,
          2939,
          2939,
          2940,
          2940,
          2941,
          2941,
          2942,
          2942,
          2943,
          2943,
          2944,
          2944,
          2945,
          2945,
          2946,
          2946,
          2947,
          2947,
          2948,
          2948,
          2949,
          2949,
          2950,
          2950,
          2951,
          2951,
          2952,
          2952,
          2953,
          2953,
          2954,
          2954,
          2955,
          2955,
          2956,
          2956,
          2957,
          2957,
          2958,
          2958,
          2959,
          2959,
          2960,
          2960,
          2961,
          2961,
          2962,
          2962,
          2963,
          2963,
          2964,
          2964,
          2965,
          2965,
          2966,
          2966,
          2967,
          2967,
          2968,
          2968,
          2969,
          2969,
          2970,
          2970,
          2971,
          2971,
          2972,
          2972,
          2973,
          2973,
          2974,
          2974,
          2975,
          2975,
          2976,
          2976,
          2977,
          2977,
          2978,
          2978,
          2979,
          2979,
          2980,
          2980,
          2981,
          2981,
          2982,
          2982,
          2983,
          2983,
          2984,
          2984,
          2985,
          2985,
          2986,
          2986,
          2987,
          2987,
          2988,
          2988,
          2989,
          2989,
          2990,
          2990,
          2991,
          2991,
          2992,
          2992,
          2993,
          2993,
          2994,
          2994,
          2995,
          2995,
          2996,
          2996,
          2997,
          2997,
          2998,
          2998,
          2999,
          2999,
          3000,
          3000,
          3001,
          3001,
          3002,
          3002,
          3003,
          3003,
          3004,
          3004,
          3005,
          3005,
          3006,
          3006,
          3007,
          3007,
          3008,
          3008,
          3009,
          3009,
          3010,
          3010,
          3011,
          3011,
          3012,
          3012,
          3013,
          3013,
          3014,
          3014,
          3015,
          3015,
          3016,
          3016,
          3017,
          3017,
          3018,
          3018,
          3019,
          3019,
          3020,
          3020,
          3021,
          3021,
          3022,
          3022,
          3023,
          3023,
          3024,
          3024,
          3025,
          3025,
          3026,
          3026,
          3027,
          3027,
          3028,
          3028,
          3029,
          3029,
          3030,
          3030,
          3031,
          3031,
          3032,
          3032,
          3033,
          3033,
          3034,
          3034,
          3035,
          3035,
          3036,
          3036,
          3037,
          3037,
          3038,
          3038,
          3039,
          3040,
          3419,
          3419,
          3041,
          3041,
          3042,
          3042,
          3043,
          3043,
          3044,
          3044,
          3045,
          3045,
          3046,
          3046,
          3047,
          3047,
          3048,
          3048,
          3049,
          3049,
          3050,
          3050,
          3051,
          3051,
          3052,
          3052,
          3053,
          3053,
          3054,
          3054,
          3055,
          3055,
          3056,
          3056,
          3057,
          3057,
          3058,
          3058,
          3059,
          3059,
          3060,
          3060,
          3061,
          3061,
          3062,
          3062,
          3063,
          3063,
          3064,
          3064,
          3065,
          3065,
          3066,
          3066,
          3067,
          3067,
          3068,
          3068,
          3069,
          3069,
          3070,
          3070,
          3071,
          3071,
          3072,
          3072,
          3073,
          3073,
          3074,
          3074,
          3075,
          3075,
          3076,
          3076,
          3077,
          3077,
          3078,
          3078,
          3079,
          3079,
          3080,
          3080,
          3081,
          3081,
          3082,
          3082,
          3083,
          3083,
          3084,
          3084,
          3085,
          3085,
          3086,
          3086,
          3087,
          3087,
          3088,
          3088,
          3089,
          3089,
          3090,
          3090,
          3091,
          3091,
          3092,
          3092,
          3093,
          3093,
          3094,
          3094,
          3095,
          3095,
          3096,
          3096,
          3097,
          3097,
          3098,
          3098,
          3099,
          3099,
          3100,
          3100,
          3101,
          3101,
          3102,
          3102,
          3103,
          3103,
          3104,
          3104,
          3105,
          3105,
          3106,
          3106,
          3107,
          3107,
          3108,
          3108,
          3109,
          3109,
          3110,
          3110,
          3111,
          3111,
          3112,
          3112,
          3113,
          3113,
          3114,
          3114,
          3115,
          3115,
          3116,
          3116,
          3117,
          3117,
          3118,
          3118,
          3119,
          3119,
          3120,
          3120,
          3121,
          3121,
          3122,
          3122,
          3123,
          3123,
          3124,
          3124,
          3125,
          3125,
          3126,
          3126,
          3127,
          3127,
          3128,
          3128,
          3129,
          3129,
          3130,
          3130,
          3131,
          3131,
          3132,
          3132,
          3133,
          3133,
          3134,
          3134,
          3135,
          3135,
          3136,
          3136,
          3137,
          3137,
          3138,
          3138,
          3139,
          3139,
          3140,
          3140,
          3141,
          3141,
          3142,
          3142,
          3143,
          3143,
          3144,
          3144,
          3145,
          3145,
          3146,
          3146,
          3147,
          3147,
          3148,
          3148,
          3149,
          3149,
          3150,
          3150,
          3151,
          3151,
          3152,
          3152,
          3153,
          3153,
          3154,
          3154,
          3155,
          3155,
          3156,
          3156,
          3157,
          3157,
          3158,
          3158,
          3159,
          3159,
          3160,
          3160,
          3161,
          3161,
          3162,
          3162,
          3163,
          3163,
          3164,
          3164,
          3165,
          3165,
          3166,
          3166,
          3167,
          3167,
          3168,
          3168,
          3169,
          3169,
          3170,
          3170,
          3171,
          3171,
          3172,
          3172,
          3173,
          3173,
          3174,
          3174,
          3175,
          3175,
          3176,
          3176,
          3177,
          3177,
          3178,
          3178,
          3179,
          3179,
          3180,
          3180,
          3181,
          3181,
          3182,
          3182,
          3183,
          3183,
          3184,
          3184,
          3185,
          3185,
          3186,
          3186,
          3187,
          3187,
          3188,
          3188,
          3189,
          3189,
          3190,
          3190,
          3191,
          3191,
          3192,
          3192,
          3193,
          3193,
          3194,
          3194,
          3195,
          3195,
          3196,
          3196,
          3197,
          3197,
          3198,
          3198,
          3199,
          3199,
          3200,
          3200,
          3201,
          3201,
          3202,
          3202,
          3203,
          3203,
          3204,
          3204,
          3205,
          3205,
          3206,
          3206,
          3207,
          3207,
          3208,
          3208,
          3209,
          3209,
          3210,
          3210,
          3211,
          3211,
          3212,
          3212,
          3213,
          3213,
          3214,
          3214,
          3215,
          3215,
          3216,
          3216,
          3217,
          3217,
          3218,
          3218,
          3219,
          3219,
          3220,
          3220,
          3221,
          3221,
          3222,
          3222,
          3223,
          3223,
          3224,
          3224,
          3225,
          3225,
          3226,
          3226,
          3227,
          3227,
          3228,
          3228,
          3229,
          3229,
          3230,
          3230,
          3231,
          3231,
          3232,
          3232,
          3233,
          3233,
          3234,
          3234,
          3235,
          3235,
          3236,
          3236,
          3237,
          3237,
          3238,
          3238,
          3239,
          3239,
          3240,
          3240,
          3241,
          3241,
          3242,
          3242,
          3243,
          3243,
          3244,
          3244,
          3245,
          3245,
          3246,
          3246,
          3247,
          3247,
          3248,
          3248,
          3249,
          3249,
          3250,
          3250,
          3251,
          3251,
          3252,
          3252,
          3253,
          3253,
          3254,
          3254,
          3255,
          3255,
          3256,
          3256,
          3257,
          3257,
          3258,
          3258,
          3259,
          3259,
          3260,
          3260,
          3261,
          3261,
          3262,
          3262,
          3263,
          3263,
          3264,
          3264,
          3265,
          3265,
          3266,
          3266,
          3267,
          3267,
          3268,
          3268,
          3269,
          3269,
          3270,
          3270,
          3271,
          3271,
          3272,
          3272,
          3273,
          3273,
          3274,
          3274,
          3275,
          3275,
          3276,
          3276,
          3277,
          3277,
          3278,
          3278,
          3279,
          3279,
          3280,
          3280,
          3281,
          3281,
          3282,
          3282,
          3283,
          3283,
          3284,
          3284,
          3285,
          3285,
          3286,
          3286,
          3287,
          3287,
          3288,
          3288,
          3289,
          3289,
          3290,
          3290,
          3291,
          3291,
          3292,
          3292,
          3293,
          3293,
          3294,
          3294,
          3295,
          3295,
          3296,
          3296,
          3297,
          3297,
          3298,
          3298,
          3299,
          3299,
          3300,
          3300,
          3301,
          3301,
          3302,
          3302,
          3303,
          3303,
          3304,
          3304,
          3305,
          3305,
          3306,
          3306,
          3307,
          3307,
          3308,
          3308,
          3309,
          3309,
          3310,
          3310,
          3311,
          3311,
          3312,
          3312,
          3313,
          3313,
          3314,
          3314,
          3315,
          3315,
          3316,
          3316,
          3317,
          3317,
          3318,
          3318,
          3319,
          3319,
          3320,
          3320,
          3321,
          3321,
          3322,
          3322,
          3323,
          3323,
          3324,
          3324,
          3325,
          3325,
          3326,
          3326,
          3327,
          3327,
          3328,
          3328,
          3329,
          3329,
          3330,
          3330,
          3331,
          3331,
          3332,
          3332,
          3333,
          3333,
          3334,
          3334,
          3335,
          3335,
          3336,
          3336,
          3337,
          3337,
          3338,
          3338,
          3339,
          3339,
          3340,
          3340,
          3341,
          3341,
          3342,
          3342,
          3343,
          3343,
          3344,
          3344,
          3345,
          3345,
          3346,
          3346,
          3347,
          3347,
          3348,
          3348,
          3349,
          3349,
          3350,
          3350,
          3351,
          3351,
          3352,
          3352,
          3353,
          3353,
          3354,
          3354,
          3355,
          3355,
          3356,
          3356,
          3357,
          3357,
          3358,
          3358,
          3359,
          3359,
          3360,
          3360,
          3361,
          3361,
          3362,
          3362,
          3363,
          3363,
          3364,
          3364,
          3365,
          3365,
          3366,
          3366,
          3367,
          3367,
          3368,
          3368,
          3369,
          3369,
          3370,
          3370,
          3371,
          3371,
          3372,
          3372,
          3373,
          3373,
          3374,
          3374,
          3375,
          3375,
          3376,
          3376,
          3377,
          3377,
          3378,
          3378,
          3379,
          3379,
          3380,
          3380,
          3381,
          3381,
          3382,
          3382,
          3383,
          3383,
          3384,
          3384,
          3385,
          3385,
          3386,
          3386,
          3387,
          3387,
          3388,
          3388,
          3389,
          3389,
          3390,
          3390,
          3391,
          3391,
          3392,
          3392,
          3393,
          3393,
          3394,
          3394,
          3395,
          3395,
          3396,
          3396,
          3397,
          3397,
          3398,
          3398,
          3399,
          3399,
          3400,
          3400,
          3401,
          3401,
          3402,
          3402,
          3403,
          3403,
          3404,
          3404,
          3405,
          3405,
          3406,
          3406,
          3407,
          3407,
          3408,
          3408,
          3409,
          3409,
          3410,
          3410,
          3411,
          3411,
          3412,
          3412,
          3413,
          3413,
          3414,
          3414,
          3415,
          3415,
          3416,
          3416,
          3417,
          3417,
          3418,
          3418,
          3419,
          3420,
          3799,
          3799,
          3421,
          3421,
          3422,
          3422,
          3423,
          3423,
          3424,
          3424,
          3425,
          3425,
          3426,
          3426,
          3427,
          3427,
          3428,
          3428,
          3429,
          3429,
          3430,
          3430,
          3431,
          3431,
          3432,
          3432,
          3433,
          3433,
          3434,
          3434,
          3435,
          3435,
          3436,
          3436,
          3437,
          3437,
          3438,
          3438,
          3439,
          3439,
          3440,
          3440,
          3441,
          3441,
          3442,
          3442,
          3443,
          3443,
          3444,
          3444,
          3445,
          3445,
          3446,
          3446,
          3447,
          3447,
          3448,
          3448,
          3449,
          3449,
          3450,
          3450,
          3451,
          3451,
          3452,
          3452,
          3453,
          3453,
          3454,
          3454,
          3455,
          3455,
          3456,
          3456,
          3457,
          3457,
          3458,
          3458,
          3459,
          3459,
          3460,
          3460,
          3461,
          3461,
          3462,
          3462,
          3463,
          3463,
          3464,
          3464,
          3465,
          3465,
          3466,
          3466,
          3467,
          3467,
          3468,
          3468,
          3469,
          3469,
          3470,
          3470,
          3471,
          3471,
          3472,
          3472,
          3473,
          3473,
          3474,
          3474,
          3475,
          3475,
          3476,
          3476,
          3477,
          3477,
          3478,
          3478,
          3479,
          3479,
          3480,
          3480,
          3481,
          3481,
          3482,
          3482,
          3483,
          3483,
          3484,
          3484,
          3485,
          3485,
          3486,
          3486,
          3487,
          3487,
          3488,
          3488,
          3489,
          3489,
          3490,
          3490,
          3491,
          3491,
          3492,
          3492,
          3493,
          3493,
          3494,
          3494,
          3495,
          3495,
          3496,
          3496,
          3497,
          3497,
          3498,
          3498,
          3499,
          3499,
          3500,
          3500,
          3501,
          3501,
          3502,
          3502,
          3503,
          3503,
          3504,
          3504,
          3505,
          3505,
          3506,
          3506,
          3507,
          3507,
          3508,
          3508,
          3509,
          3509,
          3510,
          3510,
          3511,
          3511,
          3512,
          3512,
          3513,
          3513,
          3514,
          3514,
          3515,
          3515,
          3516,
          3516,
          3517,
          3517,
          3518,
          3518,
          3519,
          3519,
          3520,
          3520,
          3521,
          3521,
          3522,
          3522,
          3523,
          3523,
          3524,
          3524,
          3525,
          3525,
          3526,
          3526,
          3527,
          3527,
          3528,
          3528,
          3529,
          3529,
          3530,
          3530,
          3531,
          3531,
          3532,
          3532,
          3533,
          3533,
          3534,
          3534,
          3535,
          3535,
          3536,
          3536,
          3537,
          3537,
          3538,
          3538,
          3539,
          3539,
          3540,
          3540,
          3541,
          3541,
          3542,
          3542,
          3543,
          3543,
          3544,
          3544,
          3545,
          3545,
          3546,
          3546,
          3547,
          3547,
          3548,
          3548,
          3549,
          3549,
          3550,
          3550,
          3551,
          3551,
          3552,
          3552,
          3553,
          3553,
          3554,
          3554,
          3555,
          3555,
          3556,
          3556,
          3557,
          3557,
          3558,
          3558,
          3559,
          3559,
          3560,
          3560,
          3561,
          3561,
          3562,
          3562,
          3563,
          3563,
          3564,
          3564,
          3565,
          3565,
          3566,
          3566,
          3567,
          3567,
          3568,
          3568,
          3569,
          3569,
          3570,
          3570,
          3571,
          3571,
          3572,
          3572,
          3573,
          3573,
          3574,
          3574,
          3575,
          3575,
          3576,
          3576,
          3577,
          3577,
          3578,
          3578,
          3579,
          3579,
          3580,
          3580,
          3581,
          3581,
          3582,
          3582,
          3583,
          3583,
          3584,
          3584,
          3585,
          3585,
          3586,
          3586,
          3587,
          3587,
          3588,
          3588,
          3589,
          3589,
          3590,
          3590,
          3591,
          3591,
          3592,
          3592,
          3593,
          3593,
          3594,
          3594,
          3595,
          3595,
          3596,
          3596,
          3597,
          3597,
          3598,
          3598,
          3599,
          3599,
          3600,
          3600,
          3601,
          3601,
          3602,
          3602,
          3603,
          3603,
          3604,
          3604,
          3605,
          3605,
          3606,
          3606,
          3607,
          3607,
          3608,
          3608,
          3609,
          3609,
          3610,
          3610,
          3611,
          3611,
          3612,
          3612,
          3613,
          3613,
          3614,
          3614,
          3615,
          3615,
          3616,
          3616,
          3617,
          3617,
          3618,
          3618,
          3619,
          3619,
          3620,
          3620,
          3621,
          3621,
          3622,
          3622,
          3623,
          3623,
          3624,
          3624,
          3625,
          3625,
          3626,
          3626,
          3627,
          3627,
          3628,
          3628,
          3629,
          3629,
          3630,
          3630,
          3631,
          3631,
          3632,
          3632,
          3633,
          3633,
          3634,
          3634,
          3635,
          3635,
          3636,
          3636,
          3637,
          3637,
          3638,
          3638,
          3639,
          3639,
          3640,
          3640,
          3641,
          3641,
          3642,
          3642,
          3643,
          3643,
          3644,
          3644,
          3645,
          3645,
          3646,
          3646,
          3647,
          3647,
          3648,
          3648,
          3649,
          3649,
          3650,
          3650,
          3651,
          3651,
          3652,
          3652,
          3653,
          3653,
          3654,
          3654,
          3655,
          3655,
          3656,
          3656,
          3657,
          3657,
          3658,
          3658,
          3659,
          3659,
          3660,
          3660,
          3661,
          3661,
          3662,
          3662,
          3663,
          3663,
          3664,
          3664,
          3665,
          3665,
          3666,
          3666,
          3667,
          3667,
          3668,
          3668,
          3669,
          3669,
          3670,
          3670,
          3671,
          3671,
          3672,
          3672,
          3673,
          3673,
          3674,
          3674,
          3675,
          3675,
          3676,
          3676,
          3677,
          3677,
          3678,
          3678,
          3679,
          3679,
          3680,
          3680,
          3681,
          3681,
          3682,
          3682,
          3683,
          3683,
          3684,
          3684,
          3685,
          3685,
          3686,
          3686,
          3687,
          3687,
          3688,
          3688,
          3689,
          3689,
          3690,
          3690,
          3691,
          3691,
          3692,
          3692,
          3693,
          3693,
          3694,
          3694,
          3695,
          3695,
          3696,
          3696,
          3697,
          3697,
          3698,
          3698,
          3699,
          3699,
          3700,
          3700,
          3701,
          3701,
          3702,
          3702,
          3703,
          3703,
          3704,
          3704,
          3705,
          3705,
          3706,
          3706,
          3707,
          3707,
          3708,
          3708,
          3709,
          3709,
          3710,
          3710,
          3711,
          3711,
          3712,
          3712,
          3713,
          3713,
          3714,
          3714,
          3715,
          3715,
          3716,
          3716,
          3717,
          3717,
          3718,
          3718,
          3719,
          3719,
          3720,
          3720,
          3721,
          3721,
          3722,
          3722,
          3723,
          3723,
          3724,
          3724,
          3725,
          3725,
          3726,
          3726,
          3727,
          3727,
          3728,
          3728,
          3729,
          3729,
          3730,
          3730,
          3731,
          3731,
          3732,
          3732,
          3733,
          3733,
          3734,
          3734,
          3735,
          3735,
          3736,
          3736,
          3737,
          3737,
          3738,
          3738,
          3739,
          3739,
          3740,
          3740,
          3741,
          3741,
          3742,
          3742,
          3743,
          3743,
          3744,
          3744,
          3745,
          3745,
          3746,
          3746,
          3747,
          3747,
          3748,
          3748,
          3749,
          3749,
          3750,
          3750,
          3751,
          3751,
          3752,
          3752,
          3753,
          3753,
          3754,
          3754,
          3755,
          3755,
          3756,
          3756,
          3757,
          3757,
          3758,
          3758,
          3759,
          3759,
          3760,
          3760,
          3761,
          3761,
          3762,
          3762,
          3763,
          3763,
          3764,
          3764,
          3765,
          3765,
          3766,
          3766,
          3767,
          3767,
          3768,
          3768,
          3769,
          3769,
          3770,
          3770,
          3771,
          3771,
          3772,
          3772,
          3773,
          3773,
          3774,
          3774,
          3775,
          3775,
          3776,
          3776,
          3777,
          3777,
          3778,
          3778,
          3779,
          3779,
          3780,
          3780,
          3781,
          3781,
          3782,
          3782,
          3783,
          3783,
          3784,
          3784,
          3785,
          3785,
          3786,
          3786,
          3787,
          3787,
          3788,
          3788,
          3789,
          3789,
          3790,
          3790,
          3791,
          3791,
          3792,
          3792,
          3793,
          3793,
          3794,
          3794,
          3795,
          3795,
          3796,
          3796,
          3797,
          3797,
          3798,
          3798,
          3799,
          3800,
          4179,
          4179,
          3801,
          3801,
          3802,
          3802,
          3803,
          3803,
          3804,
          3804,
          3805,
          3805,
          3806,
          3806,
          3807,
          3807,
          3808,
          3808,
          3809,
          3809,
          3810,
          3810,
          3811,
          3811,
          3812,
          3812,
          3813,
          3813,
          3814,
          3814,
          3815,
          3815,
          3816,
          3816,
          3817,
          3817,
          3818,
          3818,
          3819,
          3819,
          3820,
          3820,
          3821,
          3821,
          3822,
          3822,
          3823,
          3823,
          3824,
          3824,
          3825,
          3825,
          3826,
          3826,
          3827,
          3827,
          3828,
          3828,
          3829,
          3829,
          3830,
          3830,
          3831,
          3831,
          3832,
          3832,
          3833,
          3833,
          3834,
          3834,
          3835,
          3835,
          3836,
          3836,
          3837,
          3837,
          3838,
          3838,
          3839,
          3839,
          3840,
          3840,
          3841,
          3841,
          3842,
          3842,
          3843,
          3843,
          3844,
          3844,
          3845,
          3845,
          3846,
          3846,
          3847,
          3847,
          3848,
          3848,
          3849,
          3849,
          3850,
          3850,
          3851,
          3851,
          3852,
          3852,
          3853,
          3853,
          3854,
          3854,
          3855,
          3855,
          3856,
          3856,
          3857,
          3857,
          3858,
          3858,
          3859,
          3859,
          3860,
          3860,
          3861,
          3861,
          3862,
          3862,
          3863,
          3863,
          3864,
          3864,
          3865,
          3865,
          3866,
          3866,
          3867,
          3867,
          3868,
          3868,
          3869,
          3869,
          3870,
          3870,
          3871,
          3871,
          3872,
          3872,
          3873,
          3873,
          3874,
          3874,
          3875,
          3875,
          3876,
          3876,
          3877,
          3877,
          3878,
          3878,
          3879,
          3879,
          3880,
          3880,
          3881,
          3881,
          3882,
          3882,
          3883,
          3883,
          3884,
          3884,
          3885,
          3885,
          3886,
          3886,
          3887,
          3887,
          3888,
          3888,
          3889,
          3889,
          3890,
          3890,
          3891,
          3891,
          3892,
          3892,
          3893,
          3893,
          3894,
          3894,
          3895,
          3895,
          3896,
          3896,
          3897,
          3897,
          3898,
          3898,
          3899,
          3899,
          3900,
          3900,
          3901,
          3901,
          3902,
          3902,
          3903,
          3903,
          3904,
          3904,
          3905,
          3905,
          3906,
          3906,
          3907,
          3907,
          3908,
          3908,
          3909,
          3909,
          3910,
          3910,
          3911,
          3911,
          3912,
          3912,
          3913,
          3913,
          3914,
          3914,
          3915,
          3915,
          3916,
          3916,
          3917,
          3917,
          3918,
          3918,
          3919,
          3919,
          3920,
          3920,
          3921,
          3921,
          3922,
          3922,
          3923,
          3923,
          3924,
          3924,
          3925,
          3925,
          3926,
          3926,
          3927,
          3927,
          3928,
          3928,
          3929,
          3929,
          3930,
          3930,
          3931,
          3931,
          3932,
          3932,
          3933,
          3933,
          3934,
          3934,
          3935,
          3935,
          3936,
          3936,
          3937,
          3937,
          3938,
          3938,
          3939,
          3939,
          3940,
          3940,
          3941,
          3941,
          3942,
          3942,
          3943,
          3943,
          3944,
          3944,
          3945,
          3945,
          3946,
          3946,
          3947,
          3947,
          3948,
          3948,
          3949,
          3949,
          3950,
          3950,
          3951,
          3951,
          3952,
          3952,
          3953,
          3953,
          3954,
          3954,
          3955,
          3955,
          3956,
          3956,
          3957,
          3957,
          3958,
          3958,
          3959,
          3959,
          3960,
          3960,
          3961,
          3961,
          3962,
          3962,
          3963,
          3963,
          3964,
          3964,
          3965,
          3965,
          3966,
          3966,
          3967,
          3967,
          3968,
          3968,
          3969,
          3969,
          3970,
          3970,
          3971,
          3971,
          3972,
          3972,
          3973,
          3973,
          3974,
          3974,
          3975,
          3975,
          3976,
          3976,
          3977,
          3977,
          3978,
          3978,
          3979,
          3979,
          3980,
          3980,
          3981,
          3981,
          3982,
          3982,
          3983,
          3983,
          3984,
          3984,
          3985,
          3985,
          3986,
          3986,
          3987,
          3987,
          3988,
          3988,
          3989,
          3989,
          3990,
          3990,
          3991,
          3991,
          3992,
          3992,
          3993,
          3993,
          3994,
          3994,
          3995,
          3995,
          3996,
          3996,
          3997,
          3997,
          3998,
          3998,
          3999,
          3999,
          4000,
          4000,
          4001,
          4001,
          4002,
          4002,
          4003,
          4003,
          4004,
          4004,
          4005,
          4005,
          4006,
          4006,
          4007,
          4007,
          4008,
          4008,
          4009,
          4009,
          4010,
          4010,
          4011,
          4011,
          4012,
          4012,
          4013,
          4013,
          4014,
          4014,
          4015,
          4015,
          4016,
          4016,
          4017,
          4017,
          4018,
          4018,
          4019,
          4019,
          4020,
          4020,
          4021,
          4021,
          4022,
          4022,
          4023,
          4023,
          4024,
          4024,
          4025,
          4025,
          4026,
          4026,
          4027,
          4027,
          4028,
          4028,
          4029,
          4029,
          4030,
          4030,
          4031,
          4031,
          4032,
          4032,
          4033,
          4033,
          4034,
          4034,
          4035,
          4035,
          4036,
          4036,
          4037,
          4037,
          4038,
          4038,
          4039,
          4039,
          4040,
          4040,
          4041,
          4041,
          4042,
          4042,
          4043,
          4043,
          4044,
          4044,
          4045,
          4045,
          4046,
          4046,
          4047,
          4047,
          4048,
          4048,
          4049,
          4049,
          4050,
          4050,
          4051,
          4051,
          4052,
          4052,
          4053,
          4053,
          4054,
          4054,
          4055,
          4055,
          4056,
          4056,
          4057,
          4057,
          4058,
          4058,
          4059,
          4059,
          4060,
          4060,
          4061,
          4061,
          4062,
          4062,
          4063,
          4063,
          4064,
          4064,
          4065,
          4065,
          4066,
          4066,
          4067,
          4067,
          4068,
          4068,
          4069,
          4069,
          4070,
          4070,
          4071,
          4071,
          4072,
          4072,
          4073,
          4073,
          4074,
          4074,
          4075,
          4075,
          4076,
          4076,
          4077,
          4077,
          4078,
          4078,
          4079,
          4079,
          4080,
          4080,
          4081,
          4081,
          4082,
          4082,
          4083,
          4083,
          4084,
          4084,
          4085,
          4085,
          4086,
          4086,
          4087,
          4087,
          4088,
          4088,
          4089,
          4089,
          4090,
          4090,
          4091,
          4091,
          4092,
          4092,
          4093,
          4093,
          4094,
          4094,
          4095,
          4095,
          4096,
          4096,
          4097,
          4097,
          4098,
          4098,
          4099,
          4099,
          4100,
          4100,
          4101,
          4101,
          4102,
          4102,
          4103,
          4103,
          4104,
          4104,
          4105,
          4105,
          4106,
          4106,
          4107,
          4107,
          4108,
          4108,
          4109,
          4109,
          4110,
          4110,
          4111,
          4111,
          4112,
          4112,
          4113,
          4113,
          4114,
          4114,
          4115,
          4115,
          4116,
          4116,
          4117,
          4117,
          4118,
          4118,
          4119,
          4119,
          4120,
          4120,
          4121,
          4121,
          4122,
          4122,
          4123,
          4123,
          4124,
          4124,
          4125,
          4125,
          4126,
          4126,
          4127,
          4127,
          4128,
          4128,
          4129,
          4129,
          4130,
          4130,
          4131,
          4131,
          4132,
          4132,
          4133,
          4133,
          4134,
          4134,
          4135,
          4135,
          4136,
          4136,
          4137,
          4137,
          4138,
          4138,
          4139,
          4139,
          4140,
          4140,
          4141,
          4141,
          4142,
          4142,
          4143,
          4143,
          4144,
          4144,
          4145,
          4145,
          4146,
          4146,
          4147,
          4147,
          4148,
          4148,
          4149,
          4149,
          4150,
          4150,
          4151,
          4151,
          4152,
          4152,
          4153,
          4153,
          4154,
          4154,
          4155,
          4155,
          4156,
          4156,
          4157,
          4157,
          4158,
          4158,
          4159,
          4159,
          4160,
          4160,
          4161,
          4161,
          4162,
          4162,
          4163,
          4163,
          4164,
          4164,
          4165,
          4165,
          4166,
          4166,
          4167,
          4167,
          4168,
          4168,
          4169,
          4169,
          4170,
          4170,
          4171,
          4171,
          4172,
          4172,
          4173,
          4173,
          4174,
          4174,
          4175,
          4175,
          4176,
          4176,
          4177,
          4177,
          4178,
          4178,
          4179,
          4180,
          4559,
          4559,
          4181,
          4181,
          4182,
          4182,
          4183,
          4183,
          4184,
          4184,
          4185,
          4185,
          4186,
          4186,
          4187,
          4187,
          4188,
          4188,
          4189,
          4189,
          4190,
          4190,
          4191,
          4191,
          4192,
          4192,
          4193,
          4193,
          4194,
          4194,
          4195,
          4195,
          4196,
          4196,
          4197,
          4197,
          4198,
          4198,
          4199,
          4199,
          4200,
          4200,
          4201,
          4201,
          4202,
          4202,
          4203,
          4203,
          4204,
          4204,
          4205,
          4205,
          4206,
          4206,
          4207,
          4207,
          4208,
          4208,
          4209,
          4209,
          4210,
          4210,
          4211,
          4211,
          4212,
          4212,
          4213,
          4213,
          4214,
          4214,
          4215,
          4215,
          4216,
          4216,
          4217,
          4217,
          4218,
          4218,
          4219,
          4219,
          4220,
          4220,
          4221,
          4221,
          4222,
          4222,
          4223,
          4223,
          4224,
          4224,
          4225,
          4225,
          4226,
          4226,
          4227,
          4227,
          4228,
          4228,
          4229,
          4229,
          4230,
          4230,
          4231,
          4231,
          4232,
          4232,
          4233,
          4233,
          4234,
          4234,
          4235,
          4235,
          4236,
          4236,
          4237,
          4237,
          4238,
          4238,
          4239,
          4239,
          4240,
          4240,
          4241,
          4241,
          4242,
          4242,
          4243,
          4243,
          4244,
          4244,
          4245,
          4245,
          4246,
          4246,
          4247,
          4247,
          4248,
          4248,
          4249,
          4249,
          4250,
          4250,
          4251,
          4251,
          4252,
          4252,
          4253,
          4253,
          4254,
          4254,
          4255,
          4255,
          4256,
          4256,
          4257,
          4257,
          4258,
          4258,
          4259,
          4259,
          4260,
          4260,
          4261,
          4261,
          4262,
          4262,
          4263,
          4263,
          4264,
          4264,
          4265,
          4265,
          4266,
          4266,
          4267,
          4267,
          4268,
          4268,
          4269,
          4269,
          4270,
          4270,
          4271,
          4271,
          4272,
          4272,
          4273,
          4273,
          4274,
          4274,
          4275,
          4275,
          4276,
          4276,
          4277,
          4277,
          4278,
          4278,
          4279,
          4279,
          4280,
          4280,
          4281,
          4281,
          4282,
          4282,
          4283,
          4283,
          4284,
          4284,
          4285,
          4285,
          4286,
          4286,
          4287,
          4287,
          4288,
          4288,
          4289,
          4289,
          4290,
          4290,
          4291,
          4291,
          4292,
          4292,
          4293,
          4293,
          4294,
          4294,
          4295,
          4295,
          4296,
          4296,
          4297,
          4297,
          4298,
          4298,
          4299,
          4299,
          4300,
          4300,
          4301,
          4301,
          4302,
          4302,
          4303,
          4303,
          4304,
          4304,
          4305,
          4305,
          4306,
          4306,
          4307,
          4307,
          4308,
          4308,
          4309,
          4309,
          4310,
          4310,
          4311,
          4311,
          4312,
          4312,
          4313,
          4313,
          4314,
          4314,
          4315,
          4315,
          4316,
          4316,
          4317,
          4317,
          4318,
          4318,
          4319,
          4319,
          4320,
          4320,
          4321,
          4321,
          4322,
          4322,
          4323,
          4323,
          4324,
          4324,
          4325,
          4325,
          4326,
          4326,
          4327,
          4327,
          4328,
          4328,
          4329,
          4329,
          4330,
          4330,
          4331,
          4331,
          4332,
          4332,
          4333,
          4333,
          4334,
          4334,
          4335,
          4335,
          4336,
          4336,
          4337,
          4337,
          4338,
          4338,
          4339,
          4339,
          4340,
          4340,
          4341,
          4341,
          4342,
          4342,
          4343,
          4343,
          4344,
          4344,
          4345,
          4345,
          4346,
          4346,
          4347,
          4347,
          4348,
          4348,
          4349,
          4349,
          4350,
          4350,
          4351,
          4351,
          4352,
          4352,
          4353,
          4353,
          4354,
          4354,
          4355,
          4355,
          4356,
          4356,
          4357,
          4357,
          4358,
          4358,
          4359,
          4359,
          4360,
          4360,
          4361,
          4361,
          4362,
          4362,
          4363,
          4363,
          4364,
          4364,
          4365,
          4365,
          4366,
          4366,
          4367,
          4367,
          4368,
          4368,
          4369,
          4369,
          4370,
          4370,
          4371,
          4371,
          4372,
          4372,
          4373,
          4373,
          4374,
          4374,
          4375,
          4375,
          4376,
          4376,
          4377,
          4377,
          4378,
          4378,
          4379,
          4379,
          4380,
          4380,
          4381,
          4381,
          4382,
          4382,
          4383,
          4383,
          4384,
          4384,
          4385,
          4385,
          4386,
          4386,
          4387,
          4387,
          4388,
          4388,
          4389,
          4389,
          4390,
          4390,
          4391,
          4391,
          4392,
          4392,
          4393,
          4393,
          4394,
          4394,
          4395,
          4395,
          4396,
          4396,
          4397,
          4397,
          4398,
          4398,
          4399,
          4399,
          4400,
          4400,
          4401,
          4401,
          4402,
          4402,
          4403,
          4403,
          4404,
          4404,
          4405,
          4405,
          4406,
          4406,
          4407,
          4407,
          4408,
          4408,
          4409,
          4409,
          4410,
          4410,
          4411,
          4411,
          4412,
          4412,
          4413,
          4413,
          4414,
          4414,
          4415,
          4415,
          4416,
          4416,
          4417,
          4417,
          4418,
          4418,
          4419,
          4419,
          4420,
          4420,
          4421,
          4421,
          4422,
          4422,
          4423,
          4423,
          4424,
          4424,
          4425,
          4425,
          4426,
          4426,
          4427,
          4427,
          4428,
          4428,
          4429,
          4429,
          4430,
          4430,
          4431,
          4431,
          4432,
          4432,
          4433,
          4433,
          4434,
          4434,
          4435,
          4435,
          4436,
          4436,
          4437,
          4437,
          4438,
          4438,
          4439,
          4439,
          4440,
          4440,
          4441,
          4441,
          4442,
          4442,
          4443,
          4443,
          4444,
          4444,
          4445,
          4445,
          4446,
          4446,
          4447,
          4447,
          4448,
          4448,
          4449,
          4449,
          4450,
          4450,
          4451,
          4451,
          4452,
          4452,
          4453,
          4453,
          4454,
          4454,
          4455,
          4455,
          4456,
          4456,
          4457,
          4457,
          4458,
          4458,
          4459,
          4459,
          4460,
          4460,
          4461,
          4461,
          4462,
          4462,
          4463,
          4463,
          4464,
          4464,
          4465,
          4465,
          4466,
          4466,
          4467,
          4467,
          4468,
          4468,
          4469,
          4469,
          4470,
          4470,
          4471,
          4471,
          4472,
          4472,
          4473,
          4473,
          4474,
          4474,
          4475,
          4475,
          4476,
          4476,
          4477,
          4477,
          4478,
          4478,
          4479,
          4479,
          4480,
          4480,
          4481,
          4481,
          4482,
          4482,
          4483,
          4483,
          4484,
          4484,
          4485,
          4485,
          4486,
          4486,
          4487,
          4487,
          4488,
          4488,
          4489,
          4489,
          4490,
          4490,
          4491,
          4491,
          4492,
          4492,
          4493,
          4493,
          4494,
          4494,
          4495,
          4495,
          4496,
          4496,
          4497,
          4497,
          4498,
          4498,
          4499,
          4499,
          4500,
          4500,
          4501,
          4501,
          4502,
          4502,
          4503,
          4503,
          4504,
          4504,
          4505,
          4505,
          4506,
          4506,
          4507,
          4507,
          4508,
          4508,
          4509,
          4509,
          4510,
          4510,
          4511,
          4511,
          4512,
          4512,
          4513,
          4513,
          4514,
          4514,
          4515,
          4515,
          4516,
          4516,
          4517,
          4517,
          4518,
          4518,
          4519,
          4519,
          4520,
          4520,
          4521,
          4521,
          4522,
          4522,
          4523,
          4523,
          4524,
          4524,
          4525,
          4525,
          4526,
          4526,
          4527,
          4527,
          4528,
          4528,
          4529,
          4529,
          4530,
          4530,
          4531,
          4531,
          4532,
          4532,
          4533,
          4533,
          4534,
          4534,
          4535,
          4535,
          4536,
          4536,
          4537,
          4537,
          4538,
          4538,
          4539,
          4539,
          4540,
          4540,
          4541,
          4541,
          4542,
          4542,
          4543,
          4543,
          4544,
          4544,
          4545,
          4545,
          4546,
          4546,
          4547,
          4547,
          4548,
          4548,
          4549,
          4549,
          4550,
          4550,
          4551,
          4551,
          4552,
          4552,
          4553,
          4553,
          4554,
          4554,
          4555,
          4555,
          4556,
          4556,
          4557,
          4557,
          4558,
          4558,
          4559,
          4560,
          4939,
          4939,
          4561,
          4561,
          4562,
          4562,
          4563,
          4563,
          4564,
          4564,
          4565,
          4565,
          4566,
          4566,
          4567,
          4567,
          4568,
          4568,
          4569,
          4569,
          4570,
          4570,
          4571,
          4571,
          4572,
          4572,
          4573,
          4573,
          4574,
          4574,
          4575,
          4575,
          4576,
          4576,
          4577,
          4577,
          4578,
          4578,
          4579,
          4579,
          4580,
          4580,
          4581,
          4581,
          4582,
          4582,
          4583,
          4583,
          4584,
          4584,
          4585,
          4585,
          4586,
          4586,
          4587,
          4587,
          4588,
          4588,
          4589,
          4589,
          4590,
          4590,
          4591,
          4591,
          4592,
          4592,
          4593,
          4593,
          4594,
          4594,
          4595,
          4595,
          4596,
          4596,
          4597,
          4597,
          4598,
          4598,
          4599,
          4599,
          4600,
          4600,
          4601,
          4601,
          4602,
          4602,
          4603,
          4603,
          4604,
          4604,
          4605,
          4605,
          4606,
          4606,
          4607,
          4607,
          4608,
          4608,
          4609,
          4609,
          4610,
          4610,
          4611,
          4611,
          4612,
          4612,
          4613,
          4613,
          4614,
          4614,
          4615,
          4615,
          4616,
          4616,
          4617,
          4617,
          4618,
          4618,
          4619,
          4619,
          4620,
          4620,
          4621,
          4621,
          4622,
          4622,
          4623,
          4623,
          4624,
          4624,
          4625,
          4625,
          4626,
          4626,
          4627,
          4627,
          4628,
          4628,
          4629,
          4629,
          4630,
          4630,
          4631,
          4631,
          4632,
          4632,
          4633,
          4633,
          4634,
          4634,
          4635,
          4635,
          4636,
          4636,
          4637,
          4637,
          4638,
          4638,
          4639,
          4639,
          4640,
          4640,
          4641,
          4641,
          4642,
          4642,
          4643,
          4643,
          4644,
          4644,
          4645,
          4645,
          4646,
          4646,
          4647,
          4647,
          4648,
          4648,
          4649,
          4649,
          4650,
          4650,
          4651,
          4651,
          4652,
          4652,
          4653,
          4653,
          4654,
          4654,
          4655,
          4655,
          4656,
          4656,
          4657,
          4657,
          4658,
          4658,
          4659,
          4659,
          4660,
          4660,
          4661,
          4661,
          4662,
          4662,
          4663,
          4663,
          4664,
          4664,
          4665,
          4665,
          4666,
          4666,
          4667,
          4667,
          4668,
          4668,
          4669,
          4669,
          4670,
          4670,
          4671,
          4671,
          4672,
          4672,
          4673,
          4673,
          4674,
          4674,
          4675,
          4675,
          4676,
          4676,
          4677,
          4677,
          4678,
          4678,
          4679,
          4679,
          4680,
          4680,
          4681,
          4681,
          4682,
          4682,
          4683,
          4683,
          4684,
          4684,
          4685,
          4685,
          4686,
          4686,
          4687,
          4687,
          4688,
          4688,
          4689,
          4689,
          4690,
          4690,
          4691,
          4691,
          4692,
          4692,
          4693,
          4693,
          4694,
          4694,
          4695,
          4695,
          4696,
          4696,
          4697,
          4697,
          4698,
          4698,
          4699,
          4699,
          4700,
          4700,
          4701,
          4701,
          4702,
          4702,
          4703,
          4703,
          4704,
          4704,
          4705,
          4705,
          4706,
          4706,
          4707,
          4707,
          4708,
          4708,
          4709,
          4709,
          4710,
          4710,
          4711,
          4711,
          4712,
          4712,
          4713,
          4713,
          4714,
          4714,
          4715,
          4715,
          4716,
          4716,
          4717,
          4717,
          4718,
          4718,
          4719,
          4719,
          4720,
          4720,
          4721,
          4721,
          4722,
          4722,
          4723,
          4723,
          4724,
          4724,
          4725,
          4725,
          4726,
          4726,
          4727,
          4727,
          4728,
          4728,
          4729,
          4729,
          4730,
          4730,
          4731,
          4731,
          4732,
          4732,
          4733,
          4733,
          4734,
          4734,
          4735,
          4735,
          4736,
          4736,
          4737,
          4737,
          4738,
          4738,
          4739,
          4739,
          4740,
          4740,
          4741,
          4741,
          4742,
          4742,
          4743,
          4743,
          4744,
          4744,
          4745,
          4745,
          4746,
          4746,
          4747,
          4747,
          4748,
          4748,
          4749,
          4749,
          4750,
          4750,
          4751,
          4751,
          4752,
          4752,
          4753,
          4753,
          4754,
          4754,
          4755,
          4755,
          4756,
          4756,
          4757,
          4757,
          4758,
          4758,
          4759,
          4759,
          4760,
          4760,
          4761,
          4761,
          4762,
          4762,
          4763,
          4763,
          4764,
          4764,
          4765,
          4765,
          4766,
          4766,
          4767,
          4767,
          4768,
          4768,
          4769,
          4769,
          4770,
          4770,
          4771,
          4771,
          4772,
          4772,
          4773,
          4773,
          4774,
          4774,
          4775,
          4775,
          4776,
          4776,
          4777,
          4777,
          4778,
          4778,
          4779,
          4779,
          4780,
          4780,
          4781,
          4781,
          4782,
          4782,
          4783,
          4783,
          4784,
          4784,
          4785,
          4785,
          4786,
          4786,
          4787,
          4787,
          4788,
          4788,
          4789,
          4789,
          4790,
          4790,
          4791,
          4791,
          4792,
          4792,
          4793,
          4793,
          4794,
          4794,
          4795,
          4795,
          4796,
          4796,
          4797,
          4797,
          4798,
          4798,
          4799,
          4799,
          4800,
          4800,
          4801,
          4801,
          4802,
          4802,
          4803,
          4803,
          4804,
          4804,
          4805,
          4805,
          4806,
          4806,
          4807,
          4807,
          4808,
          4808,
          4809,
          4809,
          4810,
          4810,
          4811,
          4811,
          4812,
          4812,
          4813,
          4813,
          4814,
          4814,
          4815,
          4815,
          4816,
          4816,
          4817,
          4817,
          4818,
          4818,
          4819,
          4819,
          4820,
          4820,
          4821,
          4821,
          4822,
          4822,
          4823,
          4823,
          4824,
          4824,
          4825,
          4825,
          4826,
          4826,
          4827,
          4827,
          4828,
          4828,
          4829,
          4829,
          4830,
          4830,
          4831,
          4831,
          4832,
          4832,
          4833,
          4833,
          4834,
          4834,
          4835,
          4835,
          4836,
          4836,
          4837,
          4837,
          4838,
          4838,
          4839,
          4839,
          4840,
          4840,
          4841,
          4841,
          4842,
          4842,
          4843,
          4843,
          4844,
          4844,
          4845,
          4845,
          4846,
          4846,
          4847,
          4847,
          4848,
          4848,
          4849,
          4849,
          4850,
          4850,
          4851,
          4851,
          4852,
          4852,
          4853,
          4853,
          4854,
          4854,
          4855,
          4855,
          4856,
          4856,
          4857,
          4857,
          4858,
          4858,
          4859,
          4859,
          4860,
          4860,
          4861,
          4861,
          4862,
          4862,
          4863,
          4863,
          4864,
          4864,
          4865,
          4865,
          4866,
          4866,
          4867,
          4867,
          4868,
          4868,
          4869,
          4869,
          4870,
          4870,
          4871,
          4871,
          4872,
          4872,
          4873,
          4873,
          4874,
          4874,
          4875,
          4875,
          4876,
          4876,
          4877,
          4877,
          4878,
          4878,
          4879,
          4879,
          4880,
          4880,
          4881,
          4881,
          4882,
          4882,
          4883,
          4883,
          4884,
          4884,
          4885,
          4885,
          4886,
          4886,
          4887,
          4887,
          4888,
          4888,
          4889,
          4889,
          4890,
          4890,
          4891,
          4891,
          4892,
          4892,
          4893,
          4893,
          4894,
          4894,
          4895,
          4895,
          4896,
          4896,
          4897,
          4897,
          4898,
          4898,
          4899,
          4899,
          4900,
          4900,
          4901,
          4901,
          4902,
          4902,
          4903,
          4903,
          4904,
          4904,
          4905,
          4905,
          4906,
          4906,
          4907,
          4907,
          4908,
          4908,
          4909,
          4909,
          4910,
          4910,
          4911,
          4911,
          4912,
          4912,
          4913,
          4913,
          4914,
          4914,
          4915,
          4915,
          4916,
          4916,
          4917,
          4917,
          4918,
          4918,
          4919,
          4919,
          4920,
          4920,
          4921,
          4921,
          4922,
          4922,
          4923,
          4923,
          4924,
          4924,
          4925,
          4925,
          4926,
          4926,
          4927,
          4927,
          4928,
          4928,
          4929,
          4929,
          4930,
          4930,
          4931,
          4931,
          4932,
          4932,
          4933,
          4933,
          4934,
          4934,
          4935,
          4935,
          4936,
          4936,
          4937,
          4937,
          4938,
          4938,
          4939,
          4940,
          5319,
          5319,
          4941,
          4941,
          4942,
          4942,
          4943,
          4943,
          4944,
          4944,
          4945,
          4945,
          4946,
          4946,
          4947,
          4947,
          4948,
          4948,
          4949,
          4949,
          4950,
          4950,
          4951,
          4951,
          4952,
          4952,
          4953,
          4953,
          4954,
          4954,
          4955,
          4955,
          4956,
          4956,
          4957,
          4957,
          4958,
          4958,
          4959,
          4959,
          4960,
          4960,
          4961,
          4961,
          4962,
          4962,
          4963,
          4963,
          4964,
          4964,
          4965,
          4965,
          4966,
          4966,
          4967,
          4967,
          4968,
          4968,
          4969,
          4969,
          4970,
          4970,
          4971,
          4971,
          4972,
          4972,
          4973,
          4973,
          4974,
          4974,
          4975,
          4975,
          4976,
          4976,
          4977,
          4977,
          4978,
          4978,
          4979,
          4979,
          4980,
          4980,
          4981,
          4981,
          4982,
          4982,
          4983,
          4983,
          4984,
          4984,
          4985,
          4985,
          4986,
          4986,
          4987,
          4987,
          4988,
          4988,
          4989,
          4989,
          4990,
          4990,
          4991,
          4991,
          4992,
          4992,
          4993,
          4993,
          4994,
          4994,
          4995,
          4995,
          4996,
          4996,
          4997,
          4997,
          4998,
          4998,
          4999,
          4999,
          5000,
          5000,
          5001,
          5001,
          5002,
          5002,
          5003,
          5003,
          5004,
          5004,
          5005,
          5005,
          5006,
          5006,
          5007,
          5007,
          5008,
          5008,
          5009,
          5009,
          5010,
          5010,
          5011,
          5011,
          5012,
          5012,
          5013,
          5013,
          5014,
          5014,
          5015,
          5015,
          5016,
          5016,
          5017,
          5017,
          5018,
          5018,
          5019,
          5019,
          5020,
          5020,
          5021,
          5021,
          5022,
          5022,
          5023,
          5023,
          5024,
          5024,
          5025,
          5025,
          5026,
          5026,
          5027,
          5027,
          5028,
          5028,
          5029,
          5029,
          5030,
          5030,
          5031,
          5031,
          5032,
          5032,
          5033,
          5033,
          5034,
          5034,
          5035,
          5035,
          5036,
          5036,
          5037,
          5037,
          5038,
          5038,
          5039,
          5039,
          5040,
          5040,
          5041,
          5041,
          5042,
          5042,
          5043,
          5043,
          5044,
          5044,
          5045,
          5045,
          5046,
          5046,
          5047,
          5047,
          5048,
          5048,
          5049,
          5049,
          5050,
          5050,
          5051,
          5051,
          5052,
          5052,
          5053,
          5053,
          5054,
          5054,
          5055,
          5055,
          5056,
          5056,
          5057,
          5057,
          5058,
          5058,
          5059,
          5059,
          5060,
          5060,
          5061,
          5061,
          5062,
          5062,
          5063,
          5063,
          5064,
          5064,
          5065,
          5065,
          5066,
          5066,
          5067,
          5067,
          5068,
          5068,
          5069,
          5069,
          5070,
          5070,
          5071,
          5071,
          5072,
          5072,
          5073,
          5073,
          5074,
          5074,
          5075,
          5075,
          5076,
          5076,
          5077,
          5077,
          5078,
          5078,
          5079,
          5079,
          5080,
          5080,
          5081,
          5081,
          5082,
          5082,
          5083,
          5083,
          5084,
          5084,
          5085,
          5085,
          5086,
          5086,
          5087,
          5087,
          5088,
          5088,
          5089,
          5089,
          5090,
          5090,
          5091,
          5091,
          5092,
          5092,
          5093,
          5093,
          5094,
          5094,
          5095,
          5095,
          5096,
          5096,
          5097,
          5097,
          5098,
          5098,
          5099,
          5099,
          5100,
          5100,
          5101,
          5101,
          5102,
          5102,
          5103,
          5103,
          5104,
          5104,
          5105,
          5105,
          5106,
          5106,
          5107,
          5107,
          5108,
          5108,
          5109,
          5109,
          5110,
          5110,
          5111,
          5111,
          5112,
          5112,
          5113,
          5113,
          5114,
          5114,
          5115,
          5115,
          5116,
          5116,
          5117,
          5117,
          5118,
          5118,
          5119,
          5119,
          5120,
          5120,
          5121,
          5121,
          5122,
          5122,
          5123,
          5123,
          5124,
          5124,
          5125,
          5125,
          5126,
          5126,
          5127,
          5127,
          5128,
          5128,
          5129,
          5129,
          5130,
          5130,
          5131,
          5131,
          5132,
          5132,
          5133,
          5133,
          5134,
          5134,
          5135,
          5135,
          5136,
          5136,
          5137,
          5137,
          5138,
          5138,
          5139,
          5139,
          5140,
          5140,
          5141,
          5141,
          5142,
          5142,
          5143,
          5143,
          5144,
          5144,
          5145,
          5145,
          5146,
          5146,
          5147,
          5147,
          5148,
          5148,
          5149,
          5149,
          5150,
          5150,
          5151,
          5151,
          5152,
          5152,
          5153,
          5153,
          5154,
          5154,
          5155,
          5155,
          5156,
          5156,
          5157,
          5157,
          5158,
          5158,
          5159,
          5159,
          5160,
          5160,
          5161,
          5161,
          5162,
          5162,
          5163,
          5163,
          5164,
          5164,
          5165,
          5165,
          5166,
          5166,
          5167,
          5167,
          5168,
          5168,
          5169,
          5169,
          5170,
          5170,
          5171,
          5171,
          5172,
          5172,
          5173,
          5173,
          5174,
          5174,
          5175,
          5175,
          5176,
          5176,
          5177,
          5177,
          5178,
          5178,
          5179,
          5179,
          5180,
          5180,
          5181,
          5181,
          5182,
          5182,
          5183,
          5183,
          5184,
          5184,
          5185,
          5185,
          5186,
          5186,
          5187,
          5187,
          5188,
          5188,
          5189,
          5189,
          5190,
          5190,
          5191,
          5191,
          5192,
          5192,
          5193,
          5193,
          5194,
          5194,
          5195,
          5195,
          5196,
          5196,
          5197,
          5197,
          5198,
          5198,
          5199,
          5199,
          5200,
          5200,
          5201,
          5201,
          5202,
          5202,
          5203,
          5203,
          5204,
          5204,
          5205,
          5205,
          5206,
          5206,
          5207,
          5207,
          5208,
          5208,
          5209,
          5209,
          5210,
          5210,
          5211,
          5211,
          5212,
          5212,
          5213,
          5213,
          5214,
          5214,
          5215,
          5215,
          5216,
          5216,
          5217,
          5217,
          5218,
          5218,
          5219,
          5219,
          5220,
          5220,
          5221,
          5221,
          5222,
          5222,
          5223,
          5223,
          5224,
          5224,
          5225,
          5225,
          5226,
          5226,
          5227,
          5227,
          5228,
          5228,
          5229,
          5229,
          5230,
          5230,
          5231,
          5231,
          5232,
          5232,
          5233,
          5233,
          5234,
          5234,
          5235,
          5235,
          5236,
          5236,
          5237,
          5237,
          5238,
          5238,
          5239,
          5239,
          5240,
          5240,
          5241,
          5241,
          5242,
          5242,
          5243,
          5243,
          5244,
          5244,
          5245,
          5245,
          5246,
          5246,
          5247,
          5247,
          5248,
          5248,
          5249,
          5249,
          5250,
          5250,
          5251,
          5251,
          5252,
          5252,
          5253,
          5253,
          5254,
          5254,
          5255,
          5255,
          5256,
          5256,
          5257,
          5257,
          5258,
          5258,
          5259,
          5259,
          5260,
          5260,
          5261,
          5261,
          5262,
          5262,
          5263,
          5263,
          5264,
          5264,
          5265,
          5265,
          5266,
          5266,
          5267,
          5267,
          5268,
          5268,
          5269,
          5269,
          5270,
          5270,
          5271,
          5271,
          5272,
          5272,
          5273,
          5273,
          5274,
          5274,
          5275,
          5275,
          5276,
          5276,
          5277,
          5277,
          5278,
          5278,
          5279,
          5279,
          5280,
          5280,
          5281,
          5281,
          5282,
          5282,
          5283,
          5283,
          5284,
          5284,
          5285,
          5285,
          5286,
          5286,
          5287,
          5287,
          5288,
          5288,
          5289,
          5289,
          5290,
          5290,
          5291,
          5291,
          5292,
          5292,
          5293,
          5293,
          5294,
          5294,
          5295,
          5295,
          5296,
          5296,
          5297,
          5297,
          5298,
          5298,
          5299,
          5299,
          5300,
          5300,
          5301,
          5301,
          5302,
          5302,
          5303,
          5303,
          5304,
          5304,
          5305,
          5305,
          5306,
          5306,
          5307,
          5307,
          5308,
          5308,
          5309,
          5309,
          5310,
          5310,
          5311,
          5311,
          5312,
          5312,
          5313,
          5313,
          5314,
          5314,
          5315,
          5315,
          5316,
          5316,
          5317,
          5317,
          5318,
          5318,
          5319,
          5320,
          5699,
          5699,
          5321,
          5321,
          5322,
          5322,
          5323,
          5323,
          5324,
          5324,
          5325,
          5325,
          5326,
          5326,
          5327,
          5327,
          5328,
          5328,
          5329,
          5329,
          5330,
          5330,
          5331,
          5331,
          5332,
          5332,
          5333,
          5333,
          5334,
          5334,
          5335,
          5335,
          5336,
          5336,
          5337,
          5337,
          5338,
          5338,
          5339,
          5339,
          5340,
          5340,
          5341,
          5341,
          5342,
          5342,
          5343,
          5343,
          5344,
          5344,
          5345,
          5345,
          5346,
          5346,
          5347,
          5347,
          5348,
          5348,
          5349,
          5349,
          5350,
          5350,
          5351,
          5351,
          5352,
          5352,
          5353,
          5353,
          5354,
          5354,
          5355,
          5355,
          5356,
          5356,
          5357,
          5357,
          5358,
          5358,
          5359,
          5359,
          5360,
          5360,
          5361,
          5361,
          5362,
          5362,
          5363,
          5363,
          5364,
          5364,
          5365,
          5365,
          5366,
          5366,
          5367,
          5367,
          5368,
          5368,
          5369,
          5369,
          5370,
          5370,
          5371,
          5371,
          5372,
          5372,
          5373,
          5373,
          5374,
          5374,
          5375,
          5375,
          5376,
          5376,
          5377,
          5377,
          5378,
          5378,
          5379,
          5379,
          5380,
          5380,
          5381,
          5381,
          5382,
          5382,
          5383,
          5383,
          5384,
          5384,
          5385,
          5385,
          5386,
          5386,
          5387,
          5387,
          5388,
          5388,
          5389,
          5389,
          5390,
          5390,
          5391,
          5391,
          5392,
          5392,
          5393,
          5393,
          5394,
          5394,
          5395,
          5395,
          5396,
          5396,
          5397,
          5397,
          5398,
          5398,
          5399,
          5399,
          5400,
          5400,
          5401,
          5401,
          5402,
          5402,
          5403,
          5403,
          5404,
          5404,
          5405,
          5405,
          5406,
          5406,
          5407,
          5407,
          5408,
          5408,
          5409,
          5409,
          5410,
          5410,
          5411,
          5411,
          5412,
          5412,
          5413,
          5413,
          5414,
          5414,
          5415,
          5415,
          5416,
          5416,
          5417,
          5417,
          5418,
          5418,
          5419,
          5419,
          5420,
          5420,
          5421,
          5421,
          5422,
          5422,
          5423,
          5423,
          5424,
          5424,
          5425,
          5425,
          5426,
          5426,
          5427,
          5427,
          5428,
          5428,
          5429,
          5429,
          5430,
          5430,
          5431,
          5431,
          5432,
          5432,
          5433,
          5433,
          5434,
          5434,
          5435,
          5435,
          5436,
          5436,
          5437,
          5437,
          5438,
          5438,
          5439,
          5439,
          5440,
          5440,
          5441,
          5441,
          5442,
          5442,
          5443,
          5443,
          5444,
          5444,
          5445,
          5445,
          5446,
          5446,
          5447,
          5447,
          5448,
          5448,
          5449,
          5449,
          5450,
          5450,
          5451,
          5451,
          5452,
          5452,
          5453,
          5453,
          5454,
          5454,
          5455,
          5455,
          5456,
          5456,
          5457,
          5457,
          5458,
          5458,
          5459,
          5459,
          5460,
          5460,
          5461,
          5461,
          5462,
          5462,
          5463,
          5463,
          5464,
          5464,
          5465,
          5465,
          5466,
          5466,
          5467,
          5467,
          5468,
          5468,
          5469,
          5469,
          5470,
          5470,
          5471,
          5471,
          5472,
          5472,
          5473,
          5473,
          5474,
          5474,
          5475,
          5475,
          5476,
          5476,
          5477,
          5477,
          5478,
          5478,
          5479,
          5479,
          5480,
          5480,
          5481,
          5481,
          5482,
          5482,
          5483,
          5483,
          5484,
          5484,
          5485,
          5485,
          5486,
          5486,
          5487,
          5487,
          5488,
          5488,
          5489,
          5489,
          5490,
          5490,
          5491,
          5491,
          5492,
          5492,
          5493,
          5493,
          5494,
          5494,
          5495,
          5495,
          5496,
          5496,
          5497,
          5497,
          5498,
          5498,
          5499,
          5499,
          5500,
          5500,
          5501,
          5501,
          5502,
          5502,
          5503,
          5503,
          5504,
          5504,
          5505,
          5505,
          5506,
          5506,
          5507,
          5507,
          5508,
          5508,
          5509,
          5509,
          5510,
          5510,
          5511,
          5511,
          5512,
          5512,
          5513,
          5513,
          5514,
          5514,
          5515,
          5515,
          5516,
          5516,
          5517,
          5517,
          5518,
          5518,
          5519,
          5519,
          5520,
          5520,
          5521,
          5521,
          5522,
          5522,
          5523,
          5523,
          5524,
          5524,
          5525,
          5525,
          5526,
          5526,
          5527,
          5527,
          5528,
          5528,
          5529,
          5529,
          5530,
          5530,
          5531,
          5531,
          5532,
          5532,
          5533,
          5533,
          5534,
          5534,
          5535,
          5535,
          5536,
          5536,
          5537,
          5537,
          5538,
          5538,
          5539,
          5539,
          5540,
          5540,
          5541,
          5541,
          5542,
          5542,
          5543,
          5543,
          5544,
          5544,
          5545,
          5545,
          5546,
          5546,
          5547,
          5547,
          5548,
          5548,
          5549,
          5549,
          5550,
          5550,
          5551,
          5551,
          5552,
          5552,
          5553,
          5553,
          5554,
          5554,
          5555,
          5555,
          5556,
          5556,
          5557,
          5557,
          5558,
          5558,
          5559,
          5559,
          5560,
          5560,
          5561,
          5561,
          5562,
          5562,
          5563,
          5563,
          5564,
          5564,
          5565,
          5565,
          5566,
          5566,
          5567,
          5567,
          5568,
          5568,
          5569,
          5569,
          5570,
          5570,
          5571,
          5571,
          5572,
          5572,
          5573,
          5573,
          5574,
          5574,
          5575,
          5575,
          5576,
          5576,
          5577,
          5577,
          5578,
          5578,
          5579,
          5579,
          5580,
          5580,
          5581,
          5581,
          5582,
          5582,
          5583,
          5583,
          5584,
          5584,
          5585,
          5585,
          5586,
          5586,
          5587,
          5587,
          5588,
          5588,
          5589,
          5589,
          5590,
          5590,
          5591,
          5591,
          5592,
          5592,
          5593,
          5593,
          5594,
          5594,
          5595,
          5595,
          5596,
          5596,
          5597,
          5597,
          5598,
          5598,
          5599,
          5599,
          5600,
          5600,
          5601,
          5601,
          5602,
          5602,
          5603,
          5603,
          5604,
          5604,
          5605,
          5605,
          5606,
          5606,
          5607,
          5607,
          5608,
          5608,
          5609,
          5609,
          5610,
          5610,
          5611,
          5611,
          5612,
          5612,
          5613,
          5613,
          5614,
          5614,
          5615,
          5615,
          5616,
          5616,
          5617,
          5617,
          5618,
          5618,
          5619,
          5619,
          5620,
          5620,
          5621,
          5621,
          5622,
          5622,
          5623,
          5623,
          5624,
          5624,
          5625,
          5625,
          5626,
          5626,
          5627,
          5627,
          5628,
          5628,
          5629,
          5629,
          5630,
          5630,
          5631,
          5631,
          5632,
          5632,
          5633,
          5633,
          5634,
          5634,
          5635,
          5635,
          5636,
          5636,
          5637,
          5637,
          5638,
          5638,
          5639,
          5639,
          5640,
          5640,
          5641,
          5641,
          5642,
          5642,
          5643,
          5643,
          5644,
          5644,
          5645,
          5645,
          5646,
          5646,
          5647,
          5647,
          5648,
          5648,
          5649,
          5649,
          5650,
          5650,
          5651,
          5651,
          5652,
          5652,
          5653,
          5653,
          5654,
          5654,
          5655,
          5655,
          5656,
          5656,
          5657,
          5657,
          5658,
          5658,
          5659,
          5659,
          5660,
          5660,
          5661,
          5661,
          5662,
          5662,
          5663,
          5663,
          5664,
          5664,
          5665,
          5665,
          5666,
          5666,
          5667,
          5667,
          5668,
          5668,
          5669,
          5669,
          5670,
          5670,
          5671,
          5671,
          5672,
          5672,
          5673,
          5673,
          5674,
          5674,
          5675,
          5675,
          5676,
          5676,
          5677,
          5677,
          5678,
          5678,
          5679,
          5679,
          5680,
          5680,
          5681,
          5681,
          5682,
          5682,
          5683,
          5683,
          5684,
          5684,
          5685,
          5685,
          5686,
          5686,
          5687,
          5687,
          5688,
          5688,
          5689,
          5689,
          5690,
          5690,
          5691,
          5691,
          5692,
          5692,
          5693,
          5693,
          5694,
          5694,
          5695,
          5695,
          5696,
          5696,
          5697,
          5697,
          5698,
          5698,
          5699,
          5700,
          6079,
          6079,
          5701,
          5701,
          5702,
          5702,
          5703,
          5703,
          5704,
          5704,
          5705,
          5705,
          5706,
          5706,
          5707,
          5707,
          5708,
          5708,
          5709,
          5709,
          5710,
          5710,
          5711,
          5711,
          5712,
          5712,
          5713,
          5713,
          5714,
          5714,
          5715,
          5715,
          5716,
          5716,
          5717,
          5717,
          5718,
          5718,
          5719,
          5719,
          5720,
          5720,
          5721,
          5721,
          5722,
          5722,
          5723,
          5723,
          5724,
          5724,
          5725,
          5725,
          5726,
          5726,
          5727,
          5727,
          5728,
          5728,
          5729,
          5729,
          5730,
          5730,
          5731,
          5731,
          5732,
          5732,
          5733,
          5733,
          5734,
          5734,
          5735,
          5735,
          5736,
          5736,
          5737,
          5737,
          5738,
          5738,
          5739,
          5739,
          5740,
          5740,
          5741,
          5741,
          5742,
          5742,
          5743,
          5743,
          5744,
          5744,
          5745,
          5745,
          5746,
          5746,
          5747,
          5747,
          5748,
          5748,
          5749,
          5749,
          5750,
          5750,
          5751,
          5751,
          5752,
          5752,
          5753,
          5753,
          5754,
          5754,
          5755,
          5755,
          5756,
          5756,
          5757,
          5757,
          5758,
          5758,
          5759,
          5759,
          5760,
          5760,
          5761,
          5761,
          5762,
          5762,
          5763,
          5763,
          5764,
          5764,
          5765,
          5765,
          5766,
          5766,
          5767,
          5767,
          5768,
          5768,
          5769,
          5769,
          5770,
          5770,
          5771,
          5771,
          5772,
          5772,
          5773,
          5773,
          5774,
          5774,
          5775,
          5775,
          5776,
          5776,
          5777,
          5777,
          5778,
          5778,
          5779,
          5779,
          5780,
          5780,
          5781,
          5781,
          5782,
          5782,
          5783,
          5783,
          5784,
          5784,
          5785,
          5785,
          5786,
          5786,
          5787,
          5787,
          5788,
          5788,
          5789,
          5789,
          5790,
          5790,
          5791,
          5791,
          5792,
          5792,
          5793,
          5793,
          5794,
          5794,
          5795,
          5795,
          5796,
          5796,
          5797,
          5797,
          5798,
          5798,
          5799,
          5799,
          5800,
          5800,
          5801,
          5801,
          5802,
          5802,
          5803,
          5803,
          5804,
          5804,
          5805,
          5805,
          5806,
          5806,
          5807,
          5807,
          5808,
          5808,
          5809,
          5809,
          5810,
          5810,
          5811,
          5811,
          5812,
          5812,
          5813,
          5813,
          5814,
          5814,
          5815,
          5815,
          5816,
          5816,
          5817,
          5817,
          5818,
          5818,
          5819,
          5819,
          5820,
          5820,
          5821,
          5821,
          5822,
          5822,
          5823,
          5823,
          5824,
          5824,
          5825,
          5825,
          5826,
          5826,
          5827,
          5827,
          5828,
          5828,
          5829,
          5829,
          5830,
          5830,
          5831,
          5831,
          5832,
          5832,
          5833,
          5833,
          5834,
          5834,
          5835,
          5835,
          5836,
          5836,
          5837,
          5837,
          5838,
          5838,
          5839,
          5839,
          5840,
          5840,
          5841,
          5841,
          5842,
          5842,
          5843,
          5843,
          5844,
          5844,
          5845,
          5845,
          5846,
          5846,
          5847,
          5847,
          5848,
          5848,
          5849,
          5849,
          5850,
          5850,
          5851,
          5851,
          5852,
          5852,
          5853,
          5853,
          5854,
          5854,
          5855,
          5855,
          5856,
          5856,
          5857,
          5857,
          5858,
          5858,
          5859,
          5859,
          5860,
          5860,
          5861,
          5861,
          5862,
          5862,
          5863,
          5863,
          5864,
          5864,
          5865,
          5865,
          5866,
          5866,
          5867,
          5867,
          5868,
          5868,
          5869,
          5869,
          5870,
          5870,
          5871,
          5871,
          5872,
          5872,
          5873,
          5873,
          5874,
          5874,
          5875,
          5875,
          5876,
          5876,
          5877,
          5877,
          5878,
          5878,
          5879,
          5879,
          5880,
          5880,
          5881,
          5881,
          5882,
          5882,
          5883,
          5883,
          5884,
          5884,
          5885,
          5885,
          5886,
          5886,
          5887,
          5887,
          5888,
          5888,
          5889,
          5889,
          5890,
          5890,
          5891,
          5891,
          5892,
          5892,
          5893,
          5893,
          5894,
          5894,
          5895,
          5895,
          5896,
          5896,
          5897,
          5897,
          5898,
          5898,
          5899,
          5899,
          5900,
          5900,
          5901,
          5901,
          5902,
          5902,
          5903,
          5903,
          5904,
          5904,
          5905,
          5905,
          5906,
          5906,
          5907,
          5907,
          5908,
          5908,
          5909,
          5909,
          5910,
          5910,
          5911,
          5911,
          5912,
          5912,
          5913,
          5913,
          5914,
          5914,
          5915,
          5915,
          5916,
          5916,
          5917,
          5917,
          5918,
          5918,
          5919,
          5919,
          5920,
          5920,
          5921,
          5921,
          5922,
          5922,
          5923,
          5923,
          5924,
          5924,
          5925,
          5925,
          5926,
          5926,
          5927,
          5927,
          5928,
          5928,
          5929,
          5929,
          5930,
          5930,
          5931,
          5931,
          5932,
          5932,
          5933,
          5933,
          5934,
          5934,
          5935,
          5935,
          5936,
          5936,
          5937,
          5937,
          5938,
          5938,
          5939,
          5939,
          5940,
          5940,
          5941,
          5941,
          5942,
          5942,
          5943,
          5943,
          5944,
          5944,
          5945,
          5945,
          5946,
          5946,
          5947,
          5947,
          5948,
          5948,
          5949,
          5949,
          5950,
          5950,
          5951,
          5951,
          5952,
          5952,
          5953,
          5953,
          5954,
          5954,
          5955,
          5955,
          5956,
          5956,
          5957,
          5957,
          5958,
          5958,
          5959,
          5959,
          5960,
          5960,
          5961,
          5961,
          5962,
          5962,
          5963,
          5963,
          5964,
          5964,
          5965,
          5965,
          5966,
          5966,
          5967,
          5967,
          5968,
          5968,
          5969,
          5969,
          5970,
          5970,
          5971,
          5971,
          5972,
          5972,
          5973,
          5973,
          5974,
          5974,
          5975,
          5975,
          5976,
          5976,
          5977,
          5977,
          5978,
          5978,
          5979,
          5979,
          5980,
          5980,
          5981,
          5981,
          5982,
          5982,
          5983,
          5983,
          5984,
          5984,
          5985,
          5985,
          5986,
          5986,
          5987,
          5987,
          5988,
          5988,
          5989,
          5989,
          5990,
          5990,
          5991,
          5991,
          5992,
          5992,
          5993,
          5993,
          5994,
          5994,
          5995,
          5995,
          5996,
          5996,
          5997,
          5997,
          5998,
          5998,
          5999,
          5999,
          6000,
          6000,
          6001,
          6001,
          6002,
          6002,
          6003,
          6003,
          6004,
          6004,
          6005,
          6005,
          6006,
          6006,
          6007,
          6007,
          6008,
          6008,
          6009,
          6009,
          6010,
          6010,
          6011,
          6011,
          6012,
          6012,
          6013,
          6013,
          6014,
          6014,
          6015,
          6015,
          6016,
          6016,
          6017,
          6017,
          6018,
          6018,
          6019,
          6019,
          6020,
          6020,
          6021,
          6021,
          6022,
          6022,
          6023,
          6023,
          6024,
          6024,
          6025,
          6025,
          6026,
          6026,
          6027,
          6027,
          6028,
          6028,
          6029,
          6029,
          6030,
          6030,
          6031,
          6031,
          6032,
          6032,
          6033,
          6033,
          6034,
          6034,
          6035,
          6035,
          6036,
          6036,
          6037,
          6037,
          6038,
          6038,
          6039,
          6039,
          6040,
          6040,
          6041,
          6041,
          6042,
          6042,
          6043,
          6043,
          6044,
          6044,
          6045,
          6045,
          6046,
          6046,
          6047,
          6047,
          6048,
          6048,
          6049,
          6049,
          6050,
          6050,
          6051,
          6051,
          6052,
          6052,
          6053,
          6053,
          6054,
          6054,
          6055,
          6055,
          6056,
          6056,
          6057,
          6057,
          6058,
          6058,
          6059,
          6059,
          6060,
          6060,
          6061,
          6061,
          6062,
          6062,
          6063,
          6063,
          6064,
          6064,
          6065,
          6065,
          6066,
          6066,
          6067,
          6067,
          6068,
          6068,
          6069,
          6069,
          6070,
          6070,
          6071,
          6071,
          6072,
          6072,
          6073,
          6073,
          6074,
          6074,
          6075,
          6075,
          6076,
          6076,
          6077,
          6077,
          6078,
          6078,
          6079,
          6080,
          6459,
          6459,
          6081,
          6081,
          6082,
          6082,
          6083,
          6083,
          6084,
          6084,
          6085,
          6085,
          6086,
          6086,
          6087,
          6087,
          6088,
          6088,
          6089,
          6089,
          6090,
          6090,
          6091,
          6091,
          6092,
          6092,
          6093,
          6093,
          6094,
          6094,
          6095,
          6095,
          6096,
          6096,
          6097,
          6097,
          6098,
          6098,
          6099,
          6099,
          6100,
          6100,
          6101,
          6101,
          6102,
          6102,
          6103,
          6103,
          6104,
          6104,
          6105,
          6105,
          6106,
          6106,
          6107,
          6107,
          6108,
          6108,
          6109,
          6109,
          6110,
          6110,
          6111,
          6111,
          6112,
          6112,
          6113,
          6113,
          6114,
          6114,
          6115,
          6115,
          6116,
          6116,
          6117,
          6117,
          6118,
          6118,
          6119,
          6119,
          6120,
          6120,
          6121,
          6121,
          6122,
          6122,
          6123,
          6123,
          6124,
          6124,
          6125,
          6125,
          6126,
          6126,
          6127,
          6127,
          6128,
          6128,
          6129,
          6129,
          6130,
          6130,
          6131,
          6131,
          6132,
          6132,
          6133,
          6133,
          6134,
          6134,
          6135,
          6135,
          6136,
          6136,
          6137,
          6137,
          6138,
          6138,
          6139,
          6139,
          6140,
          6140,
          6141,
          6141,
          6142,
          6142,
          6143,
          6143,
          6144,
          6144,
          6145,
          6145,
          6146,
          6146,
          6147,
          6147,
          6148,
          6148,
          6149,
          6149,
          6150,
          6150,
          6151,
          6151,
          6152,
          6152,
          6153,
          6153,
          6154,
          6154,
          6155,
          6155,
          6156,
          6156,
          6157,
          6157,
          6158,
          6158,
          6159,
          6159,
          6160,
          6160,
          6161,
          6161,
          6162,
          6162,
          6163,
          6163,
          6164,
          6164,
          6165,
          6165,
          6166,
          6166,
          6167,
          6167,
          6168,
          6168,
          6169,
          6169,
          6170,
          6170,
          6171,
          6171,
          6172,
          6172,
          6173,
          6173,
          6174,
          6174,
          6175,
          6175,
          6176,
          6176,
          6177,
          6177,
          6178,
          6178,
          6179,
          6179,
          6180,
          6180,
          6181,
          6181,
          6182,
          6182,
          6183,
          6183,
          6184,
          6184,
          6185,
          6185,
          6186,
          6186,
          6187,
          6187,
          6188,
          6188,
          6189,
          6189,
          6190,
          6190,
          6191,
          6191,
          6192,
          6192,
          6193,
          6193,
          6194,
          6194,
          6195,
          6195,
          6196,
          6196,
          6197,
          6197,
          6198,
          6198,
          6199,
          6199,
          6200,
          6200,
          6201,
          6201,
          6202,
          6202,
          6203,
          6203,
          6204,
          6204,
          6205,
          6205,
          6206,
          6206,
          6207,
          6207,
          6208,
          6208,
          6209,
          6209,
          6210,
          6210,
          6211,
          6211,
          6212,
          6212,
          6213,
          6213,
          6214,
          6214,
          6215,
          6215,
          6216,
          6216,
          6217,
          6217,
          6218,
          6218,
          6219,
          6219,
          6220,
          6220,
          6221,
          6221,
          6222,
          6222,
          6223,
          6223,
          6224,
          6224,
          6225,
          6225,
          6226,
          6226,
          6227,
          6227,
          6228,
          6228,
          6229,
          6229,
          6230,
          6230,
          6231,
          6231,
          6232,
          6232,
          6233,
          6233,
          6234,
          6234,
          6235,
          6235,
          6236,
          6236,
          6237,
          6237,
          6238,
          6238,
          6239,
          6239,
          6240,
          6240,
          6241,
          6241,
          6242,
          6242,
          6243,
          6243,
          6244,
          6244,
          6245,
          6245,
          6246,
          6246,
          6247,
          6247,
          6248,
          6248,
          6249,
          6249,
          6250,
          6250,
          6251,
          6251,
          6252,
          6252,
          6253,
          6253,
          6254,
          6254,
          6255,
          6255,
          6256,
          6256,
          6257,
          6257,
          6258,
          6258,
          6259,
          6259,
          6260,
          6260,
          6261,
          6261,
          6262,
          6262,
          6263,
          6263,
          6264,
          6264,
          6265,
          6265,
          6266,
          6266,
          6267,
          6267,
          6268,
          6268,
          6269,
          6269,
          6270,
          6270,
          6271,
          6271,
          6272,
          6272,
          6273,
          6273,
          6274,
          6274,
          6275,
          6275,
          6276,
          6276,
          6277,
          6277,
          6278,
          6278,
          6279,
          6279,
          6280,
          6280,
          6281,
          6281,
          6282,
          6282,
          6283,
          6283,
          6284,
          6284,
          6285,
          6285,
          6286,
          6286,
          6287,
          6287,
          6288,
          6288,
          6289,
          6289,
          6290,
          6290,
          6291,
          6291,
          6292,
          6292,
          6293,
          6293,
          6294,
          6294,
          6295,
          6295,
          6296,
          6296,
          6297,
          6297,
          6298,
          6298,
          6299,
          6299,
          6300,
          6300,
          6301,
          6301,
          6302,
          6302,
          6303,
          6303,
          6304,
          6304,
          6305,
          6305,
          6306,
          6306,
          6307,
          6307,
          6308,
          6308,
          6309,
          6309,
          6310,
          6310,
          6311,
          6311,
          6312,
          6312,
          6313,
          6313,
          6314,
          6314,
          6315,
          6315,
          6316,
          6316,
          6317,
          6317,
          6318,
          6318,
          6319,
          6319,
          6320,
          6320,
          6321,
          6321,
          6322,
          6322,
          6323,
          6323,
          6324,
          6324,
          6325,
          6325,
          6326,
          6326,
          6327,
          6327,
          6328,
          6328,
          6329,
          6329,
          6330,
          6330,
          6331,
          6331,
          6332,
          6332,
          6333,
          6333,
          6334,
          6334,
          6335,
          6335,
          6336,
          6336,
          6337,
          6337,
          6338,
          6338,
          6339,
          6339,
          6340,
          6340,
          6341,
          6341,
          6342,
          6342,
          6343,
          6343,
          6344,
          6344,
          6345,
          6345,
          6346,
          6346,
          6347,
          6347,
          6348,
          6348,
          6349,
          6349,
          6350,
          6350,
          6351,
          6351,
          6352,
          6352,
          6353,
          6353,
          6354,
          6354,
          6355,
          6355,
          6356,
          6356,
          6357,
          6357,
          6358,
          6358,
          6359,
          6359,
          6360,
          6360,
          6361,
          6361,
          6362,
          6362,
          6363,
          6363,
          6364,
          6364,
          6365,
          6365,
          6366,
          6366,
          6367,
          6367,
          6368,
          6368,
          6369,
          6369,
          6370,
          6370,
          6371,
          6371,
          6372,
          6372,
          6373,
          6373,
          6374,
          6374,
          6375,
          6375,
          6376,
          6376,
          6377,
          6377,
          6378,
          6378,
          6379,
          6379,
          6380,
          6380,
          6381,
          6381,
          6382,
          6382,
          6383,
          6383,
          6384,
          6384,
          6385,
          6385,
          6386,
          6386,
          6387,
          6387,
          6388,
          6388,
          6389,
          6389,
          6390,
          6390,
          6391,
          6391,
          6392,
          6392,
          6393,
          6393,
          6394,
          6394,
          6395,
          6395,
          6396,
          6396,
          6397,
          6397,
          6398,
          6398,
          6399,
          6399,
          6400,
          6400,
          6401,
          6401,
          6402,
          6402,
          6403,
          6403,
          6404,
          6404,
          6405,
          6405,
          6406,
          6406,
          6407,
          6407,
          6408,
          6408,
          6409,
          6409,
          6410,
          6410,
          6411,
          6411,
          6412,
          6412,
          6413,
          6413,
          6414,
          6414,
          6415,
          6415,
          6416,
          6416,
          6417,
          6417,
          6418,
          6418,
          6419,
          6419,
          6420,
          6420,
          6421,
          6421,
          6422,
          6422,
          6423,
          6423,
          6424,
          6424,
          6425,
          6425,
          6426,
          6426,
          6427,
          6427,
          6428,
          6428,
          6429,
          6429,
          6430,
          6430,
          6431,
          6431,
          6432,
          6432,
          6433,
          6433,
          6434,
          6434,
          6435,
          6435,
          6436,
          6436,
          6437,
          6437,
          6438,
          6438,
          6439,
          6439,
          6440,
          6440,
          6441,
          6441,
          6442,
          6442,
          6443,
          6443,
          6444,
          6444,
          6445,
          6445,
          6446,
          6446,
          6447,
          6447,
          6448,
          6448,
          6449,
          6449,
          6450,
          6450,
          6451,
          6451,
          6452,
          6452,
          6453,
          6453,
          6454,
          6454,
          6455,
          6455,
          6456,
          6456,
          6457,
          6457,
          6458,
          6458,
          6459,
          6460,
          6839,
          6839,
          6461,
          6461,
          6462,
          6462,
          6463,
          6463,
          6464,
          6464,
          6465,
          6465,
          6466,
          6466,
          6467,
          6467,
          6468,
          6468,
          6469,
          6469,
          6470,
          6470,
          6471,
          6471,
          6472,
          6472,
          6473,
          6473,
          6474,
          6474,
          6475,
          6475,
          6476,
          6476,
          6477,
          6477,
          6478,
          6478,
          6479,
          6479,
          6480,
          6480,
          6481,
          6481,
          6482,
          6482,
          6483,
          6483,
          6484,
          6484,
          6485,
          6485,
          6486,
          6486,
          6487,
          6487,
          6488,
          6488,
          6489,
          6489,
          6490,
          6490,
          6491,
          6491,
          6492,
          6492,
          6493,
          6493,
          6494,
          6494,
          6495,
          6495,
          6496,
          6496,
          6497,
          6497,
          6498,
          6498,
          6499,
          6499,
          6500,
          6500,
          6501,
          6501,
          6502,
          6502,
          6503,
          6503,
          6504,
          6504,
          6505,
          6505,
          6506,
          6506,
          6507,
          6507,
          6508,
          6508,
          6509,
          6509,
          6510,
          6510,
          6511,
          6511,
          6512,
          6512,
          6513,
          6513,
          6514,
          6514,
          6515,
          6515,
          6516,
          6516,
          6517,
          6517,
          6518,
          6518,
          6519,
          6519,
          6520,
          6520,
          6521,
          6521,
          6522,
          6522,
          6523,
          6523,
          6524,
          6524,
          6525,
          6525,
          6526,
          6526,
          6527,
          6527,
          6528,
          6528,
          6529,
          6529,
          6530,
          6530,
          6531,
          6531,
          6532,
          6532,
          6533,
          6533,
          6534,
          6534,
          6535,
          6535,
          6536,
          6536,
          6537,
          6537,
          6538,
          6538,
          6539,
          6539,
          6540,
          6540,
          6541,
          6541,
          6542,
          6542,
          6543,
          6543,
          6544,
          6544,
          6545,
          6545,
          6546,
          6546,
          6547,
          6547,
          6548,
          6548,
          6549,
          6549,
          6550,
          6550,
          6551,
          6551,
          6552,
          6552,
          6553,
          6553,
          6554,
          6554,
          6555,
          6555,
          6556,
          6556,
          6557,
          6557,
          6558,
          6558,
          6559,
          6559,
          6560,
          6560,
          6561,
          6561,
          6562,
          6562,
          6563,
          6563,
          6564,
          6564,
          6565,
          6565,
          6566,
          6566,
          6567,
          6567,
          6568,
          6568,
          6569,
          6569,
          6570,
          6570,
          6571,
          6571,
          6572,
          6572,
          6573,
          6573,
          6574,
          6574,
          6575,
          6575,
          6576,
          6576,
          6577,
          6577,
          6578,
          6578,
          6579,
          6579,
          6580,
          6580,
          6581,
          6581,
          6582,
          6582,
          6583,
          6583,
          6584,
          6584,
          6585,
          6585,
          6586,
          6586,
          6587,
          6587,
          6588,
          6588,
          6589,
          6589,
          6590,
          6590,
          6591,
          6591,
          6592,
          6592,
          6593,
          6593,
          6594,
          6594,
          6595,
          6595,
          6596,
          6596,
          6597,
          6597,
          6598,
          6598,
          6599,
          6599,
          6600,
          6600,
          6601,
          6601,
          6602,
          6602,
          6603,
          6603,
          6604,
          6604,
          6605,
          6605,
          6606,
          6606,
          6607,
          6607,
          6608,
          6608,
          6609,
          6609,
          6610,
          6610,
          6611,
          6611,
          6612,
          6612,
          6613,
          6613,
          6614,
          6614,
          6615,
          6615,
          6616,
          6616,
          6617,
          6617,
          6618,
          6618,
          6619,
          6619,
          6620,
          6620,
          6621,
          6621,
          6622,
          6622,
          6623,
          6623,
          6624,
          6624,
          6625,
          6625,
          6626,
          6626,
          6627,
          6627,
          6628,
          6628,
          6629,
          6629,
          6630,
          6630,
          6631,
          6631,
          6632,
          6632,
          6633,
          6633,
          6634,
          6634,
          6635,
          6635,
          6636,
          6636,
          6637,
          6637,
          6638,
          6638,
          6639,
          6639,
          6640,
          6640,
          6641,
          6641,
          6642,
          6642,
          6643,
          6643,
          6644,
          6644,
          6645,
          6645,
          6646,
          6646,
          6647,
          6647,
          6648,
          6648,
          6649,
          6649,
          6650,
          6650,
          6651,
          6651,
          6652,
          6652,
          6653,
          6653,
          6654,
          6654,
          6655,
          6655,
          6656,
          6656,
          6657,
          6657,
          6658,
          6658,
          6659,
          6659,
          6660,
          6660,
          6661,
          6661,
          6662,
          6662,
          6663,
          6663,
          6664,
          6664,
          6665,
          6665,
          6666,
          6666,
          6667,
          6667,
          6668,
          6668,
          6669,
          6669,
          6670,
          6670,
          6671,
          6671,
          6672,
          6672,
          6673,
          6673,
          6674,
          6674,
          6675,
          6675,
          6676,
          6676,
          6677,
          6677,
          6678,
          6678,
          6679,
          6679,
          6680,
          6680,
          6681,
          6681,
          6682,
          6682,
          6683,
          6683,
          6684,
          6684,
          6685,
          6685,
          6686,
          6686,
          6687,
          6687,
          6688,
          6688,
          6689,
          6689,
          6690,
          6690,
          6691,
          6691,
          6692,
          6692,
          6693,
          6693,
          6694,
          6694,
          6695,
          6695,
          6696,
          6696,
          6697,
          6697,
          6698,
          6698,
          6699,
          6699,
          6700,
          6700,
          6701,
          6701,
          6702,
          6702,
          6703,
          6703,
          6704,
          6704,
          6705,
          6705,
          6706,
          6706,
          6707,
          6707,
          6708,
          6708,
          6709,
          6709,
          6710,
          6710,
          6711,
          6711,
          6712,
          6712,
          6713,
          6713,
          6714,
          6714,
          6715,
          6715,
          6716,
          6716,
          6717,
          6717,
          6718,
          6718,
          6719,
          6719,
          6720,
          6720,
          6721,
          6721,
          6722,
          6722,
          6723,
          6723,
          6724,
          6724,
          6725,
          6725,
          6726,
          6726,
          6727,
          6727,
          6728,
          6728,
          6729,
          6729,
          6730,
          6730,
          6731,
          6731,
          6732,
          6732,
          6733,
          6733,
          6734,
          6734,
          6735,
          6735,
          6736,
          6736,
          6737,
          6737,
          6738,
          6738,
          6739,
          6739,
          6740,
          6740,
          6741,
          6741,
          6742,
          6742,
          6743,
          6743,
          6744,
          6744,
          6745,
          6745,
          6746,
          6746,
          6747,
          6747,
          6748,
          6748,
          6749,
          6749,
          6750,
          6750,
          6751,
          6751,
          6752,
          6752,
          6753,
          6753,
          6754,
          6754,
          6755,
          6755,
          6756,
          6756,
          6757,
          6757,
          6758,
          6758,
          6759,
          6759,
          6760,
          6760,
          6761,
          6761,
          6762,
          6762,
          6763,
          6763,
          6764,
          6764,
          6765,
          6765,
          6766,
          6766,
          6767,
          6767,
          6768,
          6768,
          6769,
          6769,
          6770,
          6770,
          6771,
          6771,
          6772,
          6772,
          6773,
          6773,
          6774,
          6774,
          6775,
          6775,
          6776,
          6776,
          6777,
          6777,
          6778,
          6778,
          6779,
          6779,
          6780,
          6780,
          6781,
          6781,
          6782,
          6782,
          6783,
          6783,
          6784,
          6784,
          6785,
          6785,
          6786,
          6786,
          6787,
          6787,
          6788,
          6788,
          6789,
          6789,
          6790,
          6790,
          6791,
          6791,
          6792,
          6792,
          6793,
          6793,
          6794,
          6794,
          6795,
          6795,
          6796,
          6796,
          6797,
          6797,
          6798,
          6798,
          6799,
          6799,
          6800,
          6800,
          6801,
          6801,
          6802,
          6802,
          6803,
          6803,
          6804,
          6804,
          6805,
          6805,
          6806,
          6806,
          6807,
          6807,
          6808,
          6808,
          6809,
          6809,
          6810,
          6810,
          6811,
          6811,
          6812,
          6812,
          6813,
          6813,
          6814,
          6814,
          6815,
          6815,
          6816,
          6816,
          6817,
          6817,
          6818,
          6818,
          6819,
          6819,
          6820,
          6820,
          6821,
          6821,
          6822,
          6822,
          6823,
          6823,
          6824,
          6824,
          6825,
          6825,
          6826,
          6826,
          6827,
          6827,
          6828,
          6828,
          6829,
          6829,
          6830,
          6830,
          6831,
          6831,
          6832,
          6832,
          6833,
          6833,
          6834,
          6834,
          6835,
          6835,
          6836,
          6836,
          6837,
          6837,
          6838,
          6838,
          6839,
          6840,
          7219,
          7219,
          6841,
          6841,
          6842,
          6842,
          6843,
          6843,
          6844,
          6844,
          6845,
          6845,
          6846,
          6846,
          6847,
          6847,
          6848,
          6848,
          6849,
          6849,
          6850,
          6850,
          6851,
          6851,
          6852,
          6852,
          6853,
          6853,
          6854,
          6854,
          6855,
          6855,
          6856,
          6856,
          6857,
          6857,
          6858,
          6858,
          6859,
          6859,
          6860,
          6860,
          6861,
          6861,
          6862,
          6862,
          6863,
          6863,
          6864,
          6864,
          6865,
          6865,
          6866,
          6866,
          6867,
          6867,
          6868,
          6868,
          6869,
          6869,
          6870,
          6870,
          6871,
          6871,
          6872,
          6872,
          6873,
          6873,
          6874,
          6874,
          6875,
          6875,
          6876,
          6876,
          6877,
          6877,
          6878,
          6878,
          6879,
          6879,
          6880,
          6880,
          6881,
          6881,
          6882,
          6882,
          6883,
          6883,
          6884,
          6884,
          6885,
          6885,
          6886,
          6886,
          6887,
          6887,
          6888,
          6888,
          6889,
          6889,
          6890,
          6890,
          6891,
          6891,
          6892,
          6892,
          6893,
          6893,
          6894,
          6894,
          6895,
          6895,
          6896,
          6896,
          6897,
          6897,
          6898,
          6898,
          6899,
          6899,
          6900,
          6900,
          6901,
          6901,
          6902,
          6902,
          6903,
          6903,
          6904,
          6904,
          6905,
          6905,
          6906,
          6906,
          6907,
          6907,
          6908,
          6908,
          6909,
          6909,
          6910,
          6910,
          6911,
          6911,
          6912,
          6912,
          6913,
          6913,
          6914,
          6914,
          6915,
          6915,
          6916,
          6916,
          6917,
          6917,
          6918,
          6918,
          6919,
          6919,
          6920,
          6920,
          6921,
          6921,
          6922,
          6922,
          6923,
          6923,
          6924,
          6924,
          6925,
          6925,
          6926,
          6926,
          6927,
          6927,
          6928,
          6928,
          6929,
          6929,
          6930,
          6930,
          6931,
          6931,
          6932,
          6932,
          6933,
          6933,
          6934,
          6934,
          6935,
          6935,
          6936,
          6936,
          6937,
          6937,
          6938,
          6938,
          6939,
          6939,
          6940,
          6940,
          6941,
          6941,
          6942,
          6942,
          6943,
          6943,
          6944,
          6944,
          6945,
          6945,
          6946,
          6946,
          6947,
          6947,
          6948,
          6948,
          6949,
          6949,
          6950,
          6950,
          6951,
          6951,
          6952,
          6952,
          6953,
          6953,
          6954,
          6954,
          6955,
          6955,
          6956,
          6956,
          6957,
          6957,
          6958,
          6958,
          6959,
          6959,
          6960,
          6960,
          6961,
          6961,
          6962,
          6962,
          6963,
          6963,
          6964,
          6964,
          6965,
          6965,
          6966,
          6966,
          6967,
          6967,
          6968,
          6968,
          6969,
          6969,
          6970,
          6970,
          6971,
          6971,
          6972,
          6972,
          6973,
          6973,
          6974,
          6974,
          6975,
          6975,
          6976,
          6976,
          6977,
          6977,
          6978,
          6978,
          6979,
          6979,
          6980,
          6980,
          6981,
          6981,
          6982,
          6982,
          6983,
          6983,
          6984,
          6984,
          6985,
          6985,
          6986,
          6986,
          6987,
          6987,
          6988,
          6988,
          6989,
          6989,
          6990,
          6990,
          6991,
          6991,
          6992,
          6992,
          6993,
          6993,
          6994,
          6994,
          6995,
          6995,
          6996,
          6996,
          6997,
          6997,
          6998,
          6998,
          6999,
          6999,
          7000,
          7000,
          7001,
          7001,
          7002,
          7002,
          7003,
          7003,
          7004,
          7004,
          7005,
          7005,
          7006,
          7006,
          7007,
          7007,
          7008,
          7008,
          7009,
          7009,
          7010,
          7010,
          7011,
          7011,
          7012,
          7012,
          7013,
          7013,
          7014,
          7014,
          7015,
          7015,
          7016,
          7016,
          7017,
          7017,
          7018,
          7018,
          7019,
          7019,
          7020,
          7020,
          7021,
          7021,
          7022,
          7022,
          7023,
          7023,
          7024,
          7024,
          7025,
          7025,
          7026,
          7026,
          7027,
          7027,
          7028,
          7028,
          7029,
          7029,
          7030,
          7030,
          7031,
          7031,
          7032,
          7032,
          7033,
          7033,
          7034,
          7034,
          7035,
          7035,
          7036,
          7036,
          7037,
          7037,
          7038,
          7038,
          7039,
          7039,
          7040,
          7040,
          7041,
          7041,
          7042,
          7042,
          7043,
          7043,
          7044,
          7044,
          7045,
          7045,
          7046,
          7046,
          7047,
          7047,
          7048,
          7048,
          7049,
          7049,
          7050,
          7050,
          7051,
          7051,
          7052,
          7052,
          7053,
          7053,
          7054,
          7054,
          7055,
          7055,
          7056,
          7056,
          7057,
          7057,
          7058,
          7058,
          7059,
          7059,
          7060,
          7060,
          7061,
          7061,
          7062,
          7062,
          7063,
          7063,
          7064,
          7064,
          7065,
          7065,
          7066,
          7066,
          7067,
          7067,
          7068,
          7068,
          7069,
          7069,
          7070,
          7070,
          7071,
          7071,
          7072,
          7072,
          7073,
          7073,
          7074,
          7074,
          7075,
          7075,
          7076,
          7076,
          7077,
          7077,
          7078,
          7078,
          7079,
          7079,
          7080,
          7080,
          7081,
          7081,
          7082,
          7082,
          7083,
          7083,
          7084,
          7084,
          7085,
          7085,
          7086,
          7086,
          7087,
          7087,
          7088,
          7088,
          7089,
          7089,
          7090,
          7090,
          7091,
          7091,
          7092,
          7092,
          7093,
          7093,
          7094,
          7094,
          7095,
          7095,
          7096,
          7096,
          7097,
          7097,
          7098,
          7098,
          7099,
          7099,
          7100,
          7100,
          7101,
          7101,
          7102,
          7102,
          7103,
          7103,
          7104,
          7104,
          7105,
          7105,
          7106,
          7106,
          7107,
          7107,
          7108,
          7108,
          7109,
          7109,
          7110,
          7110,
          7111,
          7111,
          7112,
          7112,
          7113,
          7113,
          7114,
          7114,
          7115,
          7115,
          7116,
          7116,
          7117,
          7117,
          7118,
          7118,
          7119,
          7119,
          7120,
          7120,
          7121,
          7121,
          7122,
          7122,
          7123,
          7123,
          7124,
          7124,
          7125,
          7125,
          7126,
          7126,
          7127,
          7127,
          7128,
          7128,
          7129,
          7129,
          7130,
          7130,
          7131,
          7131,
          7132,
          7132,
          7133,
          7133,
          7134,
          7134,
          7135,
          7135,
          7136,
          7136,
          7137,
          7137,
          7138,
          7138,
          7139,
          7139,
          7140,
          7140,
          7141,
          7141,
          7142,
          7142,
          7143,
          7143,
          7144,
          7144,
          7145,
          7145,
          7146,
          7146,
          7147,
          7147,
          7148,
          7148,
          7149,
          7149,
          7150,
          7150,
          7151,
          7151,
          7152,
          7152,
          7153,
          7153,
          7154,
          7154,
          7155,
          7155,
          7156,
          7156,
          7157,
          7157,
          7158,
          7158,
          7159,
          7159,
          7160,
          7160,
          7161,
          7161,
          7162,
          7162,
          7163,
          7163,
          7164,
          7164,
          7165,
          7165,
          7166,
          7166,
          7167,
          7167,
          7168,
          7168,
          7169,
          7169,
          7170,
          7170,
          7171,
          7171,
          7172,
          7172,
          7173,
          7173,
          7174,
          7174,
          7175,
          7175,
          7176,
          7176,
          7177,
          7177,
          7178,
          7178,
          7179,
          7179,
          7180,
          7180,
          7181,
          7181,
          7182,
          7182,
          7183,
          7183,
          7184,
          7184,
          7185,
          7185,
          7186,
          7186,
          7187,
          7187,
          7188,
          7188,
          7189,
          7189,
          7190,
          7190,
          7191,
          7191,
          7192,
          7192,
          7193,
          7193,
          7194,
          7194,
          7195,
          7195,
          7196,
          7196,
          7197,
          7197,
          7198,
          7198,
          7199,
          7199,
          7200,
          7200,
          7201,
          7201,
          7202,
          7202,
          7203,
          7203,
          7204,
          7204,
          7205,
          7205,
          7206,
          7206,
          7207,
          7207,
          7208,
          7208,
          7209,
          7209,
          7210,
          7210,
          7211,
          7211,
          7212,
          7212,
          7213,
          7213,
          7214,
          7214,
          7215,
          7215,
          7216,
          7216,
          7217,
          7217,
          7218,
          7218,
          7219,
          7220,
          7599,
          7599,
          7221,
          7221,
          7222,
          7222,
          7223,
          7223,
          7224,
          7224,
          7225,
          7225,
          7226,
          7226,
          7227,
          7227,
          7228,
          7228,
          7229,
          7229,
          7230,
          7230,
          7231,
          7231,
          7232,
          7232,
          7233,
          7233,
          7234,
          7234,
          7235,
          7235,
          7236,
          7236,
          7237,
          7237,
          7238,
          7238,
          7239,
          7239,
          7240,
          7240,
          7241,
          7241,
          7242,
          7242,
          7243,
          7243,
          7244,
          7244,
          7245,
          7245,
          7246,
          7246,
          7247,
          7247,
          7248,
          7248,
          7249,
          7249,
          7250,
          7250,
          7251,
          7251,
          7252,
          7252,
          7253,
          7253,
          7254,
          7254,
          7255,
          7255,
          7256,
          7256,
          7257,
          7257,
          7258,
          7258,
          7259,
          7259,
          7260,
          7260,
          7261,
          7261,
          7262,
          7262,
          7263,
          7263,
          7264,
          7264,
          7265,
          7265,
          7266,
          7266,
          7267,
          7267,
          7268,
          7268,
          7269,
          7269,
          7270,
          7270,
          7271,
          7271,
          7272,
          7272,
          7273,
          7273,
          7274,
          7274,
          7275,
          7275,
          7276,
          7276,
          7277,
          7277,
          7278,
          7278,
          7279,
          7279,
          7280,
          7280,
          7281,
          7281,
          7282,
          7282,
          7283,
          7283,
          7284,
          7284,
          7285,
          7285,
          7286,
          7286,
          7287,
          7287,
          7288,
          7288,
          7289,
          7289,
          7290,
          7290,
          7291,
          7291,
          7292,
          7292,
          7293,
          7293,
          7294,
          7294,
          7295,
          7295,
          7296,
          7296,
          7297,
          7297,
          7298,
          7298,
          7299,
          7299,
          7300,
          7300,
          7301,
          7301,
          7302,
          7302,
          7303,
          7303,
          7304,
          7304,
          7305,
          7305,
          7306,
          7306,
          7307,
          7307,
          7308,
          7308,
          7309,
          7309,
          7310,
          7310,
          7311,
          7311,
          7312,
          7312,
          7313,
          7313,
          7314,
          7314,
          7315,
          7315,
          7316,
          7316,
          7317,
          7317,
          7318,
          7318,
          7319,
          7319,
          7320,
          7320,
          7321,
          7321,
          7322,
          7322,
          7323,
          7323,
          7324,
          7324,
          7325,
          7325,
          7326,
          7326,
          7327,
          7327,
          7328,
          7328,
          7329,
          7329,
          7330,
          7330,
          7331,
          7331,
          7332,
          7332,
          7333,
          7333,
          7334,
          7334,
          7335,
          7335,
          7336,
          7336,
          7337,
          7337,
          7338,
          7338,
          7339,
          7339,
          7340,
          7340,
          7341,
          7341,
          7342,
          7342,
          7343,
          7343,
          7344,
          7344,
          7345,
          7345,
          7346,
          7346,
          7347,
          7347,
          7348,
          7348,
          7349,
          7349,
          7350,
          7350,
          7351,
          7351,
          7352,
          7352,
          7353,
          7353,
          7354,
          7354,
          7355,
          7355,
          7356,
          7356,
          7357,
          7357,
          7358,
          7358,
          7359,
          7359,
          7360,
          7360,
          7361,
          7361,
          7362,
          7362,
          7363,
          7363,
          7364,
          7364,
          7365,
          7365,
          7366,
          7366,
          7367,
          7367,
          7368,
          7368,
          7369,
          7369,
          7370,
          7370,
          7371,
          7371,
          7372,
          7372,
          7373,
          7373,
          7374,
          7374,
          7375,
          7375,
          7376,
          7376,
          7377,
          7377,
          7378,
          7378,
          7379,
          7379,
          7380,
          7380,
          7381,
          7381,
          7382,
          7382,
          7383,
          7383,
          7384,
          7384,
          7385,
          7385,
          7386,
          7386,
          7387,
          7387,
          7388,
          7388,
          7389,
          7389,
          7390,
          7390,
          7391,
          7391,
          7392,
          7392,
          7393,
          7393,
          7394,
          7394,
          7395,
          7395,
          7396,
          7396,
          7397,
          7397,
          7398,
          7398,
          7399,
          7399,
          7400,
          7400,
          7401,
          7401,
          7402,
          7402,
          7403,
          7403,
          7404,
          7404,
          7405,
          7405,
          7406,
          7406,
          7407,
          7407,
          7408,
          7408,
          7409,
          7409,
          7410,
          7410,
          7411,
          7411,
          7412,
          7412,
          7413,
          7413,
          7414,
          7414,
          7415,
          7415,
          7416,
          7416,
          7417,
          7417,
          7418,
          7418,
          7419,
          7419,
          7420,
          7420,
          7421,
          7421,
          7422,
          7422,
          7423,
          7423,
          7424,
          7424,
          7425,
          7425,
          7426,
          7426,
          7427,
          7427,
          7428,
          7428,
          7429,
          7429,
          7430,
          7430,
          7431,
          7431,
          7432,
          7432,
          7433,
          7433,
          7434,
          7434,
          7435,
          7435,
          7436,
          7436,
          7437,
          7437,
          7438,
          7438,
          7439,
          7439,
          7440,
          7440,
          7441,
          7441,
          7442,
          7442,
          7443,
          7443,
          7444,
          7444,
          7445,
          7445,
          7446,
          7446,
          7447,
          7447,
          7448,
          7448,
          7449,
          7449,
          7450,
          7450,
          7451,
          7451,
          7452,
          7452,
          7453,
          7453,
          7454,
          7454,
          7455,
          7455,
          7456,
          7456,
          7457,
          7457,
          7458,
          7458,
          7459,
          7459,
          7460,
          7460,
          7461,
          7461,
          7462,
          7462,
          7463,
          7463,
          7464,
          7464,
          7465,
          7465,
          7466,
          7466,
          7467,
          7467,
          7468,
          7468,
          7469,
          7469,
          7470,
          7470,
          7471,
          7471,
          7472,
          7472,
          7473,
          7473,
          7474,
          7474,
          7475,
          7475,
          7476,
          7476,
          7477,
          7477,
          7478,
          7478,
          7479,
          7479,
          7480,
          7480,
          7481,
          7481,
          7482,
          7482,
          7483,
          7483,
          7484,
          7484,
          7485,
          7485,
          7486,
          7486,
          7487,
          7487,
          7488,
          7488,
          7489,
          7489,
          7490,
          7490,
          7491,
          7491,
          7492,
          7492,
          7493,
          7493,
          7494,
          7494,
          7495,
          7495,
          7496,
          7496,
          7497,
          7497,
          7498,
          7498,
          7499,
          7499,
          7500,
          7500,
          7501,
          7501,
          7502,
          7502,
          7503,
          7503,
          7504,
          7504,
          7505,
          7505,
          7506,
          7506,
          7507,
          7507,
          7508,
          7508,
          7509,
          7509,
          7510,
          7510,
          7511,
          7511,
          7512,
          7512,
          7513,
          7513,
          7514,
          7514,
          7515,
          7515,
          7516,
          7516,
          7517,
          7517,
          7518,
          7518,
          7519,
          7519,
          7520,
          7520,
          7521,
          7521,
          7522,
          7522,
          7523,
          7523,
          7524,
          7524,
          7525,
          7525,
          7526,
          7526,
          7527,
          7527,
          7528,
          7528,
          7529,
          7529,
          7530,
          7530,
          7531,
          7531,
          7532,
          7532,
          7533,
          7533,
          7534,
          7534,
          7535,
          7535,
          7536,
          7536,
          7537,
          7537,
          7538,
          7538,
          7539,
          7539,
          7540,
          7540,
          7541,
          7541,
          7542,
          7542,
          7543,
          7543,
          7544,
          7544,
          7545,
          7545,
          7546,
          7546,
          7547,
          7547,
          7548,
          7548,
          7549,
          7549,
          7550,
          7550,
          7551,
          7551,
          7552,
          7552,
          7553,
          7553,
          7554,
          7554,
          7555,
          7555,
          7556,
          7556,
          7557,
          7557,
          7558,
          7558,
          7559,
          7559,
          7560,
          7560,
          7561,
          7561,
          7562,
          7562,
          7563,
          7563,
          7564,
          7564,
          7565,
          7565,
          7566,
          7566,
          7567,
          7567,
          7568,
          7568,
          7569,
          7569,
          7570,
          7570,
          7571,
          7571,
          7572,
          7572,
          7573,
          7573,
          7574,
          7574,
          7575,
          7575,
          7576,
          7576,
          7577,
          7577,
          7578,
          7578,
          7579,
          7579,
          7580,
          7580,
          7581,
          7581,
          7582,
          7582,
          7583,
          7583,
          7584,
          7584,
          7585,
          7585,
          7586,
          7586,
          7587,
          7587,
          7588,
          7588,
          7589,
          7589,
          7590,
          7590,
          7591,
          7591,
          7592,
          7592,
          7593,
          7593,
          7594,
          7594,
          7595,
          7595,
          7596,
          7596,
          7597,
          7597,
          7598,
          7598,
          7599,
          7600,
          7979,
          7979,
          7601,
          7601,
          7602,
          7602,
          7603,
          7603,
          7604,
          7604,
          7605,
          7605,
          7606,
          7606,
          7607,
          7607,
          7608,
          7608,
          7609,
          7609,
          7610,
          7610,
          7611,
          7611,
          7612,
          7612,
          7613,
          7613,
          7614,
          7614,
          7615,
          7615,
          7616,
          7616,
          7617,
          7617,
          7618,
          7618,
          7619,
          7619,
          7620,
          7620,
          7621,
          7621,
          7622,
          7622,
          7623,
          7623,
          7624,
          7624,
          7625,
          7625,
          7626,
          7626,
          7627,
          7627,
          7628,
          7628,
          7629,
          7629,
          7630,
          7630,
          7631,
          7631,
          7632,
          7632,
          7633,
          7633,
          7634,
          7634,
          7635,
          7635,
          7636,
          7636,
          7637,
          7637,
          7638,
          7638,
          7639,
          7639,
          7640,
          7640,
          7641,
          7641,
          7642,
          7642,
          7643,
          7643,
          7644,
          7644,
          7645,
          7645,
          7646,
          7646,
          7647,
          7647,
          7648,
          7648,
          7649,
          7649,
          7650,
          7650,
          7651,
          7651,
          7652,
          7652,
          7653,
          7653,
          7654,
          7654,
          7655,
          7655,
          7656,
          7656,
          7657,
          7657,
          7658,
          7658,
          7659,
          7659,
          7660,
          7660,
          7661,
          7661,
          7662,
          7662,
          7663,
          7663,
          7664,
          7664,
          7665,
          7665,
          7666,
          7666,
          7667,
          7667,
          7668,
          7668,
          7669,
          7669,
          7670,
          7670,
          7671,
          7671,
          7672,
          7672,
          7673,
          7673,
          7674,
          7674,
          7675,
          7675,
          7676,
          7676,
          7677,
          7677,
          7678,
          7678,
          7679,
          7679,
          7680,
          7680,
          7681,
          7681,
          7682,
          7682,
          7683,
          7683,
          7684,
          7684,
          7685,
          7685,
          7686,
          7686,
          7687,
          7687,
          7688,
          7688,
          7689,
          7689,
          7690,
          7690,
          7691,
          7691,
          7692,
          7692,
          7693,
          7693,
          7694,
          7694,
          7695,
          7695,
          7696,
          7696,
          7697,
          7697,
          7698,
          7698,
          7699,
          7699,
          7700,
          7700,
          7701,
          7701,
          7702,
          7702,
          7703,
          7703,
          7704,
          7704,
          7705,
          7705,
          7706,
          7706,
          7707,
          7707,
          7708,
          7708,
          7709,
          7709,
          7710,
          7710,
          7711,
          7711,
          7712,
          7712,
          7713,
          7713,
          7714,
          7714,
          7715,
          7715,
          7716,
          7716,
          7717,
          7717,
          7718,
          7718,
          7719,
          7719,
          7720,
          7720,
          7721,
          7721,
          7722,
          7722,
          7723,
          7723,
          7724,
          7724,
          7725,
          7725,
          7726,
          7726,
          7727,
          7727,
          7728,
          7728,
          7729,
          7729,
          7730,
          7730,
          7731,
          7731,
          7732,
          7732,
          7733,
          7733,
          7734,
          7734,
          7735,
          7735,
          7736,
          7736,
          7737,
          7737,
          7738,
          7738,
          7739,
          7739,
          7740,
          7740,
          7741,
          7741,
          7742,
          7742,
          7743,
          7743,
          7744,
          7744,
          7745,
          7745,
          7746,
          7746,
          7747,
          7747,
          7748,
          7748,
          7749,
          7749,
          7750,
          7750,
          7751,
          7751,
          7752,
          7752,
          7753,
          7753,
          7754,
          7754,
          7755,
          7755,
          7756,
          7756,
          7757,
          7757,
          7758,
          7758,
          7759,
          7759,
          7760,
          7760,
          7761,
          7761,
          7762,
          7762,
          7763,
          7763,
          7764,
          7764,
          7765,
          7765,
          7766,
          7766,
          7767,
          7767,
          7768,
          7768,
          7769,
          7769,
          7770,
          7770,
          7771,
          7771,
          7772,
          7772,
          7773,
          7773,
          7774,
          7774,
          7775,
          7775,
          7776,
          7776,
          7777,
          7777,
          7778,
          7778,
          7779,
          7779,
          7780,
          7780,
          7781,
          7781,
          7782,
          7782,
          7783,
          7783,
          7784,
          7784,
          7785,
          7785,
          7786,
          7786,
          7787,
          7787,
          7788,
          7788,
          7789,
          7789,
          7790,
          7790,
          7791,
          7791,
          7792,
          7792,
          7793,
          7793,
          7794,
          7794,
          7795,
          7795,
          7796,
          7796,
          7797,
          7797,
          7798,
          7798,
          7799,
          7799,
          7800,
          7800,
          7801,
          7801,
          7802,
          7802,
          7803,
          7803,
          7804,
          7804,
          7805,
          7805,
          7806,
          7806,
          7807,
          7807,
          7808,
          7808,
          7809,
          7809,
          7810,
          7810,
          7811,
          7811,
          7812,
          7812,
          7813,
          7813,
          7814,
          7814,
          7815,
          7815,
          7816,
          7816,
          7817,
          7817,
          7818,
          7818,
          7819,
          7819,
          7820,
          7820,
          7821,
          7821,
          7822,
          7822,
          7823,
          7823,
          7824,
          7824,
          7825,
          7825,
          7826,
          7826,
          7827,
          7827,
          7828,
          7828,
          7829,
          7829,
          7830,
          7830,
          7831,
          7831,
          7832,
          7832,
          7833,
          7833,
          7834,
          7834,
          7835,
          7835,
          7836,
          7836,
          7837,
          7837,
          7838,
          7838,
          7839,
          7839,
          7840,
          7840,
          7841,
          7841,
          7842,
          7842,
          7843,
          7843,
          7844,
          7844,
          7845,
          7845,
          7846,
          7846,
          7847,
          7847,
          7848,
          7848,
          7849,
          7849,
          7850,
          7850,
          7851,
          7851,
          7852,
          7852,
          7853,
          7853,
          7854,
          7854,
          7855,
          7855,
          7856,
          7856,
          7857,
          7857,
          7858,
          7858,
          7859,
          7859,
          7860,
          7860,
          7861,
          7861,
          7862,
          7862,
          7863,
          7863,
          7864,
          7864,
          7865,
          7865,
          7866,
          7866,
          7867,
          7867,
          7868,
          7868,
          7869,
          7869,
          7870,
          7870,
          7871,
          7871,
          7872,
          7872,
          7873,
          7873,
          7874,
          7874,
          7875,
          7875,
          7876,
          7876,
          7877,
          7877,
          7878,
          7878,
          7879,
          7879,
          7880,
          7880,
          7881,
          7881,
          7882,
          7882,
          7883,
          7883,
          7884,
          7884,
          7885,
          7885,
          7886,
          7886,
          7887,
          7887,
          7888,
          7888,
          7889,
          7889,
          7890,
          7890,
          7891,
          7891,
          7892,
          7892,
          7893,
          7893,
          7894,
          7894,
          7895,
          7895,
          7896,
          7896,
          7897,
          7897,
          7898,
          7898,
          7899,
          7899,
          7900,
          7900,
          7901,
          7901,
          7902,
          7902,
          7903,
          7903,
          7904,
          7904,
          7905,
          7905,
          7906,
          7906,
          7907,
          7907,
          7908,
          7908,
          7909,
          7909,
          7910,
          7910,
          7911,
          7911,
          7912,
          7912,
          7913,
          7913,
          7914,
          7914,
          7915,
          7915,
          7916,
          7916,
          7917,
          7917,
          7918,
          7918,
          7919,
          7919,
          7920,
          7920,
          7921,
          7921,
          7922,
          7922,
          7923,
          7923,
          7924,
          7924,
          7925,
          7925,
          7926,
          7926,
          7927,
          7927,
          7928,
          7928,
          7929,
          7929,
          7930,
          7930,
          7931,
          7931,
          7932,
          7932,
          7933,
          7933,
          7934,
          7934,
          7935,
          7935,
          7936,
          7936,
          7937,
          7937,
          7938,
          7938,
          7939,
          7939,
          7940,
          7940,
          7941,
          7941,
          7942,
          7942,
          7943,
          7943,
          7944,
          7944,
          7945,
          7945,
          7946,
          7946,
          7947,
          7947,
          7948,
          7948,
          7949,
          7949,
          7950,
          7950,
          7951,
          7951,
          7952,
          7952,
          7953,
          7953,
          7954,
          7954,
          7955,
          7955,
          7956,
          7956,
          7957,
          7957,
          7958,
          7958,
          7959,
          7959,
          7960,
          7960,
          7961,
          7961,
          7962,
          7962,
          7963,
          7963,
          7964,
          7964,
          7965,
          7965,
          7966,
          7966,
          7967,
          7967,
          7968,
          7968,
          7969,
          7969,
          7970,
          7970,
          7971,
          7971,
          7972,
          7972,
          7973,
          7973,
          7974,
          7974,
          7975,
          7975,
          7976,
          7976,
          7977,
          7977,
          7978,
          7978,
          7979,
          7980,
          8359,
          8359,
          7981,
          7981,
          7982,
          7982,
          7983,
          7983,
          7984,
          7984,
          7985,
          7985,
          7986,
          7986,
          7987,
          7987,
          7988,
          7988,
          7989,
          7989,
          7990,
          7990,
          7991,
          7991,
          7992,
          7992,
          7993,
          7993,
          7994,
          7994,
          7995,
          7995,
          7996,
          7996,
          7997,
          7997,
          7998,
          7998,
          7999,
          7999,
          8000,
          8000,
          8001,
          8001,
          8002,
          8002,
          8003,
          8003,
          8004,
          8004,
          8005,
          8005,
          8006,
          8006,
          8007,
          8007,
          8008,
          8008,
          8009,
          8009,
          8010,
          8010,
          8011,
          8011,
          8012,
          8012,
          8013,
          8013,
          8014,
          8014,
          8015,
          8015,
          8016,
          8016,
          8017,
          8017,
          8018,
          8018,
          8019,
          8019,
          8020,
          8020,
          8021,
          8021,
          8022,
          8022,
          8023,
          8023,
          8024,
          8024,
          8025,
          8025,
          8026,
          8026,
          8027,
          8027,
          8028,
          8028,
          8029,
          8029,
          8030,
          8030,
          8031,
          8031,
          8032,
          8032,
          8033,
          8033,
          8034,
          8034,
          8035,
          8035,
          8036,
          8036,
          8037,
          8037,
          8038,
          8038,
          8039,
          8039,
          8040,
          8040,
          8041,
          8041,
          8042,
          8042,
          8043,
          8043,
          8044,
          8044,
          8045,
          8045,
          8046,
          8046,
          8047,
          8047,
          8048,
          8048,
          8049,
          8049,
          8050,
          8050,
          8051,
          8051,
          8052,
          8052,
          8053,
          8053,
          8054,
          8054,
          8055,
          8055,
          8056,
          8056,
          8057,
          8057,
          8058,
          8058,
          8059,
          8059,
          8060,
          8060,
          8061,
          8061,
          8062,
          8062,
          8063,
          8063,
          8064,
          8064,
          8065,
          8065,
          8066,
          8066,
          8067,
          8067,
          8068,
          8068,
          8069,
          8069,
          8070,
          8070,
          8071,
          8071,
          8072,
          8072,
          8073,
          8073,
          8074,
          8074,
          8075,
          8075,
          8076,
          8076,
          8077,
          8077,
          8078,
          8078,
          8079,
          8079,
          8080,
          8080,
          8081,
          8081,
          8082,
          8082,
          8083,
          8083,
          8084,
          8084,
          8085,
          8085,
          8086,
          8086,
          8087,
          8087,
          8088,
          8088,
          8089,
          8089,
          8090,
          8090,
          8091,
          8091,
          8092,
          8092,
          8093,
          8093,
          8094,
          8094,
          8095,
          8095,
          8096,
          8096,
          8097,
          8097,
          8098,
          8098,
          8099,
          8099,
          8100,
          8100,
          8101,
          8101,
          8102,
          8102,
          8103,
          8103,
          8104,
          8104,
          8105,
          8105,
          8106,
          8106,
          8107,
          8107,
          8108,
          8108,
          8109,
          8109,
          8110,
          8110,
          8111,
          8111,
          8112,
          8112,
          8113,
          8113,
          8114,
          8114,
          8115,
          8115,
          8116,
          8116,
          8117,
          8117,
          8118,
          8118,
          8119,
          8119,
          8120,
          8120,
          8121,
          8121,
          8122,
          8122,
          8123,
          8123,
          8124,
          8124,
          8125,
          8125,
          8126,
          8126,
          8127,
          8127,
          8128,
          8128,
          8129,
          8129,
          8130,
          8130,
          8131,
          8131,
          8132,
          8132,
          8133,
          8133,
          8134,
          8134,
          8135,
          8135,
          8136,
          8136,
          8137,
          8137,
          8138,
          8138,
          8139,
          8139,
          8140,
          8140,
          8141,
          8141,
          8142,
          8142,
          8143,
          8143,
          8144,
          8144,
          8145,
          8145,
          8146,
          8146,
          8147,
          8147,
          8148,
          8148,
          8149,
          8149,
          8150,
          8150,
          8151,
          8151,
          8152,
          8152,
          8153,
          8153,
          8154,
          8154,
          8155,
          8155,
          8156,
          8156,
          8157,
          8157,
          8158,
          8158,
          8159,
          8159,
          8160,
          8160,
          8161,
          8161,
          8162,
          8162,
          8163,
          8163,
          8164,
          8164,
          8165,
          8165,
          8166,
          8166,
          8167,
          8167,
          8168,
          8168,
          8169,
          8169,
          8170,
          8170,
          8171,
          8171,
          8172,
          8172,
          8173,
          8173,
          8174,
          8174,
          8175,
          8175,
          8176,
          8176,
          8177,
          8177,
          8178,
          8178,
          8179,
          8179,
          8180,
          8180,
          8181,
          8181,
          8182,
          8182,
          8183,
          8183,
          8184,
          8184,
          8185,
          8185,
          8186,
          8186,
          8187,
          8187,
          8188,
          8188,
          8189,
          8189,
          8190,
          8190,
          8191,
          8191,
          8192,
          8192,
          8193,
          8193,
          8194,
          8194,
          8195,
          8195,
          8196,
          8196,
          8197,
          8197,
          8198,
          8198,
          8199,
          8199,
          8200,
          8200,
          8201,
          8201,
          8202,
          8202,
          8203,
          8203,
          8204,
          8204,
          8205,
          8205,
          8206,
          8206,
          8207,
          8207,
          8208,
          8208,
          8209,
          8209,
          8210,
          8210,
          8211,
          8211,
          8212,
          8212,
          8213,
          8213,
          8214,
          8214,
          8215,
          8215,
          8216,
          8216,
          8217,
          8217,
          8218,
          8218,
          8219,
          8219,
          8220,
          8220,
          8221,
          8221,
          8222,
          8222,
          8223,
          8223,
          8224,
          8224,
          8225,
          8225,
          8226,
          8226,
          8227,
          8227,
          8228,
          8228,
          8229,
          8229,
          8230,
          8230,
          8231,
          8231,
          8232,
          8232,
          8233,
          8233,
          8234,
          8234,
          8235,
          8235,
          8236,
          8236,
          8237,
          8237,
          8238,
          8238,
          8239,
          8239,
          8240,
          8240,
          8241,
          8241,
          8242,
          8242,
          8243,
          8243,
          8244,
          8244,
          8245,
          8245,
          8246,
          8246,
          8247,
          8247,
          8248,
          8248,
          8249,
          8249,
          8250,
          8250,
          8251,
          8251,
          8252,
          8252,
          8253,
          8253,
          8254,
          8254,
          8255,
          8255,
          8256,
          8256,
          8257,
          8257,
          8258,
          8258,
          8259,
          8259,
          8260,
          8260,
          8261,
          8261,
          8262,
          8262,
          8263,
          8263,
          8264,
          8264,
          8265,
          8265,
          8266,
          8266,
          8267,
          8267,
          8268,
          8268,
          8269,
          8269,
          8270,
          8270,
          8271,
          8271,
          8272,
          8272,
          8273,
          8273,
          8274,
          8274,
          8275,
          8275,
          8276,
          8276,
          8277,
          8277,
          8278,
          8278,
          8279,
          8279,
          8280,
          8280,
          8281,
          8281,
          8282,
          8282,
          8283,
          8283,
          8284,
          8284,
          8285,
          8285,
          8286,
          8286,
          8287,
          8287,
          8288,
          8288,
          8289,
          8289,
          8290,
          8290,
          8291,
          8291,
          8292,
          8292,
          8293,
          8293,
          8294,
          8294,
          8295,
          8295,
          8296,
          8296,
          8297,
          8297,
          8298,
          8298,
          8299,
          8299,
          8300,
          8300,
          8301,
          8301,
          8302,
          8302,
          8303,
          8303,
          8304,
          8304,
          8305,
          8305,
          8306,
          8306,
          8307,
          8307,
          8308,
          8308,
          8309,
          8309,
          8310,
          8310,
          8311,
          8311,
          8312,
          8312,
          8313,
          8313,
          8314,
          8314,
          8315,
          8315,
          8316,
          8316,
          8317,
          8317,
          8318,
          8318,
          8319,
          8319,
          8320,
          8320,
          8321,
          8321,
          8322,
          8322,
          8323,
          8323,
          8324,
          8324,
          8325,
          8325,
          8326,
          8326,
          8327,
          8327,
          8328,
          8328,
          8329,
          8329,
          8330,
          8330,
          8331,
          8331,
          8332,
          8332,
          8333,
          8333,
          8334,
          8334,
          8335,
          8335,
          8336,
          8336,
          8337,
          8337,
          8338,
          8338,
          8339,
          8339,
          8340,
          8340,
          8341,
          8341,
          8342,
          8342,
          8343,
          8343,
          8344,
          8344,
          8345,
          8345,
          8346,
          8346,
          8347,
          8347,
          8348,
          8348,
          8349,
          8349,
          8350,
          8350,
          8351,
          8351,
          8352,
          8352,
          8353,
          8353,
          8354,
          8354,
          8355,
          8355,
          8356,
          8356,
          8357,
          8357,
          8358,
          8358,
          8359,
          8360,
          8739,
          8739,
          8361,
          8361,
          8362,
          8362,
          8363,
          8363,
          8364,
          8364,
          8365,
          8365,
          8366,
          8366,
          8367,
          8367,
          8368,
          8368,
          8369,
          8369,
          8370,
          8370,
          8371,
          8371,
          8372,
          8372,
          8373,
          8373,
          8374,
          8374,
          8375,
          8375,
          8376,
          8376,
          8377,
          8377,
          8378,
          8378,
          8379,
          8379,
          8380,
          8380,
          8381,
          8381,
          8382,
          8382,
          8383,
          8383,
          8384,
          8384,
          8385,
          8385,
          8386,
          8386,
          8387,
          8387,
          8388,
          8388,
          8389,
          8389,
          8390,
          8390,
          8391,
          8391,
          8392,
          8392,
          8393,
          8393,
          8394,
          8394,
          8395,
          8395,
          8396,
          8396,
          8397,
          8397,
          8398,
          8398,
          8399,
          8399,
          8400,
          8400,
          8401,
          8401,
          8402,
          8402,
          8403,
          8403,
          8404,
          8404,
          8405,
          8405,
          8406,
          8406,
          8407,
          8407,
          8408,
          8408,
          8409,
          8409,
          8410,
          8410,
          8411,
          8411,
          8412,
          8412,
          8413,
          8413,
          8414,
          8414,
          8415,
          8415,
          8416,
          8416,
          8417,
          8417,
          8418,
          8418,
          8419,
          8419,
          8420,
          8420,
          8421,
          8421,
          8422,
          8422,
          8423,
          8423,
          8424,
          8424,
          8425,
          8425,
          8426,
          8426,
          8427,
          8427,
          8428,
          8428,
          8429,
          8429,
          8430,
          8430,
          8431,
          8431,
          8432,
          8432,
          8433,
          8433,
          8434,
          8434,
          8435,
          8435,
          8436,
          8436,
          8437,
          8437,
          8438,
          8438,
          8439,
          8439,
          8440,
          8440,
          8441,
          8441,
          8442,
          8442,
          8443,
          8443,
          8444,
          8444,
          8445,
          8445,
          8446,
          8446,
          8447,
          8447,
          8448,
          8448,
          8449,
          8449,
          8450,
          8450,
          8451,
          8451,
          8452,
          8452,
          8453,
          8453,
          8454,
          8454,
          8455,
          8455,
          8456,
          8456,
          8457,
          8457,
          8458,
          8458,
          8459,
          8459,
          8460,
          8460,
          8461,
          8461,
          8462,
          8462,
          8463,
          8463,
          8464,
          8464,
          8465,
          8465,
          8466,
          8466,
          8467,
          8467,
          8468,
          8468,
          8469,
          8469,
          8470,
          8470,
          8471,
          8471,
          8472,
          8472,
          8473,
          8473,
          8474,
          8474,
          8475,
          8475,
          8476,
          8476,
          8477,
          8477,
          8478,
          8478,
          8479,
          8479,
          8480,
          8480,
          8481,
          8481,
          8482,
          8482,
          8483,
          8483,
          8484,
          8484,
          8485,
          8485,
          8486,
          8486,
          8487,
          8487,
          8488,
          8488,
          8489,
          8489,
          8490,
          8490,
          8491,
          8491,
          8492,
          8492,
          8493,
          8493,
          8494,
          8494,
          8495,
          8495,
          8496,
          8496,
          8497,
          8497,
          8498,
          8498,
          8499,
          8499,
          8500,
          8500,
          8501,
          8501,
          8502,
          8502,
          8503,
          8503,
          8504,
          8504,
          8505,
          8505,
          8506,
          8506,
          8507,
          8507,
          8508,
          8508,
          8509,
          8509,
          8510,
          8510,
          8511,
          8511,
          8512,
          8512,
          8513,
          8513,
          8514,
          8514,
          8515,
          8515,
          8516,
          8516,
          8517,
          8517,
          8518,
          8518,
          8519,
          8519,
          8520,
          8520,
          8521,
          8521,
          8522,
          8522,
          8523,
          8523,
          8524,
          8524,
          8525,
          8525,
          8526,
          8526,
          8527,
          8527,
          8528,
          8528,
          8529,
          8529,
          8530,
          8530,
          8531,
          8531,
          8532,
          8532,
          8533,
          8533,
          8534,
          8534,
          8535,
          8535,
          8536,
          8536,
          8537,
          8537,
          8538,
          8538,
          8539,
          8539,
          8540,
          8540,
          8541,
          8541,
          8542,
          8542,
          8543,
          8543,
          8544,
          8544,
          8545,
          8545,
          8546,
          8546,
          8547,
          8547,
          8548,
          8548,
          8549,
          8549,
          8550,
          8550,
          8551,
          8551,
          8552,
          8552,
          8553,
          8553,
          8554,
          8554,
          8555,
          8555,
          8556,
          8556,
          8557,
          8557,
          8558,
          8558,
          8559,
          8559,
          8560,
          8560,
          8561,
          8561,
          8562,
          8562,
          8563,
          8563,
          8564,
          8564,
          8565,
          8565,
          8566,
          8566,
          8567,
          8567,
          8568,
          8568,
          8569,
          8569,
          8570,
          8570,
          8571,
          8571,
          8572,
          8572,
          8573,
          8573,
          8574,
          8574,
          8575,
          8575,
          8576,
          8576,
          8577,
          8577,
          8578,
          8578,
          8579,
          8579,
          8580,
          8580,
          8581,
          8581,
          8582,
          8582,
          8583,
          8583,
          8584,
          8584,
          8585,
          8585,
          8586,
          8586,
          8587,
          8587,
          8588,
          8588,
          8589,
          8589,
          8590,
          8590,
          8591,
          8591,
          8592,
          8592,
          8593,
          8593,
          8594,
          8594,
          8595,
          8595,
          8596,
          8596,
          8597,
          8597,
          8598,
          8598,
          8599,
          8599,
          8600,
          8600,
          8601,
          8601,
          8602,
          8602,
          8603,
          8603,
          8604,
          8604,
          8605,
          8605,
          8606,
          8606,
          8607,
          8607,
          8608,
          8608,
          8609,
          8609,
          8610,
          8610,
          8611,
          8611,
          8612,
          8612,
          8613,
          8613,
          8614,
          8614,
          8615,
          8615,
          8616,
          8616,
          8617,
          8617,
          8618,
          8618,
          8619,
          8619,
          8620,
          8620,
          8621,
          8621,
          8622,
          8622,
          8623,
          8623,
          8624,
          8624,
          8625,
          8625,
          8626,
          8626,
          8627,
          8627,
          8628,
          8628,
          8629,
          8629,
          8630,
          8630,
          8631,
          8631,
          8632,
          8632,
          8633,
          8633,
          8634,
          8634,
          8635,
          8635,
          8636,
          8636,
          8637,
          8637,
          8638,
          8638,
          8639,
          8639,
          8640,
          8640,
          8641,
          8641,
          8642,
          8642,
          8643,
          8643,
          8644,
          8644,
          8645,
          8645,
          8646,
          8646,
          8647,
          8647,
          8648,
          8648,
          8649,
          8649,
          8650,
          8650,
          8651,
          8651,
          8652,
          8652,
          8653,
          8653,
          8654,
          8654,
          8655,
          8655,
          8656,
          8656,
          8657,
          8657,
          8658,
          8658,
          8659,
          8659,
          8660,
          8660,
          8661,
          8661,
          8662,
          8662,
          8663,
          8663,
          8664,
          8664,
          8665,
          8665,
          8666,
          8666,
          8667,
          8667,
          8668,
          8668,
          8669,
          8669,
          8670,
          8670,
          8671,
          8671,
          8672,
          8672,
          8673,
          8673,
          8674,
          8674,
          8675,
          8675,
          8676,
          8676,
          8677,
          8677,
          8678,
          8678,
          8679,
          8679,
          8680,
          8680,
          8681,
          8681,
          8682,
          8682,
          8683,
          8683,
          8684,
          8684,
          8685,
          8685,
          8686,
          8686,
          8687,
          8687,
          8688,
          8688,
          8689,
          8689,
          8690,
          8690,
          8691,
          8691,
          8692,
          8692,
          8693,
          8693,
          8694,
          8694,
          8695,
          8695,
          8696,
          8696,
          8697,
          8697,
          8698,
          8698,
          8699,
          8699,
          8700,
          8700,
          8701,
          8701,
          8702,
          8702,
          8703,
          8703,
          8704,
          8704,
          8705,
          8705,
          8706,
          8706,
          8707,
          8707,
          8708,
          8708,
          8709,
          8709,
          8710,
          8710,
          8711,
          8711,
          8712,
          8712,
          8713,
          8713,
          8714,
          8714,
          8715,
          8715,
          8716,
          8716,
          8717,
          8717,
          8718,
          8718,
          8719,
          8719,
          8720,
          8720,
          8721,
          8721,
          8722,
          8722,
          8723,
          8723,
          8724,
          8724,
          8725,
          8725,
          8726,
          8726,
          8727,
          8727,
          8728,
          8728,
          8729,
          8729,
          8730,
          8730,
          8731,
          8731,
          8732,
          8732,
          8733,
          8733,
          8734,
          8734,
          8735,
          8735,
          8736,
          8736,
          8737,
          8737,
          8738,
          8738,
          8739,
          8740,
          9119,
          9119,
          8741,
          8741,
          8742,
          8742,
          8743,
          8743,
          8744,
          8744,
          8745,
          8745,
          8746,
          8746,
          8747,
          8747,
          8748,
          8748,
          8749,
          8749,
          8750,
          8750,
          8751,
          8751,
          8752,
          8752,
          8753,
          8753,
          8754,
          8754,
          8755,
          8755,
          8756,
          8756,
          8757,
          8757,
          8758,
          8758,
          8759,
          8759,
          8760,
          8760,
          8761,
          8761,
          8762,
          8762,
          8763,
          8763,
          8764,
          8764,
          8765,
          8765,
          8766,
          8766,
          8767,
          8767,
          8768,
          8768,
          8769,
          8769,
          8770,
          8770,
          8771,
          8771,
          8772,
          8772,
          8773,
          8773,
          8774,
          8774,
          8775,
          8775,
          8776,
          8776,
          8777,
          8777,
          8778,
          8778,
          8779,
          8779,
          8780,
          8780,
          8781,
          8781,
          8782,
          8782,
          8783,
          8783,
          8784,
          8784,
          8785,
          8785,
          8786,
          8786,
          8787,
          8787,
          8788,
          8788,
          8789,
          8789,
          8790,
          8790,
          8791,
          8791,
          8792,
          8792,
          8793,
          8793,
          8794,
          8794,
          8795,
          8795,
          8796,
          8796,
          8797,
          8797,
          8798,
          8798,
          8799,
          8799,
          8800,
          8800,
          8801,
          8801,
          8802,
          8802,
          8803,
          8803,
          8804,
          8804,
          8805,
          8805,
          8806,
          8806,
          8807,
          8807,
          8808,
          8808,
          8809,
          8809,
          8810,
          8810,
          8811,
          8811,
          8812,
          8812,
          8813,
          8813,
          8814,
          8814,
          8815,
          8815,
          8816,
          8816,
          8817,
          8817,
          8818,
          8818,
          8819,
          8819,
          8820,
          8820,
          8821,
          8821,
          8822,
          8822,
          8823,
          8823,
          8824,
          8824,
          8825,
          8825,
          8826,
          8826,
          8827,
          8827,
          8828,
          8828,
          8829,
          8829,
          8830,
          8830,
          8831,
          8831,
          8832,
          8832,
          8833,
          8833,
          8834,
          8834,
          8835,
          8835,
          8836,
          8836,
          8837,
          8837,
          8838,
          8838,
          8839,
          8839,
          8840,
          8840,
          8841,
          8841,
          8842,
          8842,
          8843,
          8843,
          8844,
          8844,
          8845,
          8845,
          8846,
          8846,
          8847,
          8847,
          8848,
          8848,
          8849,
          8849,
          8850,
          8850,
          8851,
          8851,
          8852,
          8852,
          8853,
          8853,
          8854,
          8854,
          8855,
          8855,
          8856,
          8856,
          8857,
          8857,
          8858,
          8858,
          8859,
          8859,
          8860,
          8860,
          8861,
          8861,
          8862,
          8862,
          8863,
          8863,
          8864,
          8864,
          8865,
          8865,
          8866,
          8866,
          8867,
          8867,
          8868,
          8868,
          8869,
          8869,
          8870,
          8870,
          8871,
          8871,
          8872,
          8872,
          8873,
          8873,
          8874,
          8874,
          8875,
          8875,
          8876,
          8876,
          8877,
          8877,
          8878,
          8878,
          8879,
          8879,
          8880,
          8880,
          8881,
          8881,
          8882,
          8882,
          8883,
          8883,
          8884,
          8884,
          8885,
          8885,
          8886,
          8886,
          8887,
          8887,
          8888,
          8888,
          8889,
          8889,
          8890,
          8890,
          8891,
          8891,
          8892,
          8892,
          8893,
          8893,
          8894,
          8894,
          8895,
          8895,
          8896,
          8896,
          8897,
          8897,
          8898,
          8898,
          8899,
          8899,
          8900,
          8900,
          8901,
          8901,
          8902,
          8902,
          8903,
          8903,
          8904,
          8904,
          8905,
          8905,
          8906,
          8906,
          8907,
          8907,
          8908,
          8908,
          8909,
          8909,
          8910,
          8910,
          8911,
          8911,
          8912,
          8912,
          8913,
          8913,
          8914,
          8914,
          8915,
          8915,
          8916,
          8916,
          8917,
          8917,
          8918,
          8918,
          8919,
          8919,
          8920,
          8920,
          8921,
          8921,
          8922,
          8922,
          8923,
          8923,
          8924,
          8924,
          8925,
          8925,
          8926,
          8926,
          8927,
          8927,
          8928,
          8928,
          8929,
          8929,
          8930,
          8930,
          8931,
          8931,
          8932,
          8932,
          8933,
          8933,
          8934,
          8934,
          8935,
          8935,
          8936,
          8936,
          8937,
          8937,
          8938,
          8938,
          8939,
          8939,
          8940,
          8940,
          8941,
          8941,
          8942,
          8942,
          8943,
          8943,
          8944,
          8944,
          8945,
          8945,
          8946,
          8946,
          8947,
          8947,
          8948,
          8948,
          8949,
          8949,
          8950,
          8950,
          8951,
          8951,
          8952,
          8952,
          8953,
          8953,
          8954,
          8954,
          8955,
          8955,
          8956,
          8956,
          8957,
          8957,
          8958,
          8958,
          8959,
          8959,
          8960,
          8960,
          8961,
          8961,
          8962,
          8962,
          8963,
          8963,
          8964,
          8964,
          8965,
          8965,
          8966,
          8966,
          8967,
          8967,
          8968,
          8968,
          8969,
          8969,
          8970,
          8970,
          8971,
          8971,
          8972,
          8972,
          8973,
          8973,
          8974,
          8974,
          8975,
          8975,
          8976,
          8976,
          8977,
          8977,
          8978,
          8978,
          8979,
          8979,
          8980,
          8980,
          8981,
          8981,
          8982,
          8982,
          8983,
          8983,
          8984,
          8984,
          8985,
          8985,
          8986,
          8986,
          8987,
          8987,
          8988,
          8988,
          8989,
          8989,
          8990,
          8990,
          8991,
          8991,
          8992,
          8992,
          8993,
          8993,
          8994,
          8994,
          8995,
          8995,
          8996,
          8996,
          8997,
          8997,
          8998,
          8998,
          8999,
          8999,
          9000,
          9000,
          9001,
          9001,
          9002,
          9002,
          9003,
          9003,
          9004,
          9004,
          9005,
          9005,
          9006,
          9006,
          9007,
          9007,
          9008,
          9008,
          9009,
          9009,
          9010,
          9010,
          9011,
          9011,
          9012,
          9012,
          9013,
          9013,
          9014,
          9014,
          9015,
          9015,
          9016,
          9016,
          9017,
          9017,
          9018,
          9018,
          9019,
          9019,
          9020,
          9020,
          9021,
          9021,
          9022,
          9022,
          9023,
          9023,
          9024,
          9024,
          9025,
          9025,
          9026,
          9026,
          9027,
          9027,
          9028,
          9028,
          9029,
          9029,
          9030,
          9030,
          9031,
          9031,
          9032,
          9032,
          9033,
          9033,
          9034,
          9034,
          9035,
          9035,
          9036,
          9036,
          9037,
          9037,
          9038,
          9038,
          9039,
          9039,
          9040,
          9040,
          9041,
          9041,
          9042,
          9042,
          9043,
          9043,
          9044,
          9044,
          9045,
          9045,
          9046,
          9046,
          9047,
          9047,
          9048,
          9048,
          9049,
          9049,
          9050,
          9050,
          9051,
          9051,
          9052,
          9052,
          9053,
          9053,
          9054,
          9054,
          9055,
          9055,
          9056,
          9056,
          9057,
          9057,
          9058,
          9058,
          9059,
          9059,
          9060,
          9060,
          9061,
          9061,
          9062,
          9062,
          9063,
          9063,
          9064,
          9064,
          9065,
          9065,
          9066,
          9066,
          9067,
          9067,
          9068,
          9068,
          9069,
          9069,
          9070,
          9070,
          9071,
          9071,
          9072,
          9072,
          9073,
          9073,
          9074,
          9074,
          9075,
          9075,
          9076,
          9076,
          9077,
          9077,
          9078,
          9078,
          9079,
          9079,
          9080,
          9080,
          9081,
          9081,
          9082,
          9082,
          9083,
          9083,
          9084,
          9084,
          9085,
          9085,
          9086,
          9086,
          9087,
          9087,
          9088,
          9088,
          9089,
          9089,
          9090,
          9090,
          9091,
          9091,
          9092,
          9092,
          9093,
          9093,
          9094,
          9094,
          9095,
          9095,
          9096,
          9096,
          9097,
          9097,
          9098,
          9098,
          9099,
          9099,
          9100,
          9100,
          9101,
          9101,
          9102,
          9102,
          9103,
          9103,
          9104,
          9104,
          9105,
          9105,
          9106,
          9106,
          9107,
          9107,
          9108,
          9108,
          9109,
          9109,
          9110,
          9110,
          9111,
          9111,
          9112,
          9112,
          9113,
          9113,
          9114,
          9114,
          9115,
          9115,
          9116,
          9116,
          9117,
          9117,
          9118,
          9118,
          9119,
          9120,
          9499,
          9499,
          9121,
          9121,
          9122,
          9122,
          9123,
          9123,
          9124,
          9124,
          9125,
          9125,
          9126,
          9126,
          9127,
          9127,
          9128,
          9128,
          9129,
          9129,
          9130,
          9130,
          9131,
          9131,
          9132,
          9132,
          9133,
          9133,
          9134,
          9134,
          9135,
          9135,
          9136,
          9136,
          9137,
          9137,
          9138,
          9138,
          9139,
          9139,
          9140,
          9140,
          9141,
          9141,
          9142,
          9142,
          9143,
          9143,
          9144,
          9144,
          9145,
          9145,
          9146,
          9146,
          9147,
          9147,
          9148,
          9148,
          9149,
          9149,
          9150,
          9150,
          9151,
          9151,
          9152,
          9152,
          9153,
          9153,
          9154,
          9154,
          9155,
          9155,
          9156,
          9156,
          9157,
          9157,
          9158,
          9158,
          9159,
          9159,
          9160,
          9160,
          9161,
          9161,
          9162,
          9162,
          9163,
          9163,
          9164,
          9164,
          9165,
          9165,
          9166,
          9166,
          9167,
          9167,
          9168,
          9168,
          9169,
          9169,
          9170,
          9170,
          9171,
          9171,
          9172,
          9172,
          9173,
          9173,
          9174,
          9174,
          9175,
          9175,
          9176,
          9176,
          9177,
          9177,
          9178,
          9178,
          9179,
          9179,
          9180,
          9180,
          9181,
          9181,
          9182,
          9182,
          9183,
          9183,
          9184,
          9184,
          9185,
          9185,
          9186,
          9186,
          9187,
          9187,
          9188,
          9188,
          9189,
          9189,
          9190,
          9190,
          9191,
          9191,
          9192,
          9192,
          9193,
          9193,
          9194,
          9194,
          9195,
          9195,
          9196,
          9196,
          9197,
          9197,
          9198,
          9198,
          9199,
          9199,
          9200,
          9200,
          9201,
          9201,
          9202,
          9202,
          9203,
          9203,
          9204,
          9204,
          9205,
          9205,
          9206,
          9206,
          9207,
          9207,
          9208,
          9208,
          9209,
          9209,
          9210,
          9210,
          9211,
          9211,
          9212,
          9212,
          9213,
          9213,
          9214,
          9214,
          9215,
          9215,
          9216,
          9216,
          9217,
          9217,
          9218,
          9218,
          9219,
          9219,
          9220,
          9220,
          9221,
          9221,
          9222,
          9222,
          9223,
          9223,
          9224,
          9224,
          9225,
          9225,
          9226,
          9226,
          9227,
          9227,
          9228,
          9228,
          9229,
          9229,
          9230,
          9230,
          9231,
          9231,
          9232,
          9232,
          9233,
          9233,
          9234,
          9234,
          9235,
          9235,
          9236,
          9236,
          9237,
          9237,
          9238,
          9238,
          9239,
          9239,
          9240,
          9240,
          9241,
          9241,
          9242,
          9242,
          9243,
          9243,
          9244,
          9244,
          9245,
          9245,
          9246,
          9246,
          9247,
          9247,
          9248,
          9248,
          9249,
          9249,
          9250,
          9250,
          9251,
          9251,
          9252,
          9252,
          9253,
          9253,
          9254,
          9254,
          9255,
          9255,
          9256,
          9256,
          9257,
          9257,
          9258,
          9258,
          9259,
          9259,
          9260,
          9260,
          9261,
          9261,
          9262,
          9262,
          9263,
          9263,
          9264,
          9264,
          9265,
          9265,
          9266,
          9266,
          9267,
          9267,
          9268,
          9268,
          9269,
          9269,
          9270,
          9270,
          9271,
          9271,
          9272,
          9272,
          9273,
          9273,
          9274,
          9274,
          9275,
          9275,
          9276,
          9276,
          9277,
          9277,
          9278,
          9278,
          9279,
          9279,
          9280,
          9280,
          9281,
          9281,
          9282,
          9282,
          9283,
          9283,
          9284,
          9284,
          9285,
          9285,
          9286,
          9286,
          9287,
          9287,
          9288,
          9288,
          9289,
          9289,
          9290,
          9290,
          9291,
          9291,
          9292,
          9292,
          9293,
          9293,
          9294,
          9294,
          9295,
          9295,
          9296,
          9296,
          9297,
          9297,
          9298,
          9298,
          9299,
          9299,
          9300,
          9300,
          9301,
          9301,
          9302,
          9302,
          9303,
          9303,
          9304,
          9304,
          9305,
          9305,
          9306,
          9306,
          9307,
          9307,
          9308,
          9308,
          9309,
          9309,
          9310,
          9310,
          9311,
          9311,
          9312,
          9312,
          9313,
          9313,
          9314,
          9314,
          9315,
          9315,
          9316,
          9316,
          9317,
          9317,
          9318,
          9318,
          9319,
          9319,
          9320,
          9320,
          9321,
          9321,
          9322,
          9322,
          9323,
          9323,
          9324,
          9324,
          9325,
          9325,
          9326,
          9326,
          9327,
          9327,
          9328,
          9328,
          9329,
          9329,
          9330,
          9330,
          9331,
          9331,
          9332,
          9332,
          9333,
          9333,
          9334,
          9334,
          9335,
          9335,
          9336,
          9336,
          9337,
          9337,
          9338,
          9338,
          9339,
          9339,
          9340,
          9340,
          9341,
          9341,
          9342,
          9342,
          9343,
          9343,
          9344,
          9344,
          9345,
          9345,
          9346,
          9346,
          9347,
          9347,
          9348,
          9348,
          9349,
          9349,
          9350,
          9350,
          9351,
          9351,
          9352,
          9352,
          9353,
          9353,
          9354,
          9354,
          9355,
          9355,
          9356,
          9356,
          9357,
          9357,
          9358,
          9358,
          9359,
          9359,
          9360,
          9360,
          9361,
          9361,
          9362,
          9362,
          9363,
          9363,
          9364,
          9364,
          9365,
          9365,
          9366,
          9366,
          9367,
          9367,
          9368,
          9368,
          9369,
          9369,
          9370,
          9370,
          9371,
          9371,
          9372,
          9372,
          9373,
          9373,
          9374,
          9374,
          9375,
          9375,
          9376,
          9376,
          9377,
          9377,
          9378,
          9378,
          9379,
          9379,
          9380,
          9380,
          9381,
          9381,
          9382,
          9382,
          9383,
          9383,
          9384,
          9384,
          9385,
          9385,
          9386,
          9386,
          9387,
          9387,
          9388,
          9388,
          9389,
          9389,
          9390,
          9390,
          9391,
          9391,
          9392,
          9392,
          9393,
          9393,
          9394,
          9394,
          9395,
          9395,
          9396,
          9396,
          9397,
          9397,
          9398,
          9398,
          9399,
          9399,
          9400,
          9400,
          9401,
          9401,
          9402,
          9402,
          9403,
          9403,
          9404,
          9404,
          9405,
          9405,
          9406,
          9406,
          9407,
          9407,
          9408,
          9408,
          9409,
          9409,
          9410,
          9410,
          9411,
          9411,
          9412,
          9412,
          9413,
          9413,
          9414,
          9414,
          9415,
          9415,
          9416,
          9416,
          9417,
          9417,
          9418,
          9418,
          9419,
          9419,
          9420,
          9420,
          9421,
          9421,
          9422,
          9422,
          9423,
          9423,
          9424,
          9424,
          9425,
          9425,
          9426,
          9426,
          9427,
          9427,
          9428,
          9428,
          9429,
          9429,
          9430,
          9430,
          9431,
          9431,
          9432,
          9432,
          9433,
          9433,
          9434,
          9434,
          9435,
          9435,
          9436,
          9436,
          9437,
          9437,
          9438,
          9438,
          9439,
          9439,
          9440,
          9440,
          9441,
          9441,
          9442,
          9442,
          9443,
          9443,
          9444,
          9444,
          9445,
          9445,
          9446,
          9446,
          9447,
          9447,
          9448,
          9448,
          9449,
          9449,
          9450,
          9450,
          9451,
          9451,
          9452,
          9452,
          9453,
          9453,
          9454,
          9454,
          9455,
          9455,
          9456,
          9456,
          9457,
          9457,
          9458,
          9458,
          9459,
          9459,
          9460,
          9460,
          9461,
          9461,
          9462,
          9462,
          9463,
          9463,
          9464,
          9464,
          9465,
          9465,
          9466,
          9466,
          9467,
          9467,
          9468,
          9468,
          9469,
          9469,
          9470,
          9470,
          9471,
          9471,
          9472,
          9472,
          9473,
          9473,
          9474,
          9474,
          9475,
          9475,
          9476,
          9476,
          9477,
          9477,
          9478,
          9478,
          9479,
          9479,
          9480,
          9480,
          9481,
          9481,
          9482,
          9482,
          9483,
          9483,
          9484,
          9484,
          9485,
          9485,
          9486,
          9486,
          9487,
          9487,
          9488,
          9488,
          9489,
          9489,
          9490,
          9490,
          9491,
          9491,
          9492,
          9492,
          9493,
          9493,
          9494,
          9494,
          9495,
          9495,
          9496,
          9496,
          9497,
          9497,
          9498,
          9498,
          9499,
          9500,
          9879,
          9879,
          9501,
          9501,
          9502,
          9502,
          9503,
          9503,
          9504,
          9504,
          9505,
          9505,
          9506,
          9506,
          9507,
          9507,
          9508,
          9508,
          9509,
          9509,
          9510,
          9510,
          9511,
          9511,
          9512,
          9512,
          9513,
          9513,
          9514,
          9514,
          9515,
          9515,
          9516,
          9516,
          9517,
          9517,
          9518,
          9518,
          9519,
          9519,
          9520,
          9520,
          9521,
          9521,
          9522,
          9522,
          9523,
          9523,
          9524,
          9524,
          9525,
          9525,
          9526,
          9526,
          9527,
          9527,
          9528,
          9528,
          9529,
          9529,
          9530,
          9530,
          9531,
          9531,
          9532,
          9532,
          9533,
          9533,
          9534,
          9534,
          9535,
          9535,
          9536,
          9536,
          9537,
          9537,
          9538,
          9538,
          9539,
          9539,
          9540,
          9540,
          9541,
          9541,
          9542,
          9542,
          9543,
          9543,
          9544,
          9544,
          9545,
          9545,
          9546,
          9546,
          9547,
          9547,
          9548,
          9548,
          9549,
          9549,
          9550,
          9550,
          9551,
          9551,
          9552,
          9552,
          9553,
          9553,
          9554,
          9554,
          9555,
          9555,
          9556,
          9556,
          9557,
          9557,
          9558,
          9558,
          9559,
          9559,
          9560,
          9560,
          9561,
          9561,
          9562,
          9562,
          9563,
          9563,
          9564,
          9564,
          9565,
          9565,
          9566,
          9566,
          9567,
          9567,
          9568,
          9568,
          9569,
          9569,
          9570,
          9570,
          9571,
          9571,
          9572,
          9572,
          9573,
          9573,
          9574,
          9574,
          9575,
          9575,
          9576,
          9576,
          9577,
          9577,
          9578,
          9578,
          9579,
          9579,
          9580,
          9580,
          9581,
          9581,
          9582,
          9582,
          9583,
          9583,
          9584,
          9584,
          9585,
          9585,
          9586,
          9586,
          9587,
          9587,
          9588,
          9588,
          9589,
          9589,
          9590,
          9590,
          9591,
          9591,
          9592,
          9592,
          9593,
          9593,
          9594,
          9594,
          9595,
          9595,
          9596,
          9596,
          9597,
          9597,
          9598,
          9598,
          9599,
          9599,
          9600,
          9600,
          9601,
          9601,
          9602,
          9602,
          9603,
          9603,
          9604,
          9604,
          9605,
          9605,
          9606,
          9606,
          9607,
          9607,
          9608,
          9608,
          9609,
          9609,
          9610,
          9610,
          9611,
          9611,
          9612,
          9612,
          9613,
          9613,
          9614,
          9614,
          9615,
          9615,
          9616,
          9616,
          9617,
          9617,
          9618,
          9618,
          9619,
          9619,
          9620,
          9620,
          9621,
          9621,
          9622,
          9622,
          9623,
          9623,
          9624,
          9624,
          9625,
          9625,
          9626,
          9626,
          9627,
          9627,
          9628,
          9628,
          9629,
          9629,
          9630,
          9630,
          9631,
          9631,
          9632,
          9632,
          9633,
          9633,
          9634,
          9634,
          9635,
          9635,
          9636,
          9636,
          9637,
          9637,
          9638,
          9638,
          9639,
          9639,
          9640,
          9640,
          9641,
          9641,
          9642,
          9642,
          9643,
          9643,
          9644,
          9644,
          9645,
          9645,
          9646,
          9646,
          9647,
          9647,
          9648,
          9648,
          9649,
          9649,
          9650,
          9650,
          9651,
          9651,
          9652,
          9652,
          9653,
          9653,
          9654,
          9654,
          9655,
          9655,
          9656,
          9656,
          9657,
          9657,
          9658,
          9658,
          9659,
          9659,
          9660,
          9660,
          9661,
          9661,
          9662,
          9662,
          9663,
          9663,
          9664,
          9664,
          9665,
          9665,
          9666,
          9666,
          9667,
          9667,
          9668,
          9668,
          9669,
          9669,
          9670,
          9670,
          9671,
          9671,
          9672,
          9672,
          9673,
          9673,
          9674,
          9674,
          9675,
          9675,
          9676,
          9676,
          9677,
          9677,
          9678,
          9678,
          9679,
          9679,
          9680,
          9680,
          9681,
          9681,
          9682,
          9682,
          9683,
          9683,
          9684,
          9684,
          9685,
          9685,
          9686,
          9686,
          9687,
          9687,
          9688,
          9688,
          9689,
          9689,
          9690,
          9690,
          9691,
          9691,
          9692,
          9692,
          9693,
          9693,
          9694,
          9694,
          9695,
          9695,
          9696,
          9696,
          9697,
          9697,
          9698,
          9698,
          9699,
          9699,
          9700,
          9700,
          9701,
          9701,
          9702,
          9702,
          9703,
          9703,
          9704,
          9704,
          9705,
          9705,
          9706,
          9706,
          9707,
          9707,
          9708,
          9708,
          9709,
          9709,
          9710,
          9710,
          9711,
          9711,
          9712,
          9712,
          9713,
          9713,
          9714,
          9714,
          9715,
          9715,
          9716,
          9716,
          9717,
          9717,
          9718,
          9718,
          9719,
          9719,
          9720,
          9720,
          9721,
          9721,
          9722,
          9722,
          9723,
          9723,
          9724,
          9724,
          9725,
          9725,
          9726,
          9726,
          9727,
          9727,
          9728,
          9728,
          9729,
          9729,
          9730,
          9730,
          9731,
          9731,
          9732,
          9732,
          9733,
          9733,
          9734,
          9734,
          9735,
          9735,
          9736,
          9736,
          9737,
          9737,
          9738,
          9738,
          9739,
          9739,
          9740,
          9740,
          9741,
          9741,
          9742,
          9742,
          9743,
          9743,
          9744,
          9744,
          9745,
          9745,
          9746,
          9746,
          9747,
          9747,
          9748,
          9748,
          9749,
          9749,
          9750,
          9750,
          9751,
          9751,
          9752,
          9752,
          9753,
          9753,
          9754,
          9754,
          9755,
          9755,
          9756,
          9756,
          9757,
          9757,
          9758,
          9758,
          9759,
          9759,
          9760,
          9760,
          9761,
          9761,
          9762,
          9762,
          9763,
          9763,
          9764,
          9764,
          9765,
          9765,
          9766,
          9766,
          9767,
          9767,
          9768,
          9768,
          9769,
          9769,
          9770,
          9770,
          9771,
          9771,
          9772,
          9772,
          9773,
          9773,
          9774,
          9774,
          9775,
          9775,
          9776,
          9776,
          9777,
          9777,
          9778,
          9778,
          9779,
          9779,
          9780,
          9780,
          9781,
          9781,
          9782,
          9782,
          9783,
          9783,
          9784,
          9784,
          9785,
          9785,
          9786,
          9786,
          9787,
          9787,
          9788,
          9788,
          9789,
          9789,
          9790,
          9790,
          9791,
          9791,
          9792,
          9792,
          9793,
          9793,
          9794,
          9794,
          9795,
          9795,
          9796,
          9796,
          9797,
          9797,
          9798,
          9798,
          9799,
          9799,
          9800,
          9800,
          9801,
          9801,
          9802,
          9802,
          9803,
          9803,
          9804,
          9804,
          9805,
          9805,
          9806,
          9806,
          9807,
          9807,
          9808,
          9808,
          9809,
          9809,
          9810,
          9810,
          9811,
          9811,
          9812,
          9812,
          9813,
          9813,
          9814,
          9814,
          9815,
          9815,
          9816,
          9816,
          9817,
          9817,
          9818,
          9818,
          9819,
          9819,
          9820,
          9820,
          9821,
          9821,
          9822,
          9822,
          9823,
          9823,
          9824,
          9824,
          9825,
          9825,
          9826,
          9826,
          9827,
          9827,
          9828,
          9828,
          9829,
          9829,
          9830,
          9830,
          9831,
          9831,
          9832,
          9832,
          9833,
          9833,
          9834,
          9834,
          9835,
          9835,
          9836,
          9836,
          9837,
          9837,
          9838,
          9838,
          9839,
          9839,
          9840,
          9840,
          9841,
          9841,
          9842,
          9842,
          9843,
          9843,
          9844,
          9844,
          9845,
          9845,
          9846,
          9846,
          9847,
          9847,
          9848,
          9848,
          9849,
          9849,
          9850,
          9850,
          9851,
          9851,
          9852,
          9852,
          9853,
          9853,
          9854,
          9854,
          9855,
          9855,
          9856,
          9856,
          9857,
          9857,
          9858,
          9858,
          9859,
          9859,
          9860,
          9860,
          9861,
          9861,
          9862,
          9862,
          9863,
          9863,
          9864,
          9864,
          9865,
          9865,
          9866,
          9866,
          9867,
          9867,
          9868,
          9868,
          9869,
          9869,
          9870,
          9870,
          9871,
          9871,
          9872,
          9872,
          9873,
          9873,
          9874,
          9874,
          9875,
          9875,
          9876,
          9876,
          9877,
          9877,
          9878,
          9878,
          9879,
          9880,
          10259,
          10259,
          9881,
          9881,
          9882,
          9882,
          9883,
          9883,
          9884,
          9884,
          9885,
          9885,
          9886,
          9886,
          9887,
          9887,
          9888,
          9888,
          9889,
          9889,
          9890,
          9890,
          9891,
          9891,
          9892,
          9892,
          9893,
          9893,
          9894,
          9894,
          9895,
          9895,
          9896,
          9896,
          9897,
          9897,
          9898,
          9898,
          9899,
          9899,
          9900,
          9900,
          9901,
          9901,
          9902,
          9902,
          9903,
          9903,
          9904,
          9904,
          9905,
          9905,
          9906,
          9906,
          9907,
          9907,
          9908,
          9908,
          9909,
          9909,
          9910,
          9910,
          9911,
          9911,
          9912,
          9912,
          9913,
          9913,
          9914,
          9914,
          9915,
          9915,
          9916,
          9916,
          9917,
          9917,
          9918,
          9918,
          9919,
          9919,
          9920,
          9920,
          9921,
          9921,
          9922,
          9922,
          9923,
          9923,
          9924,
          9924,
          9925,
          9925,
          9926,
          9926,
          9927,
          9927,
          9928,
          9928,
          9929,
          9929,
          9930,
          9930,
          9931,
          9931,
          9932,
          9932,
          9933,
          9933,
          9934,
          9934,
          9935,
          9935,
          9936,
          9936,
          9937,
          9937,
          9938,
          9938,
          9939,
          9939,
          9940,
          9940,
          9941,
          9941,
          9942,
          9942,
          9943,
          9943,
          9944,
          9944,
          9945,
          9945,
          9946,
          9946,
          9947,
          9947,
          9948,
          9948,
          9949,
          9949,
          9950,
          9950,
          9951,
          9951,
          9952,
          9952,
          9953,
          9953,
          9954,
          9954,
          9955,
          9955,
          9956,
          9956,
          9957,
          9957,
          9958,
          9958,
          9959,
          9959,
          9960,
          9960,
          9961,
          9961,
          9962,
          9962,
          9963,
          9963,
          9964,
          9964,
          9965,
          9965,
          9966,
          9966,
          9967,
          9967,
          9968,
          9968,
          9969,
          9969,
          9970,
          9970,
          9971,
          9971,
          9972,
          9972,
          9973,
          9973,
          9974,
          9974,
          9975,
          9975,
          9976,
          9976,
          9977,
          9977,
          9978,
          9978,
          9979,
          9979,
          9980,
          9980,
          9981,
          9981,
          9982,
          9982,
          9983,
          9983,
          9984,
          9984,
          9985,
          9985,
          9986,
          9986,
          9987,
          9987,
          9988,
          9988,
          9989,
          9989,
          9990,
          9990,
          9991,
          9991,
          9992,
          9992,
          9993,
          9993,
          9994,
          9994,
          9995,
          9995,
          9996,
          9996,
          9997,
          9997,
          9998,
          9998,
          9999,
          9999,
          10000,
          10000,
          10001,
          10001,
          10002,
          10002,
          10003,
          10003,
          10004,
          10004,
          10005,
          10005,
          10006,
          10006,
          10007,
          10007,
          10008,
          10008,
          10009,
          10009,
          10010,
          10010,
          10011,
          10011,
          10012,
          10012,
          10013,
          10013,
          10014,
          10014,
          10015,
          10015,
          10016,
          10016,
          10017,
          10017,
          10018,
          10018,
          10019,
          10019,
          10020,
          10020,
          10021,
          10021,
          10022,
          10022,
          10023,
          10023,
          10024,
          10024,
          10025,
          10025,
          10026,
          10026,
          10027,
          10027,
          10028,
          10028,
          10029,
          10029,
          10030,
          10030,
          10031,
          10031,
          10032,
          10032,
          10033,
          10033,
          10034,
          10034,
          10035,
          10035,
          10036,
          10036,
          10037,
          10037,
          10038,
          10038,
          10039,
          10039,
          10040,
          10040,
          10041,
          10041,
          10042,
          10042,
          10043,
          10043,
          10044,
          10044,
          10045,
          10045,
          10046,
          10046,
          10047,
          10047,
          10048,
          10048,
          10049,
          10049,
          10050,
          10050,
          10051,
          10051,
          10052,
          10052,
          10053,
          10053,
          10054,
          10054,
          10055,
          10055,
          10056,
          10056,
          10057,
          10057,
          10058,
          10058,
          10059,
          10059,
          10060,
          10060,
          10061,
          10061,
          10062,
          10062,
          10063,
          10063,
          10064,
          10064,
          10065,
          10065,
          10066,
          10066,
          10067,
          10067,
          10068,
          10068,
          10069,
          10069,
          10070,
          10070,
          10071,
          10071,
          10072,
          10072,
          10073,
          10073,
          10074,
          10074,
          10075,
          10075,
          10076,
          10076,
          10077,
          10077,
          10078,
          10078,
          10079,
          10079,
          10080,
          10080,
          10081,
          10081,
          10082,
          10082,
          10083,
          10083,
          10084,
          10084,
          10085,
          10085,
          10086,
          10086,
          10087,
          10087,
          10088,
          10088,
          10089,
          10089,
          10090,
          10090,
          10091,
          10091,
          10092,
          10092,
          10093,
          10093,
          10094,
          10094,
          10095,
          10095,
          10096,
          10096,
          10097,
          10097,
          10098,
          10098,
          10099,
          10099,
          10100,
          10100,
          10101,
          10101,
          10102,
          10102,
          10103,
          10103,
          10104,
          10104,
          10105,
          10105,
          10106,
          10106,
          10107,
          10107,
          10108,
          10108,
          10109,
          10109,
          10110,
          10110,
          10111,
          10111,
          10112,
          10112,
          10113,
          10113,
          10114,
          10114,
          10115,
          10115,
          10116,
          10116,
          10117,
          10117,
          10118,
          10118,
          10119,
          10119,
          10120,
          10120,
          10121,
          10121,
          10122,
          10122,
          10123,
          10123,
          10124,
          10124,
          10125,
          10125,
          10126,
          10126,
          10127,
          10127,
          10128,
          10128,
          10129,
          10129,
          10130,
          10130,
          10131,
          10131,
          10132,
          10132,
          10133,
          10133,
          10134,
          10134,
          10135,
          10135,
          10136,
          10136,
          10137,
          10137,
          10138,
          10138,
          10139,
          10139,
          10140,
          10140,
          10141,
          10141,
          10142,
          10142,
          10143,
          10143,
          10144,
          10144,
          10145,
          10145,
          10146,
          10146,
          10147,
          10147,
          10148,
          10148,
          10149,
          10149,
          10150,
          10150,
          10151,
          10151,
          10152,
          10152,
          10153,
          10153,
          10154,
          10154,
          10155,
          10155,
          10156,
          10156,
          10157,
          10157,
          10158,
          10158,
          10159,
          10159,
          10160,
          10160,
          10161,
          10161,
          10162,
          10162,
          10163,
          10163,
          10164,
          10164,
          10165,
          10165,
          10166,
          10166,
          10167,
          10167,
          10168,
          10168,
          10169,
          10169,
          10170,
          10170,
          10171,
          10171,
          10172,
          10172,
          10173,
          10173,
          10174,
          10174,
          10175,
          10175,
          10176,
          10176,
          10177,
          10177,
          10178,
          10178,
          10179,
          10179,
          10180,
          10180,
          10181,
          10181,
          10182,
          10182,
          10183,
          10183,
          10184,
          10184,
          10185,
          10185,
          10186,
          10186,
          10187,
          10187,
          10188,
          10188,
          10189,
          10189,
          10190,
          10190,
          10191,
          10191,
          10192,
          10192,
          10193,
          10193,
          10194,
          10194,
          10195,
          10195,
          10196,
          10196,
          10197,
          10197,
          10198,
          10198,
          10199,
          10199,
          10200,
          10200,
          10201,
          10201,
          10202,
          10202,
          10203,
          10203,
          10204,
          10204,
          10205,
          10205,
          10206,
          10206,
          10207,
          10207,
          10208,
          10208,
          10209,
          10209,
          10210,
          10210,
          10211,
          10211,
          10212,
          10212,
          10213,
          10213,
          10214,
          10214,
          10215,
          10215,
          10216,
          10216,
          10217,
          10217,
          10218,
          10218,
          10219,
          10219,
          10220,
          10220,
          10221,
          10221,
          10222,
          10222,
          10223,
          10223,
          10224,
          10224,
          10225,
          10225,
          10226,
          10226,
          10227,
          10227,
          10228,
          10228,
          10229,
          10229,
          10230,
          10230,
          10231,
          10231,
          10232,
          10232,
          10233,
          10233,
          10234,
          10234,
          10235,
          10235,
          10236,
          10236,
          10237,
          10237,
          10238,
          10238,
          10239,
          10239,
          10240,
          10240,
          10241,
          10241,
          10242,
          10242,
          10243,
          10243,
          10244,
          10244,
          10245,
          10245,
          10246,
          10246,
          10247,
          10247,
          10248,
          10248,
          10249,
          10249,
          10250,
          10250,
          10251,
          10251,
          10252,
          10252,
          10253,
          10253,
          10254,
          10254,
          10255,
          10255,
          10256,
          10256,
          10257,
          10257,
          10258,
          10258,
          10259,
          10260,
          10639,
          10639,
          10261,
          10261,
          10262,
          10262,
          10263,
          10263,
          10264,
          10264,
          10265,
          10265,
          10266,
          10266,
          10267,
          10267,
          10268,
          10268,
          10269,
          10269,
          10270,
          10270,
          10271,
          10271,
          10272,
          10272,
          10273,
          10273,
          10274,
          10274,
          10275,
          10275,
          10276,
          10276,
          10277,
          10277,
          10278,
          10278,
          10279,
          10279,
          10280,
          10280,
          10281,
          10281,
          10282,
          10282,
          10283,
          10283,
          10284,
          10284,
          10285,
          10285,
          10286,
          10286,
          10287,
          10287,
          10288,
          10288,
          10289,
          10289,
          10290,
          10290,
          10291,
          10291,
          10292,
          10292,
          10293,
          10293,
          10294,
          10294,
          10295,
          10295,
          10296,
          10296,
          10297,
          10297,
          10298,
          10298,
          10299,
          10299,
          10300,
          10300,
          10301,
          10301,
          10302,
          10302,
          10303,
          10303,
          10304,
          10304,
          10305,
          10305,
          10306,
          10306,
          10307,
          10307,
          10308,
          10308,
          10309,
          10309,
          10310,
          10310,
          10311,
          10311,
          10312,
          10312,
          10313,
          10313,
          10314,
          10314,
          10315,
          10315,
          10316,
          10316,
          10317,
          10317,
          10318,
          10318,
          10319,
          10319,
          10320,
          10320,
          10321,
          10321,
          10322,
          10322,
          10323,
          10323,
          10324,
          10324,
          10325,
          10325,
          10326,
          10326,
          10327,
          10327,
          10328,
          10328,
          10329,
          10329,
          10330,
          10330,
          10331,
          10331,
          10332,
          10332,
          10333,
          10333,
          10334,
          10334,
          10335,
          10335,
          10336,
          10336,
          10337,
          10337,
          10338,
          10338,
          10339,
          10339,
          10340,
          10340,
          10341,
          10341,
          10342,
          10342,
          10343,
          10343,
          10344,
          10344,
          10345,
          10345,
          10346,
          10346,
          10347,
          10347,
          10348,
          10348,
          10349,
          10349,
          10350,
          10350,
          10351,
          10351,
          10352,
          10352,
          10353,
          10353,
          10354,
          10354,
          10355,
          10355,
          10356,
          10356,
          10357,
          10357,
          10358,
          10358,
          10359,
          10359,
          10360,
          10360,
          10361,
          10361,
          10362,
          10362,
          10363,
          10363,
          10364,
          10364,
          10365,
          10365,
          10366,
          10366,
          10367,
          10367,
          10368,
          10368,
          10369,
          10369,
          10370,
          10370,
          10371,
          10371,
          10372,
          10372,
          10373,
          10373,
          10374,
          10374,
          10375,
          10375,
          10376,
          10376,
          10377,
          10377,
          10378,
          10378,
          10379,
          10379,
          10380,
          10380,
          10381,
          10381,
          10382,
          10382,
          10383,
          10383,
          10384,
          10384,
          10385,
          10385,
          10386,
          10386,
          10387,
          10387,
          10388,
          10388,
          10389,
          10389,
          10390,
          10390,
          10391,
          10391,
          10392,
          10392,
          10393,
          10393,
          10394,
          10394,
          10395,
          10395,
          10396,
          10396,
          10397,
          10397,
          10398,
          10398,
          10399,
          10399,
          10400,
          10400,
          10401,
          10401,
          10402,
          10402,
          10403,
          10403,
          10404,
          10404,
          10405,
          10405,
          10406,
          10406,
          10407,
          10407,
          10408,
          10408,
          10409,
          10409,
          10410,
          10410,
          10411,
          10411,
          10412,
          10412,
          10413,
          10413,
          10414,
          10414,
          10415,
          10415,
          10416,
          10416,
          10417,
          10417,
          10418,
          10418,
          10419,
          10419,
          10420,
          10420,
          10421,
          10421,
          10422,
          10422,
          10423,
          10423,
          10424,
          10424,
          10425,
          10425,
          10426,
          10426,
          10427,
          10427,
          10428,
          10428,
          10429,
          10429,
          10430,
          10430,
          10431,
          10431,
          10432,
          10432,
          10433,
          10433,
          10434,
          10434,
          10435,
          10435,
          10436,
          10436,
          10437,
          10437,
          10438,
          10438,
          10439,
          10439,
          10440,
          10440,
          10441,
          10441,
          10442,
          10442,
          10443,
          10443,
          10444,
          10444,
          10445,
          10445,
          10446,
          10446,
          10447,
          10447,
          10448,
          10448,
          10449,
          10449,
          10450,
          10450,
          10451,
          10451,
          10452,
          10452,
          10453,
          10453,
          10454,
          10454,
          10455,
          10455,
          10456,
          10456,
          10457,
          10457,
          10458,
          10458,
          10459,
          10459,
          10460,
          10460,
          10461,
          10461,
          10462,
          10462,
          10463,
          10463,
          10464,
          10464,
          10465,
          10465,
          10466,
          10466,
          10467,
          10467,
          10468,
          10468,
          10469,
          10469,
          10470,
          10470,
          10471,
          10471,
          10472,
          10472,
          10473,
          10473,
          10474,
          10474,
          10475,
          10475,
          10476,
          10476,
          10477,
          10477,
          10478,
          10478,
          10479,
          10479,
          10480,
          10480,
          10481,
          10481,
          10482,
          10482,
          10483,
          10483,
          10484,
          10484,
          10485,
          10485,
          10486,
          10486,
          10487,
          10487,
          10488,
          10488,
          10489,
          10489,
          10490,
          10490,
          10491,
          10491,
          10492,
          10492,
          10493,
          10493,
          10494,
          10494,
          10495,
          10495,
          10496,
          10496,
          10497,
          10497,
          10498,
          10498,
          10499,
          10499,
          10500,
          10500,
          10501,
          10501,
          10502,
          10502,
          10503,
          10503,
          10504,
          10504,
          10505,
          10505,
          10506,
          10506,
          10507,
          10507,
          10508,
          10508,
          10509,
          10509,
          10510,
          10510,
          10511,
          10511,
          10512,
          10512,
          10513,
          10513,
          10514,
          10514,
          10515,
          10515,
          10516,
          10516,
          10517,
          10517,
          10518,
          10518,
          10519,
          10519,
          10520,
          10520,
          10521,
          10521,
          10522,
          10522,
          10523,
          10523,
          10524,
          10524,
          10525,
          10525,
          10526,
          10526,
          10527,
          10527,
          10528,
          10528,
          10529,
          10529,
          10530,
          10530,
          10531,
          10531,
          10532,
          10532,
          10533,
          10533,
          10534,
          10534,
          10535,
          10535,
          10536,
          10536,
          10537,
          10537,
          10538,
          10538,
          10539,
          10539,
          10540,
          10540,
          10541,
          10541,
          10542,
          10542,
          10543,
          10543,
          10544,
          10544,
          10545,
          10545,
          10546,
          10546,
          10547,
          10547,
          10548,
          10548,
          10549,
          10549,
          10550,
          10550,
          10551,
          10551,
          10552,
          10552,
          10553,
          10553,
          10554,
          10554,
          10555,
          10555,
          10556,
          10556,
          10557,
          10557,
          10558,
          10558,
          10559,
          10559,
          10560,
          10560,
          10561,
          10561,
          10562,
          10562,
          10563,
          10563,
          10564,
          10564,
          10565,
          10565,
          10566,
          10566,
          10567,
          10567,
          10568,
          10568,
          10569,
          10569,
          10570,
          10570,
          10571,
          10571,
          10572,
          10572,
          10573,
          10573,
          10574,
          10574,
          10575,
          10575,
          10576,
          10576,
          10577,
          10577,
          10578,
          10578,
          10579,
          10579,
          10580,
          10580,
          10581,
          10581,
          10582,
          10582,
          10583,
          10583,
          10584,
          10584,
          10585,
          10585,
          10586,
          10586,
          10587,
          10587,
          10588,
          10588,
          10589,
          10589,
          10590,
          10590,
          10591,
          10591,
          10592,
          10592,
          10593,
          10593,
          10594,
          10594,
          10595,
          10595,
          10596,
          10596,
          10597,
          10597,
          10598,
          10598,
          10599,
          10599,
          10600,
          10600,
          10601,
          10601,
          10602,
          10602,
          10603,
          10603,
          10604,
          10604,
          10605,
          10605,
          10606,
          10606,
          10607,
          10607,
          10608,
          10608,
          10609,
          10609,
          10610,
          10610,
          10611,
          10611,
          10612,
          10612,
          10613,
          10613,
          10614,
          10614,
          10615,
          10615,
          10616,
          10616,
          10617,
          10617,
          10618,
          10618,
          10619,
          10619,
          10620,
          10620,
          10621,
          10621,
          10622,
          10622,
          10623,
          10623,
          10624,
          10624,
          10625,
          10625,
          10626,
          10626,
          10627,
          10627,
          10628,
          10628,
          10629,
          10629,
          10630,
          10630,
          10631,
          10631,
          10632,
          10632,
          10633,
          10633,
          10634,
          10634,
          10635,
          10635,
          10636,
          10636,
          10637,
          10637,
          10638,
          10638,
          10639,
          10640,
          11019,
          11019,
          10641,
          10641,
          10642,
          10642,
          10643,
          10643,
          10644,
          10644,
          10645,
          10645,
          10646,
          10646,
          10647,
          10647,
          10648,
          10648,
          10649,
          10649,
          10650,
          10650,
          10651,
          10651,
          10652,
          10652,
          10653,
          10653,
          10654,
          10654,
          10655,
          10655,
          10656,
          10656,
          10657,
          10657,
          10658,
          10658,
          10659,
          10659,
          10660,
          10660,
          10661,
          10661,
          10662,
          10662,
          10663,
          10663,
          10664,
          10664,
          10665,
          10665,
          10666,
          10666,
          10667,
          10667,
          10668,
          10668,
          10669,
          10669,
          10670,
          10670,
          10671,
          10671,
          10672,
          10672,
          10673,
          10673,
          10674,
          10674,
          10675,
          10675,
          10676,
          10676,
          10677,
          10677,
          10678,
          10678,
          10679,
          10679,
          10680,
          10680,
          10681,
          10681,
          10682,
          10682,
          10683,
          10683,
          10684,
          10684,
          10685,
          10685,
          10686,
          10686,
          10687,
          10687,
          10688,
          10688,
          10689,
          10689,
          10690,
          10690,
          10691,
          10691,
          10692,
          10692,
          10693,
          10693,
          10694,
          10694,
          10695,
          10695,
          10696,
          10696,
          10697,
          10697,
          10698,
          10698,
          10699,
          10699,
          10700,
          10700,
          10701,
          10701,
          10702,
          10702,
          10703,
          10703,
          10704,
          10704,
          10705,
          10705,
          10706,
          10706,
          10707,
          10707,
          10708,
          10708,
          10709,
          10709,
          10710,
          10710,
          10711,
          10711,
          10712,
          10712,
          10713,
          10713,
          10714,
          10714,
          10715,
          10715,
          10716,
          10716,
          10717,
          10717,
          10718,
          10718,
          10719,
          10719,
          10720,
          10720,
          10721,
          10721,
          10722,
          10722,
          10723,
          10723,
          10724,
          10724,
          10725,
          10725,
          10726,
          10726,
          10727,
          10727,
          10728,
          10728,
          10729,
          10729,
          10730,
          10730,
          10731,
          10731,
          10732,
          10732,
          10733,
          10733,
          10734,
          10734,
          10735,
          10735,
          10736,
          10736,
          10737,
          10737,
          10738,
          10738,
          10739,
          10739,
          10740,
          10740,
          10741,
          10741,
          10742,
          10742,
          10743,
          10743,
          10744,
          10744,
          10745,
          10745,
          10746,
          10746,
          10747,
          10747,
          10748,
          10748,
          10749,
          10749,
          10750,
          10750,
          10751,
          10751,
          10752,
          10752,
          10753,
          10753,
          10754,
          10754,
          10755,
          10755,
          10756,
          10756,
          10757,
          10757,
          10758,
          10758,
          10759,
          10759,
          10760,
          10760,
          10761,
          10761,
          10762,
          10762,
          10763,
          10763,
          10764,
          10764,
          10765,
          10765,
          10766,
          10766,
          10767,
          10767,
          10768,
          10768,
          10769,
          10769,
          10770,
          10770,
          10771,
          10771,
          10772,
          10772,
          10773,
          10773,
          10774,
          10774,
          10775,
          10775,
          10776,
          10776,
          10777,
          10777,
          10778,
          10778,
          10779,
          10779,
          10780,
          10780,
          10781,
          10781,
          10782,
          10782,
          10783,
          10783,
          10784,
          10784,
          10785,
          10785,
          10786,
          10786,
          10787,
          10787,
          10788,
          10788,
          10789,
          10789,
          10790,
          10790,
          10791,
          10791,
          10792,
          10792,
          10793,
          10793,
          10794,
          10794,
          10795,
          10795,
          10796,
          10796,
          10797,
          10797,
          10798,
          10798,
          10799,
          10799,
          10800,
          10800,
          10801,
          10801,
          10802,
          10802,
          10803,
          10803,
          10804,
          10804,
          10805,
          10805,
          10806,
          10806,
          10807,
          10807,
          10808,
          10808,
          10809,
          10809,
          10810,
          10810,
          10811,
          10811,
          10812,
          10812,
          10813,
          10813,
          10814,
          10814,
          10815,
          10815,
          10816,
          10816,
          10817,
          10817,
          10818,
          10818,
          10819,
          10819,
          10820,
          10820,
          10821,
          10821,
          10822,
          10822,
          10823,
          10823,
          10824,
          10824,
          10825,
          10825,
          10826,
          10826,
          10827,
          10827,
          10828,
          10828,
          10829,
          10829,
          10830,
          10830,
          10831,
          10831,
          10832,
          10832,
          10833,
          10833,
          10834,
          10834,
          10835,
          10835,
          10836,
          10836,
          10837,
          10837,
          10838,
          10838,
          10839,
          10839,
          10840,
          10840,
          10841,
          10841,
          10842,
          10842,
          10843,
          10843,
          10844,
          10844,
          10845,
          10845,
          10846,
          10846,
          10847,
          10847,
          10848,
          10848,
          10849,
          10849,
          10850,
          10850,
          10851,
          10851,
          10852,
          10852,
          10853,
          10853,
          10854,
          10854,
          10855,
          10855,
          10856,
          10856,
          10857,
          10857,
          10858,
          10858,
          10859,
          10859,
          10860,
          10860,
          10861,
          10861,
          10862,
          10862,
          10863,
          10863,
          10864,
          10864,
          10865,
          10865,
          10866,
          10866,
          10867,
          10867,
          10868,
          10868,
          10869,
          10869,
          10870,
          10870,
          10871,
          10871,
          10872,
          10872,
          10873,
          10873,
          10874,
          10874,
          10875,
          10875,
          10876,
          10876,
          10877,
          10877,
          10878,
          10878,
          10879,
          10879,
          10880,
          10880,
          10881,
          10881,
          10882,
          10882,
          10883,
          10883,
          10884,
          10884,
          10885,
          10885,
          10886,
          10886,
          10887,
          10887,
          10888,
          10888,
          10889,
          10889,
          10890,
          10890,
          10891,
          10891,
          10892,
          10892,
          10893,
          10893,
          10894,
          10894,
          10895,
          10895,
          10896,
          10896,
          10897,
          10897,
          10898,
          10898,
          10899,
          10899,
          10900,
          10900,
          10901,
          10901,
          10902,
          10902,
          10903,
          10903,
          10904,
          10904,
          10905,
          10905,
          10906,
          10906,
          10907,
          10907,
          10908,
          10908,
          10909,
          10909,
          10910,
          10910,
          10911,
          10911,
          10912,
          10912,
          10913,
          10913,
          10914,
          10914,
          10915,
          10915,
          10916,
          10916,
          10917,
          10917,
          10918,
          10918,
          10919,
          10919,
          10920,
          10920,
          10921,
          10921,
          10922,
          10922,
          10923,
          10923,
          10924,
          10924,
          10925,
          10925,
          10926,
          10926,
          10927,
          10927,
          10928,
          10928,
          10929,
          10929,
          10930,
          10930,
          10931,
          10931,
          10932,
          10932,
          10933,
          10933,
          10934,
          10934,
          10935,
          10935,
          10936,
          10936,
          10937,
          10937,
          10938,
          10938,
          10939,
          10939,
          10940,
          10940,
          10941,
          10941,
          10942,
          10942,
          10943,
          10943,
          10944,
          10944,
          10945,
          10945,
          10946,
          10946,
          10947,
          10947,
          10948,
          10948,
          10949,
          10949,
          10950,
          10950,
          10951,
          10951,
          10952,
          10952,
          10953,
          10953,
          10954,
          10954,
          10955,
          10955,
          10956,
          10956,
          10957,
          10957,
          10958,
          10958,
          10959,
          10959,
          10960,
          10960,
          10961,
          10961,
          10962,
          10962,
          10963,
          10963,
          10964,
          10964,
          10965,
          10965,
          10966,
          10966,
          10967,
          10967,
          10968,
          10968,
          10969,
          10969,
          10970,
          10970,
          10971,
          10971,
          10972,
          10972,
          10973,
          10973,
          10974,
          10974,
          10975,
          10975,
          10976,
          10976,
          10977,
          10977,
          10978,
          10978,
          10979,
          10979,
          10980,
          10980,
          10981,
          10981,
          10982,
          10982,
          10983,
          10983,
          10984,
          10984,
          10985,
          10985,
          10986,
          10986,
          10987,
          10987,
          10988,
          10988,
          10989,
          10989,
          10990,
          10990,
          10991,
          10991,
          10992,
          10992,
          10993,
          10993,
          10994,
          10994,
          10995,
          10995,
          10996,
          10996,
          10997,
          10997,
          10998,
          10998,
          10999,
          10999,
          11000,
          11000,
          11001,
          11001,
          11002,
          11002,
          11003,
          11003,
          11004,
          11004,
          11005,
          11005,
          11006,
          11006,
          11007,
          11007,
          11008,
          11008,
          11009,
          11009,
          11010,
          11010,
          11011,
          11011,
          11012,
          11012,
          11013,
          11013,
          11014,
          11014,
          11015,
          11015,
          11016,
          11016,
          11017,
          11017,
          11018,
          11018,
          11019,
          11020,
          11399,
          11399,
          11021,
          11021,
          11022,
          11022,
          11023,
          11023,
          11024,
          11024,
          11025,
          11025,
          11026,
          11026,
          11027,
          11027,
          11028,
          11028,
          11029,
          11029,
          11030,
          11030,
          11031,
          11031,
          11032,
          11032,
          11033,
          11033,
          11034,
          11034,
          11035,
          11035,
          11036,
          11036,
          11037,
          11037,
          11038,
          11038,
          11039,
          11039,
          11040,
          11040,
          11041,
          11041,
          11042,
          11042,
          11043,
          11043,
          11044,
          11044,
          11045,
          11045,
          11046,
          11046,
          11047,
          11047,
          11048,
          11048,
          11049,
          11049,
          11050,
          11050,
          11051,
          11051,
          11052,
          11052,
          11053,
          11053,
          11054,
          11054,
          11055,
          11055,
          11056,
          11056,
          11057,
          11057,
          11058,
          11058,
          11059,
          11059,
          11060,
          11060,
          11061,
          11061,
          11062,
          11062,
          11063,
          11063,
          11064,
          11064,
          11065,
          11065,
          11066,
          11066,
          11067,
          11067,
          11068,
          11068,
          11069,
          11069,
          11070,
          11070,
          11071,
          11071,
          11072,
          11072,
          11073,
          11073,
          11074,
          11074,
          11075,
          11075,
          11076,
          11076,
          11077,
          11077,
          11078,
          11078,
          11079,
          11079,
          11080,
          11080,
          11081,
          11081,
          11082,
          11082,
          11083,
          11083,
          11084,
          11084,
          11085,
          11085,
          11086,
          11086,
          11087,
          11087,
          11088,
          11088,
          11089,
          11089,
          11090,
          11090,
          11091,
          11091,
          11092,
          11092,
          11093,
          11093,
          11094,
          11094,
          11095,
          11095,
          11096,
          11096,
          11097,
          11097,
          11098,
          11098,
          11099,
          11099,
          11100,
          11100,
          11101,
          11101,
          11102,
          11102,
          11103,
          11103,
          11104,
          11104,
          11105,
          11105,
          11106,
          11106,
          11107,
          11107,
          11108,
          11108,
          11109,
          11109,
          11110,
          11110,
          11111,
          11111,
          11112,
          11112,
          11113,
          11113,
          11114,
          11114,
          11115,
          11115,
          11116,
          11116,
          11117,
          11117,
          11118,
          11118,
          11119,
          11119,
          11120,
          11120,
          11121,
          11121,
          11122,
          11122,
          11123,
          11123,
          11124,
          11124,
          11125,
          11125,
          11126,
          11126,
          11127,
          11127,
          11128,
          11128,
          11129,
          11129,
          11130,
          11130,
          11131,
          11131,
          11132,
          11132,
          11133,
          11133,
          11134,
          11134,
          11135,
          11135,
          11136,
          11136,
          11137,
          11137,
          11138,
          11138,
          11139,
          11139,
          11140,
          11140,
          11141,
          11141,
          11142,
          11142,
          11143,
          11143,
          11144,
          11144,
          11145,
          11145,
          11146,
          11146,
          11147,
          11147,
          11148,
          11148,
          11149,
          11149,
          11150,
          11150,
          11151,
          11151,
          11152,
          11152,
          11153,
          11153,
          11154,
          11154,
          11155,
          11155,
          11156,
          11156,
          11157,
          11157,
          11158,
          11158,
          11159,
          11159,
          11160,
          11160,
          11161,
          11161,
          11162,
          11162,
          11163,
          11163,
          11164,
          11164,
          11165,
          11165,
          11166,
          11166,
          11167,
          11167,
          11168,
          11168,
          11169,
          11169,
          11170,
          11170,
          11171,
          11171,
          11172,
          11172,
          11173,
          11173,
          11174,
          11174,
          11175,
          11175,
          11176,
          11176,
          11177,
          11177,
          11178,
          11178,
          11179,
          11179,
          11180,
          11180,
          11181,
          11181,
          11182,
          11182,
          11183,
          11183,
          11184,
          11184,
          11185,
          11185,
          11186,
          11186,
          11187,
          11187,
          11188,
          11188,
          11189,
          11189,
          11190,
          11190,
          11191,
          11191,
          11192,
          11192,
          11193,
          11193,
          11194,
          11194,
          11195,
          11195,
          11196,
          11196,
          11197,
          11197,
          11198,
          11198,
          11199,
          11199,
          11200,
          11200,
          11201,
          11201,
          11202,
          11202,
          11203,
          11203,
          11204,
          11204,
          11205,
          11205,
          11206,
          11206,
          11207,
          11207,
          11208,
          11208,
          11209,
          11209,
          11210,
          11210,
          11211,
          11211,
          11212,
          11212,
          11213,
          11213,
          11214,
          11214,
          11215,
          11215,
          11216,
          11216,
          11217,
          11217,
          11218,
          11218,
          11219,
          11219,
          11220,
          11220,
          11221,
          11221,
          11222,
          11222,
          11223,
          11223,
          11224,
          11224,
          11225,
          11225,
          11226,
          11226,
          11227,
          11227,
          11228,
          11228,
          11229,
          11229,
          11230,
          11230,
          11231,
          11231,
          11232,
          11232,
          11233,
          11233,
          11234,
          11234,
          11235,
          11235,
          11236,
          11236,
          11237,
          11237,
          11238,
          11238,
          11239,
          11239,
          11240,
          11240,
          11241,
          11241,
          11242,
          11242,
          11243,
          11243,
          11244,
          11244,
          11245,
          11245,
          11246,
          11246,
          11247,
          11247,
          11248,
          11248,
          11249,
          11249,
          11250,
          11250,
          11251,
          11251,
          11252,
          11252,
          11253,
          11253,
          11254,
          11254,
          11255,
          11255,
          11256,
          11256,
          11257,
          11257,
          11258,
          11258,
          11259,
          11259,
          11260,
          11260,
          11261,
          11261,
          11262,
          11262,
          11263,
          11263,
          11264,
          11264,
          11265,
          11265,
          11266,
          11266,
          11267,
          11267,
          11268,
          11268,
          11269,
          11269,
          11270,
          11270,
          11271,
          11271,
          11272,
          11272,
          11273,
          11273,
          11274,
          11274,
          11275,
          11275,
          11276,
          11276,
          11277,
          11277,
          11278,
          11278,
          11279,
          11279,
          11280,
          11280,
          11281,
          11281,
          11282,
          11282,
          11283,
          11283,
          11284,
          11284,
          11285,
          11285,
          11286,
          11286,
          11287,
          11287,
          11288,
          11288,
          11289,
          11289,
          11290,
          11290,
          11291,
          11291,
          11292,
          11292,
          11293,
          11293,
          11294,
          11294,
          11295,
          11295,
          11296,
          11296,
          11297,
          11297,
          11298,
          11298,
          11299,
          11299,
          11300,
          11300,
          11301,
          11301,
          11302,
          11302,
          11303,
          11303,
          11304,
          11304,
          11305,
          11305,
          11306,
          11306,
          11307,
          11307,
          11308,
          11308,
          11309,
          11309,
          11310,
          11310,
          11311,
          11311,
          11312,
          11312,
          11313,
          11313,
          11314,
          11314,
          11315,
          11315,
          11316,
          11316,
          11317,
          11317,
          11318,
          11318,
          11319,
          11319,
          11320,
          11320,
          11321,
          11321,
          11322,
          11322,
          11323,
          11323,
          11324,
          11324,
          11325,
          11325,
          11326,
          11326,
          11327,
          11327,
          11328,
          11328,
          11329,
          11329,
          11330,
          11330,
          11331,
          11331,
          11332,
          11332,
          11333,
          11333,
          11334,
          11334,
          11335,
          11335,
          11336,
          11336,
          11337,
          11337,
          11338,
          11338,
          11339,
          11339,
          11340,
          11340,
          11341,
          11341,
          11342,
          11342,
          11343,
          11343,
          11344,
          11344,
          11345,
          11345,
          11346,
          11346,
          11347,
          11347,
          11348,
          11348,
          11349,
          11349,
          11350,
          11350,
          11351,
          11351,
          11352,
          11352,
          11353,
          11353,
          11354,
          11354,
          11355,
          11355,
          11356,
          11356,
          11357,
          11357,
          11358,
          11358,
          11359,
          11359,
          11360,
          11360,
          11361,
          11361,
          11362,
          11362,
          11363,
          11363,
          11364,
          11364,
          11365,
          11365,
          11366,
          11366,
          11367,
          11367,
          11368,
          11368,
          11369,
          11369,
          11370,
          11370,
          11371,
          11371,
          11372,
          11372,
          11373,
          11373,
          11374,
          11374,
          11375,
          11375,
          11376,
          11376,
          11377,
          11377,
          11378,
          11378,
          11379,
          11379,
          11380,
          11380,
          11381,
          11381,
          11382,
          11382,
          11383,
          11383,
          11384,
          11384,
          11385,
          11385,
          11386,
          11386,
          11387,
          11387,
          11388,
          11388,
          11389,
          11389,
          11390,
          11390,
          11391,
          11391,
          11392,
          11392,
          11393,
          11393,
          11394,
          11394,
          11395,
          11395,
          11396,
          11396,
          11397,
          11397,
          11398,
          11398,
          11399
         ],
         "name": "|𝐁| (T)",
         "opacity": 1,
         "showscale": true,
         "type": "mesh3d",
         "x": [
          8.7,
          8.713562429201788,
          8.752774124938117,
          8.813357051574368,
          8.888661810928365,
          8.970337203691948,
          9.049170191758773,
          9.11601095058203,
          9.162689215248417,
          9.182829239732675,
          9.17248126944908,
          9.130506361146557,
          9.058676702018776,
          8.961482660745334,
          8.845667648064182,
          8.719539408072206,
          8.59212878958262,
          8.472282086602839,
          8.36777918919844,
          8.284566476340267,
          8.226181015346636,
          8.1934225437167,
          8.18430402047484,
          8.1942829287808,
          8.216746951769203,
          8.243702061629802,
          8.266591056477278,
          8.277158149169754,
          8.268271553691285,
          8.234621406513858,
          8.173224142995632,
          8.083685103069548,
          7.968196454244571,
          7.831274826201643,
          7.679269510383411,
          7.519694975166404,
          7.360458473457783,
          7.209063006795132,
          7.071866996306602,
          6.953474719142079,
          6.856316792034094,
          6.7804593782332185,
          6.723656596221657,
          6.681635390846221,
          6.648578524181414,
          6.617751773728983,
          6.582207843420549,
          6.535493189869988,
          6.472285447516214,
          6.388898081361262,
          6.283604208110612,
          6.15675146264259,
          6.010662154169086,
          5.849335353528567,
          5.677987627671637,
          5.5024848354972296,
          5.3287271767758995,
          5.16205266253813,
          5.0067202137546,
          4.865523299722473,
          4.739569663108268,
          4.628244019930895,
          4.529350752500275,
          4.439414690526758,
          4.354102101108867,
          4.268712612063055,
          4.178687066377798,
          4.080076695473823,
          3.9699252751019856,
          3.8465272241276174,
          3.709539531946419,
          3.559942204203881,
          3.399858690470221,
          3.23226265021866,
          3.06060883437052,
          2.888432649597474,
          2.718964522359344,
          2.5548014850354175,
          2.3976700540096756,
          2.2483025563656147,
          2.106435059669233,
          1.9709206387693043,
          1.8399385492607383,
          1.7112694563218558,
          1.5826003228934413,
          1.4518205480245734,
          1.3172735763294512,
          1.1779350381468043,
          1.0334986064977276,
          0.8843628805133599,
          0.731525221948394,
          0.5764000450729416,
          0.4205882028024156,
          0.26562974675181417,
          0.11277382498050281,
          -0.037203314626069316,
          -0.1841079384431891,
          -0.3283515109437997,
          -0.47088344501988255,
          -0.6130428342831825,
          -0.7563488899967306,
          -0.9022581484312838,
          -1.0519213374643324,
          -1.2059734624048117,
          -1.3643870611789475,
          -1.526411080603246,
          -1.6906073098757382,
          -1.8549840251936591,
          -2.0172139347802465,
          -2.174912209857374,
          -2.325941763027796,
          -2.4687081143144116,
          -2.602405855725513,
          -2.7271830529234085,
          -2.8441985194497836,
          -2.9555588587927146,
          -3.0641361639034987,
          -3.173281688850793,
          -3.2864639658358596,
          -3.4068701379461532,
          -3.5370154094152118,
          -3.6784066251013607,
          -3.831301782218972,
          -3.994598059335072,
          -4.165867615516049,
          -4.341544359569428,
          -4.517247860368597,
          -4.6882144708497,
          -4.849792426535863,
          -4.997948748768821,
          -5.129732379451933,
          -5.243640655931939,
          -5.3398448939106595,
          -5.42024470500646,
          -5.4883383557225836,
          -5.5489161364695025,
          -5.607603244449421,
          -5.670295942068906,
          -5.742547776697066,
          -5.828969895672811,
          -5.932710013110521,
          -6.055068143410859,
          -6.195294324231541,
          -6.350595436058124,
          -6.516356708763339,
          -6.686560820098186,
          -6.854366046145804,
          -7.0127870484307495,
          -7.1554095723799875,
          -7.277065027974003,
          -7.374393345760347,
          -7.446232558220061,
          -7.493790339087388,
          -7.520574598417605,
          -7.532084963906413,
          -7.535292018806104,
          -7.537953875148422,
          -7.547837600592126,
          -7.571924214397918,
          -7.615679129456965,
          -7.682464577345507,
          -7.773157135588922,
          -7.886013261235588,
          -8.016800736519183,
          -8.159186695619818,
          -8.305346240401075,
          -8.446732357841274,
          -8.574930395401381,
          -8.682510624233911,
          -8.76379152899084,
          -8.815434601287794,
          -8.836807835326288,
          -8.8300782108176,
          -8.80002087173422,
          -8.75356166774151,
          -8.699097232106473,
          -8.645659965028578,
          -8.60201173976132,
          -8.575758098280252,
          -8.572573271304536,
          -8.595615629463879,
          -8.645194198122056,
          -8.718721558299743,
          -8.810959387151655,
          -8.914533042031097,
          -9.020664034588878,
          -9.120046822837807,
          -9.203781395381847,
          -9.264267194196362,
          -9.295967652944407,
          -9.295967652944409,
          -9.264267194196364,
          -9.203781395381853,
          -9.12004682283781,
          -9.020664034588883,
          -8.914533042031103,
          -8.81095938715166,
          -8.718721558299748,
          -8.64519419812206,
          -8.595615629463879,
          -8.572573271304536,
          -8.57575809828025,
          -8.602011739761318,
          -8.645659965028578,
          -8.699097232106467,
          -8.753561667741508,
          -8.800020871734217,
          -8.830078210817598,
          -8.836807835326288,
          -8.815434601287796,
          -8.763791528990847,
          -8.682510624233917,
          -8.57493039540139,
          -8.446732357841277,
          -8.305346240401088,
          -8.159186695619823,
          -8.016800736519192,
          -7.886013261235592,
          -7.77315713558893,
          -7.682464577345511,
          -7.615679129456968,
          -7.571924214397918,
          -7.547837600592126,
          -7.537953875148421,
          -7.535292018806105,
          -7.532084963906414,
          -7.520574598417609,
          -7.493790339087389,
          -7.446232558220063,
          -7.374393345760351,
          -7.277065027974009,
          -7.155409572379993,
          -7.01278704843076,
          -6.8543660461458105,
          -6.6865608200981965,
          -6.516356708763348,
          -6.350595436058133,
          -6.195294324231548,
          -6.055068143410867,
          -5.932710013110524,
          -5.8289698956728175,
          -5.742547776697069,
          -5.670295942068909,
          -5.6076032444494235,
          -5.548916136469506,
          -5.48833835572259,
          -5.420244705006464,
          -5.339844893910662,
          -5.243640655931946,
          -5.129732379451942,
          -4.997948748768827,
          -4.84979242653587,
          -4.688214470849706,
          -4.517247860368608,
          -4.34154435956943,
          -4.165867615516056,
          -3.994598059335079,
          -3.8313017822189837,
          -3.6784066251013714,
          -3.537015409415217,
          -3.40687013794616,
          -3.286463965835867,
          -3.173281688850802,
          -3.064136163903503,
          -2.9555588587927217,
          -2.844198519449791,
          -2.7271830529234187,
          -2.602405855725519,
          -2.4687081143144187,
          -2.3259417630278056,
          -2.174912209857387,
          -2.017213934780253,
          -1.854984025193668,
          -1.6906073098757493,
          -1.5264110806032596,
          -1.3643870611789544,
          -1.20597346240482,
          -1.0519213374643426,
          -0.9022581484312958,
          -0.7563488899967364,
          -0.6130428342831905,
          -0.4708834450198922,
          -0.32835151094381154,
          -0.1841079384431951,
          -0.03720331462607549,
          0.1127738249804945,
          0.26562974675180356,
          0.4205882028024112,
          0.5764000450729353,
          0.7315252219483857,
          0.8843628805133494,
          1.0334986064977232,
          1.1779350381467983,
          1.3172735763294436,
          1.4518205480245638,
          1.582600322893438,
          1.7112694563218505,
          1.839938549260731,
          1.9709206387692955,
          2.1064350596692294,
          2.2483025563656085,
          2.3976700540096676,
          2.5548014850354064,
          2.71896452235934,
          2.888432649597466,
          3.0606088343705107,
          3.232262650218649,
          3.3998586904702157,
          3.5599422042038746,
          3.7095395319464113,
          3.8465272241276085,
          3.969925275101983,
          4.080076695473818,
          4.178687066377794,
          4.268712612063049,
          4.3541021011088645,
          4.439414690526755,
          4.52935075250027,
          4.628244019930887,
          4.739569663108265,
          4.865523299722468,
          5.006720213754591,
          5.162052662538118,
          5.328727176775885,
          5.5024848354972224,
          5.6779876276716275,
          5.849335353528556,
          6.010662154169074,
          6.156751462642584,
          6.283604208110606,
          6.388898081361255,
          6.472285447516209,
          6.535493189869987,
          6.582207843420546,
          6.617751773728984,
          6.6485785241814135,
          6.681635390846219,
          6.723656596221654,
          6.780459378233215,
          6.856316792034088,
          6.9534747191420765,
          7.071866996306595,
          7.209063006795123,
          7.3604584734577685,
          7.519694975166397,
          7.6792695103834046,
          7.831274826201635,
          7.96819645424456,
          8.083685103069547,
          8.173224142995629,
          8.234621406513856,
          8.268271553691285,
          8.277158149169754,
          8.26659105647728,
          8.243702061629802,
          8.216746951769201,
          8.194282928780801,
          8.184304020474839,
          8.193422543716698,
          8.226181015346635,
          8.284566476340263,
          8.367779189198437,
          8.47228208660283,
          8.592128789582612,
          8.719539408072203,
          8.845667648064175,
          8.961482660745327,
          9.058676702018772,
          9.130506361146555,
          9.17248126944908,
          9.182829239732676,
          9.16268921524842,
          9.116010950582032,
          9.049170191758773,
          8.970337203691955,
          8.88866181092837,
          8.813357051574368,
          8.752774124938119,
          8.71356242920179,
          8.7,
          8.730393277576889,
          8.763583442049164,
          8.819777570335805,
          8.893014904557972,
          8.975395916581078,
          9.057876551029754,
          9.131176554553486,
          9.186709761380122,
          9.217442153476654,
          9.218591088787775,
          9.18809549371781,
          9.126810338956913,
          9.038406924601027,
          8.928990480176818,
          8.806475254619853,
          8.679781695183852,
          8.557938008304331,
          8.449177581190215,
          8.36012352847614,
          8.295142095804001,
          8.255928843795777,
          8.241367339683348,
          8.247672032992693,
          8.2687979973557,
          8.297073267697026,
          8.323987339583354,
          8.341054255310764,
          8.340662063627256,
          8.316822898442224,
          8.265749122554817,
          8.18619967208472,
          8.079564902760257,
          7.949685324748492,
          7.802426791557816,
          7.645059179970085,
          7.485504878192594,
          7.331535576128356,
          7.189999775662426,
          7.066158833632383,
          6.963196828617584,
          6.88195053061241,
          6.820882327881965,
          6.776293630798238,
          6.742751687963917,
          6.713681451080625,
          6.682058259701245,
          6.641128226627237,
          6.585082072793975,
          6.509614743665046,
          6.412316586633018,
          6.2928606269653535,
          6.152972468875963,
          5.996192192683841,
          5.8274589040307045,
          5.652566119529687,
          5.47754819385929,
          5.308063377912464,
          5.148837447626627,
          5.003223516572695,
          4.872919702076428,
          4.757868387231068,
          4.656340927218702,
          4.5651919649079105,
          4.480250146166145,
          4.396798755012534,
          4.310091927841239,
          4.215850339801243,
          4.110684590950395,
          3.99240429736122,
          3.8601848797553933,
          3.7145805799476195,
          3.5573894302903373,
          3.3913918410860417,
          3.219997435772594,
          3.0468434122077266,
          2.8753912174729868,
          2.7085664675935175,
          2.5484802049010526,
          2.396258697490756,
          2.251995412676874,
          2.1148241726041,
          1.983098534458321,
          1.8546507189840429,
          1.7270952288388501,
          1.5981385012910898,
          1.4658568468357842,
          1.3289102993782824,
          1.1866690896493748,
          1.0392410756719963,
          0.8874011703954516,
          0.7324360434485959,
          0.5759276703592703,
          0.41950644261895587,
          0.26460771555938145,
          0.1122645269889668,
          -0.037036039449083846,
          -0.18341405674387304,
          -0.32756774254383947,
          -0.47065840770569545,
          -0.6141249511916703,
          -0.7594529304568777,
          -0.9079295272222033,
          -1.0604180627840138,
          -1.2171837699757568,
          -1.3777964965287022,
          -1.5411265936748209,
          -1.7054385526135452,
          -1.868574399629142,
          -2.028206983786961,
          -2.1821335685815857,
          -2.328573816173112,
          -2.466434189479331,
          -2.595503358245735,
          -2.7165501983244993,
          -2.831306701216936,
          -2.9423313845150876,
          -3.0527631021858364,
          -3.1659888239253293,
          -3.285260342906427,
          -3.413302561976671,
          -3.5519589739283846,
          -3.701917687769872,
          -3.86255394852992,
          -4.03191323854015,
          -4.206843951861829,
          -4.383271925796548,
          -4.556592650882376,
          -4.722142645981904,
          -4.875700973519976,
          -5.013966493548428,
          -5.134956984775941,
          -5.238282825128082,
          -5.325259980792232,
          -5.398843429863987,
          -5.463381160287354,
          -5.52420850891408,
          -5.5871207039297195,
          -5.657776003251128,
          -5.741091092348473,
          -5.840693255195093,
          -5.958489773812359,
          -6.094404299291176,
          -6.246313555331295,
          -6.41019730905694,
          -6.580492174798309,
          -6.750617865140265,
          -6.913625338721221,
          -7.062902037249977,
          -7.1928616945380535,
          -7.299546009623605,
          -7.381072990472238,
          -7.437881360135551,
          -7.472740671940408,
          -7.490520671182275,
          -7.49773850957041,
          -7.501926036789842,
          -7.510879039570577,
          -7.531863828378066,
          -7.570862452212772,
          -7.6319353033793345,
          -7.716769081505612,
          -7.824460018882493,
          -7.951558707684288,
          -8.09237619780911,
          -8.239523996054835,
          -8.384636012673985,
          -8.519200969010575,
          -8.635421402194646,
          -8.727011558580848,
          -8.789851659237039,
          -8.822429812305803,
          -8.826023900023383,
          -8.804601973012582,
          -8.764448374027005,
          -8.713551036879064,
          -8.660810235513019,
          -8.615147893253003,
          -8.584607405754106,
          -8.575535600903521,
          -8.591930716723441,
          -8.635023861066573,
          -8.703137965551731,
          -8.79184014014929,
          -8.894373448182725,
          -9.002325526549967,
          -9.106467124704963,
          -9.19767605295339,
          -9.267853049354954,
          -9.31073664482494,
          -9.32253419316636,
          -9.302304818819906,
          -9.252055222705232,
          -9.176538494234226,
          -9.082776306820938,
          -8.979353019698292,
          -8.875553380250453,
          -8.78043134235079,
          -8.701904371359419,
          -8.645964806054277,
          -8.616087699021788,
          -8.612894330050667,
          -8.634104381291927,
          -8.674780287601553,
          -8.727837567326665,
          -8.784768046697648,
          -8.83650156036034,
          -8.87431810058029,
          -8.890717850512171,
          -8.880161482181283,
          -8.839606957174867,
          -8.768790352280426,
          -8.670224702956194,
          -8.548919755984414,
          -8.41185386169731,
          -8.267254111082757,
          -8.123759712022165,
          -7.989554620992569,
          -7.87155755110801,
          -7.77475054513265,
          -7.70171214850354,
          -7.65239949842231,
          -7.624197676353219,
          -7.612227180315845,
          -7.6098742114088775,
          -7.609486313072278,
          -7.603159978174913,
          -7.583538698046818,
          -7.54454028993821,
          -7.481941033037445,
          -7.393760133607292,
          -7.280409550455801,
          -7.144598920843769,
          -6.991010617662067,
          -6.82578320888098,
          -6.655860407370069,
          -6.4882751249783635,
          -6.329443302760262,
          -6.1845394062249355,
          -6.05701530549569,
          -5.948307925544639,
          -5.8577603938378076,
          -5.782758690459656,
          -5.719063447030189,
          -5.6612968823926995,
          -5.603529905169692,
          -5.5399056136436995,
          -5.465233553924053,
          -5.375494176450277,
          -5.268204237892045,
          -5.14261006396554,
          -4.9996947670862655,
          -4.842005574235676,
          -4.673326197697891,
          -4.498234701318185,
          -4.321598007211295,
          -4.148059045088432,
          -3.9815712201921447,
          -3.8250276987538316,
          -3.680020942506921,
          -3.5467524343115526,
          -3.424095427687398,
          -3.309796753930129,
          -3.2007890729523356,
          -3.09357400940692,
          -2.984630470221283,
          -2.8708016235028606,
          -2.749618450458732,
          -2.619526792492104,
          -2.4799972377273556,
          -2.331511502914237,
          -2.1754334720356567,
          -2.0137860789230295,
          -1.8489653080368729,
          -1.683428651518301,
          -1.5193968105662274,
          -1.3586042249850494,
          -1.2021266611183188,
          -1.0503035662265963,
          -0.902760540981946,
          -0.7585246168665846,
          -0.6162135869556844,
          -0.4742717902931106,
          -0.3312195247718316,
          -0.1858822448953525,
          -0.037568958780985894,
          0.11382367496250113,
          0.2677950444343982,
          0.423313904003385,
          0.5789712751665703,
          0.7331922937697204,
          0.8844783744130638,
          1.0316466781383404,
          1.1740336675687069,
          1.3116335803641683,
          1.4451504944423719,
          1.5759533760211981,
          1.705935811324337,
          1.8372945298905856,
          1.972251801397738,
          2.1127549452602588,
          2.260190463772677,
          2.415150072753333,
          2.57728106442063,
          2.745244450797346,
          2.916792163516681,
          3.088960591620957,
          3.258363537846715,
          3.421554948010447,
          3.5754220712933193,
          3.7175642830586244,
          3.8466124240199147,
          3.962448392711669,
          4.066294481484326,
          4.16065560552696,
          4.249113698607661,
          4.335990373074142,
          4.425909568866808,
          4.523304531686011,
          4.631921537682147,
          4.754375263311498,
          4.891807126036234,
          5.043688502102014,
          5.207796328909963,
          5.380370667747551,
          5.556444216380692,
          5.730314633034543,
          5.896113982356683,
          6.048417530868798,
          6.182827953294154,
          6.296471599831632,
          6.388350938529672,
          6.459511000285684,
          6.512996295524676,
          6.553596353782077,
          6.587400499300581,
          6.621203320363802,
          6.661819241097237,
          6.715375754652647,
          6.786658901082831,
          6.878580883164845,
          6.991828534029821,
          7.12473371164263,
          7.2733843361407,
          7.431969981896089,
          7.593331264285541,
          7.749660331435406,
          7.8932829486338605,
          8.01744281222171,
          8.117007008767557,
          8.189018262327131,
          8.23303421944752,
          8.251215101246686,
          8.248146495398036,
          8.23041127045794,
          8.205950751837552,
          8.183277657083496,
          8.170619465287546,
          8.175079126615664,
          8.201899348752507,
          8.253907092584178,
          8.331197267572808,
          8.431090683996272,
          8.548373513965423,
          8.67579668179909,
          8.8047867254858,
          8.926297545651426,
          9.031717416346925,
          9.113739284673072,
          9.167105454142932,
          9.189149977857086,
          9.18008227804523,
          9.142981622031284,
          9.083501460035093,
          9.00931225504125,
          8.929338257205304,
          8.8528649202352,
          8.788607116781419,
          8.743832573738834,
          8.723629552595543,
          8.730393277576889,
          8.820151954427757,
          8.87135366417128,
          8.941709903294079,
          9.02385596306006,
          9.109011646811044,
          9.187863056630192,
          9.25149681704463,
          9.292292094612533,
          9.304680250177952,
          9.285695640895149,
          9.235262546890434,
          9.156190209463752,
          9.053877744683641,
          8.93576017289229,
          8.810552958076679,
          8.687372613287865,
          8.574823060896472,
          8.480140338721842,
          8.408481672016089,
          8.362429621751842,
          8.341759602535657,
          8.343491891279868,
          8.362220146332366,
          8.39068042922322,
          8.42050063561047,
          8.443052535331779,
          8.450319050540838,
          8.435688866310043,
          8.394598928579883,
          8.324961870164293,
          8.22733812827546,
          8.10483906382687,
          7.962774983575074,
          7.808087746740042,
          7.648628977223502,
          7.492359664299045,
          7.346553692441454,
          7.217086018243093,
          7.107876130962459,
          7.0205402674226125,
          6.954283493773726,
          6.906037617830374,
          6.870825609147449,
          6.842310402322987,
          6.813467960556331,
          6.777313057404825,
          6.727602451768699,
          6.659444223245189,
          6.5697534123327985,
          6.457511431066236,
          6.3238080365379865,
          6.171667673542754,
          6.005684245729914,
          5.831507552327697,
          5.655238790075437,
          5.482800301114784,
          5.319345487425946,
          5.168768612937068,
          5.033361912230228,
          4.91365048554454,
          4.80841580767749,
          4.714898479388264,
          4.629152273651382,
          4.54650651526462,
          4.462083886702529,
          4.371316795126235,
          4.2704077124360245,
          4.156686976739794,
          4.02883436539217,
          3.8869467741054904,
          3.732451713260419,
          3.5678831144236853,
          3.3965503003248894,
          3.2221414023042176,
          3.0483079809737488,
          2.878277670014857,
          2.714536487984112,
          2.5586128000510295,
          2.410981996658796,
          2.27109635884966,
          2.137530018467858,
          2.008216063597137,
          1.8807431143556452,
          1.752673133341512,
          1.621841363261717,
          1.4866030691438263,
          1.3459996292741938,
          1.1998274275353642,
          1.048605574184858,
          0.8934511770012794,
          0.7358821692692904,
          0.577576238742167,
          0.42011920535689873,
          0.26477673989976275,
          0.11231959519594165,
          -0.03707495485138607,
          -0.18383304493446398,
          -0.32890486771122485,
          -0.4736072008452396,
          -0.6194093390971854,
          -0.7676915967649963,
          -0.9195094899857142,
          -1.0753964447531135,
          -1.2352334023084897,
          -1.3982055207408683,
          -1.5628552687448278,
          -1.7272288873050323,
          -1.8891009605393245,
          -2.046251203189509,
          -2.1967598855002977,
          -2.339284590470417,
          -2.4732817894201076,
          -2.599142053163343,
          -2.718217067125469,
          -2.832728975896651,
          -2.9455665493843335,
          -3.059986615979593,
          -3.179251484434411,
          -3.30624216521227,
          -3.443091926780402,
          -3.590884383383006,
          -3.749454779352732,
          -3.91732288112425,
          -4.091771941500584,
          -4.269072046180161,
          -4.4448295712727255,
          -4.61442935418368,
          -4.773524279333771,
          -4.9185197603263076,
          -5.046999029481629,
          -5.158039583199331,
          -5.252381271694054,
          -5.33242141142244,
          -5.402030428336482,
          -5.466200998058622,
          -5.530562323707358,
          -5.600807001663582,
          -5.682089049001059,
          -5.778456750355021,
          -5.892382301142959,
          -6.024441774691878,
          -6.173184458206667,
          -6.335211496981765,
          -6.505462004417995,
          -6.677682619972917,
          -6.845036306264415,
          -7.00079018794837,
          -7.1390122629413595,
          -7.255204067710895,
          -7.346801309688481,
          -7.413486734980118,
          -7.457277931524654,
          -7.482375547538035,
          -7.494782204575798,
          -7.501726617198311,
          -7.510948523258943,
          -7.529915693895441,
          -7.565052779508819,
          -7.621062036617491,
          -7.700407899564242,
          -7.803021620496039,
          -7.9262603292096045,
          -8.065129058226693,
          -8.212747180288513,
          -8.361015130447358,
          -8.501415926274245,
          -8.625871143490007,
          -8.727564284117468,
          -8.801646691766171,
          -8.84575220029245,
          -8.860265501936295,
          -8.848313921101848,
          -8.815480377662075,
          -8.769263937915435,
          -8.718340520403506,
          -8.671697314325058,
          -8.637728062564424,
          -8.623381092894558,
          -8.633447292891779,
          -8.670061533673847,
          -8.732469708719231,
          -8.817086722178153,
          -8.917841173286234,
          -9.02677317665824,
          -9.134825754805286,
          -9.232750232915992,
          -9.312034140646164,
          -9.365757536824283,
          -9.389290714726654,
          -9.380762217591567,
          -9.341249371959762,
          -9.274671748565837,
          -9.187398193691424,
          -9.087607232808512,
          -8.984465737175576,
          -8.887209186870104,
          -8.804216771225512,
          -8.742174932298672,
          -8.705413756577942,
          -8.69548281852084,
          -8.7110085250685,
          -8.74784624259215,
          -8.799510472854228,
          -8.85783816679764,
          -8.91381680721254,
          -8.958492537537767,
          -8.983866004719804,
          -8.983685449940296,
          -8.954057672245542,
          -8.893816607471374,
          -8.804614389684554,
          -8.690728270771807,
          -8.558605712534112,
          -8.4161963602937,
          -8.272140770349571,
          -8.134899571640625,
          -8.01191184930939,
          -7.908867510240742,
          -7.829165741454343,
          -7.7736117999444865,
          -7.740379406634297,
          -7.725238589095417,
          -7.722021782365216,
          -7.7232771333621155,
          -7.7210396768495055,
          -7.707640163702916,
          -7.676468838750807,
          -7.622617513195603,
          -7.543337095992355,
          -7.438267784537971,
          -7.309423190914905,
          -7.160935233980041,
          -6.998590986643887,
          -6.829213328629693,
          -6.659952144133996,
          -6.497560487090711,
          -6.347729959407432,
          -6.214551689324219,
          -6.100154738410681,
          -6.004554170065119,
          -5.9257185379942126,
          -5.859843615999917,
          -5.80179820380417,
          -5.74569096292551,
          -5.685496135889063,
          -5.6156717063831865,
          -5.531706348042885,
          -5.430540907580856,
          -5.31082500521639,
          -5.172987892101406,
          -5.019122906624783,
          -4.852704521178491,
          -4.678173985631914,
          -4.500442207916707,
          -4.32436553798963,
          -4.154250949539354,
          -3.9934418416313835,
          -3.8440250673041616,
          -3.7066851562988314,
          -3.5807147561551664,
          -3.4641729957966243,
          -3.3541676919504617,
          -3.247224761521613,
          -3.1397001577581647,
          -3.028186862561153,
          -2.909872081797856,
          -2.782807336676852,
          -2.646065612570845,
          -2.4997736928543186,
          -2.3450226009856467,
          -2.1836729814762923,
          -2.018083698945392,
          -1.8507996766836927,
          -1.684238243627499,
          -1.5204117630348668,
          -1.3607183869402604,
          -1.2058232382690048,
          -1.0556403942558374,
          -0.9094132135568671,
          -0.7658783764961402,
          -0.6234889483382328,
          -0.48066500826625946,
          -0.3360376788888814,
          -0.18865401150264818,
          -0.03811587479952188,
          0.11536498711664422,
          0.27100236169407216,
          0.4275560954631145,
          0.5835211327787077,
          0.7373593084870432,
          0.8877422517281953,
          1.0337718847056572,
          1.175147401667263,
          1.312254031425379,
          1.4461585703814692,
          1.5785084645225607,
          1.7113436891584664,
          1.8468422922807293,
          1.9870297786586137,
          2.1334883185509956,
          2.287103269560177,
          2.4478814074729347,
          2.614867822908916,
          2.786177432661813,
          2.9591436998790974,
          3.130572987300739,
          3.2970796501603443,
          3.4554661208178046,
          3.603105210178197,
          3.7382796048411127,
          3.8604364955800317,
          3.970323260900887,
          4.06998238999023,
          4.162599088317586,
          4.25221161088561,
          4.343310455181523,
          4.440366265665251,
          4.547336017030508,
          4.667201523829691,
          4.801592894430505,
          4.9505421785116575,
          5.112399785539127,
          5.283929523743033,
          5.460579058587225,
          5.6369032558311245,
          5.807100383004937,
          5.9656074738217795,
          6.107692923330607,
          6.229982633109737,
          6.33086113719263,
          6.410700741928957,
          6.471888720928187,
          6.518643319534117,
          6.5566315991679325,
          6.59242362827529,
          6.63283587373294,
          6.684229819855158,
          6.7518383090394805,
          6.8391910136326315,
          6.947701759848158,
          7.076464891523869,
          7.222286990788501,
          7.3799561698269684,
          7.542726302788059,
          7.702970594511662,
          7.8529402465674645,
          7.985551727966633,
          8.095121693714312,
          8.177972524578486,
          8.232843514613187,
          8.26106177645899,
          8.266451081867844,
          8.254983654998332,
          8.23420662383606,
          8.212498619494918,
          8.19823037066096,
          8.198914084128823,
          8.220428697199278,
          8.266401388808589,
          8.337810634952103,
          8.432854065529995,
          8.547097637738561,
          8.673893912704056,
          8.805029467303891,
          8.931537577607958,
          9.044594782984108,
          9.13641064786999,
          9.201020007396664,
          9.2348962850345,
          9.237322208662606,
          9.210478648600905,
          9.15924087898066,
          9.090701397385578,
          9.01346645722291,
          8.936796776740467,
          8.86967906732499,
          8.819922379622463,
          8.793371013734204,
          8.793314084729326,
          8.820151954427756,
          8.965079014582665,
          9.031833879759704,
          9.11286970344186,
          9.199762244604466,
          9.283261278575921,
          9.354218695961011,
          9.40450493748449,
          9.427821037723646,
          9.420324348908741,
          9.381005161779605,
          9.31177694998301,
          9.217272202575556,
          9.104365763914126,
          8.981475195584357,
          8.857710089553061,
          8.741957219490402,
          8.641994421066226,
          8.56372257506817,
          8.510592446772574,
          8.483282764255181,
          8.479659940681634,
          8.495020967976885,
          8.522592218025185,
          8.55423113733184,
          8.58125772896557,
          8.595330292653333,
          8.58927634178164,
          8.557795209539371,
          8.49796292337688,
          8.409490927074307,
          8.294715923078474,
          8.158325794588121,
          8.006853372825695,
          7.847992991775701,
          7.689811982391641,
          7.5399388113059675,
          7.404810591969709,
          7.289055211938257,
          7.195068233839117,
          7.122823720091293,
          7.069933472552935,
          7.03194348136377,
          7.0028323210264265,
          6.975656279091562,
          6.943272146330185,
          6.89906215836721,
          6.837587080186516,
          6.7551025497161294,
          6.649889436211895,
          6.522369353965681,
          6.374999370352469,
          6.211962909650971,
          6.038694475456529,
          5.861291988124923,
          5.685880668204628,
          5.517995574565739,
          5.362045966414657,
          5.220914199331436,
          5.095726162842677,
          4.985811123960854,
          4.88884838324688,
          4.801178590382181,
          4.718240965780624,
          4.6350857236418035,
          4.546904835980239,
          4.449524407170348,
          4.339808142173907,
          4.215932832410487,
          4.07751204970282,
          3.9255615507418065,
          3.7623172975534467,
          3.5909325835967425,
          3.41509286436597,
          3.238594300321359,
          3.0649340590608394,
          2.896957039910288,
          2.7365954320128636,
          2.5847254815977054,
          2.441151506408469,
          2.3047122558701107,
          2.1734908971436524,
          2.04509875843935,
          1.9169956839675844,
          1.7868071754430959,
          1.652600589323415,
          1.5130891446513455,
          1.3677424879446793,
          1.2167947825496657,
          1.0611542284937434,
          0.9022300087460535,
          0.7417024623971951,
          0.5812686649962995,
          0.4223978389116546,
          0.26612891638265873,
          0.11293645467327305,
          -0.0373182411920157,
          -0.18534531159284187,
          -0.3323003639592367,
          -0.4795919421486582,
          -0.628648905894441,
          -0.7806796580411385,
          -0.9364565705331982,
          -1.0961561108780318,
          -1.259278378655857,
          -1.4246598305262865,
          -1.590581097116682,
          -1.7549594221182439,
          -1.9156039087496808,
          -2.0705028653433355,
          -2.218107250290374,
          -2.3575732620177394,
          -2.488930727974071,
          -2.6131517991481075,
          -2.732105718393774,
          -2.848398839505647,
          -2.965113080686793,
          -3.085468941808132,
          -3.2124495231130226,
          -3.3484283460619895,
          -3.4948453147676237,
          -3.6519715288954635,
          -3.8187951182812085,
          -3.9930476455851474,
          -4.171375241794114,
          -4.349642181942278,
          -4.523338928911907,
          -4.6880535903070175,
          -4.839956822836353,
          -4.97624662807346,
          -5.095501791901212,
          -5.197900858074294,
          -5.285276767937722,
          -5.3609943252643735,
          -5.429656679917462,
          -5.496666016556226,
          -5.567680483531355,
          -5.6480221815802,
          -5.742098228321439,
          -5.852897574077273,
          -5.981620111176137,
          -6.127482173488333,
          -6.287724947484297,
          -6.4578313802343414,
          -6.631935050865311,
          -6.803383527090221,
          -6.965401242102233,
          -7.111784862354159,
          -7.2375588959420085,
          -7.339521631817515,
          -7.41662132285809,
          -7.470118948616087,
          -7.503515310266951,
          -7.522244449805716,
          -7.533159934033051,
          -7.543862807309894,
          -7.561937596773883,
          -7.594173705324504,
          -7.645852575516381,
          -7.720175690838137,
          -7.817895215515901,
          -7.937189121456403,
          -8.073797997202277,
          -8.22141388949582,
          -8.372285270599395,
          -8.517979308380893,
          -8.65022548223346,
          -8.761755102476293,
          -8.847050542420595,
          -8.902926167913122,
          -8.928879304986316,
          -8.927172515383505,
          -8.902635641949626,
          -8.862204762655143,
          -8.814242392984198,
          -8.76770616738836,
          -8.731249400837456,
          -8.7123446493419,
          -8.716519786665845,
          -8.746785287891875,
          -8.803312411991318,
          -8.88339671288889,
          -8.981712350786418,
          -9.09083298944118,
          -9.201967708426418,
          -9.305838163387266,
          -9.393608501435612,
          -9.457773828835501,
          -9.492916952768786,
          -9.496256302899473,
          -9.467929048513707,
          -9.410980308342918,
          -9.331059248165396,
          -9.235852706276518,
          -9.134313712070544,
          -9.035763122033874,
          -8.948955449327011,
          -8.881203493557253,
          -8.837650234445507,
          -8.82076128283933,
          -8.830088560414596,
          -8.862328145645094,
          -8.911665239161525,
          -8.97037005068457,
          -9.029583079895536,
          -9.080209337036859,
          -9.113830436764205,
          -9.123542245908952,
          -9.104633947478778,
          -9.055041101801377,
          -8.975528769179148,
          -8.869588549029766,
          -8.743062603637775,
          -8.603535360487385,
          -8.45955680322242,
          -8.319777723445338,
          -8.192085387020505,
          -8.082827022321833,
          -7.9961985664117785,
          -7.933858330452152,
          -7.8948015838776975,
          -7.875505011367583,
          -7.8703223918436,
          -7.8720875331763445,
          -7.872860046415893,
          -7.864735998830223,
          -7.840640143136517,
          -7.795019710434694,
          -7.724371204676654,
          -7.62754993541784,
          -7.505835170261576,
          -7.362749303769797,
          -7.203654643943066,
          -7.0351737057476,
          -6.864496016804804,
          -6.698644705326534,
          -6.5437786218879515,
          -6.404600342258981,
          -6.283927832527931,
          -6.182469290218768,
          -6.0988187347914,
          -6.0296666808513315,
          -5.970198147873328,
          -5.914631627117174,
          -5.856839312639426,
          -5.790982178778103,
          -5.712093895652513,
          -5.616554893389166,
          -5.50241116333478,
          -5.369510058194475,
          -5.219445430378434,
          -5.055324729172384,
          -4.881388996496293,
          -4.702531157475908,
          -4.523767159609091,
          -4.349717545241128,
          -4.1841538022985025,
          -4.029654866587546,
          -3.887405592030618,
          -3.757152477475336,
          -3.6373143345230607,
          -3.525228859732069,
          -3.417502044149789,
          -3.3104174733706926,
          -3.200357801525864,
          -3.084191387315971,
          -2.959583003128599,
          -2.8251978361450147,
          -2.6807813902306386,
          -2.5271127546335217,
          -2.365843293312722,
          -2.1992454678754068,
          -2.0299058429115564,
          -1.8604013580949552,
          -1.6929982305761135,
          -1.5294084799597834,
          -1.3706306911812827,
          -1.2168903460177627,
          -1.0676822774048778,
          -0.9219050945803697,
          -0.7780663152582419,
          -0.6345287306185705,
          -0.4897641591724659,
          -0.3425806817634415,
          -0.1922936335391223,
          -0.038818489496510185,
          0.11732569139964144,
          0.2751017279404402,
          0.4331164170237998,
          0.589836871624207,
          0.7438314211234763,
          0.8940018971830277,
          1.039774853902583,
          1.1812241634738443,
          1.3191059179110354,
          1.4547976393313393,
          1.5901461152989789,
          1.7272402234671385,
          1.8681353936733744,
          2.0145635687597463,
          2.1676657100498544,
          2.3277825608409204,
          2.49433357733525,
          2.6658042454480326,
          2.8398494872144986,
          3.0135069479147583,
          3.1835002720367265,
          3.346600664777619,
          3.500006560141379,
          3.641697188051851,
          3.7707168718707527,
          3.887353040586158,
          3.993181659585395,
          4.09096797848861,
          4.184426639654411,
          4.277861493961863,
          4.375720068527354,
          4.482108801847255,
          4.600321522988128,
          4.7324343254321475,
          4.879014712512786,
          5.038982071374314,
          5.209641200819515,
          5.386892343462902,
          5.565601894084468,
          5.740099778587615,
          5.904754461255429,
          6.0545663894994055,
          6.1857166800828525,
          6.296010601669814,
          6.385164803647823,
          6.45490243959218,
          6.508839840983319,
          6.552170213331847,
          6.591171654877302,
          6.632586284725057,
          6.682932259021945,
          6.747819233364831,
          6.831339310864243,
          6.935599372685042,
          7.06044740671265,
          7.203426289614346,
          7.359965350834028,
          7.523795327356844,
          7.687548593665577,
          7.843486352618748,
          7.984280001735385,
          8.103766778627726,
          8.197600920557647,
          8.263730970741312,
          8.302650679765167,
          8.317393540132805,
          8.31326707803449,
          8.297349929986684,
          8.277799650105912,
          8.263039493587677,
          8.26090592023346,
          8.277843760374825,
          8.318232236707626,
          8.383912620180787,
          8.473968406061369,
          8.584783511322762,
          8.710375694200787,
          8.842974088479611,
          8.973784364678735,
          9.093865235466899,
          9.19502791272248,
          9.270667016166676,
          9.316437720600554,
          9.330709029912864,
          9.314745481892762,
          9.272597050895664,
          9.210706721312459,
          9.137274101565131,
          9.0614385524268,
          8.992364010213521,
          8.938318041367406,
          8.905838573211467,
          8.899073082528071,
          8.919357654329366,
          8.965079014582663,
          9.158397829783624,
          9.237520212294474,
          9.325253728754696,
          9.412508566971962,
          9.489997092758946,
          9.549164864218117,
          9.583046426217603,
          9.58695940796319,
          9.558967060141555,
          9.500063084173513,
          9.414060974546581,
          9.307200192182174,
          9.187510218626675,
          9.063997964600533,
          8.94574163399255,
          8.840983198271868,
          8.756311230667656,
          8.696016077752628,
          8.661681266405958,
          8.652050564689185,
          8.66318179168722,
          8.688869238560525,
          8.721289428239547,
          8.75180267234395,
          8.77182772474571,
          8.773700272860236,
          8.751428640534684,
          8.701271536417288,
          8.622081697317334,
          8.515383808531043,
          8.38518254569382,
          8.237524114959852,
          8.079859436008608,
          7.920276601758418,
          7.766682523924459,
          7.626017571179739,
          7.503582246839077,
          7.402542157238747,
          7.323658136438912,
          7.26526452605673,
          7.2234928024780425,
          7.192712700237645,
          7.166141279302636,
          7.13655421327524,
          7.097024508942394,
          7.0416127099418055,
          6.965939352895009,
          6.867584175177606,
          6.746275743890542,
          6.603857670940976,
          6.444040978534716,
          6.271974016745133,
          6.093679360209906,
          5.91541952430753,
          5.74305897375194,
          5.581488322342328,
          5.434168187939264,
          5.302835937145588,
          5.1874001853642895,
          5.086027466073813,
          4.995405176100002,
          4.911146898103829,
          4.828292353066644,
          4.741845905962698,
          4.647295469529155,
          4.541057862955914,
          4.420806542053384,
          4.28565188759835,
          4.136161235876166,
          3.974223625626069,
          3.8027808512983747,
          3.625460070248621,
          3.446152503523303,
          3.2685868105988196,
          3.0959442295362036,
          2.930555900583598,
          2.7737118479737446,
          2.625597249574119,
          2.485356533994882,
          2.351271261754935,
          2.221025317912249,
          2.0920220251663073,
          1.9617132979566432,
          1.8279012852721954,
          1.6889779122519635,
          1.5440766139047701,
          1.3931222034837583,
          1.2367777800296713,
          1.076300277469997,
          0.9133271772143596,
          0.7496247723944406,
          0.5868322953738615,
          0.42623579691072244,
          0.26860101873856557,
          0.11408626175739112,
          -0.03775452267207823,
          -0.18788014481082466,
          -0.33759546165714127,
          -0.48833279176416544,
          -0.6414116197090385,
          -0.7978098069752254,
          -0.9579783422135827,
          -1.1217263622434794,
          -1.288194382647928,
          -1.4559224517612444,
          -1.6230076498707597,
          -1.7873335080655885,
          -1.9468439958578057,
          -2.0998279894799152,
          -2.245177483900123,
          -2.3825846728599243,
          -2.512649278166985,
          -2.636877516048496,
          -2.757566734232238,
          -2.8775835866373733,
          -3.000057004343173,
          -3.1280185544372823,
          -3.2640306365695215,
          -3.4098463065256253,
          -3.5661427950358147,
          -3.732364043435081,
          -3.9066964273732583,
          -4.086187436088451,
          -4.267000977571727,
          -4.444786989147222,
          -4.615128988407769,
          -4.774022771798723,
          -4.9183339645899355,
          -5.0461823325843795,
          -5.157206845543389,
          -5.252676940490302,
          -5.3354311570154564,
          -5.409642684623295,
          -5.480430411787379,
          -5.553351705374656,
          -5.633827384486575,
          -5.7265585143425755,
          -5.834997578682659,
          -5.960932793333009,
          -6.104234024478179,
          -6.262792915675182,
          -6.4326699811480585,
          -6.608439635630345,
          -6.783702709311709,
          -6.951717261439939,
          -7.106084542029957,
          -7.241419374325092,
          -7.353934005219527,
          -7.441871791272534,
          -7.505741342915991,
          -7.548321572012712,
          -7.5744314879216095,
          -7.590483153184518,
          -7.603859359578393,
          -7.622176838486555,
          -7.652509064927388,
          -7.700648440660991,
          -7.770485107741959,
          -7.863568970560269,
          -7.978903674918193,
          -8.11299806115827,
          -8.260174325481518,
          -8.413105496479634,
          -8.56353064495267,
          -8.703077059348422,
          -8.824106511104912,
          -8.920499063071409,
          -8.988293132465207,
          -9.026114271281124,
          -9.03534604229229,
          -9.020022355060442,
          -8.986449039274135,
          -8.942590347679937,
          -8.897280596664249,
          -8.85933969504659,
          -8.836681905672284,
          -8.835508664918091,
          -8.859668425263449,
          -8.910250027223743,
          -8.985452688703445,
          -9.080747694603899,
          -9.189317139951052,
          -9.302726683557319,
          -9.411765141896518,
          -9.507366402137253,
          -9.581520376408973,
          -9.628080491679695,
          -9.643385464226442,
          -9.626631817324153,
          -9.579958861797834,
          -9.508237086884469,
          -9.41858110469284,
          -9.319636352834355,
          -9.220711801547266,
          -9.130846565570161,
          -9.057904981014735,
          -9.007791695774376,
          -8.983865958784707,
          -8.986613862710026,
          -9.013610909815643,
          -9.059777654501971,
          -9.117901376792204,
          -9.179369817130018,
          -9.235041705364651,
          -9.27616530640804,
          -9.295251830517504,
          -9.28681571834872,
          -9.24790792580732,
          -9.17838989791778,
          -9.080922672433283,
          -8.960674710838674,
          -8.824780606314716,
          -8.681607839441655,
          -8.539907704363793,
          -8.407937519387975,
          -8.292643212992111,
          -8.198984225356394,
          -8.129467216496066,
          -8.083933003021995,
          -8.059614800699226,
          -8.051457989526162,
          -8.052665127230327,
          -8.05540752502741,
          -8.051628619805285,
          -8.033856198705605,
          -7.995940985256264,
          -7.933648006098368,
          -7.845043474858816,
          -7.730641852538218,
          -7.593302914917422,
          -7.437894419251104,
          -7.270759638602187,
          -7.0990482076866925,
          -6.929981494121138,
          -6.770128869790017,
          -6.624768420754736,
          -6.497395255419661,
          -6.389423884485913,
          -6.300110023963464,
          -6.22669391344442,
          -6.164744322779229,
          -6.108662230819743,
          -6.052287751500433,
          -5.989544758234342,
          -5.91505562371064,
          -5.824663587047017,
          -5.71581176628489,
          -5.587744370431048,
          -5.441515348972797,
          -5.279810375940636,
          -5.1066074777421795,
          -4.926717746003726,
          -4.745258798945502,
          -4.567118907578025,
          -4.396468597283443,
          -4.236369379205495,
          -4.088517014261567,
          -3.9531408478109826,
          -3.829063110188624,
          -3.713904636036669,
          -3.604408115154831,
          -3.4968383666103495,
          -3.387412387527169,
          -3.27271065670357,
          -3.1500253351527627,
          -3.017609960063384,
          -2.8748078162217467,
          -2.7220508542919286,
          -2.560736078921354,
          -2.393000027462787,
          -2.221422779076552,
          -2.048699720509034,
          -1.8773213883193738,
          -1.7092990051104546,
          -1.5459662848566997,
          -1.387877649378542,
          -1.234810498706467,
          -1.08586615060126,
          -0.9396520775795238,
          -0.794518538682295,
          -0.6488167258471063,
          -0.5011437768283356,
          -0.3505425898531227,
          -0.19663092632349874,
          -0.0396439493896198,
          0.11961410745838616,
          0.2799014613639403,
          0.439734874229117,
          0.5976231747740923,
          0.7523060028853765,
          0.9029646167131888,
          1.0493748935612912,
          1.1919798103602117,
          1.331868853224393,
          1.4706637480295215,
          1.6103221647344674,
          1.7528821099738097,
          1.9001781923129848,
          2.053565722277617,
          2.213689022915791,
          2.380326219166405,
          2.5523345305053953,
          2.7277086015318193,
          2.9037509688367242,
          3.0773399425659282,
          3.245267624819116,
          3.4046110340936915,
          3.5530936045415418,
          3.6893934869208107,
          3.8133593535926713,
          3.926103471309401,
          4.029954755447993,
          4.128269984185087,
          4.225117627496505,
          4.3248639878115736,
          4.4317037756122835,
          4.549185342814446,
          4.679783506189454,
          4.824569729187638,
          4.983020559392984,
          5.152991453527825,
          5.330865847440742,
          5.511870361054425,
          5.690528423175927,
          5.861208429940769,
          6.018710671621737,
          6.15883110936321,
          6.278840496976977,
          6.377824464549337,
          6.4568434201079565,
          6.518889209263271,
          6.568636567145523,
          6.61200929662635,
          6.655601466293729,
          6.70601050747188,
          6.769150024932837,
          6.849614111325104,
          6.95016138164063,
          7.07137603052096,
          7.211545962618728,
          7.366776154434008,
          7.531331104681989,
          7.698176049589971,
          7.859665125165628,
          8.008308177929763,
          8.137538295961171,
          8.24240049623483,
          8.320088678002,
          8.370272377627131,
          8.395175652325653,
          8.399395499807834,
          8.389474025798114,
          8.373264320431373,
          8.359151987809286,
          8.355210139015393,
          8.368373666761856,
          8.40371783008832,
          8.463916560334118,
          8.548938348294495,
          8.6560138198634,
          8.77988155292329,
          8.913290152933298,
          9.047708040191944,
          9.174170582479976,
          9.284179438195377,
          9.370562848914394,
          9.428208842670665,
          9.4545956202929,
          9.450063591315729,
          9.417799571341103,
          9.363532897477842,
          9.29497266343942,
          9.22104188468816,
          9.150985418798342,
          9.093441695545819,
          9.055572360222964,
          9.042338351825203,
          9.055996268863044,
          9.095866604168526,
          9.15839782978362,
          9.391069027090275,
          9.478794997470203,
          9.568931138256854,
          9.652147148579205,
          9.719552352459276,
          9.763586095240914,
          9.778772881665429,
          9.762266072008362,
          9.714125604789453,
          9.637302391949111,
          9.537331933273087,
          9.421769245437389,
          9.299423366527359,
          9.179469806979094,
          9.070531334217197,
          8.979820204923913,
          8.912428162737815,
          8.870834949623365,
          8.85468338563335,
          8.8608416282775,
          8.883743877769287,
          8.915972573345174,
          8.94902091626192,
          8.97415680886738,
          8.98329978175156,
          8.969822093922012,
          8.929193885529621,
          8.859409053361471,
          8.761151594479898,
          8.637689081089075,
          8.494507877394437,
          8.338730799504091,
          8.178379490749794,
          8.021558675422867,
          7.8756462207353595,
          7.746570996778341,
          7.638250204244682,
          7.552240330713996,
          7.487633117833689,
          7.441202311543573,
          7.407781219950688,
          7.380827884459612,
          7.353116338591954,
          7.31748079629681,
          7.267535758800693,
          7.198299206770542,
          7.106657660275637,
          6.9916295838373905,
          6.854405418747376,
          6.69816607885812,
          6.527704552220362,
          6.3488949421550736,
          6.168067867890288,
          5.9913592174420565,
          5.824100112699108,
          5.67030969412564,
          5.5323397970793655,
          5.410703256968809,
          5.304097404390315,
          5.209613507108682,
          5.123103709032415,
          5.039661406705145,
          4.954160554953281,
          4.861795074757402,
          4.7585616329007046,
          4.6416371598225314,
          4.509615516919349,
          4.362584156769966,
          4.20203955315063,
          4.030657614220703,
          3.851950343694103,
          3.669851107478027,
          3.4882769035902035,
          3.3107165166903085,
          3.1398884912937444,
          2.977503206652156,
          2.8241502135083576,
          2.6793169855354035,
          2.541530101458456,
          2.4085963291355794,
          2.2779106240892237,
          2.1467917839773256,
          2.0128050103927526,
          1.8740339479260253,
          1.729272368857714,
          1.5781165372819073,
          1.420952048600352,
          1.2588420372227234,
          1.0933355086971135,
          0.9262237911422363,
          0.7592786608505713,
          0.5940069807019298,
          0.43145362070365,
          0.27207745420886553,
          0.1157152527469613,
          -0.03836339925445801,
          -0.19131901860440426,
          -0.3445425679216629,
          -0.49942103727849724,
          -0.6571007102277453,
          -0.8182810568418928,
          -0.9830684709028247,
          -1.1509115623149022,
          -1.3206293340758641,
          -1.4905315790227032,
          -1.6586186974398072,
          -1.8228373688693824,
          -1.981360470111387,
          -2.132855365387156,
          -2.2767048122923574,
          -2.413149317224179,
          -2.543328386953104,
          -2.6692098157114867,
          -2.793409585838142,
          -2.918918570952466,
          -3.048764381320684,
          -3.1856458812710042,
          -3.3315829492669735,
          -3.4876242110330584,
          -3.653650576649093,
          -3.8283028623718502,
          -4.009048539111027,
          -4.192387139547673,
          -4.374177795708837,
          -4.550057602355943,
          -4.715907748595609,
          -4.868317075280129,
          -5.00499087655606,
          -5.125056758044093,
          -5.229228930680092,
          -5.319806561712824,
          -5.400499275436581,
          -5.476091746284354,
          -5.551977500674942,
          -5.633607504706383,
          -5.725910071001355,
          -5.832743728317608,
          -5.956443229712045,
          -6.097510801342355,
          -6.254490750738659,
          -6.424047021334858,
          -6.601242090518669,
          -6.779993988536518,
          -6.953668492725871,
          -7.115747902464987,
          -7.26050801130123,
          -7.383632158159827,
          -7.482696020005748,
          -7.557468766373869,
          -7.6099942167740675,
          -7.644437937415946,
          -7.666710502839171,
          -7.6839008917463225,
          -7.703574654650096,
          -7.733006833670274,
          -7.778427906531563,
          -7.844361259618746,
          -7.933122697497804,
          -8.044536965394272,
          -8.175904701157517,
          -8.322227808978786,
          -8.476674564079403,
          -8.631240592685499,
          -8.777540882197547,
          -8.907653418236082,
          -9.014928529233465,
          -9.094680334109173,
          -9.144687707720687,
          -9.165450863070438,
          -9.160174145903229,
          -9.134473465659001,
          -9.095835091768386,
          -9.05287839212286,
          -9.014495774841846,
          -8.988956421468252,
          -8.983064922083283,
          -9.001461096811637,
          -9.046133537444831,
          -9.116198081354234,
          -9.207965686905546,
          -9.315294741299127,
          -9.430193720466868,
          -9.54361434200071,
          -9.646355582252577,
          -9.729987234593853,
          -9.787699307411367,
          -9.814990778906422,
          -9.810127330835234,
          -9.774321043848174,
          -9.71161326788698,
          -9.628472088712961,
          -9.533144893410507,
          -9.434831503170725,
          -9.342761622599328,
          -9.265270071642343,
          -9.208963422920268,
          -9.178062254233897,
          -9.173985220553288,
          -9.195216413887184,
          -9.237468565636433,
          -9.294124532054353,
          -9.356911282903587,
          -9.416737175398138,
          -9.464607026228917,
          -9.492522031987706,
          -9.494273656061154,
          -9.46605193593326,
          -9.40680805293687,
          -9.31833640798069,
          -9.205070215454526,
          -9.073613787420092,
          -8.932061235820504,
          -8.789172567052356,
          -8.653491944884067,
          -8.532497904101783,
          -8.431871077375014,
          -8.354952076698634,
          -8.302441966533124,
          -8.27237243427053,
          -8.260344967567235,
          -8.260010975409035,
          -8.263740651608313,
          -8.263409918844992,
          -8.251223833725607,
          -8.220492403893086,
          -8.166280995289126,
          -8.085871620710884,
          -7.978991822505967,
          -7.847792383887378,
          -7.696581123978824,
          -7.531344835276717,
          -7.359112462988989,
          -7.187227791741903,
          -7.022607732441267,
          -6.871062117443075,
          -6.7367428907097535,
          -6.621775711884219,
          -6.52610696705905,
          -6.447576189683149,
          -6.382200404793416,
          -6.324635383369373,
          -6.268761438212366,
          -6.208329929571579,
          -6.137602140565754,
          -6.051914934299357,
          -5.948117146909316,
          -5.824835825669545,
          -5.682550442946889,
          -5.523473990182697,
          -5.351260131024347,
          -5.170573228007729,
          -4.986571247753112,
          -4.804359013013943,
          -4.628470372270491,
          -4.462432666883139,
          -4.308456137917608,
          -4.167275956048791,
          -4.038157127144457,
          -3.9190545931759493,
          -3.80690438332122,
          -3.6980084280827628,
          -3.5884669810698764,
          -3.474609307378786,
          -3.353375584197598,
          -3.2226103838398585,
          -3.0812396765882735,
          -2.9293175693761926,
          -2.7679442904829266,
          -2.5990714764437577,
          -2.425222984729528,
          -2.249167928656276,
          -2.073586550909262,
          -1.9007686055489177,
          -1.7323783611303063,
          -1.5693109531713159,
          -1.4116528129353523,
          -1.2587457699122142,
          -1.1093417561442447,
          -0.9618243333536444,
          -0.8144657590863242,
          -0.6656848432469198,
          -0.5142717629598168,
          -0.3595511131846771,
          -0.2014630828657348,
          -0.040553656891681694,
          0.12212323150136327,
          0.2851771317642105,
          0.4471019953760324,
          0.6065159633469297,
          0.762386791748379,
          0.9142113235147967,
          1.0621231164970186,
          1.206911420232001,
          1.3499460566951833,
          1.4930150148672032,
          1.6380932031814923,
          1.7870703625643383,
          1.9414724025481844,
          2.102212541861511,
          2.269406258190434,
          2.442277361471414,
          2.6191722068765655,
          2.7976863122715496,
          2.9748939152692317,
          3.147657923947998,
          3.312986872881287,
          3.4683982577132357,
          3.6122449628241564,
          3.7439638808605937,
          3.864213134955269,
          3.9748758606771513,
          4.078923079396506,
          4.180144206751499,
          4.28276938647716,
          4.391021308061849,
          4.508643840514441,
          4.6384594640614205,
          4.782006412615648,
          4.939299586017702,
          5.10874723726518,
          5.287239372975024,
          5.470405395658316,
          5.653019743318113,
          5.829517220207154,
          5.994566303955913,
          6.1436405483603655,
          6.273526330994278,
          6.3827100078347,
          6.471598696449635,
          6.542545374132419,
          6.5996691007085975,
          6.648482870958747,
          6.695362560389142,
          6.746908367043978,
          6.80926306146528,
          6.887457724555788,
          6.984854638379434,
          7.102748533400388,
          7.240172221524902,
          7.3939322270262045,
          7.558876427854221,
          7.728371380141813,
          7.894944487764985,
          8.051027919569057,
          8.189729185079463,
          8.305548941741188,
          8.39497052223294,
          8.456857574644642,
          8.492614987462234,
          8.506092067411847,
          8.50323333498831,
          8.491508572979232,
          8.47917715380799,
          8.474459692051806,
          8.484700758838189,
          8.515608537860304,
          8.570650561668495,
          8.650669631022483,
          8.753762153516043,
          8.875434635137765,
          9.009025622742243,
          9.146352959368992,
          9.278522635804437,
          9.396818283876511,
          9.493581305192853,
          9.562991773036586,
          9.601669646669798,
          9.609033596635566,
          9.587379082604967,
          9.541665782321417,
          9.479034129229198,
          9.408098523562563,
          9.338087858317039,
          9.277919944390202,
          9.235303552511,
          9.2159593422608,
          9.223039137524303,
          9.2568030189537,
          9.314587571927937,
          9.391069027090271,
          9.652213159912012,
          9.744376494489737,
          9.832507847107992,
          9.907472755689383,
          9.961193308865665,
          9.98745629057885,
          9.982532352305551,
          9.945543885087767,
          9.878544941751029,
          9.786305927605344,
          9.675825813138301,
          9.555622240745336,
          9.43487227320286,
          9.322491387708148,
          9.226244162538276,
          9.151976375321732,
          9.1030453630446,
          9.080004854528916,
          9.080574239866122,
          9.099893116941331,
          9.13103296091978,
          9.16571187280353,
          9.195138210817744,
          9.210896514607162,
          9.205785701631827,
          9.174525317459553,
          9.114259971482358,
          9.02481342583683,
          8.908669861038343,
          8.77068788613613,
          8.617579987176372,
          8.457213536134697,
          8.297806848786728,
          8.147103375571435,
          8.011608051465906,
          7.8959621439062815,
          7.80251754017091,
          7.731150012149863,
          7.679325890138526,
          7.6424104212432535,
          7.614181603391711,
          7.58749297709046,
          7.555014752929859,
          7.5099761022196265,
          7.446832979371344,
          7.361795162406238,
          7.2531621706724385,
          7.121438550253117,
          6.9692224373635865,
          6.800884821379168,
          6.622078075689249,
          6.4391289489000885,
          6.258381674555428,
          6.085560211878435,
          5.925214691459714,
          5.780306501288947,
          5.651970398501476,
          5.539472402812074,
          5.440361187658734,
          5.350790501142686,
          5.26597294057092,
          5.180712920597543,
          5.08996011421277,
          4.9893245402069955,
          4.87550064395909,
          4.746559321634572,
          4.602082457811152,
          4.443132372522942,
          4.272066604628948,
          4.092224725940894,
          3.9075266639241675,
          3.7220300197212026,
          3.539496374437448,
          3.36301348036279,
          3.1947120594942153,
          3.035603754262376,
          2.885552086702519,
          2.743372814333203,
          2.6070455952170275,
          2.4740070015735576,
          2.341486921981216,
          2.2068470618226126,
          2.0678818295867587,
          1.9230480513716626,
          1.7715998351338536,
          1.6136172457982996,
          1.4499307306674585,
          1.2819558539851337,
          1.1114633736962116,
          0.9403168191959725,
          0.770212722670904,
          0.6024572406686532,
          0.43780733064907434,
          0.27639566853474773,
          0.11774725783380467,
          -0.03911640054688063,
          -0.1955011350570265,
          -0.35281684378502637,
          -0.5123382046551027,
          -0.6749825730150776,
          -0.8411361947495345,
          -1.0105537700690892,
          -1.182347043573979,
          -1.355066610659753,
          -1.5268689279851988,
          -1.69574910681833,
          -1.8598108834581455,
          -2.017539379536631,
          -2.168040669674926,
          -2.311215052631563,
          -2.4478380263101904,
          -2.5795335333029685,
          -2.708636875739608,
          -2.837958301306859,
          -2.9704710145248847,
          -3.108957708806216,
          -3.255656332554723,
          -3.411947790142646,
          -3.5781252512134505,
          -3.7532768929971327,
          -3.935301993160622,
          -4.121065582505854,
          -4.306680975861548,
          -4.487894227307827,
          -4.660531684694688,
          -4.820962906656586,
          -4.966527403921032,
          -5.095875577843429,
          -5.209181823980725,
          -5.308200374657123,
          -5.396150815262711,
          -5.47743861030174,
          -5.5572344259771,
          -5.640952484222649,
          -5.733680742572564,
          -5.839622858996814,
          -5.961612720916208,
          -6.100756517744604,
          -6.256245362246341,
          -6.42536445243599,
          -6.603704427707775,
          -6.7855590311163985,
          -6.964472748079927,
          -7.1338849899787515,
          -7.287805559697991,
          -7.421450980122279,
          -7.531773502144399,
          -7.617824171597959,
          -7.680907371042585,
          -7.724505195919458,
          -7.753973750405193,
          -7.776037490842846,
          -7.798129555862336,
          -7.82764324287619,
          -7.871170505464944,
          -7.933806296501728,
          -8.01859231050862,
          -8.12616059184562,
          -8.254617813033175,
          -8.399686745197824,
          -8.555095014452018,
          -8.71317540246182,
          -8.865619423454568,
          -9.00430910149575,
          -9.122142621872573,
          -9.213768911134864,
          -9.276154392944424,
          -9.308921431668168,
          -9.314420719110485,
          -9.29752679243075,
          -9.265174240450861,
          -9.225679029191605,
          -9.187911949602116,
          -9.160407076060709,
          -9.150495612584509,
          -9.163553742916104,
          -9.20244219375006,
          -9.26719622180547,
          -9.354999548167022,
          -9.460446946107124,
          -9.57607069375142,
          -9.69307897114403,
          -9.802232325589936,
          -9.89476984123209,
          -9.963291158056668,
          -10.002504596780543,
          -10.00976497322081,
          -9.985345888232798,
          -9.932418198384052,
          -9.856736253075773,
          -9.766063258774496,
          -9.669393738886457,
          -9.57605176008611,
          -9.494756261242964,
          -9.432748146507475,
          -9.395067450189503,
          -9.384053506864369,
          -9.399118254373318,
          -9.436814912922838,
          -9.491194192690692,
          -9.55441097876573,
          -9.617519119926325,
          -9.671373091631182,
          -9.707544823228243,
          -9.71916291375097,
          -9.701589874029603,
          -9.65287001233506,
          -9.573904335527653,
          -9.46833688871893,
          -9.342166397111287,
          -9.203124873075838,
          -9.059888169153293,
          -8.92119993620601,
          -8.794998451936323,
          -8.687634572436462,
          -8.60325883997132,
          -8.543437692965604,
          -8.50703470945885,
          -8.49036540582795,
          -8.487606164974526,
          -8.491412263186303,
          -8.493679308051231,
          -8.486368753872236,
          -8.462312837808085,
          -8.415917712869334,
          -8.343695263685287,
          -8.244572747237353,
          -8.119952971755014,
          -7.97352370082289,
          -7.810840623175549,
          -7.63873091425595,
          -7.464581837232255,
          -7.295589278567378,
          -7.138043631808003,
          -6.996724921804694,
          -6.874466229988586,
          -6.771925819747318,
          -6.687585931218555,
          -6.61797243336564,
          -6.5580668981359596,
          -6.501863534334718,
          -6.443009709051002,
          -6.375461802512425,
          -6.2940884609898,
          -6.195160721289319,
          -6.076682023989022,
          -5.93852922769784,
          -5.782396354300839,
          -5.611553686851681,
          -5.430453784492544,
          -5.244231012579437,
          -5.058150818525035,
          -4.877068339356556,
          -4.704952827384721,
          -4.544525347459529,
          -4.397043381716137,
          -4.262249011365521,
          -4.1384791632982125,
          -4.022919024711171,
          -3.911965011555481,
          -3.801653151912629,
          -3.688103435354131,
          -3.5679310018656962,
          -3.438580781650951,
          -3.298552537173132,
          -3.14749689787791,
          -2.9861782801340877,
          -2.8163157727342276,
          -2.6403264266193185,
          -2.461005455444394,
          -2.281183584256747,
          -2.10340265358245,
          -1.9296466439656426,
          -1.761157133599041,
          -1.5983509141589745,
          -1.4408444816279917,
          -1.2875769729555655,
          -1.1370114008099033,
          -0.9873851118654245,
          -0.8369752666139796,
          -0.6843443483959617,
          -0.5285342675261099,
          -0.36918502321937535,
          -0.20656415689647165,
          -0.0415050750909667,
          0.12473573967701414,
          0.2906820546568203,
          0.4548733020676831,
          0.6160994204326775,
          0.7736024212292408,
          0.9272161340776235,
          1.0774234299739214,
          1.2253208076069,
          1.3724922583804802,
          1.520806319448702,
          1.6721606877475612,
          1.8282063765451033,
          1.9900871530035928,
          2.1582293562947408,
          2.3322121398775977,
          2.5107392211955126,
          2.691721350986384,
          2.8724652976876706,
          3.0499517614065406,
          3.221172901404361,
          3.3834915394483867,
          3.5349797159542082,
          3.6746947832179355,
          3.80285671890121,
          3.920900349661945,
          4.031389665969188,
          4.137796927027484,
          4.244165065194693,
          4.354686184421762,
          4.473240011946363,
          4.602942631311741,
          4.745756806899726,
          4.902210412774814,
          5.071259255330043,
          5.2503159064072324,
          5.435448546208399,
          5.621735131284651,
          5.803740502015585,
          5.976069323503917,
          6.1339377346607264,
          6.273702509284598,
          6.3932890333037165,
          6.492468389770982,
          6.57294851850962,
          6.638263337601901,
          6.693464935984571,
          6.744645227999473,
          6.798332498647169,
          6.86082294792929,
          6.937515972037492,
          7.0323234213459855,
          7.147217117791808,
          7.281965960515658,
          7.434095223409009,
          7.599078020919159,
          7.770744714593974,
          7.94187279292753,
          8.104899968405228,
          8.252689065294023,
          8.379266329408496,
          8.480455948009174,
          8.554342851775786,
          8.601512448886265,
          8.625038195784771,
          8.630213596729048,
          8.624051703908652,
          8.614599697554901,
          8.610136063741503,
          8.61833110273839,
          8.645456515591631,
          8.69572599459604,
          8.770836366119056,
          8.869759082748455,
          8.988806702358568,
          9.121970978430948,
          9.261501198750219,
          9.398666355709633,
          9.524625241358233,
          9.631316709806184,
          9.712279437891977,
          9.763316922466482,
          9.782938593756901,
          9.77253030150025,
          9.736234784023097,
          9.680552268475664,
          9.613700036923433,
          9.544794662192883,
          9.482939082812134,
          9.436306811863288,
          9.411316278345497,
          9.411979470458146,
          9.439491562403965,
          9.492103832346462,
          9.565293408246063,
          9.652213159912009,
          9.929619418838955,
          10.021846407725073,
          10.103659301346708,
          10.166546646688065,
          10.203621099421184,
          10.210307528711777,
          10.184797271753226,
          10.12822298036047,
          10.044537005568934,
          9.940106451420464,
          9.823066794244623,
          9.702500360812339,
          9.587523498317688,
          9.486375176629878,
          9.405599160165883,
          9.349401878275367,
          9.319249783157476,
          9.313745240191558,
          9.32879142382,
          9.358027248757407,
          9.393486078452664,
          9.426409604858216,
          9.448133140753313,
          9.450952104040187,
          9.428882290048252,
          9.378238248251536,
          9.297973413899932,
          9.189750529220177,
          9.057738706803166,
          8.908161347365766,
          8.748644159971056,
          8.587432203770929,
          8.432557219591581,
          8.29104037155809,
          8.168210592021865,
          8.067205648560199,
          7.988703296559888,
          7.930905583686242,
          7.889773112371666,
          7.859480587572965,
          7.833042900268961,
          7.803044548090525,
          7.762395976855884,
          7.705039264481911,
          7.626532431895012,
          7.524455687676076,
          7.398602496007332,
          7.250941351427491,
          7.085358083558638,
          6.907210884267524,
          6.72274874787261,
          6.538456795112679,
          6.3603978069822515,
          6.19361777381371,
          6.041674704711696,
          5.906335415381965,
          5.787466198242962,
          5.683122272532382,
          5.589819992110238,
          5.502957168841755,
          5.4173324642365275,
          5.327706027758916,
          5.22934119438451,
          5.118471166245879,
          4.992644564515599,
          4.850918304718314,
          4.693883713342317,
          4.523530189811583,
          4.342968003213474,
          4.156046151069537,
          3.966911125023258,
          3.7795569790343575,
          3.5974159505345735,
          3.423032353718841,
          3.2578514450205844,
          3.1021408263821284,
          2.9550463842089525,
          2.814769556605875,
          2.678839583597688,
          2.544444748724413,
          2.4087814545587776,
          2.2693797406567713,
          2.124368424686638,
          1.9726517506072536,
          1.8139811258009093,
          1.6489187657799245,
          1.4787032387191124,
          1.3050384539342552,
          1.1298362336476095,
          0.9549472870470519,
          0.7819156932770575,
          0.6117879505097776,
          0.44499983433158896,
          0.2813537468136845,
          0.12008726271847193,
          -0.03997831704581327,
          -0.2002309430514554,
          -0.3620313933040581,
          -0.5264803015038522,
          -0.6942210720413633,
          -0.8653065398512506,
          -1.0391490576710782,
          -1.2145629178550643,
          -1.3898959636208172,
          -1.5632354045973083,
          -1.732662701331275,
          -1.8965252113828182,
          -2.053689038538785,
          -2.2037386766203877,
          -2.3470945444348574,
          -2.4850287946348315,
          -2.6195718048123897,
          -2.753315130625975,
          -2.8891298322154157,
          -3.0298303823896124,
          -3.177822413706628,
          -3.334776297397442,
          -3.5013673885563006,
          -3.6771176990126504,
          -3.860363328254199,
          -4.048358275366709,
          -4.237509765106601,
          -4.423724692272515,
          -4.6028330184138655,
          -4.771043590856418,
          -4.925382200160196,
          -5.064061551907126,
          -5.186738400830936,
          -5.294623935809378,
          -5.390428560524578,
          -5.478139928694511,
          -5.562651563824572,
          -5.649276582182718,
          -5.743194991088397,
          -5.848892105593996,
          -5.9696486648889735,
          -6.107139721272066,
          -6.261189513824634,
          -6.429714224397895,
          -6.608865265191286,
          -6.793364554146806,
          -6.977002347652463,
          -7.15324989249774,
          -7.315925477955055,
          -7.45984500831509,
          -7.5813879341462975,
          -7.678916481681373,
          -7.7530000178118685,
          -7.806415753316531,
          -7.843919874237139,
          -7.871807238105391,
          -7.897300443481804,
          -7.927827940154534,
          -7.970263814963564,
          -8.030207474135342,
          -8.11137891401356,
          -8.21519474303491,
          -8.340572553391917,
          -8.483988366529482,
          -8.639786007375683,
          -8.80071106586335,
          -8.958618324277815,
          -9.105282695153445,
          -9.233231872947666,
          -9.33651539348348,
          -9.411330101546607,
          -9.456435714279968,
          -9.473314917908546,
          -9.46605817450094,
          -9.440981524779733,
          -9.406013256470233,
          -9.369909493341062,
          -9.341377001048992,
          -9.328191850044613,
          -9.336403875356686,
          -9.369708911507528,
          -9.429054303014972,
          -9.512519832918196,
          -9.615488336482711,
          -9.731090723240682,
          -9.850881958255766,
          -9.96568066983685,
          -10.066487944845612,
          -10.145392344177797,
          -10.196369140363272,
          -10.215892187924535,
          -10.203295649772695,
          -10.160848111416671,
          -10.093530833698061,
          -10.008542027869403,
          -9.9145769868786,
          -9.820956796535958,
          -9.736693821322193,
          -9.66958861710511,
          -9.625449701523378,
          -9.607515045347101,
          -9.616133531635633,
          -9.648738089800782,
          -9.700112482519526,
          -9.762923862653148,
          -9.828466289675491,
          -9.887539155046047,
          -9.931371073393588,
          -9.95249559498091,
          -9.945490475959842,
          -9.907506608486077,
          -9.83853454193495,
          -9.741383537119903,
          -9.621377484366747,
          -9.485800752320753,
          -9.343152173381885,
          -9.202284360979881,
          -9.071516493858878,
          -8.957810538523988,
          -8.86609350620271,
          -8.798792599485838,
          -8.755627696227377,
          -8.733678916002534,
          -8.727718808626024,
          -8.730771911913017,
          -8.734841785825568,
          -8.731729420542278,
          -8.713858722784215,
          -8.675025344830404,
          -8.610994255386254,
          -8.519888096436341,
          -8.402330697385027,
          -8.261335735934145,
          -8.101956746705177,
          -7.930738765315473,
          -7.755031402486793,
          -7.58223613061316,
          -7.4190658054742995,
          -7.270891537864751,
          -7.141241429807107,
          -7.031498648315058,
          -6.94082472684514,
          -6.866310200071309,
          -6.803331216038168,
          -6.7460700717049225,
          -6.688141784311064,
          -6.623259387854281,
          -6.545868469697997,
          -6.451686593085508,
          -6.3380949708871395,
          -6.204346667523488,
          -6.051575795252074,
          -5.882613420648751,
          -5.701635930257062,
          -5.513688329126482,
          -5.32413667531548,
          -5.138109477145181,
          -4.959986970684175,
          -4.792990038323721,
          -4.638908076508326,
          -4.497988869538713,
          -4.368995345700116,
          -4.249416009361635,
          -4.135799819412729,
          -4.024174002529722,
          -3.9104959745509844,
          -3.791088839598747,
          -3.663013852273306,
          -3.524342148729488,
          -3.3743008244663653,
          -3.2132835099044055,
          -3.0427312048565356,
          -2.8649035042968056,
          -2.6825718938294116,
          -2.49867429104612,
          -2.3159727294049346,
          -2.136753860705819,
          -1.9626051985888175,
          -1.7942896591013298,
          -1.631728291519492,
          -1.474087685472603,
          -1.319955992825795,
          -1.1675812827662708,
          -1.0151392195204192,
          -0.8609945417107888,
          -0.703922743572013,
          -0.5432643916653305,
          -0.3789938490313172,
          -0.21169562786346874,
          -0.04245371672990166,
          0.1273294740066397,
          0.29615882596559373,
          0.4626854166403544,
          0.6259254342292538,
          0.7854284609587144,
          0.9413709579135614,
          1.0945604083388982,
          1.2463471699918227,
          1.398453222947783,
          1.552738171259604,
          1.710931660717655,
          1.8743666776217611,
          2.0437492719793298,
          2.218996881592626,
          2.3991699347533153,
          2.5825105978678953,
          2.7665896454888603,
          2.9485489755329994,
          3.125414885784076,
          3.2944473962951895,
          3.4534849046720497,
          3.6012421338292384,
          3.737522981529259,
          3.8633182373905703,
          3.980770366556331,
          4.0930023644606415,
          4.203823422659283,
          4.317339015327944,
          4.437505271788207,
          4.567675644251005,
          4.71019084135208,
          4.866060266830675,
          5.034774901216663,
          5.214278449650253,
          5.401106973192336,
          5.590688877010225,
          5.77777904407278,
          5.956985101984239,
          6.123332119597022,
          6.272805868855674,
          6.402815001655103,
          6.512519245438223,
          6.602983462834166,
          6.67713492569201,
          6.739521644927448,
          6.7958909260802765,
          6.85262719332926,
          6.916104351530356,
          6.99201868975444,
          7.0847722756330365,
          7.196973356328185,
          7.329109660477841,
          7.4794336552804,
          7.644077412135118,
          7.81739095497833,
          7.992474289040002,
          8.161852254267059,
          8.31822520658472,
          8.455219111296698,
          8.568057064703442,
          8.65408085754722,
          8.713065411863573,
          8.747289399579682,
          8.761350040551408,
          8.761736455517564,
          8.756201273918123,
          8.75299179534593,
          8.760017557153796,
          8.784038952606933,
          8.829960648757122,
          8.900303944878281,
          8.994914777714436,
          9.110940536249768,
          9.243081572951453,
          9.384095084336028,
          9.52550280361954,
          9.658432447968533,
          9.77450837254105,
          9.866700974498801,
          9.93004775467326,
          9.962171315862161,
          9.963539749432156,
          9.937440810681016,
          9.889670368413036,
          9.827964852072522,
          9.761233792387173,
          9.69866931981488,
          9.648822475906627,
          9.618740027328926,
          9.613249713613385,
          9.634467061481217,
          9.681574551646417,
          9.750896304525162,
          9.836261386856192,
          9.929619418838952,
          10.210316595518595,
          10.298230552418998,
          10.369706760336003,
          10.4172548143721,
          10.435500070078604,
          10.42171953342597,
          10.3761099571764,
          10.30176148636476,
          10.204340191825978,
          10.091512421837887,
          9.972170051962118,
          9.855535747987373,
          9.750239240245126,
          9.663458149918057,
          9.600209886749713,
          9.5628653166894,
          9.550931944685919,
          9.561126665961487,
          9.587728577846894,
          9.623173958617496,
          9.658831214287794,
          9.68587583330308,
          9.696175944328521,
          9.683098844607203,
          9.642157798480541,
          9.571435496064797,
          9.471743976397727,
          9.346508087871737,
          9.201387838224537,
          9.043681358521669,
          8.881571980725978,
          8.723297922241773,
          8.5763298255898,
          8.446639329424977,
          8.338131281658068,
          8.252294354785965,
          8.188101634373481,
          8.142166696810467,
          8.109134506316778,
          8.082262850811304,
          8.054131399587327,
          8.017403645568212,
          7.965563094826931,
          7.893549346413419,
          7.7982315696932964,
          7.678674957202628,
          7.536178008312976,
          7.374082580309631,
          7.1973819835919475,
          7.01217257899546,
          6.825009320026572,
          6.642234021098918,
          6.469346104201269,
          6.310479251749143,
          6.168034611671405,
          6.042503464452788,
          5.932491563300681,
          5.834935957876977,
          5.745485290160206,
          5.658998365945387,
          5.570104876926663,
          5.473767493869506,
          5.365786491070617,
          5.243196200176643,
          5.1045158750411295,
          4.949834399011444,
          4.7807267588339775,
          4.600018296055231,
          4.41142847830764,
          4.219137670700039,
          4.027326975591469,
          3.839742088736631,
          3.6593273768762673,
          3.487966720946521,
          3.3263543203800268,
          3.1740032234697373,
          3.0293836299136228,
          2.89016878003653,
          2.753555059497048,
          2.616615979817306,
          2.4766476042710837,
          2.331465861917599,
          2.1796235452858626,
          2.020525631787095,
          1.854434538810713,
          1.6823704373872632,
          1.5059242022571653,
          1.3270105203509346,
          1.147594994039947,
          0.9694310902793554,
          0.7938403547704058,
          0.6215628166034715,
          0.4526948182728933,
          0.28671985481586126,
          0.12262585137328472,
          -0.04090884649371723,
          -0.20528728202267563,
          -0.37175535438448465,
          -0.5411860590939105,
          -0.7139166364741895,
          -0.8896619136734951,
          -1.067517249841903,
          -1.246052806682148,
          -1.423488811124643,
          -1.5979305528310852,
          -1.767633442325732,
          -1.931263631474688,
          -2.088119129240369,
          -2.238280187094256,
          -2.38266560254271,
          -2.5229826232058103,
          -2.6615710564049313,
          -2.801155474828417,
          -2.9445314546516,
          -3.0942210964784924,
          -3.2521384589583966,
          -3.419306214178643,
          -3.5956605834688613,
          -3.7799727775937733,
          -3.969902639725698,
          -4.16218532288719,
          -4.352936286353275,
          -4.5380454546859506,
          -4.713619758900128,
          -4.876425906934176,
          -5.024283098995918,
          -5.156358930880002,
          -5.273330700902461,
          -5.377387915343033,
          -5.472068589701359,
          -5.561940182188516,
          -5.652153673005744,
          -5.7479144259745425,
          -5.853924275285535,
          -5.973854438484033,
          -6.109907626507626,
          -6.26252004859019,
          -6.430240549363908,
          -6.609806176599605,
          -6.796412894946619,
          -6.984159103931755,
          -7.166620363419609,
          -7.337498412327716,
          -7.491277945760487,
          -7.623821874907064,
          -7.732840399160284,
          -7.818180854585277,
          -7.881902886315681,
          -7.9281252807331315,
          -7.962654554088864,
          -7.992428637594201,
          -8.024829239864742,
          -8.066931492322823,
          -8.124767591472791,
          -8.20268134778334,
          -8.302842660830002,
          -8.424975645960604,
          -8.566332917116577,
          -8.721923513728772,
          -8.884975713042815,
          -9.04759122963143,
          -9.201526691293493,
          -9.339024019564087,
          -9.453605022189599,
          -9.540747900526508,
          -9.598374358778544,
          -9.62709454389845,
          -9.630181309735457,
          -9.61327283036068,
          -9.583830559104031,
          -9.550405037859386,
          -9.521782428013776,
          -9.506097691221997,
          -9.510004667241455,
          -9.537988346039748,
          -9.591890841299234,
          -9.670701294238427,
          -9.77063331138499,
          -9.885484280072165,
          -10.00724201608641,
          -10.12687866551473,
          -10.235252264089484,
          -10.324024900710375,
          -10.386504261398867,
          -10.418322714108584,
          -10.417884314244725,
          -10.386533529220412,
          -10.328427711487489,
          -10.250125502026755,
          -10.159932322958525,
          -10.067068936160283,
          -9.98074714623356,
          -9.909246242636405,
          -9.85908372353786,
          -9.834364226149905,
          -9.836372394962044,
          -9.863450524527812,
          -9.91117278076361,
          -9.972797620957147,
          -10.039951798162198,
          -10.1034759430361,
          -10.154345551526282,
          -10.184573904025152,
          -10.188005715643001,
          -10.160921893350451,
          -10.102395421787408,
          -10.014364057680151,
          -9.901414516386941,
          -9.77030218676406,
          -9.629257098271461,
          -9.487148167405092,
          -9.352591523632457,
          -9.23309360483997,
          -9.134315292430864,
          -9.05953016400048,
          -9.00932941464385,
          -8.981600317763691,
          -8.971776954963143,
          -8.973334261349278,
          -8.978472048315187,
          -8.978917049400703,
          -8.966760030395072,
          -8.93524264747155,
          -8.879415154377178,
          -8.796600469127764,
          -8.686620912507124,
          -8.551768884740381,
          -8.396529214126,
          -8.227086135051863,
          -8.050669246529353,
          -7.874808218398288,
          -7.706573959136575,
          -7.551883747298808,
          -7.4149396301741435,
          -7.297854210154682,
          -7.2004974843372205,
          -7.120574907999447,
          -7.053922825443522,
          -6.9949853670344595,
          -6.937419106054745,
          -6.874759969362931,
          -6.801082199974496,
          -6.711581904764108,
          -6.603027423353829,
          -6.474034236441633,
          -6.325141620670107,
          -6.158689596475652,
          -5.9785156033514655,
          -5.7895085748164306,
          -5.597071810127633,
          -5.40655391623509,
          -5.222708445604141,
          -5.049237723953363,
          -4.888465482950315,
          -4.741167622518078,
          -4.6065725025676105,
          -4.482523619099124,
          -4.36578038171025,
          -4.2524187967783735,
          -4.138284588537324,
          -4.01944752658137,
          -3.892607710761306,
          -3.755411890193557,
          -3.6066495792255324,
          -3.446313339993901,
          -3.2755234038059697,
          -3.0963319916375776,
          -2.9114355768441795,
          -2.7238325269797588,
          -2.5364681386478733,
          -2.3519086623390666,
          -2.1720807069014856,
          -1.9981031640350666,
          -1.830226697568844,
          -1.6678823961837816,
          -1.5098280092045806,
          -1.3543688225404675,
          -1.199621988309052,
          -1.0437889050911566,
          -0.8854004697687331,
          -0.7235045647764655,
          -0.5577733711440859,
          -0.3885189408272633,
          -0.21661755388752968,
          -0.04335522437978945,
          0.12978315435571536,
          0.30135135795112694,
          0.47017305329917053,
          0.635534551252361,
          0.7973119384627493,
          0.9560139311919987,
          1.1127327455299858,
          1.2690073380507745,
          1.426615044547465,
          1.5873174723989372,
          1.7525932344865354,
          1.9233928614194578,
          2.0999495784332534,
          2.2816736958104933,
          2.467148770747444,
          2.6542355416835184,
          2.840276332143192,
          3.0223797575924234,
          3.197754716577184,
          3.364055174678142,
          3.5196941565864566,
          3.6640871543238784,
          3.7977917810336193,
          3.9225213229222655,
          4.041023730189194,
          4.15683301484765,
          4.2739152407393455,
          4.396244524570024,
          4.527354120098044,
          4.66991249976688,
          4.8253736635318,
          4.993744587775595,
          5.173501309796505,
          5.361669750406343,
          5.554069614929856,
          5.745701500049449,
          5.931240694091088,
          6.105587996048686,
          6.264419763812007,
          6.404677386926648,
          6.524940868826873,
          6.625641895193254,
          6.7090876650365,
          6.779286277391829,
          6.841585570199049,
          6.90215774553715,
          6.967379650262629,
          7.043171238091903,
          7.13436102544528,
          7.244146431159416,
          7.373708681537879,
          7.522027173300581,
          7.685918247757001,
          7.8603002539368445,
          8.038662959044517,
          8.21369732272594,
          8.378023769037782,
          8.524945351260168,
          8.649147977721977,
          8.747273746007744,
          8.818305162555557,
          8.863716511994054,
          8.887372058529916,
          8.895176731400596,
          8.894510781077601,
          8.893502877996779,
          8.900213805671378,
          8.921813341994232,
          8.96383492676863,
          9.029585950129468,
          9.119776551123895,
          9.232408138973717,
          9.362936614814641,
          9.504697154952007,
          9.649550320990908,
          9.788686015723231,
          9.913504862380949,
          10.016487771863929,
          10.091964771348167,
          10.136703651076115,
          10.150256742799227,
          10.13502840437996,
          10.096054092053441,
          10.040511358380122,
          9.977010684540323,
          9.914736881186931,
          9.86252748845755,
          9.827981514505579,
          9.816689216391897,
          9.831661675314441,
          9.873018842850982,
          9.937968573730599,
          10.021079587117903,
          10.114821346237798,
          10.210316595518591,
          10.48117960194189,
          10.560605513144521,
          10.618210140584035,
          10.647874423462694,
          10.645987817884938,
          10.61180691434855,
          10.54752484003345,
          10.458044935434062,
          10.350482281141256,
          10.233444263956534,
          10.11616368367628,
          10.007572637652748,
          9.9154110917382,
          9.845460104555313,
          9.800976561008985,
          9.78238537743115,
          9.787258647253081,
          9.810581851314398,
          9.845278088412474,
          9.882935281057934,
          9.914661124783448,
          9.931978205672028,
          9.927668415727952,
          9.896481812731853,
          9.83563970119309,
          9.7450833723149,
          9.627446340605447,
          9.487756292572469,
          9.332900381571728,
          9.170911154501853,
          9.010147892281292,
          8.858457761555428,
          8.722402019516679,
          8.606624614838061,
          8.513424817780397,
          8.442573720391776,
          8.391388908950848,
          8.355055016672702,
          8.327152976995663,
          8.300340159933935,
          8.267109248840889,
          8.220547076368485,
          8.155016238210697,
          8.066691826096928,
          7.953901931912624,
          7.817241849345238,
          7.659455829538149,
          7.485104289898646,
          7.300056024403577,
          7.110862013374039,
          6.924078201451671,
          6.745608119111789,
          6.580132264921851,
          6.430680332858672,
          6.298385963528347,
          6.182443581866774,
          6.080265268788645,
          5.987814819647936,
          5.9000783454813694,
          5.811617779504349,
          5.717146710418271,
          5.612067647109635,
          5.492915973846101,
          5.357667638034597,
          5.205883597391533,
          5.038682397882154,
          4.858550909998052,
          4.669020192416354,
          4.474246894184394,
          4.278549195495662,
          4.085949237603626,
          3.8997711599892875,
          3.722335743976394,
          3.554780323203625,
          3.397017567256208,
          3.247830739706702,
          3.105087896827291,
          2.9660449007377676,
          2.827698410302336,
          2.6871460482988923,
          2.541912025385393,
          2.3902023475787053,
          2.2310635233568674,
          2.064431165435213,
          1.8910685175316637,
          1.7124080976348184,
          1.5303207992805041,
          1.3468446638297251,
          1.1639092749747226,
          0.9830909823513311,
          0.805429123232829,
          0.6313247770751764,
          0.4605324735762522,
          0.2922430792950965,
          0.12524432221418255,
          -0.041864478367817703,
          -0.2104337231801099,
          -0.38153404541359126,
          -0.5557678525446416,
          -0.7331483236107242,
          -0.9130634860053923,
          -1.0943318814446357,
          -1.2753442778521713,
          -1.4542743889577188,
          -1.6293320661160053,
          -1.799026136819986,
          -1.9624018138192394,
          -2.1192197388664726,
          -2.270050078456904,
          -2.416264963812388,
          -2.5599248331817983,
          -2.7035674497549387,
          -2.8499209470227482,
          -3.0015726503247744,
          -3.1606323185658667,
          -3.328430908881901,
          -3.5052935579378883,
          -3.6904183298855724,
          -3.8818810977975717,
          -4.076772890951419,
          -4.271460709489679,
          -4.46194793039974,
          -4.6442977513097965,
          -4.815074183912091,
          -4.9717510729521965,
          -5.113041107054647,
          -5.239103817980056,
          -5.351603518347086,
          -5.45360381088425,
          -5.549303065159532,
          -5.643633169028628,
          -5.741759918694392,
          -5.8485357614049525,
          -5.96796275855176,
          -6.1027246414423875,
          -6.253841390694113,
          -6.420488291458009,
          -6.600004985827334,
          -6.788100319324343,
          -6.979237822978843,
          -7.167166735967582,
          -7.345546750745842,
          -7.508603051560116,
          -7.651743106890727,
          -7.772068783439267,
          -7.8687266262275015,
          -7.943054773560357,
          -7.998505422243397,
          -8.040344951060804,
          -8.075157333808876,
          -8.110197826292573,
          -8.152660775210865,
          -8.208935884870296,
          -8.283930147532912,
          -8.380527439768093,
          -8.499244904946579,
          -8.638125897419615,
          -8.792885379326448,
          -8.957297671593915,
          -9.123791064071005,
          -9.284191663686048,
          -9.430542378240448,
          -9.555913912141872,
          -9.65512414569015,
          -9.725290457960444,
          -9.76615570124726,
          -9.780151064600574,
          -9.772185709011545,
          -9.749181092999033,
          -9.719394433323925,
          -9.691597985400488,
          -9.674196423579085,
          -9.67437186372253,
          -9.69734416238954,
          -9.745823158829602,
          -9.819710552191635,
          -9.916084022682142,
          -10.029467557825267,
          -10.152362668692064,
          -10.275988297110953,
          -10.39115551624518,
          -10.48918888576198,
          -10.56280105135975,
          -10.606831467622685,
          -10.618773576867946,
          -10.599036048412495,
          -10.550910611975254,
          -10.480248852597285,
          -10.394880010721549,
          -10.303828296402992,
          -10.216408752553756,
          -10.141293168821612,
          -10.085640664586327,
          -10.0543809999731,
          -10.049723109407335,
          -10.070938383723004,
          -10.114440217826354,
          -10.174151172787584,
          -10.24211987423011,
          -10.309324480847868,
          -10.366580793107685,
          -10.405462738801607,
          -10.419142100580265,
          -10.403062993723047,
          -10.355383832280431,
          -10.27714352962698,
          -10.172136966834882,
          -10.046514402599886,
          -9.90814744234468,
          -9.765827575667023,
          -9.62837976250498,
          -9.503781461239795,
          -9.398376103019865,
          -9.316259547535203,
          -9.258899662700541,
          -9.225024817963416,
          -9.21078932894203,
          -9.210195626665842,
          -9.215727058410334,
          -9.21912439110179,
          -9.212225365857101,
          -9.187781367510652,
          -9.140168861666414,
          -9.065925226116944,
          -8.964057613825794,
          -8.836097470728369,
          -8.685899745751286,
          -8.519211909547085,
          -8.343060954735178,
          -8.165024250808777,
          -7.99246073120077,
          -7.831781424132308,
          -7.687832684697723,
          -7.5634523800377425,
          -7.459240223300967,
          -7.37356054031139,
          -7.302771444517434,
          -7.2416512494892356,
          -7.183973351262214,
          -7.123166733008398,
          -7.052992030568499,
          -6.96816334835276,
          -6.8648535316643144,
          -6.741034422774662,
          -6.596622148981109,
          -6.433418645673684,
          -6.254862109071792,
          -6.065618622933424,
          -5.871062793333618,
          -5.6767053085984625,
          -5.487628996753045,
          -5.307991970161768,
          -5.140647333136335,
          -4.986914835587096,
          -4.846522442770687,
          -4.7177170308044305,
          -4.597525375676016,
          -4.482131211622745,
          -4.367322983039165,
          -4.248961085401377,
          -4.123413354521793,
          -3.9879131392563636,
          -3.840804686066337,
          -3.6816544691672233,
          -3.5112228585658323,
          -3.3313063113184365,
          -3.1444743272603244,
          -2.9537362023807168,
          -2.7621790247221485,
          -2.5726197999406395,
          -2.387311058775064,
          -2.207731348104307,
          -2.0344806948932757,
          -1.86728787302399,
          -1.7051227024001407,
          -1.5463942750087323,
          -1.3892063564292367,
          -1.2316353296577518,
          -1.0719945411221865,
          -0.9090518567170623,
          -0.7421741878134297,
          -0.5713827822075216,
          -0.39731491590121404,
          -0.2210997911780971,
          -0.04416744454487504,
          0.13198204935818808,
          0.3060168535888608,
          0.47698609847587503,
          0.6444774598697648,
          0.8086971955407926,
          0.9704603647569309,
          1.1310907232572307,
          1.2922417475102854,
          1.4556609077011409,
          1.622927333177557,
          1.7951973601682802,
          1.9729925180725012,
          2.15606020849773,
          2.343329100775788,
          2.532970033041946,
          2.72256027398611,
          2.909335903378291,
          3.0905053985538626,
          3.263588723697924,
          3.426741454199517,
          3.579023424158384,
          3.720576214127021,
          3.8526830796501472,
          3.977697705016334,
          4.0988430602438575,
          4.219896966860784,
          4.344794965755701,
          4.4771920590059455,
          4.620031497064125,
          4.7751700967581625,
          4.943105277102284,
          5.122839392798025,
          5.311902945832468,
          5.506541304188615,
          5.702051468497907,
          5.893238197356907,
          6.074944385145085,
          6.242600678042719,
          6.392735154713025,
          6.523386123253311,
          6.6343696409841,
          6.7273674931930545,
          6.805819681809348,
          6.874626089936666,
          6.939682717706899,
          7.0072964759844725,
          7.083536901451562,
          7.173591651940883,
          7.281194185587041,
          7.408186280235862,
          7.554265449595463,
          7.716949047772841,
          7.8917647478923865,
          8.072653409045959,
          8.252547600133745,
          8.424069672468368,
          8.580279397466391,
          8.71539439821948,
          8.825407766312267,
          8.908536400488645,
          8.965449917054194,
          8.999251874161793,
          9.015210316295143,
          9.020260681005905,
          9.022328193514035,
          9.029536445737667,
          9.049381790953937,
          9.087958027186762,
          9.149311965300543,
          9.234998162484068,
          9.343881518191111,
          9.472211524279311,
          9.613964261882895,
          9.761420594510701,
          9.905924296561905,
          10.038744680570444,
          10.151956696341573,
          10.239248751555316,
          10.296575015576323,
          10.322584127066268,
          10.318778537756033,
          10.289385939690895,
          10.24095356486655,
          10.181704596881207,
          10.12072054840541,
          10.067031669496847,
          10.028707342270426,
          10.012038921085061,
          10.020898494976338,
          10.056339462866967,
          10.116480398401842,
          10.196684929145341,
          10.29002021011779,
          10.38794813228735,
          10.481179601941886,
          10.729543184971098,
          10.796702928346951,
          10.837549700222084,
          10.847621957354056,
          10.825242169693096,
          10.771681396814529,
          10.691026750915949,
          10.589765687186484,
          10.476129831843657,
          10.359265402584859,
          10.248314707205587,
          10.151501953824576,
          10.075315800596421,
          10.023870831423455,
          9.998511556391474,
          9.997697546439364,
          10.017179516905193,
          10.050446549032724,
          10.08939722664842,
          10.125165065345382,
          10.14901348765938,
          10.153209248556236,
          10.131786224274379,
          10.08112345798277,
          10.000280999454755,
          9.891062295304145,
          9.757800037023491,
          9.60689053425667,
          9.44612695648352,
          9.283901611452054,
          9.128359827914538,
          8.986591797844964,
          8.863943627931782,
          8.763515493662299,
          8.685894669464552,
          8.629146493722235,
          8.589059633270335,
          8.559616122044572,
          8.533634223029507,
          8.50351546234181,
          8.462017840506432,
          8.40297607944483,
          8.321896788584606,
          8.216370753616491,
          8.086264545430806,
          7.933677130233356,
          7.762671625775823,
          7.578815228445928,
          7.388579281959179,
          7.198664579137151,
          7.015323041359627,
          6.843745431220268,
          6.687576051398678,
          6.5486005481835265,
          6.4266336759448155,
          6.3196123232659165,
          6.223877580476917,
          6.134610412181498,
          6.046370558624755,
          5.953679095364919,
          5.851582452002548,
          5.736139726023379,
          5.604785209390652,
          5.456532922611373,
          5.29200788953184,
          5.11330786765071,
          4.923717196021442,
          4.727309426911206,
          4.528485931534996,
          4.331502708588132,
          4.140036799242003,
          3.956837300138075,
          3.783494850618126,
          3.620349030706599,
          3.4665370507617603,
          3.3201712824871743,
          3.178619337568325,
          3.038850035635849,
          2.8978027753343145,
          2.752737046555515,
          2.6015230261065954,
          2.4428427448514918,
          2.2762830826964815,
          2.1023153775957186,
          1.9221700978345133,
          1.7376272189138762,
          1.5507522720271891,
          1.3636134618656262,
          1.1780162388074473,
          0.9952882418915728,
          0.8161401207310152,
          0.6406173735028754,
          0.46814632019060876,
          0.29766516041336444,
          0.12782023845486637,
          -0.042800528383790296,
          -0.21542962465509513,
          -0.39091022566709177,
          -0.5695438534007888,
          -0.7510168811349485,
          -0.934417025333683,
          -1.1183391301078556,
          -1.3010676947283575,
          -1.480813197716283,
          -1.655971644591141,
          -1.8253728973099597,
          -1.988483771617645,
          -2.1455366374768254,
          -2.2975628258979133,
          -2.4463215594539305,
          -2.5941280478826365,
          -2.7435972801850053,
          -2.8973313279280926,
          -3.057586236321998,
          -3.225958733717701,
          -3.4031324133116865,
          -3.588717656049065,
          -3.7812098608996614,
          -3.97807753983428,
          -4.175976947761803,
          -4.371074839547515,
          -4.559447433928126,
          -4.7375133428448715,
          -4.9024523972946925,
          -5.0525617900937885,
          -5.187505998526998,
          -5.308427154250828,
          -5.417896903215092,
          -5.519707851865405,
          -5.618520588666629,
          -5.719399015945444,
          -5.827280412432303,
          -5.946435646661806,
          -6.079978128154215,
          -6.2294768870076735,
          -6.394719774605967,
          -6.573658030408118,
          -6.7625448268455015,
          -6.95625981661801,
          -7.148791358848484,
          -7.3338302167786695,
          -7.505415110622186,
          -7.658563147433584,
          -7.789817788755546,
          -7.89765387323334,
          -7.982692726396987,
          -8.047699272942731,
          -8.097355420609455,
          -8.137827497238233,
          -8.176167708455331,
          -8.219608047828029,
          -8.274817789001938,
          -8.347201150227987,
          -8.44030921891903,
          -8.555429864490131,
          -8.691402095713816,
          -8.844678828553214,
          -9.009636598683578,
          -9.179105006102738,
          -9.345065320070384,
          -9.499449194693309,
          -9.634956866129704,
          -9.745810842565664,
          -9.828366433206856,
          -9.881514060904003,
          -9.906828859854494,
          -9.908448523588413,
          -9.892688147853217,
          -9.867428043106216,
          -9.841334331349326,
          -9.822990073791216,
          -9.820024771000352,
          -9.838331205267778,
          -9.881450548908637,
          -9.950190188871996,
          -10.042515447706828,
          -10.15372866468741,
          -10.276919770549085,
          -10.403644565504571,
          -10.524763288903646,
          -10.631355218629595,
          -10.715616740655216,
          -10.771651489370003,
          -10.796071707562326,
          -10.788348869083862,
          -10.750876936673864,
          -10.688740808339617,
          -10.609212546924844,
          -10.521025799838961,
          -10.433501532413432,
          -10.355613472223746,
          -10.295087910717994,
          -10.257629080049906,
          -10.246348562822048,
          -10.261456409268757,
          -10.300244966696887,
          -10.35736661242763,
          -10.425376688541158,
          -10.495486033105562,
          -10.558446343454012,
          -10.605478349520942,
          -10.629148756291746,
          -10.624107514891849,
          -10.587611589917021,
          -10.519783468614339,
          -10.423579904700784,
          -10.304475983519065,
          -10.16989848634637,
          -10.02846776016166,
          -9.889126300771608,
          -9.760243126262328,
          -9.648784700354927,
          -9.559635562481978,
          -9.495135792684845,
          -9.454879706126972,
          -9.435793132113542,
          -9.432478106324986,
          -9.43778673900513,
          -9.443563182018861,
          -9.441476304189996,
          -9.42385749762083,
          -9.384458719813068,
          -9.319055243352189,
          -9.225834556386214,
          -9.105535579509517,
          -8.961328413368925,
          -8.798451470432619,
          -8.623647315711532,
          -8.44445835208349,
          -8.268456665250099,
          -8.102487640156978,
          -7.952003963695262,
          -7.820555796454664,
          -7.709485496331995,
          -7.617853238638913,
          -7.5425955800859885,
          -7.478895028848432,
          -7.420717499745233,
          -7.361458300623999,
          -7.294627599973193,
          -7.214504034836511,
          -7.116690304188267,
          -6.998516539473944,
          -6.859254537438856,
          -6.700126633961904,
          -6.524114829186327,
          -6.335596413239571,
          -6.139849639007025,
          -5.942485201191764,
          -5.748865250656751,
          -5.563570936212806,
          -5.389972287995583,
          -5.229941586502181,
          -5.083734713923368,
          -4.950046262964617,
          -4.826225459637094,
          -4.708623261108532,
          -4.593028063607073,
          -4.475139586152385,
          -4.35102838313661,
          -4.21753213180748,
          -4.072548749171868,
          -3.915199367663914,
          -3.7458496732628372,
          -3.565994283235485,
          -3.378023885684774,
          -3.1849071296174225,
          -2.989827450670098,
          -2.795818347441218,
          -2.605438863422055,
          -2.4205245420025165,
          -2.2420387999544835,
          -2.0700368182512374,
          -1.9037402460930242,
          -1.7417078948395213,
          -1.5820766849365417,
          -1.4228396301266029,
          -1.2621243985511787,
          -1.0984372634210111,
          -0.9308427899887017,
          -0.7590586418594927,
          -0.5834562639200855,
          -0.40497048423473575,
          -0.22493275530111312,
          -0.044852398712956966,
          0.1338233411276386,
          0.3099371594881013,
          0.48280598175016143,
          0.6523359996138446,
          0.8190518702256796,
          0.98403475943092,
          1.1487759428855338,
          1.3149639832072204,
          1.4842326601299032,
          1.6579026760829738,
          1.8367519161970978,
          2.0208464227618546,
          2.2094574914734317,
          2.4010801582773955,
          2.5935559925670093,
          2.784290006230689,
          2.9705392103974044,
          3.149740419162173,
          3.3198385821425758,
          3.4795750940996926,
          3.628698536775917,
          3.768067947585353,
          3.899630221262834,
          4.026267397370203,
          4.151524789108541,
          4.279245420194461,
          4.413148340543745,
          4.55639660189221,
          4.7112039115430235,
          4.878526706974963,
          5.057880682662271,
          5.24730835229369,
          5.443508302645888,
          5.642119078155383,
          5.838133066893665,
          6.026400316941766,
          6.2021706923562725,
          6.361616587234961,
          6.5022784072338595,
          6.623381389260316,
          6.725984550362062,
          6.81293946353504,
          6.888656431558332,
          6.958696379654516,
          7.029226173860685,
          7.1063909472398334,
          7.195667562929979,
          7.301267279477602,
          7.425652414804835,
          7.569221501836758,
          7.730201026701001,
          7.904760953684409,
          8.087348002122184,
          8.271207479943143,
          8.449043870144392,
          8.6137545610054,
          8.75916189115856,
          8.880667161695754,
          8.975756765251768,
          9.044304565653187,
          9.08863479586243,
          9.113334015468565,
          9.12482659802428,
          9.130753102904615,
          9.13921209268019,
          9.157941198703682,
          9.193520821990106,
          9.250682871908344,
          9.331797368023848,
          9.43659243907051,
          9.562139946894652,
          9.703111993856657,
          9.85228570367481,
          10.001247788921392,
          10.141229248890527,
          10.263986332913174,
          10.36263820711459,
          10.432375255785892,
          10.470964359571118,
          10.478997618177733,
          10.459856808898929,
          10.419394768569903,
          10.365363890815797,
          10.306648045008997,
          10.252374730155498,
          10.210997022279063,
          10.189438495984867,
          10.192388375878535,
          10.22181926417795,
          10.276777392636445,
          10.353467736384326,
          10.445626328654026,
          10.545142808899385,
          10.642870640047793,
          10.729543184971094,
          10.943794139500072,
          10.995483145294852,
          11.017469365219892,
          11.00715744336487,
          10.964881391239434,
          10.89386742771153,
          10.799905699961949,
          10.69076462566718,
          10.575407704109558,
          10.463092581120748,
          10.362443887565119,
          10.280593721644607,
          10.222476400354902,
          10.190348043223407,
          10.183578356057474,
          10.198734065993508,
          10.22994370931601,
          10.269504952441618,
          10.308671252969758,
          10.33853691598563,
          10.350930246891451,
          10.339224444271085,
          10.298985048100821,
          10.228390142242473,
          10.128383249144484,
          10.002546452837477,
          9.856709871685082,
          9.698340228191393,
          9.53577321415934,
          9.377369421185152,
          9.230680328898634,
          9.10170862598423,
          8.994336322537816,
          8.909975922775557,
          8.847476338132253,
          8.803288739257153,
          8.771870943957994,
          8.746284962992226,
          8.718923410841185,
          8.682288506707465,
          8.629743465463019,
          8.556160477368676,
          8.458401596887587,
          8.335587308677471,
          8.189130281550208,
          8.022536415541177,
          7.840999141110045,
          7.65083357661723,
          7.458812507121988,
          7.271474725895253,
          7.0944773324477,
          6.932057165781952,
          6.786653511591289,
          6.658726079514018,
          6.546781028425314,
          6.4475958307545,
          6.356613346284574,
          6.268458736722382,
          6.177521468295893,
          6.07853968428727,
          5.967126035817611,
          5.840182258096942,
          5.696163316583933,
          5.535169223081033,
          5.358861675281844,
          5.170221404290986,
          4.973178513796818,
          4.77216045971864,
          4.571609433255291,
          4.375522162558847,
          4.187060586238398,
          4.008272159894095,
          3.8399449649483586,
          3.681606923566988,
          3.5316621171133185,
          3.3876422884314774,
          3.246539703692,
          3.1051798975400358,
          2.9605901523994946,
          2.8103220124078536,
          2.6526932622938366,
          2.486925647265084,
          2.3131678069679156,
          2.1324068446132642,
          1.9462850043912245,
          1.7568485831424683,
          1.5662632675395354,
          1.376532824099659,
          1.1892562595880671,
          1.0054525386002597,
          0.825472512926368,
          0.6490060944055888,
          0.4751803431104584,
          0.30273256768378526,
          0.13023315311484715,
          -0.043673227883233,
          -0.2200413836472068,
          -0.3994454753772082,
          -0.581869911173244,
          -0.7666867951565048,
          -0.9527240638921305,
          -1.138416443566211,
          -1.3220202589271,
          -1.5018643121985524,
          -1.6766036511747608,
          -1.8454417785574637,
          -2.0082899415112663,
          -2.165839276141539,
          -2.3195319639251637,
          -2.471429976460645,
          -2.623992963003057,
          -2.7797887973141835,
          -2.941169760826171,
          -3.1099530796166706,
          -3.2871457513665927,
          -3.472750012925376,
          -3.6656776904037205,
          -3.8637898654284486,
          -4.064064064988927,
          -4.262876138717785,
          -4.456369867052348,
          -4.640875828516361,
          -4.813333571832684,
          -4.971668690904071,
          -5.115079439040074,
          -5.244195877849506,
          -5.36108745753565,
          -5.469111050509856,
          -5.572609086799586,
          -5.67648462575321,
          -5.785694996144824,
          -5.904716310981501,
          -6.037036391918402,
          -6.184732669906431,
          -6.3481843810522625,
          -6.525955461586551,
          -6.714867218683148,
          -6.910259890102464,
          -7.10642171728301,
          -7.297145367663502,
          -7.476356547235449,
          -7.638750176221749,
          -7.780366732533753,
          -7.899045772689933,
          -7.994704925068314,
          -8.069409771489036,
          -8.127221292245288,
          -8.173830765354138,
          -8.216014743750232,
          -8.26096254517473,
          -8.315543401842296,
          -8.385588355040863,
          -8.475262158258573,
          -8.586592694055984,
          -8.719210378959536,
          -8.87032917645882,
          -9.034976253868685,
          -9.206451529072503,
          -9.376974052814745,
          -9.538451942759087,
          -9.683298619744876,
          -9.805211960697942,
          -9.899835441424129,
          -9.96523126792041,
          -10.00211386731361,
          -10.013816114050753,
          -10.005987874272082,
          -9.986054066149077,
          -9.962484584717267,
          -9.943948479075026,
          -9.938437555010234,
          -9.952448698828723,
          -9.990309159274805,
          -10.053715216784669,
          -10.14153346097979,
          -10.249887418560379,
          -10.372523220917113,
          -10.501419359112859,
          -10.627580308294508,
          -10.741934549341806,
          -10.836246301547266,
          -10.903948313930874,
          -10.940810600380368,
          -10.94537631792364,
          -10.919119438561724,
          -10.866307067852752,
          -10.793579331518762,
          -10.709288595456265,
          -10.622664432480839,
          -10.54288865459545,
          -10.47817403719342,
          -10.434940100722203,
          -10.417169501871458,
          -10.426010222202517,
          -10.459663711957312,
          -10.51357002291981,
          -10.580870740113383,
          -10.653102302124802,
          -10.72104897759075,
          -10.775668724564234,
          -10.808998028053546,
          -10.81494429442801,
          -10.789886191989384,
          -10.733022216977934,
          -10.64643365807428,
          -10.534857344862715,
          -10.405193082396803,
          -10.265797465001961,
          -10.125637095880307,
          -9.993387962236017,
          -9.87657247434344,
          -9.78082105067635,
          -9.709331670128877,
          -9.66257997346326,
          -9.638306485265323,
          -9.631779064976724,
          -9.636300729071513,
          -9.643908384517378,
          -9.646189268256597,
          -9.635130859250204,
          -9.603917761422842,
          -9.54759567289984,
          -9.46353726413918,
          -9.351665962628052,
          -9.21441901374503,
          -9.05645808073511,
          -8.88416126523054,
          -8.70495214909871,
          -8.526537097491902,
          -8.35613010511092,
          -8.199744209290245,
          -8.061620105493231,
          -7.943847097375023,
          -7.846210632843131,
          -7.766276687857026,
          -7.6996987130701084,
          -7.640710317936428,
          -7.582748637367391,
          -7.519141216148014,
          -7.443784387374924,
          -7.351743860355091,
          -7.239718112102004,
          -7.106320994503584,
          -6.952159926176935,
          -6.7797079367032875,
          -6.592989318468551,
          -6.397117462645842,
          -6.19773769176252,
          -6.000436165979727,
          -5.810177517611871,
          -5.630828773928641,
          -5.4648160905582515,
          -5.312945184006949,
          -5.174397928055689,
          -5.046898424326061,
          -4.9270240555318425,
          -4.810622461750277,
          -4.693285524117443,
          -4.570827221586004,
          -4.439713928340579,
          -4.297402969018062,
          -4.142557073453896,
          -3.975117322358533,
          -3.796233495116709,
          -3.6080665630593733,
          -3.4134916650504654,
          -3.215739805808485,
          -3.0180217350548544,
          -2.8231775577940468,
          -2.6333907461594976,
          -2.449996086459844,
          -2.2733988841334933,
          -2.1031089692985274,
          -1.9378793443251419,
          -1.7759272905649786,
          -1.615206769157936,
          -1.4536959891351755,
          -1.2896635600140427,
          -1.1218806396819128,
          -0.9497543497627525,
          -0.7733684286091838,
          -0.5934292736956094,
          -0.41112767996110616,
          -0.22793722111421913,
          -0.04537805918840757,
          0.1352209329073762,
          0.3129289665021066,
          0.48736057184845977,
          0.6587427139003067,
          0.8278917894375397,
          0.9961023916058661,
          1.1649614632007854,
          1.3361115786543423,
          1.5109943184454049,
          1.6906080929532326,
          1.8753138577176518,
          2.064716980090039,
          2.257644629755233,
          2.4522264930522315,
          2.6460737171917006,
          2.836538324745168,
          3.02102445458691,
          3.197315055688706,
          3.363874111047494,
          3.5200856520973103,
          3.6663967413829806,
          3.8043416940256334,
          3.93643800970787,
          4.065959335150742,
          4.1966055776930675,
          4.332103307131866,
          4.475779237267706,
          4.630154636832982,
          4.796608242764568,
          4.975149490196161,
          5.164333109811475,
          5.361331436053883,
          5.562163660021014,
          5.762063606279832,
          5.955951385819982,
          6.138961346091305,
          6.306970655001339,
          6.457070671988263,
          6.587927400635219,
          6.69998751744593,
          6.795501785620901,
          6.878356555992431,
          6.953724559931625,
          7.027566113235588,
          7.106028986171063,
          7.194807611962928,
          7.298528529591433,
          7.420228150259711,
          7.560981006854227,
          7.719722267977843,
          7.893288860807389,
          8.0766810150528,
          8.263522754853781,
          8.446678298950243,
          8.618963821880676,
          8.773882533768667,
          8.906306903522847,
          9.013035670956324,
          9.093164822450982,
          9.148229872993753,
          9.182099810957345,
          9.20062858178006,
          9.211095368213423,
          9.221487494252255,
          9.239697117358178,
          9.272713073357764,
          9.325891117887654,
          9.402379043275467,
          9.502758320325158,
          9.624942455571555,
          9.76434631568516,
          9.914312898375758,
          10.066757294447463,
          10.212964685122213,
          10.344462579928562,
          10.45387892342599,
          10.535698161411936,
          10.586836903862523,
          10.60697855142719,
          10.598630403407249,
          10.566894893066504,
          10.51897582267304,
          10.463467781331945,
          10.409499485993704,
          10.365817226575064,
          10.339901279643472,
          10.33720533949303,
          10.360596938823882,
          10.410056692136264,
          10.482668032026014,
          10.572899592266888,
          10.673152549094123,
          10.774518134292068,
          10.867668976382266,
          10.94379413950007,
          11.11391432901787,
          11.147651421972085,
          11.1495562920085,
          11.119021179480226,
          11.058376107722287,
          10.97265172403482,
          10.869070628524316,
          10.756319152765046,
          10.643673774971235,
          10.540070956091482,
          10.453214671126737,
          10.388811753524774,
          10.35001182492619,
          10.33710745055754,
          10.347523442141574,
          10.376094691875268,
          10.415602607318823,
          10.457514134063608,
          10.492847157611273,
          10.513073802388519,
          10.510969999232332,
          10.481325929005987,
          10.421446856033297,
          10.331395839030138,
          10.213956531442204,
          10.07432296961437,
          9.919550930651825,
          9.75782928832728,
          9.597647395224921,
          9.446944132800034,
          9.312325002328633,
          9.198425511032605,
          9.107483085856076,
          9.039157575291572,
          8.990614444541722,
          8.956857759140526,
          8.931274787306247,
          8.906333111980464,
          8.87435662394277,
          8.828300064168333,
          8.76244345990132,
          8.67293753794533,
          8.558147849997589,
          8.4187670576649,
          8.257689252776942,
          8.079664743847706,
          7.890775867978563,
          7.697791836494706,
          7.507471672342011,
          7.3258879321086035,
          7.1578399080382855,
          7.006413964240178,
          6.87273189357776,
          6.755907579400875,
          6.653210064302043,
          6.560409737765807,
          6.472265989327657,
          6.383101194376778,
          6.287398603722329,
          6.180361203905967,
          6.058374772301731,
          5.919330330165534,
          5.762777556693059,
          5.589899593431585,
          5.403318945922521,
          5.206761794084535,
          5.004622107077311,
          4.801476106392922,
          4.601600992333166,
          4.408549256664245,
          4.2248218185760456,
          4.051670702380898,
          3.8890465423608074,
          3.735689650797898,
          3.5893475905895964,
          3.4470888882902937,
          3.3056731143664395,
          3.1619329758280346,
          3.013124673529465,
          2.8572083368537453,
          2.6930300705746335,
          2.520389787297247,
          2.3399930074586637,
          2.153298522934372,
          1.9622856509729987,
          1.7691734206922778,
          1.576128508906619,
          1.3849986555126006,
          1.197103766437266,
          1.0131086012600976,
          0.8329899275320415,
          0.6560986925172988,
          0.4813056392418241,
          0.3072083547744128,
          0.13237024098638614,
          -0.044441770407487716,
          -0.22405335943157562,
          -0.4067406957537444,
          -0.5921696730999966,
          -0.7794253579116042,
          -0.967128584904554,
          -1.1536250289567205,
          -1.3372222518335681,
          -1.5164434056879696,
          -1.690263356169842,
          -1.8582943819803235,
          -2.020894209008853,
          -2.179178326041414,
          -2.334930240061445,
          -2.4904161731592986,
          -2.648123128304497,
          -2.8104497260254933,
          -2.979386409317586,
          -3.1562245648178977,
          -3.341332334571763,
          -3.5340284661394366,
          -3.7325750953303665,
          -3.934296994241252,
          -4.135820038912443,
          -4.33340715423178,
          -4.523357491316665,
          -4.702425612934659,
          -4.868213168633897,
          -5.0194865877794355,
          -5.156380764009699,
          -5.280459989271328,
          -5.394622390580646,
          -5.502851243624308,
          -5.609833912736772,
          -5.720484842467506,
          -5.839421183275331,
          -5.970446797789637,
          -6.116101607022033,
          -6.277328177862386,
          -6.453296493088529,
          -6.641412016770638,
          -6.8375130715821,
          -7.036243183413824,
          -7.231564617737217,
          -7.417362980855343,
          -7.588081354532397,
          -7.739317348068374,
          -7.868318406596304,
          -7.9743196795633,
          -8.058683939624881,
          -8.12482296885422,
          -8.177902470227814,
          -8.224355554353425,
          -8.271250741848782,
          -8.325576931644761,
          -8.393518057806155,
          -8.479792964772296,
          -8.58713091855613,
          -8.715940520228779,
          -8.864210788348684,
          -9.02765971574912,
          -9.200120077258678,
          -9.374127323092324,
          -9.541652675021341,
          -9.694908388593982,
          -9.8271433440593,
          -9.933346722948098,
          -10.01078568966069,
          -10.059319002273945,
          -10.081450764278605,
          -10.082114858737619,
          -10.068208285020813,
          -10.047917777328374,
          -10.029905979594204,
          -10.022438753000806,
          -10.032542233146398,
          -10.065276211377569,
          -10.123199405525606,
          -10.206083261606176,
          -10.310905976411995,
          -10.432129981872565,
          -10.562237101094633,
          -10.69246897226872,
          -10.813698910615717,
          -10.917347391655868,
          -10.996248285681052,
          -11.045377430538093,
          -11.062368692366848,
          -11.047763981066284,
          -11.004970598813788,
          -10.939929057306609,
          -10.860524048688479,
          -10.775797553388752,
          -10.69504339914807,
          -10.62687484269086,
          -10.57835965166108,
          -10.554310405864193,
          -10.556801997243047,
          -10.584965198601461,
          -10.63507706429088,
          -10.700938709856548,
          -10.774501796280017,
          -10.846679816946184,
          -10.908261635096748,
          -10.95083454706315,
          -10.967623474733193,
          -10.954161760344055,
          -10.908726505181553,
          -10.832495635596716,
          -10.729412378562674,
          -10.605772640686792,
          -10.469578843863582,
          -10.329727208908787,
          -10.195111919358379,
          -10.073737400648689,
          -9.97192837572283,
          -9.893716639210899,
          -9.840464802342263,
          -9.810762586078088,
          -9.800603167787305,
          -9.803818532154999,
          -9.81272667787456,
          -9.818922544146188,
          -9.814130746533777,
          -9.791032984519378,
          -9.743986739450364,
          -9.669564124158326,
          -9.56685910531562,
          -9.437535708138157,
          -9.28561664816272,
          -9.117038315309912,
          -8.939021435399892,
          -8.759324686063266,
          -8.58545928004909,
          -8.42394505778537,
          -8.279682829520814,
          -8.155504320565335,
          -8.051941623256198,
          -7.967234674146969,
          -7.897570455430681,
          -7.837523971373003,
          -7.780651008708441,
          -7.72016826644517,
          -7.649649019956327,
          -7.563662689610546,
          -7.458294325414103,
          -7.331494128531512,
          -7.1832260802520915,
          -7.015406436268427,
          -6.83164492393734,
          -6.636821618950015,
          -6.4365486013960975,
          -6.236576000191009,
          -6.042205964991892,
          -5.857775216004689,
          -5.686257608160672,
          -5.529023764824856,
          -5.38577696968319,
          -5.254665166856161,
          -5.132550227433203,
          -5.015399588174229,
          -4.898753608343212,
          -4.778215665728556,
          -4.649911641856317,
          -4.510870883486448,
          -4.359291194575628,
          -4.194664600667683,
          -4.017756853182699,
          -3.8304500432165454,
          -3.6354724449929106,
          -3.436051215471977,
          -3.235530654162876,
          -3.0370007221328494,
          -2.8429773695121128,
          -2.655168449182452,
          -2.474347635483491,
          -2.3003452379593576,
          -2.132150731009229,
          -1.9681088614298912,
          -1.8061808286645167,
          -1.6442354017561656,
          -1.4803326244020936,
          -1.3129651134639195,
          -1.1412284836863726,
          -0.9649022525228691,
          -0.784434438338273,
          -0.6008354846811942,
          -0.41549859945139156,
          -0.22997270313521823,
          -0.04571984667162444,
          0.136109474859092,
          0.31485238106005664,
          0.49043690119983674,
          0.6633980318896678,
          0.8348036083788903,
          1.0060989922134786,
          1.1788904672619585,
          1.3546956957924075,
          1.5346945372482603,
          1.7195143148449388,
          1.909080071202961,
          2.102552851555011,
          2.2983684463132334,
          2.494376559331292,
          2.6880675364818276,
          2.8768621562256453,
          3.0584310020388243,
          3.2310047710048937,
          3.3936362580230597,
          3.5463788995246524,
          3.690355311830693,
          3.8277013333796877,
          3.9613853537064823,
          4.094917567461751,
          4.23197749842692,
          4.375999051627127,
          4.529759104806016,
          4.6950173200905985,
          4.872251079120934,
          5.060520472466846,
          5.257484961369774,
          5.459577051409534,
          5.6623208253229445,
          5.860766415735632,
          6.049997371629516,
          6.22565805618509,
          6.384443943303792,
          6.524499605389158,
          6.645677283177675,
          6.7496224903977895,
          6.839670798102774,
          6.920559940027796,
          6.997981553564516,
          7.0780150184808415,
          7.166499940494587,
          7.268412205179366,
          7.3873101369565815,
          7.524911786184952,
          7.680852147177917,
          7.852651330103948,
          8.035903146050922,
          8.224670440883852,
          8.412051270453622,
          8.590861045592298,
          8.754362187251873,
          8.896966184721212,
          9.014834097321037,
          9.106310521625195,
          9.172142067644954,
          9.21545289064378,
          9.241474642112005,
          9.257053776196495,
          9.269982795049373,
          9.288221215753438,
          9.31908469947514,
          9.368485464400862,
          9.440303190729434,
          9.53595339691319,
          9.65420087808432,
          9.791241174551622,
          9.941045679494227,
          10.095938718274244,
          10.247350580984369,
          10.386671636353247,
          10.506121324994295,
          10.59954328562697,
          10.66304446811299,
          10.695411240792943,
          10.698257718702267,
          10.675888586679772,
          10.634887808407372,
          10.583472802586833,
          10.530678007529097,
          10.485449700766047,
          10.455743592613812,
          10.447717021782505,
          10.465098459423524,
          10.508799364468166,
          10.576809005930823,
          10.664384163568824,
          10.764515576349442,
          10.868624717275084,
          10.96742085101284,
          11.051831820929173,
          11.113914329017868,
          11.231949122537644,
          11.246092538884106,
          11.227634242695341,
          11.177982541726974,
          11.10135461011083,
          11.004350419650777,
          10.895287461414767,
          10.783364011651608,
          10.677735998827481,
          10.586601104238746,
          10.516382716935578,
          10.471095894570057,
          10.451958659602775,
          10.457286746650265,
          10.482680924630355,
          10.521486238340586,
          10.565475007188056,
          10.60568299352324,
          10.633313079968739,
          10.64061457372966,
          10.621649463733966,
          10.572869195269192,
          10.493445470039408,
          10.385324116446583,
          10.25299953477555,
          10.103035655484213,
          9.943384835849255,
          9.782576072329713,
          9.628856331741849,
          9.489372510108327,
          9.369476234016481,
          9.272220078938318,
          9.198093300987392,
          9.145020060713792,
          9.10861600992383,
          9.082672836682304,
          9.059817616764773,
          9.032276895443333,
          8.99266597804123,
          8.934722796577727,
          8.853912919566849,
          8.747846895610607,
          8.61647152397918,
          8.462020607963773,
          8.288735717814268,
          8.102390858014903,
          7.909674301955863,
          7.717494292036842,
          7.532281529134336,
          7.359359896730596,
          7.202448004519211,
          7.063338985340684,
          6.941786267885655,
          6.835600948918862,
          6.740944280144783,
          6.65277899139164,
          6.565427720556149,
          6.473177231240707,
          6.370864232171184,
          6.254382593130134,
          6.1210619719526,
          5.969883066345987,
          5.801513121886931,
          5.618164902373872,
          5.423300928889419,
          5.221220449016337,
          5.016577708388164,
          4.813885599877561,
          4.617058236799364,
          4.429039680690935,
          4.25155482299943,
          4.085003659985814,
          3.9285036476681485,
          3.780068364182644,
          3.6368961625636396,
          3.495731425124373,
          3.353254557030569,
          3.2064555596356135,
          3.052949882904113,
          2.8912036674725057,
          2.7206473466249173,
          2.5416704189527985,
          2.3555043676078466,
          2.164013540900179,
          1.9694238651291134,
          1.7740254358575474,
          1.579886708406543,
          1.3886151032366763,
          1.2011918186566521,
          1.0178984408902145,
          0.8383408585960808,
          0.6615635258331586,
          0.48623579654538057,
          0.310883238855369,
          0.13413157421581268,
          -0.04507021976229394,
          -0.22727795647951532,
          -0.41245477039994827,
          -0.5999615337607143,
          -0.7886369283637127,
          -0.9769570489778872,
          -1.1632537497296518,
          -1.345962845155257,
          -1.5238687759764669,
          -1.696312046952486,
          -1.8633297341271278,
          -2.0257072125708553,
          -2.1849300680284194,
          -2.3430376480285777,
          -2.502392376093903,
          -2.665390244076212,
          -2.8341463953695682,
          -3.010194305393633,
          -3.1942370887047327,
          -3.3859847789266015,
          -3.5841024605876877,
          -3.7862818225257553,
          -3.989434412357825,
          -4.189990232015197,
          -4.384272042407941,
          -4.568905445481263,
          -4.74121878767129,
          -4.899586024296372,
          -5.043670176208668,
          -5.174534560950209,
          -5.29460266324704,
          -5.407463897188032,
          -5.517539828627947,
          -5.629641738188554,
          -5.748463837578681,
          -5.87806540053911,
          -6.0213983883477535,
          -6.1799342903891334,
          -6.35343498898257,
          -6.539898297581381,
          -6.735690819958566,
          -6.93586080533449,
          -7.134603868004712,
          -7.325836975041728,
          -7.503822956443434,
          -7.663780510853509,
          -7.8024142169788915,
          -7.918305647093327,
          -8.012119785151183,
          -8.086599329289943,
          -8.146341258971077,
          -8.197373011335925,
          -8.246567304627971,
          -8.300952717653193,
          -8.366989570967817,
          -8.44988600746934,
          -8.5530267153461,
          -8.67757657222234,
          -8.822304536845353,
          -8.983651034670919,
          -9.156037112427832,
          -9.332388357085646,
          -9.504823646972929,
          -9.665440683375277,
          -9.80711892805668,
          -9.924257348199559,
          -10.013369713808908,
          -10.073473676980143,
          -10.10623019838009,
          -10.115815046673529,
          -10.108531520522124,
          -10.092200398581012,
          -10.075386603012939,
          -10.066539678246084,
          -10.073135035153566,
          -10.100903878039896,
          -10.153231619558877,
          -10.23078814380239,
          -10.331430122942223,
          -10.45038806459103,
          -10.58072167793097,
          -10.7139994950347,
          -10.841135342441884,
          -10.953297673479621,
          -11.042799706296588,
          -11.103879656082277,
          -11.133291022171486,
          -11.130641844050263,
          -11.098447163657413,
          -11.041888045003377,
          -10.968300422633533,
          -10.88644469927762,
          -10.805629535768777,
          -10.734778339802732,
          -10.681532995888269,
          -10.651485747642527,
          -10.647617203346082,
          -10.669997505871473,
          -10.715780933988233,
          -10.779494332872273,
          -10.853589875951279,
          -10.929205807946643,
          -10.997057763558205,
          -11.048370149830498,
          -11.075753251773541,
          -11.07393753997266,
          -11.040291500062745,
          -10.975071613505014,
          -10.881380579275513,
          -10.76483963733371,
          -10.633009871756968,
          -10.494622661272846,
          -10.358698434294565,
          -10.233643665065747,
          -10.12641756557143,
          -10.041852094432466,
          -9.982192593713132,
          -9.946903319603843,
          -9.932754776256603,
          -9.934180941197994,
          -9.943867159371239,
          -9.953506471451448,
          -9.95464575030158,
          -9.939534859979709,
          -9.901892869892693,
          -9.837514961966312,
          -9.744660964365876,
          -9.624189552422076,
          -9.479428619053834,
          -9.3157993605077,
          -9.140236452654703,
          -8.960466780356251,
          -8.784222527207467,
          -8.61846976398598,
          -8.4687305714573,
          -8.338565659812092,
          -8.229266687359603,
          -8.139784994206426,
          -8.066898670580695,
          -8.00559539071067,
          -7.949626799098201,
          -7.892173629996875,
          -7.8265507978538364,
          -7.746879312191866,
          -7.648657130502683,
          -7.52917324868972,
          -7.38772700895026,
          -7.225635800383727,
          -7.0460367311948975,
          -6.8535090798648035,
          -6.653562180976307,
          -6.4520460732669385,
          -6.254548528156053,
          -6.065841488850247,
          -5.889432730359398,
          -5.727265648224935,
          -5.579593031308395,
          -5.445031410179395,
          -5.320783223449097,
          -5.202996689167895,
          -5.087219715880245,
          -4.968895786423386,
          -4.843847249411747,
          -4.708694947367499,
          -4.5611720284368715,
          -4.400302983836931,
          -4.226434840754067,
          -4.041124183065506,
          -3.84689938980216,
          -3.6469304604563346,
          -3.4446476774447365,
          -3.2433542766074908,
          -3.045876975561944,
          -2.854291965405389,
          -2.6697536713017405,
          -2.4924405377059133,
          -2.3216178798758986,
          -2.155804142883349,
          -1.9930152987851482,
          -1.8310538873209932,
          -1.6678052361339446,
          -1.501504036466769,
          -1.3309395041593088,
          -1.155576111752326,
          -0.9755781991716724,
          -0.7917392367308141,
          -0.6053285906825655,
          -0.4178788633681542,
          -0.23094402448708415,
          -0.04586177955976184,
          0.1364474197486672,
          0.3156174664349434,
          0.4918911240629164,
          0.6660842760867591,
          0.8394641380779687,
          1.0135571313197687,
          1.189911650320128,
          1.3698473619588025,
          1.5542251206481488,
          1.7432697189493946,
          1.9364716860389022,
          2.1325848738586184,
          2.329724740746452,
          2.5255594668618,
          2.7175738661201607,
          2.903376003128812,
          3.0810097641686864,
          3.2492342714659763,
          3.407733378154945,
          3.5572253933548588,
          3.6994539719929573,
          3.8370545948736923,
          3.973305743180277,
          4.111788039545131,
          4.255986599609649,
          4.408880137454259,
          4.572563904546893,
          4.747951744685627,
          4.934595445655072,
          5.1306478015390695,
          5.332980560289147,
          5.537451342578771,
          5.739296560818851,
          5.933612272852918,
          6.115873538550416,
          6.282436605415604,
          6.430967992407984,
          6.56075048545369,
          6.672827734537922,
          6.769965431945973,
          6.856426293874356,
          6.93757623230933,
          7.019358004622849,
          7.107684160650938,
          7.20781148221573,
          7.323763057915978,
          7.457861055738701,
          7.610423296784957,
          7.7796607944815666,
          7.961793073010091,
          8.151375396957997,
          8.341809410104137,
          8.525988520609845,
          8.697013894883934,
          8.848907889177694,
          8.977250259142142,
          9.079668861590436,
          9.156130285352639,
          9.208995612625317,
          9.242830345010967,
          9.263982988212003,
          9.279971219339046,
          9.298735367901955,
          9.327833872759967,
          9.373662763924246,
          9.440780161271167,
          9.531407259149248,
          9.645160144502645,
          9.77904375561682,
          9.927712652738949,
          10.083975772457375,
          10.23949683207626,
          10.385621221922085,
          10.514246298636333,
          10.618646500839237,
          10.694168315833899,
          10.738722555451659,
          10.753021451253987,
          10.740533748984065,
          10.707159661211781,
          10.660656281768883,
          10.609869901213752,
          10.563851893929074,
          10.530947341695871,
          10.517948971341738,
          10.529402904422334,
          10.56713771563139,
          10.630065872103422,
          10.714279052700476,
          10.813428942916905,
          10.919355938182157,
          11.022902771864471,
          11.114831042423798,
          11.186747923759802,
          11.231949122537642,
          11.292379344300668,
          11.28620349881356,
          11.248052379083722,
          11.181284562337318,
          11.091807271400558,
          10.987481318782978,
          10.877330328665272,
          10.77063461478354,
          10.67600166394823,
          10.600507327549732,
          10.548994357375868,
          10.523598629797446,
          10.52354998370096,
          10.545266481185989,
          10.582730989859403,
          10.628110358267856,
          10.672553042077038,
          10.707083319630053,
          10.72350098962939,
          10.715195565292536,
          10.677793391647652,
          10.60957378167327,
          10.511614314948943,
          10.387653348176793,
          10.243686651701832,
          10.087341937167588,
          9.927097140359827,
          9.771423448082823,
          9.627940728524841,
          9.502670649342852,
          9.399461695887492,
          9.319641777722872,
          9.26193013497825,
          9.22261336688158,
          9.195963412230638,
          9.174850998690056,
          9.151488912493193,
          9.11822732204258,
          9.068319459230334,
          8.996580495248562,
          8.899874834186653,
          8.777385872055856,
          8.630645468659097,
          8.463325471634992,
          8.280817978462713,
          8.08965211020258,
          7.8968107732732715,
          7.709019678320198,
          7.532081996169534,
          7.37032550789693,
          7.226215796877372,
          7.100170478364434,
          6.990587728720764,
          6.894079814682142,
          6.805881321530309,
          6.720384507993513,
          6.631742400959639,
          6.534474991942742,
          6.424015593621577,
          6.297142694068512,
          6.152256450986362,
          5.989476676879839,
          5.8105587801885825,
          5.618643495476391,
          5.417873288867387,
          5.2129212984514215,
          5.008486287099784,
          4.808808686049382,
          4.6172584030821415,
          4.436035325184902,
          4.266009593933318,
          4.1067124206581616,
          3.9564713104796354,
          3.8126679644067556,
          3.67208451465639,
          3.531295427973653,
          3.3870591763083926,
          3.2366658224272307,
          3.078203597995624,
          2.910718420387499,
          2.7342537373109765,
          2.549772483547249,
          2.358976593454529,
          2.164050876179494,
          1.9673658718991842,
          1.771177753801778,
          1.577362136807631,
          1.387213066195703,
          1.201329263467992,
          1.0195980899130317,
          0.8412751025290641,
          0.665145064821045,
          0.4897402863450902,
          0.3135853864313692,
          0.13543479481890028,
          -0.04552919035429223,
          -0.22956439621694652,
          -0.4163205155361014,
          -0.6048811544109336,
          -0.793890783716416,
          -0.9817498880556147,
          -1.1668523776032176,
          -1.3478333384629164,
          -1.5237932210020622,
          -1.6944668934643343,
          -1.8603123875278866,
          -2.0225039014999844,
          -2.182825557039847,
          -2.343475094440758,
          -2.5067985913258317,
          -2.674986919175741,
          -2.8497707754248385,
          -3.0321529060743164,
          -3.222213227908115,
          -3.419015185760704,
          -3.620630591942979,
          -3.824286605116974,
          -4.0266239553878815,
          -4.224041706273553,
          -4.4130924176074195,
          -4.590883957832323,
          -4.755441426991091,
          -4.905985178957763,
          -5.04308865847495,
          -5.1686919784931655,
          -5.2859626040599945,
          -5.3990115227811595,
          -5.512489983611199,
          -5.631106371251633,
          -5.759113344371766,
          -5.899820687286876,
          -6.055188642909983,
          -6.225549696690388,
          -6.409494433365656,
          -6.603940390403729,
          -6.804383499096633,
          -7.005311789215716,
          -7.200742707583713,
          -7.384830718545194,
          -7.5524825220626415,
          -7.699914407782785,
          -7.825090443490184,
          -7.92799110621602,
          -8.010678598528099,
          -8.077145801468491,
          -8.132958470509621,
          -8.18472249470737,
          -8.239427419421542,
          -8.303731839786233,
          -8.383264054156005,
          -8.482011548154082,
          -8.601865277978916,
          -8.742369981014903,
          -8.900711280703838,
          -9.071946224756514,
          -9.249458582107495,
          -9.425596375590525,
          -9.592429285868196,
          -9.742549888186419,
          -9.869836721034966,
          -9.970099689266524,
          -10.041539147166898,
          -10.084968182768138,
          -10.103771340846977,
          -10.103599878846763,
          -10.091830885659249,
          -10.076842370387928,
          -10.067176131443173,
          -10.070672729639378,
          -10.09366682372472,
          -10.140325975154033,
          -10.212202226241509,
          -10.30804464427964,
          -10.423894720869772,
          -10.553457698096855,
          -10.688714524175714,
          -10.82071416186847,
          -10.940466995393871,
          -11.039849113887591,
          -11.112425482461608,
          -11.154107689494674,
          -11.163578346995221,
          -11.142437678738068,
          -11.095055976409393,
          -11.028145558377467,
          -10.950094550323351,
          -10.870129262473377,
          -10.797389632256124,
          -10.740011292782041,
          -10.704307359692345,
          -10.694133030163494,
          -10.710497571020682,
          -10.751463131581044,
          -10.812340629967403,
          -10.886162726730905,
          -10.964385722337004,
          -11.037748987468897,
          -11.09720463631038,
          -11.134823203362487,
          -11.144583778900321,
          -11.122969096240949,
          -11.069306182681169,
          -10.985819293431852,
          -10.877391242379625,
          -10.751058895141826,
          -10.615295455420412,
          -10.479153513556755,
          -10.351356478859472,
          -10.239430631398113,
          -10.148965191042256,
          -10.083074075100123,
          -10.04211187688449,
          -10.023670275144394,
          -10.022852324770646,
          -10.032793857273749,
          -10.045376428469694,
          -10.052057403120031,
          -10.044731736709245,
          -10.016537851626323,
          -9.962526830342012,
          -9.880129153234998,
          -9.769374748738532,
          -9.632847897470066,
          -9.4753858294213,
          -9.303555840696404,
          -9.124967773650132,
          -8.947494539604252,
          -8.778481477151383,
          -8.624025015762204,
          -8.488392525282936,
          -8.37363940446323,
          -8.279458159585733,
          -8.20326975183097,
          -8.140542444439655,
          -8.085300367784402,
          -8.030765392614615,
          -7.970063507978781,
          -7.896921902660418,
          -7.806285712453406,
          -7.694793464459758,
          -7.561066410505842,
          -7.40578736636823,
          -7.2315671235201595,
          -7.0426185724087205,
          -6.844278060854785,
          -6.642428234472881,
          -6.4428852336978935,
          -6.250814900225042,
          -6.070237566728176,
          -5.903669790489574,
          -5.751935403745189,
          -5.614159327311803,
          -5.487937833714546,
          -5.36966049099316,
          -5.254943811275044,
          -5.139126209300698,
          -5.017769225701201,
          -4.887111415258258,
          -4.744428496086804,
          -4.588265337559676,
          -4.4185206711174425,
          -4.236382252596697,
          -4.044126681632559,
          -3.8448123817093474,
          -3.641904845381248,
          -3.4388790899611816,
          -3.2388448492521538,
          -3.0442354515970447,
          -2.856592287545179,
          -2.676464423741378,
          -2.5034287891280096,
          -2.336222124789944,
          -2.172963197670535,
          -2.0114340590617,
          -1.8493834299560516,
          -1.6848141730317587,
          -1.5162202736313937,
          -1.342746269568396,
          -1.1642526447376527,
          -0.9812829943093277,
          -0.7949412595326727,
          -0.6066984990568286,
          -0.4181571732161199,
          -0.23080576726295,
          -0.045797221228717565,
          0.13621896564866412,
          0.31518844808496843,
          0.4916552425928741,
          0.6666758406984715,
          0.8416554573458535,
          1.0181280746292534,
          1.19750967410466,
          1.3808581020834552,
          1.5686728402719765,
          1.7607635289729122,
          1.956207900759342,
          2.153408783016141,
          2.35024732757721,
          2.544317137544945,
          2.7332130229267424,
          2.914840107441503,
          3.087704983153798,
          3.251151165891032,
          3.405506305773609,
          3.552117963591446,
          3.6932672786330225,
          3.831964130395596,
          3.9716417939660245,
          4.11578190687645,
          4.267510242354154,
          4.429209081584696,
          4.602192131628578,
          4.786482755756395,
          4.980726189078634,
          5.182252401446348,
          5.387289816271459,
          5.591312994257578,
          5.789491566669337,
          5.977194986315248,
          6.150499590233569,
          6.306642091925657,
          6.444367389485573,
          6.564128261320011,
          6.66810922978592,
          6.76006512875325,
          6.844984804575766,
          6.928609769922207,
          7.016854374013359,
          7.115186243632891,
          7.228031929558095,
          7.3582720258168575,
          7.506882403387259,
          7.672764258863299,
          7.85278676623519,
          8.042044150100324,
          8.2343062594144,
          8.422620634703527,
          8.600006926137306,
          8.760173257572694,
          8.898180075716098,
          9.01098076294088,
          9.097779594812478,
          9.160165445357455,
          9.202002226588569,
          9.22908209675697,
          9.248572384009938,
          9.26830931703729,
          9.296008648420777,
          9.338473221456537,
          9.40087930107102,
          9.486216744292816,
          9.594943398162687,
          9.724892899901135,
          9.871449438722143,
          10.027975635490659,
          10.186453342283045,
          10.338274621933811,
          10.475103835767143,
          10.589723422552174,
          10.676776555303636,
          10.733329452802481,
          10.759193800174149,
          10.756973745833655,
          10.731829862083053,
          10.690981426313465,
          10.642995407976265,
          10.59693281956028,
          10.561438266473948,
          10.5438649896603,
          10.54952470838585,
          10.58113938647806,
          10.638551865904844,
          10.718726174610676,
          10.816038885845265,
          10.922833201839326,
          11.030180514538445,
          11.128772842497439,
          11.209855971809239,
          11.266108757854273,
          11.292379344300668,
          11.292379344300668,
          11.266108757854274,
          11.209855971809244,
          11.128772842497442,
          11.03018051453845,
          10.922833201839335,
          10.81603888584527,
          10.718726174610682,
          10.63855186590485,
          10.581139386478062,
          10.54952470838585,
          10.543864989660298,
          10.561438266473946,
          10.596932819560276,
          10.642995407976262,
          10.690981426313465,
          10.73182986208305,
          10.756973745833653,
          10.75919380017415,
          10.733329452802481,
          10.67677655530364,
          10.589723422552181,
          10.47510383576715,
          10.338274621933817,
          10.186453342283055,
          10.02797563549067,
          9.871449438722152,
          9.724892899901139,
          9.594943398162698,
          9.486216744292822,
          9.400879301071024,
          9.338473221456537,
          9.296008648420782,
          9.268309317037291,
          9.24857238400994,
          9.229082096756969,
          9.202002226588569,
          9.16016544535746,
          9.097779594812483,
          9.010980762940884,
          8.898180075716107,
          8.760173257572704,
          8.600006926137313,
          8.422620634703533,
          8.234306259414414,
          8.042044150100336,
          7.852786766235199,
          7.672764258863305,
          7.506882403387274,
          7.358272025816868,
          7.228031929558102,
          7.115186243632896,
          7.016854374013366,
          6.928609769922213,
          6.844984804575769,
          6.760065128753253,
          6.668109229785929,
          6.564128261320019,
          6.44436738948558,
          6.3066420919256645,
          6.150499590233573,
          5.9771949863152605,
          5.789491566669348,
          5.591312994257588,
          5.3872898162714655,
          5.1822524014463625,
          4.980726189078646,
          4.786482755756403,
          4.602192131628583,
          4.429209081584708,
          4.267510242354163,
          4.115781906876455,
          3.971641793966027,
          3.8319641303956056,
          3.69326727863303,
          3.552117963591451,
          3.4055063057736135,
          3.2511511658910432,
          3.087704983153807,
          2.9148401074415107,
          2.733213022926748,
          2.544317137544959,
          2.3502473275772204,
          2.1534087830161495,
          1.9562079007593478,
          1.7607635289729255,
          1.5686728402719872,
          1.3808581020834632,
          1.1975096741046654,
          1.0181280746292658,
          0.8416554573458631,
          0.6666758406984787,
          0.491655242592879,
          0.3151884480849806,
          0.13621896564867406,
          -0.04579722122870993,
          -0.23080576726294222,
          -0.4181571732161044,
          -0.6066984990568157,
          -0.7949412595326623,
          -0.9812829943093201,
          -1.164252644737638,
          -1.342746269568384,
          -1.5162202736313846,
          -1.684814173031752,
          -1.8493834299560385,
          -2.0114340590616884,
          -2.172963197670526,
          -2.336222124789937,
          -2.5034287891279954,
          -2.6764644237413657,
          -2.856592287545169,
          -3.0442354515970362,
          -3.2388448492521382,
          -3.438879089961168,
          -3.6419048453812373,
          -3.844812381709338,
          -4.044126681632542,
          -4.236382252596685,
          -4.418520671117433,
          -4.588265337559669,
          -4.744428496086794,
          -4.887111415258248,
          -5.017769225701197,
          -5.139126209300693,
          -5.254943811275043,
          -5.3696604909931525,
          -5.4879378337145415,
          -5.614159327311797,
          -5.7519354037451835,
          -5.9036697904895625,
          -6.0702375667281645,
          -6.250814900225034,
          -6.442885233697886,
          -6.6424282344728685,
          -6.844278060854771,
          -7.042618572408714,
          -7.231567123520152,
          -7.405787366368222,
          -7.561066410505832,
          -7.694793464459753,
          -7.8062857124534,
          -7.896921902660415,
          -7.970063507978776,
          -8.030765392614613,
          -8.085300367784399,
          -8.140542444439653,
          -8.203269751830964,
          -8.27945815958573,
          -8.373639404463225,
          -8.488392525282933,
          -8.624025015762195,
          -8.778481477151377,
          -8.947494539604241,
          -9.124967773650123,
          -9.303555840696394,
          -9.475385829421292,
          -9.632847897470056,
          -9.769374748738526,
          -9.880129153234993,
          -9.962526830342007,
          -10.01653785162632,
          -10.044731736709243,
          -10.05205740312003,
          -10.045376428469694,
          -10.03279385727375,
          -10.022852324770644,
          -10.02367027514439,
          -10.042111876884489,
          -10.08307407510012,
          -10.148965191042253,
          -10.239430631398104,
          -10.351356478859467,
          -10.479153513556746,
          -10.615295455420405,
          -10.751058895141817,
          -10.877391242379622,
          -10.985819293431843,
          -11.069306182681169,
          -11.122969096240944,
          -11.144583778900321,
          -11.134823203362487,
          -11.097204636310382,
          -11.0377489874689,
          -10.96438572233701,
          -10.886162726730912,
          -10.812340629967405,
          -10.751463131581048,
          -10.710497571020685,
          -10.694133030163492,
          -10.704307359692343,
          -10.740011292782038,
          -10.79738963225612,
          -10.870129262473371,
          -10.950094550323342,
          -11.028145558377462,
          -11.09505597640939,
          -11.142437678738066,
          -11.163578346995223,
          -11.154107689494678,
          -11.112425482461614,
          -11.039849113887595,
          -10.940466995393884,
          -10.820714161868473,
          -10.688714524175722,
          -10.553457698096862,
          -10.423894720869779,
          -10.308044644279645,
          -10.212202226241518,
          -10.140325975154035,
          -10.093666823724721,
          -10.07067272963938,
          -10.067176131443173,
          -10.076842370387928,
          -10.091830885659245,
          -10.103599878846763,
          -10.10377134084698,
          -10.08496818276814,
          -10.041539147166901,
          -9.970099689266528,
          -9.869836721034972,
          -9.742549888186424,
          -9.592429285868207,
          -9.425596375590533,
          -9.249458582107508,
          -9.071946224756521,
          -8.900711280703849,
          -8.742369981014908,
          -8.601865277978927,
          -8.482011548154087,
          -8.38326405415601,
          -8.303731839786234,
          -8.239427419421544,
          -8.184722494707371,
          -8.132958470509623,
          -8.077145801468493,
          -8.010678598528106,
          -7.927991106216024,
          -7.8250904434901924,
          -7.69991440778279,
          -7.552482522062651,
          -7.384830718545201,
          -7.200742707583721,
          -7.005311789215722,
          -6.804383499096647,
          -6.60394039040374,
          -6.409494433365663,
          -6.225549696690396,
          -6.055188642909995,
          -5.899820687286886,
          -5.7591133443717695,
          -5.631106371251637,
          -5.512489983611204,
          -5.399011522781166,
          -5.285962604059996,
          -5.16869197849317,
          -5.0430886584749555,
          -4.905985178957773,
          -4.755441426991102,
          -4.59088395783233,
          -4.41309241760743,
          -4.224041706273566,
          -4.026623955387899,
          -3.8242866051169835,
          -3.620630591942989,
          -3.419015185760718,
          -3.22221322790813,
          -3.0321529060743235,
          -2.849770775424848,
          -2.6749869191757525,
          -2.5067985913258455,
          -2.3434750944407643,
          -2.182825557039856,
          -2.0225039014999955,
          -1.8603123875278997,
          -1.694466893464341,
          -1.5237932210020717,
          -1.3478333384629284,
          -1.1668523776032327,
          -0.9817498880556224,
          -0.7938907837164265,
          -0.6048811544109465,
          -0.4163205155361168,
          -0.22956439621695424,
          -0.04552919035429982,
          0.1354347948188904,
          0.3135853864313571,
          0.48974028634508526,
          0.6651450648210377,
          0.8412751025290545,
          1.0195980899130195,
          1.2013292634679866,
          1.387213066195695,
          1.57736213680762,
          1.7711777538017646,
          1.9673658718991784,
          2.164050876179486,
          2.3589765934545186,
          2.5497724835472355,
          2.734253737310971,
          2.9107184203874916,
          3.078203597995616,
          3.2366658224272196,
          3.387059176308388,
          3.531295427973648,
          3.6720845146563823,
          3.812667964406746,
          3.956471310479632,
          4.106712420658155,
          4.266009593933309,
          4.43603532518489,
          4.617258403082136,
          4.808808686049374,
          5.008486287099774,
          5.212921298451408,
          5.417873288867381,
          5.618643495476383,
          5.810558780188572,
          5.9894766768798275,
          6.152256450986358,
          6.297142694068507,
          6.4240155936215695,
          6.534474991942735,
          6.631742400959631,
          6.720384507993509,
          6.805881321530306,
          6.894079814682136,
          6.990587728720756,
          7.100170478364427,
          7.226215796877365,
          7.370325507896919,
          7.532081996169519,
          7.709019678320192,
          7.896810773273263,
          8.089652110202566,
          8.280817978462698,
          8.463325471634985,
          8.630645468659091,
          8.777385872055845,
          8.899874834186644,
          8.996580495248562,
          9.068319459230333,
          9.118227322042577,
          9.151488912493193,
          9.174850998690058,
          9.195963412230638,
          9.222613366881577,
          9.261930134978247,
          9.319641777722872,
          9.399461695887489,
          9.502670649342846,
          9.62794072852483,
          9.77142344808282,
          9.92709714035982,
          10.08734193716758,
          10.243686651701822,
          10.387653348176787,
          10.511614314948936,
          10.609573781673266,
          10.677793391647649,
          10.715195565292534,
          10.723500989629388,
          10.707083319630053,
          10.672553042077041,
          10.628110358267856,
          10.582730989859405,
          10.545266481185994,
          10.523549983700962,
          10.523598629797448,
          10.548994357375866,
          10.600507327549728,
          10.67600166394822,
          10.770634614783537,
          10.877330328665266,
          10.987481318782969,
          11.091807271400553,
          11.181284562337314,
          11.248052379083717,
          11.286203498813558,
          11.292379344300668,
          11.231949122537644,
          11.186747923759803,
          11.114831042423805,
          11.022902771864477,
          10.919355938182163,
          10.813428942916913,
          10.714279052700478,
          10.630065872103424,
          10.567137715631395,
          10.529402904422334,
          10.51794897134174,
          10.53094734169587,
          10.563851893929073,
          10.609869901213749,
          10.66065628176888,
          10.70715966121178,
          10.740533748984065,
          10.753021451253986,
          10.738722555451663,
          10.694168315833902,
          10.618646500839242,
          10.51424629863634,
          10.38562122192209,
          10.239496832076265,
          10.083975772457386,
          9.92771265273896,
          9.77904375561683,
          9.645160144502647,
          9.531407259149256,
          9.44078016127117,
          9.373662763924248,
          9.32783387275997,
          9.298735367901958,
          9.279971219339048,
          9.263982988212003,
          9.242830345010969,
          9.20899561262532,
          9.156130285352644,
          9.079668861590442,
          8.977250259142146,
          8.848907889177706,
          8.697013894883945,
          8.525988520609852,
          8.341809410104142,
          8.151375396958011,
          7.961793073010104,
          7.779660794481575,
          7.610423296784962,
          7.4578610557387135,
          7.323763057915985,
          7.207811482215736,
          7.107684160650941,
          7.019358004622858,
          6.937576232309336,
          6.8564262938743585,
          6.769965431945978,
          6.672827734537931,
          6.560750485453698,
          6.430967992407993,
          6.28243660541561,
          6.115873538550422,
          5.9336122728529315,
          5.739296560818863,
          5.5374513425787795,
          5.332980560289153,
          5.130647801539084,
          4.9345954456550825,
          4.7479517446856345,
          4.572563904546898,
          4.408880137454271,
          4.255986599609657,
          4.111788039545138,
          3.9733057431802816,
          3.8370545948737025,
          3.699453971992965,
          3.557225393354864,
          3.40773337815495,
          3.2492342714659874,
          3.0810097641686953,
          2.90337600312882,
          2.7175738661201656,
          2.525559466861814,
          2.3297247407464625,
          2.132584873858627,
          1.9364716860389082,
          1.7432697189494075,
          1.554225120648159,
          1.3698473619588105,
          1.189911650320133,
          1.0135571313197809,
          0.8394641380779782,
          0.6660842760867665,
          0.49189112406292135,
          0.3156174664349554,
          0.13644741974867713,
          -0.04586177955975419,
          -0.2309440244870764,
          -0.41787886336813884,
          -0.6053285906825526,
          -0.7917392367308038,
          -0.9755781991716651,
          -1.1555761117523116,
          -1.330939504159297,
          -1.5015040364667598,
          -1.6678052361339377,
          -1.8310538873209798,
          -1.9930152987851366,
          -2.15580414288334,
          -2.321617879875892,
          -2.4924405377058987,
          -2.6697536713017276,
          -2.854291965405379,
          -3.0458769755619364,
          -3.2433542766074748,
          -3.4446476774447228,
          -3.646930460456324,
          -3.8468993898021515,
          -4.041124183065491,
          -4.226434840754055,
          -4.400302983836922,
          -4.561172028436865,
          -4.70869494736749,
          -4.843847249411738,
          -4.9688957864233805,
          -5.087219715880239,
          -5.202996689167893,
          -5.32078322344909,
          -5.445031410179389,
          -5.579593031308388,
          -5.727265648224929,
          -5.889432730359384,
          -6.065841488850234,
          -6.254548528156045,
          -6.4520460732669305,
          -6.653562180976294,
          -6.85350907986479,
          -7.046036731194891,
          -7.225635800383721,
          -7.387727008950254,
          -7.529173248689712,
          -7.64865713050268,
          -7.74687931219186,
          -7.826550797853832,
          -7.89217362999687,
          -7.949626799098198,
          -8.005595390710665,
          -8.066898670580693,
          -8.139784994206419,
          -8.229266687359601,
          -8.338565659812083,
          -8.468730571457293,
          -8.618469763985967,
          -8.784222527207463,
          -8.960466780356239,
          -9.140236452654698,
          -9.31579936050769,
          -9.479428619053824,
          -9.624189552422067,
          -9.74466096436587,
          -9.837514961966308,
          -9.90189286989269,
          -9.939534859979705,
          -9.95464575030158,
          -9.953506471451446,
          -9.943867159371239,
          -9.934180941197997,
          -9.932754776256601,
          -9.94690331960384,
          -9.982192593713132,
          -10.041852094432459,
          -10.126417565571426,
          -10.23364366506574,
          -10.35869843429456,
          -10.494622661272837,
          -10.633009871756958,
          -10.7648396373337,
          -10.88138057927551,
          -10.975071613505003,
          -11.040291500062743,
          -11.073937539972658,
          -11.075753251773541,
          -11.0483701498305,
          -10.997057763558209,
          -10.929205807946648,
          -10.853589875951283,
          -10.779494332872279,
          -10.715780933988237,
          -10.669997505871475,
          -10.647617203346082,
          -10.651485747642525,
          -10.681532995888267,
          -10.734778339802729,
          -10.805629535768771,
          -10.886444699277616,
          -10.968300422633524,
          -11.041888045003374,
          -11.098447163657411,
          -11.130641844050263,
          -11.133291022171486,
          -11.103879656082281,
          -11.042799706296593,
          -10.953297673479621,
          -10.841135342441897,
          -10.713999495034704,
          -10.580721677930978,
          -10.450388064591039,
          -10.33143012294223,
          -10.230788143802396,
          -10.153231619558882,
          -10.100903878039901,
          -10.073135035153566,
          -10.066539678246084,
          -10.075386603012937,
          -10.092200398581012,
          -10.10853152052212,
          -10.11581504667353,
          -10.106230198380091,
          -10.073473676980148,
          -10.013369713808913,
          -9.924257348199562,
          -9.807118928056687,
          -9.665440683375282,
          -9.50482364697294,
          -9.332388357085657,
          -9.156037112427844,
          -8.983651034670924,
          -8.822304536845364,
          -8.677576572222343,
          -8.553026715346109,
          -8.449886007469344,
          -8.366989570967824,
          -8.300952717653196,
          -8.246567304627977,
          -8.197373011335928,
          -8.146341258971082,
          -8.086599329289946,
          -8.01211978515119,
          -7.918305647093332,
          -7.8024142169789,
          -7.663780510853515,
          -7.503822956443447,
          -7.325836975041737,
          -7.134603868004721,
          -6.935860805334496,
          -6.735690819958579,
          -6.539898297581392,
          -6.353434988982576,
          -6.17993429038914,
          -6.021398388347765,
          -5.8780654005391195,
          -5.7484638375786865,
          -5.629641738188559,
          -5.517539828627952,
          -5.407463897188038,
          -5.2946026632470415,
          -5.174534560950216,
          -5.043670176208673,
          -4.899586024296384,
          -4.741218787671302,
          -4.568905445481271,
          -4.384272042407951,
          -4.1899902320152105,
          -3.9894344123578422,
          -3.7862818225257637,
          -3.584102460587698,
          -3.385984778926615,
          -3.1942370887047473,
          -3.0101943053936404,
          -2.834146395369577,
          -2.6653902440762227,
          -2.502392376093916,
          -2.343037648028584,
          -2.1849300680284283,
          -2.025707212570867,
          -1.863329734127141,
          -1.6963120469524928,
          -1.5238687759764766,
          -1.3459628451552692,
          -1.1632537497296667,
          -0.9769570489778947,
          -0.7886369283637232,
          -0.5999615337607271,
          -0.41245477039996353,
          -0.22727795647952292,
          -0.04507021976230145,
          0.1341315742158029,
          0.310883238855357,
          0.4862357965453757,
          0.6615635258331511,
          0.838340858596071,
          1.0178984408902023,
          1.2011918186566468,
          1.3886151032366683,
          1.5798867084065324,
          1.7740254358575342,
          1.9694238651291074,
          2.1640135409001715,
          2.3555043676078364,
          2.541670418952786,
          2.7206473466249124,
          2.8912036674724986,
          3.052949882904105,
          3.2064555596356032,
          3.353254557030565,
          3.4957314251243683,
          3.6368961625636325,
          3.780068364182634,
          3.9285036476681445,
          4.085003659985808,
          4.25155482299942,
          4.429039680690921,
          4.617058236799359,
          4.813885599877553,
          5.016577708388153,
          5.2212204490163225,
          5.423300928889413,
          5.618164902373863,
          5.801513121886923,
          5.969883066345974,
          6.121061971952595,
          6.254382593130128,
          6.370864232171177,
          6.473177231240701,
          6.565427720556142,
          6.652778991391637,
          6.74094428014478,
          6.835600948918856,
          6.941786267885644,
          7.063338985340678,
          7.202448004519203,
          7.3593598967305836,
          7.532281529134321,
          7.717494292036834,
          7.909674301955855,
          8.102390858014891,
          8.288735717814255,
          8.462020607963767,
          8.616471523979175,
          8.7478468956106,
          8.853912919566842,
          8.934722796577725,
          8.992665978041227,
          9.03227689544333,
          9.059817616764773,
          9.082672836682303,
          9.10861600992383,
          9.145020060713788,
          9.198093300987386,
          9.272220078938313,
          9.369476234016474,
          9.489372510108318,
          9.62885633174184,
          9.782576072329707,
          9.943384835849246,
          10.103035655484202,
          10.252999534775538,
          10.385324116446577,
          10.493445470039402,
          10.572869195269186,
          10.621649463733965,
          10.64061457372966,
          10.63331307996874,
          10.605682993523242,
          10.565475007188057,
          10.521486238340586,
          10.482680924630357,
          10.457286746650265,
          10.451958659602775,
          10.471095894570059,
          10.516382716935576,
          10.586601104238744,
          10.677735998827474,
          10.783364011651605,
          10.895287461414764,
          11.004350419650772,
          11.101354610110825,
          11.177982541726973,
          11.227634242695338,
          11.246092538884104,
          11.231949122537646,
          11.11391432901787,
          11.051831820929177,
          10.967420851012845,
          10.868624717275086,
          10.764515576349448,
          10.664384163568831,
          10.576809005930826,
          10.508799364468167,
          10.465098459423526,
          10.447717021782505,
          10.455743592613812,
          10.485449700766043,
          10.530678007529092,
          10.58347280258683,
          10.634887808407369,
          10.675888586679774,
          10.698257718702266,
          10.695411240792943,
          10.663044468112991,
          10.599543285626972,
          10.506121324994302,
          10.386671636353254,
          10.247350580984376,
          10.09593871827425,
          9.941045679494238,
          9.79124117455163,
          9.654200878084326,
          9.535953396913191,
          9.440303190729441,
          9.368485464400866,
          9.319084699475141,
          9.288221215753438,
          9.269982795049375,
          9.257053776196495,
          9.241474642112006,
          9.215452890643778,
          9.172142067644957,
          9.106310521625199,
          9.014834097321042,
          8.896966184721217,
          8.754362187251886,
          8.59086104559231,
          8.412051270453631,
          8.22467044088386,
          8.035903146050934,
          7.852651330103958,
          7.680852147177924,
          7.524911786184956,
          7.387310136956593,
          7.2684122051793745,
          7.166499940494592,
          7.078015018480846,
          6.997981553564523,
          6.920559940027801,
          6.839670798102778,
          6.749622490397794,
          6.645677283177684,
          6.524499605389166,
          6.384443943303801,
          6.225658056185096,
          6.049997371629522,
          5.860766415735645,
          5.662320825322956,
          5.459577051409543,
          5.257484961369779,
          5.060520472466859,
          4.872251079120944,
          4.6950173200906065,
          4.529759104806021,
          4.375999051627137,
          4.231977498426927,
          4.094917567461757,
          3.9613853537064863,
          3.827701333379697,
          3.6903553118307006,
          3.5463788995246572,
          3.393636258023065,
          3.2310047710049044,
          3.0584310020388332,
          2.8768621562256533,
          2.6880675364818334,
          2.494376559331305,
          2.298368446313244,
          2.1025528515550196,
          1.9090800712029667,
          1.7195143148449517,
          1.5346945372482708,
          1.3546956957924152,
          1.1788904672619636,
          1.0060989922134906,
          0.8348036083788996,
          0.6633980318896749,
          0.49043690119984173,
          0.3148523810600688,
          0.13610947485910194,
          -0.045719846671616826,
          -0.2299727031352105,
          -0.41549859945137635,
          -0.6008354846811814,
          -0.7844344383382628,
          -0.964902252522862,
          -1.1412284836863587,
          -1.3129651134639078,
          -1.4803326244020845,
          -1.644235401756159,
          -1.8061808286645036,
          -1.9681088614298794,
          -2.1321507310092196,
          -2.3003452379593505,
          -2.474347635483476,
          -2.6551684491824386,
          -2.842977369512102,
          -3.0370007221328414,
          -3.23553065416286,
          -3.4360512154719633,
          -3.6354724449929003,
          -3.8304500432165365,
          -4.017756853182684,
          -4.194664600667672,
          -4.35929119457562,
          -4.510870883486443,
          -4.649911641856308,
          -4.778215665728547,
          -4.898753608343208,
          -5.015399588174224,
          -5.132550227433202,
          -5.254665166856153,
          -5.385776969683184,
          -5.529023764824849,
          -5.686257608160667,
          -5.857775216004675,
          -6.0422059649918785,
          -6.236576000191002,
          -6.43654860139609,
          -6.6368216189500036,
          -6.831644923937326,
          -7.015406436268421,
          -7.183226080252085,
          -7.331494128531506,
          -7.458294325414096,
          -7.563662689610544,
          -7.649649019956322,
          -7.7201682664451665,
          -7.7806510087084355,
          -7.837523971373001,
          -7.897570455430676,
          -7.967234674146966,
          -8.051941623256193,
          -8.155504320565331,
          -8.279682829520803,
          -8.423945057785362,
          -8.58545928004908,
          -8.759324686063259,
          -8.93902143539988,
          -9.117038315309903,
          -9.285616648162708,
          -9.43753570813815,
          -9.566859105315613,
          -9.669564124158322,
          -9.743986739450362,
          -9.791032984519378,
          -9.814130746533777,
          -9.818922544146188,
          -9.81272667787456,
          -9.803818532154999,
          -9.800603167787305,
          -9.810762586078088,
          -9.840464802342257,
          -9.893716639210899,
          -9.971928375722822,
          -10.073737400648685,
          -10.19511191935837,
          -10.329727208908782,
          -10.469578843863573,
          -10.605772640686784,
          -10.729412378562666,
          -10.832495635596713,
          -10.908726505181546,
          -10.954161760344054,
          -10.967623474733195,
          -10.95083454706315,
          -10.908261635096752,
          -10.846679816946185,
          -10.774501796280024,
          -10.700938709856553,
          -10.635077064290883,
          -10.584965198601463,
          -10.55680199724305,
          -10.554310405864191,
          -10.57835965166108,
          -10.626874842690857,
          -10.695043399148064,
          -10.775797553388745,
          -10.860524048688475,
          -10.939929057306601,
          -11.004970598813783,
          -11.04776398106628,
          -11.06236869236685,
          -11.045377430538093,
          -10.996248285681055,
          -10.917347391655875,
          -10.813698910615722,
          -10.692468972268731,
          -10.56223710109464,
          -10.432129981872574,
          -10.310905976412004,
          -10.206083261606185,
          -10.123199405525607,
          -10.065276211377574,
          -10.032542233146398,
          -10.022438753000806,
          -10.029905979594206,
          -10.047917777328374,
          -10.068208285020814,
          -10.082114858737615,
          -10.081450764278603,
          -10.059319002273948,
          -10.010785689660693,
          -9.933346722948102,
          -9.827143344059303,
          -9.69490838859399,
          -9.541652675021346,
          -9.374127323092338,
          -9.200120077258687,
          -9.027659715749133,
          -8.864210788348693,
          -8.715940520228786,
          -8.587130918556133,
          -8.479792964772304,
          -8.393518057806158,
          -8.325576931644765,
          -8.271250741848784,
          -8.224355554353428,
          -8.177902470227815,
          -8.124822968854224,
          -8.058683939624885,
          -7.974319679563307,
          -7.868318406596307,
          -7.739317348068384,
          -7.588081354532402,
          -7.417362980855355,
          -7.2315646177372255,
          -7.036243183413832,
          -6.837513071582106,
          -6.641412016770652,
          -6.453296493088541,
          -6.277328177862391,
          -6.116101607022041,
          -5.970446797789647,
          -5.839421183275339,
          -5.72048484246751,
          -5.609833912736774,
          -5.502851243624313,
          -5.394622390580653,
          -5.280459989271329,
          -5.156380764009706,
          -5.019486587779442,
          -4.8682131686339085,
          -4.702425612934671,
          -4.523357491316673,
          -4.33340715423179,
          -4.135820038912456,
          -3.934296994241268,
          -3.732575095330375,
          -3.5340284661394468,
          -3.3413323345717765,
          -3.1562245648179124,
          -2.979386409317593,
          -2.810449726025502,
          -2.648123128304507,
          -2.490416173159311,
          -2.334930240061451,
          -2.1791783260414226,
          -2.0208942090088646,
          -1.8582943819803368,
          -1.6902633561698488,
          -1.5164434056879794,
          -1.3372222518335806,
          -1.1536250289567356,
          -0.9671285849045618,
          -0.7794253579116146,
          -0.5921696731000092,
          -0.40674069575375943,
          -0.22405335943158317,
          -0.044441770407495126,
          0.13237024098637643,
          0.30720835477440084,
          0.4813056392418193,
          0.6560986925172916,
          0.8329899275320319,
          1.0131086012600852,
          1.1971037664372604,
          1.3849986555125924,
          1.5761285089066086,
          1.7691734206922647,
          1.962285650972993,
          2.153298522934364,
          2.339993007458654,
          2.520389787297235,
          2.693030070574629,
          2.857208336853739,
          3.0131246735294566,
          3.1619329758280244,
          3.3056731143664355,
          3.447088888290289,
          3.5893475905895884,
          3.7356896507978874,
          3.8890465423608034,
          4.051670702380892,
          4.224821818576035,
          4.408549256664232,
          4.601600992333161,
          4.801476106392912,
          5.0046221070772985,
          5.206761794084522,
          5.403318945922515,
          5.589899593431578,
          5.762777556693049,
          5.919330330165523,
          6.058374772301727,
          6.180361203905964,
          6.287398603722323,
          6.3831011943767715,
          6.47226598932765,
          6.560409737765803,
          6.653210064302041,
          6.755907579400868,
          6.872731893577749,
          7.006413964240171,
          7.157839908038278,
          7.32588793210859,
          7.507471672341994,
          7.6977918364947,
          7.890775867978556,
          8.079664743847694,
          8.25768925277693,
          8.418767057664896,
          8.558147849997583,
          8.672937537945323,
          8.762443459901316,
          8.828300064168332,
          8.874356623942768,
          8.906333111980459,
          8.931274787306245,
          8.956857759140526,
          8.990614444541722,
          9.039157575291567,
          9.107483085856071,
          9.198425511032603,
          9.312325002328627,
          9.446944132800027,
          9.59764739522491,
          9.757829288327274,
          9.919550930651818,
          10.074322969614363,
          10.213956531442197,
          10.331395839030137,
          10.421446856033294,
          10.481325929005987,
          10.510969999232332,
          10.513073802388517,
          10.492847157611273,
          10.457514134063612,
          10.415602607318824,
          10.376094691875267,
          10.347523442141577,
          10.33710745055754,
          10.350011824926188,
          10.388811753524774,
          10.453214671126736,
          10.540070956091478,
          10.643673774971226,
          10.756319152765041,
          10.869070628524312,
          10.972651724034813,
          11.058376107722284,
          11.119021179480223,
          11.149556292008496,
          11.147651421972085,
          11.113914329017872,
          10.943794139500072,
          10.86766897638227,
          10.774518134292075,
          10.673152549094127,
          10.572899592266893,
          10.48266803202602,
          10.410056692136266,
          10.360596938823885,
          10.337205339493032,
          10.339901279643467,
          10.365817226575064,
          10.409499485993702,
          10.46346778133194,
          10.518975822673037,
          10.5668948930665,
          10.598630403407249,
          10.60697855142719,
          10.586836903862526,
          10.53569816141194,
          10.453878923425993,
          10.34446257992857,
          10.21296468512222,
          10.06675729444747,
          9.914312898375764,
          9.76434631568517,
          9.624942455571563,
          9.502758320325166,
          9.402379043275467,
          9.325891117887661,
          9.272713073357766,
          9.23969711735818,
          9.221487494252255,
          9.211095368213424,
          9.200628581780062,
          9.182099810957345,
          9.148229872993753,
          9.093164822450987,
          9.013035670956329,
          8.906306903522852,
          8.773882533768674,
          8.61896382188069,
          8.446678298950255,
          8.263522754853787,
          8.076681015052806,
          7.893288860807403,
          7.719722267977854,
          7.5609810068542345,
          7.420228150259717,
          7.298528529591442,
          7.194807611962934,
          7.106028986171067,
          7.027566113235592,
          6.95372455993163,
          6.878356555992435,
          6.795501785620905,
          6.699987517445935,
          6.587927400635229,
          6.457070671988273,
          6.306970655001349,
          6.138961346091312,
          5.955951385819987,
          5.762063606279846,
          5.562163660021025,
          5.3613314360538915,
          5.16433310981148,
          4.975149490196174,
          4.796608242764578,
          4.630154636832988,
          4.4757792372677105,
          4.3321033071318755,
          4.196605577693074,
          4.0659593351507475,
          3.9364380097078726,
          3.8043416940256427,
          3.6663967413829877,
          3.520085652097316,
          3.3638741110474992,
          3.197315055688718,
          3.021024454586919,
          2.8365383247451765,
          2.6460737171917055,
          2.452226493052245,
          2.2576446297552435,
          2.064716980090047,
          1.8753138577176574,
          1.6906080929532448,
          1.510994318445415,
          1.3361115786543496,
          1.1649614632007903,
          0.9961023916058779,
          0.8278917894375488,
          0.6587427139003138,
          0.48736057184846465,
          0.31292896650211866,
          0.13522093290738604,
          -0.04537805918840001,
          -0.22793722111421152,
          -0.4111276799610912,
          -0.5934292736955971,
          -0.7733684286091739,
          -0.9497543497627455,
          -1.1218806396818988,
          -1.2896635600140314,
          -1.4536959891351664,
          -1.6152067691579295,
          -1.7759272905649657,
          -1.9378793443251303,
          -2.103108969298518,
          -2.2733988841334867,
          -2.449996086459829,
          -2.6333907461594843,
          -2.8231775577940366,
          -3.0180217350548455,
          -3.215739805808469,
          -3.4134916650504517,
          -3.608066563059363,
          -3.7962334951167,
          -3.9751173223585186,
          -4.142557073453886,
          -4.297402969018054,
          -4.4397139283405735,
          -4.570827221585997,
          -4.693285524117434,
          -4.810622461750272,
          -4.927024055531837,
          -5.046898424326059,
          -5.174397928055681,
          -5.312945184006944,
          -5.464816090558244,
          -5.630828773928635,
          -5.810177517611857,
          -6.000436165979712,
          -6.197737691762512,
          -6.3971174626458325,
          -6.592989318468538,
          -6.779707936703277,
          -6.95215992617693,
          -7.1063209945035775,
          -7.239718112102,
          -7.351743860355085,
          -7.443784387374921,
          -7.51914121614801,
          -7.58274863736739,
          -7.640710317936423,
          -7.699698713070105,
          -7.766276687857022,
          -7.846210632843129,
          -7.943847097375015,
          -8.061620105493228,
          -8.199744209290238,
          -8.356130105110912,
          -8.52653709749189,
          -8.704952149098704,
          -8.88416126523053,
          -9.056458080735103,
          -9.21441901374502,
          -9.351665962628049,
          -9.463537264139175,
          -9.547595672899837,
          -9.60391776142284,
          -9.635130859250204,
          -9.646189268256595,
          -9.643908384517376,
          -9.636300729071511,
          -9.631779064976724,
          -9.638306485265323,
          -9.662579973463258,
          -9.70933167012887,
          -9.780821050676346,
          -9.876572474343432,
          -9.993387962236014,
          -10.1256370958803,
          -10.265797465001954,
          -10.405193082396794,
          -10.534857344862708,
          -10.64643365807427,
          -10.733022216977933,
          -10.789886191989376,
          -10.814944294428008,
          -10.80899802805355,
          -10.775668724564234,
          -10.721048977590751,
          -10.653102302124807,
          -10.580870740113387,
          -10.513570022919813,
          -10.459663711957315,
          -10.42601022220252,
          -10.417169501871458,
          -10.434940100722201,
          -10.478174037193419,
          -10.542888654595444,
          -10.622664432480834,
          -10.70928859545626,
          -10.793579331518757,
          -10.866307067852746,
          -10.91911943856172,
          -10.945376317923639,
          -10.94081060038037,
          -10.903948313930877,
          -10.83624630154727,
          -10.741934549341813,
          -10.627580308294514,
          -10.50141935911287,
          -10.372523220917119,
          -10.249887418560386,
          -10.141533460979797,
          -10.053715216784674,
          -9.990309159274808,
          -9.952448698828727,
          -9.938437555010234,
          -9.943948479075026,
          -9.962484584717267,
          -9.986054066149077,
          -10.00598787427208,
          -10.013816114050753,
          -10.00211386731361,
          -9.965231267920416,
          -9.899835441424134,
          -9.80521196069795,
          -9.683298619744882,
          -9.538451942759094,
          -9.376974052814752,
          -9.206451529072515,
          -9.034976253868695,
          -8.870329176458831,
          -8.719210378959541,
          -8.586592694055993,
          -8.475262158258573,
          -8.38558835504087,
          -8.315543401842298,
          -8.260962545174733,
          -8.216014743750232,
          -8.173830765354142,
          -8.12722129224529,
          -8.06940977148904,
          -7.9947049250683175,
          -7.899045772689942,
          -7.780366732533759,
          -7.638750176221761,
          -7.476356547235456,
          -7.297145367663515,
          -7.10642171728302,
          -6.9102598901024725,
          -6.714867218683155,
          -6.525955461586563,
          -6.348184381052272,
          -6.1847326699064356,
          -6.037036391918408,
          -5.9047163109815095,
          -5.785694996144831,
          -5.676484625753215,
          -5.5726090867995905,
          -5.46911105050986,
          -5.361087457535657,
          -5.244195877849508,
          -5.1150794390400804,
          -4.971668690904077,
          -4.813333571832696,
          -4.640875828516373,
          -4.456369867052356,
          -4.262876138717797,
          -4.0640640649889415,
          -3.8637898654284655,
          -3.665677690403729,
          -3.472750012925386,
          -3.2871457513666047,
          -3.109953079616684,
          -2.941169760826177,
          -2.7797887973141915,
          -2.6239929630030674,
          -2.4714299764606578,
          -2.31953196392517,
          -2.165839276141548,
          -2.0082899415112774,
          -1.845441778557477,
          -1.6766036511747677,
          -1.5018643121985622,
          -1.3220202589271124,
          -1.1384164435662263,
          -0.9527240638921384,
          -0.7666867951565153,
          -0.5818699111732566,
          -0.3994454753772231,
          -0.2200413836472142,
          -0.04367322788324028,
          0.13023315311483763,
          0.30273256768377355,
          0.47518034311045365,
          0.6490060944055814,
          0.8254725129263583,
          1.0054525386002473,
          1.189256259588062,
          1.3765328240996508,
          1.566263267539525,
          1.7568485831424556,
          1.9462850043912188,
          2.1324068446132562,
          2.3131678069679062,
          2.486925647265072,
          2.6526932622938317,
          2.8103220124078474,
          2.960590152399487,
          3.1051798975400255,
          3.246539703691996,
          3.387642288431472,
          3.5316621171133105,
          3.6816069235669775,
          3.8399449649483546,
          4.008272159894089,
          4.187060586238387,
          4.375522162558833,
          4.571609433255285,
          4.772160459718631,
          4.973178513796808,
          5.170221404290973,
          5.3588616752818385,
          5.535169223081026,
          5.696163316583925,
          5.840182258096933,
          5.967126035817606,
          6.078539684287265,
          6.177521468295888,
          6.268458736722374,
          6.356613346284567,
          6.447595830754495,
          6.5467810284253085,
          6.658726079514012,
          6.786653511591276,
          6.932057165781944,
          7.094477332447692,
          7.2714747258952395,
          7.458812507121971,
          7.650833576617224,
          7.8409991411100375,
          8.022536415541166,
          8.189130281550197,
          8.335587308677466,
          8.458401596887583,
          8.55616047736867,
          8.629743465463015,
          8.682288506707465,
          8.718923410841183,
          8.74628496299222,
          8.77187094395799,
          8.803288739257153,
          8.847476338132251,
          8.90997592277555,
          8.99433632253781,
          9.10170862598423,
          9.230680328898629,
          9.377369421185143,
          9.535773214159331,
          9.698340228191386,
          9.856709871685075,
          10.002546452837466,
          10.128383249144475,
          10.22839014224247,
          10.298985048100818,
          10.339224444271085,
          10.350930246891451,
          10.33853691598563,
          10.30867125296976,
          10.26950495244162,
          10.229943709316013,
          10.198734065993508,
          10.183578356057474,
          10.190348043223407,
          10.222476400354896,
          10.280593721644605,
          10.362443887565115,
          10.46309258112074,
          10.57540770410955,
          10.690764625667176,
          10.799905699961943,
          10.893867427711523,
          10.964881391239429,
          11.007157443364871,
          11.017469365219892,
          10.995483145294855,
          10.943794139500074,
          10.729543184971098,
          10.642870640047796,
          10.545142808899392,
          10.44562632865403,
          10.35346773638433,
          10.27677739263645,
          10.22181926417795,
          10.192388375878537,
          10.189438495984867,
          10.210997022279058,
          10.252374730155495,
          10.306648045008995,
          10.365363890815791,
          10.419394768569902,
          10.459856808898925,
          10.478997618177733,
          10.47096435957112,
          10.432375255785894,
          10.362638207114594,
          10.263986332913175,
          10.141229248890536,
          10.0012477889214,
          9.852285703674818,
          9.703111993856663,
          9.56213994689466,
          9.436592439070518,
          9.331797368023851,
          9.250682871908342,
          9.19352082199011,
          9.157941198703684,
          9.13921209268019,
          9.130753102904615,
          9.124826598024283,
          9.113334015468567,
          9.08863479586243,
          9.044304565653187,
          8.975756765251774,
          8.880667161695762,
          8.759161891158564,
          8.613754561005408,
          8.449043870144406,
          8.271207479943154,
          8.08734800212219,
          7.904760953684414,
          7.730201026701014,
          7.5692215018367675,
          7.425652414804841,
          7.301267279477607,
          7.195667562929987,
          7.106390947239838,
          7.02922617386069,
          6.958696379654519,
          6.8886564315583385,
          6.812939463535045,
          6.725984550362065,
          6.623381389260321,
          6.502278407233869,
          6.361616587234972,
          6.202170692356282,
          6.026400316941773,
          5.838133066893673,
          5.642119078155398,
          5.443508302645898,
          5.247308352293698,
          5.057880682662276,
          4.8785267069749745,
          4.711203911543032,
          4.556396601892216,
          4.413148340543749,
          4.27924542019447,
          4.151524789108548,
          4.026267397370209,
          3.8996302212628375,
          3.7680679475853625,
          3.6286985367759246,
          3.479575094099699,
          3.3198385821425807,
          3.149740419162185,
          2.9705392103974138,
          2.7842900062306972,
          2.5935559925670146,
          2.401080158277409,
          2.2094574914734424,
          2.020846422761862,
          1.8367519161971029,
          1.6579026760829858,
          1.4842326601299127,
          1.314963983207228,
          1.1487759428855382,
          0.9840347594309317,
          0.8190518702256887,
          0.6523359996138514,
          0.4828059817501663,
          0.3099371594881132,
          0.13382334112764835,
          -0.04485239871294949,
          -0.2249327553011056,
          -0.4049704842347211,
          -0.5834562639200734,
          -0.7590586418594829,
          -0.930842789988695,
          -1.0984372634209976,
          -1.2621243985511679,
          -1.422839630126594,
          -1.5820766849365357,
          -1.7417078948395086,
          -1.9037402460930126,
          -2.070036818251228,
          -2.2420387999544764,
          -2.420524542002501,
          -2.605438863422042,
          -2.795818347441208,
          -2.9898274506700897,
          -3.1849071296174065,
          -3.378023885684761,
          -3.5659942832354754,
          -3.745849673262829,
          -3.9151993676638996,
          -4.072548749171859,
          -4.217532131807474,
          -4.3510283831366054,
          -4.475139586152378,
          -4.593028063607064,
          -4.708623261108527,
          -4.826225459637088,
          -4.950046262964617,
          -5.083734713923359,
          -5.229941586502174,
          -5.389972287995574,
          -5.5635709362128,
          -5.748865250656737,
          -5.942485201191749,
          -6.139849639007017,
          -6.335596413239563,
          -6.524114829186315,
          -6.700126633961893,
          -6.8592545374388525,
          -6.99851653947394,
          -7.116690304188263,
          -7.214504034836506,
          -7.294627599973192,
          -7.361458300623996,
          -7.420717499745231,
          -7.478895028848429,
          -7.542595580085984,
          -7.617853238638908,
          -7.70948549633199,
          -7.820555796454656,
          -7.952003963695257,
          -8.10248764015697,
          -8.268456665250092,
          -8.444458352083478,
          -8.623647315711523,
          -8.798451470432608,
          -8.961328413368918,
          -9.10553557950951,
          -9.225834556386209,
          -9.319055243352183,
          -9.384458719813068,
          -9.423857497620828,
          -9.441476304189994,
          -9.443563182018863,
          -9.437786739005128,
          -9.432478106324984,
          -9.43579313211354,
          -9.454879706126972,
          -9.495135792684842,
          -9.559635562481974,
          -9.648784700354922,
          -9.760243126262317,
          -9.8891263007716,
          -10.028467760161652,
          -10.169898486346362,
          -10.304475983519056,
          -10.423579904700777,
          -10.519783468614333,
          -10.587611589917021,
          -10.624107514891843,
          -10.629148756291745,
          -10.605478349520943,
          -10.558446343454014,
          -10.495486033105566,
          -10.425376688541162,
          -10.357366612427633,
          -10.300244966696892,
          -10.26145640926876,
          -10.246348562822051,
          -10.257629080049902,
          -10.29508791071799,
          -10.355613472223743,
          -10.433501532413429,
          -10.521025799838958,
          -10.60921254692484,
          -10.688740808339613,
          -10.75087693667386,
          -10.78834886908386,
          -10.796071707562328,
          -10.771651489370006,
          -10.715616740655221,
          -10.631355218629597,
          -10.524763288903655,
          -10.403644565504576,
          -10.276919770549094,
          -10.153728664687414,
          -10.042515447706837,
          -9.950190188872002,
          -9.881450548908642,
          -9.83833120526778,
          -9.820024771000355,
          -9.822990073791216,
          -9.841334331349326,
          -9.867428043106216,
          -9.892688147853216,
          -9.908448523588413,
          -9.906828859854492,
          -9.881514060904006,
          -9.828366433206861,
          -9.74581084256567,
          -9.634956866129713,
          -9.499449194693314,
          -9.345065320070391,
          -9.179105006102745,
          -9.009636598683588,
          -8.84467882855322,
          -8.691402095713826,
          -8.555429864490137,
          -8.440309218919035,
          -8.347201150227988,
          -8.274817789001945,
          -8.21960804782803,
          -8.176167708455333,
          -8.137827497238234,
          -8.097355420609459,
          -8.047699272942733,
          -7.9826927263969925,
          -7.897653873233344,
          -7.789817788755555,
          -7.658563147433588,
          -7.5054151106222,
          -7.333830216778678,
          -7.148791358848497,
          -6.956259816618018,
          -6.76254482684551,
          -6.573658030408124,
          -6.394719774605979,
          -6.229476887007682,
          -6.07997812815422,
          -5.946435646661811,
          -5.827280412432312,
          -5.719399015945452,
          -5.618520588666632,
          -5.519707851865409,
          -5.417896903215096,
          -5.308427154250835,
          -5.187505998527,
          -5.052561790093795,
          -4.902452397294699,
          -4.737513342844884,
          -4.559447433928138,
          -4.371074839547522,
          -4.175976947761813,
          -3.9780775398342927,
          -3.781209860899677,
          -3.588717656049073,
          -3.4031324133116967,
          -3.225958733717713,
          -3.05758623632201,
          -2.897331327928099,
          -2.7435972801850137,
          -2.5941280478826467,
          -2.446321559453943,
          -2.297562825897919,
          -2.1455366374768343,
          -1.9884837716176564,
          -1.8253728973099732,
          -1.6559716445911477,
          -1.4808131977162926,
          -1.3010676947283697,
          -1.1183391301078707,
          -0.9344170253336908,
          -0.7510168811349587,
          -0.569543853400801,
          -0.3909102256671062,
          -0.21542962465510235,
          -0.04280052838379742,
          0.12782023845485704,
          0.2976651604133529,
          0.468146320190604,
          0.6406173735028682,
          0.8161401207310055,
          0.9952882418915604,
          1.178016238807442,
          1.363613461865618,
          1.5507522720271785,
          1.7376272189138635,
          1.9221700978345078,
          2.102315377595711,
          2.2762830826964726,
          2.4428427448514807,
          2.6015230261065905,
          2.7527370465555094,
          2.897802775334307,
          3.0388500356358383,
          3.1786193375683207,
          3.3201712824871685,
          3.466537050761753,
          3.620349030706588,
          3.783494850618121,
          3.956837300138068,
          4.140036799241992,
          4.331502708588118,
          4.5284859315349895,
          4.727309426911196,
          4.923717196021431,
          5.113307867650697,
          5.292007889531834,
          5.456532922611367,
          5.604785209390643,
          5.736139726023371,
          5.851582452002546,
          5.953679095364915,
          6.0463705586247505,
          6.134610412181493,
          6.22387758047691,
          6.319612323265912,
          6.426633675944811,
          6.548600548183518,
          6.687576051398666,
          6.84374543122026,
          7.015323041359618,
          7.198664579137136,
          7.388579281959164,
          7.578815228445921,
          7.762671625775814,
          7.933677130233346,
          8.086264545430794,
          8.216370753616488,
          8.321896788584604,
          8.402976079444825,
          8.462017840506428,
          8.50351546234181,
          8.533634223029503,
          8.559616122044568,
          8.589059633270333,
          8.629146493722235,
          8.685894669464549,
          8.763515493662291,
          8.863943627931773,
          8.98659179784496,
          9.128359827914531,
          9.283901611452047,
          9.446126956483509,
          9.606890534256664,
          9.757800037023483,
          9.891062295304136,
          10.00028099945475,
          10.081123457982768,
          10.131786224274375,
          10.153209248556237,
          10.149013487659381,
          10.125165065345382,
          10.089397226648424,
          10.050446549032726,
          10.017179516905195,
          9.997697546439365,
          9.998511556391474,
          10.023870831423455,
          10.075315800596414,
          10.151501953824575,
          10.248314707205582,
          10.359265402584853,
          10.476129831843647,
          10.58976568718648,
          10.691026750915945,
          10.771681396814525,
          10.825242169693093,
          10.847621957354058,
          10.837549700222086,
          10.796702928346955,
          10.729543184971101,
          10.48117960194189,
          10.387948132287354,
          10.290020210117794,
          10.196684929145345,
          10.116480398401844,
          10.056339462866971,
          10.020898494976336,
          10.012038921085063,
          10.028707342270424,
          10.067031669496844,
          10.120720548405409,
          10.181704596881204,
          10.240953564866542,
          10.289385939690892,
          10.318778537756032,
          10.32258412706627,
          10.296575015576327,
          10.239248751555321,
          10.151956696341578,
          10.038744680570446,
          9.905924296561913,
          9.76142059451071,
          9.6139642618829,
          9.472211524279317,
          9.34388151819112,
          9.234998162484073,
          9.149311965300546,
          9.087958027186763,
          9.049381790953941,
          9.02953644573767,
          9.022328193514035,
          9.020260681005905,
          9.015210316295144,
          8.999251874161795,
          8.965449917054196,
          8.908536400488648,
          8.825407766312274,
          8.715394398219487,
          8.580279397466398,
          8.424069672468374,
          8.25254760013376,
          8.07265340904597,
          7.891764747892394,
          7.7169490477728475,
          7.554265449595474,
          7.40818628023587,
          7.281194185587046,
          7.173591651940886,
          7.083536901451569,
          7.007296475984477,
          6.939682717706903,
          6.874626089936669,
          6.805819681809354,
          6.72736749319306,
          6.634369640984104,
          6.523386123253317,
          6.392735154713035,
          6.242600678042731,
          6.074944385145096,
          5.893238197356914,
          5.702051468497913,
          5.50654130418863,
          5.31190294583248,
          5.122839392798032,
          4.94310527710229,
          4.775170096758175,
          4.620031497064133,
          4.477192059005952,
          4.344794965755706,
          4.219896966860793,
          4.098843060243864,
          3.9776977050163396,
          3.85268307965015,
          3.7205762141270298,
          3.579023424158392,
          3.4267414541995227,
          3.2635887236979286,
          3.090505398553875,
          2.9093359033783,
          2.722560273986118,
          2.532970033041951,
          2.3433291007758013,
          2.15606020849774,
          1.9729925180725083,
          1.7951973601682858,
          1.6229273331775689,
          1.4556609077011502,
          1.2922417475102923,
          1.1310907232572351,
          0.9704603647569423,
          0.8086971955408015,
          0.6444774598697716,
          0.4769860984758798,
          0.3060168535888727,
          0.1319820493581977,
          -0.0441674445448677,
          -0.22109979117808978,
          -0.39731491590119966,
          -0.5713827822075097,
          -0.7421741878134201,
          -0.9090518567170557,
          -1.0719945411221734,
          -1.231635329657741,
          -1.3892063564292285,
          -1.5463942750087258,
          -1.7051227024001276,
          -1.8672878730239781,
          -2.0344806948932663,
          -2.2077313481042995,
          -2.387311058775049,
          -2.572619799940626,
          -2.762179024722138,
          -2.953736202380708,
          -3.144474327260309,
          -3.3313063113184236,
          -3.511222858565823,
          -3.6816544691672153,
          -3.840804686066324,
          -3.9879131392563543,
          -4.123413354521787,
          -4.248961085401373,
          -4.367322983039158,
          -4.482131211622737,
          -4.597525375676011,
          -4.717717030804426,
          -4.846522442770686,
          -4.986914835587087,
          -5.140647333136328,
          -5.30799197016176,
          -5.487628996753037,
          -5.676705308598447,
          -5.8710627933336035,
          -6.065618622933415,
          -6.254862109071783,
          -6.433418645673672,
          -6.5966221489811,
          -6.741034422774659,
          -6.864853531664309,
          -6.968163348352757,
          -7.052992030568497,
          -7.123166733008397,
          -7.18397335126221,
          -7.241651249489231,
          -7.30277144451743,
          -7.373560540311385,
          -7.459240223300961,
          -7.563452380037738,
          -7.687832684697713,
          -7.831781424132302,
          -7.992460731200761,
          -8.165024250808768,
          -8.343060954735167,
          -8.519211909547076,
          -8.685899745751275,
          -8.836097470728365,
          -8.964057613825787,
          -9.065925226116939,
          -9.140168861666412,
          -9.18778136751065,
          -9.2122253658571,
          -9.219124391101788,
          -9.215727058410332,
          -9.210195626665842,
          -9.210789328942026,
          -9.225024817963416,
          -9.258899662700541,
          -9.3162595475352,
          -9.398376103019858,
          -9.503781461239791,
          -9.62837976250497,
          -9.765827575667014,
          -9.90814744234467,
          -10.04651440259988,
          -10.172136966834875,
          -10.277143529626972,
          -10.355383832280424,
          -10.403062993723044,
          -10.419142100580263,
          -10.40546273880161,
          -10.36658079310769,
          -10.30932448084787,
          -10.242119874230113,
          -10.174151172787589,
          -10.114440217826356,
          -10.070938383723005,
          -10.049723109407335,
          -10.054380999973098,
          -10.085640664586323,
          -10.141293168821608,
          -10.216408752553752,
          -10.303828296402987,
          -10.394880010721545,
          -10.48024885259728,
          -10.550910611975253,
          -10.599036048412492,
          -10.618773576867945,
          -10.606831467622687,
          -10.562801051359754,
          -10.489188885761985,
          -10.391155516245185,
          -10.275988297110962,
          -10.152362668692067,
          -10.029467557825276,
          -9.916084022682147,
          -9.81971055219164,
          -9.745823158829605,
          -9.697344162389541,
          -9.67437186372253,
          -9.674196423579088,
          -9.691597985400488,
          -9.719394433323924,
          -9.749181092999033,
          -9.772185709011543,
          -9.780151064600572,
          -9.76615570124726,
          -9.725290457960448,
          -9.655124145690156,
          -9.555913912141875,
          -9.430542378240458,
          -9.284191663686054,
          -9.123791064071018,
          -8.957297671593924,
          -8.79288537932646,
          -8.638125897419622,
          -8.499244904946586,
          -8.380527439768098,
          -8.283930147532917,
          -8.208935884870296,
          -8.152660775210867,
          -8.110197826292573,
          -8.075157333808876,
          -8.040344951060804,
          -7.998505422243402,
          -7.943054773560359,
          -7.868726626227509,
          -7.772068783439272,
          -7.651743106890737,
          -7.5086030515601205,
          -7.3455467507458545,
          -7.16716673596759,
          -6.979237822978855,
          -6.788100319324352,
          -6.600004985827343,
          -6.420488291458014,
          -6.253841390694124,
          -6.102724641442396,
          -5.9679627585517645,
          -5.848535761404957,
          -5.741759918694398,
          -5.643633169028634,
          -5.549303065159536,
          -5.4536038108842515,
          -5.3516035183470905,
          -5.239103817980065,
          -5.113041107054649,
          -4.971751072952203,
          -4.815074183912097,
          -4.64429775130981,
          -4.461947930399753,
          -4.271460709489687,
          -4.076772890951431,
          -3.8818810977975846,
          -3.6904183298855875,
          -3.5052935579378954,
          -3.328430908881911,
          -3.160632318565878,
          -3.001572650324786,
          -2.849920947022754,
          -2.7035674497549462,
          -2.559924833181808,
          -2.4162649638124,
          -2.27005007845691,
          -2.1192197388664815,
          -1.9624018138192503,
          -1.7990261368199991,
          -1.629332066116012,
          -1.4542743889577285,
          -1.2753442778521835,
          -1.0943318814446508,
          -0.9130634860054,
          -0.7331483236107341,
          -0.5557678525446536,
          -0.3815340454136054,
          -0.21043372318011694,
          -0.04186447836782468,
          0.1252443222141734,
          0.2922430792950851,
          0.4605324735762474,
          0.6313247770751691,
          0.8054291232328195,
          0.9830909823513188,
          1.1639092749747173,
          1.3468446638297173,
          1.5303207992804941,
          1.712408097634806,
          1.8910685175316586,
          2.0644311654352063,
          2.2310635233568585,
          2.390202347578694,
          2.541912025385389,
          2.6871460482988865,
          2.827698410302329,
          2.966044900737758,
          3.1050878968272873,
          3.247830739706697,
          3.3970175672562006,
          3.5547803232036137,
          3.7223357439763887,
          3.8997711599892804,
          4.085949237603615,
          4.278549195495649,
          4.474246894184389,
          4.669020192416344,
          4.858550909998042,
          5.038682397882142,
          5.205883597391527,
          5.357667638034591,
          5.4929159738460935,
          5.612067647109628,
          5.717146710418269,
          5.811617779504346,
          5.900078345481365,
          5.987814819647929,
          6.080265268788637,
          6.182443581866768,
          6.29838596352834,
          6.430680332858662,
          6.580132264921836,
          6.745608119111781,
          6.924078201451662,
          7.110862013374025,
          7.30005602440356,
          7.485104289898641,
          7.65945582953814,
          7.817241849345229,
          7.953901931912615,
          8.066691826096926,
          8.155016238210695,
          8.220547076368481,
          8.267109248840885,
          8.300340159933935,
          8.327152976995661,
          8.355055016672699,
          8.391388908950844,
          8.442573720391776,
          8.513424817780395,
          8.606624614838054,
          8.722402019516672,
          8.858457761555425,
          9.010147892281285,
          9.170911154501844,
          9.332900381571717,
          9.487756292572461,
          9.62744634060544,
          9.745083372314895,
          9.835639701193083,
          9.89648181273185,
          9.92766841572795,
          9.931978205672028,
          9.91466112478345,
          9.882935281057934,
          9.845278088412476,
          9.810581851314401,
          9.787258647253081,
          9.78238537743115,
          9.800976561008984,
          9.845460104555313,
          9.915411091738191,
          10.007572637652745,
          10.116163683676277,
          10.233444263956528,
          10.350482281141247,
          10.45804493543406,
          10.547524840033446,
          10.611806914348547,
          10.645987817884937,
          10.647874423462694,
          10.618210140584035,
          10.560605513144525,
          10.481179601941893,
          10.210316595518595,
          10.114821346237802,
          10.021079587117907,
          9.937968573730602,
          9.873018842850984,
          9.831661675314441,
          9.816689216391898,
          9.82798151450558,
          9.862527488457545,
          9.914736881186924,
          9.977010684540321,
          10.04051135838012,
          10.096054092053437,
          10.135028404379959,
          10.150256742799227,
          10.136703651076116,
          10.091964771348172,
          10.016487771863936,
          9.913504862380954,
          9.788686015723236,
          9.649550320990919,
          9.504697154952014,
          9.362936614814647,
          9.232408138973721,
          9.119776551123904,
          9.029585950129471,
          8.963834926768632,
          8.921813341994234,
          8.900213805671381,
          8.893502877996779,
          8.894510781077601,
          8.895176731400596,
          8.88737205852992,
          8.863716511994056,
          8.818305162555559,
          8.747273746007746,
          8.64914797772199,
          8.524945351260175,
          8.378023769037789,
          8.213697322725949,
          8.038662959044531,
          7.860300253936855,
          7.685918247757008,
          7.522027173300584,
          7.373708681537889,
          7.244146431159423,
          7.134361025445284,
          7.043171238091905,
          6.967379650262633,
          6.9021577455371546,
          6.841585570199052,
          6.779286277391833,
          6.709087665036506,
          6.62564189519326,
          6.524940868826877,
          6.404677386926654,
          6.264419763812019,
          6.1055879960486985,
          5.931240694091098,
          5.7457015000494565,
          5.554069614929863,
          5.3616697504063575,
          5.173501309796515,
          4.993744587775603,
          4.825373663531805,
          4.66991249976689,
          4.5273541200980505,
          4.396244524570029,
          4.27391524073935,
          4.156833014847658,
          4.041023730189198,
          3.9225213229222704,
          3.797791781033622,
          3.6640871543238878,
          3.519694156586464,
          3.3640551746781484,
          3.197754716577189,
          3.022379757592436,
          2.8402763321432016,
          2.6542355416835264,
          2.467148770747449,
          2.2816736958105057,
          2.099949578433263,
          1.9233928614194649,
          1.7525932344865403,
          1.5873174723989485,
          1.4266150445474743,
          1.2690073380507811,
          1.1127327455299902,
          0.9560139311920098,
          0.7973119384627582,
          0.6355345512523677,
          0.47017305329917525,
          0.30135135795113865,
          0.12978315435572482,
          -0.04335522437978223,
          -0.21661755388752255,
          -0.38851894082724936,
          -0.5577733711440744,
          -0.7235045647764565,
          -0.8854004697687267,
          -1.043788905091144,
          -1.1996219883090413,
          -1.354368822540459,
          -1.5098280092045744,
          -1.6678823961837683,
          -1.830226697568832,
          -1.998103164035057,
          -2.172080706901478,
          -2.3519086623390515,
          -2.53646813864786,
          -2.723832526979749,
          -2.9114355768441715,
          -3.0963319916375625,
          -3.2755234038059577,
          -3.4463133399938926,
          -3.606649579225525,
          -3.7554118901935447,
          -3.8926077107612973,
          -4.019447526581364,
          -4.138284588537319,
          -4.2524187967783655,
          -4.365780381710242,
          -4.482523619099119,
          -4.606572502567605,
          -4.741167622518076,
          -4.888465482950306,
          -5.049237723953355,
          -5.222708445604132,
          -5.406553916235083,
          -5.597071810127619,
          -5.789508574816416,
          -5.978515603351458,
          -6.158689596475644,
          -6.325141620670096,
          -6.474034236441625,
          -6.603027423353823,
          -6.711581904764105,
          -6.801082199974494,
          -6.874759969362928,
          -6.937419106054744,
          -6.994985367034458,
          -7.053922825443516,
          -7.120574907999442,
          -7.200497484337216,
          -7.297854210154675,
          -7.414939630174139,
          -7.551883747298797,
          -7.70657395913657,
          -7.874808218398275,
          -8.050669246529344,
          -8.22708613505185,
          -8.396529214125994,
          -8.551768884740373,
          -8.686620912507117,
          -8.796600469127759,
          -8.879415154377172,
          -8.935242647471547,
          -8.966760030395072,
          -8.978917049400703,
          -8.978472048315187,
          -8.973334261349276,
          -8.971776954963145,
          -8.98160031776369,
          -9.009329414643847,
          -9.059530164000474,
          -9.134315292430859,
          -9.233093604839961,
          -9.352591523632451,
          -9.487148167405081,
          -9.629257098271456,
          -9.77030218676405,
          -9.901414516386936,
          -10.014364057680146,
          -10.102395421787405,
          -10.160921893350446,
          -10.188005715643,
          -10.18457390402515,
          -10.154345551526283,
          -10.103475943036107,
          -10.039951798162202,
          -9.972797620957149,
          -9.911172780763614,
          -9.863450524527815,
          -9.836372394962046,
          -9.834364226149905,
          -9.85908372353786,
          -9.909246242636401,
          -9.980747146233554,
          -10.067068936160279,
          -10.159932322958522,
          -10.25012550202675,
          -10.328427711487487,
          -10.386533529220408,
          -10.417884314244722,
          -10.418322714108585,
          -10.386504261398871,
          -10.324024900710382,
          -10.23525226408949,
          -10.126878665514734,
          -10.00724201608642,
          -9.885484280072166,
          -9.770633311385,
          -9.670701294238432,
          -9.59189084129924,
          -9.537988346039752,
          -9.510004667241457,
          -9.506097691222,
          -9.521782428013777,
          -9.550405037859385,
          -9.583830559104028,
          -9.613272830360682,
          -9.630181309735455,
          -9.62709454389845,
          -9.598374358778544,
          -9.540747900526512,
          -9.453605022189606,
          -9.339024019564095,
          -9.201526691293504,
          -9.047591229631436,
          -8.884975713042826,
          -8.721923513728777,
          -8.56633291711659,
          -8.424975645960611,
          -8.30284266083001,
          -8.202681347783344,
          -8.124767591472796,
          -8.066931492322823,
          -8.024829239864745,
          -7.992428637594201,
          -7.962654554088864,
          -7.928125280733134,
          -7.881902886315684,
          -7.818180854585282,
          -7.732840399160289,
          -7.623821874907071,
          -7.491277945760497,
          -7.337498412327721,
          -7.166620363419621,
          -6.984159103931763,
          -6.796412894946632,
          -6.609806176599614,
          -6.430240549363917,
          -6.262520048590195,
          -6.109907626507636,
          -5.97385443848404,
          -5.853924275285541,
          -5.747914425974547,
          -5.65215367300575,
          -5.561940182188522,
          -5.472068589701363,
          -5.377387915343036,
          -5.273330700902465,
          -5.15635893088001,
          -5.0242830989959195,
          -4.876425906934184,
          -4.713619758900134,
          -4.538045454685964,
          -4.352936286353288,
          -4.162185322887197,
          -3.969902639725709,
          -3.7799727775937866,
          -3.5956605834688755,
          -3.4193062141786505,
          -3.252138458958406,
          -3.094221096478503,
          -2.9445314546516115,
          -2.8011554748284224,
          -2.661571056404938,
          -2.5229826232058197,
          -2.3826656025427218,
          -2.2382801870942624,
          -2.0881191292403773,
          -1.9312636314746994,
          -1.767633442325746,
          -1.5979305528310919,
          -1.4234888111246529,
          -1.24605280668216,
          -1.0675172498419179,
          -0.8896619136735026,
          -0.7139166364741991,
          -0.541186059093922,
          -0.37175535438449836,
          -0.20528728202268248,
          -0.040908846493724046,
          0.12262585137327574,
          0.28671985481585,
          0.45269481827288865,
          0.6215628166034642,
          0.7938403547703965,
          0.9694310902793435,
          1.147594994039942,
          1.3270105203509273,
          1.5059242022571553,
          1.6823704373872508,
          1.8544345388107084,
          2.020525631787088,
          2.1796235452858546,
          2.331465861917589,
          2.4766476042710797,
          2.6166159798173005,
          2.7535550594970406,
          2.890168780036521,
          3.0293836299136188,
          3.1740032234697315,
          3.3263543203800183,
          3.4879667209465084,
          3.6593273768762615,
          3.8397420887366236,
          4.027326975591459,
          4.219137670700026,
          4.411428478307635,
          4.6000182960552225,
          4.780726758833969,
          4.949834399011434,
          5.104515875041125,
          5.243196200176637,
          5.365786491070611,
          5.473767493869499,
          5.57010487692666,
          5.658998365945385,
          5.745485290160202,
          5.834935957876971,
          5.932491563300672,
          6.042503464452783,
          6.1680346116713975,
          6.3104792517491335,
          6.469346104201254,
          6.64223402109891,
          6.825009320026561,
          7.012172578995446,
          7.1973819835919315,
          7.374082580309625,
          7.536178008312969,
          7.678674957202621,
          7.7982315696932885,
          7.893549346413415,
          7.965563094826929,
          8.017403645568209,
          8.054131399587327,
          8.082262850811304,
          8.109134506316776,
          8.142166696810461,
          8.188101634373476,
          8.252294354785963,
          8.338131281658063,
          8.446639329424972,
          8.576329825589793,
          8.723297922241768,
          8.881571980725969,
          9.043681358521658,
          9.201387838224527,
          9.346508087871733,
          9.47174397639772,
          9.571435496064792,
          9.642157798480538,
          9.683098844607201,
          9.69617594432852,
          9.685875833303081,
          9.658831214287797,
          9.623173958617496,
          9.587728577846896,
          9.561126665961487,
          9.550931944685919,
          9.562865316689399,
          9.60020988674971,
          9.663458149918057,
          9.750239240245119,
          9.855535747987371,
          9.972170051962113,
          10.091512421837878,
          10.20434019182597,
          10.301761486364756,
          10.376109957176395,
          10.421719533425968,
          10.435500070078605,
          10.4172548143721,
          10.369706760336001,
          10.298230552419001,
          10.210316595518599,
          9.929619418838955,
          9.836261386856195,
          9.750896304525165,
          9.681574551646419,
          9.63446706148122,
          9.613249713613387,
          9.618740027328924,
          9.648822475906627,
          9.698669319814876,
          9.761233792387168,
          9.82796485207252,
          9.889670368413032,
          9.93744081068101,
          9.963539749432158,
          9.962171315862163,
          9.930047754673263,
          9.866700974498807,
          9.774508372541055,
          9.658432447968538,
          9.525502803619544,
          9.384095084336037,
          9.243081572951464,
          9.110940536249775,
          8.99491477771444,
          8.900303944878289,
          8.829960648757128,
          8.784038952606934,
          8.760017557153798,
          8.75299179534593,
          8.756201273918121,
          8.761736455517562,
          8.76135004055141,
          8.747289399579683,
          8.713065411863576,
          8.654080857547223,
          8.568057064703446,
          8.455219111296708,
          8.318225206584728,
          8.161852254267068,
          7.99247428904001,
          7.817390954978344,
          7.644077412135128,
          7.479433655280408,
          7.329109660477846,
          7.196973356328193,
          7.084772275633043,
          6.992018689754445,
          6.9161043515303575,
          6.8526271933292655,
          6.795890926080279,
          6.739521644927453,
          6.6771349256920125,
          6.602983462834174,
          6.512519245438229,
          6.402815001655109,
          6.272805868855679,
          6.123332119597037,
          5.9569851019842535,
          5.7777790440727905,
          5.590688877010233,
          5.401106973192343,
          5.214278449650267,
          5.034774901216672,
          4.866060266830682,
          4.710190841352085,
          4.567675644251015,
          4.437505271788213,
          4.317339015327948,
          4.203823422659287,
          4.0930023644606495,
          3.980770366556337,
          3.8633182373905752,
          3.7375229815292625,
          3.6012421338292473,
          3.453484904672058,
          3.294447396295196,
          3.125414885784081,
          2.9485489755330114,
          2.76658964548887,
          2.5825105978679033,
          2.39916993475332,
          2.218996881592638,
          2.0437492719793395,
          1.874366677621768,
          1.71093166071766,
          1.552738171259615,
          1.3984532229477917,
          1.2463471699918292,
          1.0945604083389022,
          0.9413709579135724,
          0.7854284609587232,
          0.6259254342292604,
          0.462685416640359,
          0.2961588259656052,
          0.127329474006649,
          -0.04245371672989461,
          -0.21169562786346174,
          -0.3789938490313036,
          -0.5432643916653193,
          -0.7039227435720041,
          -0.8609945417107827,
          -1.015139219520407,
          -1.1675812827662604,
          -1.319955992825787,
          -1.4740876854725966,
          -1.631728291519479,
          -1.794289659101318,
          -1.9626051985888084,
          -2.1367538607058116,
          -2.315972729404919,
          -2.4986742910461066,
          -2.682571893829402,
          -2.864903504296798,
          -3.042731204856521,
          -3.213283509904394,
          -3.3743008244663564,
          -3.524342148729482,
          -3.663013852273295,
          -3.791088839598739,
          -3.9104959745509795,
          -4.024174002529716,
          -4.135799819412721,
          -4.249416009361627,
          -4.368995345700111,
          -4.497988869538708,
          -4.638908076508324,
          -4.79299003832371,
          -4.9599869706841675,
          -5.138109477145173,
          -5.324136675315473,
          -5.5136883291264684,
          -5.701635930257048,
          -5.882613420648743,
          -6.0515757952520675,
          -6.2043466675234775,
          -6.338094970887132,
          -6.451686593085504,
          -6.545868469697994,
          -6.623259387854279,
          -6.688141784311062,
          -6.746070071704922,
          -6.803331216038165,
          -6.866310200071305,
          -6.940824726845134,
          -7.031498648315052,
          -7.141241429807097,
          -7.270891537864745,
          -7.419065805474287,
          -7.582236130613154,
          -7.755031402486782,
          -7.930738765315465,
          -8.101956746705165,
          -8.26133573593414,
          -8.402330697385018,
          -8.519888096436336,
          -8.610994255386249,
          -8.675025344830402,
          -8.713858722784215,
          -8.731729420542276,
          -8.734841785825568,
          -8.730771911913017,
          -8.727718808626022,
          -8.733678916002532,
          -8.755627696227375,
          -8.798792599485836,
          -8.866093506202704,
          -8.957810538523983,
          -9.071516493858867,
          -9.202284360979876,
          -9.343152173381872,
          -9.485800752320747,
          -9.621377484366738,
          -9.7413835371199,
          -9.838534541934944,
          -9.907506608486077,
          -9.94549047595984,
          -9.952495594980912,
          -9.931371073393588,
          -9.887539155046051,
          -9.828466289675497,
          -9.76292386265315,
          -9.700112482519529,
          -9.648738089800784,
          -9.616133531635636,
          -9.607515045347101,
          -9.625449701523376,
          -9.669588617105108,
          -9.736693821322186,
          -9.820956796535953,
          -9.914576986878595,
          -10.008542027869398,
          -10.093530833698056,
          -10.16084811141667,
          -10.203295649772693,
          -10.215892187924533,
          -10.196369140363272,
          -10.145392344177802,
          -10.066487944845617,
          -9.965680669836859,
          -9.850881958255771,
          -9.731090723240692,
          -9.615488336482715,
          -9.512519832918203,
          -9.429054303014977,
          -9.36970891150753,
          -9.336403875356686,
          -9.328191850044611,
          -9.341377001048993,
          -9.369909493341062,
          -9.406013256470233,
          -9.44098152477973,
          -9.466058174500944,
          -9.473314917908544,
          -9.456435714279968,
          -9.41133010154661,
          -9.336515393483483,
          -9.233231872947675,
          -9.105282695153448,
          -8.958618324277825,
          -8.800711065863355,
          -8.639786007375692,
          -8.483988366529488,
          -8.340572553391926,
          -8.215194743034916,
          -8.111378914013569,
          -8.030207474135345,
          -7.970263814963568,
          -7.927827940154534,
          -7.897300443481805,
          -7.871807238105391,
          -7.843919874237141,
          -7.806415753316534,
          -7.753000017811876,
          -7.678916481681377,
          -7.5813879341463055,
          -7.459845008315095,
          -7.315925477955065,
          -7.1532498924977475,
          -6.977002347652476,
          -6.793364554146814,
          -6.6088652651913,
          -6.4297142243979035,
          -6.261189513824642,
          -6.107139721272071,
          -5.969648664888983,
          -5.848892105594003,
          -5.7431949910884015,
          -5.649276582182721,
          -5.562651563824577,
          -5.478139928694517,
          -5.390428560524581,
          -5.294623935809381,
          -5.186738400830939,
          -5.064061551907134,
          -4.925382200160198,
          -4.771043590856426,
          -4.602833018413872,
          -4.423724692272529,
          -4.237509765106616,
          -4.048358275366717,
          -3.8603633282542105,
          -3.6771176990126633,
          -3.5013673885563144,
          -3.334776297397449,
          -3.1778224137066364,
          -3.029830382389622,
          -2.889129832215426,
          -2.753315130625981,
          -2.6195718048123964,
          -2.48502879463484,
          -2.3470945444348685,
          -2.203738676620394,
          -2.053689038538794,
          -1.8965252113828293,
          -1.7326627013312887,
          -1.563235404597315,
          -1.3898959636208268,
          -1.214562917855076,
          -1.039149057671093,
          -0.865306539851258,
          -0.6942210720413725,
          -0.5264803015038635,
          -0.36203139330407147,
          -0.20023094305146208,
          -0.039978317045819924,
          0.1200872627184631,
          0.2813537468136734,
          0.44499983433158424,
          0.6117879505097705,
          0.7819156932770482,
          0.9549472870470401,
          1.1298362336476042,
          1.305038453934248,
          1.4787032387191028,
          1.6489187657799127,
          1.8139811258009049,
          1.9726517506072472,
          2.1243684246866303,
          2.2693797406567615,
          2.4087814545587736,
          2.5444447487244077,
          2.6788395835976813,
          2.8147695566058646,
          2.955046384208949,
          3.1021408263821217,
          3.2578514450205764,
          3.423032353718829,
          3.597415950534568,
          3.77955697903435,
          3.966911125023247,
          4.156046151069524,
          4.3429680032134685,
          4.5235301898115745,
          4.693883713342308,
          4.850918304718304,
          4.992644564515595,
          5.118471166245874,
          5.229341194384505,
          5.32770602775891,
          5.417332464236525,
          5.502957168841752,
          5.5898199921102325,
          5.683122272532374,
          5.787466198242952,
          5.906335415381959,
          6.0416747047116885,
          6.193617773813699,
          6.360397806982235,
          6.538456795112671,
          6.7227487478726005,
          6.907210884267509,
          7.0853580835586225,
          7.250941351427486,
          7.398602496007326,
          7.524455687676069,
          7.626532431895007,
          7.7050392644819095,
          7.762395976855885,
          7.803044548090521,
          7.833042900268961,
          7.859480587572966,
          7.889773112371663,
          7.930905583686236,
          7.988703296559883,
          8.067205648560195,
          8.168210592021861,
          8.291040371558081,
          8.432557219591569,
          8.587432203770925,
          8.748644159971047,
          8.908161347365757,
          9.057738706803155,
          9.189750529220174,
          9.297973413899928,
          9.378238248251531,
          9.42888229004825,
          9.450952104040189,
          9.448133140753313,
          9.42640960485822,
          9.393486078452666,
          9.358027248757407,
          9.32879142382,
          9.313745240191556,
          9.319249783157474,
          9.349401878275367,
          9.40559916016588,
          9.486375176629874,
          9.58752349831768,
          9.702500360812335,
          9.823066794244617,
          9.940106451420455,
          10.044537005568928,
          10.128222980360468,
          10.184797271753222,
          10.210307528711775,
          10.203621099421186,
          10.166546646688065,
          10.10365930134671,
          10.021846407725077,
          9.929619418838959,
          9.652213159912012,
          9.565293408246067,
          9.492103832346464,
          9.439491562403969,
          9.411979470458144,
          9.411316278345495,
          9.436306811863286,
          9.482939082812132,
          9.54479466219288,
          9.613700036923428,
          9.680552268475662,
          9.736234784023095,
          9.772530301500247,
          9.782938593756903,
          9.763316922466485,
          9.71227943789198,
          9.631316709806187,
          9.524625241358242,
          9.39866635570964,
          9.261501198750224,
          9.121970978430959,
          8.988806702358575,
          8.86975908274846,
          8.770836366119058,
          8.695725994596046,
          8.645456515591635,
          8.618331102738392,
          8.610136063741505,
          8.614599697554901,
          8.624051703908652,
          8.630213596729046,
          8.625038195784773,
          8.601512448886268,
          8.55434285177579,
          8.48045594800918,
          8.3792663294085,
          8.252689065294035,
          8.104899968405235,
          7.941872792927538,
          7.77074471459398,
          7.5990780209191735,
          7.4340952234090185,
          7.281965960515665,
          7.147217117791812,
          7.032323421345993,
          6.937515972037495,
          6.860822947929296,
          6.798332498647171,
          6.744645227999477,
          6.693464935984576,
          6.638263337601905,
          6.572948518509624,
          6.492468389770991,
          6.3932890333037244,
          6.273702509284604,
          6.133937734660732,
          5.976069323503929,
          5.803740502015598,
          5.6217351312846615,
          5.435448546208406,
          5.250315906407239,
          5.071259255330056,
          4.902210412774822,
          4.745756806899731,
          4.602942631311745,
          4.4732400119463716,
          4.354686184421769,
          4.244165065194699,
          4.1377969270274875,
          4.031389665969196,
          3.920900349661951,
          3.8028567189012152,
          3.6746947832179386,
          3.534979715954218,
          3.3834915394483955,
          3.2211729014043673,
          3.049951761406545,
          2.8724652976876834,
          2.6917213509863935,
          2.5107392211955206,
          2.3322121398776026,
          2.1582293562947523,
          1.990087153003602,
          1.8282063765451095,
          1.6721606877475657,
          1.5208063194487125,
          1.3724922583804886,
          1.2253208076069062,
          1.0774234299739256,
          0.9272161340776343,
          0.7736024212292494,
          0.616099420432684,
          0.45487330206768767,
          0.2906820546568316,
          0.12473573967702326,
          -0.04150507509095981,
          -0.20656415689646487,
          -0.36918502321936214,
          -0.5285342675260991,
          -0.6843443483959532,
          -0.8369752666139735,
          -0.9873851118654126,
          -1.1370114008098928,
          -1.2875769729555575,
          -1.4408444816279853,
          -1.5983509141589616,
          -1.7611571335990293,
          -1.9296466439656337,
          -2.103402653582443,
          -2.2811835842567323,
          -2.4610054554443814,
          -2.640326426619309,
          -2.81631577273422,
          -2.9861782801340744,
          -3.1474968978779,
          -3.2985525371731232,
          -3.4385807816509453,
          -3.5679310018656856,
          -3.688103435354123,
          -3.801653151912625,
          -3.9119650115554765,
          -4.022919024711164,
          -4.138479163298204,
          -4.262249011365515,
          -4.397043381716131,
          -4.544525347459528,
          -4.704952827384711,
          -4.877068339356549,
          -5.058150818525027,
          -5.24423101257943,
          -5.43045378449253,
          -5.611553686851667,
          -5.782396354300833,
          -5.938529227697834,
          -6.0766820239890125,
          -6.195160721289311,
          -6.294088460989796,
          -6.375461802512422,
          -6.443009709050999,
          -6.501863534334715,
          -6.558066898135959,
          -6.617972433365638,
          -6.687585931218551,
          -6.771925819747312,
          -6.874466229988582,
          -6.996724921804685,
          -7.138043631807997,
          -7.295589278567366,
          -7.464581837232246,
          -7.638730914255939,
          -7.810840623175541,
          -7.973523700822881,
          -8.119952971755009,
          -8.244572747237342,
          -8.343695263685284,
          -8.41591771286933,
          -8.462312837808085,
          -8.486368753872236,
          -8.493679308051233,
          -8.491412263186303,
          -8.487606164974524,
          -8.490365405827948,
          -8.507034709458846,
          -8.543437692965599,
          -8.603258839971314,
          -8.687634572436455,
          -8.794998451936317,
          -8.921199936206,
          -9.059888169153288,
          -9.203124873075824,
          -9.342166397111281,
          -9.468336888718921,
          -9.573904335527649,
          -9.652870012335054,
          -9.701589874029603,
          -9.71916291375097,
          -9.707544823228243,
          -9.671373091631184,
          -9.617519119926326,
          -9.554410978765734,
          -9.491194192690694,
          -9.436814912922838,
          -9.399118254373322,
          -9.384053506864367,
          -9.3950674501895,
          -9.432748146507473,
          -9.49475626124296,
          -9.576051760086104,
          -9.669393738886452,
          -9.766063258774492,
          -9.85673625307577,
          -9.932418198384047,
          -9.985345888232796,
          -10.00976497322081,
          -10.002504596780545,
          -9.96329115805667,
          -9.894769841232096,
          -9.80223232558994,
          -9.693078971144038,
          -9.576070693751424,
          -9.460446946107133,
          -9.354999548167024,
          -9.267196221805476,
          -9.202442193750064,
          -9.163553742916108,
          -9.15049561258451,
          -9.160407076060707,
          -9.187911949602112,
          -9.225679029191607,
          -9.26517424045086,
          -9.297526792430746,
          -9.314420719110487,
          -9.30892143166817,
          -9.276154392944427,
          -9.213768911134867,
          -9.122142621872577,
          -9.004309101495759,
          -8.865619423454575,
          -8.71317540246183,
          -8.555095014452023,
          -8.399686745197833,
          -8.25461781303318,
          -8.126160591845627,
          -8.018592310508623,
          -7.933806296501734,
          -7.871170505464947,
          -7.827643242876194,
          -7.798129555862336,
          -7.776037490842847,
          -7.753973750405193,
          -7.724505195919461,
          -7.680907371042587,
          -7.617824171597966,
          -7.531773502144403,
          -7.421450980122288,
          -7.287805559697998,
          -7.133884989978763,
          -6.964472748079932,
          -6.785559031116411,
          -6.603704427707783,
          -6.4253644524360025,
          -6.256245362246349,
          -6.10075651774461,
          -5.961612720916212,
          -5.8396228589968215,
          -5.733680742572571,
          -5.640952484222652,
          -5.557234425977104,
          -5.477438610301745,
          -5.396150815262715,
          -5.308200374657127,
          -5.209181823980727,
          -5.095875577843433,
          -4.966527403921041,
          -4.820962906656588,
          -4.660531684694694,
          -4.487894227307834,
          -4.306680975861561,
          -4.121065582505867,
          -3.9353019931606292,
          -3.7532768929971434,
          -3.578125251213463,
          -3.411947790142659,
          -3.2556563325547296,
          -3.108957708806225,
          -2.9704710145248945,
          -2.8379583013068697,
          -2.7086368757396135,
          -2.579533533302975,
          -2.4478380263101998,
          -2.3112150526315745,
          -2.1680406696749324,
          -2.0175393795366396,
          -1.8598108834581564,
          -1.6957491068183432,
          -1.5268689279852057,
          -1.3550666106597626,
          -1.1823470435739907,
          -1.0105537700691032,
          -0.8411361947495416,
          -0.6749825730150868,
          -0.5123382046551135,
          -0.35281684378503936,
          -0.19550113505703295,
          -0.039116400546887135,
          0.11774725783379603,
          0.27639566853473674,
          0.4378073306490698,
          0.6024572406686463,
          0.7702127226708949,
          0.9403168191959611,
          1.1114633736962065,
          1.2819558539851268,
          1.4499307306674492,
          1.6136172457982885,
          1.7715998351338489,
          1.9230480513716568,
          2.0678818295867507,
          2.206847061822603,
          2.3414869219812124,
          2.4740070015735527,
          2.607045595217021,
          2.7433728143331932,
          2.8855520867025155,
          3.0356037542623704,
          3.194712059494207,
          3.363013480362778,
          3.539496374437442,
          3.722030019721196,
          3.9075266639241573,
          4.0922247259408815,
          4.272066604628945,
          4.443132372522934,
          4.602082457811144,
          4.746559321634562,
          4.875500643959086,
          4.989324540206992,
          5.089960114212764,
          5.180712920597537,
          5.265972940570918,
          5.350790501142683,
          5.44036118765873,
          5.539472402812065,
          5.651970398501465,
          5.780306501288941,
          5.925214691459706,
          6.085560211878425,
          6.258381674555413,
          6.4391289489000805,
          6.62207807568924,
          6.800884821379155,
          6.969222437363574,
          7.121438550253112,
          7.253162170672433,
          7.361795162406233,
          7.446832979371338,
          7.509976102219625,
          7.555014752929857,
          7.587492977090458,
          7.61418160339171,
          7.642410421243253,
          7.679325890138523,
          7.7311500121498575,
          7.8025175401709035,
          7.895962143906278,
          8.0116080514659,
          8.147103375571426,
          8.297806848786715,
          8.457213536134693,
          8.617579987176363,
          8.770687886136121,
          8.908669861038332,
          9.024813425836827,
          9.114259971482356,
          9.174525317459548,
          9.205785701631825,
          9.21089651460716,
          9.195138210817742,
          9.165711872803534,
          9.131032960919784,
          9.099893116941331,
          9.08057423986612,
          9.080004854528914,
          9.103045363044597,
          9.15197637532173,
          9.226244162538272,
          9.322491387708142,
          9.434872273202853,
          9.555622240745333,
          9.675825813138298,
          9.786305927605339,
          9.878544941751024,
          9.945543885087764,
          9.98253235230555,
          9.987456290578852,
          9.961193308865667,
          9.907472755689387,
          9.832507847107994,
          9.74437649448974,
          9.652213159912016,
          9.391069027090275,
          9.314587571927941,
          9.256803018953702,
          9.223039137524307,
          9.2159593422608,
          9.235303552510997,
          9.2779199443902,
          9.33808785831704,
          9.408098523562558,
          9.479034129229193,
          9.541665782321417,
          9.587379082604967,
          9.609033596635564,
          9.601669646669796,
          9.562991773036588,
          9.493581305192855,
          9.396818283876518,
          9.278522635804443,
          9.146352959368999,
          9.009025622742246,
          8.875434635137774,
          8.75376215351605,
          8.650669631022486,
          8.570650561668497,
          8.51560853786031,
          8.48470075883819,
          8.474459692051804,
          8.479177153807992,
          8.491508572979233,
          8.50323333498831,
          8.506092067411846,
          8.492614987462236,
          8.456857574644646,
          8.394970522232944,
          8.305548941741192,
          8.18972918507947,
          8.05102791956907,
          7.894944487764994,
          7.728371380141823,
          7.558876427854229,
          7.393932227026219,
          7.240172221524911,
          7.102748533400393,
          6.9848546383794385,
          6.8874577245557935,
          6.809263061465283,
          6.7469083670439804,
          6.695362560389142,
          6.648482870958752,
          6.599669100708601,
          6.542545374132423,
          6.471598696449638,
          6.382710007834709,
          6.2735263309942875,
          6.1436405483603735,
          5.99456630395592,
          5.829517220207168,
          5.653019743318127,
          5.470405395658328,
          5.287239372975031,
          5.108747237265185,
          4.939299586017715,
          4.782006412615656,
          4.638459464061424,
          4.508643840514445,
          4.391021308061856,
          4.282769386477165,
          4.1801442067515024,
          4.07892307939651,
          3.974875860677158,
          3.864213134955275,
          3.7439638808605986,
          3.6122449628241595,
          3.4683982577132455,
          3.3129868728812952,
          3.147657923948004,
          2.974893915269237,
          2.7976863122715616,
          2.619172206876575,
          2.4422773614714215,
          2.269406258190439,
          2.1022125418615225,
          1.9414724025481933,
          1.7870703625643443,
          1.6380932031814963,
          1.4930150148672134,
          1.3499460566951915,
          1.2069114202320073,
          1.0621231164970226,
          0.914211323514807,
          0.7623867917483873,
          0.606515963346936,
          0.44710199537603706,
          0.28517713176422166,
          0.1221232315013722,
          -0.040553656891674957,
          -0.2014630828657282,
          -0.3595511131846643,
          -0.5142717629598064,
          -0.6656848432469117,
          -0.8144657590863184,
          -0.9618243333536325,
          -1.1093417561442345,
          -1.2587457699122062,
          -1.4116528129353458,
          -1.569310953171303,
          -1.7323783611302948,
          -1.9007686055489088,
          -2.073586550909255,
          -2.249167928656262,
          -2.425222984729515,
          -2.599071476443749,
          -2.767944290482919,
          -2.9293175693761797,
          -3.0812396765882637,
          -3.2226103838398497,
          -3.3533755841975923,
          -3.4746093073787754,
          -3.588466981069869,
          -3.698008428082757,
          -3.806904383321215,
          -3.919054593175941,
          -4.038157127144449,
          -4.167275956048786,
          -4.308456137917602,
          -4.462432666883137,
          -4.628470372270479,
          -4.804359013013936,
          -4.986571247753104,
          -5.170573228007722,
          -5.3512601310243335,
          -5.5234739901826835,
          -5.682550442946884,
          -5.824835825669539,
          -5.948117146909307,
          -6.051914934299349,
          -6.13760214056575,
          -6.208329929571576,
          -6.268761438212365,
          -6.324635383369371,
          -6.382200404793415,
          -6.447576189683145,
          -6.526106967059044,
          -6.621775711884213,
          -6.736742890709749,
          -6.871062117443064,
          -7.0226077324412595,
          -7.187227791741892,
          -7.359112462988981,
          -7.531344835276706,
          -7.696581123978817,
          -7.84779238388737,
          -7.978991822505961,
          -8.085871620710876,
          -8.166280995289123,
          -8.220492403893083,
          -8.251223833725607,
          -8.263409918844994,
          -8.263740651608313,
          -8.260010975409035,
          -8.260344967567233,
          -8.272372434270528,
          -8.302441966533124,
          -8.354952076698629,
          -8.431871077375012,
          -8.532497904101774,
          -8.653491944884061,
          -8.789172567052344,
          -8.9320612358205,
          -9.073613787420083,
          -9.205070215454521,
          -9.318336407980683,
          -9.406808052936867,
          -9.466051935933258,
          -9.494273656061155,
          -9.492522031987704,
          -9.464607026228919,
          -9.416737175398142,
          -9.356911282903587,
          -9.294124532054358,
          -9.237468565636433,
          -9.195216413887186,
          -9.173985220553288,
          -9.178062254233893,
          -9.208963422920267,
          -9.265270071642341,
          -9.342761622599324,
          -9.434831503170718,
          -9.533144893410501,
          -9.62847208871296,
          -9.711613267886978,
          -9.774321043848172,
          -9.810127330835234,
          -9.814990778906422,
          -9.78769930741137,
          -9.729987234593855,
          -9.646355582252584,
          -9.543614342000716,
          -9.430193720466876,
          -9.315294741299134,
          -9.207965686905554,
          -9.116198081354236,
          -9.046133537444835,
          -9.001461096811639,
          -8.983064922083285,
          -8.98895642146825,
          -9.014495774841844,
          -9.052878392122858,
          -9.095835091768386,
          -9.134473465659,
          -9.160174145903227,
          -9.16545086307044,
          -9.144687707720689,
          -9.094680334109174,
          -9.014928529233474,
          -8.907653418236087,
          -8.77754088219756,
          -8.631240592685506,
          -8.476674564079413,
          -8.322227808978791,
          -8.175904701157522,
          -8.044536965394276,
          -7.9331226974978115,
          -7.844361259618749,
          -7.778427906531567,
          -7.733006833670276,
          -7.703574654650097,
          -7.6839008917463225,
          -7.666710502839174,
          -7.644437937415947,
          -7.60999421677407,
          -7.557468766373872,
          -7.482696020005754,
          -7.383632158159831,
          -7.260508011301241,
          -7.115747902464995,
          -6.953668492725883,
          -6.779993988536523,
          -6.601242090518682,
          -6.424047021334866,
          -6.254490750738672,
          -6.097510801342362,
          -5.956443229712051,
          -5.8327437283176105,
          -5.725910071001362,
          -5.633607504706389,
          -5.551977500674947,
          -5.476091746284356,
          -5.400499275436586,
          -5.31980656171283,
          -5.229228930680096,
          -5.125056758044096,
          -5.004990876556066,
          -4.868317075280139,
          -4.715907748595611,
          -4.550057602355951,
          -4.374177795708844,
          -4.192387139547686,
          -4.00904853911104,
          -3.828302862371857,
          -3.653650576649103,
          -3.4876242110330695,
          -3.3315829492669846,
          -3.18564588127101,
          -3.048764381320692,
          -2.918918570952474,
          -2.7934095858381514,
          -2.669209815711492,
          -2.5433283869531107,
          -2.413149317224188,
          -2.276704812292369,
          -2.1328553653871625,
          -1.9813604701113958,
          -1.8228373688693933,
          -1.658618697439821,
          -1.49053157902271,
          -1.3206293340758735,
          -1.1509115623149138,
          -0.9830684709028384,
          -0.8182810568418997,
          -0.6571007102277541,
          -0.4994210372785078,
          -0.34454256792167554,
          -0.1913190186044106,
          -0.038363399254464386,
          0.1157152527469528,
          0.27207745420885465,
          0.4314536207036455,
          0.5940069807019229,
          0.7592786608505622,
          0.9262237911422249,
          1.0933355086971084,
          1.2588420372227165,
          1.4209520486003433,
          1.5781165372818964,
          1.7292723688577099,
          1.8740339479260195,
          2.0128050103927455,
          2.1467917839773163,
          2.2779106240892197,
          2.4085963291355745,
          2.541530101458449,
          2.679316985535393,
          2.824150213508353,
          2.9775032066521496,
          3.139888491293736,
          3.3107165166902965,
          3.488276903590198,
          3.66985110747802,
          3.8519503436940927,
          4.030657614220691,
          4.202039553150626,
          4.362584156769958,
          4.509615516919342,
          4.641637159822523,
          4.758561632900701,
          4.861795074757399,
          4.954160554953276,
          5.0396614067051395,
          5.123103709032412,
          5.209613507108679,
          5.304097404390309,
          5.410703256968799,
          5.532339797079354,
          5.670309694125634,
          5.8241001126990986,
          5.991359217442045,
          6.168067867890273,
          6.348894942155066,
          6.527704552220353,
          6.698166078858106,
          6.854405418747364,
          6.991629583837388,
          7.106657660275632,
          7.198299206770538,
          7.2675357588006895,
          7.317480796296808,
          7.353116338591954,
          7.380827884459611,
          7.407781219950687,
          7.441202311543574,
          7.487633117833686,
          7.55224033071399,
          7.638250204244671,
          7.746570996778337,
          7.875646220735355,
          8.02155867542286,
          8.178379490749782,
          8.338730799504088,
          8.494507877394428,
          8.63768908108907,
          8.761151594479893,
          8.85940905336147,
          8.92919388552962,
          8.96982209392201,
          8.983299781751558,
          8.974156808867383,
          8.94902091626192,
          8.915972573345178,
          8.88374387776929,
          8.8608416282775,
          8.854683385633354,
          8.870834949623362,
          8.912428162737811,
          8.97982020492391,
          9.070531334217192,
          9.179469806979087,
          9.29942336652735,
          9.421769245437385,
          9.537331933273085,
          9.637302391949106,
          9.714125604789448,
          9.762266072008362,
          9.778772881665429,
          9.763586095240916,
          9.71955235245928,
          9.652147148579205,
          9.568931138256858,
          9.478794997470207,
          9.391069027090278,
          9.158397829783622,
          9.095866604168526,
          9.055996268863044,
          9.042338351825205,
          9.05557236022296,
          9.093441695545813,
          9.150985418798339,
          9.221041884688157,
          9.294972663439411,
          9.363532897477835,
          9.417799571341101,
          9.450063591315725,
          9.454595620292897,
          9.428208842670665,
          9.370562848914396,
          9.284179438195377,
          9.17417058247998,
          9.047708040191951,
          8.913290152933303,
          8.779881552923293,
          8.656013819863405,
          8.5489383482945,
          8.46391656033412,
          8.403717830088322,
          8.368373666761858,
          8.355210139015393,
          8.359151987809284,
          8.37326432043137,
          8.38947402579811,
          8.39939549980783,
          8.395175652325651,
          8.37027237762713,
          8.320088678002005,
          8.242400496234831,
          8.137538295961175,
          8.008308177929765,
          7.859665125165639,
          7.6981760495899785,
          7.531331104681996,
          7.366776154434012,
          7.211545962618738,
          7.071376030520966,
          6.950161381640635,
          6.849614111325104,
          6.769150024932841,
          6.7060105074718805,
          6.655601466293731,
          6.612009296626347,
          6.568636567145525,
          6.518889209263274,
          6.456843420107959,
          6.377824464549339,
          6.278840496976985,
          6.158831109363219,
          6.018710671621745,
          5.861208429940775,
          5.690528423175941,
          5.511870361054437,
          5.3308658474407515,
          5.152991453527832,
          4.983020559392988,
          4.8245697291876475,
          4.6797835061894615,
          4.549185342814448,
          4.431703775612286,
          4.32486398781158,
          4.22511762749651,
          4.128269984185091,
          4.029954755447996,
          3.9261034713094074,
          3.8133593535926766,
          3.689393486920815,
          3.5530936045415453,
          3.4046110340937004,
          3.245267624819125,
          3.0773399425659345,
          2.9037509688367287,
          2.727708601531831,
          2.5523345305054037,
          2.3803262191664114,
          2.213689022915795,
          2.0535657222776273,
          1.9001781923129928,
          1.752882109973815,
          1.6103221647344714,
          1.4706637480295313,
          1.3318688532244005,
          1.1919798103602173,
          1.0493748935612952,
          0.9029646167131992,
          0.7523060028853847,
          0.5976231747740985,
          0.43973487422912144,
          0.27990146136395133,
          0.1196141074583949,
          -0.0396439493896132,
          -0.1966309263234923,
          -0.35054258985311015,
          -0.5011437768283252,
          -0.6488167258470979,
          -0.7945185386822889,
          -0.939652077579512,
          -1.0858661506012495,
          -1.234810498706459,
          -1.3878776493785354,
          -1.545966284856686,
          -1.7092990051104424,
          -1.8773213883193647,
          -2.0486997205090267,
          -2.221422779076538,
          -2.393000027462775,
          -2.560736078921345,
          -2.7220508542919215,
          -2.8748078162217334,
          -3.0176099600633743,
          -3.1500253351527547,
          -3.2727106567035644,
          -3.3874123875271582,
          -3.4968383666103415,
          -3.6044081151548246,
          -3.7139046360366637,
          -3.8290631101886152,
          -3.9531408478109733,
          -4.08851701426156,
          -4.236369379205489,
          -4.39646859728344,
          -4.567118907578012,
          -4.745258798945495,
          -4.926717746003718,
          -5.106607477742172,
          -5.279810375940623,
          -5.441515348972785,
          -5.587744370431042,
          -5.715811766284883,
          -5.824663587047008,
          -5.915055623710632,
          -5.98954475823434,
          -6.052287751500428,
          -6.10866223081974,
          -6.164744322779225,
          -6.226693913444417,
          -6.300110023963458,
          -6.389423884485906,
          -6.497395255419652,
          -6.624768420754729,
          -6.770128869790004,
          -6.929981494121131,
          -7.099048207686678,
          -7.270759638602177,
          -7.4378944192510925,
          -7.593302914917413,
          -7.730641852538211,
          -7.8450434748588105,
          -7.93364800609836,
          -7.99594098525626,
          -8.033856198705603,
          -8.051628619805284,
          -8.055407525027409,
          -8.052665127230323,
          -8.051457989526162,
          -8.059614800699224,
          -8.08393300302199,
          -8.12946721649606,
          -8.198984225356384,
          -8.292643212992107,
          -8.407937519387964,
          -8.539907704363786,
          -8.681607839441645,
          -8.824780606314711,
          -8.960674710838664,
          -9.080922672433276,
          -9.178389897917773,
          -9.247907925807317,
          -9.286815718348718,
          -9.2952518305175,
          -9.276165306408043,
          -9.235041705364651,
          -9.179369817130018,
          -9.117901376792206,
          -9.059777654501975,
          -9.013610909815643,
          -8.986613862710023,
          -8.983865958784707,
          -9.007791695774372,
          -9.057904981014731,
          -9.130846565570156,
          -9.220711801547262,
          -9.319636352834344,
          -9.418581104692834,
          -9.508237086884465,
          -9.57995886179783,
          -9.62663181732415,
          -9.643385464226442,
          -9.628080491679695,
          -9.581520376408973,
          -9.507366402137253,
          -9.411765141896522,
          -9.302726683557323,
          -9.189317139951058,
          -9.080747694603902,
          -8.985452688703448,
          -8.910250027223743,
          -8.859668425263449,
          -8.835508664918091,
          -8.836681905672283,
          -8.859339695046586,
          -8.897280596664245,
          -8.942590347679934,
          -8.986449039274135,
          -9.020022355060439,
          -9.035346042292288,
          -9.026114271281127,
          -8.988293132465207,
          -8.92049906307141,
          -8.824106511104919,
          -8.703077059348425,
          -8.563530644952678,
          -8.413105496479638,
          -8.260174325481527,
          -8.112998061158276,
          -7.9789036749182,
          -7.863568970560273,
          -7.7704851077419645,
          -7.700648440660994,
          -7.652509064927392,
          -7.622176838486556,
          -7.603859359578392,
          -7.590483153184516,
          -7.574431487921609,
          -7.548321572012712,
          -7.505741342915992,
          -7.441871791272538,
          -7.353934005219533,
          -7.241419374325097,
          -7.106084542029967,
          -6.9517172614399465,
          -6.783702709311718,
          -6.608439635630351,
          -6.432669981148069,
          -6.262792915675187,
          -6.104234024478187,
          -5.960932793333014,
          -5.834997578682664,
          -5.726558514342579,
          -5.63382738448658,
          -5.553351705374661,
          -5.48043041178738,
          -5.409642684623297,
          -5.335431157015461,
          -5.252676940490307,
          -5.157206845543392,
          -5.046182332584382,
          -4.918333964589939,
          -4.774022771798733,
          -4.61512898840777,
          -4.444786989147227,
          -4.267000977571734,
          -4.086187436088464,
          -3.9066964273732703,
          -3.732364043435088,
          -3.5661427950358244,
          -3.4098463065256355,
          -3.2640306365695317,
          -3.1280185544372876,
          -3.0000570043431805,
          -2.87758358663738,
          -2.757566734232247,
          -2.6368775160485,
          -2.512649278166991,
          -2.3825846728599327,
          -2.245177483900134,
          -2.099827989479921,
          -1.9468439958578136,
          -1.787333508065599,
          -1.6230076498707735,
          -1.455922451761251,
          -1.288194382647937,
          -1.1217263622434905,
          -0.9579783422135959,
          -0.7978098069752318,
          -0.6414116197090469,
          -0.48833279176417566,
          -0.3375954616571536,
          -0.18788014481083082,
          -0.0377545226720845,
          0.11408626175738269,
          0.2686010187385548,
          0.4262357969107179,
          0.5868322953738547,
          0.7496247723944316,
          0.9133271772143482,
          1.076300277469992,
          1.2367777800296647,
          1.3931222034837498,
          1.544076613904759,
          1.688977912251959,
          1.8279012852721899,
          1.9617132979566356,
          2.092022025166298,
          2.221025317912245,
          2.3512712617549294,
          2.4853565339948744,
          2.625597249574109,
          2.7737118479737397,
          2.930555900583591,
          3.095944229536194,
          3.268586810598808,
          3.446152503523297,
          3.6254600702486135,
          3.802780851298364,
          3.9742236256260566,
          4.13616123587616,
          4.285651887598342,
          4.420806542053377,
          4.541057862955905,
          4.6472954695291495,
          4.741845905962695,
          4.828292353066638,
          4.911146898103822,
          4.995405176099998,
          5.0860274660738085,
          5.187400185364283,
          5.302835937145578,
          5.4341681879392505,
          5.58148832234232,
          5.743058973751928,
          5.9154195243075165,
          6.093679360209888,
          6.271974016745125,
          6.444040978534705,
          6.603857670940961,
          6.746275743890529,
          6.867584175177602,
          6.965939352895004,
          7.0416127099418,
          7.09702450894239,
          7.136554213275237,
          7.166141279302633,
          7.192712700237641,
          7.223492802478039,
          7.265264526056728,
          7.3236581364389055,
          7.40254215723874,
          7.503582246839065,
          7.626017571179733,
          7.766682523924453,
          7.920276601758408,
          8.079859436008594,
          8.237524114959848,
          8.38518254569381,
          8.515383808531036,
          8.622081697317327,
          8.701271536417284,
          8.751428640534682,
          8.773700272860234,
          8.771827724745707,
          8.75180267234395,
          8.721289428239546,
          8.688869238560523,
          8.663181791687219,
          8.652050564689183,
          8.661681266405957,
          8.69601607775262,
          8.756311230667649,
          8.840983198271864,
          8.945741633992542,
          9.063997964600526,
          9.187510218626667,
          9.30720019218217,
          9.414060974546576,
          9.500063084173505,
          9.558967060141548,
          9.586959407963189,
          9.583046426217601,
          9.549164864218119,
          9.48999709275895,
          9.412508566971963,
          9.3252537287547,
          9.237520212294474,
          9.158397829783626,
          8.965079014582663,
          8.919357654329366,
          8.899073082528073,
          8.90583857321147,
          8.9383180413674,
          8.992364010213517,
          9.061438552426798,
          9.13727410156513,
          9.210706721312452,
          9.272597050895659,
          9.31474548189276,
          9.330709029912864,
          9.316437720600554,
          9.270667016166678,
          9.195027912722486,
          9.0938652354669,
          8.973784364678746,
          8.842974088479618,
          8.710375694200794,
          8.584783511322765,
          8.473968406061374,
          8.383912620180793,
          8.318232236707626,
          8.277843760374825,
          8.260905920233462,
          8.263039493587675,
          8.277799650105912,
          8.297349929986684,
          8.313267078034489,
          8.317393540132803,
          8.302650679765167,
          8.263730970741312,
          8.197600920557655,
          8.103766778627733,
          7.984280001735391,
          7.843486352618754,
          7.68754859366559,
          7.523795327356854,
          7.359965350834037,
          7.2034262896143515,
          7.060447406712661,
          6.935599372685047,
          6.831339310864248,
          6.747819233364833,
          6.68293225902195,
          6.632586284725059,
          6.591171654877305,
          6.552170213331847,
          6.508839840983321,
          6.454902439592185,
          6.385164803647827,
          6.296010601669818,
          6.185716680082862,
          6.054566389499416,
          5.90475446125544,
          5.740099778587622,
          5.565601894084483,
          5.3868923434629155,
          5.209641200819526,
          5.0389820713743205,
          4.879014712512791,
          4.732434325432157,
          4.600321522988135,
          4.482108801847259,
          4.375720068527357,
          4.277861493961869,
          4.184426639654415,
          4.090967978488614,
          3.993181659585399,
          3.887353040586166,
          3.7707168718707584,
          3.641697188051856,
          3.5000065601413834,
          3.346600664777629,
          3.183500272036735,
          3.0135069479147654,
          2.839849487214503,
          2.6658042454480446,
          2.4943335773352584,
          2.3277825608409275,
          2.167665710049859,
          2.014563568759757,
          1.8681353936733827,
          1.7272402234671438,
          1.5901461152989829,
          1.4547976393313489,
          1.319105917911043,
          1.1812241634738503,
          1.0397748539025873,
          0.8940018971830379,
          0.7438314211234847,
          0.5898368716242132,
          0.4331164170238042,
          0.27510172794045107,
          0.11732569139965006,
          -0.038818489496503746,
          -0.192293633539116,
          -0.3425806817634292,
          -0.4897641591724559,
          -0.6345287306185625,
          -0.778066315258236,
          -0.9219050945803581,
          -1.0676822774048678,
          -1.2168903460177545,
          -1.3706306911812762,
          -1.5294084799597698,
          -1.6929982305761027,
          -1.8604013580949463,
          -2.0299058429115497,
          -2.1992454678753925,
          -2.3658432933127105,
          -2.5271127546335137,
          -2.6807813902306323,
          -2.8251978361450036,
          -2.9595830031285906,
          -3.0841913873159634,
          -3.200357801525859,
          -3.3104174733706837,
          -3.4175020441497823,
          -3.5252288597320636,
          -3.6373143345230567,
          -3.7571524774753278,
          -3.8874055920306088,
          -4.029654866587539,
          -4.184153802298497,
          -4.349717545241126,
          -4.523767159609079,
          -4.702531157475902,
          -4.881388996496285,
          -5.055324729172378,
          -5.219445430378422,
          -5.369510058194464,
          -5.502411163334775,
          -5.616554893389161,
          -5.712093895652507,
          -5.790982178778099,
          -5.856839312639423,
          -5.9146316271171715,
          -5.970198147873325,
          -6.02966668085133,
          -6.098818734791399,
          -6.182469290218764,
          -6.283927832527925,
          -6.404600342258973,
          -6.5437786218879435,
          -6.6986447053265215,
          -6.864496016804798,
          -7.035173705747588,
          -7.203654643943057,
          -7.362749303769789,
          -7.505835170261569,
          -7.627549935417834,
          -7.72437120467665,
          -7.795019710434688,
          -7.840640143136515,
          -7.86473599883022,
          -7.872860046415892,
          -7.872087533176347,
          -7.8703223918436,
          -7.875505011367582,
          -7.8948015838776975,
          -7.933858330452148,
          -7.996198566411777,
          -8.082827022321826,
          -8.192085387020501,
          -8.319777723445329,
          -8.459556803222414,
          -8.603535360487376,
          -8.743062603637767,
          -8.869588549029757,
          -8.975528769179144,
          -9.055041101801374,
          -9.104633947478778,
          -9.123542245908952,
          -9.113830436764207,
          -9.080209337036862,
          -9.029583079895536,
          -8.970370050684576,
          -8.911665239161525,
          -8.862328145645098,
          -8.830088560414596,
          -8.820761282839328,
          -8.837650234445505,
          -8.881203493557248,
          -8.948955449327007,
          -9.035763122033869,
          -9.13431371207054,
          -9.235852706276512,
          -9.33105924816539,
          -9.410980308342914,
          -9.467929048513707,
          -9.496256302899472,
          -9.492916952768788,
          -9.457773828835501,
          -9.393608501435617,
          -9.30583816338727,
          -9.201967708426427,
          -9.090832989441186,
          -8.981712350786427,
          -8.883396712888894,
          -8.803312411991325,
          -8.746785287891877,
          -8.716519786665847,
          -8.712344649341901,
          -8.731249400837454,
          -8.767706167388356,
          -8.814242392984198,
          -8.862204762655143,
          -8.902635641949626,
          -8.927172515383504,
          -8.928879304986316,
          -8.902926167913124,
          -8.847050542420597,
          -8.761755102476297,
          -8.650225482233466,
          -8.517979308380898,
          -8.372285270599406,
          -8.221413889495823,
          -8.073797997202286,
          -7.937189121456409,
          -7.817895215515908,
          -7.72017569083814,
          -7.645852575516384,
          -7.594173705324505,
          -7.561937596773886,
          -7.543862807309896,
          -7.533159934033053,
          -7.522244449805716,
          -7.503515310266952,
          -7.470118948616088,
          -7.416621322858094,
          -7.339521631817521,
          -7.237558895942016,
          -7.111784862354165,
          -6.965401242102243,
          -6.8033835270902285,
          -6.631935050865322,
          -6.457831380234348,
          -6.287724947484309,
          -6.12748217348834,
          -5.981620111176147,
          -5.8528975740772795,
          -5.742098228321444,
          -5.6480221815802025,
          -5.567680483531359,
          -5.496666016556232,
          -5.429656679917466,
          -5.360994325264375,
          -5.285276767937728,
          -5.197900858074301,
          -5.095501791901217,
          -4.976246628073464,
          -4.839956822836358,
          -4.688053590307028,
          -4.523338928911909,
          -4.349642181942286,
          -4.171375241794122,
          -3.9930476455851602,
          -3.818795118281222,
          -3.6519715288954706,
          -3.494845314767633,
          -3.3484283460620006,
          -3.212449523113033,
          -3.085468941808137,
          -2.9651130806868005,
          -2.848398839505655,
          -2.732105718393784,
          -2.613151799148113,
          -2.4889307279740778,
          -2.3575732620177483,
          -2.2181072502903856,
          -2.0705028653433417,
          -1.9156039087496892,
          -1.7549594221182543,
          -1.5905810971166954,
          -1.4246598305262932,
          -1.259278378655866,
          -1.0961561108780429,
          -0.9364565705332111,
          -0.7806796580411448,
          -0.6286489058944492,
          -0.4795919421486681,
          -0.33230036395924883,
          -0.18534531159284795,
          -0.03731824119202189,
          0.11293645467326476,
          0.26612891638264813,
          0.42239783891165017,
          0.5812686649962928,
          0.7417024623971863,
          0.9022300087460425,
          1.0611542284937387,
          1.2167947825496597,
          1.367742487944671,
          1.5130891446513357,
          1.6526005893234115,
          1.7868071754430905,
          1.9169956839675772,
          2.045098758439341,
          2.1734908971436484,
          2.3047122558701054,
          2.4411515064084615,
          2.5847254815976943,
          2.736595432012859,
          2.896957039910281,
          3.06493405906083,
          3.2385943003213473,
          3.4150928643659646,
          3.5909325835967363,
          3.762317297553437,
          3.9255615507417954,
          4.0775120497028166,
          4.21593283241048,
          4.339808142173901,
          4.44952440717034,
          4.546904835980236,
          4.635085723641801,
          4.71824096578062,
          4.801178590382174,
          4.888848383246877,
          4.9858111239608505,
          5.095726162842671,
          5.220914199331426,
          5.362045966414645,
          5.517995574565733,
          5.685880668204617,
          5.86129198812491,
          6.038694475456513,
          6.211962909650964,
          6.374999370352461,
          6.522369353965669,
          6.649889436211885,
          6.755102549716126,
          6.837587080186512,
          6.899062158367208,
          6.943272146330183,
          6.97565627909156,
          7.0028323210264265,
          7.031943481363768,
          7.069933472552932,
          7.12282372009129,
          7.195068233839113,
          7.2890552119382495,
          7.404810591969696,
          7.539938811305961,
          7.689811982391634,
          7.847992991775691,
          8.006853372825683,
          8.158325794588118,
          8.294715923078469,
          8.4094909270743,
          8.497962923376875,
          8.55779520953937,
          8.589276341781638,
          8.595330292653333,
          8.581257728965568,
          8.554231137331843,
          8.522592218025185,
          8.495020967976885,
          8.479659940681634,
          8.483282764255181,
          8.510592446772572,
          8.563722575068164,
          8.641994421066219,
          8.7419572194904,
          8.857710089553052,
          8.981475195584354,
          9.10436576391412,
          9.217272202575552,
          9.311776949983006,
          9.381005161779601,
          9.420324348908741,
          9.427821037723646,
          9.40450493748449,
          9.354218695961016,
          9.283261278575926,
          9.199762244604466,
          9.112869703441865,
          9.031833879759708,
          8.965079014582667,
          8.820151954427757,
          8.793314084729328,
          8.793371013734204,
          8.819922379622465,
          8.869679067324984,
          8.93679677674046,
          9.013466457222908,
          9.090701397385578,
          9.159240878980654,
          9.210478648600903,
          9.237322208662606,
          9.234896285034502,
          9.201020007396666,
          9.136410647869996,
          9.044594782984115,
          8.93153757760796,
          8.805029467303902,
          8.673893912704063,
          8.547097637738567,
          8.432854065529998,
          8.337810634952108,
          8.266401388808594,
          8.220428697199281,
          8.198914084128823,
          8.198230370660962,
          8.212498619494918,
          8.234206623836059,
          8.25498365499833,
          8.266451081867844,
          8.261061776458991,
          8.232843514613188,
          8.177972524578486,
          8.09512169371432,
          7.985551727966638,
          7.85294024656747,
          7.702970594511668,
          7.542726302788073,
          7.379956169826979,
          7.22228699078851,
          7.076464891523873,
          6.947701759848168,
          6.839191013632638,
          6.751838309039484,
          6.68422981985516,
          6.632835873732944,
          6.592423628275291,
          6.556631599167937,
          6.518643319534117,
          6.47188872092819,
          6.410700741928961,
          6.330861137192635,
          6.22998263310974,
          6.107692923330618,
          5.965607473821788,
          5.807100383004948,
          5.636903255831132,
          5.46057905858724,
          5.283929523743047,
          5.112399785539137,
          4.950542178511665,
          4.801592894430509,
          4.667201523829701,
          4.5473360170305135,
          4.440366265665254,
          4.343310455181526,
          4.252211610885616,
          4.162599088317591,
          4.069982389990235,
          3.97032326090089,
          3.86043649558004,
          3.738279604841119,
          3.6031052101782035,
          3.4554661208178095,
          3.297079650160355,
          3.1305729873007486,
          2.9591436998791045,
          2.786177432661818,
          2.614867822908928,
          2.4478814074729436,
          2.2871032695601836,
          2.133488318551,
          1.9870297786586235,
          1.8468422922807373,
          1.7113436891584717,
          1.5785084645225642,
          1.4461585703814788,
          1.3122540314253865,
          1.1751474016672687,
          1.0337718847056612,
          0.8877422517282056,
          0.7373593084870516,
          0.583521132778714,
          0.4275560954631188,
          0.271002361694083,
          0.1153649871166527,
          -0.03811587479951555,
          -0.18865401150264202,
          -0.33603767888886943,
          -0.4806650082662496,
          -0.6234889483382249,
          -0.7658783764961343,
          -0.9094132135568554,
          -1.0556403942558272,
          -1.2058232382689966,
          -1.3607183869402535,
          -1.5204117630348533,
          -1.6842382436274876,
          -1.8507996766836834,
          -2.0180836989453854,
          -2.183672981476279,
          -2.3450226009856356,
          -2.499773692854311,
          -2.646065612570838,
          -2.7828073366768415,
          -2.909872081797848,
          -3.0281868625611454,
          -3.1397001577581602,
          -3.247224761521604,
          -3.3541676919504537,
          -3.4641729957966185,
          -3.580714756155161,
          -3.706685156298822,
          -3.8440250673041523,
          -3.9934418416313773,
          -4.154250949539347,
          -4.324365537989628,
          -4.500442207916695,
          -4.678173985631908,
          -4.8527045211784845,
          -5.0191229066247764,
          -5.1729878921013945,
          -5.310825005216381,
          -5.430540907580852,
          -5.5317063480428805,
          -5.615671706383179,
          -5.685496135889059,
          -5.745690962925508,
          -5.801798203804167,
          -5.859843615999915,
          -5.925718537994209,
          -6.004554170065118,
          -6.100154738410674,
          -6.214551689324213,
          -6.347729959407423,
          -6.497560487090703,
          -6.6599521441339835,
          -6.829213328629686,
          -6.998590986643873,
          -7.160935233980034,
          -7.309423190914896,
          -7.438267784537966,
          -7.543337095992349,
          -7.622617513195601,
          -7.676468838750802,
          -7.707640163702913,
          -7.721039676849502,
          -7.723277133362114,
          -7.722021782365217,
          -7.725238589095419,
          -7.740379406634294,
          -7.773611799944486,
          -7.8291657414543385,
          -7.908867510240739,
          -8.011911849309381,
          -8.134899571640622,
          -8.272140770349557,
          -8.416196360293695,
          -8.558605712534101,
          -8.6907282707718,
          -8.804614389684545,
          -8.893816607471368,
          -8.95405767224554,
          -8.983685449940296,
          -8.983866004719804,
          -8.95849253753777,
          -8.913816807212543,
          -8.857838166797642,
          -8.799510472854234,
          -8.747846242592153,
          -8.7110085250685,
          -8.695482818520842,
          -8.70541375657794,
          -8.74217493229867,
          -8.804216771225509,
          -8.887209186870098,
          -8.984465737175567,
          -9.087607232808507,
          -9.187398193691418,
          -9.274671748565833,
          -9.341249371959758,
          -9.380762217591567,
          -9.389290714726654,
          -9.365757536824285,
          -9.312034140646166,
          -9.232750232915997,
          -9.134825754805291,
          -9.02677317665825,
          -8.91784117328624,
          -8.817086722178159,
          -8.732469708719233,
          -8.670061533673852,
          -8.633447292891779,
          -8.623381092894556,
          -8.637728062564426,
          -8.671697314325055,
          -8.718340520403501,
          -8.76926393791543,
          -8.815480377662073,
          -8.848313921101846,
          -8.860265501936297,
          -8.845752200292452,
          -8.801646691766173,
          -8.727564284117472,
          -8.62587114349001,
          -8.501415926274255,
          -8.361015130447361,
          -8.212747180288526,
          -8.0651290582267,
          -7.926260329209613,
          -7.803021620496043,
          -7.700407899564247,
          -7.621062036617491,
          -7.565052779508823,
          -7.5299156938954415,
          -7.510948523258946,
          -7.501726617198312,
          -7.4947822045758,
          -7.482375547538035,
          -7.457277931524656,
          -7.413486734980121,
          -7.346801309688487,
          -7.255204067710899,
          -7.13901226294137,
          -7.000790187948376,
          -6.8450363062644275,
          -6.677682619972926,
          -6.505462004418006,
          -6.335211496981771,
          -6.173184458206677,
          -6.024441774691884,
          -5.892382301142967,
          -5.778456750355027,
          -5.682089049001063,
          -5.600807001663585,
          -5.530562323707361,
          -5.466200998058627,
          -5.402030428336485,
          -5.332421411422443,
          -5.25238127169406,
          -5.158039583199338,
          -5.046999029481635,
          -4.918519760326312,
          -4.7735242793337775,
          -4.614429354183692,
          -4.444829571272727,
          -4.269072046180168,
          -4.091771941500592,
          -3.9173228811242624,
          -3.7494547793527446,
          -3.590884383383013,
          -3.443091926780411,
          -3.3062421652122795,
          -3.1792514844344204,
          -3.059986615979597,
          -2.9455665493843406,
          -2.8327289758966576,
          -2.7182170671254777,
          -2.599142053163349,
          -2.473281789420114,
          -2.3392845904704265,
          -2.1967598855003097,
          -2.0462512031895153,
          -1.8891009605393336,
          -1.7272288873050436,
          -1.5628552687448416,
          -1.3982055207408752,
          -1.2352334023084985,
          -1.0753964447531243,
          -0.9195094899857268,
          -0.7676915967650024,
          -0.6194093390971934,
          -0.47360720084524943,
          -0.3289048677112367,
          -0.18383304493446997,
          -0.03707495485139223,
          0.11231959519593336,
          0.26477673989975214,
          0.4201192053568944,
          0.5775762387421605,
          0.7358821692692817,
          0.8934511770012687,
          1.0486055741848535,
          1.1998274275353582,
          1.345999629274186,
          1.4866030691438166,
          1.6218413632617135,
          1.7526731333415067,
          1.880743114355638,
          2.0082160635971285,
          2.1375300184678543,
          2.271096358849655,
          2.410981996658788,
          2.5586128000510184,
          2.714536487984108,
          2.87827767001485,
          3.0483079809737395,
          3.222141402304206,
          3.396550300324883,
          3.567883114423679,
          3.7324517132604096,
          3.8869467741054806,
          4.028834365392165,
          4.156686976739788,
          4.27040771243602,
          4.371316795126229,
          4.462083886702526,
          4.5465065152646185,
          4.629152273651378,
          4.714898479388258,
          4.808415807677486,
          4.913650485544536,
          5.033361912230222,
          5.168768612937058,
          5.319345487425932,
          5.482800301114777,
          5.655238790075424,
          5.831507552327685,
          6.005684245729898,
          6.171667673542748,
          6.323808036537979,
          6.457511431066228,
          6.5697534123327905,
          6.659444223245188,
          6.727602451768695,
          6.777313057404824,
          6.81346796055633,
          6.842310402322985,
          6.870825609147448,
          6.906037617830372,
          6.954283493773722,
          7.020540267422611,
          7.1078761309624525,
          7.217086018243086,
          7.346553692441439,
          7.492359664299039,
          7.648628977223496,
          7.808087746740034,
          7.962774983575062,
          8.104839063826866,
          8.227338128275452,
          8.32496187016429,
          8.39459892857988,
          8.435688866310043,
          8.45031905054084,
          8.443052535331779,
          8.420500635610471,
          8.390680429223224,
          8.362220146332367,
          8.343491891279866,
          8.341759602535657,
          8.362429621751838,
          8.408481672016087,
          8.480140338721835,
          8.574823060896467,
          8.687372613287861,
          8.810552958076672,
          8.935760172892287,
          9.053877744683632,
          9.15619020946375,
          9.23526254689043,
          9.285695640895144,
          9.304680250177954,
          9.292292094612533,
          9.25149681704463,
          9.187863056630198,
          9.10901164681105,
          9.023855963060063,
          8.941709903294083,
          8.871353664171284,
          8.82015195442776,
          8.730393277576889,
          8.723629552595542,
          8.74383257373883,
          8.788607116781419,
          8.852864920235195,
          8.929338257205298,
          9.009312255041248,
          9.083501460035093,
          9.14298162203128,
          9.180082278045226,
          9.189149977857088,
          9.167105454142934,
          9.113739284673073,
          9.031717416346929,
          8.926297545651432,
          8.804786725485801,
          8.675796681799097,
          8.548373513965432,
          8.431090683996278,
          8.331197267572811,
          8.253907092584184,
          8.20189934875251,
          8.175079126615664,
          8.170619465287546,
          8.183277657083497,
          8.205950751837552,
          8.230411270457939,
          8.248146495398036,
          8.251215101246686,
          8.233034219447518,
          8.189018262327135,
          8.11700700876756,
          8.017442812221722,
          7.8932829486338685,
          7.749660331435412,
          7.593331264285547,
          7.431969981896104,
          7.273384336140711,
          7.124733711642639,
          6.991828534029826,
          6.878580883164853,
          6.786658901082837,
          6.7153757546526505,
          6.661819241097237,
          6.621203320363802,
          6.587400499300582,
          6.553596353782082,
          6.512996295524675,
          6.459511000285689,
          6.388350938529677,
          6.296471599831638,
          6.18282795329416,
          6.048417530868811,
          5.896113982356693,
          5.730314633034554,
          5.556444216380699,
          5.380370667747565,
          5.207796328909976,
          5.0436885021020235,
          4.891807126036238,
          4.754375263311504,
          4.631921537682156,
          4.5233045316860165,
          4.4259095688668095,
          4.335990373074145,
          4.249113698607666,
          4.160655605526963,
          4.066294481484332,
          3.9624483927116727,
          3.8466124240199235,
          3.7175642830586315,
          3.5754220712933256,
          3.421554948010451,
          3.258363537846726,
          3.088960591620966,
          2.9167921635166887,
          2.7452444507973506,
          2.577281064420642,
          2.4151500727533417,
          2.260190463772683,
          2.1127549452602628,
          1.9722518013977473,
          1.837294529890593,
          1.7059358113243421,
          1.5759533760212012,
          1.4451504944423816,
          1.3116335803641759,
          1.1740336675687129,
          1.0316466781383444,
          0.8844783744130741,
          0.7331922937697287,
          0.5789712751665768,
          0.4233139040033893,
          0.2677950444344089,
          0.11382367496250952,
          -0.03756895878097966,
          -0.18588224489534644,
          -0.33121952477181976,
          -0.47427179029310085,
          -0.6162135869556766,
          -0.7585246168665787,
          -0.9027605409819345,
          -1.0503035662265858,
          -1.2021266611183103,
          -1.358604224985043,
          -1.519396810566214,
          -1.68342865151829,
          -1.848965308036864,
          -2.0137860789230233,
          -2.1754334720356434,
          -2.331511502914226,
          -2.479997237727348,
          -2.619526792492098,
          -2.7496184504587227,
          -2.8708016235028535,
          -2.9846304702212754,
          -3.0935740094069155,
          -3.2007890729523276,
          -3.3097967539301214,
          -3.424095427687392,
          -3.5467524343115473,
          -3.680020942506911,
          -3.825027698753821,
          -3.9815712201921376,
          -4.148059045088426,
          -4.321598007211294,
          -4.498234701318173,
          -4.673326197697885,
          -4.84200557423567,
          -4.999694767086259,
          -5.142610063965531,
          -5.268204237892037,
          -5.375494176450273,
          -5.465233553924049,
          -5.539905613643692,
          -5.6035299051696885,
          -5.661296882392696,
          -5.719063447030186,
          -5.782758690459652,
          -5.857760393837803,
          -5.948307925544636,
          -6.057015305495682,
          -6.184539406224929,
          -6.329443302760253,
          -6.488275124978356,
          -6.6558604073700565,
          -6.825783208880973,
          -6.991010617662057,
          -7.144598920843762,
          -7.2804095504557935,
          -7.393760133607286,
          -7.481941033037441,
          -7.544540289938208,
          -7.583538698046813,
          -7.603159978174912,
          -7.609486313072274,
          -7.609874211408877,
          -7.612227180315846,
          -7.624197676353218,
          -7.652399498422307,
          -7.701712148503537,
          -7.774750545132644,
          -7.8715575511080065,
          -7.98955462099256,
          -8.123759712022162,
          -8.267254111082748,
          -8.411853861697304,
          -8.548919755984405,
          -8.670224702956189,
          -8.768790352280421,
          -8.839606957174864,
          -8.880161482181283,
          -8.89071785051217,
          -8.87431810058029,
          -8.836501560360341,
          -8.78476804669765,
          -8.727837567326665,
          -8.674780287601557,
          -8.634104381291927,
          -8.612894330050667,
          -8.616087699021788,
          -8.645964806054275,
          -8.701904371359415,
          -8.780431342350784,
          -8.87555338025045,
          -8.979353019698285,
          -9.082776306820932,
          -9.176538494234217,
          -9.252055222705229,
          -9.302304818819904,
          -9.322534193166362,
          -9.31073664482494,
          -9.267853049354958,
          -9.197676052953392,
          -9.106467124704967,
          -9.00232552654997,
          -8.89437344818273,
          -8.791840140149295,
          -8.703137965551736,
          -8.635023861066577,
          -8.591930716723446,
          -8.575535600903521,
          -8.584607405754104,
          -8.615147893253003,
          -8.660810235513017,
          -8.71355103687906,
          -8.764448374027001,
          -8.804601973012582,
          -8.826023900023385,
          -8.822429812305803,
          -8.78985165923704,
          -8.727011558580854,
          -8.635421402194654,
          -8.519200969010578,
          -8.384636012673996,
          -8.239523996054839,
          -8.092376197809122,
          -7.951558707684295,
          -7.824460018882501,
          -7.716769081505616,
          -7.631935303379339,
          -7.570862452212774,
          -7.531863828378068,
          -7.510879039570578,
          -7.501926036789845,
          -7.497738509570411,
          -7.490520671182276,
          -7.472740671940409,
          -7.437881360135554,
          -7.381072990472241,
          -7.299546009623613,
          -7.19286169453806,
          -7.062902037249986,
          -6.9136253387212285,
          -6.750617865140277,
          -6.580492174798317,
          -6.41019730905695,
          -6.246313555331302,
          -6.0944042992911855,
          -5.9584897738123646,
          -5.8406932551951,
          -5.741091092348476,
          -5.657776003251134,
          -5.587120703929722,
          -5.524208508914084,
          -5.463381160287359,
          -5.398843429863991,
          -5.325259980792235,
          -5.23828282512809,
          -5.134956984775948,
          -5.013966493548434,
          -4.87570097351998,
          -4.7221426459819105,
          -4.556592650882387,
          -4.3832719257965485,
          -4.206843951861836,
          -4.031913238540157,
          -3.8625539485299325,
          -3.7019176877698836,
          -3.55195897392839,
          -3.413302561976679,
          -3.2852603429064353,
          -3.165988823925338,
          -3.052763102185841,
          -2.942331384515095,
          -2.8313067012169433,
          -2.7165501983245086,
          -2.595503358245741,
          -2.466434189479337,
          -2.328573816173122,
          -2.182133568581598,
          -2.028206983786968,
          -1.8685743996291508,
          -1.7054385526135565,
          -1.5411265936748342,
          -1.3777964965287086,
          -1.2171837699757653,
          -1.0604180627840245,
          -0.9079295272222158,
          -0.7594529304568838,
          -0.6141249511916783,
          -0.4706584077057051,
          -0.3275677425438513,
          -0.183414056743879,
          -0.03703603944908999,
          0.11226452698895854,
          0.2646077155593709,
          0.4195064426189516,
          0.575927670359264,
          0.7324360434485876,
          0.8874011703954412,
          1.0392410756719919,
          1.1866690896493688,
          1.3289102993782744,
          1.4658568468357744,
          1.5981385012910867,
          1.7270952288388448,
          1.8546507189840353,
          1.9830985344583125,
          2.1148241726040964,
          2.2519954126768686,
          2.3962586974907483,
          2.5484802049010415,
          2.708566467593513,
          2.8753912174729797,
          3.0468434122077173,
          3.219997435772583,
          3.3913918410860364,
          3.5573894302903306,
          3.714580579947611,
          3.860184879755384,
          3.9924042973612166,
          4.11068459095039,
          4.2158503398012375,
          4.310091927841233,
          4.396798755012532,
          4.480250146166142,
          4.565191964907905,
          4.656340927218695,
          4.757868387231065,
          4.872919702076423,
          5.003223516572687,
          5.148837447626614,
          5.3080633779124495,
          5.477548193859283,
          5.652566119529676,
          5.827458904030692,
          5.996192192683826,
          6.152972468875955,
          6.292860626965347,
          6.41231658663301,
          6.509614743665039,
          6.585082072793973,
          6.641128226627234,
          6.682058259701244,
          6.713681451080625,
          6.742751687963917,
          6.776293630798237,
          6.820882327881962,
          6.8819505306124045,
          6.9631968286175825,
          7.066158833632377,
          7.189999775662416,
          7.331535576128342,
          7.485504878192588,
          7.645059179970079,
          7.802426791557808,
          7.949685324748481,
          8.079564902760254,
          8.186199672084717,
          8.265749122554814,
          8.31682289844222,
          8.340662063627255,
          8.341054255310766,
          8.323987339583356,
          8.297073267697026,
          8.268797997355701,
          8.247672032992693,
          8.241367339683348,
          8.255928843795775,
          8.295142095803998,
          8.360123528476137,
          8.44917758119021,
          8.557938008304323,
          8.679781695183848,
          8.806475254619844,
          8.92899048017681,
          9.038406924601022,
          9.126810338956911,
          9.18809549371781,
          9.218591088787774,
          9.217442153476656,
          9.186709761380124,
          9.131176554553486,
          9.057876551029757,
          8.975395916581084,
          8.893014904557974,
          8.819777570335807,
          8.763583442049166,
          8.730393277576889,
          8.699999999999996,
          8.713562429201785,
          8.752774124938114,
          8.813357051574364,
          8.888661810928362,
          8.970337203691944,
          9.049170191758769,
          9.116010950582027,
          9.162689215248413,
          9.182829239732671,
          9.172481269449076,
          9.130506361146553,
          9.058676702018772,
          8.96148266074533,
          8.845667648064179,
          8.719539408072203,
          8.592128789582617,
          8.472282086602835,
          8.367779189198439,
          8.284566476340263,
          8.226181015346635,
          8.193422543716697,
          8.184304020474837,
          8.194282928780797,
          8.2167469517692,
          8.243702061629799,
          8.266591056477274,
          8.27715814916975,
          8.268271553691283,
          8.234621406513854,
          8.173224142995629,
          8.083685103069545,
          7.968196454244568,
          7.83127482620164,
          7.679269510383407,
          7.519694975166401,
          7.360458473457779,
          7.2090630067951285,
          7.071866996306599,
          6.9534747191420765,
          6.856316792034091,
          6.780459378233216,
          6.723656596221654,
          6.6816353908462185,
          6.648578524181412,
          6.617751773728981,
          6.582207843420546,
          6.535493189869985,
          6.472285447516211,
          6.388898081361259,
          6.283604208110609,
          6.156751462642587,
          6.010662154169084,
          5.849335353528565,
          5.6779876276716355,
          5.502484835497227,
          5.328727176775898,
          5.1620526625381284,
          5.0067202137545985,
          4.865523299722471,
          4.739569663108266,
          4.628244019930893,
          4.529350752500274,
          4.439414690526756,
          4.354102101108866,
          4.268712612063053,
          4.178687066377797,
          4.080076695473822,
          3.9699252751019842,
          3.846527224127615,
          3.7095395319464175,
          3.5599422042038795,
          3.3998586904702197,
          3.232262650218659,
          3.0606088343705187,
          2.8884326495974726,
          2.718964522359343,
          2.5548014850354166,
          2.3976700540096747,
          2.248302556365614,
          2.106435059669232,
          1.9709206387693035,
          1.8399385492607376,
          1.7112694563218551,
          1.5826003228934407,
          1.4518205480245727,
          1.3172735763294507,
          1.177935038146804,
          1.0334986064977272,
          0.8843628805133595,
          0.7315252219483938,
          0.5764000450729414,
          0.42058820280241543,
          0.26562974675181406,
          0.11277382498050277,
          -0.0372033146260693,
          -0.184107938443189,
          -0.3283515109437996,
          -0.47088344501988233,
          -0.6130428342831822,
          -0.7563488899967302,
          -0.9022581484312835,
          -1.051921337464332,
          -1.2059734624048113,
          -1.364387061178947,
          -1.5264110806032454,
          -1.6906073098757375,
          -1.8549840251936585,
          -2.0172139347802456,
          -2.174912209857373,
          -2.325941763027795,
          -2.4687081143144107,
          -2.6024058557255123,
          -2.7271830529234076,
          -2.8441985194497827,
          -2.9555588587927133,
          -3.0641361639034974,
          -3.1732816888507918,
          -3.2864639658358583,
          -3.406870137946152,
          -3.5370154094152104,
          -3.6784066251013594,
          -3.8313017822189708,
          -3.9945980593350705,
          -4.1658676155160475,
          -4.3415443595694265,
          -4.517247860368595,
          -4.688214470849698,
          -4.849792426535862,
          -4.9979487487688194,
          -5.129732379451931,
          -5.243640655931936,
          -5.339844893910658,
          -5.420244705006458,
          -5.488338355722582,
          -5.548916136469501,
          -5.607603244449419,
          -5.670295942068903,
          -5.742547776697063,
          -5.8289698956728095,
          -5.932710013110518,
          -6.055068143410856,
          -6.195294324231538,
          -6.350595436058121,
          -6.516356708763336,
          -6.686560820098183,
          -6.854366046145802,
          -7.012787048430747,
          -7.155409572379983,
          -7.277065027974,
          -7.374393345760344,
          -7.446232558220057,
          -7.493790339087385,
          -7.5205745984176025,
          -7.53208496390641,
          -7.535292018806101,
          -7.537953875148419,
          -7.547837600592123,
          -7.571924214397915,
          -7.615679129456963,
          -7.682464577345504,
          -7.773157135588918,
          -7.886013261235585,
          -8.01680073651918,
          -8.159186695619814,
          -8.305346240401072,
          -8.44673235784127,
          -8.57493039540138,
          -8.682510624233908,
          -8.763791528990836,
          -8.81543460128779,
          -8.836807835326285,
          -8.830078210817597,
          -8.800020871734217,
          -8.753561667741506,
          -8.69909723210647,
          -8.645659965028575,
          -8.602011739761316,
          -8.575758098280248,
          -8.572573271304533,
          -8.595615629463875,
          -8.645194198122052,
          -8.71872155829974,
          -8.810959387151652,
          -8.914533042031094,
          -9.020664034588874,
          -9.120046822837804,
          -9.203781395381844,
          -9.264267194196359,
          -9.295967652944404,
          -9.295967652944405,
          -9.26426719419636,
          -9.20378139538185,
          -9.120046822837807,
          -9.02066403458888,
          -8.914533042031099,
          -8.810959387151657,
          -8.718721558299745,
          -8.645194198122056,
          -8.595615629463875,
          -8.572573271304533,
          -8.575758098280247,
          -8.602011739761315,
          -8.645659965028575,
          -8.699097232106464,
          -8.753561667741504,
          -8.800020871734214,
          -8.830078210817595,
          -8.836807835326285,
          -8.815434601287793,
          -8.763791528990842,
          -8.682510624233913,
          -8.574930395401386,
          -8.446732357841274,
          -8.305346240401084,
          -8.15918669561982,
          -8.016800736519189,
          -7.88601326123559,
          -7.773157135588926,
          -7.682464577345509,
          -7.615679129456964,
          -7.571924214397915,
          -7.547837600592123,
          -7.5379538751484185,
          -7.5352920188061026,
          -7.532084963906411,
          -7.520574598417606,
          -7.493790339087386,
          -7.446232558220061,
          -7.374393345760349,
          -7.277065027974007,
          -7.15540957237999,
          -7.0127870484307575,
          -6.854366046145808,
          -6.686560820098194,
          -6.516356708763345,
          -6.350595436058131,
          -6.195294324231545,
          -6.055068143410864,
          -5.932710013110522,
          -5.828969895672815,
          -5.742547776697067,
          -5.670295942068908,
          -5.607603244449422,
          -5.548916136469504,
          -5.488338355722588,
          -5.4202447050064615,
          -5.33984489391066,
          -5.243640655931944,
          -5.129732379451939,
          -4.997948748768826,
          -4.849792426535867,
          -4.688214470849704,
          -4.517247860368606,
          -4.341544359569428,
          -4.165867615516055,
          -3.994598059335077,
          -3.8313017822189823,
          -3.67840662510137,
          -3.5370154094152157,
          -3.4068701379461586,
          -3.286463965835866,
          -3.1732816888508006,
          -3.0641361639035023,
          -2.955558858792721,
          -2.84419851944979,
          -2.727183052923418,
          -2.6024058557255176,
          -2.4687081143144174,
          -2.3259417630278048,
          -2.174912209857386,
          -2.0172139347802522,
          -1.8549840251936673,
          -1.6906073098757486,
          -1.526411080603259,
          -1.3643870611789537,
          -1.2059734624048195,
          -1.0519213374643421,
          -0.9022581484312954,
          -0.7563488899967361,
          -0.6130428342831902,
          -0.47088344501989204,
          -0.32835151094381143,
          -0.184107938443195,
          -0.03720331462607548,
          0.11277382498049446,
          0.26562974675180345,
          0.42058820280241105,
          0.5764000450729351,
          0.7315252219483853,
          0.8843628805133491,
          1.0334986064977227,
          1.177935038146798,
          1.317273576329443,
          1.4518205480245634,
          1.5826003228934375,
          1.7112694563218498,
          1.83993854926073,
          1.9709206387692946,
          2.1064350596692285,
          2.2483025563656076,
          2.3976700540096663,
          2.5548014850354055,
          2.718964522359339,
          2.8884326495974646,
          3.0606088343705093,
          3.2322626502186482,
          3.3998586904702144,
          3.5599422042038733,
          3.7095395319464095,
          3.846527224127607,
          3.9699252751019816,
          4.080076695473816,
          4.178687066377792,
          4.268712612063047,
          4.354102101108863,
          4.439414690526753,
          4.529350752500268,
          4.628244019930885,
          4.739569663108263,
          4.865523299722465,
          5.00672021375459,
          5.162052662538115,
          5.3287271767758835,
          5.50248483549722,
          5.677987627671625,
          5.849335353528553,
          6.010662154169071,
          6.156751462642581,
          6.283604208110602,
          6.388898081361252,
          6.472285447516206,
          6.535493189869984,
          6.5822078434205435,
          6.6177517737289815,
          6.648578524181411,
          6.681635390846217,
          6.723656596221652,
          6.780459378233212,
          6.856316792034085,
          6.953474719142074,
          7.071866996306593,
          7.2090630067951205,
          7.360458473457765,
          7.519694975166393,
          7.679269510383402,
          7.831274826201631,
          7.9681964542445565,
          8.083685103069543,
          8.173224142995625,
          8.234621406513853,
          8.268271553691282,
          8.277158149169749,
          8.266591056477276,
          8.243702061629799,
          8.216746951769197,
          8.194282928780797,
          8.184304020474837,
          8.193422543716695,
          8.226181015346631,
          8.28456647634026,
          8.367779189198433,
          8.472282086602826,
          8.592128789582608,
          8.7195394080722,
          8.845667648064172,
          8.961482660745324,
          9.058676702018767,
          9.130506361146551,
          9.172481269449076,
          9.182829239732673,
          9.162689215248417,
          9.116010950582028,
          9.049170191758769,
          8.970337203691951,
          8.888661810928367,
          8.813357051574364,
          8.752774124938115,
          8.713562429201787,
          8.699999999999996
         ],
         "y": [
          0,
          0.14446950851574508,
          0.29031907082151837,
          0.438693874529721,
          0.5903020387826008,
          0.7452735559361015,
          0.9031010007749082,
          1.0626720630787712,
          1.2223919783771893,
          1.3803820174911914,
          1.5347298333263242,
          1.6837599656973647,
          1.8262891518846696,
          1.9618318088868296,
          2.0907261475129038,
          2.214160323127184,
          2.334089822234521,
          2.4530505633795454,
          2.573885381966144,
          2.699413072795138,
          2.832077545318114,
          2.973618804099089,
          3.1248067718811563,
          3.2852733519849466,
          3.4534680845215595,
          3.626749322743802,
          3.801607501435861,
          3.974001513464963,
          4.139775251140217,
          4.2951106712960865,
          4.436967646072568,
          4.563460216595004,
          4.674123928624296,
          4.770039311279052,
          4.853791262236793,
          4.929261609436805,
          5.001270555763037,
          5.075100047819166,
          5.155946377241106,
          5.248358844656278,
          5.355724894941489,
          5.479859195920605,
          5.620744813067597,
          5.776459768277657,
          5.94330332997698,
          6.116115317226668,
          6.288760745438865,
          6.454733572321101,
          6.607819191780288,
          6.742747308384527,
          6.855765921506229,
          6.945073627350197,
          7.01106078983364,
          7.056329069094368,
          7.085481432714442,
          7.104698776996218,
          7.12114212754607,
          7.142238617415208,
          7.174922942218345,
          7.224912219965095,
          7.296090338499813,
          7.390067997841226,
          7.505967642816139,
          7.640459998335446,
          7.788053236510875,
          7.941609566854139,
          8.093039992899172,
          8.234108676182295,
          8.357265884919725,
          8.456424283924859,
          8.527597901936986,
          8.569336134463834,
          8.582905357166547,
          8.572196120989378,
          8.543361894559995,
          8.504223030194808,
          8.46349417397577,
          8.429912135262787,
          8.41135226798636,
          8.41402347571199,
          8.441824738979724,
          8.49593024314889,
          8.574647324390833,
          8.673563860389681,
          8.785972228233131,
          8.903528569789875,
          9.017081782082712,
          9.11758892054114,
          9.197024430803637,
          9.249190807522755,
          9.27034793975884,
          9.259596584783385,
          9.218976273467822,
          9.153266952584776,
          9.069513839123353,
          8.976323198520747,
          8.883000155844341,
          8.798615795306569,
          8.731098034011001,
          8.68643832461674,
          8.668094399489421,
          8.676649237332402,
          8.709760277347524,
          8.76240331976791,
          8.827385578499888,
          8.896075068574698,
          8.959271710158243,
          9.008131430827312,
          9.03504956642429,
          9.034414470693306,
          9.003155927337211,
          8.941034264764504,
          8.850642775091519,
          8.737125362812883,
          8.607640269156175,
          8.470626270728873,
          8.33494733846315,
          8.209003401914472,
          8.099897464327961,
          8.012742668796754,
          7.950177793948173,
          7.912137695269015,
          7.895898732208893,
          7.89639100113007,
          7.9067421507469,
          7.918994457242337,
          7.92492000900355,
          7.916849948039379,
          7.8884335487133574,
          7.835251381941315,
          7.755222919193008,
          7.648770902330779,
          7.518730286247957,
          7.370015865461879,
          7.209087092250713,
          7.043268592153124,
          6.879998489321082,
          6.726082573848759,
          6.587030102800739,
          6.466537012061884,
          6.366165717419654,
          6.2852493564159735,
          6.221024582872956,
          6.1689733969322775,
          6.123333436867889,
          6.077719817066617,
          6.02579157199668,
          5.961892962747213,
          5.881604444472423,
          5.782149325658217,
          5.662618726937212,
          5.523997486708464,
          5.368994958328579,
          5.201704913243457,
          5.027135885082706,
          4.8506655286112155,
          4.677478756981263,
          4.512049071242261,
          4.357715832694343,
          4.21639815037131,
          4.088470022237166,
          3.972803227985056,
          3.8669662505659383,
          3.7675511829108643,
          3.6705878738492146,
          3.571996757137257,
          3.468029590915631,
          3.3556507767334205,
          3.232820464765414,
          3.0986531725012094,
          2.9534406230474173,
          2.798543189213951,
          2.6361689240944535,
          2.469071053202707,
          2.3002027327439905,
          2.132371063707031,
          1.9679305751280407,
          1.808550009779995,
          1.6550761405826486,
          1.5075058043529093,
          1.3650639016104653,
          1.2263723866470468,
          1.0896847514913546,
          0.9531533905995223,
          0.8150942937666159,
          0.6742150162922792,
          0.5297775472803171,
          0.38167677351177687,
          0.23042655342915383,
          0.07705755297953093,
          -0.07705755297952453,
          -0.23042655342914747,
          -0.3816767735117666,
          -0.529777547280311,
          -0.6742150162922693,
          -0.8150942937666102,
          -0.953153390599513,
          -1.089684751491349,
          -1.2263723866470375,
          -1.3650639016104593,
          -1.5075058043528993,
          -1.6550761405826424,
          -1.808550009779984,
          -1.9679305751280345,
          -2.1323710637070197,
          -2.300202732743983,
          -2.469071053202695,
          -2.6361689240944464,
          -2.7985431892139405,
          -2.953440623047411,
          -3.0986531725011996,
          -3.2328204647654086,
          -3.355650776733412,
          -3.4680295909156262,
          -3.5719967571372506,
          -3.6705878738492106,
          -3.767551182910858,
          -3.8669662505659335,
          -3.972803227985049,
          -4.0884700222371615,
          -4.2163981503713,
          -4.357715832694336,
          -4.51204907124225,
          -4.677478756981255,
          -4.850665528611204,
          -5.027135885082699,
          -5.2017049132434465,
          -5.368994958328573,
          -5.523997486708454,
          -5.6626187269372075,
          -5.782149325658208,
          -5.881604444472419,
          -5.96189296274721,
          -6.025791571996679,
          -6.077719817066613,
          -6.123333436867888,
          -6.168973396932273,
          -6.221024582872954,
          -6.285249356415968,
          -6.36616571741965,
          -6.466537012061876,
          -6.587030102800734,
          -6.726082573848753,
          -6.879998489321077,
          -7.043268592153113,
          -7.209087092250704,
          -7.370015865461874,
          -7.5187302862479495,
          -7.64877090233077,
          -7.755222919193,
          -7.835251381941313,
          -7.888433548713356,
          -7.916849948039376,
          -7.924920009003549,
          -7.918994457242338,
          -7.906742150746902,
          -7.89639100113007,
          -7.895898732208894,
          -7.912137695269015,
          -7.95017779394817,
          -8.01274266879675,
          -8.099897464327956,
          -8.209003401914462,
          -8.334947338463145,
          -8.47062627072887,
          -8.607640269156166,
          -8.737125362812874,
          -8.850642775091515,
          -8.941034264764498,
          -9.003155927337206,
          -9.034414470693305,
          -9.03504956642429,
          -9.008131430827314,
          -8.959271710158244,
          -8.896075068574703,
          -8.827385578499893,
          -8.762403319767913,
          -8.709760277347526,
          -8.676649237332402,
          -8.66809439948942,
          -8.68643832461674,
          -8.731098034010998,
          -8.798615795306564,
          -8.883000155844336,
          -8.976323198520744,
          -9.06951383912335,
          -9.153266952584769,
          -9.21897627346782,
          -9.259596584783385,
          -9.270347939758842,
          -9.249190807522758,
          -9.197024430803637,
          -9.117588920541145,
          -9.017081782082718,
          -8.90352856978988,
          -8.785972228233137,
          -8.673563860389686,
          -8.574647324390837,
          -8.495930243148896,
          -8.441824738979726,
          -8.41402347571199,
          -8.411352267986357,
          -8.429912135262786,
          -8.46349417397577,
          -8.504223030194803,
          -8.543361894559993,
          -8.572196120989378,
          -8.582905357166545,
          -8.569336134463834,
          -8.52759790193699,
          -8.456424283924864,
          -8.35726588491973,
          -8.2341086761823,
          -8.09303999289918,
          -7.941609566854149,
          -7.788053236510879,
          -7.640459998335454,
          -7.505967642816147,
          -7.390067997841232,
          -7.296090338499814,
          -7.224912219965096,
          -7.1749229422183465,
          -7.142238617415208,
          -7.121142127546071,
          -7.104698776996219,
          -7.085481432714442,
          -7.056329069094371,
          -7.011060789833646,
          -6.9450736273502,
          -6.855765921506236,
          -6.742747308384535,
          -6.607819191780302,
          -6.454733572321108,
          -6.288760745438874,
          -6.116115317226681,
          -5.943303329976995,
          -5.776459768277662,
          -5.6207448130676045,
          -5.479859195920614,
          -5.355724894941496,
          -5.248358844656282,
          -5.155946377241111,
          -5.075100047819173,
          -5.001270555763042,
          -4.929261609436806,
          -4.853791262236798,
          -4.770039311279059,
          -4.674123928624303,
          -4.563460216595009,
          -4.436967646072574,
          -4.295110671296095,
          -4.13977525114023,
          -3.974001513464968,
          -3.80160750143587,
          -3.626749322743813,
          -3.453468084521571,
          -3.2852733519849524,
          -3.1248067718811625,
          -2.973618804099097,
          -2.832077545318124,
          -2.6994130727951418,
          -2.5738853819661496,
          -2.4530505633795516,
          -2.334089822234529,
          -2.214160323127188,
          -2.090726147512909,
          -1.9618318088868372,
          -1.82628915188468,
          -1.6837599656973692,
          -1.5347298333263306,
          -1.3803820174912,
          -1.2223919783772004,
          -1.0626720630787758,
          -0.9031010007749148,
          -0.7452735559361103,
          -0.5903020387826113,
          -0.4386938745297253,
          -0.2903190708215246,
          -0.14446950851575308,
          -2.1308854305163945e-15,
          0,
          0.14529884912129373,
          0.2925414951331745,
          0.44265892575340354,
          0.5960621093632853,
          0.7525464999953193,
          0.9112851797372249,
          1.07091356822124,
          1.2296965535854583,
          1.3857578131266257,
          1.5373423887631268,
          1.683078380914539,
          1.822202630660118,
          1.9547186786390154,
          2.0814627922730535,
          2.2040646120699936,
          2.324801745140907,
          2.4463609230394696,
          2.571530540522926,
          2.7028589942582397,
          2.8423190117793573,
          2.9910192916346,
          3.1490009848699527,
          3.3151481282451885,
          3.4872289353828854,
          3.66207017437909,
          3.8358513455225336,
          4.0044908006837145,
          4.1640840385457025,
          4.311346631486659,
          4.444011623057867,
          4.561134251400156,
          4.663265346783308,
          4.752467937223351,
          4.832168137457293,
          4.906849539134419,
          4.981618079586093,
          5.061679745466144,
          5.151784678403131,
          5.255696919692924,
          5.3757483646874915,
          5.512528379526368,
          5.664747556937329,
          5.829296508212633,
          6.001500197295918,
          6.175547265915542,
          6.345054348106976,
          6.503709681410999,
          6.645930186962455,
          6.7674628479621886,
          6.865865195559426,
          6.940810764035709,
          6.994182486412571,
          7.029938476455973,
          7.053758287871089,
          7.072501082201218,
          7.093527681596787,
          7.123953988325049,
          7.169911970611918,
          7.23589528477827,
          7.324259382056327,
          7.43493124500187,
          7.565363126917807,
          7.710739908430874,
          7.864423474484383,
          8.01859258255898,
          8.16501567648241,
          8.29587926446141,
          8.404587472313741,
          8.486450051060409,
          8.539186410426622,
          8.563191209494374,
          8.561530890297826,
          8.53966787836944,
          8.504937192308775,
          8.465825995929446,
          8.431127486140177,
          8.4090542187369,
          8.406401037588124,
          8.427843581732592,
          8.475445249038447,
          8.548424772987918,
          8.643210302651493,
          8.753776738647431,
          8.872234060677016,
          8.989608483488416,
          9.09673819157294,
          9.185193235407736,
          9.248126221320664,
          9.280967042671522,
          9.281890442962485,
          9.252008106394394,
          9.195264905915312,
          9.11804904324819,
          9.028554997980276,
          8.935963459965109,
          8.84952114730575,
          8.777613677777307,
          8.726925403029261,
          8.701771252855915,
          8.70366808259287,
          8.731188577926234,
          8.780111964342753,
          8.843855556767712,
          8.91414267228233,
          8.98183853728955,
          9.037868988610263,
          9.074128699507943,
          9.084287151466363,
          9.064411427563746,
          9.013343966114878,
          8.932798686103718,
          8.827167751272665,
          8.703060695428107,
          8.568624661418228,
          8.432716353699773,
          8.30401076599274,
          8.190137395409856,
          8.096930986552618,
          8.027871322489494,
          7.9837665632927495,
          7.96270925631557,
          7.960306067986676,
          7.97015442886517,
          7.9845145035124165,
          7.995105706673297,
          7.993945293254226,
          7.974143459930225,
          7.930575115455395,
          7.860362295083615,
          7.763121572759183,
          7.640955565041068,
          7.498194103987144,
          7.340916120722412,
          7.176305112749888,
          7.011907069854385,
          6.854868350527385,
          6.71123147204239,
          6.585359202700718,
          6.479542661364142,
          6.393828999194872,
          6.326080861953973,
          6.272255706732469,
          6.2268707031989265,
          6.183600678397638,
          6.13594418420387,
          6.077887439558966,
          6.004498020779935,
          5.91238934447173,
          5.800012075597333,
          5.667747864950522,
          5.517802139347347,
          5.3539137308491895,
          5.18091771687748,
          5.004212047400938,
          4.829186969002561,
          4.660678180808776,
          4.502500052318347,
          4.357104778257749,
          4.225398332822967,
          4.106726264810661,
          3.999023752901564,
          3.899106956002146,
          3.803068395816611,
          3.7067293585088144,
          3.606098021700468,
          3.497783497787605,
          3.3793228865432052,
          3.249389811753187,
          3.1078673699174812,
          2.9557842330135506,
          2.7951280070285676,
          2.6285631402269733,
          2.459090278650101,
          2.2896890051960637,
          2.122985942300317,
          1.9609853981027427,
          1.8048907950066104,
          1.6550331997609335,
          1.5109098535692778,
          1.3713222962044194,
          1.2345920558326722,
          1.0988232706147547,
          0.9621769703939517,
          0.823121540155129,
          0.6806280399431683,
          0.5342869784188621,
          0.3843337968711418,
          0.23158237019518982,
          0.07727777239692396,
          -0.07711008398150541,
          -0.23012280976089067,
          -0.38054702236227234,
          -0.5276125274131053,
          -0.6711273825581326,
          -0.8115302147800209,
          -0.9498509228282104,
          -1.0875829029520514,
          -1.2264817019807759,
          -1.3683150571238547,
          -1.5145963509336926,
          -1.66633666586771,
          -1.8238494027463767,
          -1.986635892802714,
          -2.153371169943814,
          -2.3219971262602113,
          -2.4899170420646355,
          -2.6542725387980264,
          -2.8122729268516213,
          -2.9615391027095717,
          -3.1004206289261713,
          -3.2282459609779606,
          -3.3454719626395137,
          -3.45370930093963,
          -3.555613940761018,
          -3.654650273540294,
          -3.7547466816945008,
          -3.8598777837653375,
          -3.9736176078397687,
          -4.098713234801074,
          -4.236728273680665,
          -4.387799717099732,
          -4.550540750417659,
          -4.722107027547134,
          -4.898426345938305,
          -5.074573448051536,
          -5.245254865725551,
          -5.405355227020939,
          -5.550487866051716,
          -5.67749001605901,
          -5.784806788294368,
          -5.872718303786842,
          -5.943379816909896,
          -6.000663906106845,
          -6.049814813006973,
          -6.096945547340669,
          -6.148426198025216,
          -6.210224997606403,
          -6.287270539159186,
          -6.382903244651208,
          -6.4984765872032435,
          -6.633154316253536,
          -6.783930394957445,
          -6.94587550162603,
          -7.112590137536905,
          -7.27682213870137,
          -7.431188109214125,
          -7.568926002722649,
          -7.684601201026176,
          -7.774691637383064,
          -7.837988603374,
          -7.875767838200133,
          -7.891708558868463,
          -7.891563910500517,
          -7.882612229932344,
          -7.872941802910548,
          -7.8706399709003705,
          -7.882968524542095,
          -7.915610041558687,
          -7.972063782599479,
          -8.053255458689943,
          -8.15740401029501,
          -8.280162609261426,
          -8.415023052760455,
          -8.553945455784714,
          -8.688151509200004,
          -8.80900204913228,
          -8.908870163015115,
          -8.981920604736795,
          -9.024715038347352,
          -9.036579752834369,
          -9.019696287804418,
          -8.978903472819576,
          -8.92122884215272,
          -8.855195207576818,
          -8.7899714705291,
          -8.73445309912532,
          -8.696365359721533,
          -8.681480541930782,
          -8.693029196307101,
          -8.731365931615747,
          -8.793924567979074,
          -8.87546804336183,
          -8.968608438813039,
          -9.064544910567479,
          -9.153945035302598,
          -9.227880387122735,
          -9.278721588559659,
          -9.300902191188573,
          -9.291474122917885,
          -9.25039871113235,
          -9.180544263091502,
          -9.087391081096879,
          -8.97847453618987,
          -8.862623367895692,
          -8.749071003219312,
          -8.646530297484862,
          -8.562325427212823,
          -8.501668406629996,
          -8.467152539276713,
          -8.458512653432738,
          -8.472674548363548,
          -8.504086539875075,
          -8.545297382292208,
          -8.58772008920725,
          -8.62250278960583,
          -8.641417577254558,
          -8.637677317423153,
          -8.606598588963692,
          -8.546045434348693,
          -8.456611592215253,
          -8.341525967970155,
          -8.206294432417282,
          -8.058117699968859,
          -7.905147304635463,
          -7.755657325973158,
          -7.61721699244198,
          -7.495947942361706,
          -7.395940010234712,
          -7.318882069453646,
          -7.263941595887024,
          -7.22790066193789,
          -7.205529754065974,
          -7.190156852258321,
          -7.1743700543974995,
          -7.150779571639856,
          -7.112760334949758,
          -7.0551000710967315,
          -6.974489001450804,
          -6.869804970233369,
          -6.7421698620380806,
          -6.59477723955821,
          -6.4325146739174315,
          -6.261424809353722,
          -6.08806471926291,
          -5.9188320630112425,
          -5.759328155268071,
          -5.613822315371486,
          -5.484869551473638,
          -5.373116207325251,
          -5.277307620875783,
          -5.194490364218782,
          -5.120381547138826,
          -5.049861061754004,
          -4.9775311914098905,
          -4.898282779522641,
          -4.807808536364955,
          -4.703011717917698,
          -4.582271339128253,
          -4.445541740609324,
          -4.29428280760092,
          -4.13123539135891,
          -3.9600725351949944,
          -3.7849692832160757,
          -3.6101409426497524,
          -3.439401064849797,
          -3.275786134286255,
          -3.121284662887054,
          -2.976695270217947,
          -2.8416229711503194,
          -2.714607080569405,
          -2.59335966866589,
          -2.4750819495931102,
          -2.356818575545009,
          -2.2358072495342722,
          -2.109783503256299,
          -1.9772074763790228,
          -1.8373901328208788,
          -1.6905092176151344,
          -1.5375188239304316,
          -1.3799690884889182,
          -1.219762793506272,
          -1.058882365197056,
          -0.8991232059301234,
          -0.7418672814623742,
          -0.5879247430762681,
          -0.4374619211747052,
          -0.29002249024046245,
          -0.14463641985433362,
          -2.1383296365364212e-15,
          0,
          0.1470856626260018,
          0.29658584508465874,
          0.44917167345736697,
          0.6049356203198166,
          0.7633460388591065,
          0.9232930597048503,
          1.0832215170037711,
          1.2413349653127812,
          1.3958451091660669,
          1.5452343300522544,
          1.6884963334135699,
          1.825321650337831,
          1.9562006877002818,
          2.0824265817322756,
          2.2059921805911538,
          2.329388644426099,
          2.455325828720177,
          2.5864052541048954,
          2.7247837175009555,
          2.8718684909448826,
          3.028083105366565,
          3.1927360073440147,
          3.364013551732472,
          3.5391049975699778,
          3.714451933789447,
          3.886099611385888,
          4.050114751667303,
          4.203025101693548,
          4.342231512719091,
          4.466344303030202,
          4.5754022030910875,
          4.670943707613162,
          4.755916032119504,
          4.834424478466443,
          4.911342944000842,
          4.991822561167039,
          5.080748158502181,
          5.182199864117121,
          5.298978725752687,
          5.432250341372414,
          5.581349527574698,
          5.7437730275828605,
          5.915367787837453,
          6.090701444133378,
          6.2635815934626935,
          6.427673391063125,
          6.577152932759104,
          6.70732819732731,
          6.815160809609748,
          6.899630561562762,
          6.961899738258086,
          7.005254371542596,
          7.0348225518152985,
          7.057093476104924,
          7.079282498435941,
          7.108604735211803,
          7.151530835729842,
          7.213102054581625,
          7.296377234422679,
          7.402072046954128,
          7.528431996141319,
          7.67135712784344,
          7.824770512242699,
          7.981197052445456,
          8.132496711496092,
          8.270679247749433,
          8.388717873199765,
          8.481278025319815,
          8.545284922121882,
          8.580269094040322,
          8.588451143917286,
          8.57455336313175,
          8.54535383386711,
          8.509025379223445,
          8.474324389058175,
          8.449710749135631,
          8.442488083292256,
          8.458052371199363,
          8.499326758696965,
          8.566442011769045,
          8.656697410275276,
          8.764808433333604,
          8.883418267220977,
          9.003822993139021,
          9.116838107897712,
          9.213719119484521,
          9.287042923070292,
          9.331460171713564,
          9.344241595139836,
          9.32556191790758,
          9.278491584837079,
          9.208696203095597,
          9.123873409411669,
          9.03298370176274,
          8.945352871418798,
          8.869736854427279,
          8.813443726447534,
          8.781601782621014,
          8.776647765650132,
          8.798086859732841,
          8.842548364762237,
          8.904130854013603,
          8.975001194050268,
          9.04618608659473,
          9.108475409243503,
          9.153345556122957,
          9.173809319928653,
          9.165106748177713,
          9.125167999081649,
          9.054802773310302,
          8.957598955259428,
          8.839542757581706,
          8.708400872964713,
          8.572929012441266,
          8.441988330283845,
          8.323659895094407,
          8.224446743243682,
          8.148643286172753,
          8.097934020735782,
          8.071259517109887,
          8.064960054710061,
          8.073178916438081,
          8.088481158206937,
          8.102622312429542,
          8.107387100793405,
          8.095412217677078,
          8.060910113602148,
          8.00022204560237,
          7.912147184411141,
          7.798018265819558,
          7.661520625642594,
          7.508277704998404,
          7.345249546717698,
          7.180009049125802,
          7.01997200056756,
          6.871660142604788,
          6.740071510552994,
          6.628219745385076,
          6.536885405403389,
          6.464599585666582,
          6.407855819955192,
          6.361522858772576,
          6.319410903132365,
          6.274929242698209,
          6.221765407723133,
          6.154515563926886,
          6.069202825846573,
          5.9636335360757595,
          5.837559795777589,
          5.692637597306066,
          5.532191511525347,
          5.360816726018131,
          5.183865262826391,
          5.006873828178222,
          4.834994980687948,
          4.672490875299002,
          4.522340195157837,
          4.385995126016269,
          4.2633079825071905,
          4.15262832090918,
          4.051053139986222,
          3.954797036409596,
          3.8596375750108205,
          3.7613847918647862,
          3.6563231972205137,
          3.541579761939314,
          3.415381410523831,
          3.2771792376916427,
          3.1276323755446556,
          2.968460348010693,
          2.802187070418766,
          2.631810825196013,
          2.4604414083320725,
          2.2909475538314097,
          2.125654643569847,
          1.9661251104855173,
          1.8130428592421117,
          1.6662098512676682,
          1.5246493290247787,
          1.3867976053302151,
          1.2507563669420474,
          1.1145711533247813,
          0.9764997296493079,
          0.8352366088260818,
          0.6900665876524578,
          0.5409299648405802,
          0.3883938529811628,
          0.23353621535162314,
          0.0777604450184899,
          -0.07743290911159156,
          -0.23068534190675374,
          -0.3809973693307706,
          -0.527893152739982,
          -0.6715095130624977,
          -0.8125959555675787,
          -0.9524239868025903,
          -1.0926160050985163,
          -1.2349148903703677,
          -1.3809237423261926,
          -1.5318499472341052,
          -1.6882882459689736,
          -1.8500735912947226,
          -2.0162267112617718,
          -2.1850043193829976,
          -2.35405310412665,
          -2.5206535099653755,
          -2.6820274794348875,
          -2.835675232669167,
          -2.9797009960918337,
          -3.1130870948943414,
          -3.235880199103741,
          -3.3492623942955926,
          -3.4554922287030285,
          -3.5577156148573224,
          -3.6596617820591337,
          -3.765253616413227,
          -3.8781730044296845,
          -4.001428812968826,
          -4.136976941267415,
          -4.285438088780413,
          -4.445949742474962,
          -4.616175261706749,
          -4.792476224175499,
          -4.97023617824797,
          -5.1443066085860805,
          -5.30953122694801,
          -5.4612943711737625,
          -5.596034616680975,
          -5.7116663673648365,
          -5.80786020350649,
          -5.886146428477212,
          -5.949824237391457,
          -6.003679383619074,
          -6.053533979000586,
          -6.105670878202238,
          -6.166189870662069,
          -6.240361927536999,
          -6.332049901924931,
          -6.443258952718616,
          -6.573867927752911,
          -6.721575126101443,
          -6.882070035546653,
          -7.049419051563894,
          -7.216630307588968,
          -7.376343036611933,
          -7.521572505849367,
          -7.646434157497408,
          -7.746771076182797,
          -7.820617391704724,
          -7.868445969949681,
          -7.893170218462393,
          -7.89989487583246,
          -7.895436691838491,
          -7.887660217256387,
          -7.884693926701799,
          -7.894105427729394,
          -7.922120047125883,
          -7.9729639321313135,
          -8.048401164741861,
          -8.14751535914039,
          -8.26676168227829,
          -8.400287692002973,
          -8.54049365748188,
          -8.678777996376711,
          -8.8063937654471,
          -8.915329880419222,
          -8.999127267099242,
          -9.053545906205397,
          -9.077013219075702,
          -9.070806027800554,
          -9.038945217851062,
          -8.987811492316625,
          -8.925519226820013,
          -8.861110451161451,
          -8.803649790475871,
          -8.76131181609274,
          -8.740553542925579,
          -8.745456585287963,
          -8.777306549659757,
          -8.83445330888311,
          -8.912467306031813,
          -9.004576896239167,
          -9.102343048047006,
          -9.1965034469014,
          -9.277900677623213,
          -9.33840050558996,
          -9.371707226659277,
          -9.373993521362335,
          -9.344281155595159,
          -9.284534273270003,
          -9.19945631251008,
          -9.096011734484861,
          -8.982721685803472,
          -8.868805559583558,
          -8.763255845904423,
          -8.673940109288742,
          -8.60682076933469,
          -8.565370953284356,
          -8.550244350137348,
          -8.559230850390781,
          -8.587500517044072,
          -8.628109119853027,
          -8.67271208398635,
          -8.712412943287676,
          -8.738659337152724,
          -8.744095528804143,
          -8.723285695080701,
          -8.673236222035777,
          -8.59366642154912,
          -8.487003217604101,
          -8.358103702487917,
          -8.213737096291498,
          -8.061881725295523,
          -7.910910730759374,
          -7.768750539642492,
          -7.64209770787329,
          -7.535772535611639,
          -7.452272713409066,
          -7.391568858909611,
          -7.351158442303973,
          -7.3263679504769685,
          -7.310867975070598,
          -7.297344803910345,
          -7.278257162907835,
          -7.246599436244843,
          -7.196593610749583,
          -7.124241102356113,
          -7.027681456137414,
          -6.907325891425633,
          -6.7657575096722,
          -6.6074141574870096,
          -6.438091917194792,
          -6.264324737841155,
          -6.092707086809027,
          -5.92923064564413,
          -5.778702724367771,
          -5.644303752147445,
          -5.527325167528398,
          -5.427109103400751,
          -5.341189635749663,
          -5.265614365343638,
          -5.195406930843691,
          -5.125117559503312,
          -5.049401253048398,
          -4.9635623154153095,
          -4.864009565493507,
          -4.748577953742611,
          -4.616688031817299,
          -4.469332991537006,
          -4.308901750387422,
          -4.138863773553755,
          -3.963355169416753,
          -3.786714675455064,
          -3.613021623491228,
          -3.4456856345730555,
          -3.2871300869044067,
          -3.138599347789651,
          -3.000104837854686,
          -2.8705089557730186,
          -2.747730562664433,
          -2.629042804620187,
          -2.511424918546933,
          -2.3919252338287507,
          -2.2679932050712854,
          -2.1377437587293953,
          -2.000126731992471,
          -1.8549865039380011,
          -1.7030105491494185,
          -1.545578950474528,
          -1.3845383342209967,
          -1.2219319367351198,
          -1.0597216766370878,
          -0.8995377924687978,
          -0.7424869501827098,
          -0.58904138194932,
          -0.4390206704580104,
          -0.29166562116833905,
          -0.14579177854835976,
          -2.1603141717966444e-15,
          0,
          0.14974639961628974,
          0.3022630113672117,
          0.45792758879737316,
          0.6165076561420662,
          0.7771671980930176,
          0.9385631655562984,
          1.0990204034205953,
          1.2567630143619537,
          1.4101722348579342,
          1.5580366387902893,
          1.6997604857572237,
          1.8355003690242182,
          1.9662085389740598,
          2.0935724501666333,
          2.219852897728953,
          2.347636041777493,
          2.479526091395814,
          2.6178139976370165,
          2.764162066832036,
          2.919344282010798,
          3.0830771825583447,
          3.2539668382604425,
          3.429584729554551,
          3.60667060407107,
          3.781445288122986,
          3.9500027459610916,
          4.108740041175115,
          4.254777599750843,
          4.386321172273032,
          4.502921434695054,
          4.605596918104419,
          4.6967999794953394,
          4.7802223668824535,
          4.860454781266401,
          4.942531717418581,
          5.031406850288615,
          5.131413669126731,
          5.245769754103136,
          5.376180453688485,
          5.522588855363904,
          5.683104639672072,
          5.854126081827306,
          6.030649009778213,
          6.206736119327304,
          6.376101912555145,
          6.532754699683154,
          6.671629201558691,
          6.789142320149173,
          6.883610889653045,
          6.955483188529428,
          7.0073544530213985,
          7.043758736180548,
          7.070752921236802,
          7.095331047720929,
          7.1247259342142515,
          7.165668302121019,
          7.223679696894402,
          7.302473673803375,
          7.403530000153808,
          7.525889899465156,
          7.666198260054917,
          7.818993483913627,
          7.977219865472591,
          8.13291376767314,
          8.277995923191716,
          8.405089995544417,
          8.508283472235458,
          8.583751578914809,
          8.630177843928703,
          8.648924972152425,
          8.643934811273358,
          8.621363859312043,
          8.58898811852279,
          8.55543529622757,
          8.529320834163583,
          8.518375030238275,
          8.528650398581314,
          8.56389110986675,
          8.625130532698096,
          8.710560119681869,
          8.815685446827805,
          8.933755922993083,
          9.056426552320431,
          9.174586073387818,
          9.279268327185955,
          9.362554667643273,
          9.418375605331505,
          9.443129679080997,
          9.436055817178893,
          9.399320334963049,
          9.33780868209373,
          9.25864213248033,
          9.170467710186719,
          9.082592869204023,
          9.00405239443782,
          8.94270201321208,
          8.904430568063667,
          8.892570566044979,
          8.907566720480396,
          8.946935813829198,
          9.005521537975465,
          9.07601796091616,
          9.149708007374148,
          9.217341618139558,
          9.27006428505077,
          9.300301856742422,
          9.302512337065618,
          9.273729322040642,
          9.21384327548891,
          9.125593781177177,
          9.014275439209431,
          8.887189152477461,
          8.752896194656264,
          8.620352055555385,
          8.49800865316108,
          8.392975954329795,
          8.31032717844334,
          8.252616353532224,
          8.219654709634712,
          8.208565582120533,
          8.214108956763164,
          8.229239468618683,
          8.245838362802063,
          8.25554298762071,
          8.250588486405412,
          8.224576301658475,
          8.173092796763656,
          8.094117726107616,
          7.988184646053704,
          7.858281267791524,
          7.709504484758048,
          7.548509591305567,
          7.382813517264453,
          7.220025709430146,
          7.067086277096023,
          6.929588700018491,
          6.811254161233217,
          6.713607619513969,
          6.635883961200234,
          6.575168322867225,
          6.526750524269826,
          6.484652006177192,
          6.442266919834754,
          6.393048707607319,
          6.331170582596083,
          6.25209289917104,
          6.1529818531764375,
          6.032940897838929,
          5.893036796534651,
          5.736124107781849,
          5.5664927721920545,
          5.389381167453431,
          5.21040972711758,
          5.034996765503765,
          4.867817987496108,
          4.712364491986445,
          4.570641796732291,
          4.44303599541803,
          4.328354486338292,
          4.224029861406027,
          4.126458552925461,
          4.0314324855235135,
          3.9346136085464973,
          3.8319985465985567,
          3.720323810311351,
          3.597370518735075,
          3.462140292170133,
          3.3148893399096258,
          3.157023999686832,
          2.99087624699007,
          2.819390305426005,
          2.645760120861962,
          2.473061264926365,
          2.303919530314616,
          2.1402523820103063,
          1.9831093850377262,
          1.8326250210232151,
          1.6880834873003534,
          1.5480817881174427,
          1.4107662207327007,
          1.2741094947530391,
          1.1361920461284278,
          0.9954519520614142,
          0.8508730126333527,
          0.7020893234194534,
          0.5493958878835412,
          0.3936670981305633,
          0.2361967292704818,
          0.07848300160889639,
          -0.07801093342549449,
          -0.23208784648880565,
          -0.3830067566935391,
          -0.5306063015325492,
          -0.6753435398076878,
          -0.8182416832745426,
          -0.9607522689109662,
          -1.1045487156682665,
          -1.2512776252995308,
          -1.4023003891109582,
          -1.5584598342671243,
          -1.7199044493983282,
          -1.8859963615145927,
          -2.0553193967218966,
          -2.225791381114514,
          -2.3948717644459245,
          -2.5598432538270077,
          -2.718135955828251,
          -2.8676558408563446,
          -3.0070770732451377,
          -3.1360603005348033,
          -3.255366210652834,
          -3.3668448353301708,
          -3.4732950064851855,
          -3.578203507481262,
          -3.6853880668372785,
          -3.798580694477209,
          -3.920996448374383,
          -4.054936422330321,
          -4.201471973248874,
          -4.3602499788535525,
          -4.529446878262597,
          -4.7058836083091595,
          -4.885295961441753,
          -5.062737277592295,
          -5.233074721602581,
          -5.39152850569811,
          -5.5341967385783475,
          -5.6585080231583795,
          -5.763549732651913,
          -5.850231619221286,
          -5.921260934357299,
          -5.980924890252632,
          -6.034697004156354,
          -6.088703410979147,
          -6.149101442679012,
          -6.221433805253236,
          -6.310026203315977,
          -6.41749361147896,
          -6.544410675793195,
          -6.689185818418233,
          -6.848158073548635,
          -7.015912595096798,
          -7.185787557819967,
          -7.350524299590009,
          -7.5029962994056305,
          -7.636942781435975,
          -7.747630555399082,
          -7.832373533535156,
          -7.890852744928703,
          -7.9251993290582075,
          -7.939826973540428,
          -7.941026115848569,
          -7.936357266066387,
          -7.93390238093763,
          -7.941449005873715,
          -7.965690152935798,
          -8.011522618278033,
          -8.081517562807983,
          -8.175620489229242,
          -8.291114881965383,
          -8.422857037078174,
          -8.56376173477954,
          -8.705492286601206,
          -8.839286861648176,
          -8.956838161412165,
          -9.05113708545761,
          -9.117193765470487,
          -9.152561049679436,
          -9.157605064716652,
          -9.135492913014215,
          -9.091896297988894,
          -9.034438960227329,
          -8.971942250541499,
          -8.91354420911291,
          -8.867780955301852,
          -8.841723586916094,
          -8.840258636624686,
          -8.865585918720827,
          -8.916985744172159,
          -8.990880205231193,
          -9.081183321488657,
          -9.179905367472216,
          -9.277950701853793,
          -9.3660285730249,
          -9.43558473801708,
          -9.479659510081207,
          -9.49358528267525,
          -9.475452905940921,
          -9.426299839633478,
          -9.35000135298911,
          -9.252876272647791,
          -9.143047788533837,
          -9.029624638927963,
          -8.921786072441165,
          -8.827863488809834,
          -8.754511643465186,
          -8.706052798011834,
          -8.684059222830713,
          -8.687214890835701,
          -8.711468595636594,
          -8.750461039352325,
          -8.796180717198064,
          -8.839780509218244,
          -8.872471093165426,
          -8.886400186136115,
          -8.875428868742018,
          -8.835727537546804,
          -8.766133132020046,
          -8.668234159103703,
          -8.546178081466085,
          -8.40622393203179,
          -8.256088657114116,
          -8.104156067238316,
          -7.958630353825922,
          -7.826720653399766,
          -7.713938750028743,
          -7.623579268847433,
          -7.5564320527731645,
          -7.510751953378312,
          -7.482484596412054,
          -7.465720586862022,
          -7.453327782289929,
          -7.437693993013748,
          -7.41150245679551,
          -7.368460596156606,
          -7.303908945691438,
          -7.21525092583484,
          -7.102163771348054,
          -6.966574248509583,
          -6.812407319099309,
          -6.645139057329271,
          -6.471204516456204,
          -6.297324933468139,
          -6.129825347918196,
          -5.974012851708938,
          -5.833677542258946,
          -5.710763845289519,
          -5.605240866664203,
          -5.515178935356299,
          -5.437017837262172,
          -5.36599270137173,
          -5.296668095376455,
          -5.223521138817798,
          -5.141511230147946,
          -5.046577471369452,
          -4.936014501005618,
          -4.808692009555102,
          -4.665101008363412,
          -4.507228946404316,
          -4.338283934138692,
          -4.162303703051672,
          -3.9836959238024203,
          -3.8067620655516023,
          -3.635256667833739,
          -3.4720279341958853,
          -3.3187747792228803,
          -3.175941211166801,
          -3.042752901644485,
          -2.91738482264973,
          -2.797234701871568,
          -2.6792662860507743,
          -2.5603801134050452,
          -2.437768248762654,
          -2.3092132102294354,
          -2.173299523461868,
          -2.0295178968076195,
          -1.8782554784795724,
          -1.72067941193191,
          -1.558533330399605,
          -1.393876101835356,
          -1.2287979813371914,
          -1.0651507521287624,
          -0.9043253747851697,
          -0.7471035870764657,
          -0.593599742609118,
          -0.44329723699557894,
          -0.29517163262917584,
          -0.14788156130938793,
          -2.1958110638623532e-15,
          0,
          0.1531566469876885,
          0.3093075359951784,
          0.4685172549036242,
          0.6302371212963799,
          0.7933637156523902,
          0.9563814841134586,
          1.1175714891020636,
          1.2752593023064815,
          1.428069269728333,
          1.5751506932493862,
          1.716344138701118,
          1.852262841146339,
          1.9842742764577148,
          2.114379229155878,
          2.2449986517551084,
          2.3786907091754643,
          2.5178301336803277,
          2.664288133180039,
          2.8191527544026527,
          2.982526469752413,
          3.1534300612819797,
          3.3298303920187626,
          3.508795626313595,
          3.686766462219947,
          3.859917702588838,
          4.024572709698639,
          4.177625415827094,
          4.3169216434271975,
          4.441554026669877,
          4.552032712028337,
          4.650306525125146,
          4.73962515189381,
          4.824250404313233,
          4.909041897828842,
          4.998957507006453,
          5.098520029586276,
          5.2113072143736625,
          5.3395218909582916,
          5.483692236505595,
          5.642539778151771,
          5.8130357598694955,
          5.9906467335028095,
          6.16974975222284,
          6.344178570428907,
          6.507846898129484,
          6.6553847887654785,
          6.782720882483521,
          6.887547017974764,
          6.969612438426051,
          7.0308114696981985,
          7.075049496382603,
          7.107895159030488,
          7.136049520580073,
          7.166683056368347,
          7.206706504985911,
          7.2620501533573645,
          7.3370269712583776,
          7.433847910691779,
          7.552343237737815,
          7.689923354419657,
          7.841788239358265,
          8.001368883204552,
          8.160959605798812,
          8.31247951518441,
          8.44828683621773,
          8.561963022687289,
          8.648985307045194,
          8.7072165836238,
          8.737159317808892,
          8.741943772207943,
          8.727047856942685,
          8.699773572063448,
          8.668530441682014,
          8.641996867182954,
          8.628243758596696,
          8.63390966397862,
          8.663512310503695,
          8.718968351801506,
          8.799372459084546,
          8.901060770226692,
          9.017954778758813,
          9.142152974785104,
          9.264711918819442,
          9.376538609580503,
          9.469304084827458,
          9.536285451236123,
          9.573050311934633,
          9.577913201370205,
          9.55211657781033,
          9.499716832523971,
          9.427185796622844,
          9.342767277922402,
          9.255653247854948,
          9.175062830771202,
          9.109317304565643,
          9.065004853930315,
          9.046319759036352,
          9.0546429763212,
          9.088406492524815,
          9.143254933222128,
          9.212487653118144,
          9.287736034970454,
          9.359806900321011,
          9.41960622448749,
          9.459049448471733,
          9.471866377181883,
          9.454219740880648,
          9.405075802226646,
          9.326290899416223,
          9.222406880866206,
          9.100178008555615,
          8.96787904348977,
          8.834466108713467,
          8.708676341971504,
          8.598157874295854,
          8.508717801808327,
          8.44376302730814,
          8.403988523559065,
          8.387341865056209,
          8.389264479329519,
          8.403181925581976,
          8.421190506557362,
          8.43486819465365,
          8.436126128273111,
          8.418013925875012,
          8.375397976187019,
          8.305445971832217,
          8.20787169930826,
          8.084919252814473,
          7.941092747680385,
          7.782663470465426,
          7.617008564619438,
          7.45185158284927,
          7.294483959102416,
          7.151046888233065,
          7.025945347806796,
          6.921451002451082,
          6.837530182994932,
          6.7719092663146085,
          6.720365139533627,
          6.6772055906661,
          6.635885766861898,
          6.589694142509747,
          6.532435938226173,
          6.459044044440777,
          6.36605683754483,
          6.251917688565284,
          6.117070694554796,
          5.963849034971375,
          5.796174015479807,
          5.619102032521811,
          5.438271413620671,
          5.259309920102844,
          5.087265862084627,
          4.926121222108842,
          4.778434584871143,
          4.645146327835461,
          4.525560218806178,
          4.417496342091131,
          4.317592229624683,
          4.221714118417342,
          4.125429914917516,
          4.02449070042539,
          3.9152688020203277,
          3.7951072634364222,
          3.662547054394091,
          3.5174131381450957,
          3.360756835939192,
          3.1946679226655657,
          3.0219837874288866,
          2.84593330790137,
          2.669758773663011,
          2.4963597579645933,
          2.327998379442643,
          2.1660965835964405,
          2.011144055957974,
          1.8627216402290465,
          1.7196313209489018,
          1.5801115551034055,
          1.442107396594859,
          1.3035594729643434,
          1.1626749801080922,
          1.0181474527741634,
          0.8692996107135281,
          0.7161340774820021,
          0.5592888903954536,
          0.3999069612369486,
          0.23943950927786886,
          0.07941165622504001,
          -0.07881712914872398,
          -0.23426474395156163,
          -0.38648122773076854,
          -0.5356251099687146,
          -0.6824501879643127,
          -0.8282034099481109,
          -0.9744463479381712,
          -1.1228230743773158,
          -1.2748048034688513,
          -1.4314454492329332,
          -1.5931817632898524,
          -1.759706937622303,
          -1.9299380045957977,
          -2.1020860186593713,
          -2.2738251974633603,
          -2.442544472028189,
          -2.605653804782835,
          -2.7609095757536526,
          -2.906719373718214,
          -3.042387259228121,
          -3.1682660442846924,
          -3.28579285138235,
          -3.3973971503419524,
          -3.5062851961833754,
          -3.6161196275444007,
          -3.730626195391215,
          -3.853169578756561,
          -3.9863457389554227,
          -4.131638479579945,
          -4.28918261473108,
          -4.457665823067705,
          -4.634386891193605,
          -4.81547112764143,
          -4.996226091593056,
          -5.171604395373529,
          -5.336727088795055,
          -5.487412600354923,
          -5.620653495560021,
          -5.734986898431254,
          -5.830714103423634,
          -5.909939795132381,
          -5.976419906159119,
          -6.035227543531526,
          -6.092266418255974,
          -6.153678625391356,
          -6.225206475845667,
          -6.311574856816457,
          -6.415960400834197,
          -6.539606414926394,
          -6.681628671726043,
          -6.83903812279833,
          -7.006984280659327,
          -7.179199744278638,
          -7.348604580604422,
          -7.508011379286546,
          -7.650859761279223,
          -7.771904350112375,
          -7.867783365333512,
          -7.93740589731776,
          -7.982113569999241,
          -8.005594956704494,
          -8.013556485422045,
          -8.013179027847727,
          -8.012412232613263,
          -8.019176488796809,
          -8.040553236002964,
          -8.08204692432964,
          -8.146995873135287,
          -8.23619508646696,
          -8.347773121842724,
          -8.477339473077034,
          -8.618391229391753,
          -8.762940873039252,
          -8.902303787603621,
          -9.027966835451814,
          -9.132450084346807,
          -9.210073470278724,
          -9.2575489998865,
          -9.274336197097494,
          -9.262722190139431,
          -9.227615721617067,
          -9.176073594561561,
          -9.116605627974895,
          -9.058327224323449,
          -9.010044737185313,
          -8.979366263016457,
          -8.97192844656295,
          -8.990818541451734,
          -9.03625142811222,
          -9.105535535951187,
          -9.193332272842769,
          -9.292183640981229,
          -9.39325529260972,
          -9.48722018151529,
          -9.565193482454097,
          -9.619624085073431,
          -9.645052286544567,
          -9.638656874166003,
          -9.600536216865443,
          -9.533695072524425,
          -9.44373878240344,
          -9.338306285540622,
          -9.226299889633298,
          -9.116990265604128,
          -9.0190875965709,
          -8.939872950359526,
          -8.884477464624942,
          -8.855381533871803,
          -8.852183483697617,
          -8.87165957112054,
          -8.90810742140259,
          -8.953936262382785,
          -9.0004424908165,
          -9.038690724107267,
          -9.060410397644079,
          -9.058817138659695,
          -9.029276596059214,
          -8.969745189237873,
          -8.880945562653135,
          -8.766261942480476,
          -8.63136923293516,
          -8.483636608150102,
          -8.331368802971445,
          -8.182964024552549,
          -8.046074857297064,
          -7.926857049154845,
          -7.829380911622735,
          -7.755262396813161,
          -7.703547653383133,
          -7.670858483824887,
          -7.651779393203708,
          -7.63944259669502,
          -7.626247913471093,
          -7.604641847472974,
          -7.567875534209845,
          -7.510664958976622,
          -7.429688393985872,
          -7.323874023337197,
          -7.19445323680462,
          -7.044779654157796,
          -6.879937997078139,
          -6.706187964696587,
          -6.530304163362214,
          -6.3588823437642406,
          -6.1976838939549355,
          -6.0510847150219265,
          -5.921682047557128,
          -5.810094994707477,
          -5.714973397386538,
          -5.633207655732244,
          -5.5603114052159865,
          -5.490931792872891,
          -5.419430181227265,
          -5.34047055769644,
          -5.24955416255225,
          -5.143446550957375,
          -5.020456472144483,
          -4.880543018917352,
          -4.725246531790454,
          -4.55745763247999,
          -4.381055480598472,
          -4.2004591548009484,
          -4.0201436872840475,
          -3.844174059825851,
          -3.675806389716306,
          -3.5171962270652863,
          -3.369240540599413,
          -3.231564188989487,
          -3.1026452855244533,
          -2.9800587083440817,
          -2.860804739661385,
          -2.7416817187853484,
          -2.619658443665675,
          -2.4922040519192623,
          -2.3575398633802753,
          -2.214788249412222,
          -2.064006672623646,
          -1.9061090250576362,
          -1.7426896295764303,
          -1.5757762312981258,
          -1.4075457676965315,
          -1.2400398786979547,
          -1.0749157341360738,
          -0.9132620908511409,
          -0.7555013233335139,
          -0.6013866811774639,
          -0.45009165328917644,
          -0.3003765874237158,
          -0.15080805221813914,
          -2.2431605175125155e-15,
          0,
          0.15715694536332916,
          0.3173900248263821,
          0.48044551075856073,
          0.6454820412513469,
          0.8111782603772847,
          0.9759148506042375,
          1.1380073458997615,
          1.2959589632792268,
          1.4486993683178488,
          1.5957762592639428,
          1.7374718590650033,
          1.8748252721379135,
          2.0095531663451376,
          2.1438740168395483,
          2.2802536551588566,
          2.421100564887268,
          2.5684469011283815,
          2.7236545818082627,
          2.887184476779763,
          3.0584607252928886,
          3.235852119119962,
          3.4167793731615235,
          3.5979424285137402,
          3.7756473787097242,
          3.946199894302406,
          4.106322693972727,
          4.253549872065109,
          4.386551446308451,
          4.505347449024939,
          4.611381746285215,
          4.707440452620137,
          4.797416767343986,
          4.88594144231523,
          4.977913948584014,
          5.0779819055560935,
          5.190023961387008,
          5.31669306086253,
          5.459072528961259,
          5.61648694273026,
          5.786494337902327,
          5.965067453394611,
          6.146951428668831,
          6.326165819053999,
          6.496602141180993,
          6.652656301084294,
          6.789829611638166,
          6.905233452003089,
          6.997940996502727,
          7.069144119092001,
          7.122093138362997,
          7.1618195233517685,
          7.194664692242468,
          7.227659153431782,
          7.2678131614248915,
          7.321390890376497,
          7.39324358067776,
          7.486272666248959,
          7.601081851941915,
          7.735858605579309,
          7.886502389774052,
          8.04699154177339,
          8.209955654741075,
          8.367398267175764,
          8.511498000198635,
          8.635406836745792,
          8.733963120780697,
          8.804244316212136,
          8.845899953048093,
          8.861227008945184,
          8.854976038499256,
          8.833904007283289,
          8.806116150363847,
          8.780261492718802,
          8.764662569238,
          8.766467636355962,
          8.79091237929049,
          8.840767825946168,
          8.916032857526742,
          9.013905179034484,
          9.129036364710306,
          9.254047516913433,
          9.380255174184562,
          9.49853517447308,
          9.600237525578834,
          9.67805952000447,
          9.72678801191017,
          9.743834625507509,
          9.729508410880072,
          9.686997004859286,
          9.622056981947098,
          9.542443753884575,
          9.457138041119325,
          9.375446841351918,
          9.306069793834379,
          9.256225531598238,
          9.230926631679855,
          9.232476718494215,
          9.260240687675704,
          9.310711215031567,
          9.377864554081855,
          9.453769204672525,
          9.529385374341459,
          9.59547388216481,
          9.64352223744666,
          9.666594163306764,
          9.660016951145867,
          9.621837861782021,
          9.553004573303351,
          9.457252944945308,
          9.340715199435962,
          9.2112899546292,
          9.077839460995273,
          8.94929649661346,
          8.833771926222198,
          8.737753127415777,
          8.665473477379736,
          8.618514977848466,
          8.595681801820911,
          8.593154621983649,
          8.60490692913576,
          8.623338119284044,
          8.640056613058368,
          8.646731828915893,
          8.635927867433576,
          8.60183479173262,
          8.54082498738801,
          8.451780951441613,
          8.336164955845904,
          8.197827801994105,
          8.042580532724891,
          7.877576749903423,
          7.710571689079008,
          7.549135600255699,
          7.399902213142338,
          7.267927929117435,
          7.1562245562118445,
          7.065509352386241,
          6.994192954489638,
          6.938600928660636,
          6.893400793893136,
          6.8521859074581215,
          6.808152618261333,
          6.754799038078649,
          6.686573342568815,
          6.599406572302509,
          6.491078551951721,
          6.361384202309616,
          6.212089110432483,
          6.046685409520612,
          5.869979453456668,
          5.687559341972591,
          5.505201410946679,
          5.328279323106855,
          5.161237073057618,
          5.007178490075054,
          4.867611789841445,
          4.742370039398806,
          4.6297090552141755,
          4.52656537566476,
          4.428940553214351,
          4.332365792088422,
          4.232394109263782,
          4.125066297722456,
          4.00730193353482,
          3.8771767654434406,
          3.734061786547465,
          3.578615451602286,
          3.412637012644061,
          3.2388039564805875,
          3.0603284153097734,
          2.8805749565495415,
          2.702684633266769,
          2.5292474758067063,
          2.3620582009919855,
          2.2019788021858493,
          2.0489182531923293,
          1.901925432395532,
          1.7593782105748061,
          1.619240953676932,
          1.4793556543665913,
          1.3377292533260996,
          1.1927816427045532,
          1.043525015398464,
          0.8896547958200723,
          0.7315441327497615,
          0.5701463865741435,
          0.40682167323657387,
          0.2431129265847301,
          0.08050298600919537,
          -0.07981379946528405,
          -0.23711424498911096,
          -0.3912583200383553,
          -0.5427149041440085,
          -0.692497158563041,
          -0.8420153363206921,
          -0.9928659039687693,
          -1.1465845925229203,
          -1.304396320175713,
          -1.4669961320732219,
          -1.634392175491839,
          -1.805834590528834,
          -1.9798438581454894,
          -2.154339821809768,
          -2.3268597605628196,
          -2.494842104051305,
          -2.6559431123849326,
          -2.8083482922828455,
          -2.9510392638741547,
          -3.083980488988671,
          -3.2081984213603785,
          -3.325737405388563,
          -3.4394907470374467,
          -3.5529202131932736,
          -3.6696910594133265,
          -3.7932608831083323,
          -3.92646775369357,
          -4.0711652159757525,
          -4.227948481768925,
          -4.396007613601701,
          -4.5731305648173555,
          -4.7558629028957835,
          -4.939813629097365,
          -5.120079645033518,
          -5.291747026161334,
          -5.450417040674916,
          -5.592700077219818,
          -5.716622020252103,
          -5.821895175292004,
          -5.910018948350553,
          -5.984192843295042,
          -6.049044171666015,
          -6.110193065513886,
          -6.173695744098447,
          -6.245421453426064,
          -6.330427390936001,
          -6.432398129965223,
          -6.55321115475311,
          -6.692678453296663,
          -6.848496779534188,
          -7.016417913689265,
          -7.1906272105116775,
          -7.364296357477064,
          -7.530256976889986,
          -7.681727625866286,
          -7.813019491093935,
          -7.920146558926268,
          -8.001274375448421,
          -8.056956970935223,
          -8.090132612165164,
          -8.105873642693124,
          -8.110911244076135,
          -8.112979821857062,
          -8.120045345772416,
          -8.139495218325797,
          -8.177372613435141,
          -8.237735028601808,
          -8.322205232868237,
          -8.429763954013666,
          -8.556809396815206,
          -8.697481477568731,
          -8.84422129770709,
          -8.988511711648796,
          -9.12172547344253,
          -9.235995451915299,
          -9.325018115913249,
          -9.384707346173432,
          -9.41363011557963,
          -9.413177277909663,
          -9.387449435388573,
          -9.342866893465995,
          -9.287541070737683,
          -9.230469473497143,
          -9.180634882801824,
          -9.146099777938637,
          -9.133188108649113,
          -9.145838160508532,
          -9.18519324359233,
          -9.249472983924093,
          -9.3341395462913,
          -9.432343078045639,
          -9.535602124080071,
          -9.634650666273663,
          -9.72036627874885,
          -9.784685445379981,
          -9.821413243468953,
          -9.826845252573493,
          -9.800138614748924,
          -9.74339469753719,
          -9.661445172539256,
          -9.561363503495253,
          -9.451751738734345,
          -9.3418752620639,
          -9.240733446228516,
          -9.15616042084734,
          -9.094046792621015,
          -9.057760515417213,
          -9.047824531192749,
          -9.061882432303628,
          -9.094953962737291,
          -9.13995271474431,
          -9.18841191085302,
          -9.231343387194594,
          -9.260141908078038,
          -9.267443023725752,
          -9.247848169651146,
          -9.198444962015845,
          -9.119072133710766,
          -9.012305012283495,
          -8.883166101478805,
          -8.738593228451798,
          -8.58672200014557,
          -8.43605751791108,
          -8.294620624742969,
          -8.169155433378084,
          -8.064477460335834,
          -7.983026245483881,
          -7.924664562800435,
          -7.886740553261698,
          -7.864402046831286,
          -7.851126796138615,
          -7.839410931874322,
          -7.8215428154669855,
          -7.7903820711627265,
          -7.740064563847143,
          -7.666563206748226,
          -7.568050648424456,
          -7.445031299549881,
          -7.300234499674739,
          -7.138285310521227,
          -6.965191884161358,
          -6.787706300531454,
          -6.612627424108038,
          -6.446118612640165,
          -6.293109734725927,
          -6.156842440913804,
          -6.038601247404557,
          -5.93765258625318,
          -5.851391788517781,
          -5.775676372743307,
          -5.705305269404546,
          -5.6345896267883555,
          -5.557952969702001,
          -5.470497391292419,
          -5.368478082823177,
          -5.249640063679796,
          -5.113387066190158,
          -4.960771308488248,
          -4.7943122642699265,
          -4.6176704122283025,
          -4.435216439791467,
          -4.25154602228453,
          -4.070994202950015,
          -3.897201315005995,
          -3.732774729211481,
          -3.5790784940076383,
          -3.4361676481207053,
          -3.3028674126352215,
          -3.1769814881899685,
          -3.0556000516180286,
          -2.935468211719854,
          -2.8133706265590135,
          -2.6864881204889692,
          -2.552687285644023,
          -2.4107134639336874,
          -2.2602699698664255,
          -2.1019804026149154,
          -1.9372447427911967,
          -1.768012028768522,
          -1.5965013942881832,
          -1.424908153421598,
          -1.2551319701912929,
          -1.0885600229533576,
          -0.9259300697559135,
          -0.7672874901398884,
          -0.6120380890614631,
          -0.4590862199843659,
          -0.3070371076506583,
          -0.15443441181228124,
          -2.30014852491959e-15,
          0,
          0.16156024523717913,
          0.3261325496661166,
          0.49315460437570957,
          0.6615295804933838,
          0.829777843955809,
          0.9962499065213034,
          1.1593724158626515,
          1.317894104139123,
          1.4710978901451432,
          1.618948908290788,
          1.7621557381264379,
          1.9021326678021147,
          2.040863195840658,
          2.1806776697266557,
          2.3239694231641588,
          2.472882571194988,
          2.629009609950598,
          2.7931374343649003,
          2.965076146236841,
          3.1435964472380133,
          3.3264893922533245,
          3.5107481439673376,
          3.6928567307636597,
          3.869157380669378,
          4.036257403874928,
          4.191430160377277,
          4.332963266699442,
          4.460411196199844,
          4.574718529810192,
          4.678193442585544,
          4.774327181639524,
          4.86747255413818,
          4.962410876516132,
          5.063850552984384,
          5.175909820020627,
          5.301640023539117,
          5.442643483539461,
          5.598831613150004,
          5.768355239490125,
          5.947721379395636,
          6.132090887229271,
          6.315731533499596,
          6.492583368830631,
          6.65687967482182,
          6.803758994681492,
          6.929802677808371,
          7.033438358529594,
          7.115162355991182,
          7.1775519408844675,
          7.22505996514934,
          7.263607263905772,
          7.300010088880905,
          7.341298255176569,
          7.393992631576151,
          7.463416575987681,
          7.553114125231722,
          7.664438219043055,
          7.796355824328097,
          7.9454951290407,
          8.106435188317068,
          8.272213088946444,
          8.435000512913684,
          8.586883007237546,
          8.720663339549706,
          8.830606401520148,
          8.913047756402163,
          8.966800761025624,
          8.993317006968894,
          8.996579649991373,
          8.98273650788091,
          8.959506787467317,
          8.935419133443197,
          8.91895685186681,
          8.917696690497749,
          8.937529272542156,
          8.98204190370188,
          9.05212867401198,
          9.145870109776205,
          9.25869738099903,
          9.383827017711326,
          9.512924227253775,
          9.636929126979123,
          9.746963003722856,
          9.835222908694211,
          9.895773460583118,
          9.925154661656677,
          9.922742861360584,
          9.890826884099885,
          9.834390239465778,
          9.760620293816704,
          9.678193219897372,
          9.596406572297983,
          9.524247075386722,
          9.469488018404496,
          9.437907810116318,
          9.43270902854193,
          9.454196953911602,
          9.499750179630999,
          9.56408616625018,
          9.639794591286833,
          9.718084135453097,
          9.789666724494118,
          9.84568942675956,
          9.878619593115866,
          9.882993869359542,
          9.855955866910152,
          9.797529062730543,
          9.71059865034623,
          9.600605772381074,
          9.474986771400367,
          9.342415806323842,
          9.211928778083637,
          9.09201801704284,
          8.989789477821656,
          8.910267093633932,
          8.855913259875711,
          8.826411823079885,
          8.818732823678003,
          8.827469404647548,
          8.845409730255671,
          8.864283278937885,
          8.87560385223391,
          8.871522757520196,
          8.845605697842654,
          8.79345582459294,
          8.7131221520766,
          8.605255274584954,
          8.472998645632554,
          8.321630815321795,
          8.157999166891926,
          7.989806283614047,
          7.824824056972482,
          7.670116676953236,
          7.531351231154975,
          7.412264172181321,
          7.314334614243554,
          7.236693202705075,
          7.176270556921151,
          7.128164631371485,
          7.086184331063216,
          7.043509589509347,
          6.993397553864906,
          6.929861485125568,
          6.848253626919601,
          6.745694970380201,
          6.621312165977695,
          6.476262861890034,
          6.313553189950926,
          6.137672583374454,
          5.95408936146148,
          5.768663712839309,
          5.587041587143839,
          5.414093003499128,
          5.2534515868107325,
          5.1071996436333205,
          4.9757262799062785,
          4.857766858726013,
          4.750612620804693,
          4.650461640270797,
          4.552868308318743,
          4.453239624658341,
          4.3473235417168405,
          4.23163759728983,
          4.103794574199891,
          3.962694837632256,
          3.8085707658026173,
          3.6428854803859294,
          3.468104010622185,
          3.2873683492443844,
          3.1041171784500117,
          2.921695446381157,
          2.7429981230726277,
          2.570186625318478,
          2.4045063955617665,
          2.246221225117512,
          2.0946656972611164,
          1.9484032717728492,
          1.8054656357946526,
          1.663640336649927,
          1.5207693069129555,
          1.3750210948855743,
          1.2251042798359515,
          1.0703980133111393,
          0.9109867821205658,
          0.7475989321654574,
          0.581460691965535,
          0.41408790988148664,
          0.24704521628050663,
          0.08170596159358127,
          -0.0809543411788918,
          -0.2405031100999307,
          -0.3971146620893532,
          -0.5515441731625339,
          -0.7050146664250815,
          -0.8590316320659571,
          -1.0151496590346347,
          -1.1747222079256212,
          -1.3386685089875106,
          -1.5072901272139572,
          -1.6801641178006017,
          -1.8561305303352147,
          -2.0333803799180563,
          -2.209637476413703,
          -2.3824152331860406,
          -2.549319281366514,
          -2.7083597045023775,
          -2.858233923755269,
          -2.9985431625184913,
          -3.1299119093307386,
          -3.253990238191451,
          -3.3733321097213205,
          -3.491157375618843,
          -3.6110194559505944,
          -3.736412862474218,
          -3.8703634016044304,
          -4.015047878093249,
          -4.17148881495998,
          -4.339363080235774,
          -4.516951951641001,
          -4.701245201108129,
          -4.888194830072822,
          -5.073096995505647,
          -5.251065367257599,
          -5.417547434069013,
          -5.568828561449566,
          -5.702467810893212,
          -5.8176149311013425,
          -5.915169119306228,
          -5.997756061024888,
          -6.069518773703517,
          -6.135737900938955,
          -6.202316151710005,
          -6.2751774369095665,
          -6.359642102409193,
          -6.459844174905032,
          -6.5782540627325155,
          -6.715360772362721,
          -6.869552248202921,
          -7.037212431957103,
          -7.213031109212452,
          -7.390499923810239,
          -7.562547522779023,
          -7.722250882518478,
          -7.8635502607108965,
          -7.981893080111222,
          -8.074737766952891,
          -8.14186169447543,
          -8.185436679056663,
          -8.209859021069326,
          -8.221346467119021,
          -8.227339049190066,
          -8.235761923669303,
          -8.254223800798131,
          -8.289232599456478,
          -8.345509616145332,
          -8.425474663031432,
          -8.528958102546978,
          -8.653173100337957,
          -8.792955010256104,
          -8.9412472999807,
          -9.089787679021846,
          -9.229926808898767,
          -9.353497429957782,
          -9.453645524139986,
          -9.525537988979421,
          -9.566873027196502,
          -9.57813893305176,
          -9.562592237487934,
          -9.525954693100594,
          -9.475857411857813,
          -9.421086631218454,
          -9.370706349928023,
          -9.333146255801367,
          -9.315347548881569,
          -9.322053953658731,
          -9.3553209038155,
          -9.41429399800634,
          -9.495280583185412,
          -9.592108505744093,
          -9.696736741229943,
          -9.80005679305569,
          -9.892804109083201,
          -9.966487341171097,
          -10.014241261563926,
          -10.03151677642961,
          -10.016537971124828,
          -9.970479797708416,
          -9.897348444175742,
          -9.803576686985306,
          -9.69737551503677,
          -9.587908048923177,
          -9.484369729863582,
          -9.39506808720579,
          -9.326595172352814,
          -9.283176018082063,
          -9.266258272977227,
          -9.274383369304969,
          -9.30335077887557,
          -9.346657068107834,
          -9.396163647422622,
          -9.442924164041521,
          -9.478086737045613,
          -9.49377924989339,
          -9.483888355915091,
          -9.444654398194203,
          -9.375023841836912,
          -9.276726009006897,
          -9.154069259041945,
          -9.013480327553559,
          -8.862836393156545,
          -8.710659949659668,
          -8.565259673975582,
          -8.43390492928206,
          -8.32211697112565,
          -8.233146909470005,
          -8.167690466565352,
          -8.123864709804662,
          -8.09744485601482,
          -8.082332760499542,
          -8.071205542214257,
          -8.056275295295777,
          -8.030080715714968,
          -7.9862296576587,
          -7.920018178055918,
          -7.828865710674071,
          -7.712526043768236,
          -7.573057574893822,
          -7.414561345674029,
          -7.242718997032391,
          -7.06418260334184,
          -6.885882358051349,
          -6.714324954516933,
          -6.554954669119414,
          -6.411640863974918,
          -6.28634091566313,
          -6.178968129962722,
          -6.087472168716024,
          -6.008117267706782,
          -5.9359234075246565,
          -5.865219677887496,
          -5.7902489224684475,
          -5.705759289168598,
          -5.6075217293812285,
          -5.492722240623303,
          -5.360192518907424,
          -5.21046095185,
          -5.045625492614787,
          -4.869068768912134,
          -4.6850518029899195,
          -4.498234305461388,
          -4.313175540357855,
          -4.133869757204068,
          -3.9633643355753656,
          -3.803497910080229,
          -3.654781188997914,
          -3.516426664623196,
          -3.3865168226141695,
          -3.2622856314231417,
          -3.1404766232182517,
          -3.017733937076009,
          -2.8909809157207684,
          -2.757744262462517,
          -2.61638982115025,
          -2.4662476734260057,
          -2.307618010125339,
          -2.141663477371803,
          -1.9702067601238962,
          -1.7954625622657872,
          -1.6197397337827253,
          -1.445151413150956,
          -1.2733685663926309,
          -1.1054456268000556,
          -0.9417369708853469,
          -0.7819109794351062,
          -0.6250559182666487,
          -0.4698603611392225,
          -0.3148417547868277,
          -0.1585910755476013,
          -2.3641103901948404e-15,
          0,
          0.1661606532010534,
          0.3351263197694944,
          0.5060502726626763,
          0.6776293739230923,
          0.8482927705317835,
          1.0164358072507655,
          1.1806676920648385,
          1.3400390620787206,
          1.4942175052237419,
          1.6435851130159769,
          1.7892415851346704,
          1.9329081646676762,
          2.076740342763666,
          2.223069289912523,
          2.3741018550456743,
          2.531615459035242,
          2.696686415193069,
          2.8694877498890468,
          3.0491856348804474,
          3.233952783851194,
          3.4211037825264454,
          3.6073428291521137,
          3.7891004457798187,
          3.962924044336181,
          4.1258792422505275,
          4.275915578373372,
          4.41215231765864,
          4.535047293285667,
          4.646423554388534,
          4.749343760266191,
          4.8478391630736235,
          4.946516781547314,
          5.050083081162379,
          5.1628334109198715,
          5.288162249958757,
          5.428149173028718,
          5.58326918062393,
          5.752264164078931,
          5.9321959340181865,
          6.118682105362461,
          6.306296231240583,
          6.489095077878831,
          6.661220901885005,
          6.817516772014028,
          6.954089584907063,
          7.068759002270868,
          7.161340883123378,
          7.233729955952638,
          7.289766874543079,
          7.334897335676109,
          7.375653236425258,
          7.419005515281983,
          7.471653187717644,
          7.539321455036264,
          7.626142598610498,
          7.7341864180392585,
          7.863192806408806,
          8.010539033932982,
          8.171450437279194,
          8.339437936826588,
          8.50692177164739,
          8.665980610273625,
          8.80915096347864,
          8.930195194440143,
          9.02475821584069,
          9.09084313102831,
          9.129053682794693,
          9.142574687787164,
          9.136888301885797,
          9.119251242800193,
          9.097983151090837,
          9.081636457522652,
          9.078131278281102,
          9.093943525537307,
          9.133430015168571,
          9.198361233076529,
          9.287711856356296,
          9.397733174080473,
          9.522302853681321,
          9.653519001474898,
          9.78248012252513,
          9.90017304440872,
          9.998379197380753,
          10.070507103579658,
          10.11226584467361,
          10.122109996402198,
          10.101409469227601,
          10.054325548514496,
          9.987404337795423,
          9.90892770167183,
          9.82808670050518,
          9.754060829726317,
          9.695096216395479,
          9.657676249926972,
          9.645868878701734,
          9.660916923904306,
          9.70111307350474,
          9.761972254538934,
          9.83668381506771,
          9.916797487411685,
          9.993073373061513,
          10.05640961877725,
          10.098753733334618,
          10.113905400435968,
          10.098129956886048,
          10.050521238544071,
          9.973078218436612,
          9.870489109465996,
          9.749646362837854,
          9.61894320728651,
          9.487424264550219,
          9.363877127317382,
          9.25595717032991,
          9.169433789458147,
          9.10763321162547,
          9.071132396725366,
          9.057732537580133,
          9.062711971251716,
          9.079329914232723,
          9.09952723900856,
          9.114751076669403,
          9.116818296972097,
          9.098730006482205,
          9.055355317190577,
          8.983917037930917,
          8.884233046326496,
          8.75869265248652,
          8.611974577413514,
          8.450539401491513,
          8.281951803126441,
          8.114104343335162,
          7.954423354559556,
          7.8091378722563105,
          7.68268460315315,
          7.577306615117272,
          7.492882471315071,
          7.426998186823861,
          7.375249243964498,
          7.3317365863933235,
          7.28970140710931,
          7.24223055408806,
          7.1829587263687555,
          7.106695758194527,
          7.0099168008770185,
          6.891068955767621,
          6.750668100575168,
          6.591182068863024,
          6.416718585521071,
          6.232556097408477,
          6.044570853677389,
          5.858622794881271,
          5.679965186531993,
          5.512738408959581,
          5.359597555169947,
          5.22150780480879,
          5.097722741670839,
          4.985940958799696,
          4.882617599225387,
          4.7833918842770755,
          4.68358077084499,
          4.578683690057746,
          4.464844239750077,
          4.3392214436052345,
          4.200234835381912,
          4.04766274999383,
          3.882590035100363,
          3.7072180293811114,
          3.5245642546952487,
          3.3380902839267668,
          3.151302562952879,
          2.9673720289938337,
          2.788814229102492,
          2.617262937369335,
          2.453358132751684,
          2.296755125867067,
          2.1462472885243122,
          1.9999819062481252,
          1.855738599827656,
          1.7112336382209437,
          1.5644118978688524,
          1.4136912725783524,
          1.258131520914054,
          1.097509894996984,
          0.9322981096443982,
          0.7635477711520402,
          0.5927027622244742,
          0.4213659100220132,
          0.2510525088694501,
          0.08296433317688316,
          -0.08218542382664004,
          -0.24427287971789208,
          -0.4037764178383144,
          -0.5617000702180125,
          -0.7194174067950163,
          -0.8784566341071122,
          -1.0402556495155033,
          -1.2059202369619022,
          -1.3760188404462066,
          -1.5504433322259181,
          -1.7283573450656435,
          -1.9082429747960212,
          -2.088044261656983,
          -2.2653933256008263,
          -2.437893903178637,
          -2.6034287117095927,
          -2.760452639544615,
          -2.9082338734871707,
          -3.0470098401474077,
          -3.1780338180882364,
          -3.303500320316838,
          -3.4263514889037414,
          -3.5499811619570094,
          -3.677866268436677,
          -3.8131651993719053,
          -3.9583285228079257,
          -4.1147680437884055,
          -4.2826255159212705,
          -4.4606726521846225,
          -4.646360406022244,
          -4.836019233936263,
          -5.025194978886302,
          -5.209089044786848,
          -5.3830585114742755,
          -5.543123331839913,
          -5.686424860012536,
          -5.811583184146612,
          -5.91890991184199,
          -6.010447344518368,
          -6.089822951570786,
          -6.161927840684867,
          -6.232447391550298,
          -6.3072892289968125,
          -6.39196632552229,
          -6.4909997417414305,
          -6.607405442770799,
          -6.742322593809363,
          -6.894827317759963,
          -7.061957377576459,
          -7.238951494829876,
          -7.419684294865098,
          -7.597256594623741,
          -7.764683236035345,
          -7.915608875848614,
          -8.044977459496392,
          -8.149584186998151,
          -8.228449461120714,
          -8.282971615628426,
          -8.316837453325261,
          -8.335694522897724,
          -8.346614049050856,
          -8.357395865996928,
          -8.37578417866622,
          -8.408673562262054,
          -8.461387078668329,
          -8.537102344757667,
          -8.6364873309702,
          -8.757586947774646,
          -8.895976162059146,
          -9.045168055737925,
          -9.197238721383217,
          -9.34360796227318,
          -9.475897863155366,
          -9.586782258058758,
          -9.67073997664934,
          -9.72463361714259,
          -9.748052648565917,
          -9.743383202836316,
          -9.715594598385234,
          -9.671761611362424,
          -9.62036878796087,
          -9.57046583402103,
          -9.53075893678772,
          -9.508730081024842,
          -9.509874212350205,
          -9.537132641041977,
          -9.59058149623017,
          -9.667408308044562,
          -9.76218053575025,
          -9.867380072477467,
          -9.974150508557631,
          -10.073182041507042,
          -10.15564465296951,
          -10.214075021447089,
          -10.243127156174143,
          -10.240110476267464,
          -10.205260621507435,
          -10.141715458649916,
          -10.055198750695581,
          -9.953443704214914,
          -9.84541504653482,
          -9.74040869836957,
          -9.647120410089263,
          -9.572777672254489,
          -9.522422511531548,
          -9.498417154362155,
          -9.500221613890094,
          -9.524464408740402,
          -9.565297731900529,
          -9.614999529772957,
          -9.664760080983493,
          -9.705572311859248,
          -9.72913509556607,
          -9.728678127119295,
          -9.699625651040638,
          -9.64003338377661,
          -9.550756603355314,
          -9.435335095137122,
          -9.29960956430971,
          -9.151111272327347,
          -8.998289254754175,
          -8.849655255920256,
          -8.712933921945265,
          -8.594304158892962,
          -8.49780715903924,
          -8.424978600578477,
          -8.374738881128918,
          -8.343548460346994,
          -8.325808262626774,
          -8.314460426871126,
          -8.301724993864097,
          -8.27989535035323,
          -8.242110613772674,
          -8.1830269914853,
          -8.099321945839847,
          -7.989983386056863,
          -7.856359071103808,
          -7.7019664830249255,
          -7.53208797854873,
          -7.353197510579735,
          -7.1722814586109935,
          -6.9961255339214965,
          -6.8306414910956645,
          -6.680301460163615,
          -6.5477348978361185,
          -6.43352493451785,
          -6.33621929580979,
          -6.252548344932557,
          -6.177821525734523,
          -6.1064557868317015,
          -6.0325772106562745,
          -5.95063122425005,
          -5.855937880403728,
          -5.745136466205452,
          -5.616477117221357,
          -5.469934606704047,
          -5.307139062120434,
          -5.13113788395587,
          -4.946020514645898,
          -4.756451125821868,
          -4.567162432248841,
          -4.382465981252107,
          -4.205830359010449,
          -4.03956941222706,
          -3.884668994988299,
          -3.740764538155872,
          -3.6062647676967194,
          -3.478601065485357,
          -3.3545689882951386,
          -3.230719688990259,
          -3.1037552618439834,
          -2.9708836154070517,
          -2.8300950115831522,
          -2.6803329986779567,
          -2.521545773943211,
          -2.354618428450026,
          -2.1812003604232473,
          -2.0034538097599093,
          -1.823757673630971,
          -1.6444046508545485,
          -1.4673289945584285,
          -1.2938969443321162,
          -1.124782993607297,
          -0.9599436811107385,
          -0.7986880131125641,
          -0.6398314695676645,
          -0.4819102898879435,
          -0.32342559220637906,
          -0.1630836824476357,
          -2.432055327606505e-15,
          0,
          0.1707430592915476,
          0.34395079644233945,
          0.5185295285028683,
          0.6930286130933346,
          0.8658573027163795,
          1.0355286825095327,
          1.2008974310591092,
          1.361358363477118,
          1.5169771660481761,
          1.668532911887735,
          1.8174628959873536,
          1.965712734705673,
          2.115507031598626,
          2.269066692352162,
          2.428306814006821,
          2.5945529438495387,
          2.7683128246600233,
          2.9491354724840764,
          3.13558007650259,
          3.325304773256255,
          3.5152712262064982,
          3.7020467685938976,
          3.882173324415272,
          4.052562944731236,
          4.210874791874283,
          4.355828503714311,
          4.487414232932164,
          4.606969836618257,
          4.717109675505097,
          4.821505789550311,
          4.924539058373275,
          5.030853429349086,
          5.144858601405372,
          5.270234193964959,
          5.409490396506191,
          5.563635982630502,
          5.731994650814504,
          5.912195846194638,
          6.100348017534173,
          6.291382582265794,
          6.479537837157912,
          6.658935775151112,
          6.82419311459866,
          6.971002220628228,
          7.096618780442507,
          7.2002011417326575,
          7.282960445887889,
          7.348099707191323,
          7.400541874487901,
          7.4464693765729475,
          7.492718295765373,
          7.546086877561109,
          7.612628699288491,
          7.697004217541627,
          7.801960070284096,
          7.927993719936094,
          8.073242884740853,
          8.23361651192299,
          8.403159111212855,
          8.574615685746267,
          8.7401428727331,
          8.892095574184294,
          9.023809133298311,
          9.13029608821321,
          9.208783956654033,
          9.259035730546989,
          9.2834163152286,
          9.286693872235835,
          9.275592288007749,
          9.258136965977508,
          9.242858097296235,
          9.237931163037148,
          9.250341952692217,
          9.285161968234517,
          9.345009763238036,
          9.42975551599455,
          9.5365017652046,
          9.659845213478377,
          9.79239569815518,
          9.925501818581358,
          10.050111068654472,
          10.157677933468955,
          10.241027813660367,
          10.295088482781935,
          10.317413729009884,
          10.308444603594172,
          10.27148019709837,
          10.212359388291594,
          10.138884530673291,
          10.060044515953024,
          9.985115343149419,
          9.922729075547103,
          9.880005548429803,
          9.861835015852014,
          9.870384708919564,
          9.904879570214698,
          9.96167955394902,
          10.034645699615728,
          10.115757798395979,
          10.195920894900235,
          10.265878726375796,
          10.317141455917612,
          10.342833796175317,
          10.338377956558068,
          10.301942901540134,
          10.234615405513903,
          10.14027684548829,
          10.025199650499692,
          9.897405743952614,
          9.76585326414844,
          9.639534894966998,
          9.526579572764804,
          9.433448343872254,
          9.364304892779861,
          9.320622861069788,
          9.301067480288502,
          9.301660821833687,
          9.316211050764855,
          9.336959433233828,
          9.35537720311647,
          9.36302991663164,
          9.352421027927578,
          9.317729617363174,
          9.255369066396607,
          9.164312677093301,
          9.04615671489868,
          8.904918523889032,
          8.746594391079364,
          8.57852593828557,
          8.408642553921577,
          8.244658889941583,
          8.093309662724332,
          7.95969870958352,
          7.846826148857195,
          7.75533805672511,
          7.683519428071428,
          7.627525855194008,
          7.581824993362463,
          7.539797995363314,
          7.494435789748488,
          7.439056829753057,
          7.3679724660287205,
          7.277033283214005,
          7.164003674102536,
          7.0287310024796374,
          6.873097816011159,
          6.700768328834053,
          6.516761397906166,
          6.326899303961907,
          6.137193116091341,
          5.953230201404536,
          5.779627204880919,
          5.619602989965376,
          5.4747117106275605,
          5.344758051029294,
          5.227896756172348,
          5.120899061155694,
          5.019551584398302,
          4.919140437215216,
          4.8149659713218345,
          4.702832363209629,
          4.579461066138336,
          4.442787335585822,
          4.292113277653665,
          4.1281074973811895,
          3.9526585356748485,
          3.768604980097311,
          3.5793777266014533,
          3.3885980592353704,
          3.1996782326818116,
          3.015468918150478,
          2.8379906411593523,
          2.6682751759293435,
          2.506329159625545,
          2.351217595399862,
          2.2012511291032726,
          2.0542495761988318,
          1.9078463947500217,
          1.7597954485046772,
          1.6082427481864416,
          1.4519316118743355,
          1.2903190488531917,
          1.1235929390010613,
          0.9525922844023944,
          0.7786448997243588,
          0.6033469306403171,
          0.4283153624604986,
          0.25494742780388746,
          0.08421926070244548,
          -0.08344948335217015,
          -0.24824728360545723,
          -0.41093209099042755,
          -0.5727077168515993,
          -0.7350319235406436,
          -0.8993820509380522,
          -1.0670099471997945,
          -1.2387198944681463,
          -1.4147008545647055,
          -1.5944379512040894,
          -1.776718395542977,
          -1.9597352039270903,
          -2.1412794810067,
          -2.319000287831325,
          -2.4907016495918692,
          -2.654640298256011,
          -2.809786109766211,
          -2.9560101994000423,
          -3.094173048781821,
          -3.2260960882913268,
          -3.354413631322863,
          -3.4823164156920625,
          -3.613211571180718,
          -3.7503349679945694,
          -3.896359216137151,
          -4.053043095417557,
          -4.220965446662143,
          -4.399378690242252,
          -4.586204896857047,
          -4.778181981245731,
          -4.971150779317295,
          -5.1604573746424345,
          -5.341430939860888,
          -5.509887224959823,
          -5.662602930061859,
          -5.797707264141925,
          -5.914944083399722,
          -6.0157705217559,
          -6.103274747011648,
          -6.181914674511322,
          -6.2570990989723505,
          -6.334650615203941,
          -6.420203872949576,
          -6.518601491306617,
          -6.633352234201132,
          -6.766211393650465,
          -6.9169320610316944,
          -7.083219134744806,
          -7.260897191410715,
          -7.4442808737894435,
          -7.626714597364613,
          -7.801229510818483,
          -7.961251855951875,
          -8.101289752014253,
          -8.217525888049416,
          -8.308251761971972,
          -8.374094253448732,
          -8.418005995826709,
          -8.445015139577695,
          -8.461755189440977,
          -8.475819015582424,
          -8.495000382290604,
          -8.526499301827721,
          -8.576172730976712,
          -8.64790890384937,
          -8.74319213622226,
          -8.860906314589037,
          -8.997401337851109,
          -9.146819937867377,
          -9.301655331568606,
          -9.453485867425535,
          -9.593813793117246,
          -9.714923541298756,
          -9.810671818460927,
          -9.87712771412718,
          -9.91299551010875,
          -9.91977445255313,
          -9.90163628653399,
          -9.865030140255918,
          -9.81805242072889,
          -9.76964383044145,
          -9.728693873645426,
          -9.703143353000357,
          -9.69917625395221,
          -9.720583917761617,
          -9.76836733041961,
          -9.840619413924609,
          -9.932700829885974,
          -10.037692896474672,
          -10.147082853973345,
          -10.251612820591728,
          -10.342206836373459,
          -10.41088216622675,
          -10.451552394821064,
          -10.46064067916706,
          -10.437440733413359,
          -10.384188742339584,
          -10.305838808382584,
          -10.209564712201862,
          -10.10403860906766,
          -9.99855993403067,
          -9.902122926197707,
          -9.822517261817984,
          -9.765552698687758,
          -9.73448576965001,
          -9.729705765152179,
          -9.748710672366311,
          -9.786374138040166,
          -9.83547494298819,
          -9.88743395246643,
          -9.933182744717119,
          -9.964075218826704,
          -9.972749720531757,
          -9.953854929328024,
          -9.904567272957111,
          -9.824849422180682,
          -9.717426177955387,
          -9.587483007515333,
          -9.442120625168902,
          -9.289623465788361,
          -9.138618187981429,
          -8.997208652888778,
          -8.872175178113206,
          -8.768318223870017,
          -8.688010919197637,
          -8.631002696990633,
          -8.594490135427382,
          -8.57344364641303,
          -8.561152754012092,
          -8.549931014257876,
          -8.531906317732961,
          -8.499814871808042,
          -8.447718227261237,
          -8.371572048037333,
          -8.269591822299184,
          -8.142382549465143,
          -7.992824257931895,
          -7.825730386670947,
          -7.647318983567096,
          -7.464554998657838,
          -7.28443386763968,
          -7.113280979764702,
          -6.956138201870364,
          -6.8162979091364955,
          -6.695028230543837,
          -6.591512336339606,
          -6.503001855202874,
          -6.425162336371892,
          -6.35256938010837,
          -6.279299606141179,
          -6.199552415483155,
          -6.108237233953983,
          -6.001466559392755,
          -5.876906889618984,
          -5.733956072131282,
          -5.573734909013867,
          -5.398900836015218,
          -5.213310018132585,
          -5.021569323366432,
          -4.828529827743173,
          -4.638777817553358,
          -4.456177400961867,
          -4.283511210607157,
          -4.122253280272705,
          -3.9724925142205723,
          -3.8330080556385173,
          -3.7014812274894417,
          -3.5748143843964164,
          -3.449516491604211,
          -3.322109583476518,
          -3.1895099244834655,
          -3.049342564186007,
          -2.900157327234076,
          -2.741526906313686,
          -2.5740220877645443,
          -2.399073537516837,
          -2.218742351059855,
          -2.0354312966096977,
          -1.8515743149043962,
          -1.6693428413944602,
          -1.4904038985860142,
          -1.3157572198729524,
          -1.1456679295951153,
          -0.9796988748972538,
          -0.8168341157238387,
          -0.655673854607521,
          -0.4946725649547726,
          -0.3323872492118246,
          -0.16770216320691286,
          -2.5008063073965886e-15,
          0,
          0.17509319529284856,
          0.35219335696313037,
          0.5300088557628945,
          0.7070072466955349,
          0.8816501425062199,
          1.0526357706707101,
          1.2191157127338297,
          1.3808551414956265,
          1.5383126561738405,
          1.6926257735583048,
          1.8455000735547495,
          1.999012472680788,
          2.155350575061695,
          2.316519089629933,
          2.4840497364110576,
          2.6587521387979485,
          2.8405396670518206,
          3.028356363163528,
          3.220219763033542,
          3.413380897959056,
          3.6045885582865953,
          3.7904317113402546,
          3.9677233823080944,
          4.1338826664985495,
          4.287269755311554,
          4.427432296827987,
          4.5552298490094305,
          4.672815808007543,
          4.783471688698447,
          4.891305314150908,
          5.000840465680079,
          5.1165390096257335,
          5.242305839253969,
          5.381030960871851,
          5.534221090376917,
          5.701765239710255,
          5.881865656421556,
          6.071148431792687,
          6.264948885500487,
          6.457747527748425,
          6.643715120032779,
          6.817312063076354,
          6.973879607435701,
          7.110159211674033,
          7.22468207451441,
          7.3179830078399455,
          7.392610251238685,
          7.452923807252156,
          7.50469722483908,
          7.554559103210927,
          7.609328609859837,
          7.675311992458897,
          7.7576329316510755,
          7.859667848369286,
          7.982647961440094,
          8.125473816886867,
          8.284766745830282,
          8.455157403360111,
          8.62978671077423,
          8.800971784917905,
          8.960971232723436,
          9.102772520241956,
          9.220820339251198,
          9.311609525472235,
          9.374078784849663,
          9.40976105593735,
          9.42267083319647,
          9.418935707427055,
          9.406205964124561,
          9.392899535357476,
          9.387357434615879,
          9.396995083265903,
          9.427536495363102,
          9.48241085673288,
          9.562375282884814,
          9.665405012962962,
          9.786865260929261,
          9.919950160324266,
          10.056346673199632,
          10.187057854789984,
          10.303302940051218,
          10.39740315174349,
          10.463562872949014,
          10.498465870613813,
          10.501624626525864,
          10.47544568409633,
          10.42500272675769,
          10.357538916725197,
          10.281747772638544,
          10.206904682378761,
          10.141936663024836,
          10.09452457004705,
          10.070328916635725,
          10.072418079191133,
          10.100957190080235,
          10.153189545276632,
          10.223712596217696,
          10.305020607624346,
          10.388258926943005,
          10.464113313441684,
          10.523744120276328,
          10.559670704993131,
          10.566516702818719,
          10.541541174241221,
          10.484902636551585,
          10.399630329178105,
          10.291306921912557,
          10.167496180496997,
          10.036974851287175,
          9.90884759100609,
          9.7916351735547,
          9.692428328907553,
          9.616192247662294,
          9.565290831579148,
          9.53927688267986,
          9.534967001612193,
          9.546790860375658,
          9.567376727003367,
          9.58831149167701,
          9.60099636261452,
          9.597510556210066,
          9.571395523254493,
          9.518281411758888,
          9.436294524847177,
          9.326207642488207,
          9.191321787015944,
          9.037095529564086,
          8.87056341376226,
          8.699605917490285,
          8.532147500576798,
          8.37536533793494,
          8.234988812058065,
          8.114759131517788,
          8.016100792020206,
          7.938033944662978,
          7.877331512292448,
          7.828899756913022,
          7.786338552665646,
          7.742620138041658,
          7.69081432679446,
          7.624785038610925,
          7.539787736006294,
          7.432909266830645,
          7.303309315659382,
          7.152244186212365,
          6.982876634862735,
          6.7998975100832535,
          6.609003736388675,
          6.416290819551242,
          6.227625234655101,
          6.048062195228654,
          5.881367556978994,
          5.729689877480129,
          5.593411443214563,
          5.47118733776437,
          5.360161531170737,
          5.256330674922994,
          5.155011695367941,
          5.051359847623509,
          4.940880483799138,
          4.819880590138744,
          4.6858146654671495,
          4.537492647227797,
          4.375133767170074,
          4.200267572814415,
          4.015499942314754,
          3.8241759469457324,
          3.6299814093152585,
          3.436529987732123,
          3.2469821950859767,
          3.0637371567699767,
          2.8882279248710825,
          2.7208380654194664,
          2.5609426098397936,
          2.4070620291712297,
          2.2571053005449007,
          2.1086687856922555,
          1.9593525179848312,
          1.8070550712248343,
          1.6502123760193623,
          1.4879540370091273,
          1.3201618106207973,
          1.1474275311749609,
          0.9709203733382256,
          0.7921843929296243,
          0.6128954877280817,
          0.434611318524681,
          0.2585478510033357,
          0.08541206515392462,
          -0.08468741373696959,
          -0.25224048305407615,
          -0.41824709022205864,
          -0.5840524077408278,
          -0.7511280992132264,
          -0.9208294333246926,
          -1.0941615508630562,
          -1.2715875049135617,
          -1.4529058233547958,
          -1.6372168446615567,
          -1.8229859602617275,
          -2.0081994983237523,
          -2.190596818277109,
          -2.3679517611311582,
          -2.5383692408950465,
          -2.7005594441364478,
          -2.8540533369298164,
          -2.9993289335937665,
          -3.137827489204125,
          -3.2718513816026857,
          -3.404349521372962,
          -3.538610032310209,
          -3.677892019630217,
          -3.8250369987761164,
          -3.9821048530095178,
          -4.150078371285781,
          -4.328674414186017,
          -4.516289089253506,
          -4.710090066011231,
          -4.906252846963166,
          -5.100321236377129,
          -5.287657298049013,
          -5.463934520801552,
          -5.625621138031642,
          -5.770399495514022,
          -5.897472332302143,
          -6.007717467880849,
          -6.1036676663763325,
          -6.1893108206157255,
          -6.2697251232343945,
          -6.350582446303695,
          -6.437568662752557,
          -6.53578032031267,
          -6.649161614655345,
          -6.780043335454309,
          -6.928836437781035,
          -7.093917919776669,
          -7.271727231337496,
          -7.457069485116517,
          -7.643599595282863,
          -7.824441509863765,
          -7.992881125532806,
          -8.143062052331638,
          -8.270611279615354,
          -8.373127373624625,
          -8.450476685573248,
          -8.504861955320235,
          -8.540650777532136,
          -8.563976291664064,
          -8.582146564037886,
          -8.602919886079704,
          -8.63371836382563,
          -8.680860021502594,
          -8.748889231974957,
          -8.840076521758247,
          -8.954142460942572,
          -9.088238031637706,
          -9.23718781843094,
          -9.393975251598679,
          -9.550423777795435,
          -9.69800690635695,
          -9.828705824987575,
          -9.935827268276899,
          -10.014697284155245,
          -10.06315827535253,
          -10.081816075112002,
          -10.074008918458768,
          -10.045498445836746,
          -10.003911423247786,
          -9.957986725544572,
          -9.916702604220445,
          -9.88837218281663,
          -9.879799094855336,
          -9.895579723203092,
          -9.937624113477773,
          -10.004945744715219,
          -10.0937431617646,
          -10.197766780060716,
          -10.308935013581188,
          -10.418138259036285,
          -10.51614984799872,
          -10.594551877246557,
          -10.646582026411128,
          -10.667815283251194,
          -10.656611139956436,
          -10.614280604359962,
          -10.544955853555484,
          -10.455175621482903,
          -10.35322834789999,
          -10.24831975116683,
          -10.149649292793328,
          -10.065489154846794,
          -10.002358923202499,
          -9.964379220523625,
          -9.952869104449952,
          -9.966227052070412,
          -10.000106376207274,
          -10.047865949353953,
          -10.101249226028491,
          -10.151221605372216,
          -10.188880493197665,
          -10.206345576319425,
          -10.197539462837481,
          -10.158780639514333,
          -10.089130379199938,
          -9.990460720858911,
          -9.867239281568757,
          -9.72605547885898,
          -9.57493878280341,
          -9.4225402317156,
          -9.277261567884995,
          -9.146420707716803,
          -9.035537498324931,
          -8.947810419937632,
          -8.883834535172115,
          -8.841585740937571,
          -8.816668905045717,
          -8.802800624612457,
          -8.792473883320199,
          -8.777734179700344,
          -8.750986490944905,
          -8.705750667259966,
          -8.637289572690376,
          -8.543048670023193,
          -8.42286617725206,
          -8.278937185397439,
          -8.11554064378657,
          -7.938562223251089,
          -7.754866287004524,
          -7.571584508889118,
          -7.395395708430166,
          -7.231870637142256,
          -7.084947000124773,
          -6.956584973233272,
          -6.846633589565435,
          -6.752915805809592,
          -6.671517241030248,
          -6.597242904640989,
          -6.524189815376083,
          -6.446372880564278,
          -6.3583377173700395,
          -6.255697469732986,
          -6.135540566849656,
          -5.996671561075314,
          -5.83966591998997,
          -5.666739839066621,
          -5.481455594972916,
          -5.288299617478594,
          -5.092182616744429,
          -4.897917588761716,
          -4.7097318055528765,
          -4.530863135425862,
          -4.363280041709594,
          -4.2075497339390004,
          -4.062861937626574,
          -3.9271985370896654,
          -3.7976238281669445,
          -3.670657951488486,
          -3.542688501622193,
          -3.4103730167834203,
          -3.2709881322788905,
          -3.122689108813586,
          -2.964655173404121,
          -2.797110184948533,
          -2.621222880778953,
          -2.438904665834111,
          -2.252534027524381,
          -2.0646439889285895,
          -1.877611810856092,
          -1.6933882233296211,
          -1.5132971683672956,
          -1.3379272308267998,
          -1.1671238783686586,
          -1.000078821339756,
          -0.8355007956787698,
          -0.6718423010693004,
          -0.5075504365418346,
          -0.34130768868175565,
          -0.17223056279820156,
          -2.567148610161332e-15,
          0,
          0.17900765368036453,
          0.3594685883628633,
          0.5399514938584321,
          0.7189116493585898,
          0.8949328342652126,
          1.066957163305045,
          1.2344706704860575,
          1.3976177484632133,
          1.5572263517951546,
          1.7147371425932636,
          1.8720421305748918,
          2.031250319855306,
          2.1944079333434585,
          2.3632076603886802,
          2.538724145160572,
          2.721211160876966,
          2.909989695492592,
          3.1034461411269287,
          3.2991470368013704,
          3.4940628162580785,
          3.6848793995877593,
          3.8683648757011757,
          4.041750393833281,
          4.203080789828664,
          4.351491988978917,
          4.4873788439303075,
          4.612428183054312,
          4.729506323013905,
          4.842406579987745,
          4.9554785858742605,
          5.073175615991289,
          5.199566959876204,
          5.337868270171199,
          5.490042977961747,
          5.656522062953751,
          5.836078173726576,
          6.025874395792561,
          6.221689474633627,
          6.41830198427175,
          6.609997901860943,
          6.791151332587897,
          6.956818442453778,
          7.103281206355663,
          7.2284809189120365,
          7.332291369824098,
          7.4165972514386995,
          7.485163196144575,
          7.54330079771992,
          7.597362737174555,
          7.6541123601055645,
          7.720031610024649,
          7.800638437226125,
          7.89988564806076,
          8.01970637692938,
          8.159757507108209,
          8.317392759041528,
          8.48787376902443,
          8.664802702385765,
          8.84073638128632,
          9.007922074720977,
          9.159081162938346,
          9.288160428599562,
          9.390972556309181,
          9.465657491406407,
          9.51291369797316,
          9.535971358503309,
          9.540305850208412,
          9.53311671212353,
          9.522621979907694,
          9.517237602973726,
          9.524724534636183,
          9.551390566085878,
          9.60142948641606,
          9.676467052232615,
          9.775362803994652,
          9.894291015409133,
          10.027095624729238,
          10.165885796389519,
          10.301813724582045,
          10.425957040546322,
          10.530216766211414,
          10.608139414461256,
          10.655578883204326,
          10.67112956645801,
          10.656285040389413,
          10.615304452992774,
          10.554798515346729,
          10.483075700421207,
          10.409313937277982,
          10.342641182790333,
          10.29121786950844,
          10.261414346840317,
          10.257167011845167,
          10.279578809948855,
          10.326805009227586,
          10.39423615063293,
          10.474959826483103,
          10.560454548366438,
          10.641445350801183,
          10.708834363619511,
          10.754612055541134,
          10.772656967868945,
          10.759343289155881,
          10.713895367226263,
          10.63845416805641,
          10.537850095107055,
          10.419106449193697,
          10.290725071866474,
          10.1618275885025,
          10.041239932062377,
          9.93661306033389,
          9.853668492236052,
          9.795643979864074,
          9.762993726737578,
          9.753371257421692,
          9.761894079039989,
          9.781660645046303,
          9.804464772096944,
          9.82163314666721,
          9.824899838590671,
          9.807228941304508,
          9.763502778924034,
          9.691007810660722,
          9.589671819189345,
          9.462031905467104,
          9.312940505245475,
          9.149043219630515,
          8.978084991743227,
          8.808117773848783,
          8.646691689052403,
          8.500111999076855,
          8.372836043002977,
          8.267068685066752,
          8.182593438463137,
          8.1168516222628,
          8.065256286326623,
          8.021703872147535,
          7.97922709514153,
          7.930719276457339,
          7.869654576114027,
          7.7907307360375535,
          7.690370645236284,
          7.567035121294249,
          7.421319948575461,
          7.255833167769509,
          7.074871421570791,
          6.883934442269587,
          6.689132451741156,
          6.496550796259062,
          6.311638704012712,
          6.138684537720601,
          5.980428977038392,
          5.83785153099644,
          5.7101464853604655,
          5.594883972082344,
          5.488332512788822,
          5.385903168363266,
          5.282663967898468,
          5.173867682822586,
          5.055436685617392,
          4.924355325843648,
          4.778932061635441,
          4.618909063416176,
          4.445414358112,
          4.260768851366413,
          4.0681758606888065,
          3.8713324932792377,
          3.6740091308749228,
          3.4796448257130295,
          3.2910025694579357,
          3.109919775660777,
          2.9371770406860542,
          2.772493823546603,
          2.614644819160902,
          2.4616772035246517,
          2.3111981238700405,
          2.1606949529750916,
          2.0078486004545706,
          1.85080269894832,
          1.6883583282160397,
          1.5200741794194745,
          1.346264391844465,
          1.167899192478878,
          0.9864253753834598,
          0.8035331591136248,
          0.6209019535708037,
          0.43995938630645165,
          0.26168542668057176,
          0.08648697232087638,
          -0.08584133073210591,
          -0.25606576049565394,
          -0.42537937429917483,
          -0.5952036777484361,
          -0.7669532945279293,
          -0.9417959255036871,
          -1.1204408816948346,
          -1.302986215363446,
          -1.4888473249376264,
          -1.6767797190855749,
          -1.864996619318352,
          -2.0513697214442157,
          -2.2336902495897313,
          -2.4099588290144807,
          -2.5786677934975555,
          -2.7390390211249986,
          -2.89118443469275,
          -3.036164540202763,
          -3.1759319282986,
          -3.3131602313604325,
          -3.450973043748149,
          -3.592600111810979,
          -3.740998121423165,
          -3.8984793768473183,
          -4.066392739308285,
          -4.2448970887599655,
          -4.432858594748533,
          -4.627890112633842,
          -4.826535426826002,
          -5.024584551834147,
          -5.217490738106299,
          -5.400847022060109,
          -5.57087165631701,
          -5.724848661543503,
          -5.86147258060314,
          -5.981055160786934,
          -6.08556535724187,
          -6.178491372911495,
          -6.264532614151105,
          -6.349148378752014,
          -6.438006705256966,
          -6.536389200677968,
          -6.648614344861395,
          -6.777541849307843,
          -6.924213932641813,
          -7.087676408843719,
          -7.26500450799503,
          -7.451537178453063,
          -7.641301460270027,
          -7.8275877374199565,
          -8.003619541691778,
          -8.163250022268143,
          -8.301612582459443,
          -8.415656172208655,
          -8.504506163695158,
          -8.569608678446036,
          -8.61463801433358,
          -8.645171227062049,
          -8.668158418328632,
          -8.691239279817704,
          -8.721973565100717,
          -8.767063511959396,
          -8.831648601998463,
          -8.91874703363072,
          -9.02890438816051,
          -9.160089516189133,
          -9.30785270368807,
          -9.465734240185759,
          -9.625885395476383,
          -9.779841258359113,
          -9.919368306162651,
          -10.037300767537655,
          -10.128279831333165,
          -10.189318651123873,
          -10.220133078040615,
          -10.22320145016338,
          -10.20354421407639,
          -10.16824284606689,
          -10.125744512923598,
          -10.085021353242096,
          -10.054668804480041,
          -10.042034381267497,
          -10.05246593620228,
          -10.088756880842105,
          -10.150846241169845,
          -10.235805740214364,
          -10.338116954627992,
          -10.450211969338268,
          -10.563223907137864,
          -10.667872038181992,
          -10.755392133388849,
          -10.818417790476492,
          -10.851723170022005,
          -10.852751474433424,
          -10.821875177601294,
          -10.762361253285224,
          -10.680044663714495,
          -10.582743074546261,
          -10.479472105855384,
          -10.379540704664848,
          -10.291618352330818,
          -10.222868561033724,
          -10.178236198036124,
          -10.159960330580857,
          -10.167361153911775,
          -10.196921542615092,
          -10.242653741707638,
          -10.296712776212004,
          -10.35019327093337,
          -10.394028071019354,
          -10.419897183893827,
          -10.421055091685215,
          -10.392993403968886,
          -10.333873159228482,
          -10.24468500404837,
          -10.129123479548849,
          -9.993190819975775,
          -9.844573014420275,
          -9.691853607779025,
          -9.543646529860686,
          -9.407736584111642,
          -9.290314430557865,
          -9.19538224205152,
          -9.124387891498934,
          -9.076121512322038,
          -9.046881103330579,
          -9.030886357650537,
          -9.020894917556651,
          -9.008955331639623,
          -8.987218100367473,
          -8.948721568090662,
          -8.888073407794876,
          -8.801960504641244,
          -8.689438801181401,
          -8.551978072213089,
          -8.393262150847136,
          -8.218770146854741,
          -8.03518610149045,
          -7.849701096482528,
          -7.669281460329922,
          -7.499978528632317,
          -7.346349385478125,
          -7.211044929613216,
          -7.0946029852546575,
          -6.99546207681032,
          -6.910188296082467,
          -6.833885861142026,
          -6.760743753621406,
          -6.684658050726963,
          -6.599863449477583,
          -6.501508492077884,
          -6.3861168548523155,
          -6.251890751198306,
          -6.098830417646015,
          -5.928663785799605,
          -5.744600589700604,
          -5.550943170217691,
          -5.352600251673431,
          -5.154558595662576,
          -4.96136991429123,
          -4.77670666662824,
          -4.6030309627077886,
          -4.441406950432097,
          -4.2914704058527136,
          -4.151551691406245,
          -4.018931740281861,
          -3.890197048576376,
          -3.7616502280868143,
          -3.6297283987138984,
          -3.491382888867297,
          -3.344380054790271,
          -3.187493646381834,
          -3.0205727024905844,
          -2.8444838222499103,
          -2.660941096364996,
          -2.4722493541108532,
          -2.2809953285820956,
          -2.0897259336913288,
          -1.900652677113956,
          -1.715416461325267,
          -1.534938340051343,
          -1.3593703321216546,
          -1.1881475836098505,
          -1.0201305767932776,
          -0.8538152197691905,
          -0.6875807903663878,
          -0.5199417496864449,
          -0.34976980078091474,
          -0.17645713828956786,
          -2.6279801435576295e-15,
          0,
          0.18230339873050325,
          0.36543630890712575,
          0.5478925360825826,
          0.7281851844447682,
          0.9050842940893591,
          1.0778232080100403,
          1.2462443235571077,
          1.4108623835083738,
          1.5728338695259274,
          1.733833115951558,
          1.8958479899608955,
          2.06091887032514,
          2.2308528277797963,
          2.4069492989503454,
          2.589773525668479,
          2.7790094956323927,
          2.973415503840609,
          3.1708936918130037,
          3.3686713462060576,
          3.563577931325171,
          3.7523894396076085,
          3.932202193527637,
          4.100792938207029,
          4.25692168738285,
          4.400538532607974,
          4.532865111104568,
          4.656334704538252,
          4.774390596162628,
          4.891158619357732,
          5.011024933858053,
          5.138162198073101,
          5.276054985425726,
          5.427077501097383,
          5.592172964473675,
          5.77067465668677,
          5.960294461162965,
          6.15728718032875,
          6.3567798428685665,
          6.553236693389148,
          6.741014646323988,
          6.914952521387774,
          7.070931750033901,
          7.206347236412594,
          7.320434750816917,
          7.414414975322033,
          7.491432780100103,
          7.556291607766967,
          7.61500475096715,
          7.674205475127838,
          7.740474147609962,
          7.819650947009652,
          7.916206086595821,
          8.03273526960076,
          8.169636579496492,
          8.32500726177612,
          8.494776629967513,
          8.673066895655994,
          8.852749627821527,
          9.0261443506097,
          9.18578978961302,
          9.325209263224357,
          9.439590766706175,
          9.526309655913238,
          9.585236874340659,
          9.618796929790792,
          9.631765184769558,
          9.630820883610875,
          9.623897909448722,
          9.619396851846238,
          9.625337258976364,
          9.648536264432767,
          9.693898250318664,
          9.763889882857631,
          9.858256702710126,
          9.974013266799076,
          10.105711068247192,
          10.245959951790116,
          10.386152444669552,
          10.517319085796812,
          10.631028715441783,
          10.720242308820415,
          10.780032928194103,
          10.808097389197226,
          10.805006007798763,
          10.77416322154098,
          10.721481269691756,
          10.654798456048717,
          10.583099778898111,
          10.515618172512673,
          10.460907129288776,
          10.425978739299206,
          10.415594825448716,
          10.43178349238177,
          10.473630602597572,
          10.537367773350107,
          10.616748314921193,
          10.703673203499266,
          10.78900371466734,
          10.863478354187404,
          10.918641161115309,
          10.947687404108507,
          10.94614124361021,
          10.912297198321035,
          10.847381445007143,
          10.755417597101717,
          10.642811700666154,
          10.517699663475012,
          10.38912427860676,
          10.266125980370253,
          10.15683976859303,
          10.06768955045012,
          10.002760651918633,
          9.963412576926114,
          9.948169210608533,
          9.952895170281167,
          9.971237854642702,
          9.995287925753432,
          10.016389212561442,
          10.02601453693549,
          10.016618153359119,
          9.982378873313197,
          9.919760073172968,
          9.827832319627628,
          9.708329197606291,
          9.565434474450921,
          9.405326113492357,
          9.235527044521731,
          9.064131535537522,
          8.898987613560006,
          8.746919160401998,
          8.613065858138288,
          8.500405772246276,
          8.409505544786374,
          8.338519077081603,
          8.283429773661586,
          8.238506596603495,
          8.19692289475557,
          8.151471366924158,
          8.09530010395522,
          8.022594166415669,
          7.929134485656672,
          7.81268010424398,
          7.673139270720278,
          7.512517526815016,
          7.334654241504343,
          7.144780602153719,
          6.948949651844362,
          6.7534008142904,
          6.563926366777067,
          6.38530514771128,
          6.2208598288649535,
          6.072179463155999,
          5.93903043180893,
          5.819458436236207,
          5.710064036841446,
          5.606416568377956,
          5.503557875692727,
          5.396539523601666,
          5.280935612596216,
          5.153278056099647,
          5.01137144779811,
          4.854459188690933,
          4.683229643017839,
          4.499668808158266,
          4.306782360494433,
          4.108223223398912,
          3.9078696314020087,
          3.7094022039536148,
          3.515926571272803,
          3.3296810120171876,
          3.151857326891839,
          2.9825491823517947,
          2.820827084471979,
          2.6649247319667353,
          2.5125093736077684,
          2.361000278779863,
          2.2078953922881266,
          2.0510670192424794,
          1.888992741224779,
          1.7208969424479368,
          1.5467901369452446,
          1.3674062648371121,
          1.184050690782859,
          0.9983822938750345,
          0.8121605425828442,
          0.626991954724225,
          0.4441094961002856,
          0.26421344528409296,
          0.08739372073884762,
          -0.08685727846137321,
          -0.25954425020851285,
          -0.4319954455452944,
          -0.6056401058826152,
          -0.781767540940278,
          -0.9613011576033291,
          -1.1446191473928142,
          -1.3314478570143236,
          -1.520844774645294,
          -1.7112766584390542,
          -1.9007860009868567,
          -2.087227281635624,
          -2.268544773991296,
          -2.4430572876745726,
          -2.6097129918683284,
          -2.768279766968658,
          -2.9194431941918704,
          -3.0647946272018296,
          -3.20670464484323,
          -3.348091081661383,
          -3.4921041343604844,
          -3.641762138082579,
          -3.7995791053771195,
          -3.967228018234907,
          -4.145281667149382,
          -4.333065629994452,
          -4.528646451858985,
          -4.7289634205656235,
          -4.930096123649386,
          -5.127644036855151,
          -5.317180568828502,
          -5.49473392098231,
          -5.657242084802648,
          -5.802930026779462,
          -5.931563709090909,
          -6.0445475094319905,
          -6.1448476706979775,
          -6.236742968004383,
          -6.32542284015509,
          -6.416470697908791,
          -6.5152840146485955,
          -6.626491490457925,
          -6.753429953013866,
          -6.897739278176143,
          -7.059122768873269,
          -7.235304126329572,
          -7.422192006970774,
          -7.614241262808788,
          -7.804978634472203,
          -7.987642219162524,
          -8.15587052722245,
          -8.304369940764579,
          -8.42948979976277,
          -8.529642291822316,
          -8.60551913205435,
          -8.660077261009306,
          -8.698289423976632,
          -8.726680084362567,
          -8.752690079118686,
          -8.783932282638414,
          -8.827413234933104,
          -8.888800755767653,
          -8.97181433688081,
          -9.077803773921957,
          -9.205563121890295,
          -9.351403446552323,
          -9.50948139275923,
          -9.672354026445412,
          -9.831706508922382,
          -9.979180466847703,
          -10.10721945381325,
          -10.209844953090478,
          -10.283282362514697,
          -10.326370818325067,
          -10.340712154882704,
          -10.330540612264038,
          -10.30232341295105,
          -10.26413009549027,
          -10.22483262941787,
          -10.193216305819176,
          -10.177091285034518,
          -10.182495395381729,
          -10.213070167445219,
          -10.269674977679037,
          -10.350280271126323,
          -10.450152560109972,
          -10.562314145562455,
          -10.67823234124069,
          -10.788669311103797,
          -10.884606917456773,
          -10.958152973395975,
          -11.003336854769715,
          -11.016713425182145,
          -10.997713557609886,
          -10.948705229379142,
          -10.874758593625213,
          -10.783138570194005,
          -10.682576255248454,
          -10.582392968255908,
          -10.49156572361776,
          -10.417828797206441,
          -10.366902258639843,
          -10.341925260421187,
          -10.343150873525964,
          -10.36793250819344,
          -10.411002218806859,
          -10.465011523628649,
          -10.521278817563827,
          -10.570666730844515,
          -10.604499988934196,
          -10.61543073310526,
          -10.598164186618062,
          -10.54997233487012,
          -10.470945356849992,
          -10.36395758613104,
          -10.234353981766736,
          -10.0893914392256,
          -9.937493865959155,
          -9.787398292821385,
          -9.647279564322341,
          -9.523942369915174,
          -9.422161510858299,
          -9.344235246730994,
          -9.289794072235484,
          -9.255880725307494,
          -9.237289401193564,
          -9.22712592324364,
          -9.217528678501935,
          -9.2004746670488,
          -9.16858754095353,
          -9.115865676729653,
          -9.038257884702531,
          -8.934031193354413,
          -8.803897401679947,
          -8.65089037847146,
          -8.480011737492877,
          -8.297685870304289,
          -8.111083996232283,
          -7.927389041711235,
          -7.7530776521132445,
          -7.593292151808939,
          -7.451364325734114,
          -7.328535791300597,
          -7.2238983763545335,
          -7.134554637625905,
          -7.055975920308891,
          -6.9825155393215415,
          -6.908019765332958,
          -6.826470769823635,
          -6.732594264471225,
          -6.622370233304241,
          -6.493397123814526,
          -6.345076707132503,
          -6.178606624739256,
          -5.9967882282689535,
          -5.803676478752176,
          -5.604114399960991,
          -5.403205294527171,
          -5.2057806286725805,
          -5.015919844112147,
          -4.836570730712771,
          -4.669306395412722,
          -4.514238809354626,
          -4.370091258666284,
          -4.234414741244426,
          -4.103918322587972,
          -3.974872267819136,
          -3.843536516468319,
          -3.7065662940292152,
          -3.5613512681455117,
          -3.4062539672902368,
          -3.24072598873913,
          -3.0652952729812517,
          -2.8814326795896212,
          -2.6913195549054976,
          -2.4975484417832026,
          -2.3027954354280054,
          -2.10950432703739,
          -1.9196195483798548,
          -1.7343975394553486,
          -1.5543154965026447,
          -1.3790838681732644,
          -1.207756000227783,
          -1.0389165434587369,
          -0.870921025879653,
          -0.7021534082313258,
          -0.5312671003579169,
          -0.3573779065525074,
          -0.1801842597085367,
          -2.680456492693265e-15,
          0,
          0.1848263250676778,
          0.3698174746159129,
          0.553460668126779,
          0.7343942317602341,
          0.9116298509998191,
          1.0847258206120316,
          1.253886149014853,
          1.4199697422167505,
          1.5844054191835784,
          1.7490207871426042,
          1.9158045161861839,
          2.086630855644546,
          2.262981135612457,
          2.4456986949111235,
          2.634810865639538,
          2.8294445571693014,
          3.0278513717902413,
          3.227545242714241,
          3.425541811810559,
          3.618675793640298,
          3.803961983906834,
          3.9789587027881526,
          4.142090251675494,
          4.292887818631337,
          4.432116024329945,
          4.561764211052056,
          4.684896393315255,
          4.805369888726563,
          4.9274482156314665,
          5.055347072605895,
          5.192761511574768,
          5.342426591209938,
          5.505762207543352,
          5.682645435747667,
          5.871341223164514,
          6.068605886475384,
          6.269959294280031,
          6.470102861021001,
          6.66344361582351,
          6.844671563781117,
          7.009329880439264,
          7.1543161743821075,
          7.278258444590695,
          7.381721048408148,
          7.467212882488961,
          7.538990367677663,
          7.602669600631949,
          7.664682869833225,
          7.731632357676803,
          7.809606284524649,
          7.903528531336365,
          8.01661112572767,
          8.14996989561962,
          8.302447886434035,
          8.470670330577466,
          8.649331157008328,
          8.831686700951048,
          9.010209990322025,
          9.17734114816496,
          9.326258032931442,
          9.451587568250215,
          9.549982820254659,
          9.620503425702257,
          9.664756275231921,
          9.686777498063524,
          9.692663321887077,
          9.689983551042197,
          9.687034471511756,
          9.692005494485885,
          9.712143883594843,
          9.753003325127194,
          9.81785463503545,
          9.907321217111972,
          10.019279526153763,
          10.149037996441491,
          10.289779404782953,
          10.433224389428757,
          10.570450681499585,
          10.692785965670529,
          10.792683955879047,
          10.864494184704041,
          10.905046143285803,
          10.913986795099627,
          10.893835281031956,
          10.849747317242105,
          10.789011424251488,
          10.720326662778387,
          10.652934137415109,
          10.595689810451711,
          10.55617253765898,
          10.539918003901656,
          10.549856698051817,
          10.58601348568792,
          10.6454998109861,
          10.722799801621138,
          10.810321616643808,
          10.899158343953577,
          10.979981401524972,
          11.04397592063529,
          11.083723373261684,
          11.093942177267275,
          11.072011600297184,
          11.01822647551768,
          10.935757746945942,
          10.830323843740855,
          10.709607257835904,
          10.5824764556352,
          10.458092763173541,
          10.34499315000603,
          10.250241780721865,
          10.178735652906608,
          10.132733424272566,
          10.111653365711192,
          10.11215868337397,
          10.12851910484787,
          10.153209646142043,
          10.177683728280858,
          10.193240697097846,
          10.191899015826502,
          10.167186771600896,
          10.114770536080572,
          10.032860988589729,
          9.922357176689829,
          9.786718372961442,
          9.63158036023768,
          9.464158763394193,
          9.292503116705685,
          9.124679604391194,
          8.96796646391363,
          8.828143389460099,
          8.708945318208718,
          8.611732981032114,
          8.535409521423361,
          8.476586798312704,
          8.429979389638243,
          8.388981451168412,
          8.34636377798193,
          8.295017417300734,
          8.22866700395995,
          8.142481812437024,
          8.033524681960806,
          7.9009970586633855,
          7.7462604030078674,
          7.572637752978394,
          7.385021821612356,
          7.189335301025935,
          6.991903099867076,
          6.798803706832753,
          6.6152671243103995,
          6.445180004717828,
          6.2907456433790765,
          6.152328864574294,
          6.028495566967878,
          5.916235990510346,
          5.811341840226985,
          5.708892218739791,
          5.603793393560466,
          5.491313668056442,
          5.367557259545641,
          5.22982964150503,
          5.07686017885101,
          4.908864482114884,
          4.727446827217801,
          4.535360239524198,
          4.336156559651991,
          4.133769460274195,
          3.932078925343538,
          3.7345056877907483,
          3.543678730313334,
          3.361208961777662,
          3.1875888571778392,
          3.022222798951526,
          2.8635778386332857,
          2.7094313154166008,
          2.5571816836433934,
          2.404183071861904,
          2.2480630635486034,
          2.0869869291198575,
          1.9198394741225486,
          1.746306749277643,
          1.566852701105186,
          1.3825988591151064,
          1.1951267999773107,
          1.0062320365934436,
          0.8176631364749095,
          0.6308807295029615,
          0.44686759338473864,
          0.26601369947368947,
          0.08808991185959245,
          -0.08768775233809573,
          -0.26251330187974325,
          -0.4377859438221838,
          -0.6148736963630673,
          -0.7948781407528834,
          -0.9784330866491472,
          -1.1655657991251698,
          -1.3556415951354415,
          -1.5474020072920793,
          -1.739094624178419,
          -1.9286806335574627,
          -2.114095519236243,
          -2.293530632658808,
          -2.4656994899707816,
          -2.6300531970358065,
          -2.7869144168905313,
          -2.937508267240352,
          -3.0838804835429463,
          -3.2287067408138066,
          -3.3750106047683173,
          -3.5258195491268585,
          -3.683797349416216,
          -3.8508957897904783,
          -4.028068312876224,
          -4.215082877945701,
          -4.410461331993409,
          -4.611559051779448,
          -4.814782937504875,
          -5.015929773397368,
          -5.210612355048988,
          -5.3947293428564524,
          -5.564927947769803,
          -5.719007221016312,
          -5.856214235882292,
          -5.977395497709935,
          -6.084980546581344,
          -6.1827924331595225,
          -6.2756986718104475,
          -6.36913433933436,
          -6.468544163884331,
          -6.578800973378991,
          -6.703662449163817,
          -6.845326083427049,
          -7.0041336030762125,
          -7.178461656906896,
          -7.364816682245381,
          -7.55813050395315,
          -7.752231622252798,
          -7.940447644971464,
          -8.116279070832064,
          -8.274075379587188,
          -8.409642270476741,
          -8.520714307685832,
          -8.607239774189674,
          -8.671443024569584,
          -8.717652222891001,
          -8.75190473730634,
          -8.781366085856902,
          -8.81361866752587,
          -8.855891350708989,
          -8.914308653803277,
          -8.993237797031155,
          -9.094803232169564,
          -9.21862213645153,
          -9.36179235690047,
          -9.519138625278522,
          -9.683696165444413,
          -9.8473858656458,
          -10.001814625425675,
          -10.139120523421896,
          -10.252776638426159,
          -10.338270407298678,
          -10.393587115736395,
          -10.419445378743038,
          -10.419257362259673,
          -10.39881450149306,
          -10.365727709528567,
          -10.328676612894867,
          -10.296542522531855,
          -10.27751250754336,
          -10.278245706755964,
          -10.30318742425055,
          -10.35410211323001,
          -10.429874484581813,
          -10.526600889761447,
          -10.637963585333095,
          -10.755851523097169,
          -10.871165916604262,
          -10.974729648954108,
          -11.058208614789262,
          -11.114951496493854,
          -11.140662460202664,
          -11.133838030933752,
          -11.095923266885038,
          -11.031170863030324,
          -10.946217050666304,
          -10.84941701650768,
          -10.750007075016455,
          -10.657178469964038,
          -10.579156642646192,
          -10.522379167290648,
          -10.490855392047047,
          -10.485772191727891,
          -10.5053850631725,
          -10.54520467368778,
          -10.598458906160571,
          -10.656782519220595,
          -10.711063614903036,
          -10.752360511815121,
          -10.772795926157773,
          -10.766338209390767,
          -10.729391436681523,
          -10.66113609520179,
          -10.563587888762891,
          -10.44137107207172,
          -10.301231766184168,
          -10.151342905281426,
          -10.000473157731763,
          -9.857105274648193,
          -9.728593569588975,
          -9.62044527190487,
          -9.535796925680764,
          -9.475136311302766,
          -9.436294752971802,
          -9.4147068331173,
          -9.403907354142081,
          -9.396211657842505,
          -9.383507531329238,
          -9.358076658282448,
          -9.31336186799436,
          -9.244603344109251,
          -9.149281638760781,
          -9.027326160211686,
          -8.881072514571118,
          -8.714978066519665,
          -8.53512963107835,
          -8.34859780261524,
          -8.16270700627291,
          -7.984297520715699,
          -7.819054867444068,
          -7.670973336650931,
          -7.542005076019573,
          -7.431925843076129,
          -7.338425437746577,
          -7.25740745845873,
          -7.183461811211343,
          -7.110456517007144,
          -7.032184477153543,
          -6.942996967534658,
          -6.838358980155807,
          -6.715271580357542,
          -6.5725219704764,
          -6.410741162921518,
          -6.232269935576243,
          -6.040853824183028,
          -5.841205183307421,
          -5.638483056595596,
          -5.437748510479434,
          -5.243453630440097,
          -5.059016684133933,
          -4.8865248207040075,
          -4.726590467967234,
          -4.578370081700759,
          -4.439736068682954,
          -4.307576503026351,
          -4.1781844058751645,
          -4.047690166753179,
          -3.912487904798351,
          -3.7696093329823874,
          -3.6170065109672835,
          -3.4537167143982055,
          -3.2798970507203458,
          -3.096731707185548,
          -2.906229069464167,
          -2.7109377934423344,
          -2.5136189716295156,
          -2.316914999295073,
          -2.1230543532760144,
          -1.9336255548335572,
          -1.7494439236024575,
          -1.5705225834217,
          -1.396146055945878,
          -1.2250322604545913,
          -1.0555583104139596,
          -0.8860183655281699,
          -0.7148787552490514,
          -0.5409969277460759,
          -0.36377625942645614,
          -0.18323765099995504,
          -2.7221239218059273e-15,
          0,
          0.18645846346039294,
          0.3724072270499976,
          0.5563955303251686,
          0.7372484631533768,
          0.9142634420303233,
          1.0873422426174524,
          1.257038823594168,
          1.424513974617242,
          1.5913999279669688,
          1.7595899975413924,
          1.9309785642645478,
          2.107184011956807,
          2.2892905728752337,
          2.477643969582748,
          2.67173026911211,
          2.870158058064768,
          3.070751938657285,
          3.2707518302741727,
          3.4670992338501905,
          3.656780088398478,
          3.837185557632769,
          4.006448121075829,
          4.16371131775956,
          4.309297447250428,
          4.444747935727773,
          4.572724853978267,
          4.696777736562143,
          4.82099564341643,
          4.949578507620174,
          5.086372548170455,
          5.234420553279728,
          5.395578314709108,
          5.570243180087464,
          5.757229999579878,
          5.953814705621331,
          6.155947927795724,
          6.358622314824095,
          6.556359670711608,
          6.7437695983679955,
          6.916121771978422,
          7.069870429326017,
          7.203072752491005,
          7.315652342719125,
          7.409474132525188,
          7.488216319866414,
          7.557046274232712,
          7.622128591338589,
          7.690012260693228,
          7.766958167618851,
          7.858276228962341,
          7.96774234038491,
          8.097158726584052,
          8.24610776530162,
          8.41193018863877,
          8.58993567030797,
          8.773829542254566,
          8.95631629910725,
          9.129821118341352,
          9.287256979741592,
          9.422758665737916,
          9.532306768932305,
          9.61417477951304,
          9.669149469689762,
          9.700497455273984,
          9.713676706973898,
          9.715818240647664,
          9.715027471927863,
          9.719574202841812,
          9.737052808395516,
          9.77359849554063,
          9.83324095306819,
          9.917463657454503,
          10.025016799401822,
          10.152006274303314,
          10.292253031089825,
          10.437889194177256,
          10.580132660670644,
          10.710162926158217,
          10.820009727917734,
          10.90336394248216,
          10.95622733647042,
          10.97733358074087,
          10.968295829979153,
          10.93346382806785,
          10.879503099183482,
          10.81473728169913,
          10.748319109418418,
          10.689313398983256,
          10.645784790298297,
          10.623982903285453,
          10.627707989937385,
          10.657922028708041,
          10.712645368690936,
          10.787150021949094,
          10.874430498491614,
          10.965904783353494,
          11.052274579944509,
          11.124457704558322,
          11.174498184546366,
          11.196361939294365,
          11.186537664375036,
          11.14438247994604,
          11.072177985476026,
          10.974891895387207,
          10.859670375133287,
          10.735113480600965,
          10.610407934867073,
          10.494405635881437,
          10.394741356212222,
          10.31707859417061,
          10.264558975371367,
          10.237509426916942,
          10.233434771693522,
          10.24729417954859,
          10.272031081133447,
          10.299300654814617,
          10.320319427620758,
          10.326749846845532,
          10.311530009474652,
          10.269565272072011,
          10.19821344259839,
          10.097517052072059,
          9.970162504587929,
          9.8211739545385,
          9.657376654723855,
          9.486687505629366,
          9.31730729837141,
          9.156898037898978,
          9.011828950531598,
          8.886566421550196,
          8.783267162297618,
          8.701612132808975,
          8.638893484962383,
          8.590340708962923,
          8.5496479730279,
          8.509644813062703,
          8.463038832218555,
          8.40315319249562,
          8.324583888453969,
          8.22371170109568,
          8.099020155392143,
          7.951191905863085,
          7.782979455279543,
          7.598869472109021,
          7.4045807760272355,
          7.206452189987162,
          7.010786330847512,
          6.8232181405746255,
          6.648172432097955,
          6.488463593264852,
          6.345074198248793,
          6.217129484362618,
          6.102063646186608,
          5.995953937305546,
          5.893981744714846,
          5.790967816356913,
          5.68192282055476,
          5.5625548676019845,
          5.42968229173255,
          5.281511974780956,
          5.117759338723809,
          4.939604010853929,
          4.74949306962674,
          4.550819760547299,
          4.347517943933556,
          4.143620057670966,
          3.942828375425814,
          3.7481457713826174,
          3.561603642722193,
          3.3841122068493577,
          3.215443599875347,
          3.0543427962671026,
          2.8987471082799896,
          2.746083491133897,
          2.5936053060639654,
          2.4387273237058755,
          2.2793197710915405,
          2.11392875502295,
          1.9419005386950083,
          1.7633996143787718,
          1.5793237686971178,
          1.391131785855364,
          1.2006096135065112,
          1.0096075582935362,
          0.8197836456151213,
          0.632386443120422,
          0.4481047125961946,
          0.26700201136429447,
          0.08854299256006569,
          -0.08829392032680332,
          -0.26483408595306235,
          -0.4424801118660922,
          -0.6224726967613251,
          -0.805672056889893,
          -0.9923906426797304,
          -1.1823013947374268,
          -1.3744361574216644,
          -1.567277236195662,
          -1.7589328791431453,
          -1.9473761950138255,
          -2.1307181053177677,
          -2.3074795146107614,
          -2.4768267116887364,
          -2.6387373236128724,
          -2.794071635371196,
          -2.9445349511003323,
          -3.092529675796007,
          -3.240909422656316,
          -3.3926600736996537,
          -3.550542792724785,
          -3.716740226048712,
          -3.8925486635344706,
          -4.078155436212972,
          -4.27253254465888,
          -4.473465257750511,
          -4.677719493488374,
          -4.881335838221056,
          -5.08002289000498,
          -5.269610000069573,
          -5.446510965705875,
          -5.608146907745061,
          -5.753278995835672,
          -5.882209778455485,
          -5.996824902962763,
          -6.100463668355982,
          -6.197625389706375,
          -6.293536958915868,
          -6.39362321056913,
          -6.502933879285121,
          -6.6255875990519435,
          -6.764293648535914,
          -6.9200057751780415,
          -7.091749943624518,
          -7.276650442973886,
          -7.470158213419388,
          -7.6664636659080445,
          -7.859055980942755,
          -8.04137411139985,
          -8.207483376214096,
          -8.352706971264668,
          -8.47414459426908,
          -8.571020549626905,
          -8.64482024727863,
          -8.699195313295977,
          -8.739641422863508,
          -8.772976961860547,
          -8.806672174894302,
          -8.848095230473527,
          -8.903751757983208,
          -8.978596688502185,
          -9.075491275773853,
          -9.194864463813358,
          -9.334617611095917,
          -9.490286987798283,
          -9.655451941834752,
          -9.822350932598669,
          -9.982645463519823,
          -10.128255678520159,
          -10.25218280879688,
          -10.349233767824066,
          -10.416572098658115,
          -10.454036363332527,
          -10.464190269377587,
          -10.452096013571305,
          -10.424830706671068,
          -10.390792389369784,
          -10.35886427486514,
          -10.337521117363362,
          -10.33396836171052,
          -10.353402201309741,
          -10.39846704274361,
          -10.468967276517505,
          -10.56186465065662,
          -10.671563540914129,
          -10.790456981081258,
          -10.909679494559958,
          -11.019991335875249,
          -11.112704946082127,
          -11.18055970775661,
          -11.218455978011464,
          -11.223973414091729,
          -11.19762037088653,
          -11.142788425405412,
          -11.065416077179275,
          -10.973395306377622,
          -10.875780896169093,
          -10.781882543661887,
          -10.70033172403801,
          -10.638217807726681,
          -10.600380803477686,
          -10.58893205050122,
          -10.603050869322713,
          -10.639077009122941,
          -10.690888600960138,
          -10.750526338318704,
          -10.808999729867748,
          -10.857193042036695,
          -10.886778814585137,
          -10.89104655171301,
          -10.86556334688085,
          -10.808600801511242,
          -10.721286791080429,
          -10.607468893139702,
          -10.473305693306722,
          -10.326629701931102,
          -10.176148436444585,
          -10.030566048051272,
          -9.897715132262976,
          -9.783786393148349,
          -9.692732921638962,
          -9.625907209324847,
          -9.581964647473548,
          -9.557039724700472,
          -9.545173303472808,
          -9.538944091878804,
          -9.53023730042258,
          -9.511070489352596,
          -9.474392011392505,
          -9.414771594862636,
          -9.328914939984422,
          -9.215953322623907,
          -9.077483036252715,
          -8.91735551735009,
          -8.741244467292912,
          -8.556038580158635,
          -8.369125358417278,
          -8.187641297037684,
          -8.017765556266902,
          -7.864128085061932,
          -7.729389797291522,
          -7.614033375591115,
          -7.5163806810285685,
          -7.432829011327777,
          -7.358276077947754,
          -7.286684870221609,
          -7.2117264162784345,
          -7.1274320851575945,
          -7.028788008364625,
          -6.91221215597495,
          -6.775868569502003,
          -6.6197916049489764,
          -6.445813721593451,
          -6.257311113384722,
          -6.058800115252274,
          -5.855431902851494,
          -5.6524420999352865,
          -5.45461469714432,
          -5.265816053273006,
          -5.088645274015869,
          -4.92423313887394,
          -4.772204640805346,
          -4.63080206045238,
          -4.497148321990988,
          -4.367616014084552,
          -4.2382573906297525,
          -4.1052458613556295,
          -3.9652803027925607,
          -3.8159096931392664,
          -3.6557462400346252,
          -3.48454899081046,
          -3.3031752370027467,
          -3.1134120723791656,
          -2.9177135402422194,
          -2.7188784849456296,
          -2.519709503535289,
          -2.3226938050696417,
          -2.129742428240058,
          -1.9420157911798457,
          -1.7598520615667277,
          -1.5828017754370576,
          -1.409759086502507,
          -1.2391685455632537,
          -1.069277727132115,
          -0.898401303892264,
          -0.7251618083362227,
          -0.5486762759361775,
          -0.36866567953363333,
          -0.18547453898063682,
          -2.751034108220329e-15,
          0,
          0.18712349693139704,
          0.3730844722638656,
          0.5565598917832205,
          0.7366144179365036,
          0.912861923391312,
          1.0855501330412742,
          1.2555549317356711,
          1.424282597453353,
          1.5934903404192275,
          1.7650465426165105,
          1.9406606125725876,
          2.1216172965159563,
          2.308550939522559,
          2.501291397426198,
          2.698805425812791,
          2.899246280266729,
          3.1001112216155935,
          3.2984931624791716,
          3.491400433458137,
          3.676109101126702,
          3.8505066634033422,
          4.013385073743832,
          4.164645159439224,
          4.305383277243886,
          4.437843612663859,
          4.565234532401855,
          4.69142317587386,
          4.820537217309713,
          4.956514707466522,
          5.102650643796676,
          5.261191392698558,
          5.4330248404063175,
          5.61750536011901,
          5.812439164660307,
          6.014238735680237,
          6.218236568345557,
          6.419130457662181,
          6.611516999386814,
          6.790458687354748,
          6.952024338591806,
          7.093743359268082,
          7.214921680957268,
          7.316780433681736,
          7.402396299800066,
          7.476443190066269,
          7.544756225642439,
          7.613758699108564,
          7.689808549382145,
          7.778531109342917,
          7.884208228413896,
          8.009289807812706,
          8.154082572871157,
          8.316653578710007,
          8.49296421534045,
          8.677226566235738,
          8.862450379582134,
          9.041128148630667,
          9.205990128471555,
          9.350752303217742,
          9.470779425695163,
          9.563592525159684,
          9.62916509981064,
          9.669973152925095,
          9.690789196611552,
          9.698236779409593,
          9.700147242784928,
          9.704781620361588,
          9.71999558176722,
          9.752432431243214,
          9.806827545461045,
          9.885497325950956,
          9.988067710394992,
          10.11147331510856,
          10.250230791930504,
          10.396961794896004,
          10.54311498729024,
          10.679815498029338,
          10.798756389364229,
          10.893041530814804,
          10.957893402089537,
          10.991152423897033,
          10.993515160325632,
          10.968485063725005,
          10.922038662091017,
          10.862039220072722,
          10.797455929532676,
          10.737466900275308,
          10.690536509764277,
          10.663560726471388,
          10.661167488837313,
          10.685243735230923,
          10.734737802661908,
          10.805757975282843,
          10.891957829054839,
          10.985169781101293,
          11.076222919093183,
          11.15586236645361,
          11.215677072411435,
          11.248942069925235,
          11.251290005054447,
          11.221144203367126,
          11.159869900658855,
          11.071629015553231,
          10.962954021044311,
          10.842084980087446,
          10.718137726332992,
          10.600188056245369,
          10.496364947161494,
          10.413044428157797,
          10.354224993826199,
          10.321146514671723,
          10.312189450418284,
          10.32306243167969,
          10.347256913523584,
          10.376720638628896,
          10.402679827463396,
          10.416525537000204,
          10.410673922347069,
          10.379313705577259,
          10.318966549875972,
          10.228805895298018,
          10.110705017951586,
          9.969012979321226,
          9.810084837637552,
          9.641617151849804,
          9.47185892124986,
          9.308779773552093,
          9.159280337918279,
          9.028524112289322,
          8.919456460624303,
          8.832556183578196,
          8.765840578333275,
          8.71511864028253,
          8.674461802598653,
          8.63683995387334,
          8.594854597591889,
          8.541492461604358,
          8.470822383844993,
          8.378565790522298,
          8.262485613078498,
          8.122558410406025,
          7.960917590575596,
          7.781579485461384,
          7.58998611817482,
          7.392416549778768,
          7.195330902333634,
          7.0047163858922366,
          6.825502523728948,
          6.661103674519215,
          6.513132020858152,
          6.381305150630251,
          6.26355131756039,
          6.1562947078459,
          6.0548847540298025,
          5.954119600218838,
          5.848805597505222,
          5.734292911503984,
          5.606931962926453,
          5.4644058116989,
          5.305908447464233,
          5.132156528157014,
          4.945240428708766,
          4.748337512452258,
          4.545324501206557,
          4.340335267637396,
          4.137314412603109,
          3.939615349310149,
          3.7496846595803324,
          3.5688631595172553,
          3.397319816947855,
          3.2341190981741508,
          3.077407278922863,
          2.924690417451249,
          2.773167444118053,
          2.6200771127670492,
          2.4630177834887315,
          2.3002039860115686,
          2.130632727116218,
          1.9541443840818642,
          1.7713762943765514,
          1.5836202064610387,
          1.3926060548871781,
          1.2002427611035458,
          1.0083510233322401,
          0.8184229173528605,
          0.6314386900813352,
          0.4477630074152854,
          0.2671321685903333,
          0.08873177729027631,
          -0.0886474386860514,
          -0.26639808514456803,
          -0.44585845559647985,
          -0.6280817862644489,
          -0.8136445778293168,
          -1.0025211858877985,
          -1.194043396379036,
          -1.3869527310291454,
          -1.579541117742242,
          -1.7698638085797198,
          -1.9559985016808707,
          -2.136317786229705,
          -2.309739185630152,
          -2.4759186563079254,
          -2.635359311492497,
          -2.7894167588291743,
          -2.9401946858441215,
          -3.0903377773441485,
          -3.242742106530114,
          -3.4002142189041415,
          -3.565117833761542,
          -3.7390503956821104,
          -3.9225900845266755,
          -4.115147370025767,
          -4.314944384724133,
          -4.519131413721192,
          -4.724034188263506,
          -4.92551018304492,
          -5.119378550574036,
          -5.301878307606919,
          -5.470104186243473,
          -5.622369930374069,
          -5.7584548991605145,
          -5.879701131820294,
          -5.98894342745401,
          -6.090272901189983,
          -6.188652967776056,
          -6.289423730841438,
          -6.397744381457894,
          -6.518031819240444,
          -6.653456201050592,
          -6.805550041078322,
          -6.973977088881081,
          -7.156491457115598,
          -7.349097928566747,
          -7.5464030669326,
          -7.742125954586117,
          -7.9297193505930705,
          -8.103038824358888,
          -8.256990523355267,
          -8.388088576420794,
          -8.494860855170252,
          -8.5780562616242,
          -8.640626489935253,
          -8.687478332057152,
          -8.725016670375357,
          -8.760520783839201,
          -8.801415066877086,
          -8.854507682196175,
          -8.925275605009954,
          -9.017271301978331,
          -9.131715110747923,
          -9.267319279830609,
          -9.42036637838046,
          -9.585038748454485,
          -9.753969537040215,
          -9.91896235141357,
          -10.071808231601144,
          -10.205117425092277,
          -10.313080656168234,
          -10.392080613840731,
          -10.441088727106909,
          -10.461803565670026,
          -10.458513268873022,
          -10.437692609979813,
          -10.407372738958884,
          -10.376345455902722,
          -10.353281539878544,
          -10.345852300362518,
          -10.359944055325983,
          -10.399046534540972,
          -10.463879081795865,
          -10.552294689935849,
          -10.659473762434342,
          -10.778389932130889,
          -10.900502325653525,
          -11.016605234972737,
          -11.11774968785612,
          -11.19614363094268,
          -11.245939195235142,
          -11.263826663430018,
          -11.249374188826545,
          -11.205078053713269,
          -11.136117670445493,
          -11.049839603673222,
          -10.955022535728576,
          -10.86099746346663,
          -10.77671219969793,
          -10.709834932278733,
          -10.665987584421849,
          -10.648186435952054,
          -10.656546278457439,
          -10.688277472587213,
          -10.737975424572577,
          -10.798172271487324,
          -10.86009401116437,
          -10.914545647977537,
          -10.952834249363237,
          -10.967636388712256,
          -10.95372259777508,
          -10.908466488427296,
          -10.832088539242672,
          -10.727611842819458,
          -10.60053654298601,
          -10.458268222439893,
          -10.309360209759795,
          -10.162648153647263,
          -10.026365426812191,
          -9.907328993858286,
          -9.810277279913247,
          -9.737425228957848,
          -9.68827890507775,
          -9.659725080975162,
          -9.646383086741862,
          -9.641179669223266,
          -9.636085446629725,
          -9.62293596089563,
          -9.594252850430887,
          -9.543981949742786,
          -9.468074915438825,
          -9.364858147837658,
          -9.235155442454724,
          -9.082156541699199,
          -8.911049857132591,
          -8.72846139308406,
          -8.541760905513366,
          -8.358308692015848,
          -8.184720968802925,
          -8.026228220219522,
          -7.886189731406312,
          -7.76581004495639,
          -7.664081261214482,
          -7.577951290800082,
          -7.502694890919522,
          -7.432443991553093,
          -7.360818501824566,
          -7.281589969198898,
          -7.189308917054959,
          -7.079832398594225,
          -6.950700499509269,
          -6.801327752873948,
          -6.632995751660747,
          -6.448654429285158,
          -6.252559260521642,
          -6.049787952852172,
          -5.84569141179038,
          -5.645338820627867,
          -5.453015210378801,
          -5.271822255133693,
          -5.1034202138248865,
          -4.947932486174733,
          -4.804016045901665,
          -4.669083084557026,
          -4.539643485434841,
          -4.411725893611075,
          -4.281328330850941,
          -4.14484811131544,
          -3.9994451965952775,
          -3.843302421118074,
          -3.675759028672465,
          -3.4973091135495813,
          -3.309472085467616,
          -3.1145564132245473,
          -2.9153490908342725,
          -2.714770331506135,
          -2.515535250997751,
          -2.319861642216376,
          -2.129255824977464,
          -1.9443979392922475,
          -1.7651352803847666,
          -1.5905789111774211,
          -1.4192864296641212,
          -1.2495038585734424,
          -1.0794332889354992,
          -0.9074908285366786,
          -0.7325217433592769,
          -0.5539460671418356,
          -0.37181754302402786,
          -0.1867903292547278,
          -2.7658352437511003e-15,
          0,
          0.1867903292547175,
          0.3718175430240202,
          0.5539460671418304,
          0.7325217433592647,
          0.9074908285366692,
          1.0794332889354918,
          1.2495038585734375,
          1.4192864296641095,
          1.5905789111774113,
          1.7651352803847593,
          1.944397939292242,
          2.1292558249774505,
          2.3198616422163645,
          2.5155352509977416,
          2.714770331506129,
          2.9153490908342583,
          3.114556413224536,
          3.3094720854676076,
          3.497309113549575,
          3.6757590286724526,
          3.8433024211180653,
          3.9994451965952713,
          4.144848111315436,
          4.281328330850929,
          4.411725893611067,
          4.539643485434835,
          4.6690830845570215,
          4.804016045901656,
          4.947932486174724,
          5.1034202138248785,
          5.271822255133686,
          5.453015210378789,
          5.645338820627854,
          5.845691411790371,
          6.049787952852164,
          6.2525592605216245,
          6.448654429285146,
          6.632995751660739,
          6.801327752873942,
          6.950700499509259,
          7.079832398594219,
          7.189308917054953,
          7.281589969198896,
          7.36081850182456,
          7.4324439915530895,
          7.502694890919517,
          7.57795129080008,
          7.664081261214475,
          7.765810044956383,
          7.886189731406305,
          8.026228220219517,
          8.184720968802909,
          8.358308692015838,
          8.541760905513353,
          8.728461393084054,
          8.911049857132575,
          9.082156541699186,
          9.235155442454715,
          9.364858147837655,
          9.468074915438823,
          9.543981949742783,
          9.594252850430884,
          9.622935960895632,
          9.636085446629725,
          9.641179669223266,
          9.646383086741862,
          9.65972508097516,
          9.68827890507775,
          9.737425228957845,
          9.810277279913244,
          9.90732899385828,
          10.026365426812184,
          10.162648153647252,
          10.309360209759786,
          10.458268222439886,
          10.600536542986006,
          10.72761184281945,
          10.832088539242667,
          10.908466488427294,
          10.95372259777508,
          10.967636388712258,
          10.952834249363235,
          10.914545647977539,
          10.860094011164373,
          10.798172271487328,
          10.73797542457258,
          10.688277472587215,
          10.65654627845744,
          10.648186435952054,
          10.665987584421849,
          10.709834932278731,
          10.776712199697927,
          10.860997463466623,
          10.955022535728572,
          11.049839603673218,
          11.13611767044549,
          11.205078053713265,
          11.249374188826541,
          11.263826663430017,
          11.245939195235144,
          11.196143630942684,
          11.117749687856126,
          11.016605234972744,
          10.90050232565353,
          10.7783899321309,
          10.65947376243435,
          10.552294689935854,
          10.463879081795866,
          10.399046534540975,
          10.359944055325984,
          10.34585230036252,
          10.353281539878543,
          10.376345455902722,
          10.40737273895888,
          10.437692609979813,
          10.45851326887302,
          10.461803565670024,
          10.44108872710691,
          10.392080613840735,
          10.313080656168237,
          10.205117425092286,
          10.071808231601151,
          9.91896235141358,
          9.753969537040222,
          9.585038748454487,
          9.420366378380473,
          9.267319279830614,
          9.131715110747926,
          9.017271301978337,
          8.925275605009961,
          8.85450768219618,
          8.801415066877087,
          8.760520783839205,
          8.725016670375362,
          8.687478332057154,
          8.640626489935256,
          8.578056261624203,
          8.494860855170256,
          8.3880885764208,
          8.25699052335527,
          8.103038824358899,
          7.929719350593078,
          7.74212595458613,
          7.546403066932609,
          7.349097928566762,
          7.156491457115605,
          6.973977088881093,
          6.805550041078329,
          6.653456201050603,
          6.51803181924045,
          6.397744381457901,
          6.289423730841444,
          6.188652967776062,
          6.090272901189986,
          5.988943427454017,
          5.879701131820298,
          5.7584548991605224,
          5.622369930374075,
          5.470104186243485,
          5.301878307606925,
          5.119378550574049,
          4.925510183044928,
          4.72403418826352,
          4.5191314137212,
          4.314944384724148,
          4.115147370025774,
          3.9225900845266874,
          3.7390503956821175,
          3.565117833761554,
          3.4002142189041487,
          3.2427421065301245,
          3.0903377773441547,
          2.940194685844132,
          2.78941675882918,
          2.635359311492508,
          2.4759186563079325,
          2.3097391856301637,
          2.136317786229713,
          1.955998501680883,
          1.769863808579728,
          1.5795411177422547,
          1.3869527310291534,
          1.194043396379049,
          1.0025211858878067,
          0.8136445778293295,
          0.6280817862644564,
          0.44585845559649223,
          0.2663980851445755,
          0.08864743868605875,
          -0.08873177729026892,
          -0.26713216859032574,
          -0.447763007415273,
          -0.6314386900813275,
          -0.8184229173528476,
          -1.008351023332232,
          -1.2002427611035327,
          -1.3926060548871702,
          -1.5836202064610259,
          -1.7713762943765439,
          -1.954144384081852,
          -2.130632727116211,
          -2.300203986011558,
          -2.4630177834887244,
          -2.6200771127670386,
          -2.773167444118047,
          -2.9246904174512385,
          -3.077407278922857,
          -3.2341190981741406,
          -3.397319816947848,
          -3.568863159517242,
          -3.7496846595803253,
          -3.939615349310136,
          -4.137314412603101,
          -4.340335267637381,
          -4.545324501206549,
          -4.748337512452244,
          -4.9452404287087575,
          -5.132156528157001,
          -5.305908447464226,
          -5.46440581169889,
          -5.606931962926447,
          -5.734292911503975,
          -5.848805597505218,
          -5.954119600218831,
          -6.054884754029798,
          -6.156294707845894,
          -6.263551317560386,
          -6.381305150630244,
          -6.513132020858146,
          -6.661103674519205,
          -6.8255025237289395,
          -7.004716385892223,
          -7.195330902333627,
          -7.392416549778754,
          -7.58998611817481,
          -7.781579485461372,
          -7.960917590575588,
          -8.122558410406016,
          -8.262485613078494,
          -8.378565790522291,
          -8.47082238384499,
          -8.541492461604356,
          -8.594854597591885,
          -8.636839953873338,
          -8.674461802598648,
          -8.715118640282528,
          -8.765840578333274,
          -8.832556183578191,
          -8.919456460624295,
          -9.028524112289313,
          -9.159280337918274,
          -9.308779773552088,
          -9.471858921249847,
          -9.641617151849802,
          -9.810084837637547,
          -9.969012979321219,
          -10.110705017951577,
          -10.228805895298011,
          -10.318966549875968,
          -10.379313705577259,
          -10.410673922347065,
          -10.416525537000208,
          -10.402679827463398,
          -10.376720638628896,
          -10.347256913523587,
          -10.32306243167969,
          -10.312189450418282,
          -10.321146514671721,
          -10.354224993826193,
          -10.41304442815779,
          -10.496364947161489,
          -10.600188056245363,
          -10.718137726332985,
          -10.842084980087435,
          -10.962954021044304,
          -11.071629015553228,
          -11.159869900658848,
          -11.221144203367125,
          -11.251290005054445,
          -11.248942069925237,
          -11.215677072411438,
          -11.155862366453613,
          -11.076222919093189,
          -10.985169781101296,
          -10.891957829054842,
          -10.80575797528285,
          -10.73473780266191,
          -10.685243735230925,
          -10.661167488837314,
          -10.663560726471387,
          -10.690536509764275,
          -10.737466900275306,
          -10.797455929532672,
          -10.862039220072717,
          -10.922038662091014,
          -10.968485063725003,
          -10.993515160325634,
          -10.99115242389703,
          -10.957893402089539,
          -10.893041530814807,
          -10.798756389364236,
          -10.679815498029347,
          -10.543114987290243,
          -10.396961794896011,
          -10.250230791930512,
          -10.111473315108569,
          -9.988067710394997,
          -9.885497325950961,
          -9.80682754546105,
          -9.752432431243218,
          -9.71999558176722,
          -9.704781620361588,
          -9.700147242784928,
          -9.698236779409594,
          -9.690789196611552,
          -9.669973152925095,
          -9.629165099810644,
          -9.56359252515969,
          -9.470779425695167,
          -9.350752303217748,
          -9.205990128471564,
          -9.041128148630682,
          -8.86245037958215,
          -8.677226566235746,
          -8.492964215340463,
          -8.316653578710017,
          -8.154082572871172,
          -8.00928980781271,
          -7.884208228413903,
          -7.778531109342924,
          -7.689808549382152,
          -7.6137586991085655,
          -7.544756225642444,
          -7.476443190066273,
          -7.402396299800072,
          -7.316780433681739,
          -7.214921680957275,
          -7.093743359268088,
          -6.952024338591816,
          -6.790458687354755,
          -6.611516999386825,
          -6.419130457662193,
          -6.218236568345576,
          -6.0142387356802445,
          -5.812439164660317,
          -5.61750536011902,
          -5.43302484040633,
          -5.2611913926985645,
          -5.102650643796684,
          -4.956514707466531,
          -4.820537217309723,
          -4.691423175873864,
          -4.565234532401861,
          -4.437843612663867,
          -4.305383277243896,
          -4.164645159439228,
          -4.013385073743838,
          -3.850506663403352,
          -3.676109101126715,
          -3.491400433458143,
          -3.29849316247918,
          -3.100111221615605,
          -2.8992462802667434,
          -2.6988054258127967,
          -2.501291397426207,
          -2.3085509395225703,
          -2.121617296515969,
          -1.9406606125725931,
          -1.7650465426165178,
          -1.5934903404192369,
          -1.4242825974533644,
          -1.255554931735676,
          -1.0855501330412816,
          -0.9128619233913216,
          -0.7366144179365159,
          -0.5565598917832257,
          -0.3730844722638733,
          -0.18712349693140734,
          -2.7658352437511003e-15,
          0,
          0.18547453898062657,
          0.3686656795336258,
          0.5486762759361724,
          0.7251618083362106,
          0.8984013038922545,
          1.0692777271321077,
          1.2391685455632486,
          1.4097590865024952,
          1.5828017754370474,
          1.7598520615667201,
          1.9420157911798401,
          2.1297424282400446,
          2.3226938050696306,
          2.51970950353528,
          2.718878484945624,
          2.9177135402422056,
          3.113412072379154,
          3.3031752370027387,
          3.4845489908104548,
          3.6557462400346132,
          3.8159096931392575,
          3.965280302792554,
          4.105245861355625,
          4.238257390629742,
          4.367616014084544,
          4.4971483219909825,
          4.630802060452375,
          4.772204640805336,
          4.92423313887393,
          5.088645274015859,
          5.265816053272999,
          5.454614697144307,
          5.652442099935274,
          5.855431902851484,
          6.058800115252268,
          6.257311113384705,
          6.4458137215934395,
          6.619791604948968,
          6.775868569501998,
          6.912212155974942,
          7.028788008364619,
          7.127432085157589,
          7.211726416278431,
          7.2866848702216025,
          7.3582760779477505,
          7.432829011327772,
          7.516380681028565,
          7.614033375591107,
          7.729389797291511,
          7.864128085061923,
          8.017765556266895,
          8.18764129703767,
          8.369125358417266,
          8.556038580158623,
          8.741244467292905,
          8.917355517350076,
          9.077483036252703,
          9.215953322623902,
          9.328914939984418,
          9.414771594862634,
          9.474392011392503,
          9.511070489352594,
          9.53023730042258,
          9.538944091878804,
          9.545173303472808,
          9.557039724700472,
          9.581964647473544,
          9.625907209324847,
          9.692732921638957,
          9.783786393148342,
          9.897715132262972,
          10.03056604805127,
          10.176148436444576,
          10.326629701931093,
          10.473305693306713,
          10.6074688931397,
          10.721286791080422,
          10.808600801511238,
          10.865563346880847,
          10.891046551713009,
          10.88677881458514,
          10.857193042036695,
          10.808999729867752,
          10.750526338318709,
          10.690888600960141,
          10.639077009122943,
          10.603050869322715,
          10.588932050501223,
          10.600380803477687,
          10.63821780772668,
          10.700331724038008,
          10.781882543661885,
          10.875780896169083,
          10.973395306377618,
          11.065416077179272,
          11.14278842540541,
          11.197620370886526,
          11.223973414091727,
          11.218455978011464,
          11.180559707756613,
          11.112704946082134,
          11.019991335875257,
          10.909679494559962,
          10.790456981081263,
          10.671563540914137,
          10.561864650656625,
          10.468967276517509,
          10.398467042743611,
          10.353402201309743,
          10.33396836171052,
          10.33752111736336,
          10.35886427486514,
          10.390792389369782,
          10.424830706671065,
          10.452096013571305,
          10.464190269377587,
          10.454036363332529,
          10.416572098658119,
          10.349233767824071,
          10.252182808796885,
          10.12825567852017,
          9.982645463519832,
          9.822350932598676,
          9.655451941834755,
          9.490286987798285,
          9.334617611095927,
          9.194864463813365,
          9.075491275773855,
          8.978596688502188,
          8.903751757983212,
          8.848095230473529,
          8.806672174894304,
          8.772976961860548,
          8.73964142286351,
          8.69919531329598,
          8.644820247278634,
          8.57102054962691,
          8.474144594269085,
          8.352706971264677,
          8.207483376214102,
          8.041374111399863,
          7.859055980942761,
          7.666463665908057,
          7.4701582134193965,
          7.2766504429738985,
          7.091749943624525,
          6.92000577517805,
          6.764293648535921,
          6.6255875990519515,
          6.502933879285124,
          6.393623210569136,
          6.293536958915874,
          6.19762538970638,
          6.100463668355987,
          5.99682490296277,
          5.882209778455489,
          5.7532789958356805,
          5.608146907745066,
          5.446510965705887,
          5.269610000069579,
          5.080022890004993,
          4.881335838221065,
          4.677719493488388,
          4.473465257750518,
          4.272532544658895,
          4.078155436212979,
          3.8925486635344826,
          3.7167402260487195,
          3.5505427927247966,
          3.39266007369966,
          3.240909422656327,
          3.0925296757960132,
          2.944534951100343,
          2.794071635371201,
          2.638737323612883,
          2.476826711688743,
          2.3074795146107725,
          2.1307181053177753,
          1.9473761950138382,
          1.7589328791431535,
          1.567277236195675,
          1.3744361574216726,
          1.18230139473744,
          0.9923906426797383,
          0.8056720568899055,
          0.6224726967613328,
          0.4424801118661044,
          0.2648340859530697,
          0.08829392032681063,
          -0.08854299256005832,
          -0.267002011364287,
          -0.44810471259618206,
          -0.6323864431204144,
          -0.8197836456151083,
          -1.0096075582935282,
          -1.2006096135064983,
          -1.3911317858553562,
          -1.5793237686971051,
          -1.7633996143787642,
          -1.9419005386949963,
          -2.113928755022943,
          -2.2793197710915303,
          -2.438727323705869,
          -2.593605306063955,
          -2.746083491133892,
          -2.8987471082799794,
          -3.0543427962670964,
          -3.215443599875336,
          -3.384112206849351,
          -3.5616036427221793,
          -3.7481457713826094,
          -3.9428283754258007,
          -4.143620057670959,
          -4.347517943933541,
          -4.550819760547291,
          -4.749493069626727,
          -4.939604010853921,
          -5.117759338723799,
          -5.2815119747809485,
          -5.42968229173254,
          -5.562554867601979,
          -5.681922820554752,
          -5.790967816356909,
          -5.893981744714839,
          -5.995953937305541,
          -6.1020636461866,
          -6.217129484362611,
          -6.345074198248784,
          -6.488463593264846,
          -6.648172432097945,
          -6.823218140574618,
          -7.0107863308475,
          -7.2064521899871545,
          -7.404580776027221,
          -7.598869472109013,
          -7.782979455279533,
          -7.9511919058630784,
          -8.099020155392134,
          -8.223711701095676,
          -8.324583888453963,
          -8.403153192495617,
          -8.463038832218553,
          -8.5096448130627,
          -8.549647973027897,
          -8.59034070896292,
          -8.638893484962379,
          -8.70161213280897,
          -8.783267162297612,
          -8.886566421550187,
          -9.011828950531592,
          -9.156898037898973,
          -9.317307298371404,
          -9.486687505629352,
          -9.657376654723853,
          -9.821173954538496,
          -9.970162504587922,
          -10.097517052072051,
          -10.198213442598387,
          -10.26956527207201,
          -10.31153000947465,
          -10.326749846845532,
          -10.320319427620761,
          -10.299300654814617,
          -10.272031081133447,
          -10.247294179548591,
          -10.23343477169352,
          -10.23750942691694,
          -10.264558975371365,
          -10.317078594170603,
          -10.394741356212213,
          -10.494405635881431,
          -10.610407934867066,
          -10.73511348060096,
          -10.859670375133277,
          -10.974891895387202,
          -11.072177985476022,
          -11.144382479946035,
          -11.186537664375033,
          -11.196361939294365,
          -11.17449818454637,
          -11.124457704558328,
          -11.052274579944514,
          -10.965904783353498,
          -10.874430498491618,
          -10.787150021949097,
          -10.712645368690943,
          -10.657922028708043,
          -10.627707989937383,
          -10.623982903285453,
          -10.645784790298297,
          -10.689313398983254,
          -10.748319109418416,
          -10.814737281699129,
          -10.879503099183479,
          -10.933463828067847,
          -10.968295829979153,
          -10.977333580740872,
          -10.956227336470421,
          -10.903363942482162,
          -10.820009727917737,
          -10.710162926158224,
          -10.580132660670655,
          -10.43788919417726,
          -10.292253031089832,
          -10.152006274303321,
          -10.025016799401829,
          -9.917463657454507,
          -9.833240953068193,
          -9.773598495540632,
          -9.737052808395516,
          -9.719574202841814,
          -9.715027471927863,
          -9.715818240647664,
          -9.713676706973898,
          -9.700497455273982,
          -9.669149469689762,
          -9.614174779513045,
          -9.532306768932308,
          -9.42275866573792,
          -9.287256979741596,
          -9.129821118341361,
          -8.956316299107264,
          -8.773829542254582,
          -8.589935670307977,
          -8.411930188638783,
          -8.246107765301632,
          -8.097158726584063,
          -7.967742340384915,
          -7.858276228962347,
          -7.766958167618856,
          -7.6900122606932335,
          -7.62212859133859,
          -7.557046274232716,
          -7.488216319866416,
          -7.409474132525195,
          -7.315652342719129,
          -7.203072752491012,
          -7.069870429326026,
          -6.9161217719784345,
          -6.743769598368003,
          -6.556359670711617,
          -6.358622314824108,
          -6.155947927795742,
          -5.953814705621338,
          -5.757229999579887,
          -5.570243180087473,
          -5.39557831470912,
          -5.234420553279732,
          -5.086372548170461,
          -4.949578507620182,
          -4.82099564341644,
          -4.696777736562146,
          -4.572724853978273,
          -4.444747935727782,
          -4.309297447250438,
          -4.163711317759564,
          -4.006448121075836,
          -3.8371855576327794,
          -3.6567800883984907,
          -3.4670992338501967,
          -3.2707518302741816,
          -3.070751938657296,
          -2.8701580580647814,
          -2.671730269112116,
          -2.4776439695827563,
          -2.289290572875244,
          -2.1071840119568197,
          -1.9309785642645536,
          -1.7595899975413998,
          -1.5913999279669784,
          -1.4245139746172533,
          -1.257038823594173,
          -1.08734224261746,
          -0.9142634420303329,
          -0.7372484631533891,
          -0.556395530325174,
          -0.3724072270500054,
          -0.1864584634604032,
          -2.7510341082203303e-15,
          0,
          0.183237650999945,
          0.3637762594264487,
          0.5409969277460708,
          0.7148787552490394,
          0.8860183655281605,
          1.0555583104139523,
          1.2250322604545862,
          1.396146055945866,
          1.5705225834216903,
          1.7494439236024497,
          1.9336255548335513,
          2.1230543532760007,
          2.3169149992950615,
          2.5136189716295068,
          2.710937793442329,
          2.9062290694641533,
          3.0967317071855374,
          3.2798970507203378,
          3.4537167143981997,
          3.6170065109672724,
          3.7696093329823785,
          3.9124879047983447,
          4.047690166753175,
          4.178184405875155,
          4.307576503026342,
          4.439736068682948,
          4.578370081700753,
          4.726590467967222,
          4.886524820703998,
          5.059016684133925,
          5.24345363044009,
          5.4377485104794205,
          5.638483056595583,
          5.841205183307412,
          6.04085382418302,
          6.232269935576228,
          6.410741162921505,
          6.572521970476391,
          6.7152715803575385,
          6.8383589801558,
          6.942996967534652,
          7.032184477153538,
          7.110456517007142,
          7.183461811211335,
          7.257407458458726,
          7.3384254377465705,
          7.431925843076124,
          7.5420050760195645,
          7.670973336650922,
          7.819054867444058,
          7.9842975207156925,
          8.162707006272894,
          8.348597802615226,
          8.53512963107834,
          8.714978066519658,
          8.881072514571104,
          9.027326160211674,
          9.149281638760778,
          9.244603344109247,
          9.313361867994358,
          9.358076658282446,
          9.383507531329236,
          9.396211657842505,
          9.403907354142081,
          9.414706833117299,
          9.4362947529718,
          9.475136311302766,
          9.535796925680764,
          9.620445271904863,
          9.728593569588966,
          9.857105274648191,
          10.000473157731761,
          10.151342905281417,
          10.301231766184161,
          10.441371072071712,
          10.56358788876289,
          10.661136095201782,
          10.72939143668152,
          10.766338209390767,
          10.772795926157775,
          10.752360511815125,
          10.711063614903036,
          10.656782519220597,
          10.598458906160575,
          10.545204673687781,
          10.505385063172502,
          10.485772191727893,
          10.490855392047047,
          10.522379167290646,
          10.579156642646186,
          10.657178469964034,
          10.750007075016455,
          10.849417016507674,
          10.9462170506663,
          11.031170863030322,
          11.095923266885034,
          11.13383803093375,
          11.140662460202662,
          11.114951496493854,
          11.058208614789269,
          10.974729648954119,
          10.87116591660427,
          10.755851523097176,
          10.6379635853331,
          10.526600889761458,
          10.429874484581818,
          10.354102113230013,
          10.303187424250552,
          10.278245706755964,
          10.277512507543358,
          10.29654252253185,
          10.328676612894865,
          10.365727709528565,
          10.398814501493057,
          10.419257362259675,
          10.419445378743038,
          10.393587115736395,
          10.338270407298683,
          10.252776638426166,
          10.139120523421902,
          10.001814625425688,
          9.84738586564581,
          9.683696165444422,
          9.51913862527853,
          9.361792356900471,
          9.218622136451541,
          9.094803232169571,
          8.993237797031156,
          8.91430865380328,
          8.855891350708992,
          8.813618667525873,
          8.781366085856906,
          8.751904737306342,
          8.717652222891004,
          8.671443024569585,
          8.607239774189678,
          8.520714307685838,
          8.409642270476747,
          8.274075379587199,
          8.116279070832071,
          7.940447644971476,
          7.752231622252805,
          7.558130503953161,
          7.36481668224539,
          7.17846165690691,
          7.00413360307622,
          6.84532608342706,
          6.703662449163824,
          6.578800973378998,
          6.468544163884335,
          6.369134339334366,
          6.27569867181045,
          6.182792433159529,
          6.084980546581348,
          5.977395497709941,
          5.856214235882297,
          5.719007221016323,
          5.564927947769809,
          5.394729342856466,
          5.210612355048996,
          5.0159297733973816,
          4.814782937504884,
          4.611559051779462,
          4.410461331993417,
          4.215082877945714,
          4.028068312876231,
          3.85089578979049,
          3.6837973494162237,
          3.5258195491268682,
          3.3750106047683235,
          3.228706740813817,
          3.0838804835429525,
          2.937508267240362,
          2.786914416890537,
          2.630053197035817,
          2.4656994899707887,
          2.2935306326588196,
          2.1140955192362507,
          1.9286806335574758,
          1.739094624178427,
          1.5474020072920922,
          1.3556415951354495,
          1.1655657991251827,
          0.9784330866491552,
          0.7948781407528956,
          0.6148736963630748,
          0.4377859438221959,
          0.2625133018797505,
          0.08768775233810301,
          -0.0880899118595851,
          -0.266013699473682,
          -0.44686759338472615,
          -0.6308807295029538,
          -0.8176631364748966,
          -1.0062320365934354,
          -1.1951267999772979,
          -1.3825988591150988,
          -1.5668527011051734,
          -1.7463067492776356,
          -1.919839474122537,
          -2.086986929119851,
          -2.2480630635485928,
          -2.4041830718618984,
          -2.557181683643383,
          -2.709431315416595,
          -2.863577838633275,
          -3.022222798951519,
          -3.1875888571778286,
          -3.3612089617776544,
          -3.5436787303133204,
          -3.734505687790741,
          -3.9320789253435247,
          -4.133769460274188,
          -4.336156559651976,
          -4.53536023952419,
          -4.727446827217789,
          -4.908864482114877,
          -5.076860178850999,
          -5.229829641505023,
          -5.367557259545632,
          -5.491313668056438,
          -5.6037933935604585,
          -5.708892218739789,
          -5.811341840226978,
          -5.916235990510342,
          -6.02849556696787,
          -6.1523288645742875,
          -6.290745643379068,
          -6.4451800047178205,
          -6.615267124310388,
          -6.798803706832745,
          -6.991903099867063,
          -7.1893353010259275,
          -7.385021821612342,
          -7.572637752978385,
          -7.746260403007858,
          -7.9009970586633775,
          -8.033524681960799,
          -8.14248181243702,
          -8.228667003959945,
          -8.295017417300732,
          -8.346363777981928,
          -8.388981451168409,
          -8.429979389638241,
          -8.4765867983127,
          -8.535409521423357,
          -8.611732981032112,
          -8.70894531820871,
          -8.828143389460086,
          -8.967966463913621,
          -9.124679604391185,
          -9.29250311670568,
          -9.464158763394181,
          -9.631580360237677,
          -9.78671837296144,
          -9.922357176689824,
          -10.032860988589723,
          -10.114770536080568,
          -10.167186771600894,
          -10.191899015826502,
          -10.193240697097847,
          -10.17768372828086,
          -10.153209646142043,
          -10.12851910484787,
          -10.112158683373973,
          -10.11165336571119,
          -10.132733424272564,
          -10.178735652906607,
          -10.250241780721856,
          -10.34499315000602,
          -10.458092763173536,
          -10.582476455635193,
          -10.709607257835895,
          -10.830323843740846,
          -10.935757746945939,
          -11.018226475517677,
          -11.072011600297184,
          -11.093942177267277,
          -11.083723373261686,
          -11.043975920635294,
          -10.979981401524977,
          -10.899158343953582,
          -10.810321616643812,
          -10.722799801621141,
          -10.6454998109861,
          -10.586013485687923,
          -10.54985669805182,
          -10.539918003901656,
          -10.556172537658982,
          -10.595689810451708,
          -10.652934137415105,
          -10.720326662778382,
          -10.789011424251486,
          -10.849747317242102,
          -10.893835281031953,
          -10.913986795099628,
          -10.905046143285805,
          -10.864494184704046,
          -10.79268395587905,
          -10.692785965670536,
          -10.57045068149959,
          -10.433224389428766,
          -10.289779404782957,
          -10.1490379964415,
          -10.01927952615377,
          -9.907321217111978,
          -9.817854635035452,
          -9.753003325127198,
          -9.712143883594843,
          -9.692005494485885,
          -9.687034471511756,
          -9.689983551042193,
          -9.692663321887075,
          -9.686777498063524,
          -9.664756275231923,
          -9.62050342570226,
          -9.549982820254664,
          -9.451587568250222,
          -9.326258032931447,
          -9.177341148164967,
          -9.010209990322036,
          -8.831686700951064,
          -8.649331157008346,
          -8.470670330577473,
          -8.302447886434047,
          -8.14996989561963,
          -8.01661112572768,
          -7.903528531336368,
          -7.809606284524656,
          -7.731632357676808,
          -7.664682869833229,
          -7.602669600631952,
          -7.538990367677669,
          -7.467212882488965,
          -7.3817210484081555,
          -7.2782584445906995,
          -7.1543161743821155,
          -7.009329880439274,
          -6.84467156378113,
          -6.663443615823516,
          -6.470102861021012,
          -6.269959294280042,
          -6.0686058864754004,
          -5.871341223164522,
          -5.682645435747676,
          -5.505762207543363,
          -5.342426591209948,
          -5.192761511574774,
          -5.055347072605902,
          -4.927448215631474,
          -4.805369888726573,
          -4.684896393315259,
          -4.561764211052062,
          -4.432116024329954,
          -4.29288781863135,
          -4.1420902516755005,
          -3.97895870278816,
          -3.803961983906845,
          -3.6186757936403113,
          -3.425541811810565,
          -3.22754524271425,
          -3.0278513717902533,
          -2.8294445571693148,
          -2.6348108656395435,
          -2.4456986949111323,
          -2.262981135612468,
          -2.0866308556445583,
          -1.9158045161861892,
          -1.7490207871426113,
          -1.584405419183588,
          -1.4199697422167619,
          -1.2538861490148578,
          -1.0847258206120391,
          -0.9116298509998287,
          -0.7343942317602465,
          -0.5534606681267842,
          -0.3698174746159206,
          -0.18482632506768798,
          -2.722123921805928e-15,
          0,
          0.1801842597085268,
          0.35737790655250007,
          0.5312671003579119,
          0.702153408231314,
          0.8709210258796438,
          1.0389165434587295,
          1.207756000227778,
          1.3790838681732527,
          1.5543154965026345,
          1.734397539455341,
          1.9196195483798493,
          2.1095043270373757,
          2.302795435427994,
          2.4975484417831932,
          2.6913195549054922,
          2.881432679589608,
          3.065295272981242,
          3.2407259887391224,
          3.406253967290232,
          3.561351268145501,
          3.706566294029207,
          3.8435365164683133,
          3.974872267819132,
          4.103918322587962,
          4.234414741244418,
          4.370091258666278,
          4.5142388093546195,
          4.66930639541271,
          4.836570730712761,
          5.015919844112138,
          5.205780628672574,
          5.403205294527158,
          5.604114399960978,
          5.803676478752167,
          5.996788228268947,
          6.178606624739242,
          6.345076707132492,
          6.4933971238145185,
          6.622370233304238,
          6.73259426447122,
          6.826470769823629,
          6.908019765332952,
          6.98251553932154,
          7.055975920308885,
          7.1345546376259,
          7.223898376354527,
          7.328535791300595,
          7.451364325734103,
          7.593292151808927,
          7.753077652113234,
          7.927389041711228,
          8.111083996232267,
          8.297685870304274,
          8.480011737492866,
          8.650890378471454,
          8.803897401679935,
          8.934031193354404,
          9.038257884702526,
          9.11586567672965,
          9.168587540953528,
          9.2004746670488,
          9.217528678501935,
          9.22712592324364,
          9.237289401193564,
          9.255880725307492,
          9.289794072235482,
          9.344235246730989,
          9.422161510858297,
          9.523942369915167,
          9.64727956432233,
          9.78739829282138,
          9.937493865959148,
          10.089391439225592,
          10.234353981766727,
          10.363957586131034,
          10.470945356849992,
          10.549972334870114,
          10.59816418661806,
          10.615430733105262,
          10.604499988934194,
          10.570666730844517,
          10.52127881756383,
          10.46501152362865,
          10.411002218806862,
          10.36793250819344,
          10.343150873525966,
          10.341925260421188,
          10.366902258639842,
          10.417828797206438,
          10.491565723617754,
          10.582392968255904,
          10.682576255248453,
          10.783138570193996,
          10.874758593625208,
          10.948705229379138,
          10.997713557609886,
          11.016713425182147,
          11.003336854769717,
          10.958152973395977,
          10.88460691745678,
          10.788669311103806,
          10.678232341240697,
          10.562314145562459,
          10.450152560109975,
          10.350280271126332,
          10.26967497767904,
          10.21307016744522,
          10.18249539538173,
          10.17709128503452,
          10.193216305819174,
          10.224832629417866,
          10.264130095490266,
          10.302323412951049,
          10.330540612264034,
          10.340712154882704,
          10.326370818325067,
          10.2832823625147,
          10.209844953090485,
          10.107219453813258,
          9.97918046684771,
          9.831706508922395,
          9.672354026445424,
          9.50948139275924,
          9.351403446552329,
          9.205563121890295,
          9.077803773921966,
          8.971814336880815,
          8.888800755767653,
          8.827413234933108,
          8.783932282638416,
          8.752690079118688,
          8.726680084362568,
          8.69828942397663,
          8.660077261009308,
          8.605519132054358,
          8.529642291822322,
          8.429489799762774,
          8.304369940764584,
          8.155870527222461,
          7.987642219162532,
          7.804978634472216,
          7.614241262808797,
          7.4221920069707865,
          7.235304126329581,
          7.059122768873283,
          6.89773927817615,
          6.753429953013874,
          6.626491490457932,
          6.5152840146486035,
          6.416470697908794,
          6.325422840155096,
          6.236742968004386,
          6.144847670697984,
          6.044547509431996,
          5.931563709090918,
          5.802930026779468,
          5.657242084802659,
          5.494733920982316,
          5.3171805688285145,
          5.12764403685516,
          4.930096123649399,
          4.7289634205656315,
          4.528646451858998,
          4.333065629994459,
          4.145281667149394,
          3.967228018234913,
          3.79957910537713,
          3.6417621380825853,
          3.492104134360494,
          3.34809108166139,
          3.2067046448432404,
          3.064794627201835,
          2.919443194191881,
          2.7682797669686643,
          2.609712991868339,
          2.44305728767458,
          2.2685447739913074,
          2.0872272816356316,
          1.9007860009868698,
          1.711276658439062,
          1.5208447746453067,
          1.3314478570143318,
          1.1446191473928269,
          0.9613011576033368,
          0.78176754094029,
          0.6056401058826225,
          0.43199544554530617,
          0.25954425020852,
          0.08685727846138042,
          -0.08739372073884032,
          -0.2642134452840855,
          -0.44410949610027317,
          -0.6269919547242173,
          -0.8121605425828315,
          -0.9983822938750265,
          -1.1840506907828465,
          -1.3674062648371048,
          -1.5467901369452324,
          -1.7208969424479295,
          -1.8889927412247678,
          -2.0510670192424727,
          -2.207895392288116,
          -2.3610002787798567,
          -2.512509373607758,
          -2.6649247319667295,
          -2.820827084471968,
          -2.982549182351788,
          -3.151857326891828,
          -3.32968101201718,
          -3.51592657127279,
          -3.709402203953607,
          -3.9078696314019954,
          -4.1082232233989044,
          -4.306782360494418,
          -4.499668808158259,
          -4.683229643017827,
          -4.854459188690926,
          -5.0113714477980995,
          -5.153278056099642,
          -5.280935612596207,
          -5.396539523601661,
          -5.50355787569272,
          -5.606416568377952,
          -5.710064036841439,
          -5.819458436236203,
          -5.939030431808922,
          -6.072179463155991,
          -6.220859828864945,
          -6.385305147711272,
          -6.5639263667770535,
          -6.75340081429039,
          -6.948949651844349,
          -7.144780602153712,
          -7.33465424150433,
          -7.512517526815008,
          -7.673139270720271,
          -7.812680104243975,
          -7.9291344856566655,
          -8.022594166415667,
          -8.095300103955216,
          -8.151471366924158,
          -8.196922894755568,
          -8.238506596603493,
          -8.283429773661583,
          -8.338519077081598,
          -8.409505544786368,
          -8.500405772246273,
          -8.61306585813828,
          -8.746919160401985,
          -8.89898761356,
          -9.064131535537516,
          -9.235527044521724,
          -9.405326113492345,
          -9.565434474450921,
          -9.70832919760629,
          -9.827832319627623,
          -9.919760073172965,
          -9.982378873313195,
          -10.016618153359119,
          -10.026014536935493,
          -10.016389212561446,
          -9.995287925753436,
          -9.971237854642702,
          -9.952895170281167,
          -9.948169210608533,
          -9.963412576926109,
          -10.002760651918628,
          -10.067689550450115,
          -10.156839768593022,
          -10.266125980370244,
          -10.389124278606754,
          -10.517699663475007,
          -10.642811700666147,
          -10.755417597101708,
          -10.847381445007139,
          -10.912297198321035,
          -10.946141243610208,
          -10.947687404108509,
          -10.918641161115312,
          -10.863478354187409,
          -10.789003714667345,
          -10.703673203499273,
          -10.616748314921196,
          -10.53736777335011,
          -10.473630602597574,
          -10.431783492381776,
          -10.415594825448718,
          -10.425978739299202,
          -10.460907129288772,
          -10.515618172512669,
          -10.58309977889811,
          -10.654798456048713,
          -10.721481269691754,
          -10.774163221540979,
          -10.80500600779876,
          -10.808097389197224,
          -10.780032928194109,
          -10.72024230882042,
          -10.631028715441785,
          -10.517319085796817,
          -10.386152444669559,
          -10.245959951790125,
          -10.105711068247196,
          -9.974013266799084,
          -9.85825670271013,
          -9.763889882857638,
          -9.693898250318668,
          -9.64853626443277,
          -9.625337258976364,
          -9.619396851846236,
          -9.62389790944872,
          -9.630820883610873,
          -9.63176518476956,
          -9.618796929790792,
          -9.58523687434066,
          -9.52630965591324,
          -9.439590766706182,
          -9.325209263224366,
          -9.185789789613024,
          -9.026144350609703,
          -8.852749627821538,
          -8.673066895656007,
          -8.494776629967527,
          -8.325007261776125,
          -8.169636579496501,
          -8.032735269600769,
          -7.916206086595829,
          -7.819650947009654,
          -7.7404741476099685,
          -7.674205475127842,
          -7.615004750967154,
          -7.55629160776697,
          -7.491432780100109,
          -7.414414975322038,
          -7.320434750816926,
          -7.206347236412597,
          -7.0709317500339095,
          -6.914952521387784,
          -6.741014646324002,
          -6.553236693389156,
          -6.356779842868576,
          -6.157287180328762,
          -5.960294461162981,
          -5.7706746566867775,
          -5.592172964473684,
          -5.427077501097391,
          -5.276054985425738,
          -5.138162198073108,
          -5.011024933858059,
          -4.89115861935774,
          -4.774390596162638,
          -4.6563347045382555,
          -4.532865111104575,
          -4.400538532607982,
          -4.256921687382863,
          -4.100792938207034,
          -3.932202193527644,
          -3.7523894396076196,
          -3.5635779313251845,
          -3.368671346206064,
          -3.170893691813013,
          -2.9734155038406205,
          -2.7790094956324065,
          -2.5897735256684844,
          -2.4069492989503534,
          -2.2308528277798065,
          -2.0609188703251515,
          -1.8958479899609004,
          -1.7338331159515652,
          -1.5728338695259363,
          -1.4108623835083849,
          -1.2462443235571126,
          -1.0778232080100476,
          -0.9050842940893687,
          -0.7281851844447803,
          -0.5478925360825879,
          -0.3654363089071334,
          -0.18230339873051338,
          -2.680456492693266e-15,
          0,
          0.17645713828955814,
          0.3497698007809076,
          0.51994174968644,
          0.6875807903663761,
          0.8538152197691814,
          1.0201305767932702,
          1.1881475836098454,
          1.3593703321216426,
          1.5349383400513328,
          1.7154164613252592,
          1.9006526771139505,
          2.089725933691315,
          2.2809953285820845,
          2.4722493541108443,
          2.6609410963649904,
          2.8444838222498974,
          3.020572702490574,
          3.187493646381827,
          3.344380054790265,
          3.4913828888672866,
          3.629728398713891,
          3.7616502280868094,
          3.890197048576372,
          4.01893174028185,
          4.151551691406237,
          4.291470405852706,
          4.44140695043209,
          4.603030962707776,
          4.776706666628229,
          4.96136991429122,
          5.154558595662569,
          5.352600251673418,
          5.550943170217678,
          5.744600589700595,
          5.928663785799599,
          6.098830417646001,
          6.251890751198296,
          6.386116854852308,
          6.501508492077881,
          6.599863449477579,
          6.684658050726958,
          6.760743753621401,
          6.833885861142022,
          6.910188296082461,
          6.995462076810314,
          7.09460298525465,
          7.211044929613212,
          7.346349385478112,
          7.499978528632305,
          7.6692814603299135,
          7.84970109648252,
          8.035186101490433,
          8.218770146854727,
          8.393262150847123,
          8.551978072213082,
          8.689438801181389,
          8.801960504641237,
          8.888073407794874,
          8.94872156809066,
          8.987218100367475,
          9.008955331639624,
          9.020894917556648,
          9.030886357650537,
          9.046881103330577,
          9.076121512322034,
          9.12438789149893,
          9.195382242051517,
          9.290314430557864,
          9.407736584111634,
          9.543646529860677,
          9.69185360777902,
          9.84457301442027,
          9.993190819975764,
          10.129123479548841,
          10.244685004048364,
          10.33387315922848,
          10.392993403968882,
          10.421055091685215,
          10.419897183893829,
          10.394028071019354,
          10.350193270933374,
          10.29671277621201,
          10.242653741707642,
          10.196921542615094,
          10.167361153911775,
          10.159960330580857,
          10.178236198036124,
          10.22286856103372,
          10.291618352330815,
          10.379540704664842,
          10.479472105855377,
          10.582743074546261,
          10.680044663714485,
          10.762361253285219,
          10.821875177601292,
          10.852751474433422,
          10.851723170022009,
          10.818417790476493,
          10.75539213338885,
          10.667872038181997,
          10.563223907137873,
          10.450211969338277,
          10.338116954627997,
          10.23580574021437,
          10.150846241169852,
          10.088756880842107,
          10.052465936202282,
          10.042034381267497,
          10.054668804480038,
          10.085021353242093,
          10.125744512923594,
          10.168242846066887,
          10.203544214076388,
          10.223201450163378,
          10.220133078040616,
          10.189318651123873,
          10.128279831333167,
          10.037300767537664,
          9.91936830616266,
          9.77984125835912,
          9.625885395476397,
          9.465734240185768,
          9.307852703688077,
          9.160089516189137,
          9.028904388160514,
          8.918747033630726,
          8.831648601998465,
          8.767063511959394,
          8.72197356510072,
          8.691239279817704,
          8.668158418328634,
          8.64517122706205,
          8.61463801433358,
          8.569608678446041,
          8.504506163695162,
          8.415656172208662,
          8.301612582459448,
          8.16325002226815,
          8.003619541691789,
          7.8275877374199645,
          7.641301460270041,
          7.45153717845307,
          7.265004507995044,
          7.087676408843726,
          6.924213932641824,
          6.777541849307847,
          6.648614344861403,
          6.536389200677974,
          6.438006705256973,
          6.349148378752019,
          6.264532614151111,
          6.178491372911498,
          6.085565357241876,
          5.98105516078694,
          5.86147258060315,
          5.724848661543509,
          5.5708716563170215,
          5.400847022060117,
          5.217490738106312,
          5.024584551834154,
          4.826535426826015,
          4.62789011263385,
          4.432858594748545,
          4.244897088759972,
          4.066392739308299,
          3.8984793768473245,
          3.740998121423176,
          3.592600111810985,
          3.4509730437481587,
          3.313160231360438,
          3.1759319282986094,
          3.0361645402027686,
          2.891184434692761,
          2.739039021125005,
          2.5786677934975666,
          2.409958829014488,
          2.233690249589743,
          2.0513697214442232,
          1.864996619318365,
          1.6767797190855829,
          1.4888473249376388,
          1.3029862153634537,
          1.1204408816948468,
          0.9417959255036947,
          0.766953294527941,
          0.5952036777484434,
          0.4253793742991864,
          0.25606576049566093,
          0.08584133073211302,
          -0.08648697232086916,
          -0.2616854266805644,
          -0.43995938630643944,
          -0.6209019535707961,
          -0.8035331591136124,
          -0.9864253753834521,
          -1.1678991924788658,
          -1.346264391844458,
          -1.5200741794194628,
          -1.6883583282160326,
          -1.850802698948309,
          -2.0078486004545644,
          -2.160694952975081,
          -2.311198123870034,
          -2.461677203524642,
          -2.614644819160896,
          -2.7724938235465917,
          -2.9371770406860476,
          -3.109919775660766,
          -3.2910025694579277,
          -3.479644825713016,
          -3.674009130874915,
          -3.871332493279224,
          -4.0681758606887986,
          -4.260768851366398,
          -4.445414358111994,
          -4.618909063416164,
          -4.778932061635434,
          -4.924355325843639,
          -5.055436685617385,
          -5.173867682822577,
          -5.282663967898465,
          -5.385903168363259,
          -5.488332512788818,
          -5.594883972082337,
          -5.710146485360461,
          -5.8378515309964305,
          -5.980428977038385,
          -6.138684537720591,
          -6.311638704012704,
          -6.496550796259048,
          -6.689132451741148,
          -6.883934442269574,
          -7.0748714215707835,
          -7.255833167769498,
          -7.421319948575454,
          -7.567035121294241,
          -7.6903706452362774,
          -7.79073073603755,
          -7.869654576114026,
          -7.930719276457336,
          -7.979227095141528,
          -8.021703872147535,
          -8.065256286326619,
          -8.116851622262796,
          -8.18259343846313,
          -8.267068685066748,
          -8.372836043002971,
          -8.500111999076847,
          -8.646691689052394,
          -8.808117773848775,
          -8.97808499174322,
          -9.149043219630508,
          -9.312940505245464,
          -9.462031905467102,
          -9.589671819189341,
          -9.691007810660718,
          -9.76350277892403,
          -9.807228941304507,
          -9.824899838590667,
          -9.821633146667212,
          -9.804464772096944,
          -9.781660645046303,
          -9.761894079039989,
          -9.753371257421694,
          -9.762993726737578,
          -9.795643979864067,
          -9.853668492236048,
          -9.936613060333885,
          -10.041239932062368,
          -10.16182758850249,
          -10.290725071866468,
          -10.419106449193691,
          -10.53785009510705,
          -10.638454168056404,
          -10.713895367226257,
          -10.759343289155881,
          -10.772656967868944,
          -10.754612055541138,
          -10.708834363619514,
          -10.641445350801188,
          -10.560454548366444,
          -10.474959826483106,
          -10.394236150632931,
          -10.326805009227588,
          -10.279578809948857,
          -10.257167011845173,
          -10.261414346840317,
          -10.291217869508436,
          -10.34264118279033,
          -10.409313937277977,
          -10.483075700421203,
          -10.554798515346722,
          -10.61530445299277,
          -10.656285040389413,
          -10.671129566458008,
          -10.655578883204326,
          -10.608139414461261,
          -10.530216766211419,
          -10.425957040546324,
          -10.301813724582054,
          -10.165885796389526,
          -10.027095624729245,
          -9.894291015409133,
          -9.775362803994655,
          -9.676467052232622,
          -9.601429486416063,
          -9.55139056608588,
          -9.524724534636185,
          -9.517237602973726,
          -9.522621979907694,
          -9.533116712123528,
          -9.540305850208409,
          -9.535971358503309,
          -9.512913697973161,
          -9.465657491406409,
          -9.390972556309185,
          -9.28816042859957,
          -9.159081162938357,
          -9.007922074720984,
          -8.840736381286327,
          -8.664802702385778,
          -8.487873769024445,
          -8.317392759041544,
          -8.159757507108214,
          -8.019706376929388,
          -7.899885648060767,
          -7.800638437226133,
          -7.720031610024651,
          -7.654112360105568,
          -7.597362737174558,
          -7.543300797719925,
          -7.485163196144578,
          -7.416597251438705,
          -7.3322913698241035,
          -7.228480918912045,
          -7.103281206355667,
          -6.9568184424537876,
          -6.791151332587908,
          -6.609997901860957,
          -6.418301984271757,
          -6.221689474633636,
          -6.025874395792573,
          -5.836078173726592,
          -5.656522062953758,
          -5.490042977961754,
          -5.337868270171207,
          -5.199566959876214,
          -5.073175615991294,
          -4.955478585874266,
          -4.842406579987753,
          -4.729506323013914,
          -4.612428183054314,
          -4.487378843930313,
          -4.351491988978926,
          -4.203080789828676,
          -4.041750393833286,
          -3.868364875701183,
          -3.684879399587771,
          -3.494062816258092,
          -3.299147036801376,
          -3.103446141126938,
          -2.9099896954926026,
          -2.7212111608769787,
          -2.538724145160578,
          -2.3632076603886882,
          -2.1944079333434683,
          -2.0312503198553173,
          -1.8720421305748967,
          -1.7147371425932703,
          -1.5572263517951634,
          -1.3976177484632242,
          -1.2344706704860622,
          -1.0669571633050523,
          -0.8949328342652222,
          -0.7189116493586019,
          -0.5399514938584374,
          -0.3594685883628709,
          -0.1790076536803745,
          -2.6279801435576315e-15,
          0,
          0.1722305627981921,
          0.3413076886817486,
          0.5075504365418299,
          0.671842301069289,
          0.8355007956787607,
          1.0000788213397487,
          1.1671238783686537,
          1.3379272308267878,
          1.5132971683672856,
          1.6933882233296136,
          1.8776118108560862,
          2.0646439889285757,
          2.25253402752437,
          2.4389046658341025,
          2.6212228807789475,
          2.797110184948521,
          2.964655173404112,
          3.1226891088135798,
          3.270988132278885,
          3.4103730167834105,
          3.5426885016221856,
          3.67065795148848,
          3.7976238281669406,
          3.9271985370896547,
          4.062861937626566,
          4.207549733938993,
          4.363280041709587,
          4.53086313542585,
          4.709731805552867,
          4.897917588761707,
          5.092182616744423,
          5.288299617478581,
          5.481455594972904,
          5.666739839066613,
          5.839665919989964,
          5.996671561075302,
          6.135540566849646,
          6.255697469732981,
          6.358337717370037,
          6.446372880564272,
          6.5241898153760784,
          6.597242904640985,
          6.671517241030245,
          6.752915805809584,
          6.846633589565428,
          6.956584973233265,
          7.084947000124768,
          7.231870637142244,
          7.395395708430153,
          7.571584508889108,
          7.754866287004517,
          7.938562223251073,
          8.11554064378656,
          8.27893718539743,
          8.422866177252054,
          8.543048670023182,
          8.637289572690369,
          8.705750667259965,
          8.750986490944904,
          8.777734179700344,
          8.7924738833202,
          8.802800624612455,
          8.816668905045717,
          8.84158574093757,
          8.883834535172113,
          8.947810419937626,
          9.035537498324928,
          9.146420707716803,
          9.277261567884986,
          9.422540231715589,
          9.574938782803406,
          9.726055478858973,
          9.867239281568748,
          9.990460720858906,
          10.089130379199933,
          10.158780639514331,
          10.19753946283748,
          10.206345576319423,
          10.188880493197667,
          10.151221605372216,
          10.101249226028497,
          10.047865949353955,
          10.000106376207274,
          9.966227052070415,
          9.952869104449952,
          9.964379220523627,
          10.002358923202499,
          10.06548915484679,
          10.149649292793324,
          10.248319751166827,
          10.353228347899984,
          10.455175621482901,
          10.544955853555479,
          10.614280604359958,
          10.656611139956437,
          10.667815283251196,
          10.646582026411133,
          10.59455187724656,
          10.516149847998722,
          10.41813825903629,
          10.308935013581198,
          10.197766780060721,
          10.093743161764607,
          10.00494574471522,
          9.937624113477778,
          9.895579723203094,
          9.879799094855336,
          9.888372182816628,
          9.916702604220442,
          9.957986725544568,
          10.003911423247782,
          10.04549844583674,
          10.074008918458766,
          10.081816075112,
          10.063158275352531,
          10.014697284155247,
          9.935827268276904,
          9.828705824987583,
          9.698006906356959,
          9.55042377779544,
          9.393975251598691,
          9.23718781843095,
          9.088238031637712,
          8.954142460942577,
          8.840076521758249,
          8.748889231974962,
          8.680860021502596,
          8.63371836382563,
          8.602919886079706,
          8.582146564037886,
          8.563976291664066,
          8.540650777532138,
          8.504861955320235,
          8.450476685573253,
          8.373127373624632,
          8.270611279615359,
          8.143062052331643,
          7.992881125532815,
          7.824441509863778,
          7.643599595282872,
          7.45706948511653,
          7.271727231337502,
          7.093917919776681,
          6.928836437781042,
          6.780043335454319,
          6.649161614655349,
          6.535780320312677,
          6.437568662752561,
          6.350582446303702,
          6.269725123234397,
          6.189310820615732,
          6.103667666376334,
          6.007717467880855,
          5.897472332302149,
          5.770399495514032,
          5.625621138031648,
          5.463934520801565,
          5.28765729804902,
          5.10032123637714,
          4.906252846963174,
          4.710090066011244,
          4.516289089253514,
          4.328674414186029,
          4.150078371285789,
          3.9821048530095298,
          3.825036998776122,
          3.6778920196302263,
          3.538610032310215,
          3.404349521372971,
          3.271851381602691,
          3.1378274892041342,
          2.999328933593773,
          2.8540533369298267,
          2.7005594441364535,
          2.538369240895057,
          2.3679517611311653,
          2.1905968182771214,
          2.0081994983237603,
          1.8229859602617404,
          1.6372168446615645,
          1.452905823354808,
          1.2715875049135692,
          1.0941615508630682,
          0.9208294333246998,
          0.7511280992132378,
          0.5840524077408346,
          0.41824709022207,
          0.2522404830540831,
          0.0846874137369766,
          -0.08541206515391747,
          -0.25854785100332844,
          -0.4346113185246689,
          -0.6128954877280743,
          -0.7921843929296121,
          -0.970920373338218,
          -1.147427531174949,
          -1.3201618106207902,
          -1.4879540370091158,
          -1.6502123760193557,
          -1.8070550712248241,
          -1.959352517984825,
          -2.1086687856922453,
          -2.257105300544895,
          -2.4070620291712195,
          -2.5609426098397874,
          -2.720838065419455,
          -2.8882279248710754,
          -3.0637371567699656,
          -3.246982195085969,
          -3.436529987732109,
          -3.629981409315251,
          -3.8241759469457186,
          -4.0154999423147455,
          -4.200267572814401,
          -4.375133767170068,
          -4.537492647227786,
          -4.685814665467142,
          -4.819880590138736,
          -4.940880483799132,
          -5.051359847623502,
          -5.155011695367938,
          -5.256330674922987,
          -5.360161531170734,
          -5.471187337764361,
          -5.593411443214558,
          -5.729689877480119,
          -5.881367556978986,
          -6.048062195228642,
          -6.227625234655092,
          -6.416290819551228,
          -6.609003736388666,
          -6.799897510083242,
          -6.982876634862728,
          -7.1522441862123545,
          -7.303309315659375,
          -7.432909266830638,
          -7.539787736006288,
          -7.624785038610923,
          -7.6908143267944595,
          -7.742620138041655,
          -7.786338552665646,
          -7.828899756913022,
          -7.877331512292445,
          -7.938033944662974,
          -8.016100792020199,
          -8.114759131517784,
          -8.23498881205806,
          -8.375365337934928,
          -8.532147500576786,
          -8.699605917490278,
          -8.870563413762252,
          -9.03709552956408,
          -9.191321787015935,
          -9.326207642488207,
          -9.436294524847176,
          -9.518281411758885,
          -9.571395523254493,
          -9.597510556210066,
          -9.60099636261452,
          -9.588311491677011,
          -9.567376727003369,
          -9.54679086037566,
          -9.534967001612191,
          -9.53927688267986,
          -9.565290831579146,
          -9.616192247662287,
          -9.692428328907548,
          -9.791635173554695,
          -9.90884759100608,
          -10.036974851287164,
          -10.167496180496993,
          -10.291306921912552,
          -10.399630329178096,
          -10.484902636551578,
          -10.541541174241218,
          -10.566516702818719,
          -10.559670704993131,
          -10.523744120276337,
          -10.46411331344169,
          -10.38825892694301,
          -10.305020607624352,
          -10.223712596217702,
          -10.153189545276634,
          -10.100957190080237,
          -10.072418079191133,
          -10.070328916635725,
          -10.094524570047048,
          -10.14193666302483,
          -10.20690468237876,
          -10.281747772638541,
          -10.357538916725193,
          -10.425002726757688,
          -10.47544568409633,
          -10.501624626525862,
          -10.498465870613813,
          -10.46356287294902,
          -10.397403151743497,
          -10.303302940051223,
          -10.187057854789986,
          -10.056346673199641,
          -9.919950160324275,
          -9.786865260929268,
          -9.665405012962967,
          -9.562375282884817,
          -9.482410856732885,
          -9.427536495363105,
          -9.396995083265903,
          -9.387357434615879,
          -9.392899535357476,
          -9.406205964124561,
          -9.418935707427057,
          -9.422670833196468,
          -9.409761055937352,
          -9.374078784849665,
          -9.311609525472237,
          -9.220820339251201,
          -9.102772520241965,
          -8.960971232723447,
          -8.80097178491791,
          -8.629786710774237,
          -8.455157403360122,
          -8.284766745830293,
          -8.125473816886881,
          -7.982647961440098,
          -7.859667848369291,
          -7.757632931651081,
          -7.675311992458901,
          -7.609328609859839,
          -7.554559103210932,
          -7.504697224839083,
          -7.4529238072521595,
          -7.392610251238688,
          -7.31798300783995,
          -7.224682074514417,
          -7.110159211674044,
          -6.973879607435707,
          -6.817312063076363,
          -6.64371512003279,
          -6.457747527748438,
          -6.264948885500493,
          -6.071148431792697,
          -5.881865656421567,
          -5.701765239710269,
          -5.534221090376923,
          -5.3810309608718585,
          -5.242305839253977,
          -5.116539009625742,
          -5.000840465680082,
          -4.891305314150913,
          -4.783471688698453,
          -4.672815808007552,
          -4.555229849009433,
          -4.427432296827993,
          -4.287269755311563,
          -4.133882666498562,
          -3.9677233823080997,
          -3.790431711340262,
          -3.6045885582866064,
          -3.4133808979590694,
          -3.220219763033548,
          -3.028356363163537,
          -2.8405396670518317,
          -2.658752138797961,
          -2.4840497364110625,
          -2.31651908962994,
          -2.155350575061705,
          -1.999012472680799,
          -1.845500073554754,
          -1.6926257735583115,
          -1.5383126561738494,
          -1.3808551414956374,
          -1.2191157127338348,
          -1.0526357706707175,
          -0.8816501425062295,
          -0.7070072466955469,
          -0.5300088557628997,
          -0.3521933569631378,
          -0.1750931952928583,
          -2.5671486101613337e-15,
          0,
          0.16770216320690368,
          0.3323872492118178,
          0.4946725649547679,
          0.6556738546075098,
          0.8168341157238296,
          0.9796988748972468,
          1.1456679295951107,
          1.3157572198729404,
          1.490403898586004,
          1.6693428413944524,
          1.8515743149043906,
          2.035431296609685,
          2.2187423510598445,
          2.399073537516829,
          2.5740220877645394,
          2.7415269063136747,
          2.900157327234068,
          3.0493425641860004,
          3.189509924483461,
          3.322109583476509,
          3.449516491604204,
          3.574814384396411,
          3.7014812274894373,
          3.833008055638507,
          3.972492514220563,
          4.122253280272697,
          4.283511210607151,
          4.456177400961855,
          4.638777817553346,
          4.8285298277431625,
          5.021569323366426,
          5.213310018132573,
          5.398900836015207,
          5.573734909013859,
          5.733956072131277,
          5.876906889618975,
          6.001466559392745,
          6.108237233953979,
          6.199552415483153,
          6.279299606141175,
          6.352569380108365,
          6.425162336371888,
          6.50300185520287,
          6.591512336339598,
          6.69502823054383,
          6.8162979091364875,
          6.95613820187036,
          7.113280979764687,
          7.284433867639668,
          7.464554998657827,
          7.6473189835670885,
          7.825730386670931,
          7.9928242579318844,
          8.142382549465134,
          8.26959182229918,
          8.371572048037324,
          8.447718227261234,
          8.49981487180804,
          8.531906317732961,
          8.549931014257877,
          8.561152754012092,
          8.573443646413027,
          8.594490135427383,
          8.631002696990633,
          8.688010919197632,
          8.768318223870011,
          8.872175178113201,
          8.997208652888776,
          9.138618187981418,
          9.289623465788349,
          9.442120625168897,
          9.587483007515328,
          9.717426177955378,
          9.824849422180677,
          9.90456727295711,
          9.953854929328026,
          9.972749720531755,
          9.964075218826705,
          9.933182744717122,
          9.887433952466433,
          9.835474942988194,
          9.786374138040168,
          9.748710672366311,
          9.72970576515218,
          9.734485769650009,
          9.76555269868776,
          9.822517261817982,
          9.902122926197704,
          9.998559934030665,
          10.104038609067654,
          10.209564712201857,
          10.305838808382582,
          10.384188742339582,
          10.437440733413355,
          10.460640679167058,
          10.451552394821068,
          10.410882166226756,
          10.342206836373462,
          10.251612820591733,
          10.147082853973352,
          10.037692896474683,
          9.93270082988598,
          9.840619413924614,
          9.768367330419611,
          9.72058391776162,
          9.699176253952208,
          9.703143353000355,
          9.728693873645424,
          9.769643830441446,
          9.818052420728886,
          9.865030140255916,
          9.90163628653399,
          9.919774452553128,
          9.91299551010875,
          9.877127714127184,
          9.810671818460929,
          9.714923541298763,
          9.593813793117254,
          9.453485867425544,
          9.301655331568613,
          9.146819937867388,
          8.99740133785112,
          8.860906314589043,
          8.743192136222264,
          8.647908903849371,
          8.576172730976717,
          8.526499301827723,
          8.495000382290602,
          8.475819015582426,
          8.461755189440977,
          8.445015139577697,
          8.418005995826713,
          8.374094253448732,
          8.308251761971977,
          8.217525888049424,
          8.101289752014255,
          7.961251855951883,
          7.801229510818492,
          7.626714597364626,
          7.444280873789452,
          7.260897191410729,
          7.083219134744811,
          6.916932061031706,
          6.766211393650472,
          6.633352234201141,
          6.5186014913066215,
          6.420203872949581,
          6.3346506152039455,
          6.257099098972355,
          6.181914674511325,
          6.103274747011652,
          6.015770521755904,
          5.914944083399729,
          5.797707264141929,
          5.662602930061869,
          5.5098872249598285,
          5.3414309398609,
          5.160457374642442,
          4.971150779317306,
          4.778181981245739,
          4.586204896857059,
          4.399378690242262,
          4.220965446662155,
          4.053043095417564,
          3.896359216137162,
          3.750334967994574,
          3.6132115711807264,
          3.4823164156920683,
          3.354413631322872,
          3.2260960882913325,
          3.0941730487818306,
          2.9560101994000485,
          2.809786109766222,
          2.6546402982560178,
          2.4907016495918803,
          2.319000287831332,
          2.141279481006712,
          1.9597352039270974,
          1.77671839554299,
          1.594437951204097,
          1.4147008545647175,
          1.238719894468154,
          1.0670099471998062,
          0.8993820509380592,
          0.7350319235406547,
          0.572707716851606,
          0.4109320909904386,
          0.248247283605464,
          0.08344948335217706,
          -0.08421926070243844,
          -0.25494742780388024,
          -0.4283153624604868,
          -0.6033469306403096,
          -0.7786448997243468,
          -0.9525922844023874,
          -1.1235929390010497,
          -1.2903190488531853,
          -1.4519316118743248,
          -1.608242748186435,
          -1.7597954485046674,
          -1.9078463947500153,
          -2.054249576198822,
          -2.201251129103267,
          -2.3512175953998518,
          -2.506329159625539,
          -2.668275175929332,
          -2.837990641159345,
          -3.0154689181504666,
          -3.1996782326818036,
          -3.388598059235357,
          -3.579377726601446,
          -3.7686049800972983,
          -3.9526585356748405,
          -4.128107497381177,
          -4.29211327765366,
          -4.4427873355858125,
          -4.579461066138331,
          -4.702832363209621,
          -4.81496597132183,
          -4.919140437215209,
          -5.0195515843982985,
          -5.120899061155688,
          -5.227896756172345,
          -5.344758051029286,
          -5.474711710627555,
          -5.619602989965364,
          -5.779627204880912,
          -5.9532302014045255,
          -6.137193116091332,
          -6.326899303961893,
          -6.5167613979061585,
          -6.700768328834042,
          -6.873097816011154,
          -7.028731002479626,
          -7.164003674102531,
          -7.277033283213998,
          -7.367972466028716,
          -7.439056829753053,
          -7.494435789748487,
          -7.539797995363311,
          -7.581824993362463,
          -7.627525855194009,
          -7.683519428071424,
          -7.755338056725105,
          -7.846826148857187,
          -7.959698709583517,
          -8.093309662724327,
          -8.24465888994157,
          -8.408642553921563,
          -8.578525938285562,
          -8.746594391079356,
          -8.904918523889023,
          -9.046156714898672,
          -9.1643126770933,
          -9.255369066396606,
          -9.31772961736317,
          -9.35242102792758,
          -9.363029916631643,
          -9.35537720311647,
          -9.336959433233831,
          -9.316211050764858,
          -9.301660821833686,
          -9.301067480288502,
          -9.320622861069788,
          -9.364304892779858,
          -9.433448343872247,
          -9.526579572764799,
          -9.63953489496699,
          -9.76585326414843,
          -9.897405743952602,
          -10.025199650499689,
          -10.140276845488282,
          -10.234615405513898,
          -10.30194290154013,
          -10.338377956558064,
          -10.342833796175318,
          -10.317141455917612,
          -10.265878726375803,
          -10.195920894900238,
          -10.115757798395984,
          -10.034645699615732,
          -9.961679553949024,
          -9.9048795702147,
          -9.870384708919566,
          -9.861835015852014,
          -9.880005548429803,
          -9.922729075547101,
          -9.985115343149413,
          -10.06004451595302,
          -10.138884530673288,
          -10.21235938829159,
          -10.27148019709837,
          -10.30844460359417,
          -10.317413729009882,
          -10.295088482781937,
          -10.241027813660368,
          -10.157677933468962,
          -10.050111068654479,
          -9.92550181858136,
          -9.792395698155188,
          -9.659845213478382,
          -9.536501765204607,
          -9.429755515994554,
          -9.345009763238037,
          -9.28516196823452,
          -9.250341952692217,
          -9.237931163037146,
          -9.242858097296233,
          -9.258136965977506,
          -9.275592288007747,
          -9.286693872235839,
          -9.283416315228598,
          -9.25903573054699,
          -9.20878395665404,
          -9.130296088213212,
          -9.023809133298316,
          -8.892095574184303,
          -8.740142872733111,
          -8.574615685746272,
          -8.403159111212862,
          -8.233616511923001,
          -8.073242884740866,
          -7.927993719936104,
          -7.8019600702841005,
          -7.697004217541632,
          -7.612628699288496,
          -7.546086877561113,
          -7.492718295765375,
          -7.44646937657295,
          -7.400541874487904,
          -7.348099707191326,
          -7.282960445887891,
          -7.200201141732664,
          -7.096618780442515,
          -6.971002220628239,
          -6.824193114598664,
          -6.658935775151122,
          -6.479537837157923,
          -6.291382582265809,
          -6.10034801753418,
          -5.912195846194646,
          -5.7319946508145145,
          -5.563635982630514,
          -5.409490396506197,
          -5.270234193964965,
          -5.14485860140538,
          -5.0308534293490945,
          -4.92453905837328,
          -4.821505789550315,
          -4.717109675505103,
          -4.606969836618266,
          -4.487414232932168,
          -4.355828503714316,
          -4.210874791874293,
          -4.05256294473125,
          -3.8821733244152776,
          -3.702046768593905,
          -3.5152712262065093,
          -3.325304773256269,
          -3.1355800765025963,
          -2.949135472484085,
          -2.768312824660033,
          -2.5945529438495507,
          -2.428306814006826,
          -2.2690666923521685,
          -2.1155070315986353,
          -1.9657127347056838,
          -1.8174628959873582,
          -1.6685329118877414,
          -1.5169771660481843,
          -1.3613583634771291,
          -1.2008974310591138,
          -1.0355286825095398,
          -0.865857302716389,
          -0.6930286130933467,
          -0.5185295285028734,
          -0.3439507964423466,
          -0.1707430592915571,
          -2.5008063073965906e-15,
          0,
          0.16308368244762675,
          0.3234255922063724,
          0.48191028988793894,
          0.6398314695676536,
          0.7986880131125553,
          0.9599436811107315,
          1.124782993607292,
          1.2938969443321044,
          1.4673289945584185,
          1.644404650854541,
          1.8237576736309653,
          2.003453809759896,
          2.181200360423238,
          2.3546184284500185,
          2.5215457739432057,
          2.6803329986779456,
          2.8300950115831434,
          2.9708836154070455,
          3.103755261843979,
          3.2307196889902503,
          3.3545689882951324,
          3.4786010654853516,
          3.606264767696715,
          3.7407645381558616,
          3.8846689949882895,
          4.039569412227053,
          4.205830359010443,
          4.382465981252094,
          4.567162432248829,
          4.756451125821858,
          4.946020514645892,
          5.131137883955857,
          5.307139062120423,
          5.469934606704039,
          5.616477117221352,
          5.745136466205442,
          5.85593788040372,
          5.950631224250045,
          6.032577210656273,
          6.106455786831698,
          6.177821525734518,
          6.2525483449325545,
          6.336219295809787,
          6.43352493451784,
          6.5477348978361105,
          6.680301460163608,
          6.830641491095659,
          6.996125533921482,
          7.172281458610979,
          7.353197510579725,
          7.532087978548723,
          7.701966483024913,
          7.856359071103799,
          7.989983386056856,
          8.099321945839842,
          8.183026991485296,
          8.242110613772672,
          8.279895350353229,
          8.301724993864095,
          8.314460426871127,
          8.325808262626774,
          8.343548460346993,
          8.374738881128918,
          8.424978600578475,
          8.497807159039235,
          8.594304158892957,
          8.71293392194526,
          8.84965525592025,
          8.998289254754164,
          9.151111272327336,
          9.299609564309703,
          9.435335095137116,
          9.550756603355303,
          9.640033383776606,
          9.699625651040638,
          9.728678127119295,
          9.729135095566068,
          9.705572311859251,
          9.664760080983497,
          9.614999529772959,
          9.56529773190053,
          9.524464408740403,
          9.500221613890094,
          9.498417154362157,
          9.522422511531548,
          9.572777672254487,
          9.64712041008926,
          9.740408698369565,
          9.845415046534814,
          9.95344370421491,
          10.055198750695576,
          10.141715458649914,
          10.20526062150743,
          10.240110476267464,
          10.243127156174145,
          10.214075021447092,
          10.155644652969515,
          10.073182041507046,
          9.974150508557635,
          9.867380072477474,
          9.762180535750261,
          9.667408308044568,
          9.590581496230174,
          9.537132641041978,
          9.509874212350207,
          9.50873008102484,
          9.53075893678772,
          9.570465834021027,
          9.620368787960865,
          9.671761611362419,
          9.71559459838523,
          9.743383202836315,
          9.748052648565915,
          9.724633617142592,
          9.670739976649344,
          9.586782258058763,
          9.475897863155376,
          9.34360796227319,
          9.19723872138323,
          9.04516805573793,
          8.895976162059158,
          8.757586947774655,
          8.636487330970203,
          8.537102344757669,
          8.46138707866833,
          8.408673562262058,
          8.37578417866622,
          8.357395865996926,
          8.346614049050858,
          8.335694522897724,
          8.316837453325261,
          8.282971615628428,
          8.228449461120716,
          8.149584186998156,
          8.044977459496401,
          7.915608875848618,
          7.764683236035353,
          7.59725659462375,
          7.419684294865113,
          7.238951494829884,
          7.061957377576471,
          6.894827317759969,
          6.742322593809374,
          6.607405442770804,
          6.490999741741437,
          6.391966325522294,
          6.307289228996816,
          6.232447391550302,
          6.161927840684872,
          6.089822951570788,
          6.010447344518374,
          5.918909911841993,
          5.8115831841466195,
          5.686424860012542,
          5.543123331839924,
          5.383058511474282,
          5.209089044786862,
          5.025194978886309,
          4.836019233936275,
          4.646360406022251,
          4.460672652184635,
          4.282625515921278,
          4.114768043788416,
          3.9583285228079315,
          3.8131651993719147,
          3.6778662684366816,
          3.549981161957017,
          3.4263514889037467,
          3.3035003203168465,
          3.178033818088242,
          3.047009840147417,
          2.908233873487177,
          2.7604526395446256,
          2.6034287117095998,
          2.4378939031786486,
          2.265393325600834,
          2.088044261656995,
          1.9082429747960286,
          1.7283573450656562,
          1.5504433322259257,
          1.3760188404462181,
          1.2059202369619093,
          1.0402556495155146,
          0.8784566341071188,
          0.719417406795027,
          0.561700070218019,
          0.40377641783832524,
          0.2442728797178987,
          0.08218542382664683,
          -0.08296433317687622,
          -0.25105250886944297,
          -0.4213659100220015,
          -0.592702762224467,
          -0.7635477711520285,
          -0.9322981096443911,
          -1.0975098949969728,
          -1.2581315209140476,
          -1.413691272578342,
          -1.5644118978688462,
          -1.711233638220934,
          -1.8557385998276503,
          -1.9999819062481152,
          -2.1462472885243065,
          -2.296755125867056,
          -2.453358132751677,
          -2.617262937369323,
          -2.7888142291024853,
          -2.967372028993822,
          -3.151302562952871,
          -3.3380902839267526,
          -3.524564254695243,
          -3.707218029381099,
          -3.8825900351003555,
          -4.047662749993818,
          -4.200234835381906,
          -4.3392214436052265,
          -4.464844239750072,
          -4.578683690057738,
          -4.683580770844985,
          -4.7833918842770675,
          -4.882617599225384,
          -4.985940958799688,
          -5.097722741670834,
          -5.221507804808782,
          -5.359597555169942,
          -5.51273840895957,
          -5.679965186531985,
          -5.858622794881257,
          -6.044570853677381,
          -6.232556097408464,
          -6.416718585521065,
          -6.591182068863014,
          -6.7506681005751625,
          -6.8910689557676115,
          -7.009916800877013,
          -7.106695758194522,
          -7.182958726368753,
          -7.242230554088057,
          -7.289701407109309,
          -7.331736586393323,
          -7.375249243964497,
          -7.426998186823859,
          -7.492882471315068,
          -7.577306615117267,
          -7.682684603153142,
          -7.809137872256306,
          -7.954423354559549,
          -8.11410434333515,
          -8.281951803126429,
          -8.450539401491506,
          -8.611974577413505,
          -8.758692652486511,
          -8.88423304632649,
          -8.983917037930917,
          -9.055355317190578,
          -9.098730006482203,
          -9.116818296972099,
          -9.114751076669407,
          -9.09952723900856,
          -9.079329914232728,
          -9.06271197125172,
          -9.057732537580131,
          -9.071132396725364,
          -9.107633211625469,
          -9.169433789458141,
          -9.2559571703299,
          -9.363877127317377,
          -9.487424264550212,
          -9.618943207286499,
          -9.749646362837842,
          -9.870489109465991,
          -9.973078218436608,
          -10.050521238544066,
          -10.098129956886044,
          -10.113905400435966,
          -10.09875373333462,
          -10.056409618777254,
          -9.993073373061522,
          -9.91679748741169,
          -9.836683815067714,
          -9.761972254538938,
          -9.701113073504745,
          -9.660916923904306,
          -9.645868878701735,
          -9.657676249926968,
          -9.695096216395475,
          -9.754060829726313,
          -9.828086700505175,
          -9.908927701671828,
          -9.987404337795422,
          -10.054325548514491,
          -10.101409469227601,
          -10.122109996402198,
          -10.112265844673612,
          -10.07050710357966,
          -9.998379197380757,
          -9.900173044408728,
          -9.782480122525136,
          -9.653519001474901,
          -9.52230285368133,
          -9.39773317408048,
          -9.287711856356301,
          -9.198361233076533,
          -9.133430015168571,
          -9.093943525537311,
          -9.078131278281102,
          -9.08163645752265,
          -9.097983151090835,
          -9.119251242800189,
          -9.136888301885797,
          -9.142574687787164,
          -9.129053682794693,
          -9.090843131028311,
          -9.024758215840695,
          -8.930195194440145,
          -8.809150963478647,
          -8.665980610273634,
          -8.506921771647402,
          -8.339437936826593,
          -8.171450437279201,
          -8.010539033932991,
          -7.863192806408816,
          -7.734186418039268,
          -7.626142598610502,
          -7.5393214550362675,
          -7.4716531877176475,
          -7.4190055152819845,
          -7.37565323642526,
          -7.334897335676113,
          -7.28976687454308,
          -7.233729955952644,
          -7.161340883123382,
          -7.068759002270875,
          -6.954089584907071,
          -6.8175167720140415,
          -6.66122090188501,
          -6.489095077878843,
          -6.306296231240593,
          -6.118682105362475,
          -5.932195934018194,
          -5.75226416407894,
          -5.583269180623939,
          -5.42814917302873,
          -5.288162249958761,
          -5.162833410919877,
          -5.050083081162386,
          -4.946516781547321,
          -4.847839163073628,
          -4.749343760266195,
          -4.64642355438854,
          -4.535047293285676,
          -4.412152317658644,
          -4.275915578373379,
          -4.125879242250537,
          -3.9629240443361944,
          -3.7891004457798254,
          -3.6073428291521217,
          -3.421103782526457,
          -3.233952783851207,
          -3.0491856348804527,
          -2.8694877498890548,
          -2.696686415193078,
          -2.5316154590352538,
          -2.374101855045679,
          -2.2230692899125297,
          -2.076740342763674,
          -1.9329081646676862,
          -1.7892415851346746,
          -1.6435851130159833,
          -1.4942175052237499,
          -1.3400390620787317,
          -1.1806676920648433,
          -1.0164358072507726,
          -0.8482927705317929,
          -0.6776293739231041,
          -0.5060502726626812,
          -0.3351263197695015,
          -0.16616065320106263,
          -2.4320553276065065e-15,
          0,
          0.1585910755475926,
          0.3148417547868211,
          0.4698603611392181,
          0.6250559182666379,
          0.7819109794350975,
          0.94173697088534,
          1.1054456268000508,
          1.2733685663926193,
          1.445151413150946,
          1.6197397337827182,
          1.7954625622657818,
          1.9702067601238835,
          2.141663477371793,
          2.3076180101253323,
          2.466247673426001,
          2.616389821150239,
          2.7577442624625093,
          2.8909809157207627,
          3.0177339370760046,
          3.1404766232182433,
          3.2622856314231345,
          3.3865168226141638,
          3.5164266646231916,
          3.6547811889979034,
          3.8034979100802198,
          3.963364335575358,
          4.133869757204063,
          4.313175540357841,
          4.498234305461377,
          4.68505180298991,
          4.869068768912129,
          5.045625492614776,
          5.21046095184999,
          5.360192518907419,
          5.492722240623299,
          5.6075217293812205,
          5.70575928916859,
          5.790248922468443,
          5.865219677887494,
          5.935923407524654,
          6.008117267706777,
          6.08747216871602,
          6.178968129962719,
          6.2863409156631205,
          6.411640863974908,
          6.554954669119407,
          6.714324954516926,
          6.885882358051335,
          7.064182603341828,
          7.242718997032382,
          7.414561345674022,
          7.57305757489381,
          7.712526043768228,
          7.828865710674066,
          7.920018178055914,
          7.986229657658694,
          8.030080715714965,
          8.056275295295777,
          8.071205542214257,
          8.082332760499543,
          8.09744485601482,
          8.123864709804659,
          8.167690466565348,
          8.233146909470003,
          8.322116971125643,
          8.43390492928205,
          8.565259673975579,
          8.710659949659664,
          8.862836393156536,
          9.01348032755355,
          9.154069259041941,
          9.276726009006893,
          9.375023841836905,
          9.444654398194201,
          9.48388835591509,
          9.49377924989339,
          9.478086737045615,
          9.442924164041521,
          9.396163647422625,
          9.346657068107834,
          9.303350778875574,
          9.27438336930497,
          9.266258272977224,
          9.283176018082063,
          9.32659517235281,
          9.395068087205786,
          9.484369729863579,
          9.587908048923174,
          9.697375515036766,
          9.8035766869853,
          9.897348444175737,
          9.970479797708414,
          10.016537971124826,
          10.031516776429608,
          10.01424126156393,
          9.966487341171101,
          9.89280410908321,
          9.800056793055695,
          9.696736741229948,
          9.5921085057441,
          9.495280583185423,
          9.414293998006341,
          9.355320903815501,
          9.322053953658731,
          9.315347548881569,
          9.333146255801365,
          9.370706349928023,
          9.421086631218452,
          9.47585741185781,
          9.52595469310059,
          9.562592237487932,
          9.578138933051758,
          9.566873027196504,
          9.525537988979424,
          9.453645524139988,
          9.353497429957788,
          9.229926808898776,
          9.089787679021857,
          8.941247299980713,
          8.792955010256112,
          8.653173100337968,
          8.528958102546985,
          8.425474663031435,
          8.345509616145335,
          8.28923259945648,
          8.254223800798135,
          8.235761923669303,
          8.227339049190064,
          8.221346467119021,
          8.209859021069327,
          8.185436679056663,
          8.141861694475436,
          8.074737766952895,
          7.981893080111227,
          7.8635502607109045,
          7.722250882518484,
          7.562547522779032,
          7.390499923810246,
          7.213031109212465,
          7.037212431957111,
          6.869552248202933,
          6.715360772362725,
          6.578254062732523,
          6.459844174905038,
          6.3596421024092,
          6.275177436909569,
          6.20231615171001,
          6.135737900938958,
          6.069518773703522,
          5.997756061024891,
          5.915169119306235,
          5.817614931101345,
          5.702467810893219,
          5.568828561449572,
          5.417547434069023,
          5.251065367257606,
          5.073096995505661,
          4.88819483007283,
          4.701245201108142,
          4.516951951641008,
          4.3393630802357865,
          4.171488814959986,
          4.015047878093258,
          3.8703634016044353,
          3.7364128624742263,
          3.611019455950599,
          3.4911573756188505,
          3.373332109721326,
          3.253990238191459,
          3.129911909330744,
          2.9985431625185006,
          2.858233923755275,
          2.708359704502388,
          2.5493192813665213,
          2.3824152331860526,
          2.20963747641371,
          2.0333803799180683,
          1.8561305303352216,
          1.6801641178006137,
          1.5072901272139643,
          1.3386685089875214,
          1.174722207925628,
          1.0151496590346454,
          0.8590316320659636,
          0.7050146664250919,
          0.5515441731625402,
          0.3971146620893638,
          0.24050311009993725,
          0.08095434117889849,
          -0.08170596159357445,
          -0.24704521628049964,
          -0.41408790988147526,
          -0.5814606919655281,
          -0.7475989321654462,
          -0.9109867821205591,
          -1.0703980133111284,
          -1.225104279835945,
          -1.3750210948855643,
          -1.520769306912949,
          -1.6636403366499177,
          -1.8054656357946466,
          -1.9484032717728392,
          -2.0946656972611106,
          -2.2462212251175018,
          -2.4045063955617594,
          -2.570186625318466,
          -2.7429981230726197,
          -2.921695446381146,
          -3.104117178450004,
          -3.28736834924437,
          -3.4681040106221785,
          -3.6428854803859174,
          -3.808570765802611,
          -3.9626948376322453,
          -4.103794574199886,
          -4.231637597289822,
          -4.347323541716835,
          -4.453239624658333,
          -4.552868308318738,
          -4.65046164027079,
          -4.750612620804689,
          -4.857766858726005,
          -4.975726279906273,
          -5.1071996436333125,
          -5.253451586810726,
          -5.414093003499119,
          -5.5870415871438315,
          -5.768663712839295,
          -5.954089361461472,
          -6.137672583374441,
          -6.31355318995092,
          -6.476262861890025,
          -6.62131216597769,
          -6.745694970380193,
          -6.848253626919597,
          -6.929861485125564,
          -6.993397553864901,
          -7.043509589509345,
          -7.086184331063215,
          -7.128164631371482,
          -7.176270556921149,
          -7.236693202705071,
          -7.314334614243549,
          -7.412264172181314,
          -7.531351231154968,
          -7.67011667695323,
          -7.824824056972475,
          -7.989806283614034,
          -8.157999166891912,
          -8.321630815321788,
          -8.472998645632545,
          -8.605255274584948,
          -8.713122152076593,
          -8.793455824592938,
          -8.84560569784265,
          -8.871522757520196,
          -8.875603852233912,
          -8.864283278937886,
          -8.845409730255671,
          -8.82746940464755,
          -8.818732823678006,
          -8.826411823079884,
          -8.85591325987571,
          -8.910267093633932,
          -8.98978947782165,
          -9.092018017042829,
          -9.211928778083632,
          -9.342415806323835,
          -9.474986771400356,
          -9.600605772381064,
          -9.710598650346226,
          -9.797529062730538,
          -9.855955866910147,
          -9.88299386935954,
          -9.878619593115868,
          -9.845689426759563,
          -9.789666724494122,
          -9.718084135453104,
          -9.639794591286837,
          -9.564086166250185,
          -9.499750179631,
          -9.454196953911604,
          -9.43270902854193,
          -9.437907810116318,
          -9.469488018404494,
          -9.524247075386718,
          -9.596406572297981,
          -9.678193219897366,
          -9.7606202938167,
          -9.834390239465776,
          -9.890826884099882,
          -9.922742861360586,
          -9.925154661656677,
          -9.89577346058312,
          -9.835222908694211,
          -9.746963003722861,
          -9.636929126979128,
          -9.512924227253784,
          -9.38382701771133,
          -9.258697380999036,
          -9.145870109776212,
          -9.052128674011986,
          -8.982041903701882,
          -8.937529272542157,
          -8.91769669049775,
          -8.91895685186681,
          -8.935419133443196,
          -8.959506787467319,
          -8.98273650788091,
          -8.996579649991371,
          -8.993317006968898,
          -8.966800761025622,
          -8.913047756402166,
          -8.830606401520155,
          -8.720663339549708,
          -8.586883007237553,
          -8.435000512913689,
          -8.272213088946456,
          -8.106435188317073,
          -7.945495129040706,
          -7.796355824328106,
          -7.664438219043062,
          -7.553114125231731,
          -7.463416575987686,
          -7.393992631576153,
          -7.341298255176573,
          -7.300010088880907,
          -7.263607263905773,
          -7.2250599651493435,
          -7.17755194088447,
          -7.115162355991189,
          -7.0334383585295965,
          -6.929802677808378,
          -6.803758994681503,
          -6.656879674821832,
          -6.492583368830636,
          -6.315731533499605,
          -6.132090887229282,
          -5.9477213793956505,
          -5.768355239490131,
          -5.598831613150012,
          -5.44264348353947,
          -5.301640023539129,
          -5.175909820020632,
          -5.063850552984389,
          -4.962410876516137,
          -4.867472554138186,
          -4.774327181639529,
          -4.678193442585548,
          -4.574718529810198,
          -4.4604111961998525,
          -4.332963266699446,
          -4.191430160377285,
          -4.036257403874937,
          -3.8691573806693915,
          -3.6928567307636655,
          -3.5107481439673447,
          -3.3264893922533356,
          -3.1435964472380267,
          -2.9650761462368465,
          -2.7931374343649074,
          -2.629009609950607,
          -2.4728825711949987,
          -2.3239694231641637,
          -2.1806776697266623,
          -2.0408631958406662,
          -1.9021326678021249,
          -1.7621557381264417,
          -1.6189489082907944,
          -1.471097890145152,
          -1.3178941041391339,
          -1.1593724158626562,
          -0.9962499065213104,
          -0.8297778439558183,
          -0.6615295804933954,
          -0.49315460437571457,
          -0.32613254966612354,
          -0.1615602452371881,
          -2.364110390194842e-15,
          0,
          0.15443441181227277,
          0.30703710765065195,
          0.45908621998436155,
          0.6120380890614526,
          0.7672874901398796,
          0.9259300697559066,
          1.088560022953353,
          1.255131970191281,
          1.4249081534215882,
          1.5965013942881763,
          1.768012028768517,
          1.9372447427911847,
          2.1019804026149056,
          2.2602699698664184,
          2.4107134639336825,
          2.5526872856440126,
          2.6864881204889617,
          2.813370626559008,
          2.93546821171985,
          3.0556000516180197,
          3.1769814881899614,
          3.3028674126352153,
          3.436167648120701,
          3.5790784940076272,
          3.732774729211471,
          3.897201315005986,
          4.0709942029500095,
          4.251546022284517,
          4.435216439791455,
          4.617670412228293,
          4.79431226426992,
          4.960771308488236,
          5.113387066190148,
          5.249640063679791,
          5.3684780828231755,
          5.470497391292413,
          5.557952969701994,
          5.634589626788352,
          5.705305269404545,
          5.7756763727433045,
          5.851391788517776,
          5.937652586253175,
          6.0386012474045545,
          6.156842440913794,
          6.293109734725917,
          6.446118612640156,
          6.612627424108031,
          6.787706300531439,
          6.965191884161346,
          7.138285310521218,
          7.3002344996747315,
          7.44503129954987,
          7.5680506484244505,
          7.666563206748222,
          7.74006456384714,
          7.790382071162722,
          7.821542815466985,
          7.839410931874323,
          7.851126796138615,
          7.864402046831285,
          7.886740553261699,
          7.924664562800431,
          7.9830262454838765,
          8.06447746033583,
          8.169155433378073,
          8.294620624742961,
          8.436057517911072,
          8.586722000145567,
          8.738593228451785,
          8.883166101478796,
          9.01230501228349,
          9.119072133710763,
          9.198444962015838,
          9.247848169651144,
          9.26744302372575,
          9.26014190807804,
          9.231343387194595,
          9.188411910853022,
          9.139952714744311,
          9.094953962737291,
          9.061882432303632,
          9.047824531192749,
          9.057760515417211,
          9.094046792621013,
          9.156160420847337,
          9.240733446228512,
          9.341875262063894,
          9.451751738734341,
          9.561363503495244,
          9.66144517253925,
          9.743394697537184,
          9.800138614748926,
          9.826845252573492,
          9.821413243468953,
          9.784685445379983,
          9.720366278748855,
          9.634650666273673,
          9.535602124080077,
          9.432343078045646,
          9.334139546291306,
          9.2494729839241,
          9.185193243592334,
          9.145838160508534,
          9.133188108649112,
          9.146099777938636,
          9.18063488280182,
          9.230469473497143,
          9.28754107073768,
          9.342866893465994,
          9.38744943538857,
          9.41317727790966,
          9.413630115579629,
          9.384707346173434,
          9.325018115913254,
          9.2359954519153,
          9.121725473442535,
          8.988511711648805,
          8.844221297707099,
          8.697481477568738,
          8.556809396815211,
          8.429763954013673,
          8.322205232868244,
          8.237735028601811,
          8.177372613435145,
          8.139495218325798,
          8.120045345772416,
          8.112979821857062,
          8.110911244076133,
          8.105873642693126,
          8.090132612165164,
          8.056956970935225,
          8.001274375448425,
          7.92014655892627,
          7.813019491093941,
          7.681727625866294,
          7.530256976889992,
          7.364296357477073,
          7.1906272105116855,
          7.016417913689278,
          6.848496779534196,
          6.692678453296674,
          6.553211154753113,
          6.432398129965231,
          6.3304273909360065,
          6.24542145342607,
          6.173695744098449,
          6.110193065513889,
          6.049044171666017,
          5.984192843295047,
          5.910018948350555,
          5.821895175292011,
          5.716622020252107,
          5.592700077219825,
          5.450417040674922,
          5.291747026161345,
          5.120079645033527,
          4.9398136290973795,
          4.755862902895791,
          4.573130564817368,
          4.396007613601707,
          4.2279484817689355,
          4.0711652159757605,
          3.926467753693579,
          3.793260883108338,
          3.669691059413335,
          3.552920213193278,
          3.439490747037454,
          3.3257374053885678,
          3.2081984213603874,
          3.083980488988676,
          2.951039263874164,
          2.8083482922828513,
          2.655943112384944,
          2.4948421040513127,
          2.3268597605628307,
          2.154339821809775,
          1.9798438581455016,
          1.8058345905288407,
          1.6343921754918507,
          1.4669961320732285,
          1.3043963201757238,
          1.1465845925229268,
          0.9928659039687795,
          0.8420153363206984,
          0.6924971585630513,
          0.5427149041440147,
          0.39125832003836575,
          0.2371142449891174,
          0.07981379946529067,
          -0.08050298600918866,
          -0.2431129265847233,
          -0.40682167323656265,
          -0.5701463865741367,
          -0.7315441327497506,
          -0.8896547958200658,
          -1.0435250153984539,
          -1.1927816427045475,
          -1.33772925332609,
          -1.4793556543665858,
          -1.619240953676923,
          -1.7593782105748004,
          -1.9019254323955215,
          -2.048918253192323,
          -2.201978802185839,
          -2.3620582009919784,
          -2.5292474758066943,
          -2.702684633266761,
          -2.8805749565495304,
          -3.060328415309766,
          -3.238803956480575,
          -3.4126370126440544,
          -3.5786154516022743,
          -3.7340617865474592,
          -3.8771767654434317,
          -4.007301933534815,
          -4.125066297722449,
          -4.232394109263778,
          -4.3323657920884155,
          -4.428940553214345,
          -4.526565375664752,
          -4.62970905521417,
          -4.742370039398798,
          -4.8676117898414395,
          -5.007178490075044,
          -5.161237073057611,
          -5.328279323106844,
          -5.505201410946672,
          -5.687559341972579,
          -5.86997945345666,
          -6.0466854095206,
          -6.212089110432476,
          -6.361384202309607,
          -6.491078551951716,
          -6.599406572302502,
          -6.6865733425688125,
          -6.754799038078645,
          -6.808152618261328,
          -6.852185907458121,
          -6.893400793893136,
          -6.938600928660634,
          -6.994192954489636,
          -7.065509352386238,
          -7.156224556211839,
          -7.267927929117427,
          -7.3999022131423295,
          -7.549135600255695,
          -7.710571689079001,
          -7.87757674990341,
          -8.042580532724878,
          -8.197827801994098,
          -8.336164955845897,
          -8.451780951441608,
          -8.540824987388005,
          -8.601834791732617,
          -8.635927867433578,
          -8.646731828915893,
          -8.64005661305837,
          -8.623338119284046,
          -8.604906929135758,
          -8.59315462198365,
          -8.595681801820911,
          -8.61851497784846,
          -8.66547347737973,
          -8.737753127415775,
          -8.833771926222191,
          -8.949296496613448,
          -9.077839460995268,
          -9.211289954629194,
          -9.340715199435952,
          -9.4572529449453,
          -9.553004573303351,
          -9.62183786178202,
          -9.660016951145863,
          -9.666594163306765,
          -9.64352223744666,
          -9.595473882164814,
          -9.529385374341462,
          -9.453769204672534,
          -9.377864554081858,
          -9.31071121503157,
          -9.260240687675706,
          -9.232476718494217,
          -9.230926631679854,
          -9.256225531598236,
          -9.306069793834375,
          -9.375446841351913,
          -9.457138041119324,
          -9.54244375388457,
          -9.622056981947095,
          -9.686997004859283,
          -9.729508410880069,
          -9.74383462550751,
          -9.726788011910173,
          -9.678059520004473,
          -9.600237525578835,
          -9.498535174473085,
          -9.38025517418457,
          -9.254047516913442,
          -9.12903636471031,
          -9.013905179034492,
          -8.916032857526746,
          -8.840767825946168,
          -8.79091237929049,
          -8.766467636355962,
          -8.764662569238002,
          -8.780261492718802,
          -8.806116150363845,
          -8.833904007283289,
          -8.854976038499254,
          -8.861227008945184,
          -8.845899953048095,
          -8.804244316212136,
          -8.7339631207807,
          -8.6354068367458,
          -8.511498000198639,
          -8.367398267175771,
          -8.209955654741083,
          -8.046991541773401,
          -7.886502389774056,
          -7.735858605579315,
          -7.601081851941923,
          -7.486272666248965,
          -7.393243580677767,
          -7.3213908903765,
          -7.267813161424892,
          -7.227659153431784,
          -7.194664692242471,
          -7.16181952335177,
          -7.122093138363001,
          -7.069144119092003,
          -6.997940996502734,
          -6.905233452003094,
          -6.789829611638173,
          -6.652656301084304,
          -6.496602141181007,
          -6.326165819054005,
          -6.1469514286688405,
          -5.965067453394623,
          -5.786494337902341,
          -5.616486942730267,
          -5.459072528961266,
          -5.316693060862538,
          -5.190023961387016,
          -5.077981905556098,
          -4.977913948584019,
          -4.885941442315236,
          -4.797416767343992,
          -4.7074404526201405,
          -4.611381746285219,
          -4.505347449024947,
          -4.386551446308462,
          -4.253549872065114,
          -4.106322693972735,
          -3.9461998943024166,
          -3.7756473787097367,
          -3.5979424285137465,
          -3.416779373161531,
          -3.235852119119973,
          -3.058460725292901,
          -2.8871844767797685,
          -2.723654581808271,
          -2.5684469011283895,
          -2.4211005648872783,
          -2.2802536551588615,
          -2.143874016839554,
          -2.009553166345145,
          -1.8748252721379233,
          -1.7374718590650076,
          -1.5957762592639493,
          -1.4486993683178573,
          -1.2959589632792374,
          -1.1380073458997664,
          -0.9759148506042445,
          -0.811178260377294,
          -0.6454820412513582,
          -0.48044551075856545,
          -0.31739002482638895,
          -0.1571569453633379,
          -2.3001485249195914e-15,
          0,
          0.1508080522181308,
          0.3003765874237095,
          0.4500916532891721,
          0.6013866811774533,
          0.7555013233335051,
          0.9132620908511337,
          1.0749157341360687,
          1.2400398786979427,
          1.4075457676965217,
          1.5757762312981187,
          1.742689629576425,
          1.9061090250576245,
          2.0640066726236372,
          2.2147882494122153,
          2.35753986338027,
          2.4922040519192525,
          2.619658443665668,
          2.741681718785343,
          2.86080473966138,
          2.9800587083440724,
          3.102645285524446,
          3.23156418898948,
          3.369240540599408,
          3.5171962270652743,
          3.6758063897162954,
          3.8441740598258423,
          4.02014368728404,
          4.200459154800934,
          4.3810554805984605,
          4.557457632479979,
          4.725246531790447,
          4.880543018917342,
          5.020456472144472,
          5.143446550957369,
          5.249554162552246,
          5.340470557696433,
          5.419430181227258,
          5.490931792872885,
          5.560311405215984,
          5.633207655732238,
          5.714973397386531,
          5.810094994707471,
          5.9216820475571215,
          6.051084715021915,
          6.197683893954923,
          6.358882343764231,
          6.530304163362204,
          6.7061879646965705,
          6.879937997078126,
          7.044779654157785,
          7.194453236804612,
          7.323874023337186,
          7.429688393985865,
          7.510664958976618,
          7.567875534209842,
          7.604641847472969,
          7.626247913471091,
          7.6394425966950195,
          7.651779393203708,
          7.670858483824885,
          7.703547653383129,
          7.755262396813157,
          7.829380911622729,
          7.926857049154841,
          8.046074857297056,
          8.182964024552541,
          8.331368802971438,
          8.483636608150096,
          8.631369232935148,
          8.766261942480465,
          8.88094556265313,
          8.969745189237871,
          9.029276596059207,
          9.058817138659693,
          9.060410397644079,
          9.038690724107267,
          9.0004424908165,
          8.953936262382786,
          8.90810742140259,
          8.871659571120539,
          8.852183483697615,
          8.855381533871801,
          8.884477464624936,
          8.939872950359524,
          9.019087596570895,
          9.116990265604123,
          9.22629988963329,
          9.338306285540618,
          9.443738782403432,
          9.533695072524418,
          9.600536216865438,
          9.638656874166001,
          9.645052286544567,
          9.61962408507343,
          9.565193482454097,
          9.487220181515296,
          9.393255292609727,
          9.292183640981234,
          9.19333227284277,
          9.10553553595119,
          9.036251428112225,
          8.990818541451734,
          8.97192844656295,
          8.979366263016454,
          9.010044737185305,
          9.058327224323442,
          9.116605627974893,
          9.17607359456156,
          9.227615721617063,
          9.26272219013943,
          9.274336197097494,
          9.257548999886499,
          9.210073470278726,
          9.132450084346813,
          9.027966835451817,
          8.902303787603627,
          8.762940873039259,
          8.618391229391761,
          8.477339473077041,
          8.347773121842726,
          8.236195086466966,
          8.14699587313529,
          8.08204692432964,
          8.040553236002964,
          8.019176488796809,
          8.012412232613261,
          8.013179027847729,
          8.013556485422045,
          8.005594956704494,
          7.982113569999242,
          7.9374058973177615,
          7.867783365333516,
          7.771904350112375,
          7.650859761279229,
          7.508011379286554,
          7.348604580604428,
          7.179199744278643,
          7.006984280659334,
          6.839038122798342,
          6.681628671726048,
          6.539606414926403,
          6.415960400834199,
          6.3115748568164625,
          6.2252064758456696,
          6.153678625391359,
          6.092266418255976,
          6.035227543531528,
          5.97641990615912,
          5.909939795132384,
          5.830714103423635,
          5.734986898431261,
          5.620653495560025,
          5.487412600354931,
          5.33672708879506,
          5.1716043953735396,
          4.996226091593062,
          4.815471127641443,
          4.634386891193611,
          4.457665823067716,
          4.289182614731086,
          4.131638479579955,
          3.986345738955428,
          3.8531695787565683,
          3.73062619539122,
          3.6161196275444074,
          3.506285196183379,
          3.3973971503419595,
          3.2857928513823547,
          3.1682660442847004,
          3.0423872592281254,
          2.9067193737182238,
          2.760909575753659,
          2.6056538047828455,
          2.442544472028195,
          2.273825197463372,
          2.102086018659378,
          1.9299380045958088,
          1.7597069376223093,
          1.5931817632898635,
          1.4314454492329394,
          1.2748048034688613,
          1.1228230743773218,
          0.974446347938181,
          0.8282034099481169,
          0.6824501879643226,
          0.5356251099687207,
          0.3864812277307787,
          0.23426474395156796,
          0.0788171291487305,
          -0.07941165622503339,
          -0.23943950927786212,
          -0.3999069612369376,
          -0.5592888903954469,
          -0.7161340774819913,
          -0.8692996107135215,
          -1.018147452774153,
          -1.1626749801080862,
          -1.3035594729643336,
          -1.4421073965948532,
          -1.5801115551033955,
          -1.7196313209488956,
          -1.8627216402290359,
          -2.0111440559579674,
          -2.1660965835964294,
          -2.327998379442635,
          -2.4963597579645813,
          -2.6697587736630033,
          -2.8459333079013582,
          -3.0219837874288786,
          -3.1946679226655523,
          -3.360756835939186,
          -3.517413138145084,
          -3.6625470543940843,
          -3.7951072634364134,
          -3.915268802020323,
          -4.024490700425383,
          -4.125429914917511,
          -4.221714118417335,
          -4.317592229624679,
          -4.417496342091124,
          -4.525560218806173,
          -4.645146327835453,
          -4.778434584871137,
          -4.926121222108832,
          -5.08726586208462,
          -5.25930992010283,
          -5.438271413620662,
          -5.6191020325217975,
          -5.7961740154797985,
          -5.9638490349713615,
          -6.117070694554791,
          -6.251917688565275,
          -6.366056837544826,
          -6.459044044440771,
          -6.532435938226168,
          -6.589694142509741,
          -6.635885766861893,
          -6.677205590666096,
          -6.720365139533623,
          -6.771909266314603,
          -6.837530182994929,
          -6.921451002451079,
          -7.025945347806791,
          -7.151046888233054,
          -7.294483959102405,
          -7.451851582849261,
          -7.61700856461943,
          -7.782663470465413,
          -7.941092747680373,
          -8.084919252814466,
          -8.207871699308251,
          -8.30544597183221,
          -8.375397976187015,
          -8.41801392587501,
          -8.436126128273107,
          -8.43486819465365,
          -8.421190506557364,
          -8.403181925581976,
          -8.389264479329519,
          -8.38734186505621,
          -8.403988523559065,
          -8.443763027308133,
          -8.508717801808322,
          -8.59815787429585,
          -8.708676341971492,
          -8.834466108713455,
          -8.967879043489761,
          -9.100178008555606,
          -9.222406880866194,
          -9.326290899416215,
          -9.40507580222664,
          -9.454219740880642,
          -9.471866377181879,
          -9.459049448471736,
          -9.41960622448749,
          -9.359806900321015,
          -9.28773603497046,
          -9.212487653118151,
          -9.14325493322213,
          -9.088406492524816,
          -9.054642976321198,
          -9.04631975903635,
          -9.065004853930311,
          -9.10931730456564,
          -9.175062830771196,
          -9.25565324785494,
          -9.342767277922396,
          -9.427185796622839,
          -9.499716832523966,
          -9.552116577810326,
          -9.577913201370201,
          -9.573050311934635,
          -9.536285451236125,
          -9.469304084827456,
          -9.376538609580503,
          -9.264711918819449,
          -9.142152974785109,
          -9.017954778758819,
          -8.901060770226692,
          -8.799372459084552,
          -8.718968351801507,
          -8.663512310503698,
          -8.633909663978617,
          -8.628243758596694,
          -8.64199686718295,
          -8.668530441682014,
          -8.699773572063444,
          -8.727047856942683,
          -8.741943772207941,
          -8.737159317808892,
          -8.707216583623799,
          -8.648985307045194,
          -8.561963022687292,
          -8.448286836217735,
          -8.31247951518441,
          -8.16095960579882,
          -8.001368883204561,
          -7.841788239358275,
          -7.689923354419658,
          -7.5523432377378175,
          -7.433847910691785,
          -7.337026971258382,
          -7.262050153357368,
          -7.206706504985911,
          -7.1666830563683455,
          -7.136049520580074,
          -7.107895159030488,
          -7.075049496382603,
          -7.030811469698201,
          -6.969612438426052,
          -6.887547017974771,
          -6.782720882483526,
          -6.655384788765486,
          -6.507846898129493,
          -6.3441785704289195,
          -6.169749752222844,
          -5.990646733502817,
          -5.813035759869505,
          -5.642539778151781,
          -5.4836922365056004,
          -5.339521890958296,
          -5.21130721437367,
          -5.098520029586283,
          -4.9989575070064545,
          -4.909041897828846,
          -4.824250404313238,
          -4.739625151893815,
          -4.650306525125149,
          -4.552032712028341,
          -4.441554026669884,
          -4.316921643427207,
          -4.177625415827097,
          -4.024572709698646,
          -3.859917702588848,
          -3.6867664622199596,
          -3.5087956263136,
          -3.3298303920187697,
          -3.1534300612819886,
          -2.9825264697524236,
          -2.819152754402657,
          -2.664288133180045,
          -2.517830133680335,
          -2.378690709175473,
          -2.2449986517551124,
          -2.114379229155883,
          -1.9842742764577224,
          -1.8522628411463486,
          -1.716344138701122,
          -1.5751506932493922,
          -1.4280692697283408,
          -1.275259302306492,
          -1.1175714891020683,
          -0.9563814841134652,
          -0.7933637156523992,
          -0.630237121296391,
          -0.46851725490362883,
          -0.30930753599518507,
          -0.15315664698769696,
          -2.2431605175125167e-15,
          0,
          0.14788156130937977,
          0.2951716326291696,
          0.4432972369955747,
          0.5935997426091074,
          0.7471035870764571,
          0.9043253747851631,
          1.0651507521287578,
          1.2287979813371799,
          1.3938761018353467,
          1.558533330399598,
          1.7206794119319053,
          1.878255478479561,
          2.0295178968076106,
          2.1732995234618624,
          2.3092132102294314,
          2.4377682487626458,
          2.5603801134050386,
          2.6792662860507694,
          2.797234701871564,
          2.917384822649721,
          3.0427529016444783,
          3.175941211166794,
          3.3187747792228754,
          3.4720279341958737,
          3.6352566678337284,
          3.8067620655515944,
          3.983695923802414,
          4.162303703051658,
          4.338283934138681,
          4.507228946404308,
          4.665101008363406,
          4.8086920095550925,
          4.9360145010056105,
          5.046577471369448,
          5.141511230147945,
          5.223521138817792,
          5.296668095376449,
          5.365992701371727,
          5.43701783726217,
          5.515178935356294,
          5.605240866664196,
          5.710763845289514,
          5.833677542258941,
          5.974012851708927,
          6.129825347918185,
          6.297324933468132,
          6.471204516456197,
          6.6451390573292555,
          6.812407319099298,
          6.966574248509574,
          7.102163771348047,
          7.21525092583483,
          7.303908945691434,
          7.368460596156606,
          7.411502456795508,
          7.437693993013746,
          7.453327782289928,
          7.465720586862021,
          7.482484596412053,
          7.510751953378311,
          7.556432052773161,
          7.623579268847429,
          7.713938750028738,
          7.826720653399763,
          7.958630353825912,
          8.104156067238305,
          8.256088657114109,
          8.406223932031788,
          8.546178081466076,
          8.668234159103694,
          8.766133132020043,
          8.835727537546802,
          8.875428868742013,
          8.886400186136113,
          8.872471093165428,
          8.839780509218244,
          8.796180717198068,
          8.750461039352327,
          8.711468595636598,
          8.687214890835701,
          8.684059222830713,
          8.706052798011834,
          8.75451164346518,
          8.827863488809832,
          8.92178607244116,
          9.029624638927958,
          9.143047788533833,
          9.25287627264779,
          9.350001352989105,
          9.426299839633472,
          9.475452905940918,
          9.49358528267525,
          9.479659510081209,
          9.435584738017083,
          9.366028573024904,
          9.277950701853799,
          9.179905367472223,
          9.081183321488663,
          8.990880205231196,
          8.916985744172162,
          8.865585918720832,
          8.840258636624688,
          8.841723586916094,
          8.86778095530185,
          8.913544209112903,
          8.971942250541497,
          9.034438960227327,
          9.09189629798889,
          9.135492913014211,
          9.15760506471665,
          9.152561049679438,
          9.117193765470489,
          9.051137085457617,
          8.956838161412172,
          8.83928686164818,
          8.705492286601213,
          8.56376173477955,
          8.422857037078185,
          8.29111488196539,
          8.175620489229248,
          8.08151756280799,
          8.011522618278036,
          7.9656901529357995,
          7.941449005873717,
          7.933902380937631,
          7.936357266066385,
          7.9410261158485715,
          7.939826973540426,
          7.92519932905821,
          7.890852744928707,
          7.8323735335351605,
          7.7476305553990885,
          7.6369427814359785,
          7.50299629940564,
          7.3505242995900195,
          7.185787557819972,
          7.015912595096805,
          6.848158073548642,
          6.689185818418245,
          6.544410675793201,
          6.417493611478969,
          6.31002620331598,
          6.221433805253242,
          6.149101442679014,
          6.088703410979151,
          6.034697004156357,
          5.980924890252635,
          5.921260934357301,
          5.850231619221293,
          5.763549732651915,
          5.658508023158388,
          5.534196738578353,
          5.391528505698119,
          5.233074721602587,
          5.062737277592305,
          4.88529596144176,
          4.705883608309173,
          4.529446878262603,
          4.360249978853563,
          4.201471973248881,
          4.05493642233033,
          3.9209964483743898,
          3.7985806944772165,
          3.6853880668372834,
          3.5782035074812693,
          3.47329500648519,
          3.3668448353301788,
          3.2553662106528383,
          3.1360603005348118,
          3.0070770732451435,
          2.8676558408563544,
          2.7181359558282576,
          2.5598432538270193,
          2.394871764445932,
          2.225791381114525,
          2.0553193967219037,
          1.8859963615146043,
          1.7199044493983346,
          1.5584598342671352,
          1.4023003891109647,
          1.2512776252995408,
          1.1045487156682725,
          0.9607522689109759,
          0.8182416832745485,
          0.6753435398076976,
          0.5306063015325552,
          0.38300675669354933,
          0.23208784648881195,
          0.07801093342550094,
          -0.07848300160888987,
          -0.23619672927047522,
          -0.3936670981305526,
          -0.5493958878835347,
          -0.7020893234194433,
          -0.8508730126333466,
          -0.9954519520614047,
          -1.1361920461284223,
          -1.27410949475303,
          -1.410766220732695,
          -1.5480817881174336,
          -1.6880834873003479,
          -1.832625021023205,
          -1.9831093850377202,
          -2.1402523820102957,
          -2.3039195303146083,
          -2.4730612649263537,
          -2.6457601208619552,
          -2.819390305425994,
          -2.990876246990062,
          -3.1570239996868197,
          -3.31488933990962,
          -3.4621402921701225,
          -3.5973705187350693,
          -3.720323810311342,
          -3.8319985465985527,
          -3.934613608546491,
          -4.031432485523508,
          -4.126458552925454,
          -4.224029861406023,
          -4.328354486338285,
          -4.4430359954180245,
          -4.570641796732281,
          -4.712364491986439,
          -4.867817987496097,
          -5.0349967655037595,
          -5.210409727117568,
          -5.389381167453423,
          -5.566492772192042,
          -5.7361241077818415,
          -5.893036796534641,
          -6.032940897838925,
          -6.15298185317643,
          -6.252092899171038,
          -6.3311705825960765,
          -6.393048707607316,
          -6.442266919834751,
          -6.484652006177188,
          -6.526750524269824,
          -6.575168322867224,
          -6.635883961200229,
          -6.713607619513966,
          -6.811254161233213,
          -6.929588700018486,
          -7.0670862770960134,
          -7.220025709430137,
          -7.382813517264448,
          -7.548509591305558,
          -7.709504484758037,
          -7.858281267791514,
          -7.9881846460537,
          -8.09411772610761,
          -8.173092796763651,
          -8.224576301658473,
          -8.250588486405412,
          -8.255542987620712,
          -8.245838362802065,
          -8.229239468618687,
          -8.214108956763168,
          -8.208565582120533,
          -8.219654709634716,
          -8.252616353532224,
          -8.310327178443332,
          -8.392975954329788,
          -8.498008653161076,
          -8.620352055555378,
          -8.752896194656254,
          -8.887189152477454,
          -9.014275439209424,
          -9.12559378117717,
          -9.213843275488903,
          -9.273729322040642,
          -9.302512337065616,
          -9.300301856742418,
          -9.270064285050774,
          -9.21734161813956,
          -9.149708007374153,
          -9.076017960916165,
          -9.00552153797547,
          -8.946935813829198,
          -8.907566720480396,
          -8.892570566044977,
          -8.904430568063665,
          -8.942702013212074,
          -9.004052394437817,
          -9.08259286920402,
          -9.170467710186712,
          -9.258642132480327,
          -9.337808682093726,
          -9.399320334963045,
          -9.436055817178893,
          -9.443129679080995,
          -9.41837560533151,
          -9.362554667643277,
          -9.279268327185962,
          -9.174586073387822,
          -9.056426552320437,
          -8.93375592299309,
          -8.815685446827812,
          -8.71056011968187,
          -8.625130532698101,
          -8.563891109866752,
          -8.528650398581314,
          -8.518375030238275,
          -8.52932083416358,
          -8.555435296227568,
          -8.58898811852279,
          -8.62136385931204,
          -8.643934811273358,
          -8.648924972152425,
          -8.630177843928704,
          -8.583751578914814,
          -8.508283472235458,
          -8.405089995544424,
          -8.277995923191725,
          -8.132913767673143,
          -7.977219865472599,
          -7.818993483913637,
          -7.6661982600549265,
          -7.5258898994651595,
          -7.403530000153812,
          -7.302473673803381,
          -7.223679696894406,
          -7.165668302121024,
          -7.124725934214254,
          -7.095331047720928,
          -7.070752921236803,
          -7.043758736180549,
          -7.0073544530214,
          -6.955483188529431,
          -6.883610889653048,
          -6.789142320149183,
          -6.671629201558695,
          -6.532754699683162,
          -6.376101912555155,
          -6.206736119327318,
          -6.030649009778219,
          -5.8541260818273155,
          -5.683104639672081,
          -5.5225888553639155,
          -5.376180453688488,
          -5.245769754103143,
          -5.131413669126738,
          -5.031406850288621,
          -4.942531717418583,
          -4.860454781266404,
          -4.78022236688246,
          -4.696799979495345,
          -4.605596918104423,
          -4.502921434695059,
          -4.38632117227304,
          -4.254777599750853,
          -4.108740041175119,
          -3.950002745961099,
          -3.781445288122997,
          -3.606670604071082,
          -3.429584729554558,
          -3.253966838260449,
          -3.083077182558354,
          -2.919344282010809,
          -2.764162066832041,
          -2.617813997637023,
          -2.479526091395821,
          -2.347636041777502,
          -2.219852897728957,
          -2.093572450166638,
          -1.9662085389740678,
          -1.835500369024228,
          -1.6997604857572277,
          -1.5580366387902955,
          -1.4101722348579426,
          -1.2567630143619644,
          -1.0990204034206001,
          -0.938563165556305,
          -0.7771671980930266,
          -0.616507656142077,
          -0.45792758879737766,
          -0.3022630113672183,
          -0.14974639961629807,
          -2.195811063862354e-15,
          0,
          0.14579177854835174,
          0.2916656211683329,
          0.4390206704580062,
          0.5890413819493094,
          0.7424869501827009,
          0.8995377924687913,
          1.0597216766370832,
          1.2219319367351082,
          1.3845383342209876,
          1.5455789504745212,
          1.703010549149414,
          1.8549865039379902,
          2.0001267319924625,
          2.13774375872939,
          2.267993205071281,
          2.3919252338287422,
          2.511424918546926,
          2.6290428046201817,
          2.747730562664429,
          2.87050895577301,
          3.000104837854679,
          3.138599347789645,
          3.287130086904402,
          3.445685634573044,
          3.613021623491217,
          3.786714675455055,
          3.9633551694167473,
          4.138863773553742,
          4.308901750387412,
          4.469332991536998,
          4.616688031817294,
          4.748577953742602,
          4.864009565493499,
          4.963562315415305,
          5.049401253048396,
          5.125117559503307,
          5.195406930843687,
          5.265614365343636,
          5.341189635749659,
          5.4271091034007455,
          5.527325167528391,
          5.644303752147438,
          5.778702724367766,
          5.929230645644117,
          6.092707086809015,
          6.2643247378411475,
          6.438091917194786,
          6.607414157486994,
          6.76575750967219,
          6.907325891425625,
          7.027681456137409,
          7.124241102356106,
          7.196593610749578,
          7.246599436244844,
          7.278257162907834,
          7.297344803910344,
          7.310867975070599,
          7.326367950476968,
          7.351158442303973,
          7.39156885890961,
          7.452272713409062,
          7.535772535611632,
          7.642097707873285,
          7.768750539642489,
          7.9109107307593645,
          8.061881725295514,
          8.213737096291494,
          8.358103702487911,
          8.487003217604094,
          8.593666421549113,
          8.673236222035776,
          8.723285695080701,
          8.744095528804142,
          8.738659337152725,
          8.71241294328768,
          8.672712083986353,
          8.62810911985303,
          8.587500517044075,
          8.559230850390781,
          8.550244350137348,
          8.565370953284354,
          8.606820769334687,
          8.673940109288736,
          8.76325584590442,
          8.868805559583553,
          8.982721685803465,
          9.096011734484856,
          9.199456312510076,
          9.28453427327,
          9.344281155595157,
          9.373993521362333,
          9.371707226659275,
          9.338400505589965,
          9.277900677623215,
          9.196503446901401,
          9.102343048047011,
          9.004576896239175,
          8.912467306031816,
          8.834453308883113,
          8.777306549659759,
          8.745456585287966,
          8.740553542925579,
          8.761311816092737,
          8.803649790475866,
          8.861110451161446,
          8.92551922682001,
          8.987811492316622,
          9.03894521785106,
          9.070806027800554,
          9.077013219075702,
          9.0535459062054,
          8.999127267099244,
          8.91532988041923,
          8.806393765447108,
          8.678777996376715,
          8.540493657481887,
          8.400287692002983,
          8.266761682278297,
          8.147515359140396,
          8.048401164741863,
          7.972963932131317,
          7.922120047125887,
          7.894105427729395,
          7.8846939267017975,
          7.887660217256388,
          7.89543669183849,
          7.899894875832462,
          7.893170218462394,
          7.868445969949684,
          7.820617391704728,
          7.746771076182801,
          7.646434157497413,
          7.521572505849369,
          7.3763430366119405,
          7.2166303075889795,
          7.0494190515639,
          6.8820700355466595,
          6.721575126101449,
          6.5738679277529215,
          6.443258952718622,
          6.332049901924938,
          6.240361927537002,
          6.166189870662074,
          6.105670878202239,
          6.05353397900059,
          6.003679383619076,
          5.94982423739146,
          5.886146428477215,
          5.807860203506496,
          5.71166636736484,
          5.596034616680985,
          5.461294371173768,
          5.30953122694802,
          5.144306608586087,
          4.97023617824798,
          4.792476224175506,
          4.616175261706761,
          4.44594974247497,
          4.285438088780423,
          4.136976941267421,
          4.001428812968835,
          3.8781730044296903,
          3.765253616413234,
          3.659661782059138,
          3.5577156148573277,
          3.4554922287030325,
          3.3492623942955997,
          3.2358801991037454,
          3.1130870948943508,
          2.9797009960918395,
          2.8356752326691774,
          2.682027479434894,
          2.5206535099653866,
          2.354053104126658,
          2.185004319383009,
          2.016226711261779,
          1.8500735912947344,
          1.6882882459689803,
          1.5318499472341154,
          1.380923742326199,
          1.2349148903703775,
          1.092616005098522,
          0.9524239868026,
          0.8125959555675843,
          0.6715095130625073,
          0.527893152739988,
          0.3809973693307808,
          0.23068534190676004,
          0.07743290911159798,
          -0.07776044501848345,
          -0.23353621535161667,
          -0.38839385298115225,
          -0.5409299648405739,
          -0.6900665876524478,
          -0.8352366088260759,
          -0.9764997296492984,
          -1.114571153324776,
          -1.250756366942038,
          -1.3867976053302093,
          -1.5246493290247691,
          -1.6662098512676624,
          -1.8130428592421008,
          -1.9661251104855113,
          -2.125654643569836,
          -2.290947553831402,
          -2.4604414083320605,
          -2.6318108251960055,
          -2.802187070418755,
          -2.9684603480106864,
          -3.127632375544645,
          -3.2771792376916373,
          -3.4153814105238207,
          -3.541579761939308,
          -3.656323197220507,
          -3.7613847918647814,
          -3.8596375750108143,
          -3.9547970364095915,
          -4.051053139986215,
          -4.152628320909176,
          -4.2633079825071825,
          -4.385995126016262,
          -4.522340195157828,
          -4.672490875298995,
          -4.834994980687938,
          -5.006873828178215,
          -5.183865262826379,
          -5.360816726018124,
          -5.532191511525335,
          -5.69263759730606,
          -5.837559795777581,
          -5.963633536075754,
          -6.069202825846568,
          -6.154515563926884,
          -6.2217654077231295,
          -6.274929242698208,
          -6.319410903132361,
          -6.361522858772573,
          -6.407855819955188,
          -6.464599585666581,
          -6.536885405403384,
          -6.628219745385073,
          -6.7400715105529905,
          -6.871660142604784,
          -7.019972000567549,
          -7.1800090491257915,
          -7.345249546717692,
          -7.508277704998397,
          -7.661520625642583,
          -7.798018265819549,
          -7.912147184411138,
          -8.000222045602365,
          -8.060910113602144,
          -8.095412217677076,
          -8.107387100793405,
          -8.102622312429544,
          -8.088481158206939,
          -8.073178916438085,
          -8.064960054710063,
          -8.071259517109887,
          -8.097934020735782,
          -8.14864328617275,
          -8.224446743243673,
          -8.323659895094398,
          -8.441988330283841,
          -8.572929012441254,
          -8.7084008729647,
          -8.839542757581702,
          -8.95759895525942,
          -9.054802773310294,
          -9.125167999081642,
          -9.165106748177712,
          -9.173809319928653,
          -9.153345556122959,
          -9.10847540924351,
          -9.046186086594735,
          -8.975001194050273,
          -8.904130854013609,
          -8.842548364762242,
          -8.798086859732841,
          -8.776647765650132,
          -8.781601782621012,
          -8.81344372644753,
          -8.869736854427275,
          -8.945352871418796,
          -9.032983701762735,
          -9.123873409411662,
          -9.208696203095595,
          -9.278491584837077,
          -9.325561917907578,
          -9.344241595139838,
          -9.331460171713564,
          -9.287042923070297,
          -9.213719119484526,
          -9.116838107897717,
          -9.003822993139025,
          -8.883418267220982,
          -8.76480843333361,
          -8.656697410275285,
          -8.566442011769047,
          -8.499326758696968,
          -8.458052371199363,
          -8.442488083292256,
          -8.449710749135631,
          -8.474324389058173,
          -8.509025379223443,
          -8.545353833867107,
          -8.574553363131745,
          -8.588451143917286,
          -8.580269094040322,
          -8.545284922121885,
          -8.481278025319817,
          -8.388717873199768,
          -8.270679247749442,
          -8.1324967114961,
          -7.981197052445459,
          -7.824770512242707,
          -7.67135712784345,
          -7.528431996141329,
          -7.40207204695413,
          -7.296377234422684,
          -7.213102054581632,
          -7.151530835729845,
          -7.108604735211806,
          -7.0792824984359415,
          -7.057093476104923,
          -7.0348225518153,
          -7.005254371542597,
          -6.961899738258088,
          -6.899630561562766,
          -6.815160809609756,
          -6.70732819732732,
          -6.57715293275911,
          -6.4276733910631325,
          -6.263581593462705,
          -6.090701444133393,
          -5.915367787837457,
          -5.743773027582869,
          -5.581349527574709,
          -5.4322503413724235,
          -5.298978725752693,
          -5.182199864117125,
          -5.080748158502188,
          -4.9918225611670435,
          -4.911342944000845,
          -4.834424478466447,
          -4.755916032119511,
          -4.670943707613168,
          -4.575402203091091,
          -4.4663443030302075,
          -4.3422315127191,
          -4.203025101693559,
          -4.050114751667309,
          -3.8860996113858968,
          -3.714451933789458,
          -3.539104997569991,
          -3.3640135517324783,
          -3.1927360073440223,
          -3.0280831053665733,
          -2.8718684909448937,
          -2.7247837175009595,
          -2.586405254104902,
          -2.455325828720184,
          -2.329388644426108,
          -2.2059921805911578,
          -2.082426581732281,
          -1.9562006877002898,
          -1.8253216503378402,
          -1.6884963334135743,
          -1.5452343300522602,
          -1.395845109166075,
          -1.2413349653127923,
          -1.0832215170037758,
          -0.9232930597048571,
          -0.7633460388591154,
          -0.6049356203198274,
          -0.44917167345737147,
          -0.2965858450846651,
          -0.14708566262601,
          -2.1603141717966455e-15,
          0,
          0.1446364198543256,
          0.29002249024045623,
          0.43746192117470095,
          0.5879247430762576,
          0.7418672814623656,
          0.8991232059301167,
          1.0588823651970514,
          1.2197627935062612,
          1.379969088488909,
          1.5375188239304252,
          1.6905092176151302,
          1.837390132820868,
          1.9772074763790148,
          2.1097835032562933,
          2.2358072495342682,
          2.3568185755450006,
          2.4750819495931045,
          2.593359668665885,
          2.714607080569401,
          2.8416229711503105,
          2.976695270217939,
          3.1212846628870468,
          3.2757861342862498,
          3.439401064849785,
          3.6101409426497417,
          3.784969283216067,
          3.960072535194988,
          4.1312353913588975,
          4.29428280760091,
          4.445541740609317,
          4.5822713391282495,
          4.703011717917692,
          4.8078085363649485,
          4.898282779522638,
          4.977531191409889,
          5.049861061753998,
          5.1203815471388205,
          5.19449036421878,
          5.2773076208757805,
          5.3731162073252445,
          5.484869551473632,
          5.61382231537148,
          5.759328155268065,
          5.918832063011227,
          6.088064719262898,
          6.261424809353714,
          6.4325146739174235,
          6.594777239558196,
          6.742169862038071,
          6.869804970233362,
          6.9744890014508,
          7.055100071096726,
          7.112760334949755,
          7.150779571639857,
          7.174370054397498,
          7.190156852258318,
          7.205529754065974,
          7.227900661937889,
          7.2639415958870215,
          7.318882069453646,
          7.395940010234707,
          7.495947942361698,
          7.617216992441973,
          7.755657325973153,
          7.9051473046354515,
          8.058117699968847,
          8.206294432417279,
          8.341525967970151,
          8.456611592215248,
          8.546045434348688,
          8.606598588963692,
          8.637677317423153,
          8.641417577254558,
          8.622502789605832,
          8.587720089207254,
          8.545297382292208,
          8.504086539875079,
          8.472674548363551,
          8.458512653432738,
          8.467152539276713,
          8.501668406629992,
          8.56232542721282,
          8.646530297484857,
          8.749071003219306,
          8.862623367895688,
          8.978474536189863,
          9.087391081096875,
          9.180544263091498,
          9.250398711132348,
          9.291474122917883,
          9.300902191188573,
          9.278721588559659,
          9.22788038712274,
          9.153945035302602,
          9.064544910567484,
          8.968608438813046,
          8.875468043361836,
          8.793924567979078,
          8.73136593161575,
          8.693029196307105,
          8.681480541930783,
          8.69636535972153,
          8.734453099125318,
          8.789971470529096,
          8.855195207576813,
          8.921228842152718,
          8.978903472819574,
          9.019696287804416,
          9.036579752834369,
          9.024715038347354,
          8.981920604736798,
          8.908870163015118,
          8.80900204913229,
          8.688151509200015,
          8.553945455784717,
          8.41502305276046,
          8.280162609261438,
          8.157404010295018,
          8.053255458689948,
          7.972063782599482,
          7.915610041558689,
          7.882968524542096,
          7.87063997090037,
          7.87294180291055,
          7.882612229932345,
          7.891563910500518,
          7.891708558868466,
          7.875767838200135,
          7.8379886033740025,
          7.774691637383071,
          7.684601201026184,
          7.568926002722654,
          7.43118810921413,
          7.276822138701377,
          7.112590137536917,
          6.945875501626035,
          6.783930394957452,
          6.633154316253541,
          6.498476587203252,
          6.382903244651213,
          6.287270539159192,
          6.210224997606405,
          6.148426198025221,
          6.096945547340671,
          6.049814813006976,
          6.000663906106847,
          5.9433798169099,
          5.8727183037868445,
          5.784806788294375,
          5.677490016059014,
          5.550487866051727,
          5.405355227020945,
          5.245254865725561,
          5.0745734480515425,
          4.898426345938315,
          4.72210702754714,
          4.550540750417672,
          4.387799717099737,
          4.236728273680675,
          4.098713234801079,
          3.9736176078397767,
          3.8598777837653433,
          3.754746681694507,
          3.654650273540299,
          3.5556139407610248,
          3.453709300939635,
          3.345471962639522,
          3.2282459609779655,
          3.100420628926181,
          2.961539102709577,
          2.812272926851632,
          2.654272538798033,
          2.4899170420646466,
          2.321997126260219,
          2.153371169943825,
          1.9866358928027201,
          1.823849402746388,
          1.666336665867716,
          1.5145963509337026,
          1.368315057123861,
          1.2264817019807857,
          1.0875829029520567,
          0.9498509228282197,
          0.8115302147800267,
          0.6711273825581423,
          0.5276125274131113,
          0.38054702236228244,
          0.23012280976089697,
          0.07711008398151181,
          -0.07727777239691755,
          -0.23158237019518338,
          -0.38433379687113145,
          -0.5342869784188559,
          -0.6806280399431583,
          -0.823121540155123,
          -0.9621769703939421,
          -1.0988232706147492,
          -1.2345920558326628,
          -1.3713222962044136,
          -1.5109098535692684,
          -1.6550331997609276,
          -1.8048907950065995,
          -1.9609853981027365,
          -2.1229859423003057,
          -2.289689005196056,
          -2.459090278650089,
          -2.6285631402269667,
          -2.7951280070285565,
          -2.955784233013544,
          -3.1078673699174706,
          -3.2493898117531823,
          -3.379322886543197,
          -3.4977834977875997,
          -3.6060980217004612,
          -3.7067293585088095,
          -3.8030683958166054,
          -3.899106956002142,
          -3.999023752901557,
          -4.106726264810655,
          -4.225398332822959,
          -4.357104778257742,
          -4.502500052318337,
          -4.660678180808769,
          -4.829186969002551,
          -5.004212047400931,
          -5.180917716877469,
          -5.353913730849183,
          -5.517802139347337,
          -5.667747864950516,
          -5.8000120755973255,
          -5.912389344471728,
          -6.00449802077993,
          -6.077887439558964,
          -6.135944184203868,
          -6.183600678397635,
          -6.226870703198921,
          -6.272255706732467,
          -6.326080861953969,
          -6.393828999194869,
          -6.479542661364135,
          -6.585359202700713,
          -6.711231472042386,
          -6.854868350527379,
          -7.011907069854374,
          -7.176305112749877,
          -7.340916120722407,
          -7.498194103987137,
          -7.640955565041059,
          -7.763121572759173,
          -7.860362295083612,
          -7.930575115455389,
          -7.9741434599302226,
          -7.993945293254225,
          -7.9951057066732965,
          -7.984514503512418,
          -7.97015442886517,
          -7.960306067986679,
          -7.962709256315571,
          -7.983766563292746,
          -8.027871322489492,
          -8.096930986552612,
          -8.190137395409847,
          -8.304010765992734,
          -8.43271635369977,
          -8.56862466141822,
          -8.703060695428096,
          -8.827167751272661,
          -8.93279868610371,
          -9.013343966114872,
          -9.064411427563742,
          -9.084287151466365,
          -9.074128699507945,
          -9.037868988610265,
          -8.981838537289555,
          -8.914142672282331,
          -8.843855556767714,
          -8.780111964342757,
          -8.73118857792624,
          -8.703668082592872,
          -8.701771252855915,
          -8.726925403029258,
          -8.777613677777302,
          -8.849521147305744,
          -8.935963459965103,
          -9.028554997980272,
          -9.118049043248185,
          -9.195264905915312,
          -9.252008106394394,
          -9.281890442962485,
          -9.280967042671524,
          -9.248126221320664,
          -9.18519323540774,
          -9.096738191572946,
          -8.98960848348842,
          -8.872234060677021,
          -8.753776738647437,
          -8.643210302651497,
          -8.548424772987925,
          -8.475445249038447,
          -8.427843581732596,
          -8.406401037588124,
          -8.4090542187369,
          -8.431127486140177,
          -8.465825995929443,
          -8.504937192308773,
          -8.53966787836944,
          -8.561530890297822,
          -8.563191209494374,
          -8.539186410426625,
          -8.486450051060414,
          -8.404587472313745,
          -8.295879264461414,
          -8.165015676482419,
          -8.018592582558991,
          -7.864423474484388,
          -7.710739908430881,
          -7.565363126917815,
          -7.434931245001878,
          -7.32425938205633,
          -7.235895284778272,
          -7.169911970611921,
          -7.123953988325049,
          -7.093527681596789,
          -7.072501082201219,
          -7.053758287871089,
          -7.029938476455974,
          -6.994182486412574,
          -6.940810764035711,
          -6.865865195559432,
          -6.767462847962196,
          -6.645930186962468,
          -6.503709681411005,
          -6.345054348106983,
          -6.175547265915554,
          -6.001500197295933,
          -5.829296508212639,
          -5.664747556937337,
          -5.512528379526378,
          -5.3757483646875,
          -5.255696919692928,
          -5.1517846784031365,
          -5.061679745466148,
          -4.981618079586098,
          -4.906849539134421,
          -4.832168137457297,
          -4.752467937223357,
          -4.663265346783315,
          -4.561134251400159,
          -4.444011623057874,
          -4.311346631486668,
          -4.164084038545715,
          -4.004490800683719,
          -3.8358513455225425,
          -3.662070174379101,
          -3.4872289353828987,
          -3.3151481282451942,
          -3.14900098486996,
          -2.991019291634609,
          -2.8423190117793675,
          -2.7028589942582433,
          -2.571530540522932,
          -2.4463609230394767,
          -2.3248017451409155,
          -2.2040646120699976,
          -2.0814627922730584,
          -1.9547186786390225,
          -1.822202630660128,
          -1.6830783809145435,
          -1.5373423887631332,
          -1.3857578131266344,
          -1.2296965535854694,
          -1.0709135682212447,
          -0.9112851797372317,
          -0.7525464999953281,
          -0.596062109363296,
          -0.442658925753408,
          -0.2925414951331808,
          -0.14529884912130178,
          -2.1383296365364212e-15,
          0,
          0.14446950851574503,
          0.29031907082151825,
          0.4386938745297208,
          0.5903020387826006,
          0.7452735559361011,
          0.9031010007749078,
          1.0626720630787707,
          1.2223919783771888,
          1.3803820174911907,
          1.5347298333263235,
          1.6837599656973643,
          1.826289151884669,
          1.961831808886829,
          2.090726147512903,
          2.214160323127183,
          2.3340898222345197,
          2.4530505633795445,
          2.573885381966143,
          2.699413072795137,
          2.8320775453181133,
          2.973618804099088,
          3.124806771881155,
          3.2852733519849453,
          3.453468084521558,
          3.626749322743801,
          3.8016075014358592,
          3.9740015134649616,
          4.1397752511402155,
          4.295110671296085,
          4.436967646072566,
          4.5634602165950024,
          4.674123928624295,
          4.77003931127905,
          4.853791262236792,
          4.929261609436803,
          5.0012705557630355,
          5.075100047819165,
          5.155946377241104,
          5.248358844656276,
          5.355724894941487,
          5.479859195920603,
          5.620744813067595,
          5.776459768277654,
          5.943303329976978,
          6.116115317226665,
          6.288760745438863,
          6.454733572321098,
          6.607819191780285,
          6.742747308384525,
          6.855765921506227,
          6.945073627350195,
          7.011060789833637,
          7.056329069094366,
          7.085481432714439,
          7.104698776996216,
          7.121142127546067,
          7.142238617415205,
          7.174922942218342,
          7.224912219965092,
          7.29609033849981,
          7.390067997841223,
          7.505967642816136,
          7.6404599983354435,
          7.788053236510872,
          7.941609566854137,
          8.093039992899168,
          8.234108676182293,
          8.357265884919721,
          8.456424283924855,
          8.527597901936982,
          8.56933613446383,
          8.582905357166544,
          8.572196120989375,
          8.543361894559991,
          8.504223030194805,
          8.463494173975766,
          8.429912135262784,
          8.411352267986356,
          8.414023475711986,
          8.44182473897972,
          8.495930243148887,
          8.57464732439083,
          8.673563860389677,
          8.785972228233128,
          8.903528569789872,
          9.017081782082709,
          9.117588920541136,
          9.197024430803634,
          9.249190807522751,
          9.270347939758837,
          9.259596584783381,
          9.218976273467819,
          9.153266952584772,
          9.06951383912335,
          8.976323198520744,
          8.883000155844337,
          8.798615795306565,
          8.731098034010998,
          8.686438324616736,
          8.668094399489418,
          8.676649237332398,
          8.70976027734752,
          8.762403319767907,
          8.827385578499884,
          8.896075068574694,
          8.959271710158239,
          9.008131430827309,
          9.035049566424286,
          9.034414470693303,
          9.003155927337207,
          8.9410342647645,
          8.850642775091515,
          8.737125362812879,
          8.607640269156171,
          8.47062627072887,
          8.334947338463147,
          8.209003401914469,
          8.099897464327958,
          8.012742668796752,
          7.9501777939481695,
          7.912137695269013,
          7.89589873220889,
          7.896391001130066,
          7.906742150746897,
          7.918994457242334,
          7.9249200090035465,
          7.916849948039376,
          7.888433548713355,
          7.835251381941313,
          7.755222919193005,
          7.648770902330776,
          7.518730286247954,
          7.370015865461876,
          7.20908709225071,
          7.0432685921531215,
          6.879998489321079,
          6.726082573848756,
          6.587030102800736,
          6.466537012061881,
          6.366165717419651,
          6.285249356415971,
          6.221024582872953,
          6.168973396932276,
          6.1233334368678864,
          6.0777198170666145,
          6.025791571996678,
          5.9618929627472115,
          5.881604444472419,
          5.782149325658215,
          5.66261872693721,
          5.523997486708462,
          5.368994958328577,
          5.2017049132434545,
          5.027135885082704,
          4.850665528611214,
          4.6774787569812615,
          4.512049071242259,
          4.357715832694341,
          4.216398150371308,
          4.088470022237164,
          3.9728032279850543,
          3.866966250565937,
          3.767551182910863,
          3.6705878738492133,
          3.5719967571372555,
          3.46802959091563,
          3.355650776733419,
          3.2328204647654126,
          3.098653172501208,
          2.9534406230474164,
          2.7985431892139503,
          2.6361689240944526,
          2.4690710532027063,
          2.3002027327439896,
          2.13237106370703,
          1.96793057512804,
          1.808550009779994,
          1.655076140582648,
          1.5075058043529086,
          1.3650639016104646,
          1.2263723866470464,
          1.0896847514913541,
          0.953153390599522,
          0.8150942937666157,
          0.6742150162922789,
          0.5297775472803169,
          0.3816767735117767,
          0.23042655342915375,
          0.07705755297953089,
          -0.0770575529795245,
          -0.2304265534291474,
          -0.38167677351176643,
          -0.5297775472803108,
          -0.6742150162922691,
          -0.8150942937666099,
          -0.9531533905995125,
          -1.0896847514913486,
          -1.2263723866470368,
          -1.3650639016104587,
          -1.5075058043528988,
          -1.6550761405826417,
          -1.8085500097799831,
          -1.9679305751280336,
          -2.132371063707019,
          -2.300202732743982,
          -2.4690710532026943,
          -2.6361689240944455,
          -2.798543189213939,
          -2.95344062304741,
          -3.098653172501198,
          -3.2328204647654077,
          -3.3556507767334107,
          -3.468029590915625,
          -3.5719967571372493,
          -3.6705878738492093,
          -3.7675511829108563,
          -3.8669662505659317,
          -3.972803227985047,
          -4.08847002223716,
          -4.216398150371298,
          -4.357715832694335,
          -4.512049071242248,
          -4.6774787569812535,
          -4.850665528611202,
          -5.027135885082697,
          -5.201704913243445,
          -5.368994958328571,
          -5.523997486708452,
          -5.662618726937205,
          -5.782149325658207,
          -5.8816044444724165,
          -5.961892962747207,
          -6.025791571996677,
          -6.07771981706661,
          -6.123333436867886,
          -6.168973396932271,
          -6.221024582872952,
          -6.2852493564159655,
          -6.366165717419648,
          -6.466537012061873,
          -6.587030102800731,
          -6.726082573848751,
          -6.879998489321074,
          -7.04326859215311,
          -7.2090870922507015,
          -7.3700158654618715,
          -7.518730286247947,
          -7.648770902330766,
          -7.755222919192997,
          -7.83525138194131,
          -7.888433548713351,
          -7.916849948039373,
          -7.9249200090035465,
          -7.918994457242334,
          -7.906742150746898,
          -7.896391001130066,
          -7.895898732208891,
          -7.912137695269012,
          -7.950177793948167,
          -8.012742668796747,
          -8.099897464327952,
          -8.209003401914458,
          -8.334947338463142,
          -8.470626270728866,
          -8.607640269156162,
          -8.73712536281287,
          -8.850642775091512,
          -8.941034264764495,
          -9.003155927337202,
          -9.034414470693301,
          -9.035049566424286,
          -9.00813143082731,
          -8.95927171015824,
          -8.8960750685747,
          -8.82738557849989,
          -8.762403319767909,
          -8.709760277347522,
          -8.676649237332398,
          -8.668094399489416,
          -8.686438324616736,
          -8.731098034010994,
          -8.79861579530656,
          -8.883000155844332,
          -8.97632319852074,
          -9.069513839123346,
          -9.153266952584765,
          -9.218976273467817,
          -9.259596584783381,
          -9.270347939758839,
          -9.249190807522755,
          -9.197024430803634,
          -9.117588920541142,
          -9.017081782082714,
          -8.903528569789877,
          -8.785972228233133,
          -8.673563860389683,
          -8.574647324390833,
          -8.495930243148893,
          -8.441824738979722,
          -8.414023475711986,
          -8.411352267986354,
          -8.429912135262782,
          -8.463494173975766,
          -8.5042230301948,
          -8.54336189455999,
          -8.572196120989375,
          -8.582905357166542,
          -8.56933613446383,
          -8.527597901936987,
          -8.456424283924862,
          -8.357265884919727,
          -8.234108676182297,
          -8.093039992899177,
          -7.941609566854146,
          -7.788053236510875,
          -7.640459998335451,
          -7.5059676428161435,
          -7.390067997841229,
          -7.296090338499812,
          -7.224912219965093,
          -7.174922942218344,
          -7.142238617415205,
          -7.121142127546069,
          -7.104698776996217,
          -7.085481432714439,
          -7.056329069094368,
          -7.0110607898336434,
          -6.945073627350197,
          -6.855765921506232,
          -6.7427473083845335,
          -6.6078191917802975,
          -6.454733572321105,
          -6.288760745438871,
          -6.1161153172266784,
          -5.943303329976993,
          -5.776459768277659,
          -5.620744813067602,
          -5.4798591959206115,
          -5.355724894941495,
          -5.24835884465628,
          -5.155946377241109,
          -5.07510004781917,
          -5.00127055576304,
          -4.9292616094368045,
          -4.853791262236795,
          -4.7700393112790564,
          -4.674123928624301,
          -4.563460216595007,
          -4.436967646072573,
          -4.295110671296094,
          -4.139775251140228,
          -3.974001513464966,
          -3.801607501435868,
          -3.6267493227438115,
          -3.4534680845215697,
          -3.285273351984951,
          -3.1248067718811616,
          -2.973618804099096,
          -2.832077545318123,
          -2.699413072795141,
          -2.5738853819661487,
          -2.4530505633795507,
          -2.334089822234528,
          -2.214160323127187,
          -2.090726147512908,
          -1.9618318088868365,
          -1.8262891518846789,
          -1.6837599656973685,
          -1.53472983332633,
          -1.3803820174911996,
          -1.2223919783772,
          -1.0626720630787754,
          -0.9031010007749145,
          -0.74527355593611,
          -0.5903020387826111,
          -0.4386938745297251,
          -0.29031907082152447,
          -0.14446950851575302,
          -2.1308854305163937e-15
         ],
         "z": [
          0,
          -0.09294157030174806,
          -0.17673769759073382,
          -0.2431428497081664,
          -0.2856227650478337,
          -0.2999974233705189,
          -0.28485235945800785,
          -0.2416778463763446,
          -0.1747222527264701,
          -0.0905740035169414,
          0.0024867203249029175,
          0.0953027510875766,
          0.1787409988388255,
          0.24459114673747373,
          0.2863735455476214,
          0.299976810600233,
          0.28406238171258,
          0.24019623740213467,
          0.17269480272690196,
          0.08820021340825761,
          -0.004973269787688974,
          -0.09765738363811302,
          -0.180732018824273,
          -0.24602263795203677,
          -0.287104649371378,
          -0.2999355864759611,
          -0.2832528860907792,
          -0.2386981245866246,
          -0.17065548689775817,
          -0.08582036307839537,
          0.007459477537980782,
          0.10000530616696426,
          0.18271062074443778,
          0.2474372249943406,
          0.2878160262850851,
          0.29987375383020554,
          0.28242392821291057,
          0.2371836108648872,
          0.16860444536007546,
          0.08343461604645613,
          -0.009945172748881358,
          -0.10234635734879018,
          -0.1846766686499345,
          -0.248834810668363,
          -0.2885076274101625,
          -0.2997913169114765,
          -0.28157556503652104,
          -0.2356528002988902,
          -0.16654181904055393,
          -0.08104313623669655,
          0.012430184628707312,
          0.10468037633037065,
          0.1866300274539511,
          0.25021529894623223,
          0.2891794052268158,
          0.29968828138400033,
          0.2807078548524993,
          0.23410579807036336,
          0.16446774966188968,
          0.07864608796727711,
          -0.01491434243273121,
          -0.10700720274167555,
          -0.18857056294155222,
          -0.2515785949748469,
          -0.28983131357731184,
          -0.29956465432732976,
          -0.2798208572810556,
          -0.23254271047355285,
          -0.16238237973302125,
          -0.07624363593896043,
          0.017397475474904982,
          0.10932667670686683,
          0.19049814177888136,
          0.252924605082371,
          0.2904633076691397,
          0.2994204442358584,
          0.2789146332676412,
          0.23096364490793836,
          0.16028585253935587,
          0.0738359452238066,
          -0.01987941313959384,
          -0.111638638855299,
          -0.1924126315223393,
          -0.254253236784691,
          -0.2910753440780987,
          -0.29925566101823603,
          -0.27798924507874534,
          -0.2293687098708326,
          -0.15817831213290254,
          -0.07142318125381943,
          0.02235998489329599,
          0.11394293033245434,
          0.1943139006276669,
          0.25556439879175136,
          0.29166738075127213,
          0.29907031599668915,
          0.27704475629763203,
          0.22775801494994835,
          0.15605990332239889,
          0.06900550980959107,
          -0.024839020296360367,
          -0.11623939281087457,
          -0.19620181845900198,
          -0.2568580010138448,
          -0.2922393770099268,
          -0.29886442190624096,
          -0.2760812318199556,
          -0.22613167081584312,
          -0.15393077166333596,
          -0.06658309700889761,
          0.027316349014704224,
          0.11852786850102243,
          0.19807625529783754,
          0.25813395456778576,
          0.29279129355229755,
          0.29863799289383886,
          0.27509873784931643,
          0.22448978921434234,
          0.15179106344798263,
          0.06415610929530156,
          -0.029791800831501854,
          -0.12080820016214065,
          -0.1999370823519542,
          -0.25939217178303525,
          -0.29332309245629806,
          -0.2983910445173797,
          -0.2740973418927009,
          -0.22283248295883837,
          -0.14964092569530735,
          -0.061724713426699385,
          0.03226520565889473,
          0.12308023111303357,
          0.2017841717642436,
          0.26063256620770153,
          0.2938347371821174,
          0.29812359374464464,
          0.27307711275585134,
          0.22115986592256084,
          0.14748050614090574,
          0.059289076463876385,
          -0.034736393549674616,
          -0.1253438052428592,
          -0.20361739662152467,
          -0.2618550526145102,
          -0.29432619257473736,
          -0.2978356589521273,
          -0.27203812053853044,
          -0.2194720530307234,
          -0.14530995322681797,
          -0.05684936575901653,
          0.037205194708950055,
          0.12759876702183465,
          0.20543663096323117,
          0.2630595470066273,
          0.2947974248663432,
          0.29752725992377854,
          0.27098043662971416,
          0.2177691602526585,
          0.1431294160913617,
          0.0544057489442201,
          -0.03967143950583232,
          -0.12984496151193198,
          -0.2072417497900991,
          -0.2642459666234612,
          -0.2952484016786478,
          -0.2971984178496401,
          -0.2699041337026732,
          -0.21605130459382774,
          -0.14093904455885267,
          -0.05195839391996334,
          0.04213495848506892,
          0.1320822343775221,
          0.20903262907272266,
          0.26541422994632186,
          0.29567909202511267,
          0.29684915532439393,
          0.26880928570999857,
          0.21431860408779393,
          0.1387389891293422,
          0.04950746884358622,
          -0.044595582378708955,
          -0.13431043189597944,
          -0.2108091457601074,
          -0.2665642567040477,
          -0.2960894663130807,
          -0.2964794963458062,
          -0.2676959678784977,
          -0.21257117778810253,
          -0.13652940096824656,
          -0.04705314211771451,
          0.047053142117711035,
          0.13652940096824154,
          0.21257117778809856,
          0.26769596787849614,
          0.296479496345805,
          0.29608946631308125,
          0.2665642567040503,
          0.21080914576011142,
          0.1343104318959845,
          0.04459558237871244,
          -0.04950746884357853,
          -0.13873898912933907,
          -0.21431860408778997,
          -0.268809285709996,
          -0.2968491553243931,
          -0.2956790920251133,
          -0.2654142299463245,
          -0.2090326290727252,
          -0.13208223437752525,
          -0.04213495848507242,
          0.05195839391995566,
          0.14093904455885142,
          0.2160513045938223,
          0.26990413370267075,
          0.29719841784963896,
          0.2952484016786488,
          0.2642459666234639,
          0.20724174979010165,
          0.12984496151193706,
          0.03967143950583582,
          -0.05440574894421453,
          -0.14312941609135862,
          -0.2177691602526531,
          -0.2709804366297126,
          -0.29752725992377754,
          -0.29479742486634347,
          -0.2630595470066311,
          -0.2054366309632353,
          -0.12759876702183975,
          -0.03720519470895567,
          0.05684936575901098,
          0.1453099532268149,
          0.21947205303071954,
          0.27203812053852894,
          0.2978356589521269,
          0.2943261925747381,
          0.261855052614514,
          0.2036173966215257,
          0.12534380524286629,
          0.034736393549680236,
          -0.059289076463868745,
          -0.1474805061409008,
          -0.22115986592255701,
          -0.2730771127558499,
          -0.298123593744644,
          -0.29383473718211894,
          -0.2606325662077043,
          -0.2017841717642462,
          -0.12308023111304069,
          -0.03226520565890248,
          0.06172471342669593,
          0.14964092569530243,
          0.222832482958836,
          0.27409734189269863,
          0.29839104451737974,
          0.29332309245629923,
          0.259392171783037,
          0.19993708235196003,
          0.12080820016214779,
          0.02979180083150536,
          -0.06415610929529394,
          -0.1517910634479759,
          -0.2244897892143386,
          -0.27509873784931593,
          -0.2986379928938383,
          -0.29279129355229877,
          -0.25813395456779087,
          -0.19807625529784179,
          -0.11852786850102763,
          -0.02731634901471198,
          0.06658309700889002,
          0.15393077166333294,
          0.2261316708158408,
          0.2760812318199526,
          0.2988644219062403,
          0.29223937700992714,
          0.2568580010138477,
          0.19620181845900622,
          0.11623939281088373,
          0.024839020296366008,
          -0.0690055098095866,
          -0.15605990332239494,
          -0.2277580149499426,
          -0.27704475629763065,
          -0.29907031599668893,
          -0.2916673807512737,
          -0.25556439879175435,
          -0.19431390062766798,
          -0.11394293033245957,
          -0.02235998489330057,
          0.07142318125381496,
          0.15817831213289865,
          0.2293687098708303,
          0.277989245078744,
          0.2992556610182355,
          0.2910753440780993,
          0.2542532367846923,
          0.19241263152234447,
          0.11163863885530424,
          0.01987941313959523,
          -0.0738359452238011,
          -0.1602858525393511,
          -0.23096364490793542,
          -0.2789146332676395,
          -0.2994204442358582,
          -0.2904633076691405,
          -0.2529246050823752,
          -0.19049814177888408,
          -0.1093266767068691,
          -0.0173974754749117,
          0.07624363593895392,
          0.16238237973302008,
          0.23254271047354924,
          0.27982085728105355,
          0.2995646543273294,
          0.28983131357731196,
          0.2515785949748494,
          0.18857056294155577,
          0.10700720274168284,
          0.014914342432734734,
          -0.07864608796727371,
          -0.16446774966188404,
          -0.23410579807035917,
          -0.2807078548524969,
          -0.2996882813840002,
          -0.2891794052268173,
          -0.25021529894623534,
          -0.18663002745395804,
          -0.10468037633037497,
          -0.012430184628711902,
          0.08104313623668852,
          0.16654181904054743,
          0.23565280029888833,
          0.2815755650365202,
          0.29979131691147626,
          0.2885076274101642,
          0.2488348106683638,
          0.18467666864993854,
          0.102346357348795,
          0.00994517274889021,
          -0.08343461604645172,
          -0.16860444536007207,
          -0.23718361086488504,
          -0.28242392821290796,
          -0.2998737538302055,
          -0.28781602628508585,
          -0.2474372249943444,
          -0.1827106207444427,
          -0.10000530616696608,
          -0.007459477537986439,
          0.08582036307839046,
          0.17065548689775392,
          0.2386981245866218,
          0.28325288609077787,
          0.29993558647596097,
          0.28710464937138025,
          0.24602263795203852,
          0.18073201882427517,
          0.09765738363811913,
          0.004973269787695166,
          -0.088200213408256,
          -0.17269480272689733,
          -0.2401962374021316,
          -0.28406238171257847,
          -0.29997681060023296,
          -0.2863735455476227,
          -0.24459114673747595,
          -0.17874099883883177,
          -0.09530275108757957,
          -0.002486720324905646,
          0.090574003516935,
          0.17472225272646497,
          0.24167784637634354,
          0.28485235945800613,
          0.2999974233705189,
          0.2856227650478352,
          0.2431428497081691,
          0.17673769759073726,
          0.09294157030175175,
          3.527725558308294e-15,
          0.15047930814771696,
          0.06288362120477602,
          -0.00974673502879384,
          -0.06026493936443061,
          -0.08370000457479713,
          -0.07774592213554936,
          -0.042988573277924096,
          0.017151921677105907,
          0.09675774288224483,
          0.18799568395898988,
          0.28188793887275343,
          0.36919551732171757,
          0.44132736063649536,
          0.4911857012594798,
          0.5138644824993753,
          0.507132114113463,
          0.4716510606072855,
          0.4109126547807948,
          0.3308935508627577,
          0.2394676222172536,
          0.14563117284045662,
          0.058617701773853455,
          -0.013010672455843855,
          -0.06220572360834594,
          -0.08412666262269264,
          -0.07661647086996445,
          -0.04041415061219024,
          0.020917992760562176,
          0.10134488129291735,
          0.19295251564767543,
          0.28672671200154354,
          0.37344009700546504,
          0.4445600805770649,
          0.49308846207575757,
          0.5142500526806856,
          0.5059625535850992,
          0.469041454030798,
          0.4071197872325868,
          0.326290640203303,
          0.23450759448376293,
          0.14080209436138824,
          0.054394753481605364,
          -0.01621195279031359,
          -0.06407033025862471,
          -0.08447111844495818,
          -0.07540688143912012,
          -0.03776953943055823,
          0.024737396166258585,
          0.10596324793597033,
          0.19791539862333626,
          0.29154576402575494,
          0.37764112374817826,
          0.4477297013460248,
          0.4949147864432414,
          0.5145533704764073,
          0.5047130183624522,
          0.4663620199547922,
          0.4032741103999399,
          0.32165713490381276,
          0.22954219726474945,
          0.1359933999082517,
          0.05021593694023708,
          -0.019349696209676425,
          -0.06585824685688733,
          -0.0847332773732237,
          -0.07411748628001602,
          -0.035055466563623135,
          0.028609082190076882,
          0.11061157352456297,
          0.20288296891413188,
          0.29634377050326605,
          0.38179744296245105,
          0.4508353518219922,
          0.49666417242484767,
          0.5147743525243226,
          0.5033838518610056,
          0.4636134947803974,
          0.399376681207817,
          0.31699430841175424,
          0.22457279522305423,
          0.13120641107654957,
          0.04608240063302353,
          -0.02242304035355009,
          -0.0675689820218333,
          -0.08491306735715093,
          -0.0727486397630241,
          -0.03227267793245153,
          0.0325319867588285,
          0.11528858053809855,
          0.2078538612599844,
          0.30111941277599696,
          0.38590791234805044,
          0.4538761784648349,
          0.4983361392288204,
          0.5149129380909234,
          0.5019754193816723,
          0.4607966338973676,
          0.39542857080452243,
          0.3123034422330724,
          0.2196007541221857,
          0.1264424434963339,
          0.041995280598667944,
          -0.025431140560696282,
          -0.06920206558428695,
          -0.08501043898423612,
          -0.07130071809449841,
          -0.029421938343579868,
          0.03650503172269504,
          0.11999298357333545,
          0.21282670948779905,
          0.30587137833232436,
          0.38997140220586324,
          0.4568513455502474,
          0.4999302273408697,
          0.514969089088105,
          0.5004881080103971,
          0.45791221147646954,
          0.3914308642673036,
          0.30758582557998704,
          0.21462744045095347,
          0.12170280647061363,
          0.03795570011907095,
          -0.028373170101169645,
          -0.07075704871641875,
          -0.0850253654933884,
          -0.0697741192133758,
          -0.026504031278814347,
          0.040527125151550415,
          0.12472348969765823,
          0.21780014688693836,
          0.3105983611678065,
          0.39398679574837736,
          0.45976003539944643,
          0.5014459986504654,
          0.5149427900836313,
          0.49892232651177054,
          0.4549610202567188,
          0.3873846603041486,
          0.30284275501667307,
          0.20965422104791634,
          0.11698880261552616,
          0.033964769410626934,
          -0.031248320403525747,
          -0.07223350405509796,
          -0.08495784278228816,
          -0.06816926268181639,
          -0.023519758679908725,
          0.044597161635042376,
          0.1294787988044177,
          0.2227728065848435,
          0.31529906214412007,
          0.3979529894066065,
          0.4626014486038872,
          0.5028830365712418,
          0.5148340483053782,
          0.4972785052166871,
          0.4519438713275057,
          0.38329107095180737,
          0.2980755341029215,
          0.20468246272572005,
          0.11230172750232523,
          0.03002358531908419,
          -0.03405580127704873,
          -0.07363102581934766,
          -0.08480788940851058,
          -0.066486589569883,
          -0.020469940728159337,
          0.048714022586424786,
          0.13425760397024922,
          0.22774332192268953,
          0.3199721893461003,
          0.4018688931333959,
          0.4653748042449747,
          0.5042409461554896,
          0.5146428936393466,
          0.4955570959040774,
          0.44886159390567704,
          0.37915122127017714,
          0.2932854730358738,
          0.19971353189546032,
          0.10764286930131517,
          0.02613323101810564,
          -0.03679484112891988,
          -0.07494922992186492,
          -0.08457554658442766,
          -0.06472656233432868,
          -0.01735541561899215,
          0.052876576549957977,
          0.13905859181425612,
          0.2327103268309979,
          0.32461645843681103,
          0.4057334307030008,
          0.4680793401086844,
          0.5055193542027033,
          0.5143693786214473,
          0.49375857167674136,
          0.4457150351076453,
          0.3749662490330945,
          0.2884738882899379,
          0.19474879419113825,
          0.10301350842782152,
          0.02229477571156854,
          -0.0394646871762833,
          -0.07618775407458142,
          -0.0842608781658818,
          -0.0628896646914942,
          -0.01417703933159756,
          0.05708367951188517,
          0.14388044285898036,
          0.23767245620507757,
          0.3292305930105189,
          0.40954554000687987,
          0.4707143128950473,
          0.5067179093621473,
          0.5140135784230656,
          0.49188342683132247,
          0.44250505971656356,
          0.3707373044156291,
          0.28364210225496583,
          0.189789614094339,
          0.09841491719026962,
          0.01850927433971178,
          -0.04206460565312922,
          -0.0773462578882403,
          -0.0838639706346325,
          -0.06097640148436374,
          -0.010935685393675159,
          0.06133417521484456,
          0.14872183189302798,
          0.24262834628020072,
          0.33381332494351207,
          0.4133041733455795,
          0.47327899842243765,
          0.5078362822294252,
          0.5135755908303974,
          0.4899321767224612,
          0.4392325499446603,
          0.3664655496779853,
          0.27879144287283075,
          0.1848373545592268,
          0.09384835944054566,
          0.014777767289204744,
          -0.04459388201196755,
          -0.07842442296593116,
          -0.08338493307459598,
          -0.0589872985438247,
          -0.007632244641360945,
          0.06562689547565236,
          0.15358142833529567,
          0.24757663500641855,
          0.3383633947425935,
          0.41700829771670006,
          0.4757726918265873,
          0.5088741654369994,
          0.5130555362175774,
          0.48790535762115483,
          0.4358984051907721,
          0.3621521588460751,
          0.2739232432724494,
          0.17989337663794838,
          0.08931509022661156,
          0.011101280107205149,
          -0.04705182112019678,
          -0.07942195299061638,
          -0.0828238971418544,
          -0.05692290254413754,
          -0.004267624974403309,
          0.06996066050634817,
          0.1584578966006557,
          0.2525159624228943,
          0.3428795518912487,
          0.42065689509879295,
          0.47819470775433226,
          0.5098312737386788,
          0.5124535575135963,
          0.48580352656737336,
          0.4325035417931631,
          0.3577983173888291,
          0.2690388414033966,
          0.17495903910659075,
          0.08481635544758809,
          0.007480823219507956,
          -0.04943774745116274,
          -0.08033857380654985,
          -0.08218101702848331,
          -0.05478378085270431,
          -0.0008427511066131341,
          0.07433427923845953,
          0.16334989646701,
          0.25744497103167246,
          0.3473605551933555,
          0.4242489627311333,
          0.48054438055194415,
          0.510707344088012,
          0.5117698201630141,
          0.4836272612169652,
          0.4290488927776752,
          0.35340522189243007,
          0.2641395796681892,
          0.17003569809171212,
          0.08035339151135214,
          0.003917391652856336,
          -0.05175100526981722,
          -0.08117403349463859,
          -0.0814564694201652,
          -0.052570521374129535,
          0.0026414356882436298,
          0.07874654965032825,
          0.16825608344365334,
          0.2623623061707507,
          0.3518051731142565,
          0.42778351338934195,
          0.48282106444809636,
          0.511502135710571,
          0.5110045120804985,
          0.48137715968289396,
          0.4255354076013118,
          0.3489740797314133,
          0.2592268045533591,
          0.16512470669766416,
          0.07592742499469915,
          0.00041196476145316383,
          -0.05399095881292081,
          -0.0819281024416753,
          -0.08065045344763462,
          -0.050283732388645995,
          0.006183977835167222,
          0.08319625909748349,
          0.17317510914075807,
          0.2672666163864161,
          0.3562121841192709,
          0.4312595756566748,
          0.48502413373133846,
          0.5122154301701394,
          0.5101578435991707,
          0.4790538403708679,
          0.42196405189127845,
          0.3445061087368641,
          0.254301866259368,
          0.1602274146346876,
          0.07153967230627147,
          -0.003034494042190341,
          -0.05615699246379437,
          -0.08260057340343785,
          -0.07976319063195164,
          -0.04792404238493341,
          0.00978390172108342,
          0.08768218464592298,
          0.17810562163998644,
          0.27215655380463855,
          0.3605803770093994,
          0.4346761941910427,
          0.4871529829220499,
          0.5128470314287349,
          0.5092300474128042,
          0.47665794180935994,
          0.4183358071796158,
          0.3400025368616938,
          0.24936611832955416,
          0.15534516784796068,
          0.06719133935221305,
          -0.006421037552020095,
          -0.05824851092149285,
          -0.0831912615616553,
          -0.07879492482361504,
          -0.04549209988739895,
          0.013440217962438331,
          0.09220309340818852,
          0.18304626586601555,
          0.27703077450154623,
          0.36490855125418975,
          0.43803242998752834,
          0.48920702693887125,
          0.5133967659004929,
          0.5082213785118724,
          0.474190122474139,
          0.4146516706334195,
          0.33546460184317806,
          0.24442091727810283,
          0.1504793081477204,
          0.2939223710921857,
          0.21576844447389024,
          0.15769997403037522,
          0.1254308925643176,
          0.12213647508628407,
          0.14814089201009223,
          0.200885310810267,
          0.27517968493592543,
          0.3637134539722923,
          0.4577749021951941,
          0.5481083906948564,
          0.6258251114972412,
          0.6832777455509342,
          0.7148129583042891,
          0.7173276873688097,
          0.6905744836076094,
          0.6371858601104987,
          0.5624152531185201,
          0.4736200843220396,
          0.37953779116051767,
          0.2894260636840061,
          0.21215188859977116,
          0.1553190384962974,
          0.12451986123457605,
          0.12278499337016058,
          0.15028514576082036,
          0.20431430563192157,
          0.27955600801494296,
          0.36860647547108055,
          0.4627031491933792,
          0.5525869240857665,
          0.6294132439568481,
          0.6856224051349501,
          0.7156834306989753,
          0.7166383181608191,
          0.6883931066713423,
          0.6337271227603403,
          0.5580194948304362,
          0.4687198473566253,
          0.37461525843948107,
          0.28496561202960774,
          0.20859242609462772,
          0.15301081596349173,
          0.12369000758495033,
          0.12351516613582807,
          0.15250349600060012,
          0.2078025478613485,
          0.283970899480313,
          0.3735135912086991,
          0.46761962941090834,
          0.5570289875268023,
          0.6329437919374846,
          0.6878940320189805,
          0.7164726085844416,
          0.7158673920075176,
          0.6861379355505061,
          0.6302096153281569,
          0.5535857735341981,
          0.46380619001386336,
          0.36970516853595137,
          0.2805422420153331,
          0.2050910352218299,
          0.15077594081132187,
          0.12294155968791717,
          0.1243267927065633,
          0.15479533305008167,
          0.21134907880897064,
          0.2884231459672084,
          0.3784334525400719,
          0.4725229916290237,
          0.5614333601853397,
          0.6364157851224918,
          0.6900920018814113,
          0.7171802750673183,
          0.7150151207860677,
          0.6838095900441,
          0.6266343045466138,
          0.5491153077697195,
          0.45888046273668937,
          0.3648088709124074,
          0.27615716933620593,
          0.20164867828465596,
          0.1486150272607525,
          0.12227472324283664,
          0.12521965001932187,
          0.15716002703320087,
          0.21495292376545744,
          0.2929115238443519,
          0.38336470731719147,
          0.47741188823424574,
          0.5657988315874828,
          0.6398282692880909,
          0.6922157106441277,
          0.7178062356563872,
          0.7140817387300693,
          0.6814087100619762,
          0.6230021730347379,
          0.5446093261755691,
          0.45394401928527445,
          0.3599277112407356,
          0.2718115991618224,
          0.1982663013618192,
          0.1465286692055457,
          0.12168968151942156,
          0.1261934926860413,
          0.15959692805028625,
          0.21861309226960482,
          0.2974347995503074,
          0.3883060002607396,
          0.48228497558874456,
          0.570124201950746,
          0.6431803065656416,
          0.6942645746385292,
          0.7183503183160336,
          0.713067502365186,
          0.6789359554489688,
          0.6193142190278536,
          0.5400690671512862,
          0.4489982163649639,
          0.3550630310323865,
          0.26750672580511775,
          0.19494483404744598,
          0.14451744004903283,
          0.1211865953073672,
          0.12724805306108625,
          0.16210536635668174,
          0.2223285783805536,
          0.3019917299325159,
          0.3932559733325631,
          0.4871409143996198,
          0.5744082825137966,
          0.6464709756994002,
          0.6962380307659491,
          0.7188123735135314,
          0.7119726904386386,
          0.6763920058035446,
          0.6155714561032392,
          0.5354957785170419,
          0.44404441325340893,
          0.35021616726968696,
          0.26324373239414045,
          0.19168518919560248,
          0.14258189254652925,
          0.12076560287215804,
          0.1283830413148011,
          0.16468465254680217,
          0.22609836095425026,
          0.3065810625889375,
          0.39821326610890706,
          0.49197837008698764,
          0.5786498958631698,
          0.6496993722997062,
          0.6981355366524072,
          0.7191922742601358,
          0.7107976038425999,
          0.6737775602910262,
          0.6117749129015599,
          0.5308907171706795,
          0.4390839714269913,
          0.345388452038384,
          0.2590237905468797,
          0.18848826266939886,
          0.14072255865341277,
          0.1204268199170722,
          0.12959814551316995,
          0.16733407774362438,
          0.2299214039240971,
          0.31120153621228236,
          0.40317651615431105,
          0.49679601315075983,
          0.5828478762568546,
          0.6528646090915472,
          0.6999565707976767,
          0.7194899161459857,
          0.7095425655314979,
          0.67109333745144,
          0.6079256328441575,
          0.5262551487422843,
          0.43411825418664024,
          0.34058121216155135,
          0.25484806004926647,
          0.1853549330947847,
          0.1389399493789281,
          0.12017033955137911,
          0.13089303170354502,
          0.17005291379349446,
          0.23379665658569732,
          0.31585188093663513,
          0.40814435939604776,
          0.5015925195360448,
          0.5870010699446867,
          0.6559658161584079,
          0.701700632718609,
          0.7197052173687996,
          0.7082079204332538,
          0.6683400750020345,
          0.6040246738462896,
          0.5215903472463449,
          0.4291486262831538,
          0.3357957688349255,
          0.2507176885364283,
          0.18228606161906719,
          0.13723455464573786,
          0.11999623226475477,
          0.1322673440064268,
          0.1728404134662567,
          0.2377230538856262,
          0.3205308186864716,
          0.41311543049902627,
          0.5063665709970407,
          0.5911083354854336,
          0.6590021411813618,
          0.7033672430866826,
          0.7198381187563557,
          0.7067940353544896,
          0.6655185296345273,
          0.6000731080263679,
          0.5168975947316021,
          0.42417645354210776,
          0.33103343726379714,
          0.24663381117726133,
          0.17928249167423865,
          0.13560684315528468,
          0.11990454590789576,
          0.1337207047132796,
          0.17569581066062157,
          0.2416995167141465,
          0.32523706352791676,
          0.41808836324102144,
          0.5111168554593338,
          0.5951685440605187,
          0.6619727496733008,
          0.7049559438597486,
          0.7198885837827614,
          0.7053012988797099,
          0.6626294768071471,
          0.5960720214113124,
          0.5121781809287084,
          0.41920310248849624,
          0.326295526301549,
          0.24259755036248026,
          0.17634504874517634,
          0.13405726225896242,
          0.11989530567938975,
          0.13525271439032377,
          0.17861832061470467,
          0.24572495220178062,
          0.3299693220221637,
          0.42306179088817086,
          0.5158420673805063,
          0.5991805797842309,
          0.6648768252082994,
          0.7064662984078945,
          0.7198565985784783,
          0.7037301212645135,
          0.6596737105315028,
          0.5920225136380689,
          0.5074334028957641,
          0.41422993997115065,
          0.3215833380899292,
          0.238610015396114,
          0.17347454014276048,
          0.13258623783518322,
          0.11996851411876458,
          0.13686295198833295,
          0.18160714012172488,
          0.2497982540196617,
          0.3347262935809495,
          0.4280343465705949,
          0.520540908108941,
          0.6031433400104241,
          0.6677135696459927,
          0.7078978916334755,
          0.7197421719341461,
          0.7020809343228378,
          0.6566520431543693,
          0.5879256976513926,
          0.5026645646618196,
          0.4092583327870832,
          0.3168981677011972,
          0.23467230219064225,
          0.1706717547820051,
          0.13119417417232457,
          0.1201241511058145,
          0.13855097495833418,
          0.18466144775073756,
          0.2539183026836215,
          0.33950667082401303,
          0.433004663658052,
          0.5252120862407392,
          0.6070557356355837,
          0.6704822033509158,
          0.7092503300851671,
          0.7195453352981683,
          0.7003541913082719,
          0.653565305134421,
          0.5837826993979699,
          0.4978729768685199,
          0.40428964730584777,
          0.31224130278216594,
          0.2307854929658151,
          0.16793746296524492,
          0.12988145385760738,
          0.12036217386611421,
          0.1403163193732516,
          0.1877804040723971,
          0.25808396586182386,
          0.34430913993839396,
          0.43797137613555565,
          0.529854317974629,
          0.6109166913981035,
          0.6731819654068047,
          0.710523242066121,
          0.7192661427680538,
          0.6985503667895063,
          0.6504143448139907,
          0.5795946575169745,
          0.49305995640986344,
          0.3993252490940211,
          0.3076140232003413,
          0.22695065595119202,
          0.16527241617041133,
          0.1286484376719699,
          0.1206825169827741,
          0.1421585000554017,
          0.19096315188966304,
          0.2622940986859938,
          0.34913238103952626,
          0.4429331189787788,
          0.5344663274648248,
          0.614725146173844,
          0.6758121138256884,
          0.7117162777361173,
          0.7189046710755642,
          0.6966699565198867,
          0.6472000281859328,
          0.5753627230271178,
          0.4882268260702942,
          0.3943665025398781,
          0.3030176006921483,
          0.2231688450925887,
          0.16267734684450696,
          0.12749546449089003,
          0.1210850924144343,
          0.14407701070983323,
          0.1942088164733902,
          0.26654754406605785,
          0.3539750685339931,
          0.4478885285292337,
          0.5390468471716432,
          0.6184800532677542,
          0.6783719257518493,
          0.7128291092076949,
          0.7184610195656201,
          0.6947134773011719,
          0.6439232386555869,
          0.5710880590103309,
          0.4833749141611393,
          0.38941477047843437,
          0.29845329851340924,
          0.21944109976238296,
          0.1601529682023196,
          0.1264228511912658,
          0.12156978951944529,
          0.14607132406348622,
          0.19751650580272126,
          0.27084313300815704,
          0.3588358714838189,
          0.452836242869028,
          0.5435946182098976,
          0.6221803807015243,
          0.6808606976604541,
          0.7138614306362951,
          0.7179353101689943,
          0.692681466841503,
          0.640584876798021,
          0.5667718402920843,
          0.47850555415555895,
          0.38447141381686883,
          0.29392237109218894,
          0.4236219506356358,
          0.3585641750888071,
          0.3177728075748172,
          0.30526171536318386,
          0.32226198891727426,
          0.36710080269211864,
          0.4353660210329573,
          0.5203403519673944,
          0.6136623281930659,
          0.7061490747850129,
          0.7886999033467907,
          0.8531918190138079,
          0.8932788224920815,
          0.9050163558763313,
          0.8872494468293411,
          0.8417263577666766,
          0.7729265569761646,
          0.6876199393000821,
          0.5942006690293392,
          0.5018611948150727,
          0.41968771346365663,
          0.3557660889046523,
          0.3163862038330652,
          0.30542303576005625,
          0.32395535953874505,
          0.3701595960057728,
          0.43948925202372596,
          0.525122295038732,
          0.6186324405328892,
          0.7108182977404153,
          0.7926087857559945,
          0.8559557271633854,
          0.8946257880432972,
          0.9048138375277113,
          0.8855173723700365,
          0.83863516318362,
          0.7687804155667183,
          0.6828268310441388,
          0.5892322353922456,
          0.4972063292655238,
          0.4158044543958519,
          0.35303654869729556,
          0.31507896902215254,
          0.305666738145424,
          0.32572601882535157,
          0.37328297946279515,
          0.4436580189712026,
          0.5299262391456544,
          0.6235988540870497,
          0.7154584860491164,
          0.7964661546643506,
          0.8586507118822932,
          0.8958932022940326,
          0.9045289678503438,
          0.8837082499178174,
          0.835479805459762,
          0.7645893095164574,
          0.6780123811643942,
          0.5842681831624217,
          0.49258113702419404,
          0.4119732406860841,
          0.35037630463876374,
          0.31385146241540585,
          0.30599275554144556,
          0.3275734801386981,
          0.3764700946494143,
          0.44787117615408717,
          0.5347508639982163,
          0.6285602039133809,
          0.7200683644269281,
          0.8002709499335096,
          0.8612760324955469,
          0.8970807169150277,
          0.9041618251362665,
          0.8818225766820855,
          0.8322611517965058,
          0.7603543906862386,
          0.6731779128381411,
          0.5793098766330601,
          0.48798688925383427,
          0.40819512528434954,
          0.3477860878561069,
          0.3127040213740825,
          0.306400998347267,
          0.32949723573253753,
          0.37972006563617855,
          0.45212756565110956,
          0.53959484362269,
          0.6335151264614023,
          0.7246466659198779,
          0.8040221258741737,
          0.8638309674742661,
          0.898188005536206,
          0.9037125102889919,
          0.8798608709110473,
          0.8289800867911693,
          0.7560768229781877,
          0.6683247547444382,
          0.5743586785182376,
          0.4834248486125872,
          0.404471146547398,
          0.3452666102304588,
          0.3116369612546561,
          0.30689135436365006,
          0.3314967568923141,
          0.3830319992186856,
          0.45642601765926394,
          0.5444568467259839,
          0.6384622599470738,
          0.7291921322524122,
          0.8077186515334903,
          0.8663148146339784,
          0.899214763836367,
          0.9031811467957748,
          0.8778236717492781,
          0.8256375121938646,
          0.7517577820158122,
          0.6634542406989311,
          0.5694159495783904,
          0.47889626890695985,
          0.4008023279533456,
          0.34281856420138374,
          0.3106505753221417,
          0.3074636888238087,
          0.3335714940804789,
          0.3864049851630758,
          0.4607653508153141,
          0.5493355370615378,
          0.6434002447270596,
          0.7337035141732152,
          0.8113595109783948,
          0.8687268913276028,
          0.9001607096268286,
          0.9025678806936771,
          0.8757115390895467,
          0.822234346659666,
          0.7473984548209069,
          0.6585677092872897,
          0.564483048246334,
          0.4744023947472396,
          0.3971896778203989,
          0.34044262257657804,
          0.3097451346695011,
          0.30811784443044055,
          0.3357208770875134,
          0.38983809645617806,
          0.46514437252046814,
          0.5542295737965517,
          0.6483277236724015,
          0.73817957179855,
          0.8149437035748257,
          0.8710665346330605,
          0.9010255829289797,
          0.9018728805294277,
          0.8735250534189383,
          0.8187715254961302,
          0.7430000394873174,
          0.6536665034973038,
          0.5595613302539184,
          0.46994446120542566,
          0.39363418902972774,
          0.3381394383469501,
          0.3089208881431322,
          0.3088536413989681,
          0.33794431518864926,
          0.3933303895603103,
          0.46956187926814946,
          0.5591376118805189,
          0.6532433425415111,
          0.7426190749530123,
          0.8184702442627264,
          0.8733331015354747,
          0.9018091460457325,
          0.9010963373131026,
          0.8712648156593178,
          0.8152500004062471,
          0.738563744851658,
          0.648751970349791,
          0.5546521482594243,
          0.4655236934757975,
          0.3901368387525887,
          0.3359096445071637,
          0.30817806227448097,
          0.30967087750694167,
          0.34024119730621716,
          0.3968809046725734,
          0.4740166569747603,
          0.5640583024148677,
          0.6581457503523552,
          0.7470208035076318,
          0.8219381638267801,
          0.8755259691038887,
          0.9025111836268501,
          0.9002384644656278,
          0.8689314470021714,
          0.8116707392268752,
          0.7340907901610895,
          0.6438254605283905,
          0.5497568514758097,
          0.46114130653818247,
          0.38669858818176805,
          0.33375385388166473,
          0.3075168612177778,
          0.3105693281496256,
          0.34261089217759044,
          0.40048866598864835,
          0.47850748131335596,
          0.5689902930236967,
          0.6630335997537614,
          0.751383547715205,
          0.8253465091627784,
          0.8776445346624773,
          0.9031315027281276,
          0.8992994977601236,
          0.8665255887378871,
          0.8080347256627416,
          0.7295824047382179,
          0.63888832800834,
          0.5448767852998877,
          0.4567985048240396,
          0.38332038226739695,
          0.33167265895625647,
          0.30693746669393956,
          0.31154874640171115,
          0.3450527485286886,
          0.4041526819709851,
          0.48303311805013355,
          0.5739322282254571,
          0.6679055473957061,
          0.7557061085427731,
          0.8286943435395818,
          0.8796882159561666,
          0.9036699328644346,
          0.8982796952571104,
          0.8640479020794994,
          0.8043429590160995,
          0.7250398276432415,
          0.6339419296843677,
          0.5400132909425841,
          0.45249648188544045,
          0.3800031494572765,
          0.32966663171526844,
          0.30644003794061,
          0.3126088630852051,
          0.34756609525294835,
          0.4078719456212958,
          0.487592323383636,
          0.5788827498054799,
          0.6727602542985244,
          0.7599872980011619,
          0.8319807468565416,
          0.8816564513106749,
          0.9041263260565441,
          0.897179337233573,
          0.8614990679809746,
          0.800596453912068,
          0.7204643073334148,
          0.6289876249977678,
          0.5351677050603122,
          0.4482364200670336,
          0.3767478014416785,
          0.32773632348434417,
          0.3060247116684106,
          0.3137493868433802,
          0.3501502415957926,
          0.41164543475733495,
          0.4921838442865861,
          0.5838404971892611,
          0.677596386220901,
          0.7642259394714804,
          0.8352048158963877,
          0.8835486997868773,
          0.9045005568718347,
          0.8959987261059423,
          0.8588797869500575,
          0.7967962400197954,
          0.7158571013199244,
          0.6240267755627612,
          0.5303413593876124,
          0.4440194901811114,
          0.37355523290279247,
          0.3258822647789274,
          0.3056916020233669,
          0.3149700042208772,
          0.35280447734444964,
          0.41547211229381376,
          0.4968064188502941,
          0.5888041078163988,
          0.6824126140265623,
          0.7684208680284973,
          0.8383656645734832,
          0.8853644413294561,
          0.9047925224587321,
          0.8947381863469837,
          0.8561907788557319,
          0.7929433617694563,
          0.7112194758222851,
          0.619060744792308,
          0.5255355803711543,
          0.4398468511858077,
          0.3704263212688489,
          0.32410496515846327,
          0.3054408005555193,
          0.31627037974983696,
          0.35552807302316414,
          0.4193509265274282,
          0.5014587766314313,
          0.5937722175150646,
          0.6872076140495824,
          0.7725709307607919,
          0.8414624241773102,
          0.8871031769098621,
          0.9050021425749986,
          0.8933980643966032,
          0.853432782730407,
          0.7890388780652098,
          0.7065527054203385,
          0.6140908975233704,
          0.5207516888051839,
          0.4357196498666006,
          0.36736192647294424,
          0.32240491308633906,
          0.30527237619378933,
          0.3176501560420942,
          0.35832028009367306,
          0.4232808114259112,
          0.5061396390012161,
          0.5987434608769325,
          0.6919800684581561,
          0.7766749870876368,
          0.8444942436112569,
          0.8887644286634294,
          0.9051293596097839,
          0.8919787285666497,
          0.8506065565667769,
          0.7850838619941917,
          0.7018580727039468,
          0.609118599641821,
          0.5159909994685095,
          0.43163902052111763,
          0.3643628907167328,
          0.32078257579564073,
          0.3051863752270129,
          0.31910895388742316,
          0.3611803311609234,
          0.4272606869210149,
          0.5108477194968211,
          0.6037164716324459,
          0.6967286656168005,
          0.7807319090724427,
          0.8474602896265171,
          0.8903477400207428,
          0.9051741385994401,
          0.8904805689396879,
          0.8477128771095105,
          0.7810794005315567,
          0.6971368679205128,
          0.6041452177070408,
          0.5112548207631742,
          0.4276060846473869,
          0.36143003823892883,
          0.31923839916075913,
          0.30518282129122926,
          0.3206463723577345,
          0.36410744018399605,
          0.4312894592053356,
          0.5155817241749363,
          0.6086898830262926,
          0.7014521004468207,
          0.7847405817327795,
          0.8503597470510822,
          0.8918526758330915,
          0.9051364672371607,
          0.8889039972617804,
          0.8447525396417814,
          0.777026594241783,
          0.6923903886203484,
          0.5991721185763518,
          0.5065444543548427,
          0.42362195063563857,
          0.5335134385893447,
          0.48459384339202866,
          0.46298693781616895,
          0.4708188396256955,
          0.5073188903149674,
          0.5688954878434986,
          0.6494894999867249,
          0.7411704824576322,
          0.8349170339842225,
          0.9215045014662107,
          0.9924126850952113,
          1.0406642253278875,
          1.0615111745016028,
          1.0529021945010322,
          1.0156844082630674,
          0.9535200429482291,
          0.8725260670837928,
          0.7806722813546433,
          0.6869970908594362,
          0.6007181267787305,
          0.5303252322111373,
          0.48274506229795955,
          0.46265950191660776,
          0.4720449685867187,
          0.5099779331458186,
          0.572725794944337,
          0.6541141694481215,
          0.7461344471780221,
          0.8397318402359539,
          0.9256963727029045,
          0.9955691415256649,
          1.0424746718942248,
          1.061797463407888,
          1.0516361549420041,
          1.012990618429103,
          0.9496635715414703,
          0.8678863905792589,
          0.7757059435457311,
          0.6821927789855163,
          0.5965485847402544,
          0.5272007426080043,
          0.48097307465481953,
          0.4624143796744592,
          0.4733508317543958,
          0.512706284893069,
          0.576608165679543,
          0.6587685342044356,
          0.7511028168392576,
          0.8445253276286361,
          0.9298432990546617,
          0.9986614496183446,
          1.044208078861208,
          1.062001402143594,
          1.0502905578913069,
          1.0102278922331367,
          0.94575556823483,
          0.8632176573717508,
          0.7707358834079804,
          0.6774104454337493,
          0.5924245590097974,
          0.524140828497724,
          0.479278367466082,
          0.4622516384577915,
          0.47473607023237635,
          0.5155031957113205,
          0.5805415330393975,
          0.6634513150752985,
          0.7560742259615657,
          0.8492961787461906,
          0.9339441408027352,
          1.0016887595000656,
          1.0458639698286667,
          1.062122934659303,
          1.0488657731655358,
          1.0073969889678507,
          0.9417971070827411,
          0.858521150590583,
          0.7657634668857624,
          0.6726514045547513,
          0.5883471830122241,
          0.5211463308504936,
          0.47766140649587974,
          0.46217132299351726,
          0.47620030330922875,
          0.5183678969127736,
          0.5845248159985492,
          0.6681612250706133,
          0.7610473082298259,
          0.8540430823937695,
          0.9379977708940188,
          1.0046502391613976,
          1.0474418897005076,
          1.06216202755368,
          1.0473621923447989,
          1.0044986866633467,
          0.9377892760071993,
          0.8537981609982105,
          0.760790060571071,
          0.6679169642975087,
          0.5843175773514426,
          0.5182180726578087,
          0.47612263614099753,
          0.46217345535510357,
          0.47774312856307555,
          0.5212996011784844,
          0.5885569198131098,
          0.6728969697442595,
          0.7660206968690765,
          0.8587647339581185,
          0.942003075250802,
          1.0075450746853312,
          1.048941404809791,
          1.0621186700826448,
          1.045780228665093,
          1.0015337818733123,
          0.9337331764987624,
          0.8490499866354754,
          0.7558170313279201,
          0.6632084258499034,
          0.5803368495024173,
          0.5153568587062672,
          0.4746624793087325,
          0.4622580349565027,
          0.4793641219721943,
          0.5242975027747553,
          0.5926367363215397,
          0.6776572475498567,
          0.7709930250201601,
          0.8634598357661301,
          0.9459589530769571,
          1.0103724704709705,
          1.0503621030379182,
          1.0619928741623295,
          1.0441203169047377,
          0.9985030894560987,
          0.9296299233138215,
          0.8442779324648689,
          0.7508457459167002,
          0.6585270832811067,
          0.5764060935068024,
          0.5125634753563955,
          0.47328133730067096,
          0.46242503855231765,
          0.4810628380315427,
          0.5273607777745681,
          0.5967631442491874,
          0.6824407501984682,
          0.7759629261153681,
          0.8681270974414852,
          0.949864317160479,
          1.0131316494521938,
          1.0517035939278911,
          1.0617846743658028,
          1.0423829132648774,
          0.9954074423507737,
          0.9254806441682261,
          0.8394833100118801,
          0.7458775706185317,
          0.6538742231859218,
          0.5725263896722554,
          0.5098386903265238,
          0.47197958970239073,
          0.46267442024418504,
          0.48283880987521494,
          0.5304885842840356,
          0.6009350095164856,
          0.6872461630181685,
          0.780929034254044,
          0.8727652362592987,
          0.9537180941722816,
          1.0158218533112129,
          1.0529655087916296,
          1.061494127913567,
          1.040568495244107,
          0.9922476913482011,
          0.921286479427355,
          0.8346674370045398,
          0.7409138708597679,
          0.6492511243311834,
          0.5686988042755385,
          0.5071832524817923,
          0.47075759427914254,
          0.4630061114933938,
          0.48469154940473896,
          0.5336800626737802,
          0.6051511855506064,
          0.6920721653153588,
          0.785889984577957,
          0.8773729774986501,
          0.9575192249611915,
          1.0184423426869886,
          1.0541475008112953,
          1.0611213146578358,
          1.0386775615072343,
          0.9890247048572076,
          0.9170485817927009,
          0.8298316370112696,
          0.7359560108367323,
          0.6446590573043105,
          0.5649243892694642,
          0.5045978916283398,
          0.4696156868775212,
          0.46342002113971686,
          0.48662054742323546,
          0.5369343358151862,
          0.609410513600593,
          0.696917430737741,
          0.790844413646424,
          0.8819490547929285,
          0.961266664845038,
          1.0209923973784307,
          1.0552492451346156,
          1.0606663370605767,
          1.0367106317482324,
          0.9857393686659217,
          0.912768115985061,
          0.8249772390771106,
          0.7310053531407829,
          0.6400992841640952,
          0.5612041819937826,
          0.5020833183127146,
          0.4685541813331633,
          0.46391603542647747,
          0.4886252737753432,
          0.540250509321481,
          0.6137118230558287,
          0.7017806276388482,
          0.7957909598110319,
          0.8864922104778664,
          0.9649593838977654,
          1.0234713165423441,
          1.056270438964151,
          1.0601293201653734,
          1.034668246547412,
          0.9823925856983213,
          0.9084462584244499,
          0.8201055773584625,
          0.7260632583838345,
          0.6355730580938611,
          0.5575392048900863,
          0.49964022362661614,
          0.46757336938449906,
          0.46449401803179396,
          0.49070517749295217,
          0.5436276717935141,
          0.6180539317677433,
          0.7066604194440171,
          0.8007282635898583,
          0.8910011959371968,
          0.9685963672324966,
          1.0258784188860253,
          1.0572108016405286,
          1.0595104115630278,
          1.032550967222841,
          0.9789852757660895,
          0.9040841969067545,
          0.8152179907564149,
          0.7211310848244101,
          0.631081623057036,
          0.5539304652208025,
          0.4972692790169364,
          0.4666735205925608,
          0.4651538101060603,
          0.4928596869465963,
          0.5470648950702746,
          0.6224356463747321,
          0.7115554650177234,
          0.8056549680411094,
          0.8954747719458104,
          0.9721766152804586,
          1.0282130428545164,
          1.0580700747195757,
          1.0588097813510327,
          1.0303593756760847,
          0.9755183753158146,
          0.8996831302773107,
          0.8103158225487593,
          0.716210187994334,
          0.6266262134552614,
          0.5503789547923751,
          0.49497113610122934,
          0.46585488226690974,
          0.46589523031560903,
          0.49508821000258735,
          0.5505612344839512,
          0.626855762630118,
          0.7164644190322031,
          0.8105697191360535,
          0.8999117090103357,
          0.975699144065696,
          1.0304745468124379,
          1.0588480220433312,
          1.0580276220867892,
          1.0280940742322848,
          0.9719928371716026,
          0.8952442681014003,
          0.8054004200208225,
          0.7113019203262069,
          0.6222080537891506,
          0.5468856496826643,
          0.49274642648863703,
          0.46511767939766796,
          0.4667180748925219,
          0.4973901341857365,
          0.5541157291195854,
          0.631313065733116,
          0.7213859323371535,
          0.8154711661311516,
          0.9043107877070559,
          0.9791629854754968,
          1.0326623092202984,
          1.05954442980498,
          1.0571641487347072,
          1.0257556854745997,
          0.9684096302732457,
          0.8907688303318259,
          0.8004731340951772,
          0.7064076307816954,
          0.6178283583217473,
          0.5434515099727061,
          0.49059576160627716,
          0.46446211459367337,
          0.4676221176906636,
          0.4997648268476766,
          0.5577274020791514,
          0.6358063306627164,
          0.7263186523305469,
          0.8203579619392943,
          0.908670799017037,
          0.9825671875264789,
          1.0347757288053452,
          1.060159106607583,
          1.0562195986071268,
          1.0233448520731125,
          0.9647697394098916,
          0.8862580469736436,
          0.7955353189603594,
          0.7015286644807947,
          0.6134883307447986,
          0.5400774794828339,
          0.4885197325312291,
          0.4638883680267957,
          0.46860711024781376,
          0.5022116353407641,
          0.5613952607500345,
          0.6403343225143595,
          0.7312612233303741,
          0.8252287635000309,
          0.9129905446584194,
          0.9859108146262072,
          1.0368142247268053,
          1.0606918835167054,
          1.0551942312990736,
          1.0208622366082047,
          0.9610741649494017,
          0.8817131577460733,
          0.7905883316987093,
          0.6966663623321424,
          0.6091891638479485,
          0.5367644855132807,
          0.4865189098280577,
          0.4633965973824379,
          0.4696727818539581,
          0.5047298871974218,
          0.5651182970778558,
          0.644895796839314,
          0.736212286947225,
          0.830082232148672,
          0.9172688374157345,
          0.9891929478303487,
          1.0387772367355081,
          1.0611426141068285,
          1.054088328616946,
          1.018308521388441,
          0.9573239225634247,
          0.8771354117418309,
          0.7856335319133699,
          0.6918220606644929,
          0.6049320391909085,
          0.5335134385893471,
          0.6184584311122163,
          0.5879644421656135,
          0.5865523134182592,
          0.6143609982248647,
          0.6686541242459803,
          0.7440892522652378,
          0.8332435717768466,
          0.9273443049399782,
          1.0171319472099123,
          1.0937714018375413,
          1.149721352676058,
          1.1794763290808485,
          1.180108443776363,
          1.151555496727605,
          1.0966270956185542,
          1.0207281906829333,
          0.9313272280376544,
          0.8372212551879828,
          0.7476702922633718,
          0.6714861467844608,
          0.6161653325145887,
          0.5871514131108162,
          0.5872993558996333,
          0.6165946033225658,
          0.6721545053987555,
          0.748511972250306,
          0.8381534353048072,
          0.9322581818361457,
          1.021566312384494,
          1.0972899141154286,
          1.1519777907332227,
          1.1802486595946706,
          1.179320669486647,
          1.1492851345608472,
          1.0930975490286343,
          1.0162867667692925,
          0.9264109625547549,
          0.8323139082623585,
          0.7432547464362416,
          0.6679968914086636,
          0.6139457100373493,
          0.5864198342046633,
          0.5881278078698577,
          0.6189015665621944,
          0.6757129749112933,
          0.7529717949230624,
          0.8430757649469083,
          0.9371586616082812,
          1.0259627354727943,
          1.1007496728430113,
          1.1541604451206657,
          1.1809394366264965,
          1.1784515967587035,
          1.1469417287593866,
          1.0895104010952943,
          1.0118088517710544,
          0.9214829069658588,
          0.8274206323548176,
          0.7388777481642298,
          0.6645668670487099,
          0.6118001737095025,
          0.5857699065103334,
          0.5890374416416867,
          0.6212812539104854,
          0.6793285547931316,
          0.7574674945700294,
          0.8480092078767654,
          0.9420443974351004,
          1.0303200081857353,
          1.1041497271589649,
          1.1562687159694927,
          1.1815484703269128,
          1.1775014644437662,
          1.1445259233721645,
          1.0858666376908161,
          1.0072956763740908,
          0.9165444156710368,
          0.8225427723067701,
          0.7345405003978032,
          0.6611970163938918,
          0.6097293131986158,
          0.5852018086504296,
          0.5900280072163069,
          0.6237330113470735,
          0.6830002513579052,
          0.7619978356174997,
          0.8529524082136805,
          0.9469140465474675,
          1.034636932994115,
          1.1074891426108002,
          1.1583020238539772,
          1.1820755933123996,
          1.1764705336710495,
          1.1420383823460332,
          1.0821672602473733,
          1.0027484809550518,
          0.911596845938456,
          0.8176816687228209,
          0.730244195162617,
          0.657888265595689,
          0.6077336976487623,
          0.5847156967578869,
          0.591099232352048,
          0.6262561650442412,
          0.6867270554964408,
          0.7665615729711065,
          0.8579040073952812,
          0.9517662705974278,
          1.038912323457731,
          1.110767001411685,
          1.1602598099508072,
          1.1825206607113357,
          1.175359087775975,
          1.139479789343275,
          1.0784132854818,
          0.9981685152404663,
          0.906641557531346,
          0.8128386576023108,
          0.7259900132318992,
          0.654641524013225,
          0.6058138755240948,
          0.5843117044330607,
          0.5922508226392025,
          0.628850021552114,
          0.6905079429541043,
          0.7711574523580323,
          0.8628626445509043,
          0.9565997360260423,
          1.043145004551457,
          1.1139824026926837,
          1.1621415361926695,
          1.1828835502038113,
          1.1741674322223046,
          1.1368508475537171,
          1.0746057451161604,
          0.9935570379632727,
          0.9016799123342986,
          0.8080150699721543,
          0.7217791238019403,
          0.6514576839633489,
          0.6039703744581156,
          0.5839899427070111,
          0.5934824615809438,
          0.6315138679892314,
          0.69434187461229,
          0.7757842106717018,
          0.8678269568756055,
          0.9614131144298809,
          1.0473338129881744,
          1.1171344627503477,
          1.1639466854161304,
          1.1831641620552442,
          1.1728958945181882,
          1.1341522795014605,
          1.0707456855941997,
          0.9889153165168728,
          0.8967132739789722,
          0.8032122315210154,
          0.7176126841707546,
          0.6483376204753912,
          0.6022037011086591,
          0.5837505000109857,
          0.5947938106803035,
          0.634246972238489,
          0.6982277967740139,
          0.7804405763189621,
          0.8727955800047085,
          0.9662050829261336,
          1.051477597538492,
          1.1202223152895847,
          1.1656747615037668,
          1.1833624191437964,
          1.171544824126152,
          1.1313848268463147,
          1.0668341677937436,
          0.9842446266068177,
          0.8917430074693156,
          0.798431462234964,
          0.7134918394200143,
          0.6452821910506809,
          0.6005143410186474,
          0.5835934421521164,
          0.5961845095332075,
          0.6370485831483351,
          0.702164641453504,
          0.7851252695695284,
          0.8777671483887777,
          0.9709743245161653,
          1.0555752193471353,
          1.123245111661749,
          1.1673252895205182,
          1.183478266981564,
          1.1701145923670573,
          1.1285492501799588,
          1.0628722667351296,
          0.9795462519001927,
          0.8867704788064233,
          0.7936740760347053,
          0.7094177221003439,
          0.6422922354268702,
          0.5989027584826482,
          0.5835188122953336,
          0.5976541759275222,
          0.6399179307392266,
          0.7061513266697156,
          0.7898370029077125,
          0.882740295668922,
          0.9757195284474808,
          1.05962555224595,
          1.12620202109788,
          1.1688978158442145,
          1.183511673729558,
          1.1686055923180383,
          1.1256463288169047,
          1.0588610712857578,
          0.9748214836728163,
          0.8817970546131026,
          0.7889413804144586,
          0.7053914519200477,
          0.6393685753471475,
          0.5973693964192598,
          0.5835266309515014,
          0.599202405948113,
          0.6428542264152253,
          0.7101867567437146,
          0.794574481386283,
          0.8877136550523181,
          0.9804393905739701,
          1.063627483063408,
          1.1290922309370237,
          1.170391908290254,
          1.1834626302064462,
          1.1670182387044927,
          1.1226768605803192,
          1.0548016838608276,
          0.9700716204543703,
          0.8768241017582838,
          0.784234676082625,
          0.7014141354373883,
          0.6365120143343933,
          0.5959146762494008,
          0.5836168959717862,
          0.6008287740878323,
          0.6458566631807607,
          0.7142698225997753,
          0.7993364029823394,
          0.8926858596878431,
          0.9851326137143209,
          1.06757991193055,
          1.1319149468495822,
          1.171807156230368,
          1.1833311498910837,
          1.1653529677860706,
          1.1196416615827447,
          1.0506952201203665,
          0.9652979676714952,
          0.8718529869813644,
          0.7795552566042978,
          0.6974868657564605,
          0.6337233374703422,
          0.5945389977804723,
          0.583789582548235,
          0.6025328333644779,
          0.6489244158623868,
          0.71839940207023,
          0.8041214589551814,
          0.8976555430417315,
          0.9897979080085406,
          1.07148175258326,
          1.1346693930556244,
          1.173143170705486,
          1.183117268918813,
          1.163610237236808,
          1.11654156600181,
          1.0465428086626063,
          0.9605018372890388,
          0.866885076516565,
          0.7749044080457426,
          0.6936107222267583,
          0.6310033111798223,
          0.5932427390964802,
          0.5840446432206056,
          0.6043141154436501,
          0.6520566413355993,
          0.7225743602038451,
          0.8089283342059788,
          0.9026213392731762,
          0.9944339912724446,
          1.0753319326608137,
          1.1373548125380946,
          1.1743995845326418,
          1.182821046071513,
          1.1617905260193122,
          1.1133774258509792,
          1.0423455907137762,
          0.9556845474494617,
          0.8619217357174596,
          0.7702834086209557,
          0.6897867701465502,
          0.6283526830201048,
          0.5920262564541368,
          0.5843820078894096,
          0.6061721307674327,
          0.6552524787565389,
          0.7267935495777738,
          0.8137557076392004,
          0.9075818836096697,
          0.9990395893500518,
          1.0791293940006,
          1.1399704672508626,
          1.1755760524058676,
          1.182442562761472,
          1.1598943342531438,
          1.1101501107453664,
          1.0381047198145066,
          0.9508474221105728,
          0.8569643286817139,
          0.7656935283403596,
          0.6860160604700881,
          0.6257721814754609,
          0.5908898841849284,
          0.5848015838351717,
          0.6081063686889765,
          0.6585110497985707,
          0.7310558106128937,
          0.8186022525257158,
          0.9125358127221048,
          1.003613436463764,
          1.0828730929289383,
          1.1425156383215762,
          1.176672250991115,
          1.181981923008985,
          1.1579221830773707,
          1.1068605076627502,
          1.0338213615027507,
          0.9459917906816795,
          0.8520142178761867,
          0.7611360286617563,
          0.6822996295187687,
          0.6232625157569408,
          0.5898339346032523,
          0.5853032557439083,
          0.6101162976128216,
          0.6618314588937122,
          0.7353599718924911,
          0.8234666368674168,
          0.9174817650994755,
          1.0081542755622508,
          1.08656200054792,
          1.1449896262492185,
          1.1776878790151128,
          1.1814392534137843,
          1.1558746145073187,
          1.1035095206998065,
          1.0294966929934737,
          0.9411189876581734,
          0.847072763762494,
          0.7566121621436421,
          0.6786384986963201,
          0.6208243756074533,
          0.5888586979205588,
          0.5858868857388404,
          0.6122013651409993,
          0.6652127934787351,
          0.7397048504842301,
          0.8283475237632847,
          0.92241838142305,
          1.012660858665919,
          1.090195103018179,
          1.147391751096368,
          1.1786226573481577,
          1.1808147031202392,
          1.153752191285637,
          1.100098070823612,
          1.0251319028551218,
          0.9362303522548213,
          0.8421413244230777,
          0.7521231721009572,
          0.6750336742080807,
          0.618458431112218,
          0.6744849947634578,
          0.6638424770990765,
          0.6826911547509849,
          0.7291763193602455,
          0.798723834482933,
          0.8844902302468601,
          0.978036100234398,
          1.0701565383924994,
          1.151786901045032,
          1.2148947670985495,
          1.2532703276292771,
          1.2631374305797751,
          1.243525153816471,
          1.1963633437892047,
          1.1262927187963936,
          1.0402082226792058,
          0.9465805629043444,
          0.8546226936333253,
          0.7733832617769192,
          0.7108562208698003,
          0.6731942266882389,
          0.6641032164185364,
          0.6844777447371434,
          0.7323129597027297,
          0.8029018800253227,
          0.8892985616451564,
          0.9830015780672765,
          1.0747905600421614,
          1.1556334791553429,
          1.2175753986940623,
          1.254521238777451,
          1.2628355317246394,
          1.2417001517809931,
          1.1931948186263086,
          1.122092453126253,
          1.0353895223045966,
          0.9416175875530232,
          0.8500037996791067,
          0.769562948011928,
          0.7082104058600255,
          0.6719832584169957,
          0.6644462540659308,
          0.6863410334263715,
          0.7355131519772302,
          0.8071240772236967,
          0.8941272999040223,
          0.9879617099318765,
          1.079394008937544,
          1.1594272660819258,
          1.2201862153246141,
          1.2556921809663462,
          1.2624513788550435,
          1.2397987044642538,
          1.1899631791248528,
          1.1178486145060742,
          1.0305510779432336,
          0.9366606399849351,
          0.8454161121447268,
          0.7657959485941869,
          0.7056347669974484,
          0.6708524227656802,
          0.6648714957626527,
          0.6882805087225113,
          0.7387760166602583,
          0.8113892656722752,
          0.8989751179192209,
          0.9929151326124556,
          1.0839656198917176,
          1.1631672191609572,
          1.2227264994475227,
          1.256782832380563,
          1.2619850775494779,
          1.2378213344497202,
          1.1866693134511115,
          1.113562369289445,
          1.0256942193669225,
          0.9317110825406663,
          0.8408608918853442,
          0.7620832988253852,
          0.7031300121566849,
          0.6698020305270298,
          0.6653788246375807,
          0.6902956375906911,
          0.7421006570037797,
          0.8156962731497982,
          0.9038406833427424,
          0.9978604847371894,
          1.0885041364679233,
          1.1668523105240154,
          1.2251955529048757,
          1.2577928932713807,
          1.2614367559636646,
          1.2357685851870446,
          1.1833141268732634,
          1.1092348954847557,
          1.020820281408336,
          0.9267702755297439,
          0.8363393908329941,
          0.7584260190700522,
          0.7006968297309722,
          0.6688323703851515,
          0.6659681012591984,
          0.692385866203821,
          0.7454861592816727,
          0.820043915941686,
          0.9087226589489704,
          1.0027964071523203,
          1.0930083113248772,
          1.1704815273805753,
          1.2275926971154116,
          1.2587220860391424,
          1.2608065647953357,
          1.2336410208427018,
          1.1798985415125904,
          1.104867382431439,
          1.01593060359415,
          0.9218395768567678,
          0.8318528516525,
          0.7548251144751186,
          0.6983358884429712,
          0.6679437088361786,
          0.6666391636739147,
          0.6945506200948045,
          0.7489315930408563,
          0.8244309991653767,
          0.9136197030022127,
          1.0077215432957018,
          1.0974769065595915,
          1.1740538722963598,
          1.2299172732610157,
          1.2595701553095466,
          1.260094677242814,
          1.2314392261449358,
          1.1764234960900504,
          1.1004610304730937,
          1.011026529776896,
          0.9169203416482209,
          0.8274025073999605,
          0.7512815746936751,
          0.6960478371609824,
          0.6671362901150326,
          0.6673918274505747,
          0.6967893043144247,
          0.7524360113569954,
          0.8288563170987074,
          0.9185304696254293,
          1.0126345395696266,
          1.1019086940475828,
          1.177568363467465,
          1.2321686424677887,
          1.2603368680038356,
          1.259301288957412,
          1.2291638062230612,
          1.172889945668278,
          1.0960170506275955,
          1.0061094077656232,
          0.91201392188003,
          0.8229895811838547,
          0.7477963736129777,
          0.6938333047206093,
          0.6664103361282956,
          0.6682258857311485,
          0.6991013035948502,
          0.7559984510947705,
          0.8333186535112977,
          0.9234536091701647,
          1.0175340457128434,
          1.1063024557804182,
          1.1810240349901995,
          1.2343461859816267,
          1.2610220134028498,
          1.2584266179896642,
          1.2268153864411488,
          1.169298861389109,
          1.091536664254266,
          1.0011805889554788,
          0.9071216660059941,
          0.8186152858288882,
          0.7443704690867899,
          0.6916928997519387,
          0.665766046393224,
          0.6691411092875816,
          0.7014859825187387,
          0.759617933172561,
          0.837816781998809,
          0.9283877685874425,
          1.022418715171654,
          1.11065698420045,
          1.1844199371265418,
          1.23644930533828,
          1.2616254032049439,
          1.2574709047293955,
          1.224394612226158,
          1.1656512302066713,
          1.0870211027181955,
          0.9962414279562966,
          0.9022449185871881,
          0.8142808235426754,
          0.7410048026721341,
          0.689627210512264,
          0.6652035979829158,
          0.6701372465847955,
          0.7039426856938638,
          0.7632934628315483,
          0.8423494663199986,
          0.9333315917996463,
          1.0272872054699969,
          1.114971082532701,
          1.187755136565166,
          1.2384774225278306,
          1.262146871577736,
          1.256434411839656,
          1.221902148890538,
          1.161948054616136,
          1.0824716070518268,
          0.9912932822202923,
          0.8973850199224215,
          0.8099873855853208,
          0.7377002993705095,
          0.6876368047244134,
          0.6647231454776388,
          0.6712140238498161,
          0.706470737933256,
          0.7670240299090866,
          0.8469154607365001,
          0.9382837200732225,
          1.0321381785784065,
          1.1192435651137873,
          1.1910287166779467,
          1.2404299801535494,
          1.2625862752036894,
          1.2553174241845295,
          1.2193386814494027,
          1.1581903523782013,
          1.0778894276138713,
          0.9863375116690127,
          0.8925433056798832,
          0.8057361519420325,
          0.7344578673736845,
          0.685722229420718,
          0.6643248209223565,
          0.6723711451470239,
          0.7090694444407433,
          0.7708086091163607,
          0.851513510355161,
          0.943242792392085,
          1.0369703012817386,
          1.1234732577177626,
          1.1942397777718814,
          1.242306441585087,
          1.2629434933194919,
          1.2541202487508434,
          1.2167049144322337,
          1.1543791562393684,
          1.073275823745679,
          0.981375478319551,
          0.8877211065300636,
          0.801528290998808,
          0.7312783978140874,
          0.6838840107926708,
          0.6640087337904292,
          0.6736082924594722,
          0.7117380910019181,
          0.7746461603201382,
          0.8561423514729691,
          0.9482074458316974,
          1.0417822455455874,
          1.1276589978788552,
          1.1973874373363518,
          1.2441062911059626,
          1.2632184277492533,
          1.2528432145638064,
          1.2140015716892811,
          1.1505155136481113,
          1.0686320634251234,
          0.9764085459102496,
          0.8829197477800186,
          0.7973649592213246,
          0.7281627645198822,
          0.6821226540463112,
          0.6637749709535276,
          0.6749251257763043,
          0.7144759441804441,
          0.7785356288286632,
          0.8608007119243276,
          0.9531763159336372,
          1.0465726888813014,
          1.1317996352109354,
          1.2004708302856748,
          1.2458290340552944,
          1.2634110029314896,
          1.2514866725965623,
          1.2112293961925995,
          1.1466004864670132,
          1.0639594229180906,
          0.9714380795258715,
          0.8781405490091535,
          0.793247300837109,
          0.7251118237748297,
          0.6804386432633736,
          0.6636235966577657,
          0.6763212831861947,
          0.7172822515195924,
          0.7824759456815085,
          0.8654873114307179,
          0.9581480370805857,
          1.0513403147094122,
          1.135894031723697,
          1.203489109196854,
          1.247474196963752,
          1.2635211659398788,
          1.2500509956737547,
          1.2083891498318646,
          1.142635150680908,
          1.0592591864277678,
          0.9664654452224359,
          0.8733848237065364,
          0.7891764475210634,
          0.7221264140829375,
          0.6788324412682503,
          0.66355465250603,
          0.6777963809768145,
          0.7201562417490778,
          0.7864660279433481,
          0.8702008619525529,
          0.9631212428716699,
          1.0560838127214887,
          1.1399410621354076,
          1.2064414445424834,
          1.2490413276836854,
          1.2635488864978173,
          1.24853657836904,
          1.2054816132049904,
          1.138620596101174,
          1.0545326457416573,
          0.9614920096517998,
          0.8686538789099134,
          0.7851535180844319,
          0.719207355938015,
          0.677304489500787,
          0.6635681574465614,
          0.679350013740281,
          0.7230971249970141,
          0.7905047790016245,
          0.8749400680431624,
          0.9680945664979862,
          1.060801879240268,
          1.1439396141821796,
          1.2093270249187271,
          1.2505299955133848,
          1.2634941569867404,
          1.246943836896654,
          1.2025075854035663,
          1.134557926066227,
          1.049781099876563,
          0.9565191396860053,
          0.8639490148465027,
          0.7811796181673267,
          0.7163554515981707,
          0.6758552078949568,
          0.663664107767731,
          0.6809817544845983,
          0.7261040930069941,
          0.7945910888679003,
          0.879703627204855,
          0.9730666411182329,
          1.065493217577931,
          1.1478885889236543,
          1.2121450572683237,
          1.25193979131546,
          1.2633569924482058,
          1.2452732089970289,
          1.1994678837932717,
          1.130448257138259,
          1.04500585472159,
          0.9515482020416761,
          0.8592715245756195,
          0.7772558399348479,
          0.7135714848653272,
          0.6744849947634589,
          0.6989733896957877,
          0.7086799756113058,
          0.7469081164442752,
          0.809896166223613,
          0.8914461059372476,
          0.9835334281024251,
          1.0770967476540412,
          1.1629294415033524,
          1.232585579506483,
          1.2792110033085826,
          1.2982177749724768,
          1.287735629701214,
          1.2487960097430633,
          1.1852305705575747,
          1.1032941462277617,
          1.011049274291402,
          0.9175728426983613,
          0.8320629247692766,
          0.7629336895235362,
          0.7169874481272105,
          0.6987453070235892,
          0.710002291424236,
          0.7496507149731176,
          0.8137891759945911,
          0.8961064551032534,
          0.9885025386818413,
          1.0818856595671043,
          1.167066926204516,
          1.23566450883525,
          1.2809284108676227,
          1.298404667996659,
          1.28637361793205,
          1.246019115028658,
          1.1813120391135947,
          1.0986195612318765,
          1.0060786145297402,
          0.9127952206900951,
          0.827948458134231,
          0.7598872414463614,
          0.7153087888527033,
          0.6985996164888106,
          0.7114039055660444,
          0.7524617150731377,
          0.8177329598699663,
          0.9007949547391029,
          0.9934744060925893,
          1.0866516634010053,
          1.171158092069163,
          1.2386782663399198,
          1.2825682065172135,
          1.298509146031663,
          1.2849324977222591,
          1.2431742026863466,
          1.1773432737835223,
          1.0939174691020503,
          1.0011058810860447,
          0.9080411625018475,
          0.8238808741432709,
          0.7569063815889453,
          0.7137079694980998,
          0.6985363581322487,
          0.7128844328247014,
          0.7553403441843132,
          0.8217264339615667,
          0.9055103162829826,
          0.9984476638935914,
          1.0913934492930963,
          1.1752018147034553,
          1.2416260237357253,
          1.284129939584813,
          1.2985311803633122,
          1.2834126651415034,
          1.2402620545964071,
          1.173325365321297,
          1.08918916213578,
          0.9961324406394048,
          0.9033119747131877,
          0.8198612907091186,
          0.7539919291946438,
          0.7121854300239097,
          0.6985555493394868,
          0.7144434663001255,
          0.7582858111598315,
          0.8257685007246308,
          0.9102512437905009,
          1.0034209452616483,
          1.0961097140366602,
          1.1791969827525952,
          1.2445069708770102,
          1.2856131808521736,
          1.298470764935811,
          1.2818145378923274,
          1.2372834711178282,
          1.169259417987091,
          1.0844359398353105,
          0.9911596600632211,
          0.8986089570684418,
          0.8158908125522879,
          0.7511446852557488,
          0.7107415888766255,
          0.698657184836118,
          0.7160805775160107,
          0.7612973064835225,
          0.8298580492594505,
          0.9150164342908503,
          1.0083928833670766,
          1.1007991614390733,
          1.183142498206262,
          1.247320315979886,
          1.28701752267331,
          1.2983279163534072,
          1.2801385551953575,
          1.2342392708683403,
          1.1651465492438176,
          1.079659108550481,
          0.9861889060495388,
          0.8939334021194705,
          0.8119705308974593,
          0.7483654322933405,
          0.7093768428737168,
          0.6988412366891934,
          0.7177953165375898,
          0.7643740024923437,
          0.83399395561669,
          0.9198045781449209,
          1.013362111749379,
          1.1054605026780446,
          1.1870372767003876,
          1.2500652858398436,
          1.2883425790865322,
          1.2981026738758308,
          1.2783851776685882,
          1.2311302904994275,
          1.1609878894500179,
          1.0748599811196937,
          0.9812215447334333,
          0.8892865948704384,
          0.808101523173583,
          0.745654934142231,
          0.7080915670945743,
          0.6991076543149,
          0.7195872120952882,
          0.7675150536038521,
          0.8381750831062696,
          0.9246143594052219,
          1.0183272646927661,
          1.1100924566558275,
          1.1908802478151714,
          1.2527411260442518,
          1.2895879859205226,
          1.2977950994075023,
          1.2765548872007884,
          1.227957384466394,
          1.1567845815491924,
          1.070039876509105,
          0.9762589413175454,
          0.8846698124246495,
          0.8042848527177603,
          0.7430139357410325,
          0.7068861147774219,
          0.6994563644924622,
          0.7214557717142511,
          0.7707195965485938,
          0.842400282609791,
          0.9294444561775566,
          1.0232869776015414,
          1.114693750351311,
          1.1946703553692777,
          1.255347101179703,
          1.2907534008944204,
          1.2974052774805216,
          1.2746481868190653,
          1.2247214247935267,
          1.152537780755691,
          1.0652001194501273,
          0.9713024596968859,
          0.8800843236335527,
          0.8005215684829969,
          0.7404431629274225,
          0.7057608172222367,
          0.6998872713842659,
          0.7234004818496856,
          0.7739867506073657,
          0.846668392896334,
          0.9342935409843237,
          1.028239887375103,
          1.1192631191698892,
          1.198406557710099,
          1.2578824950341234,
          1.2918385037118947,
          1.2969333152314315,
          1.2726656005506114,
          1.221423300834435,
          1.1482486542372112,
          1.0603420400753407,
          0.9663534620839848,
          0.875531388748021,
          0.7968127047499243,
          0.7379433222386605,
          0.7047159836996966,
          0.7004002565621985,
          0.7254208080280052,
          0.7773156178532619,
          0.8509782409416204,
          0.9391602811293491,
          1.0331846327825884,
          1.1237993072910186,
          1.2020878280000458,
          1.260346610793615,
          1.2928429961491725,
          1.296379342371778,
          1.2706076732786835,
          1.2180639190276137,
          1.1439183807940239,
          1.0554669735529332,
          0.9614133086344997,
          0.8710122590719834,
          0.7931592808425343,
          0.7355151007174001,
          0.7037519013661804,
          0.7009951790401949,
          0.7275161949937188,
          0.7807052833984698,
          0.8553286422503801,
          0.9440433390641759,
          1.038119854836993,
          1.1283010680133614,
          1.2057131544987607,
          1.2627387712339677,
          1.2937666021369998,
          1.2957435111524576,
          1.2684749705928535,
          1.214644202647347,
          1.1395481505350002,
          1.0505762597197446,
          0.9564833570734206,
          0.8665281766185277,
          0.7895623008480446,
          0.7331591657228764,
          0.7028688351848474,
          0.7016718753129882,
          0.72968606686204,
          0.7841548156456898,
          0.8597184011819186,
          0.9489413727556333,
          1.0430441971686448,
          1.1327671640974117,
          1.2092815408411646,
          1.265058318906781,
          1.2946090678365152,
          1.2950259963218729,
          1.2662680786335583,
          1.2111650915499317,
          1.1351391645505202,
          1.045671242713045,
          0.9515649623218891,
          0.8620803737685642,
          0.786022753340926,
          0.7308761647474901,
          0.7020670278528183,
          0.7024301594010458,
          0.7319298272771484,
          0.7876632665441811,
          0.8641463112786906,
          0.9538530360547138,
          1.0479563063980077,
          1.1371963681055355,
          1.2127920063113131,
          1.2673046163201493,
          1.2953701617090165,
          1.29422699507791,
          1.2639876039310192,
          1.2076275419154003,
          1.1306926345823771,
          1.040753270601115,
          0.9466594761248533,
          0.8576700729320986,
          0.782541611111219,
          0.7286667252388411,
          0.7013466997344713,
          0.7032698229016794,
          0.7342468595761018,
          0.7912296718503384,
          0.8686111555979035,
          0.9587769790665058,
          1.0528548325076255,
          1.1415874627393356,
          1.2162435861119099,
          1.269477046113877,
          1.2960496745795906,
          1.2933467270137373,
          1.2616341732385312,
          1.2040325259847053,
          1.1262097826907598,
          1.035823695012721,
          0.9417682466795306,
          0.8532984862123015,
          0.7791198308971719,
          0.7265314544273063,
          0.7007080488008801,
          0.7041906350463284,
          0.7366365269583098,
          0.7948530513926603,
          0.8731117070459625,
          0.9637118485212203,
          1.0577384292131407,
          1.1459392411741773,
          1.2196353316294841,
          1.2715750112291382,
          1.2966474196946054,
          1.2923854340574548,
          1.2592084333602271,
          1.2003810317925252,
          1.1216918409183663,
          1.0308838707656953,
          0.9368926182648912,
          0.8489668150723548,
          0.7757583531223065,
          0.7244709391591319,
          0.7001512505754038,
          0.7051923427639746,
          0.7390981726605513,
          0.7985324093411673,
          0.8776467287157045,
          0.968656288146104,
          1.0626057543333238,
          1.1502505073908695,
          1.2229663106950925,
          1.2735979350725815,
          1.2971632327730351,
          1.2913433804056047,
          1.2567110509732993,
          1.1966740628957266,
          1.117140050951807,
          1.02593515549454,
          0.9320339308722185,
          0.8446762500052584,
          0.7724581016369388,
          0.7224857457351626,
          0.6996764580854473,
          0.7062746707507038,
          0.7416311201374673,
          0.8022667344810787,
          0.8822149742263803,
          0.9736089390381781,
          1.067455470158941,
          1.154520076504394,
          1.226235607840514,
          1.2755452616747867,
          1.297596972051611,
          1.2902208524505636,
          1.2541427124447715,
          1.1929126380975306,
          1.1125556637803578,
          1.0209789092773167,
          0.9271935198367883,
          0.8404279702066535,
          0.7692199834642937,
          0.7205764197551897,
          0.6992838018204024,
          0.7074373215453597,
          0.7442346732475151,
          0.8060550004907189,
          0.8868151880661692,
          0.9785684400377392,
          1.0722862438203877,
          1.158746775089524,
          1.2294423245498545,
          1.2774164558430718,
          1.2979485183237818,
          1.2890181587018237,
          1.2515041236428834,
          1.1890977911675356,
          1.1079399393521183,
          1.0160164942618648,
          0.9223727154709309,
          0.8362231432507127,
          0.7660448885512056,
          0.7187434859680131,
          0.6989733896957879,
          0.690778565779068,
          0.7203803861051717,
          0.7762004847413805,
          0.8527461684893033,
          0.9424853482491234,
          1.0365876959788145,
          1.1257935482604358,
          1.2013250564327502,
          1.2557499261906901,
          1.2837127547448228,
          1.2824620020233894,
          1.2521207419931815,
          1.1956745521911474,
          1.1186777331358388,
          1.0287067656048907,
          0.9346147855382916,
          0.8456604361767713,
          0.7705968183145369,
          0.7168101858879263,
          0.6895931391845059,
          0.6916238334021461,
          0.7227024483938082,
          0.7797708509538774,
          0.857213514878654,
          0.9474100882913493,
          1.0414852356514275,
          1.130181970055122,
          1.2047725399992728,
          1.2579172394244837,
          1.2843866341986905,
          1.2815761380134856,
          1.2497623034665482,
          1.1920756093083635,
          1.1141924215859602,
          1.0237764396822406,
          0.9297245889155412,
          0.8412915638067212,
          0.7671791668856178,
          0.7146800520247726,
          0.688960127887246,
          0.6925502329313151,
          0.7250971011105418,
          0.783398123224215,
          0.8617164834040922,
          0.9523456613325947,
          1.0463677532197644,
          1.1345309928160834,
          1.2081601244643585,
          1.260010047555873,
          1.2849787338452476,
          1.2806092666178004,
          1.2473316010958821,
          1.1884202568797138,
          1.1096721054831395,
          1.0188359586447577,
          0.9248500858785443,
          0.8369626894754404,
          0.7638218821447003,
          0.7126247134216263,
          0.6884089805744544,
          0.6935575097599529,
          0.7275636861220073,
          0.7870813046525539,
          0.8662538364941694,
          0.957290710906732,
          1.0512339067991743,
          1.1388394212814887,
          1.211486878802664,
          1.262027775408822,
          1.2854888909550384,
          1.279561653566024,
          1.2448293029222397,
          1.1847094995224343,
          1.1051180271665393,
          1.0138866803074535,
          0.9199926161092782,
          0.8326750029072726,
          0.7605258867897127,
          0.7106447349566014,
          0.6879398487204698,
          0.6946453870535587,
          0.7301015255253577,
          0.790819382973287,
          0.8708243271273698,
          0.9622438779431565,
          1.0560823590024007,
          1.1431060713462258,
          1.2147518887070707,
          1.2639698684419503,
          1.285916965319249,
          1.2784335867784464,
          1.242256096663681,
          1.1809443570809528,
          1.1005314382543467,
          1.008929964903146,
          0.9151535146083911,
          0.8284296825067432,
          0.7572920866741456,
          0.7087406607962429,
          0.687552861258947,
          0.6958135658258369,
          0.7327099218345741,
          0.79461133083324,
          0.8754266991748347,
          0.9672038011402998,
          1.0609117773071317,
          1.1473297703873304,
          1.2179542568399624,
          1.2658357929009396,
          1.2862628392882438,
          1.2772253762868258,
          1.2396126895262596,
          1.1771258643466,
          1.0959135992997833,
          1.003967174708616,
          0.9103341113282967,
          0.824227895034684,
          0.7541213705580819,
          0.706913014245964,
          0.6872481245474203,
          0.6970617250208694,
          0.7353881581721622,
          0.7984561060740282,
          0.8800596877455953,
          0.9721691173397737,
          1.0657208344222386,
          1.1515093575862656,
          1.22109310307985,
          1.2676250359652332,
          1.286526417803896,
          1.2759373541491807,
          1.2368998080096554,
          1.1732550707732066,
          1.0912657794446634,
          0.9989996736702033,
          0.9055357308076548,
          0.8200707952875761,
          0.751014609863944,
          0.7051622976062323,
          0.6870257223380756,
          0.6983895216013525,
          0.7381354984661704,
          0.8023526520184783,
          0.884722019534192,
          0.9771384619010011,
          1.0705082086525346,
          1.1556436842479523,
          1.2241675647632546,
          1.2693371058889693,
          1.2867076284257166,
          1.2745698743585299,
          1.2341181977075109,
          1.1693330401886874,
          1.0865892560705865,
          0.9940288270289539,
          0.9007596918073413,
          0.8159595257801693,
          0.747972658436994,
          0.7034889920345136,
          0.6868857157547295,
          0.6997965906428747,
          0.7409511876524945,
          0.8062998977610337,
          0.8894124131706473,
          0.9821104690762728,
          1.0752725842620605,
          1.1597316141164726,
          1.2271767969218033,
          1.2709715321361372,
          1.2868064213507606,
          1.273123312745603,
          1.2312686231025167,
          1.1653608505026576,
          1.0818853144478762,
          0.9890560009454019,
          0.8960073069480149,
          0.8118952164314786,
          0.7449963523106614,
          0.7018935574130368,
          0.686828143276032,
          0.7012825454342115,
          0.743834451882388,
          0.810296758462082,
          0.8941295795726079,
          0.9870837723861021,
          1.080012651835658,
          1.1637720236873503,
          1.2301199725144485,
          1.2725278655098906,
          1.286822769427316,
          1.2715980668755484,
          1.2283518673563036,
          1.1613395934101909,
          1.077155247382337,
          0.9840825621240967,
          0.8912798823493586,
          0.8078789842542444,
          0.7420865094767815,
          0.7003764322224021,
          0.6868530207248914,
          0.7028469775836068,
          0.7467844987351464,
          0.8143421356461015,
          0.8988722222996481,
          0.992057004994775,
          1.0847271086388612,
          1.167763802516333,
          1.232996282654771,
          1.274005678276004,
          1.2867566681623668,
          1.2699945559386703,
          1.2253687320942008,
          1.1572703740917702,
          1.0724003548599481,
          0.9791098774379912,
          0.8865787172711043,
          0.8039119330479356,
          0.7392439296607765,
          0.6989380334210654,
          0.6869603412641243,
          0.7044894571310145,
          0.7498005174358915,
          0.8184349175035739,
          0.9036390379095551,
          0.9970288000860237,
          1.0894146589759355,
          1.1717058535245803,
          1.2358049368332955,
          1.275404564280433,
          1.2866081357228265,
          1.2683132206352157,
          1.222320037184928,
          1.1531543109095712,
          1.0676219436895849,
          0.9741393135527715,
          0.8819051037559742,
          0.7999951530953865,
          0.7364693941018713,
          0.6975787563307531,
          0.6871500753983351,
          0.7062095326662616,
          0.7528816790784029,
          0.8225739791965264,
          0.9084287163165861,
          1.0019977912386386,
          1.0940740145459618,
          1.1755970933001678,
          1.2385451631347335,
          1.2767241390609365,
          1.2863772129305435,
          1.2665545230542614,
          1.2192066205152556,
          1.148992535100071,
          1.0628213271438565,
          0.9691722365512628,
          0.8772603262745516,
          0.7961297208631654,
          0.7337636653383675,
          0.6962989745278135,
          0.6874221709820248,
          0.7080067314531188,
          0.7560271368529211,
          0.8267581831676836,
          0.9132399411514962,
          1.0069626128020481,
          1.098703894796927,
          1.1794364523958534,
          1.2412162084501563,
          1.2779640399527337,
          1.286063963251088,
          1.2647189465467155,
          1.21602933775974,
          1.1447861904631673,
          1.0579998245981752,
          0.9642100115579786,
          0.872645661372298,
          0.7923166987056952,
          0.7311274869980857,
          0.6950990397405296,
          0.6877765532339172,
          0.7098805595592168,
          0.7592360262788936,
          0.8309863794531315,
          0.9180713901233483,
          1.0119219002716118,
          1.103303027277658,
          1.1832228756230145,
          1.243817338683949,
          1.2791239261881933,
          1.2856684727763004,
          1.2628069955924668,
          1.2127890621455384,
          1.1405364330478056,
          1.0531587611681588,
          0.9592540023639071,
          0.8680623773186835,
          0.7885571345733142,
          0.7285615835939805,
          0.693979281752476,
          0.6882131247575178,
          0.7118305019918021,
          0.7625074654425517,
          0.835257405998325,
          0.922921735382914,
          1.0168742906636612,
          1.1078701479875177,
          1.1869553223416278,
          1.2463478389555886,
          1.280203478990468,
          1.2851908502006404,
          1.2608191956617485,
          1.2094866842124312,
          1.1362444308342616,
          1.0482994673454225,
          0.9543055710517495,
          0.8635117337586369,
          0.7848520617242347,
          0.7260666603250338,
          0.6929400083118615,
          0.6887317655678751,
          0.7138560228392712,
          0.7658405552393011,
          0.8395700889774943,
          0.9277896438875957,
          1.0218184228900844,
          1.1124040017238237,
          1.1906327667462717,
          1.2488070137961045,
          1.2812024016611245,
          1.284631226791304,
          1.2587560930707107,
          1.2061231115680613,
          1.1319113634131535,
          1.0434232786319222,
          0.9493660776215265,
          0.8589949813663659,
          0.781202498440582,
          0.7236434028824195,
          0.6919815050469662,
          0.6893323331245619,
          0.7159565654184602,
          0.7692343796208144,
          0.8439232431162427,
          0.9326737777678318,
          1.0267529381323854,
          1.1169033424268076,
          1.194254198148078,
          1.2511941873392185,
          1.2821204196616696,
          1.2839897563521565,
          1.2566182548312828,
          1.2026992686384828,
          1.1275384216612254,
          1.0385315351729272,
          0.9444368796168193,
          0.8545133615015864,
          0.777609447748542,
          0.7212924772610774,
          0.6911040353876247,
          0.6900146623708496,
          0.718131552427638,
          0.7726880058468085,
          0.8483156720172876,
          0.9375727946947556,
          1.031676480215165,
          1.1213669335220644,
          1.1978186212524728,
          1.253508703507105,
          1.2829572806890177,
          1.283266615181452,
          1.2544062684953305,
          1.199216096414127,
          1.123126807414078,
          1.0336255813886719,
          0.9395193317516833,
          0.8500681058684088,
          0.774073897142674,
          0.7190145295766515,
          0.6903078404928438,
          0.6907785657790675,
          0.650283703871754,
          0.6983966103900551,
          0.769198581056857,
          0.855722707675728,
          0.9494550231740987,
          1.0411722752757104,
          1.1218494937798318,
          1.1835480469002542,
          1.22019680199202,
          1.2281895245134462,
          1.2067397312138277,
          1.1579580800217995,
          1.0866446814755912,
          0.9998167682336713,
          0.9060181999477869,
          0.8144787481631378,
          0.7342058875436236,
          0.6730984610922585,
          0.6371694346374982,
          0.6299542214812611,
          0.6521627980155011,
          0.7016098421025677,
          0.773429768597089,
          0.8605555025313841,
          0.9544138787216252,
          1.0457692405296528,
          1.1256322277304023,
          1.1861443288321682,
          1.221351157972824,
          1.2277883660078421,
          1.2048225321863741,
          1.1547134927019858,
          1.08239197299369,
          0.9949744047609006,
          0.9010626696588511,
          0.8098976748383153,
          0.7304500484281603,
          0.6705374304518356,
          0.636055217680333,
          0.6303964570659671,
          0.654117970196253,
          0.7048855620946576,
          0.7777037058178063,
          0.8654071019033257,
          0.9593657432583534,
          1.0503341071606116,
          1.129360913947713,
          1.1886699322131342,
          1.2224251593486983,
          1.2273050837299637,
          1.2028295211918614,
          1.151406865111765,
          1.078097100695633,
          0.9901139028423291,
          0.896114811116074,
          0.8053493285524062,
          0.7267487713063786,
          0.6680474278640918,
          0.635021505680195,
          0.6309207528307774,
          0.6561486830650911,
          0.7082228700852077,
          0.7820192180932818,
          0.8702761724042934,
          0.9643092558406893,
          1.0548656205853975,
          1.1330345276598646,
          1.1911241629200162,
          1.2234185109469302,
          1.2267398105024911,
          1.200761245978622,
          1.148039106026731,
          1.073761244960829,
          0.9852365983119439,
          0.8911759841620605,
          0.8008349593482347,
          0.7231030734172091,
          0.6656291376678325,
          0.6340685827368833,
          0.631526964681088,
          0.6582543785119044,
          0.7116208488665897,
          0.7863751193715277,
          0.8751613758453571,
          0.9692430578204467,
          1.0593625353874385,
          1.1366520592307883,
          1.1935063464453575,
          1.2243309397601534,
          1.226092701682052,
          1.1986182749801992,
          1.1446111410235267,
          1.0693855974323532,
          0.9803438316216715,
          0.8862475461572271,
          0.7963558079305507,
          0.7195139567244898,
          0.663283224492822,
          0.6331967107465731,
          0.6322149260089218,
          0.660434477818775,
          0.7150785645567425,
          0.7907702125002586,
          0.880061369603697,
          0.9741657932182441,
          1.0638236156590561,
          1.1402125144377273,
          1.1958158280827567,
          1.2251621950213807,
          1.225363935116526,
          1.1964011971591202,
          1.141123912225463,
          1.0649713606894442,
          0.9754369474729737,
          0.8813308516067475,
          0.791913105325039,
          0.715982407641585,
          0.6610103330771127,
          0.6324061293298318,
          0.6329844477387176,
          0.6626883818190346,
          0.7185950668558402,
          0.7952032895559155,
          0.8849748069916068,
          0.9790761090961866,
          1.068247635341148,
          1.1437149147444818,
          1.1980519731068056,
          1.2259120482729249,
          1.2245537110961633,
          1.1941106218450295,
          1.137578378043589,
          1.0605197479169846,
          0.9705172944472785,
          0.8764272517882848,
          0.787508072539989,
          0.7125093967602917,
          0.6588110880898548,
          0.6316970557657695,
          0.6338353183792971,
          0.6650154710619305,
          0.7221693893074596,
          0.7996731321756445,
          0.8899003376265955,
          0.983972655929687,
          1.0726333785601285,
          1.147158297570346,
          1.2002141669475337,
          1.2265802934291838,
          1.2236622522985388,
          1.1917471785672225,
          1.13397551291329,
          1.0560319825720876,
          0.9655862246353396,
          0.87153809438062,
          0.7831419202307187,
          0.7090958785840855,
          0.6566860939596156,
          0.6310696849323191,
          0.6347673040819887,
          0.6674151059828761,
          0.7258005495642061,
          0.8041785118921404,
          0.8948366078025417,
          0.9888540879783693,
          1.0769796399621268,
          1.150541716554659,
          1.2023018153593126,
          1.227166746833285,
          1.2226898037273541,
          1.1893115168816324,
          1.1303163070264797,
          1.051509298047842,
          0.960645093265643,
          0.8666647230932614,
          0.7788158483668511,
          0.70574279126579,
          0.6546359347082541,
          0.6305241892526776,
          0.6357801487048957,
          0.6698866270792233,
          0.7294875496576863,
          0.8087181904712754,
          0.8997822608617181,
          0.9937190636559227,
          1.0812852250442258,
          1.1538642418168943,
          1.2043143445841744,
          1.227671247307555,
          1.2216366326451005,
          1.1868043061923077,
          1.1266017660594596,
          1.0469529373343378,
          0.9556952583319368,
          0.8618084772971418,
          0.7745310459025175,
          0.7024510563497398,
          0.6526611737904211,
          0.6300607186479205,
          0.636873573883295,
          0.6724293550915172,
          0.7332293762727905,
          0.8132909202524071,
          0.9047359375676647,
          0.9985662458988127,
          1.0855489504827707,
          1.157124960212231,
          1.2062512015095002,
          1.2280936561978177,
          1.2205030284996072,
          1.1842262355674387,
          1.1228329108965212,
          1.0423641526770349,
          0.9507380802200098,
          0.8569706916565183,
          0.7702886904495834,
          0.6992215785185057,
          0.6507623539386971,
          0.6296794004957929,
          0.6380472791061409,
          0.6750425911901841,
          0.737025001026184,
          0.8178954444912889,
          0.909696276478735,
          1.0033943025337695,
          1.0897696444585914,
          1.1603229755825117,
          1.2081118538200417,
          1.2284338574115061,
          1.21928930284449,
          1.1815780135499698,
          1.1190107773493818,
          1.037744205232628,
          0.9457749213338106,
          0.8521526957621552,
          0.7660899479540215,
          0.6960552453442563,
          0.6489399970144363,
          0.629380339595707,
          0.639300941798654,
          0.6777256171675836,
          0.7408733807489468,
          0.8225304977054481,
          0.9146619143222905,
          1.0082019066438825,
          1.093946146979039,
          1.1634574090025327,
          1.2098957901442013,
          1.2286917574495653,
          1.2179957892535236,
          1.1788603679628793,
          1.1151364158724923,
          1.0330943647224131,
          0.9408071457210099,
          0.8473558137659187,
          0.7619359723754399,
          0.6929529270448369,
          0.6471946038643267,
          0.629163618139944,
          0.640634217410982,
          0.6804776956354097,
          0.7447734577732642,
          0.8271948060219887,
          0.9196314863693507,
          1.012987736933319,
          1.0980773101968142,
          1.1665273990216065,
          1.211602520194603,
          1.2288672854321423,
          1.21662284322897,
          1.1760740457091468,
          1.1112108912743515,
          1.0284159090833425,
          0.9358361186981108,
          0.8425813640168495,
          0.7578279053699662,
          0.6899154762445756,
          0.6455266541827606,
          0.6290292956910467,
          0.6420467395128828,
          0.6832980702273415,
          0.7487241602231213,
          0.8318870875277219,
          0.9246036268096882,
          1.0177504780904296,
          1.1021619987254279,
          1.169532101900334,
          1.2132315749028078,
          1.2289603931180846,
          1.215170842103866,
          1.173219812566462,
          1.107235282424849,
          1.0237101241167899,
          0.9308632064752271,
          0.8378306586988067,
          0.7537668759764523,
          0.6869437277399855,
          0.6439366063799762,
          0.6289774091654748,
          0.6435381198944461,
          0.6861859658069208,
          0.7527244023088804,
          0.8366060526214392,
          0.9295769691271948,
          1.0224888211492686,
          1.106199089951229,
          1.1724706918424734,
          1.2147825065482598,
          1.228971054918175,
          1.2136401849383296,
          1.1702984529767868,
          1.1032106819587615,
          1.0189783031351702,
          0.925889775780582,
          0.833105003469887,
          0.749754000306189,
          0.6840384982703036,
          0.6424248974560962,
          0.6290079728234337,
          0.6451079486727724,
          0.68914058868059,
          0.7567730846257047,
          0.8413504043683673,
          0.9345501464754287,
          1.0272014638493316,
          1.1101874743419646,
          1.1753423612218936,
          1.2162548888813172,
          1.2288992679021875,
          1.2120312924098713,
          1.1673107698307446,
          1.0991381959754578,
          1.0142217466065049,
          0.9209171934848899,
          0.8284056971035408,
          0.7457903812361726,
          0.6812005862930397,
          0.6409919428809947,
          0.629120978264979,
          0.6467557944046347,
          0.6921611268158212,
          0.760869094455701,
          0.846118838856608,
          0.9395217920533102,
          1.0318871109934498,
          1.1141260557517019,
          1.178146320804565,
          1.2176483172404005,
          1.2287450517996714,
          1.2103446066977914,
          1.164257584246969,
          1.0950189437348876,
          1.0094417617969893,
          0.9159468262257093,
          0.8237340311316399,
          0.7418771081059582,
          0.6784307717645353,
          0.6396381364801436,
          0.6293163944323024,
          0.6484812042050532,
          0.6952467500642957,
          0.7650113060737435,
          0.850910045555479,
          0.9444905394807325,
          1.036544474803781,
          1.1180137517220798,
          1.1808817999654346,
          1.2189624086632231,
          1.2285084489945473,
          1.2085805913616403,
          1.1611397353464274,
          1.0908540573500072,
          1.0046396624117295,
          0.9109800400318138,
          0.8190912894895316,
          0.7380152564183209,
          0.6757298159255885,
          0.6383638503263463,
          0.6295941676182898,
          0.6502837038717527,
          0.5793822987098246,
          0.6437565853851817,
          0.726229806624935,
          0.8186866041187154,
          0.9120292364589193,
          0.9970727961605853,
          1.065449003816243,
          1.1104296461138792,
          1.1275886314835448,
          1.115237517150435,
          1.0745916517675889,
          1.009650585206568,
          0.9268045131730576,
          0.8342054824654246,
          0.7409652302280307,
          0.6562585897519879,
          0.588420687620171,
          0.5441267679245145,
          0.5277353487863846,
          0.5408593445253835,
          0.5822073550205422,
          0.6477107393779441,
          0.730923969866148,
          0.8236588713244922,
          0.9167903369377166,
          1.0011542380097427,
          1.0684491734873758,
          1.1120533271536082,
          1.1276760538086714,
          1.1137800784112255,
          1.0717327638182954,
          1.0056715623905492,
          0.922096891014107,
          0.8292324906038483,
          0.7362162106614435,
          0.6522008456222648,
          0.5854535006220181,
          0.5425421090189527,
          0.5276891482817618,
          0.5423561485476239,
          0.5850998781747228,
          0.6517143576192614,
          0.7356447274829446,
          0.828632246148471,
          0.9215269492877924,
          1.0051880056131448,
          1.0713831739376518,
          1.1135988550433675,
          1.1276810293183617,
          1.112244011951096,
          1.0688068042039862,
          1.0016436238118402,
          0.917363322301892,
          0.8242590745371786,
          0.7314923309796826,
          0.6481913317046484,
          0.582552888314276,
          0.5410358183379465,
          0.5277253981088703,
          0.5439313719027865,
          0.5880590732069896,
          0.6557663397764093,
          0.7403907820479027,
          0.833605361735287,
          0.9262377717242966,
          1.009172990351979,
          1.0742501988022977,
          1.1150658050186533,
          1.1276035566451739,
          1.1106297399342204,
          1.0658145770795322,
          0.9975678764872353,
          0.9126051079847654,
          0.8192866011321143,
          0.7267948894682175,
          0.6442311499521975,
          0.5797196478855002,
          0.5396083098622562,
          0.5278440883050033,
          0.5455845816650281,
          0.5910841268282296,
          0.6598655722245877,
          0.7451608291811272,
          0.8385768513008236,
          0.9309215095503404,
          1.013108097014653,
          1.0770494601237495,
          1.1164537739108908,
          1.1274436570812778,
          1.1089377060183654,
          1.062756904812409,
          0.9934454405730258,
          0.9078235557845443,
          0.8143164369962795,
          0.7221251771463988,
          0.6403213887597884,
          0.576954558008126,
          0.5382599759205705,
          0.5280451862499922,
          0.5473153234751429,
          0.5941742076491099,
          0.6640109283529803,
          0.7499535579087316,
          0.8435453485078499,
          0.9355768755128184,
          1.0169922440977908,
          1.0797801885682077,
          1.1177623802582373,
          1.1272013745726017,
          1.1071683752329569,
          1.0596346277566806,
          0.9892774490571414,
          0.9030199798371059,
          0.8093499481026306,
          0.7174844774126365,
          0.6364631226649836,
          0.5742583786244574,
          0.5369911870816769,
          0.528328636675167,
          0.549123121665438,
          0.5973284664085786,
          0.6682012688743932,
          0.7547676510231461,
          0.848509487841544,
          0.940202590156201,
          1.020824364103478,
          1.0824416336370761,
          1.1189912644104199,
          1.1268767757067564,
          1.1053222338512716,
          1.056448604022039,
          0.9850650474477638,
          0.8981957003312078,
          0.8043884994140401,
          0.7128740656916752,
          0.6326574120527123,
          0.5716318507378134,
          0.5358022920526178,
          0.5286943616785514,
          0.5510074793904632,
          0.6005460362072638,
          0.6724354421383602,
          0.7596017854451288,
          0.8534679049847665,
          0.944797382174161,
          1.024603403832627,
          1.0850330638732257,
          1.120140088627585,
          1.1264699496947328,
          1.1033997892567937,
          1.0531997092379675,
          0.9808093934585062,
          0.8933520431456676,
          0.7994334545081546,
          0.7082952090840693,
          0.6289053028638366,
          0.5690756962088742,
          0.5346936175828582,
          0.5291422607462685,
          0.5529678787635622,
          0.6038260327457318,
          0.6767122844476683,
          0.7644546325873915,
          0.8584192371930471,
          0.9493599887589792,
          1.0283283246744623,
          1.0875537670620248,
          1.121208537173114,
          1.1259810083463877,
          1.1014015698037705,
          1.0498888363130892,
          0.9765116566902315,
          0.8884903394849575,
          0.7944861752026456,
          0.7037491660179379,
          0.6252078263076988,
          0.5665906175572886,
          0.5336654683744733,
          0.5296722107801675,
          0.5550037809992023,
          0.6071675545675228,
          0.6810306203781704,
          0.7693248587197434,
          0.8633621236690907,
          0.9538891559486066,
          1.0319981028919378,
          1.0900030504270777,
          1.1221963164004032,
          1.1254100860397096,
          1.0993281246719984,
          1.0465168951897628,
          0.9721730183096063,
          0.883611925513348,
          0.7895480211809263,
          0.699237185903101,
          0.6215659985787045,
          0.5641772977685962,
          0.532718126998416,
          0.5302840661316558,
          0.5571146265610547,
          0.6105696833068993,
          0.6853892631018396,
          0.7742111253356457,
          0.8682952059367894,
          0.9583836389712923,
          1.0356117299031091,
          1.09238024082063,
          1.123103154833566,
          1.1247573396838861,
          1.0971800237158933,
          1.043084812594002,
          0.9677946707244699,
          0.8787181419876704,
          0.7846203496184672,
          0.6947605087877023,
          0.6179808205770303,
          0.5618364001065187,
          0.5318518538168528,
          0.5309776586417259,
          0.559299835315773,
          0.6140314839412553,
          0.6897870147129468,
          0.7791120895200879,
          0.8732171282145622,
          0.9628422025877066,
          1.0391682125583313,
          1.0946846849085692,
          1.1239288032420498,
          1.1240229486761883,
          1.0949578573078733,
          1.039593531780768,
          0.963377817256132,
          0.8738103338888529,
          0.7797045148097957,
          0.6903203650173986,
          0.614453277633562,
          0.5595685679306702,
          0.5310668869116105,
          0.5317527976871727,
          0.5615588066924325,
          0.6175520050480731,
          0.6942226665572917,
          0.7840264043186512,
          0.8781265377879878,
          0.9672636214303971,
          1.0426665734131941,
          1.0969157493499755,
          1.1246730347091163,
          1.1232071148526588,
          1.0926622361761,
          1.036044012274748,
          0.9589236718086411,
          0.8688898500522548,
          0.7748018677962911,
          0.6859179748972268,
          0.6109843392390633,
          0.5573744245197543,
          0.5303634420187293,
          0.5326092702329892,
          0.5638909198475957,
          0.6211302790664279,
          0.698694999564375,
          0.7889527191076999,
          0.88302208538156,
          0.9716466803405944,
          1.0461058509971741,
          1.099072820971195,
          1.125335644694234,
          1.1223100624326356,
          1.090293791236637,
          1.0324372296066384,
          0.9544334585351771,
          0.8639580427969702,
          0.7699137559948654,
          0.681554548356219,
          0.607574958777757,
          0.5552545729002379,
          0.5297417124691957,
          0.5335468408909005,
          0.5662955338359255,
          0.624765322562896,
          0.703202784582452,
          0.793889679965607,
          0.8879024255295301,
          0.9759901747021523,
          1.0494851000778778,
          1.1011553069343665,
          1.1259164510892594,
          1.1213320379571479,
          1.087853173420043,
          1.028774175045017,
          0.9499084115016044,
          0.8590162675541585,
          0.7650415228276617,
          0.6772312846148467,
          0.6042260732652743,
          0.553209595680652,
          0.5292018691357793,
          0.534565251984078,
          0.5687719877863596,
          0.6284561365018335,
          0.7077447827163316,
          0.7988359300448185,
          0.8927662169456838,
          0.9802929107726397,
          1.0528033919208069,
          1.1031626349003456,
          1.1264152942685193,
          1.1202733102211315,
          1.0853410534924874,
          1.0250558553239402,
          0.9453497743473083,
          0.854065882494522,
          0.7601865073528181,
          0.6729493718554806,
          0.6009386030911451,
          0.5512400548914396,
          0.5287440603861026,
          0.535664223617933,
          0.5713196010837199,
          0.6322017065199573,
          0.7123197456678834,
          0.8037901099447875,
          0.8976121228919565,
          0.984553706011414,
          1.0560598145446318,
          1.1050942531859917,
          1.1268320371326594,
          1.1191341701995823,
          1.082758121871382,
          1.0212832923662314,
          0.9407587999434075,
          0.849108248155047,
          0.7553500438964524,
          0.6687099868957979,
          0.597713451765851,
          0.5493464918305087,
          0.5283684120418313,
          0.5368434537570689,
          0.573937673555785,
          0.6360010032051143,
          0.7169264160790998,
          0.8087508580855847,
          0.9024388115458488,
          0.9887713894046126,
          1.0592534729718222,
          1.10694963091582,
          1.1271665651463258,
          1.117914930967559,
          1.0801050884356505,
          1.017457523002633,
          0.9361367500483945,
          0.8441447270650655,
          0.7505334616859591,
          0.6645142948653653,
          0.5945515056724796,
          0.5475294269144653,
          0.5280750273441269,
          0.5381026183082624,
          0.5766254856657218,
          0.6398529823792112,
          0.7215635278776685,
          0.8137168110820865,
          0.9072449563664291,
          0.9929448017870128,
          1.06238348947461,
          1.108728258167869,
          1.1274187863696612,
          1.1166159276141652,
          1.077382682330609,
          1.0135795986868514,
          0.9314848949614075,
          0.8391766833717978,
          0.7457380844846635,
          0.6603634488854329,
          0.591453633823157,
          0.5457893595355716,
          0.527863986925243,
          0.5394413712095646,
          0.5793822987098226,
          0.48138962119739637,
          0.5590152179317509,
          0.6493033335816872,
          0.7433696248579188,
          0.8319579762946131,
          0.9063513012638114,
          0.9592293025957227,
          0.985388789229128,
          0.9822556697916508,
          0.9501382429829438,
          0.8921968610075368,
          0.8141329511731062,
          0.7236279959037842,
          0.6295876754898958,
          0.5412655498665155,
          0.46735250906306974,
          0.4151215903262212,
          0.38971231184208627,
          0.3936249445617313,
          0.4264744857414835,
          0.4850285431818199,
          0.5635254023587879,
          0.65424097866791,
          0.7482488667255521,
          0.8362986979378755,
          0.909726376023514,
          0.9613066233880448,
          0.9859639478558463,
          0.9812720706903397,
          0.9476926722257477,
          0.8885299625594867,
          0.8096055475453924,
          0.7186855832477902,
          0.6247165868118776,
          0.5369450998990545,
          0.46400782973409316,
          0.413081797811621,
          0.3891781215605878,
          0.3946489207938989,
          0.42895586930875673,
          0.48872316614154826,
          0.5680697141100707,
          0.6591878193013696,
          0.7531114675223076,
          0.840598579372176,
          0.9130404301094354,
          0.9633087474711381,
          0.9864571330880044,
          0.9802077876845426,
          0.9451756463438267,
          0.8848078689449754,
          0.8050446399094036,
          0.7137346545334169,
          0.6198628080048323,
          0.5326660824420136,
          0.46072462859930263,
          0.4111174797256294,
          0.3887259752644411,
          0.395753437446627,
          0.4315083645609192,
          0.49247247466644406,
          0.5726469042516029,
          0.6641424959192137,
          0.7579560908373536,
          0.8448564388414205,
          0.9162925527049223,
          0.965235124592077,
          0.9868682093812475,
          0.979063113276029,
          0.9425878571029229,
          0.8810316031240247,
          0.8004514817602583,
          0.7087765704470612,
          0.6150276730550025,
          0.5284296735173417,
          0.457503807995891,
          0.4092291759307762,
          0.3883559972190812,
          0.3969381909605479,
          0.4341312699840198,
          0.49627543831688736,
          0.5772557148132705,
          0.669103646804994,
          0.7627814052006925,
          0.8490711061386056,
          0.9194818500142398,
          0.9670852253158214,
          0.9871970637575971,
          0.977838362060906,
          0.9399300157169967,
          0.8772022029450535,
          0.7958273354566334,
          0.7038126936416634,
          0.6102125108246564,
          0.5242370374366937,
          0.4543462531167262,
          0.4074174053982365,
          0.38806828910726815,
          0.39820285572443265,
          0.4368238647129559,
          0.500131011906971,
          0.5818948791345716,
          0.6740699084629046,
          0.7675860844490932,
          0.8532414229274266,
          0.9226074455082096,
          0.9688585411707227,
          0.9874436058365003,
          0.9765338706431544,
          0.9372028526527614,
          0.8733207208596395,
          0.7911734718738211,
          0.6988443883622064,
          0.6054186446868675,
          0.5200893264814322,
          0.45125283176706704,
          0.4056826660651961,
          0.3878629300011394,
          0.3995470841646748,
          0.43958540872959545,
          0.5040381357917627,
          0.5865631222127475,
          0.6790399159925268,
          0.7723688080905724,
          0.8573662430606372,
          0.9256684801651216,
          0.9705545847882684,
          0.9876077678596671,
          0.9751499975421205,
          0.9344071174289226,
          0.8693882236332684,
          0.7864911700544464,
          0.6938730200707641,
          0.6006473921618057,
          0.5159876805859398,
          0.44822439412606047,
          0.404025434698005,
          0.38773997634047574,
          0.40097050684082175,
          0.4424151430661574,
          0.5079957361585224,
          0.5912591610531845,
          0.6840123034639458,
          0.7771282616672966,
          0.8614444328950417,
          0.9286641127068052,
          0.9721728900370289,
          0.9876895047097008,
          0.9736871230939821,
          0.9315435784101854,
          0.865405792052148,
          0.7817817168569479,
          0.6888999550712384,
          0.5959000645546364,
          0.5119332270243309,
          0.4452617725130817,
          0.4024461667611443,
          0.38769946191719834,
          0.402472732547104,
          0.44531229001380507,
          0.5120027253218287,
          0.5959817050220401,
          0.6889857042931553,
          0.7818631371168628,
          0.8654748716030629,
          0.9315935198298658,
          0.973713012150766,
          0.9876887939224862,
          0.9721456493472198,
          0.9286130225960851,
          0.8613745206261777,
          0.7770464066019023,
          0.6839265601338428,
          0.5911779665951346,
          0.5079270801006348,
          0.44236578115898856,
          0.4009452962920501,
          0.3877413978660683,
          0.40405334841995555,
          0.44827605333638276,
          0.5160580020225111,
          0.6007294562009395,
          0.6939587516176429,
          0.7865721331317777,
          0.869456451480785,
          0.9344558964319342,
          0.9751745278506694,
          0.9876056356933727,
          0.9705259999521192,
          0.9256162554046876,
          0.8572955172881329,
          0.7722865407163,
          0.6789542021194727,
          0.5864823960790936,
          0.5039703408425446,
          0.4395372159823403,
          0.3995232357818224,
          0.3878657726616369,
          0.40571192005148216,
          0.45130561848925205,
          0.5201604517303118,
          0.6055011097436982,
          0.6989300786720516,
          0.7912539555171184,
          0.8733880782523847,
          0.9372504558329472,
          0.9765570354616927,
          0.9874400528771161,
          0.9688286200443327,
          0.9225541004512359,
          0.8531699030891726,
          0.7675034273758624,
          0.6739842476040314,
          0.5818146435116491,
          0.5000640966988177,
          0.4367768543706452,
          0.3981803760618596,
          0.388072552121411,
          0.4074479916088518,
          0.45440015284315716,
          0.5243089469502092,
          0.6102953542349338,
          0.7038983191638201,
          0.7959073175462086,
          0.8772686713708903,
          0.939976429991359,
          0.9778601550229435,
          0.987192090981604,
          0.9670539761225518,
          0.9194273993217915,
          0.8489988118907207,
          0.7626983811455255,
          0.6690180625028673,
          0.5771759917526013,
          0.49620942124040723,
          0.4340854549667246,
          0.39691708619644017,
          0.3883616794152483,
          0.4092610859595707,
          0.45755880591305687,
          0.5285023475322688,
          0.6151108720504921,
          0.7088621076486755,
          0.8005309403142677,
          0.8810971643151282,
          0.9426330697152119,
          0.9790835283921051,
          0.9868618181553312,
          0.9652025559202876,
          0.9162370113419335,
          0.8447833900528646,
          0.757872722618131,
          0.6640570116953601,
          0.5725677156638433,
          0.4924073738654141,
          0.4314637574601875,
          0.3957337133813068,
          0.3887330750809638,
          0.4111507048026255,
          0.46078070959187734,
          0.5327395009850203,
          0.6199463397195715,
          0.7138200799059023,
          0.8051235530898871,
          0.884872504882866,
          0.9452196448680523,
          0.9802268193438749,
          0.9864493251686989,
          0.9632748682718222,
          0.9129838133405928,
          0.8405247961192879,
          0.7530277780514972,
          0.6591024586498084,
          0.5679910817589796,
          0.4886589995079252,
          0.42891248238416513,
          0.3946305828482182,
          0.38918663704619605,
          0.41311632880541627,
          0.46406497838907834,
          0.5370192427921904,
          0.6248004282884662,
          0.7187708733133051,
          0.8096838936642791,
          0.8885936554799718,
          0.9477354445695979,
          0.9812897136623695,
          0.985954725389034,
          0.9612714429723821,
          0.9096686994090606,
          0.8362242004988386,
          0.7481648790039157,
          0.6541557650487028,
          0.5634473478552559,
          0.4849653283508075,
          0.4264323309172586,
          0.39360799777559535,
          0.38972224065642547,
          0.41515741774650883,
          0.467410709674042,
          0.5413403967327466,
          0.6296718036857943,
          0.7237131272216694,
          0.8142107086981764,
          0.8922595934055991,
          0.9501797773910957,
          0.9822719192274839,
          0.9853781547494638,
          0.9591928306325036,
          0.9062925806552777,
          0.8318827851439025,
          0.743285361968185,
          0.6492182904144804,
          0.5589377627278554,
          0.4813273755426188,
          0.42402398469084485,
          0.39266623920516824,
          0.39033973870926925,
          0.41727341066408025,
          0.4708169839241205,
          0.5457017752041797,
          0.6345591270891654,
          0.7286454833287324,
          0.8187027540662777,
          0.8958693111332534,
          0.9525519715453741,
          0.9831731660951588,
          0.9847197717115362,
          0.9570396025267369,
          0.9028563849534058,
          0.8275017432255267,
          0.7383905680043116,
          0.6442913917358947,
          0.5544635657666925,
          0.4777461409185762,
          0.4216881056017457,
          0.39180556596475563,
          0.3910389614949028,
          0.4194637260101209,
          0.474282864977373,
          0.5501021795488794,
          0.6394610552931198,
          0.7335665860524979,
          0.8231587951992041,
          0.8994218165876852,
          0.954851375071458,
          0.9839932065716013,
          0.9839797572216678,
          0.9548123504366092,
          0.8993610566888425,
          0.8230822788055108,
          0.7334818423709072,
          0.6393764230950574,
          0.5500259866358026,
          0.47422260872577815,
          0.41942533563029266,
          0.3910262145971246,
          0.3918197168427364,
          0.4217277618102318,
          0.4778074002898563,
          0.5545404003835852,
          0.6443762410782935,
          0.7384750829037742,
          0.8275776074227785,
          0.9029161334175678,
          0.9570773560137491,
          0.9847318152813258,
          0.9831583146614361,
          0.9525116864880124,
          0.8958075564986449,
          0.8186256065054917,
          0.7285605341555157,
          0.6344747352952949,
          0.5456262449353607,
          0.4707577473527095,
          0.4172362966639215,
          0.39032839929497526,
          0.39268179017419796,
          0.42406489582910045,
          0.4813896211973938,
          0.36088770002391474,
          0.4481349201886226,
          0.5420161583089845,
          0.6332935081347643,
          0.71298528581365,
          0.7732498268570621,
          0.8081571052926241,
          0.8142722477410015,
          0.790993524679066,
          0.7406115605763814,
          0.6680839366323633,
          0.5805473651865763,
          0.4866154378008027,
          0.3955310485449027,
          0.3162568939666931,
          0.25659354447536914,
          0.22241186884312755,
          0.2170753411920477,
          0.24110907541207602,
          0.2921481539966591,
          0.36517033573442387,
          0.4529902438388362,
          0.5469664064437838,
          0.6378515767374118,
          0.7167026613017042,
          0.7757607197826726,
          0.8092144439946626,
          0.8137719901765665,
          0.7889848961521029,
          0.7372922099717484,
          0.6637804877815227,
          0.575683277108952,
          0.4816693363704626,
          0.3909896297432006,
          0.31256703303700134,
          0.2541183234352179,
          0.2213948492429961,
          0.21761659767846564,
          0.24315534839048564,
          0.29549809037121905,
          0.3694943020363815,
          0.4578627621332342,
          0.5519080213239044,
          0.6423760336980805,
          0.7203647541433363,
          0.7782000988653616,
          0.8101910746136491,
          0.8131897719578038,
          0.7869011193213038,
          0.7339119180008016,
          0.659436301127414,
          0.570802663387657,
          0.476732547578053,
          0.38648244549820915,
          0.30893295990518554,
          0.25171495391930016,
          0.22045867470927336,
          0.2182397376254617,
          0.24527648589773374,
          0.2989085056792849,
          0.3738584105543393,
          0.46275113593531414,
          0.5568396448227115,
          0.6468656355395568,
          0.7239705578688103,
          0.780567293679411,
          0.8110867287377201,
          0.8125257530984107,
          0.7847427668805922,
          0.7304716136846532,
          0.6550525706027361,
          0.565906865384097,
          0.47180642822383145,
          0.38201073454000145,
          0.3053556733401942,
          0.24938409645665854,
          0.21960360253509115,
          0.2189445897726323,
          0.24747190497189073,
          0.3023784626208105,
          0.3782614618803816,
          0.46765402175093246,
          0.5617599215595517,
          0.6513191483640199,
          0.7275190814785866,
          0.7828616536378373,
          0.8119011602101538,
          0.8117801160937298,
          0.7825104320198482,
          0.7269722425378831,
          0.6506305010082128,
          0.5609972286328447,
          0.46689233217572434,
          0.37757572584936666,
          0.3018361565040674,
          0.2471263916475175,
          0.21882986772384921,
          0.21973096040223566,
          0.24974100223588602,
          0.3059070075316472,
          0.38270224590375873,
          0.47257007209753904,
          0.5666674992722481,
          0.6557353481921571,
          0.7310093497156792,
          0.7850825481711912,
          0.8126341451970222,
          0.8109530658705919,
          0.780204728261877,
          0.7234147663086805,
          0.6461713076814699,
          0.556075102471839,
          0.4619916099972415,
          0.37317863832004106,
          0.29837537668172504,
          0.24494245998722308,
          0.21813768292462582,
          0.22059863339243385,
          0.25208315406333265,
          0.3094931706456487,
          0.3871795421434772,
          0.47749793587452205,
          0.5715610291887594,
          0.6601130212995615,
          0.7344404033336973,
          0.7872293669008664,
          0.8132854822487058,
          0.8100448297309927,
          0.7778262892937946,
          0.7198001627145185,
          0.6416762161630172,
          0.5511418396715362,
          0.45710560857628374,
          0.3688206804237138,
          0.29497428501512296,
          0.24283290169570818,
          0.217527238373737,
          0.22154737027668536,
          0.25449771674992594,
          0.31313596636119345,
          0.39169212008371873,
          0.4824362587345226,
          0.576439166397863,
          0.6644509645502926,
          0.7378112993604717,
          0.7893015198068418,
          0.8138549923552619,
          0.8090556572896316,
          0.775375768792868,
          0.7161294251734434,
          0.6371464618594266,
          0.5461987960631308,
          0.45223567075498544,
          0.36450304987789595,
          0.2916338162418503,
          0.24079829655253157,
          0.2169987018424521,
          0.22257691030929416,
          0.25698402669035153,
          0.3168343935120656,
          0.39623873951203553,
          0.4873836834556723,
          0.5813005702187837,
          0.6687479857275587,
          0.7411211113572197,
          0.7912984373898556,
          0.8143425189956216,
          0.8079858204052933,
          0.7728538402468623,
          0.7124035625310544,
          0.6325832897038062,
          0.5412473301659206,
          0.4473831349606455,
          0.36022693331675254,
          0.2883548884382294,
          0.23883920373753734,
          0.21655221859088655,
          0.22368697053705827,
          0.25954140056066943,
          0.32058743564260317,
          0.40081815086020184,
          0.4923388503145904,
          0.5861439045696589,
          0.6730029038613604,
          0.7443689296731623,
          0.7932195708279071,
          0.8147479281806062,
          0.8068356131061467,
          0.7702611967689432,
          0.7086235987832338,
          0.6279879538136435,
          0.536288802813941,
          0.44254933483788783,
          0.3559935059649683,
          0.28513840276699404,
          0.23695616167717093,
          0.21618791132807522,
          0.22487724587704455,
          0.2621691355061141,
          0.3243940612870611,
          0.4054290955476352,
          0.4973003974600913,
          0.590967838334743,
          0.6772145495530763,
          0.7475538616955253,
          0.7950643921271002,
          0.8150711084897556,
          0.8056053515089269,
          0.7675985509071794,
          0.7047905727947179,
          0.6233617171461361,
          0.5313245767819524,
          0.4377355988821172,
          0.35180393131475796,
          0.2819852432296212,
          0.23514968789649612,
          0.2159058801782509,
          0.2261474092004356,
          0.26486650933426564,
          0.3282532242530924,
          0.4100703063273131,
          0.502266961287465,
          0.5957710457302455,
          0.6813817652968441,
          0.7506750320948706,
          0.7968323942667572,
          0.8153119711019476,
          0.8042953737320631,
          0.7648666344487229,
          0.7009055380135834,
          0.6187058511510707,
          0.5263560164109217,
          0.4329432500744186,
          0.34765936080609533,
          0.27889627642337533,
          0.2334202788769751,
          0.2157062026533217,
          0.2274971114224347,
          0.2676327807135271,
          0.33216386390927455,
          0.41474050763402726,
          0.5072371768132448,
          0.6005522066686957,
          0.6855034057976901,
          0.7537315830656475,
          0.7985230913387559,
          0.8154704498198043,
          0.8029060398027358,
          0.7620661982186763,
          0.6969695621817171,
          0.6140216354214121,
          0.5213844872330301,
          0.4281736055179495,
          0.3435609335102637,
          0.27587235130314336,
          0.23176840991999786,
          0.21558893363158227,
          0.2289259815981946,
          0.27046718937687914,
          0.3361249054766195,
          0.41943841593498243,
          0.5122096780503502,
          0.6053100071217431,
          0.689578338286291,
          0.7567226745619676,
          0.8001360186810814,
          0.8155465010878962,
          0.8014377315579555,
          0.7591980118737398,
          0.6929837270413713,
          0.609310357341615,
          0.5164113555963935,
          0.4234279760759505,
          0.33950977581679015,
          0.2729142989481106,
          0.23019453501627551,
          0.21555410534260702,
          0.23043362702479633,
          0.273368956330813,
          0.3401352603239372,
          0.4241627400825428,
          0.5171830983835134,
          0.6100431394813232,
          0.6936054428303007,
          0.7596474845284628,
          0.8016707330055353,
          0.8155401040047033,
          0.7998908525395888,
          0.7562628636907022,
          0.6889491280378554,
          0.6045733117337814,
          0.5114379882895438,
          0.4187076660114835,
          0.335507001123887,
          0.2700229323333338,
          0.22869908672104725,
          0.21560172735842156,
          0.2320196333491379,
          0.2763372840694426,
          0.3441938262670587,
          0.42891218166907485,
          0.522156070944856,
          0.6147503029190055,
          0.6975836126421502,
          0.7625052091262249,
          0.8031268125195496,
          0.8154512603283712,
          0.7982658278834827,
          0.7532615603497627,
          0.6848668740184854,
          0.5998118005018459,
          0.5064657521657754,
          0.4140139726289624,
          0.33155370953244306,
          0.26719904610633916,
          0.22728247603521165,
          0.21573178659084355,
          0.23368356468185086,
          0.279371356793662,
          0.3482994878717237,
          0.43368543538381704,
          0.5271272289895742,
          0.6194302037435162,
          0.7015117543832174,
          0.7652950629537271,
          0.8045038570421317,
          0.8152799944762064,
          0.7965631042026009,
          0.7501949267128631,
          0.6807380869278096,
          0.595027132273728,
          0.5014960137675075,
          0.4093481859176221,
          0.32765098754367444,
          0.26444341636870045,
          0.22594509229237053,
          0.21594424729510112,
          0.2354249637170635,
          0.2824703406353871,
          0.35245111676016366,
          0.4384811893715997,
          0.5320952062715518,
          0.6240815557562999,
          0.7053887884643363,
          0.7680162792626689,
          0.8058014881138332,
          0.8150263535179941,
          0.7947831494642765,
          0.7470638055969523,
          0.6765639014992869,
          0.5902206220416923,
          0.49653013895067283,
          0.4047115881969791,
          0.3237999077605332,
          0.2617568004627477,
          0.22468730305181284,
          0.21623905107964606,
          0.23724335185811765,
          0.2856333838866972,
          0.35664757192122126,
          0.4432981255934116,
          0.5370586374188524,
          0.6287030806049874,
          0.7092136493424875,
          0.7706681101687229,
          0.8070193491007659,
          0.8146904071630324,
          0.7929264528616269,
          0.7438690575423842,
          0.6723454649433953,
          0.5853935908009491,
          0.49156949250938725,
          0.40010545376440415,
          0.32000152859289593,
          0.2591399367634304,
          0.22350945399751862,
          0.2166161169222036,
          0.23913822934907125,
          0.2888596172339481,
          0.36088770002391174,
          0.22351107109518595,
          0.3163003316436663,
          0.4093849098814473,
          0.49360529082640886,
          0.5606741957942695,
          0.6039920499519318,
          0.619296379948151,
          0.6050812409471077,
          0.5627454014786482,
          0.4964547047278965,
          0.41273214990222495,
          0.31981602963597466,
          0.22684928266046933,
          0.14297982937113604,
          0.07646041719927979,
          0.03383655093124177,
          0.01930241556596683,
          0.03428816884978206,
          0.0773192138696424,
          0.14416129927030327,
          0.22823716924576506,
          0.321273764979477,
          0.4141162929638451,
          0.4976290559421398,
          0.56359440478086,
          0.6055213544809053,
          0.6192842965773462,
          0.6035289586792361,
          0.5598056647635234,
          0.4924167834209059,
          0.4079933751339191,
          0.31484269646090385,
          0.22213076666146886,
          0.1389804321414932,
          0.07357367910344388,
          0.03234652676474281,
          0.019355723586470197,
          0.03587956355237479,
          0.08029210214409273,
          0.14822314915046259,
          0.23298829503141597,
          0.32624665627695926,
          0.41882161767104265,
          0.5016038104878136,
          0.5664474736386729,
          0.606971995905631,
          0.6191897675699289,
          0.6018985608863727,
          0.556799829196379,
          0.4883312840565701,
          0.40323022477994247,
          0.309870588727498,
          0.2174389565481093,
          0.135030593384476,
          0.07075447551751461,
          0.030935367755108793,
          0.01949146708572989,
          0.03754885241116253,
          0.08333067847349707,
          0.1523320172850311,
          0.2377631426784943,
          0.3312176388136391,
          0.42349959081711475,
          0.5055284620634469,
          0.569232618245736,
          0.6083435755396859,
          0.6190128189057388,
          0.6001904956582048,
          0.5537287208847607,
          0.48419932947137645,
          0.3984440079187048,
          0.304901072942881,
          0.21277514179203688,
          0.13113139865234638,
          0.0680035812561145,
          0.02960346173762821,
          0.019709608756738998,
          0.03929557664784874,
          0.08643410775201558,
          0.15648677441497594,
          0.24256039989377004,
          0.33618534639163594,
          0.4281489267332947,
          0.5094019320390863,
          0.571949073148011,
          0.609635716425563,
          0.6187534992163863,
          0.5984052324301161,
          0.550593183875422,
          0.48002205526931385,
          0.393636039968092,
          0.2999355149018208,
          0.20814060417080457,
          0.12728391957863874,
          0.06532175236010426,
          0.028351174766127866,
          0.020010088646623958,
          0.04111925620221634,
          0.08960153704997746,
          0.16068627866937837,
          0.24737874822508438,
          0.3411484137131381,
          0.43276834762131206,
          0.5132231558512497,
          0.5745960917697635,
          0.610848063438268,
          0.61841187977189,
          0.5965432618541711,
          0.5473940799223485,
          0.47580060950977077,
          0.3888076423239411,
          0.2949752793113598,
          0.2035366174156003,
          0.12348921358363606,
          0.06270972588879313,
          0.02717885101236763,
          0.02039282417312112,
          0.043019389864069314,
          0.0928320958482918,
          0.16492937587926537,
          0.2522168634237176,
          0.3461054767556436,
          0.43735658390458426,
          0.516991083295511,
          0.5771729466187525,
          0.6119802833829247,
          0.617988054461084,
          0.5946050956642615,
          0.5441322882499201,
          0.4715361523920051,
          0.3839601419968745,
          0.29002172941574356,
          0.19896444686117068,
          0.1197483235837532,
          0.060168219717369804,
          0.02608681267145004,
          0.020857710147273754,
          0.0449954554109737,
          0.0961248962777002,
          0.1692148998948108,
          0.2570734158083254,
          0.3510551731468257,
          0.44191237457713467,
          0.5207046788151225,
          0.579678929486167,
          0.6130320650863409,
          0.6174821397658184,
          0.5925912665354774,
          0.5408087053112707,
          0.46722985593628064,
          0.3790948712475892,
          0.2850762266217618,
          0.1944253490980764,
          0.11606227770490772,
          0.057697932339607336,
          0.02507535987326946,
          0.021404618802341405,
          0.04704690975179534,
          0.09947903336278985,
          0.17354167290583908,
          0.2619470706303892,
          0.3559961425389763,
          0.44643446755016236,
          0.5243629217856354,
          0.5821133516412655,
          0.6140031194825407,
          0.6168942747289446,
          0.590502327937689,
          0.5374242445419106,
          0.4628829036617626,
          0.37421316722071396,
          0.28014013012458167,
          0.18992057162732942,
          0.11243208899995964,
          0.05529954267589209,
          0.024144770600027895,
          0.0220333998289172,
          0.0491731890759467,
          0.102893585270715,
          0.1779085057655195,
          0.26683648844104924,
          0.36092702698286244,
          0.45092161999615804,
          0.5279648067953894,
          0.5844755440206661,
          0.6148931796921986,
          0.6162246209161003,
          0.5883388539834538,
          0.5339798361086843,
          0.4584964902612388,
          0.3693163715773082,
          0.2752147965341958,
          0.18545135251754125,
          0.10885875517028498,
          0.0529737098866319,
          0.02329530060983507,
          0.022743880416232615,
          0.05137370900834897,
          0.10636761356454645,
          0.18231419831719192,
          0.2717403254592278,
          0.36584647130094544,
          0.4553725986904794,
          0.5315093439218437,
          0.5867648574122243,
          0.6157020010959932,
          0.6154733623713091,
          0.5861014392702194,
          0.530476426654121,
          0.45407182127277934,
          0.3644058301261335,
          0.2703015795025711,
          0.18101892006464984,
          0.1053432582915747,
          0.0507210731910953,
          0.022527183366413638,
          0.02353586529965762,
          0.05364786477004049,
          0.10990016346119119,
          0.18675753972420922,
          0.2766572339409638,
          0.3707531234598284,
          0.45978618035028385,
          0.5349955590036383,
          0.5889806626334673,
          0.616429361401838,
          0.6146407055663956,
          0.5837906987169142,
          0.5269149790362792,
          0.44961011274841445,
          0.3594828924537607,
          0.2654018293516376,
          0.17662449245435152,
          0.10188656454392325,
          0.04854225169173402,
          0.021840629974944833,
          0.02440913681435881,
          0.05599503134438682,
          0.11349026409379064,
          0.19123730880271464,
          0.28158586254978646,
          0.375645634941842,
          0.46416115197072566,
          0.5384224939083256,
          0.5911223507045023,
          0.6170750607059706,
          0.6137268793442371,
          0.5814072673949338,
          0.5232964720641056,
          0.445112590919915,
          0.35454891155368634,
          0.2605168927021494,
          0.17226927742730175,
          0.09848962394629607,
          0.046437844204034004,
          0.021235829124035127,
          0.02536345495513458,
          0.058414563648847735,
          0.11713692877856065,
          0.19575227435727646,
          0.286524856728143,
          0.3805226611156648,
          0.4684963111583242,
          0.5417892067957032,
          0.5931893330153967,
          0.6176389215478945,
          0.6127321348558801,
          0.5789518003536241,
          0.5196219002284275,
          0.44058049186178944,
          0.3496052434544708,
          0.2556481121036001,
          0.16795447194717514,
          0.09515337009542126,
          0.04440842909193971,
          0.020712947033874603,
          0.026398557442356377,
          0.06090579671229875,
          0.12083915528595407,
          0.20030119551923967,
          0.2914728590696627,
          0.38538286160587715,
          0.47279046646144646,
          0.5450947723766579,
          0.5951810414879402,
          0.6181207889591573,
          0.6116567454915001,
          0.5764249724402221,
          0.515892273428648,
          0.43601506115155897,
          0.34465324684702703,
          0.25079682566524986,
          0.16368126187171345,
          0.09187871990921434,
          0.042454564108887476,
          0.020272127410538056,
          0.0275141597940768,
          0.06346804585774556,
          0.12459592611612168,
          0.20488282208779077,
          0.2964285096922096,
          0.390224900661328,
          0.47704243769773724,
          0.5483382821674759,
          0.5970969287317787,
          0.618520530505929,
          0.6105010068052843,
          0.5738274781144145,
          0.5121086166951607,
          0.4314175535274485,
          0.33969428271125796,
          0.2459643666883476,
          0.15945082162679497,
          0.08866657337477472,
          0.04057678624453703,
          0.019913491406500644,
          0.028709955404190392,
          0.06610060689053701,
          0.12840620877853426,
          0.20949589487352327,
          0.3013904466116501,
          0.3950474475222678,
          0.4812510562784776,
          0.5515188447395128,
          0.5989364681948546,
          0.6188380363254139,
          0.6092652364341784,
          0.571160031257455,
          0.5082719699076711,
          0.4267892325435111,
          0.33472971394196804,
          0.2411520632997206,
          0.15526431388367287,
          0.08551781330103107,
          0.03877561157717188,
          0.019637137587337452,
          0.029985615626720138,
          0.0688027562918682,
          0.13226895607577796,
          0.21413914604453138,
          0.3063573061161445,
          0.39984917678607346,
          0.48541516552976804,
          0.5546355859642048,
          0.6006991543081152,
          0.6190732191560337,
          0.6079497740106158,
          0.5684233649759615,
          0.5043833875093662,
          0.4221313702223931,
          0.32976090497431,
          0.23636123808671752,
          0.15112288923943326,
          0.08243330507613056,
          0.037051535131867576,
          0.01944314190463135,
          0.031340789866126706,
          0.07157375141766043,
          0.1361831063913262,
          0.2188112994748571,
          0.3113277231409709,
          0.40462876877151055,
          0.48953362101039805,
          0.5576876492532977,
          0.6023845026244717,
          0.6192260143614143,
          0.6065549810691482,
          0.5656182314004633,
          0.5004439382171508,
          0.4174452467057055,
          0.32478922140879996,
          0.23159320773376993,
          0.14702768590076212,
          0.0794138964295814,
          0.03540503074444671,
          0.01933155767510772,
          0.032775105673671624,
          0.07441283070263417,
          0.1401475839813426,
          0.22351107109518262,
          0.07568331289675966,
          0.16967589113362144,
          0.2576112780665008,
          0.3308366387218881,
          0.3821466035241609,
          0.40649227607999877,
          0.4014780441757937,
          0.3675973078260263,
          0.3081839287516813,
          0.2290841786561093,
          0.13808146656149595,
          0.044130451989581945,
          -0.04352409281219799,
          -0.11625696771335699,
          -0.1669112636967204,
          -0.19050260212780415,
          -0.18470959720996397,
          -0.15010228015933683,
          -0.09008600817920176,
          -0.01056637758615571,
          0.08063188639056847,
          0.17453488193982095,
          0.2619025618821189,
          0.3341379535659848,
          0.3841331002826543,
          0.4069684836322607,
          0.40039710373713494,
          0.36506558384832605,
          0.30445054266991156,
          0.22451649535924884,
          0.13312894571712097,
          0.03928042124886819,
          -0.04779439081599937,
          -0.11952733600149332,
          -0.16885989829371809,
          -0.19093775754666836,
          -0.18358845419261693,
          -0.14753515908815434,
          -0.08632551356029602,
          -0.005982541786371487,
          0.0855880142986726,
          0.17937561937028892,
          0.2661515806626776,
          0.3373771505917301,
          0.3860437388278148,
          0.40736255701827456,
          0.3992358351746394,
          0.3624632420700995,
          0.3006631978967952,
          0.21991682201109394,
          0.12816955127996693,
          0.03444930973486487,
          -0.05202183842398058,
          -0.12273513920018848,
          -0.17073240950740248,
          -0.19129072182311874,
          -0.18238713987553223,
          -0.14489777540933058,
          -0.08251157886076343,
          -0.0013673469325937524,
          0.09055033450575614,
          0.1841967730230036,
          0.27035716663089787,
          0.3405533395557808,
          0.3878779940501067,
          0.4076743879330482,
          0.397994557645061,
          0.35979099770484757,
          0.2968229353256296,
          0.21528642276092097,
          0.12320464626310307,
          0.029638445204059324,
          -0.05620527378736768,
          -0.12587949569420928,
          -0.17252828270694776,
          -0.19156139795036814,
          -0.18110598442142117,
          -0.14219085396709163,
          -0.0786452522817329,
          0.0032779385600550464,
          0.0955174831946474,
          0.18899701787824225,
          0.2745181639463429,
          0.34366564753158835,
          0.38963536183277286,
          0.40790389067466404,
          0.39667361229438364,
          0.3570495851777188,
          0.2929308103933538,
          0.2106265702025475,
          0.11823559519409876,
          0.02484914984836975,
          -0.0603435471534749,
          -0.12895954130566908,
          -0.17424702432430278,
          -0.19174971153725756,
          -0.17974533993610095,
          -0.13941513871704778,
          -0.07472759642343234,
          0.007952038006501216,
          0.10048809522113622,
          0.19377503466273982,
          0.2786334290230749,
          0.3467132191493066,
          0.39131535919038196,
          0.40805100216783324,
          0.39527336216406456,
          0.3542397579236661,
          0.2889878927904748,
          0.2059385450245801,
          0.11326376374000191,
          0.020082739931757635,
          -0.06443552118169102,
          -0.13197442953153535,
          -0.17588816198984292,
          -0.19185561082870192,
          -0.1783055803717223,
          -0.13657139252172146,
          -0.07075968799315123,
          0.01265366680260316,
          0.10546080448917497,
          0.1985295102122801,
          0.2827018308439607,
          0.3496952168308818,
          0.39291752440157196,
          0.40811568198123105,
          0.3937941920912541,
          0.35136228818036924,
          0.2849952661670822,
          0.20122363565843374,
          0.10829051833200523,
          0.015340525428471481,
          -0.06848007125607,
          -0.13492333177627983,
          -0.17745124466219314,
          -0.19187906671991442,
          -0.17678710142399598,
          -0.13366039694089837,
          -0.06674261750932205,
          0.017381532778200245,
          0.11043424432631509,
          0.20325913783258445,
          0.28672225127150724,
          0.3526108210202415,
          0.3944414171359457,
          0.40809791233860787,
          0.3922365086030337,
          0.3484179667760137,
          0.28095402783502404,
          0.19648313792422503,
          0.10331722578990182,
          0.010623809663028469,
          -0.07247608579440266,
          -0.13780543757960395,
          -0.1789358427521885,
          -0.19182007276440524,
          -0.1751903204234414,
          -0.1306829520168129,
          -0.06267748900181144,
          0.022134336552251725,
          0.11540704785932449,
          0.2079626176584521,
          0.2906935853551685,
          0.35545923040854505,
          0.3958866185750885,
          0.4079976981236768,
          0.39060073980468535,
          0.3454076029119194,
          0.2768652884663269,
          0.19171835467464368,
          0.0983452529464441,
          0.005933888952009215,
          -0.07642246655372513,
          -0.1406199548391782,
          -0.18034154824094123,
          -0.19167864517575292,
          -0.1735156762206871,
          -0.1276398760542819,
          -0.05856541970849178,
          0.02691077188994251,
          0.12037784838984951,
          0.21263865701099438,
          0.29461474163502155,
          0.35823966215440284,
          0.39725273152767443,
          0.40781506687876834,
          0.388887335262034,
          0.3423320239401669,
          0.27273017178794584,
          0.1869305954368769,
          0.0933759662716835,
          0.0012720522477886501,
          -0.08031812893215029,
          -0.14336611002834304,
          -0.18166797479197816,
          -0.19145482282314885,
          -0.17176362906586512,
          -0.12453200539580059,
          -0.05440753976818803,
          0.03170952606168872,
          0.12534527977002663,
          0.2172859707529156,
          0.29848464244174117,
          0.36095135209903284,
          0.39853938053862786,
          0.4075500687972634,
          0.3870967658778929,
          0.3391920751362008,
          0.2685498142729186,
          0.18212117605270786,
          0.08841073149742369,
          -0.0033604192157219463,
          -0.08416200226696009,
          -0.1460431484086988,
          -0.18291475785742095,
          -0.19114866722071563,
          -0.16993466048211198,
          -0.1213601941916827,
          -0.05020499191006995,
          0.03652928020391926,
          0.13030797677796596,
          0.22190328164171083,
          0.3023022241927787,
          0.36359355497627904,
          0.3997462119923141,
          0.4072027767097978,
          0.38522952376264014,
          0.33598861946652325,
          0.2643253648280368,
          0.177291418316879,
          0.08345091324185126,
          -0.007962252275181504,
          -0.08795303012885604,
          -0.14865033423753807,
          -0.18408155477817373,
          -0.19076026251059647,
          -0.16802927313323632,
          -0.11812531416531726,
          -0.045958931139602574,
          0.04136870968154271,
          0.1352645754929259,
          0.22648932068069524,
          0.30606643768467195,
          0.36616554461742945,
          0.40087289420972066,
          0.4067732860642465,
          0.38328612209896956,
          0.3327225373515119,
          0.26005798447807366,
          0.17244264961381062,
          0.07849787463452286,
          -0.012532182187753448,
          -0.09169017061229544,
          -0.1511869509700441,
          -0.18516804487809785,
          -0.19028971543983794,
          -0.16604799068555956,
          -0.11482825437359484,
          -0.04167052442109776,
          0.0462264844520139,
          0.14021371367020138,
          0.23104282746777258,
          0.3097762483813932,
          0.36866661415080265,
          0.4019191175396175,
          0.4062617148994864,
          0.3812670950008601,
          0.32939472642346884,
          0.25574884604669673,
          0.16757620255279665,
          0.07355297694171566,
          -0.017068952978688195,
          -0.09537239662186078,
          -0.15365230145623315,
          -0.18617392955214523,
          -0.18973715533104238,
          -0.16399135766400946,
          -0.11146992096253491,
          -0.03734095035700123,
          0.05110126943085189,
          0.14515403111550063,
          0.23556255054183672,
          0.3134306366986945,
          0.3710960761960093,
          0.40288459444365854,
          0.4056682038129651,
          0.37917299736676197,
          0.32600610127989466,
          0.25139913383415036,
          0.16269341460175052,
          0.06861757919227687,
          -0.021571317786499393,
          -0.09899869615452038,
          -0.15604570813254912,
          -0.1870989323484303,
          -0.18910273404683584,
          -0.16185993930244666,
          -0.10805123691828851,
          -0.032971398863963344,
          0.055991724858599316,
          0.15008417005876215,
          0.24004724772670272,
          0.31702859828431135,
          0.3734532630528791,
          0.40376905957540726,
          0.40499291592204784,
          0.37700440472711866,
          0.3225575932321526,
          0.24701004329174092,
          0.15779562771963992,
          0.06369303780416995,
          -0.026038039205667867,
          -0.1025680725777806,
          -0.15836651320807837,
          -0.1879427990441997,
          -0.18838662594812175,
          -0.15965432138833907,
          -0.10457314181343053,
          -0.02856307084582699,
          0.060896506669000636,
          0.1550027755273447,
          0.24449568647252232,
          0.3205691442939896,
          0.3757375268849586,
          0.4045722698532647,
          0.40423603681919873,
          0.37476191308616463,
          0.3190501500494924,
          0.24258278069331765,
          0.1528841879876407,
          0.0587807062116381,
          -0.03046788962669276,
          -0.10607954490358523,
          -0.16061407884534418,
          -0.1887052977157072,
          -0.1875890278461681,
          -0.15737511010174807,
          -0.10103659154876367,
          -0.024117177863548472,
          0.06581426685842359,
          0.15990849571838867,
          0.24890664419451924,
          0.32405130166327134,
          0.37794823989756604,
          0.4052940045272729,
          0.4033977745209639,
          0.3724461387581461,
          0.3154847356985661,
          0.23811856280371427,
          0.1479604452392207,
          0.053881934493251044,
          -0.03485965157352397,
          -0.10953214805791966,
          -0.16278778733559232,
          -0.18938621880195414,
          -0.18671015894851004,
          -0.1550229318487467,
          -0.09744255809057553,
          -0.01963494180225163,
          0.0707436538563411,
          0.16479998237037025,
          0.25327890860898883,
          0.3274741133749042,
          0.380084794510328,
          0.4059340652397895,
          0.40247835941080873,
          0.37005771819791455,
          0.31186233007852787,
          0.2336186165443725,
          0.1430257526891251,
          0.048998069000867915,
          -0.0392121180381149,
          -0.11292493314606218,
          -0.16488704126857243,
          -0.18998537516228087,
          -0.1857502607987076,
          -0.1525984330892476,
          -0.09379202920353702,
          -0.015117594535378403,
          0.07568331289675613,
          -0.07568331289675952,
          0.015117594535375055,
          0.09379202920353416,
          0.15259843308924523,
          0.18575026079870696,
          0.1899853751622818,
          0.16488704126857473,
          0.11292493314606378,
          0.039212118038120775,
          -0.04899806900086114,
          -0.1430257526891221,
          -0.2336186165443694,
          -0.3118623300785217,
          -0.37005771819791256,
          -0.4024783594108078,
          -0.40593406523978953,
          -0.38008479451033,
          -0.32747411337490767,
          -0.2532789086089935,
          -0.1647999823703718,
          -0.07074365385634711,
          0.01963494180224584,
          0.09744255809057378,
          0.15502293184874555,
          0.1867101589485085,
          0.189386218801955,
          0.16278778733559446,
          0.10953214805792287,
          0.03485965157352884,
          -0.05388193449324567,
          -0.14796044523921478,
          -0.23811856280371232,
          -0.3154847356985615,
          -0.3724461387581424,
          -0.40339777452096354,
          -0.4052940045272734,
          -0.3779482398975695,
          -0.3240513016632737,
          -0.2489066441945228,
          -0.15990849571839297,
          -0.06581426685843222,
          0.024117177863544066,
          0.10103659154875996,
          0.15737511010174773,
          0.18758902784616735,
          0.18870529771570843,
          0.16061407884534565,
          0.10607954490358776,
          0.030467889626700065,
          -0.058780706211629674,
          -0.15288418798763587,
          -0.24258278069331318,
          -0.3190501500494857,
          -0.37476191308616186,
          -0.4042360368191979,
          -0.404572269853265,
          -0.3757375268849616,
          -0.32056914429399436,
          -0.24449568647252806,
          -0.15500277552734806,
          -0.060896506669003994,
          0.02856307084582012,
          0.10457314181342753,
          0.15965432138833724,
          0.18838662594812206,
          0.18794279904420094,
          0.15836651320808134,
          0.10256807257778472,
          0.026038039205669508,
          -0.06369303780416298,
          -0.157795627719633,
          -0.24701004329173856,
          -0.32255759323215,
          -0.37700440472711466,
          -0.4049929159220473,
          -0.403769059575408,
          -0.37345326305288074,
          -0.3170285982843147,
          -0.2400472477267077,
          -0.15008417005876756,
          -0.05599172485860054,
          0.032971398863958584,
          0.10805123691828376,
          0.16185993930244597,
          0.18910273404683595,
          0.18709893234843156,
          0.15604570813255123,
          0.09899869615452338,
          0.02157131778650363,
          -0.06861757919227199,
          -0.16269341460174572,
          -0.25139913383414497,
          -0.3260061012798935,
          -0.3791729973667596,
          -0.4056682038129637,
          -0.402884594443659,
          -0.3710960761960111,
          -0.3134306366987006,
          -0.2355625505418409,
          -0.14515403111550512,
          -0.051101269430857334,
          0.03734095035699256,
          0.11146992096253133,
          0.1639913576640071,
          0.18973715533104277,
          0.18617392955214707,
          0.1536523014562369,
          0.09537239662186373,
          0.017068952978691744,
          -0.07355297694170772,
          -0.1675762025527887,
          -0.25574884604669157,
          -0.3293947264234645,
          -0.3812670950008554,
          -0.4062617148994857,
          -0.4019191175396181,
          -0.3686666141508035,
          -0.3097762483813975,
          -0.2310428274677794,
          -0.1402137136702089,
          -0.04622648445201721,
          0.041670524421091204,
          0.11482825437358972,
          0.16604799068555837,
          0.19028971543983722,
          0.18516804487809804,
          0.15118695097004725,
          0.09169017061229823,
          0.012532182187758735,
          -0.07849787463451904,
          -0.17244264961380273,
          -0.2600579844780666,
          -0.3327225373515094,
          -0.3832861220989668,
          -0.4067732860642453,
          -0.40087289420972183,
          -0.366165544617431,
          -0.3060664376846758,
          -0.22648932068070018,
          -0.13526457549293355,
          -0.041368709681548134,
          0.04595893113959589,
          0.11812531416531673,
          0.16802927313323313,
          0.1907602625105964,
          0.1840815547781751,
          0.14865033423754018,
          0.08795303012886066,
          0.007962252275185181,
          -0.08345091324184532,
          -0.17729141831687315,
          -0.2643253648280319,
          -0.33598861946651915,
          -0.38522952376263664,
          -0.40720277670979765,
          -0.39974621199231536,
          -0.3635935549762808,
          -0.3023022241927844,
          -0.22190328164171402,
          -0.13030797677797148,
          -0.03652928020392252,
          0.050204991910065305,
          0.1213601941916805,
          0.16993466048211012,
          0.19114866722071502,
          0.18291475785742317,
          0.14604314840870172,
          0.08416200226696613,
          0.0033604192157236984,
          -0.0884107314974157,
          -0.1821211760527042,
          -0.26854981427291547,
          -0.33919207513619837,
          -0.3870967658778907,
          -0.40755006879726335,
          -0.3985393805386292,
          -0.36095135209903545,
          -0.29848464244174566,
          -0.2172859707529187,
          -0.12534527977003423,
          -0.03170952606169197,
          0.05440753976818348,
          0.1245320053957971,
          0.17176362906586337,
          0.191454822823149,
          0.18166797479198024,
          0.14336611002834526,
          0.08031812893215501,
          -0.0012720522477831268,
          -0.09337596627167968,
          -0.18693059543687324,
          -0.27273017178794073,
          -0.34233202394016315,
          -0.3888873352620326,
          -0.4078150668787677,
          -0.39725273152767526,
          -0.3582396621544059,
          -0.2946147416350257,
          -0.21263865701099957,
          -0.12037784838985291,
          -0.026910771889949926,
          0.05856541970848894,
          0.12763987605427882,
          0.17351567622068492,
          0.19167864517575306,
          0.18034154824094278,
          0.1406199548391817,
          0.07642246655372822,
          -0.005933888952005458,
          -0.09834525294644027,
          -0.19171835467463588,
          -0.2768652884663256,
          -0.345407602911914,
          -0.39060073980468296,
          -0.4079976981236765,
          -0.39588661857508955,
          -0.3554592304085482,
          -0.2906935853551711,
          -0.20796261765845733,
          -0.1154070478593279,
          -0.02213433655225699,
          0.06267748900180878,
          0.13068295201680824,
          0.17519032042344052,
          0.19182007276440494,
          0.17893584275218924,
          0.13780543757960834,
          0.0724760857944072,
          -0.010623809663022708,
          -0.10331722578989594,
          -0.19648313792421934,
          -0.2809540278350211,
          -0.3484179667760102,
          -0.3922365086030325,
          -0.408097912338608,
          -0.39444141713594677,
          -0.3526108210202455,
          -0.28672225127150847,
          -0.20325913783259156,
          -0.11043424432632055,
          -0.01738153277820751,
          0.06674261750931745,
          0.13366039694089493,
          0.17678710142399495,
          0.19187906671991473,
          0.1774512446621954,
          0.13492333177628307,
          0.06848007125607318,
          -0.015340525428463845,
          -0.10829051833199715,
          -0.20122363565843016,
          -0.28499526616707715,
          -0.3513622881803668,
          -0.3937941920912523,
          -0.40811568198123094,
          -0.39291752440157324,
          -0.3496952168308839,
          -0.2827018308439668,
          -0.19852951021228746,
          -0.10546080448917836,
          -0.012653666802610474,
          0.07075968799314494,
          0.1365713925217186,
          0.17830558037172245,
          0.19185561082870187,
          0.17588816198984505,
          0.13197442953154126,
          0.06443552118169571,
          -0.020082739931751914,
          -0.11326376373999386,
          -0.20593854502457234,
          -0.28898789279047177,
          -0.3542397579236639,
          -0.3952733621640617,
          -0.40805100216783335,
          -0.3913153591903826,
          -0.34671321914930975,
          -0.2786334290230795,
          -0.19377503466274903,
          -0.10048809522114173,
          -0.007952038006505352,
          0.07472759642342895,
          0.13941513871704278,
          0.17974533993610034,
          0.19174971153725792,
          0.17424702432430497,
          0.12895954130567297,
          0.06034354715347639,
          -0.024849149848364158,
          -0.11823559519409388,
          -0.21062657020254294,
          -0.2929308103933497,
          -0.3570495851777168,
          -0.39667361229438264,
          -0.40790389067466376,
          -0.38963536183277375,
          -0.3436656475315899,
          -0.2745181639463481,
          -0.18899701787824766,
          -0.09551748319464864,
          -0.003277938560060292,
          0.07864525228172868,
          0.14219085396708947,
          0.1811059844214198,
          0.19156139795036867,
          0.17252828270694945,
          0.12587949569421408,
          0.056205273787370974,
          -0.029638445204056608,
          -0.1232046462630961,
          -0.21528642276091445,
          -0.2968229353256283,
          -0.359790997704844,
          -0.3979945576450594,
          -0.4076743879330484,
          -0.3878779940501069,
          -0.3405533395557837,
          -0.27035716663090165,
          -0.18419677302301093,
          -0.0905503345057595,
          0.001367346932590651,
          0.08251157886075826,
          0.14489777540932733,
          0.18238713987553087,
          0.19129072182311926,
          0.170732409507405,
          0.12273513920019243,
          0.05202183842398818,
          -0.03444930973486019,
          -0.12816955127996207,
          -0.21991682201108584,
          -0.3006631978967891,
          -0.3624632420700978,
          -0.3992358351746387,
          -0.40736255701827506,
          -0.38604373882781723,
          -0.337377150591731,
          -0.26615158066268163,
          -0.17937561937029384,
          -0.08558801429868129,
          0.005982541786367306,
          0.08632551356029317,
          0.14753515908815273,
          0.18358845419261546,
          0.19093775754666895,
          0.1688598982937194,
          0.11952733600149769,
          0.047794390816005033,
          -0.039280421248865986,
          -0.13312894571711506,
          -0.22451649535924387,
          -0.3044505426699075,
          -0.3650655838483232,
          -0.40039710373713394,
          -0.406968483632261,
          -0.38413310028265685,
          -0.33413795356598675,
          -0.2619025618821212,
          -0.174534881939827,
          -0.0806318863905745,
          0.010566377586154375,
          0.09008600817919749,
          0.15010228015933452,
          0.18470959720996324,
          0.1905026021278045,
          0.16691126369672252,
          0.11625696771335993,
          0.043524092812204804,
          -0.04413045198957856,
          -0.13808146656149298,
          -0.22908417865610278,
          -0.3081839287516765,
          -0.3675973078260253,
          -0.401478044175792,
          -0.4064922760799993,
          -0.38214660352416296,
          -0.3308366387218908,
          -0.2576112780665044,
          -0.16967589113362516,
          -0.07568331289676301,
          -0.22351107109518603,
          -0.1401475839813456,
          -0.0744128307026364,
          -0.03277510567367378,
          -0.019331557675107188,
          -0.035405030744444614,
          -0.0794138964295789,
          -0.1470276859007604,
          -0.23159320773376368,
          -0.3247892214087936,
          -0.4174452467057031,
          -0.5004439382171486,
          -0.5656182314004585,
          -0.6065549810691477,
          -0.619226014361415,
          -0.6023845026244726,
          -0.5576876492533014,
          -0.4895336210104028,
          -0.40462876877151555,
          -0.3113277231409728,
          -0.21881129947486305,
          -0.13618310639133163,
          -0.07157375141766177,
          -0.03134078986612722,
          -0.01944314190463204,
          -0.03705153513186576,
          -0.0824333050761277,
          -0.15112288923943026,
          -0.23636123808671242,
          -0.32976090497430494,
          -0.42213137022238795,
          -0.504383387509365,
          -0.5684233649759585,
          -0.6079497740106135,
          -0.6190732191560343,
          -0.6006991543081167,
          -0.5546355859642101,
          -0.48541516552977143,
          -0.39984917678607773,
          -0.306357306116149,
          -0.21413914604453976,
          -0.1322689560757819,
          -0.06880275629187162,
          -0.029985615626720172,
          -0.019637137587336755,
          -0.03877561157716928,
          -0.0855178133010293,
          -0.1552643138836701,
          -0.2411520632997128,
          -0.3347297139419601,
          -0.426789232543507,
          -0.5082719699076675,
          -0.57116003125745,
          -0.6092652364341774,
          -0.618838036325415,
          -0.598936468194856,
          -0.5515188447395175,
          -0.48125105627848397,
          -0.395047447522274,
          -0.30139044661165376,
          -0.20949589487352668,
          -0.12840620877854056,
          -0.06610060689053932,
          -0.028709955404191308,
          -0.01991349140650003,
          -0.04057678624453466,
          -0.0886665733747709,
          -0.1594508216267908,
          -0.24596436668834604,
          -0.3396942827112513,
          -0.4314175535274423,
          -0.5121086166951593,
          -0.5738274781144129,
          -0.6105010068052817,
          -0.6185205305059299,
          -0.5970969287317809,
          -0.548338282167478,
          -0.4770424376977418,
          -0.39022490066133375,
          -0.29642850969221507,
          -0.20488282208779207,
          -0.12459592611612579,
          -0.0634680458577498,
          -0.027514159794076856,
          -0.020272127410537275,
          -0.042454564108885616,
          -0.09187871990921151,
          -0.16368126187171003,
          -0.250796825665246,
          -0.3446532468470224,
          -0.436015061151555,
          -0.5158922734286434,
          -0.5764249724402217,
          -0.6116567454914996,
          -0.618120788959157,
          -0.5951810414879416,
          -0.545094772376661,
          -0.47279046646145373,
          -0.3853828616058821,
          -0.2914728590696675,
          -0.200301195519245,
          -0.12083915528596202,
          -0.060905796712301445,
          -0.02639855744235798,
          -0.0207129470338736,
          -0.04440842909193633,
          -0.09515337009541713,
          -0.16795447194717197,
          -0.2556481121035966,
          -0.3496052434544635,
          -0.4405804918617824,
          -0.5196219002284236,
          -0.5789518003536207,
          -0.6127321348558773,
          -0.6176389215478956,
          -0.5931893330153981,
          -0.5417892067957053,
          -0.46849631115833007,
          -0.380522661115672,
          -0.2865248567281506,
          -0.19575227435727974,
          -0.1171369287785663,
          -0.058414563648851926,
          -0.025363454955135045,
          -0.021235829124035557,
          -0.04643784420403406,
          -0.09848962394629207,
          -0.17226927742729906,
          -0.2605168927021445,
          -0.354548911553683,
          -0.4451125909199081,
          -0.5232964720641,
          -0.5814072673949324,
          -0.6137268793442353,
          -0.6170750607059707,
          -0.5911223507045051,
          -0.538422493908328,
          -0.46416115197073,
          -0.37564563494184716,
          -0.2815858625497944,
          -0.19123730880271997,
          -0.11349026409379681,
          -0.055995031344386874,
          -0.02440913681436122,
          -0.02184062997494415,
          -0.048542251691731604,
          -0.10188656454392064,
          -0.17662449245434642,
          -0.2654018293516338,
          -0.35948289245375514,
          -0.44961011274840934,
          -0.5269149790362757,
          -0.583790698716911,
          -0.6146407055663935,
          -0.6164293614018386,
          -0.5889806626334698,
          -0.5349955590036412,
          -0.45978618035029045,
          -0.3707531234598321,
          -0.2766572339409696,
          -0.1867575397242124,
          -0.10990016346119515,
          -0.053647864770042464,
          -0.023535865299658308,
          -0.022527183366413902,
          -0.050721073191091606,
          -0.10534325829157179,
          -0.18101892006464373,
          -0.2703015795025694,
          -0.3644058301261261,
          -0.4540718212727764,
          -0.5304764266541191,
          -0.5861014392702181,
          -0.6154733623713087,
          -0.6157020010959949,
          -0.5867648574122273,
          -0.5315093439218469,
          -0.4553725986904852,
          -0.36584647130094883,
          -0.2717403254592355,
          -0.18231419831719511,
          -0.10636761356455034,
          -0.0513737090083518,
          -0.02274388041623329,
          -0.023295300609834216,
          -0.052973709886628716,
          -0.10885875517028229,
          -0.18545135251753608,
          -0.2752147965341905,
          -0.36931637157730474,
          -0.4584964902612358,
          -0.5339798361086804,
          -0.5883388539834516,
          -0.6162246209161002,
          -0.6148931796921996,
          -0.5844755440206681,
          -0.5279648067953938,
          -0.4509216199961629,
          -0.36092702698286827,
          -0.2668364884410529,
          -0.17790850576552664,
          -0.10289358527071767,
          -0.049173189075948504,
          -0.022033399828918963,
          -0.024144770600026642,
          -0.055299542675889525,
          -0.11243208899995542,
          -0.18992057162732615,
          -0.28014013012457784,
          -0.37421316722071063,
          -0.4628829036617557,
          -0.5374242445419103,
          -0.5905023279376851,
          -0.6168942747289432,
          -0.6140031194825426,
          -0.5821133516412673,
          -0.5243629217856398,
          -0.44643446755016547,
          -0.3559961425389822,
          -0.2619470706303928,
          -0.17354167290584405,
          -0.09947903336279217,
          -0.047046909751798933,
          -0.021404618802341607,
          -0.025075359873269042,
          -0.05769793233960639,
          -0.11606227770490297,
          -0.19442534909807208,
          -0.28507622662175586,
          -0.37909487124758395,
          -0.4672298559362759,
          -0.5408087053112689,
          -0.5925912665354754,
          -0.6174821397658186,
          -0.6130320650863429,
          -0.5796789294861692,
          -0.5207046788151275,
          -0.4419123745771368,
          -0.35105517314683315,
          -0.2570734158083309,
          -0.1692148998948176,
          -0.09612489627770454,
          -0.04499545541097681,
          -0.02085771014727451,
          -0.02608681267144861,
          -0.06016821971736698,
          -0.11974832358375,
          -0.19896444686116735,
          -0.29002172941573606,
          -0.383960141996867,
          -0.4715361523920023,
          -0.544132288249916,
          -0.59460509566426,
          -0.6179880544610838,
          -0.611980283382925,
          -0.5771729466187546,
          -0.5169910832955141,
          -0.4373565839045912,
          -0.34610547675565156,
          -0.25221686342372107,
          -0.16492937587927234,
          -0.09283209584829752,
          -0.04301938986407083,
          -0.020392824173120355,
          -0.027178851012367444,
          -0.06270972588878998,
          -0.12348921358362953,
          -0.20353661741559587,
          -0.2949752793113542,
          -0.3888076423239337,
          -0.4758006095097641,
          -0.5473940799223465,
          -0.5965432618541702,
          -0.6184118797718885,
          -0.6108480634382704,
          -0.5745960917697653,
          -0.5132231558512539,
          -0.43276834762131755,
          -0.34114841371314775,
          -0.24737874822508985,
          -0.16068627866938218,
          -0.08960153704998014,
          -0.041119256202220254,
          -0.020010088646623653,
          -0.028351174766127002,
          -0.06532175236010178,
          -0.12728391957863397,
          -0.2081406041708032,
          -0.2999355149018157,
          -0.39363603996808766,
          -0.4800220552693103,
          -0.5505931838754187,
          -0.5984052324301155,
          -0.6187534992163869,
          -0.609635716425564,
          -0.5719490731480131,
          -0.5094019320390889,
          -0.42814892673330035,
          -0.3361853463916419,
          -0.24256039989377148,
          -0.156486774414981,
          -0.08643410775201907,
          -0.039295576647849925,
          -0.01970960875674028,
          -0.029603461737626725,
          -0.06800358125611203,
          -0.13113139865234133,
          -0.2127751417920335,
          -0.3049010729428784,
          -0.39844400791869855,
          -0.4841993294713711,
          -0.5537287208847603,
          -0.6001904956582025,
          -0.6190128189057389,
          -0.6083435755396878,
          -0.569232618245737,
          -0.5055284620634508,
          -0.4234995908171193,
          -0.3312176388136467,
          -0.2377631426784977,
          -0.15233201728503398,
          -0.08333067847350165,
          -0.0375488524111644,
          -0.01949146708572987,
          -0.030935367755107822,
          -0.07075447551751088,
          -0.13503059338447138,
          -0.21743895654810155,
          -0.30987058872749385,
          -0.40323022477993825,
          -0.4883312840565632,
          -0.5567998291963747,
          -0.6018985608863723,
          -0.6191897675699294,
          -0.6069719959056332,
          -0.5664474736386771,
          -0.5016038104878152,
          -0.418821617671047,
          -0.32624665627696464,
          -0.23298829503142449,
          -0.14822314915046667,
          -0.08029210214409498,
          -0.03587956355237563,
          -0.019355723586469954,
          -0.0323465267647415,
          -0.07357367910344209,
          -0.13898043214148867,
          -0.22213076666146284,
          -0.3148426964609019,
          -0.4079933751339139,
          -0.49241678342090195,
          -0.5598056647635209,
          -0.6035289586792341,
          -0.6192842965773467,
          -0.605521354480907,
          -0.5635944047808639,
          -0.49762905594214274,
          -0.41411629296384805,
          -0.32127376497948334,
          -0.22823716924577106,
          -0.14416129927030452,
          -0.07731921386964631,
          -0.0342881688497833,
          -0.019302415565966465,
          -0.03383655093124131,
          -0.07646041719927682,
          -0.14297982937113268,
          -0.2268492826604626,
          -0.31981602963597155,
          -0.41273214990222257,
          -0.49645470472789105,
          -0.5627454014786449,
          -0.6050812409471077,
          -0.6192963799481503,
          -0.6039920499519341,
          -0.5606741957942729,
          -0.4936052908264121,
          -0.4093849098814518,
          -0.3163003316436704,
          -0.22351107109518936,
          -0.36088770002391485,
          -0.2888596172339504,
          -0.2391382293490726,
          -0.21661611692220525,
          -0.2235094539975169,
          -0.2591399367634271,
          -0.32000152859289327,
          -0.4001054537644021,
          -0.4915694925093808,
          -0.5853935908009433,
          -0.6723454649433933,
          -0.7438690575423828,
          -0.7929264528616233,
          -0.814690407163033,
          -0.807019349100768,
          -0.7706681101687242,
          -0.7092136493424922,
          -0.6287030806049929,
          -0.5370586374188574,
          -0.4432981255934136,
          -0.3566475719212267,
          -0.28563338388670184,
          -0.2372433518581184,
          -0.21623905107964583,
          -0.2246873030518125,
          -0.26175680046274497,
          -0.32379990776052964,
          -0.4047115881969763,
          -0.4965301389506676,
          -0.5902206220416875,
          -0.6765639014992824,
          -0.7470638055969517,
          -0.7947831494642751,
          -0.8150263535179929,
          -0.8058014881138348,
          -0.7680162792626716,
          -0.7053887884643432,
          -0.6240815557563039,
          -0.5320952062715565,
          -0.43848118937160385,
          -0.3524511167601713,
          -0.2824703406353901,
          -0.23542496371706637,
          -0.2159442472951007,
          -0.22594509229236834,
          -0.2644434163686965,
          -0.3276509875436723,
          -0.409348185917619,
          -0.5014960137674994,
          -0.5950271322737207,
          -0.680738086927806,
          -0.7501949267128603,
          -0.7965631042025973,
          -0.8152799944762067,
          -0.8045038570421345,
          -0.7652950629537292,
          -0.7015117543832233,
          -0.6194302037435235,
          -0.5271272289895805,
          -0.4336854353838207,
          -0.34829948787172693,
          -0.2793713567936673,
          -0.23368356468185222,
          -0.21573178659084347,
          -0.22728247603521076,
          -0.2671990461063357,
          -0.33155370953243835,
          -0.4140139726289582,
          -0.5064657521657737,
          -0.5998118005018397,
          -0.6848668740184802,
          -0.7532615603497619,
          -0.7982658278834822,
          -0.8154512603283699,
          -0.8031268125195519,
          -0.7625052091262282,
          -0.6975836126421524,
          -0.6147503029190108,
          -0.5221560709448622,
          -0.42891218166907996,
          -0.3441938262670599,
          -0.27633728406944574,
          -0.23201963334914136,
          -0.2156017273584208,
          -0.2286990867210457,
          -0.2700229323333312,
          -0.3355070011238834,
          -0.41870766601147963,
          -0.5114379882895405,
          -0.604573311733777,
          -0.6889491280378519,
          -0.7562628636906985,
          -0.799890852539589,
          -0.8155401040047046,
          -0.8016707330055358,
          -0.7596474845284648,
          -0.6936054428303047,
          -0.6100431394813308,
          -0.5171830983835187,
          -0.42416274008254745,
          -0.340135260323942,
          -0.27336895633081965,
          -0.2304336270247979,
          -0.21555410534260772,
          -0.23019453501627365,
          -0.27291429894810576,
          -0.3395097758167857,
          -0.42342797607594707,
          -0.5164113555963901,
          -0.6093103573416083,
          -0.6929837270413653,
          -0.7591980118737371,
          -0.801437731557953,
          -0.815546501087895,
          -0.800136018681084,
          -0.7567226745619696,
          -0.6895783382862937,
          -0.6053100071217498,
          -0.5122096780503573,
          -0.4194384159349896,
          -0.3361249054766224,
          -0.2704671893768836,
          -0.22892598159819744,
          -0.2155889336315819,
          -0.23176840991999784,
          -0.2758723513031435,
          -0.34356093351025885,
          -0.42817360551794686,
          -0.5213844872330256,
          -0.614021635421409,
          -0.6969695621817112,
          -0.7620661982186719,
          -0.8029060398027353,
          -0.8154704498198033,
          -0.798523091338757,
          -0.7537315830656516,
          -0.6855034057976925,
          -0.6005522066687,
          -0.5072371768132495,
          -0.4147405076340347,
          -0.3321638639092794,
          -0.2676327807135323,
          -0.22749711142243412,
          -0.21570620265332305,
          -0.23342027887697364,
          -0.2788962764233718,
          -0.3476593608060922,
          -0.4329432500744131,
          -0.5263560164109177,
          -0.6187058511510656,
          -0.700905538013579,
          -0.7648666344487209,
          -0.8042953737320607,
          -0.8153119711019466,
          -0.7968323942667583,
          -0.7506750320948739,
          -0.6813817652968477,
          -0.5957710457302527,
          -0.5022669612874688,
          -0.4100703063273186,
          -0.32825322425309517,
          -0.2648665093342686,
          -0.22614740920043716,
          -0.21590588017825033,
          -0.235149687896496,
          -0.281985243229616,
          -0.351803931314755,
          -0.4377355988821111,
          -0.5313245767819506,
          -0.6233617171461293,
          -0.7047905727947156,
          -0.7675985509071785,
          -0.8056053515089268,
          -0.8150711084897566,
          -0.7950643921271032,
          -0.7475538616955296,
          -0.6772145495530797,
          -0.5909678383347498,
          -0.4973003974600947,
          -0.4054290955476423,
          -0.3243940612870639,
          -0.26216913550611703,
          -0.2248772458770465,
          -0.2161879113280745,
          -0.23695616167716932,
          -0.28513840276698993,
          -0.35599350596496515,
          -0.4425493348378823,
          -0.536288802813936,
          -0.6279879538136405,
          -0.7086235987832314,
          -0.7702611967689403,
          -0.8068356131061459,
          -0.814747928180607,
          -0.7932195708279097,
          -0.7443689296731653,
          -0.6730029038613659,
          -0.5861439045696641,
          -0.49233885031459645,
          -0.4008181508602053,
          -0.3205874356426095,
          -0.25954140056067165,
          -0.2236869705370586,
          -0.21655221859088777,
          -0.2388392037375348,
          -0.28835488843822565,
          -0.3602269333167475,
          -0.4473831349606421,
          -0.5412473301659168,
          -0.6325832897038033,
          -0.7124035625310485,
          -0.7728538402468628,
          -0.8079858204052907,
          -0.8143425189956208,
          -0.7912984373898593,
          -0.741121111357222,
          -0.6687479857275641,
          -0.5813005702187868,
          -0.48738368345567823,
          -0.396238739512039,
          -0.3168343935120699,
          -0.2569840266903532,
          -0.22257691030929638,
          -0.21699870184245146,
          -0.2407982965525303,
          -0.29163381624184914,
          -0.36450304987789095,
          -0.45223567075498133,
          -0.5461987960631248,
          -0.637146461859422,
          -0.7161294251734396,
          -0.7753757687928673,
          -0.8090556572896311,
          -0.813854992355263,
          -0.789301519806845,
          -0.7378112993604748,
          -0.6644509645502982,
          -0.5764391663978656,
          -0.4824362587345297,
          -0.3916921200837237,
          -0.3131359663611992,
          -0.25449771674992966,
          -0.2215473702766879,
          -0.2175272383737373,
          -0.24283290169570554,
          -0.2949742850151196,
          -0.36882068042371063,
          -0.4571056085762803,
          -0.551141839671529,
          -0.6416762161630104,
          -0.7198001627145164,
          -0.7778262892937913,
          -0.8100448297309918,
          -0.8132854822487072,
          -0.7872293669008669,
          -0.7344404033336996,
          -0.6601130212995651,
          -0.5715610291887668,
          -0.4774979358745301,
          -0.38717954214348055,
          -0.3094931706456548,
          -0.2520831540633373,
          -0.22059863339243385,
          -0.2181376829246243,
          -0.2449424599872225,
          -0.29837537668172087,
          -0.37317863832003406,
          -0.46199160999723726,
          -0.5560751024718336,
          -0.6461713076814632,
          -0.7234147663086749,
          -0.7802047282618759,
          -0.810953065870592,
          -0.8126341451970219,
          -0.7850825481711953,
          -0.731009349715682,
          -0.6557353481921617,
          -0.5666674992722542,
          -0.4725700720975484,
          -0.38270224590376384,
          -0.3059070075316503,
          -0.24974100223588777,
          -0.2197309604022381,
          -0.2188298677238479,
          -0.24712639164751612,
          -0.30183615650406453,
          -0.377575725849361,
          -0.46689233217572296,
          -0.5609972286328402,
          -0.650630501008209,
          -0.7269722425378804,
          -0.7825104320198456,
          -0.8117801160937304,
          -0.8119011602101556,
          -0.7828616536378394,
          -0.7275190814785895,
          -0.6513191483640233,
          -0.5617599215595572,
          -0.4676540217509386,
          -0.37826146188038307,
          -0.30237846262081497,
          -0.24747190497189311,
          -0.2189445897726323,
          -0.2196036025350922,
          -0.2493840964566561,
          -0.3053556733401909,
          -0.3820107345399962,
          -0.4718064282238279,
          -0.5659068653840945,
          -0.6550525706027306,
          -0.730471613684649,
          -0.7847427668805925,
          -0.8125257530984094,
          -0.8110867287377218,
          -0.7805672936794145,
          -0.7239705578688117,
          -0.6468656355395617,
          -0.5568396448227165,
          -0.4627511359353215,
          -0.37385841055434255,
          -0.29890850567928734,
          -0.24527648589773743,
          -0.21823973762546195,
          -0.22045867470927183,
          -0.25171495391929866,
          -0.3089329599051806,
          -0.3864824454982039,
          -0.47673254757804523,
          -0.5708026633876532,
          -0.6594363011274103,
          -0.7339119180007958,
          -0.7869011193213015,
          -0.8131897719578044,
          -0.8101910746136504,
          -0.7782000988653656,
          -0.7203647541433419,
          -0.6423760336980826,
          -0.5519080213239087,
          -0.4578627621332396,
          -0.3694943020363894,
          -0.2954980903712227,
          -0.24315534839048705,
          -0.21761659767846558,
          -0.22139484924299405,
          -0.2541183234352159,
          -0.31256703303699906,
          -0.3909896297431959,
          -0.4816693363704562,
          -0.5756832771089501,
          -0.6637804877815181,
          -0.7372922099717455,
          -0.7889848961521017,
          -0.8137719901765652,
          -0.8092144439946645,
          -0.7757607197826755,
          -0.7167026613017089,
          -0.6378515767374153,
          -0.546966406443787,
          -0.45299024383884223,
          -0.3651703357344293,
          -0.2921481539966601,
          -0.24110907541207924,
          -0.2170753411920477,
          -0.22241186884312603,
          -0.2565935444753684,
          -0.3162568939666894,
          -0.39553104854489884,
          -0.4866154378007961,
          -0.5805473651865733,
          -0.6680839366323613,
          -0.7406115605763769,
          -0.7909935246790645,
          -0.8142722477410023,
          -0.8081571052926242,
          -0.7732498268570659,
          -0.7129852858136546,
          -0.6332935081347676,
          -0.5420161583089895,
          -0.4481349201886267,
          -0.36088770002391785,
          -0.4813896211973964,
          -0.424064895829102,
          -0.39268179017419813,
          -0.39032839929497615,
          -0.4172362966639182,
          -0.4707577473527047,
          -0.5456262449353575,
          -0.6344747352952923,
          -0.7285605341555088,
          -0.8186256065054862,
          -0.8958075564986431,
          -0.9525116864880114,
          -0.9831583146614339,
          -0.9847318152813275,
          -0.9570773560137522,
          -0.9029161334175695,
          -0.8275776074227841,
          -0.7384750829037804,
          -0.6443762410782982,
          -0.5545404003835872,
          -0.4778074002898607,
          -0.42172776181023547,
          -0.39181971684273637,
          -0.39102621459712333,
          -0.419425335630291,
          -0.47422260872577426,
          -0.550025986635798,
          -0.6393764230950544,
          -0.7334818423709015,
          -0.8230822788055059,
          -0.8993610566888386,
          -0.954812350436609,
          -0.9839797572216675,
          -0.983993206571601,
          -0.9548513750714605,
          -0.8994218165876887,
          -0.8231587951992123,
          -0.7335665860525025,
          -0.6394610552931245,
          -0.5501021795488832,
          -0.47428286497737937,
          -0.4194637260101228,
          -0.39103896149490475,
          -0.3918055659647544,
          -0.42168810560174186,
          -0.4777461409185707,
          -0.5544635657666898,
          -0.6442913917358909,
          -0.7383905680043031,
          -0.8275017432255198,
          -0.9028563849534028,
          -0.9570396025267346,
          -0.9847197717115342,
          -0.9831731660951605,
          -0.9525519715453784,
          -0.8958693111332561,
          -0.8187027540662846,
          -0.7286454833287402,
          -0.6345591270891714,
          -0.5457017752041832,
          -0.47081698392412313,
          -0.4172734106640842,
          -0.3903397387092694,
          -0.3926662392051668,
          -0.4240239846908433,
          -0.48132737554261384,
          -0.5589377627278497,
          -0.649218290414476,
          -0.7432853619681828,
          -0.8318827851438966,
          -0.9062925806552731,
          -0.9591928306325033,
          -0.9853781547494639,
          -0.9822719192274837,
          -0.950179777391099,
          -0.8922595934056033,
          -0.8142107086981787,
          -0.7237131272216752,
          -0.6296718036858006,
          -0.5413403967327511,
          -0.46741070967404297,
          -0.41515741774651066,
          -0.38972224065642763,
          -0.39360799777559363,
          -0.42643233091725596,
          -0.484965328350804,
          -0.5634473478552513,
          -0.6541557650486982,
          -0.7481648790039125,
          -0.8362242004988344,
          -0.9096686994090578,
          -0.9612714429723791,
          -0.9859547253890345,
          -0.9812897136623722,
          -0.9477354445695992,
          -0.8885936554799746,
          -0.8096838936642838,
          -0.7187708733133129,
          -0.6248004282884716,
          -0.5370192427921949,
          -0.46406497838908245,
          -0.41311632880542115,
          -0.38918663704619605,
          -0.3946305828482176,
          -0.42891248238416235,
          -0.48865899950791863,
          -0.5679910817589746,
          -0.6591024586498044,
          -0.7530277780514936,
          -0.8405247961192819,
          -0.9129838133405878,
          -0.9632748682718204,
          -0.9864493251686972,
          -0.9802268193438753,
          -0.9452196448680562,
          -0.8848725048828683,
          -0.8051235530898907,
          -0.7138200799059098,
          -0.619946339719578,
          -0.5327395009850265,
          -0.46078070959187967,
          -0.4111507048026284,
          -0.38873307508096494,
          -0.3957337133813054,
          -0.4314637574601867,
          -0.49240737386541394,
          -0.5725677156638375,
          -0.6640570116953572,
          -0.7578727226181265,
          -0.8447833900528615,
          -0.9162370113419286,
          -0.9652025559202845,
          -0.9868618181553317,
          -0.9790835283921047,
          -0.942633069715214,
          -0.8810971643151335,
          -0.8005309403142705,
          -0.7088621076486797,
          -0.6151108720504966,
          -0.5285023475322755,
          -0.45755880591306075,
          -0.4092610859595747,
          -0.388361679415247,
          -0.3969170861964401,
          -0.4340854549667221,
          -0.49620942124040235,
          -0.5771759917525973,
          -0.6690180625028612,
          -0.7626983811455211,
          -0.8489988118907158,
          -0.919427399321788,
          -0.9670539761225508,
          -0.9871920909816023,
          -0.9778601550229437,
          -0.9399764299913608,
          -0.8772686713708945,
          -0.7959073175462128,
          -0.7038983191638275,
          -0.6102953542349376,
          -0.5243089469502142,
          -0.4544001528431594,
          -0.4074479916088536,
          -0.3880725521214117,
          -0.39818037606185747,
          -0.43677685437064423,
          -0.5000640966988109,
          -0.5818146435116459,
          -0.6739842476040252,
          -0.7675034273758601,
          -0.8531699030891665,
          -0.922554100451234,
          -0.9688286200443325,
          -0.9874400528771168,
          -0.976557035461695,
          -0.9372504558329515,
          -0.8733880782523901,
          -0.7912539555171219,
          -0.6989300786720589,
          -0.6055011097437014,
          -0.5201604517303179,
          -0.4513056184892542,
          -0.4057119200514838,
          -0.38786577266163763,
          -0.39952323578182025,
          -0.43953721598233764,
          -0.5039703408425391,
          -0.5864823960790897,
          -0.6789542021194666,
          -0.7722865407162951,
          -0.8572955172881299,
          -0.9256162554046857,
          -0.9705259999521173,
          -0.9876056356933733,
          -0.9751745278506713,
          -0.934455896431938,
          -0.8694564514807887,
          -0.7865721331317838,
          -0.6939587516176483,
          -0.6007294562009454,
          -0.5160580020225142,
          -0.44827605333638787,
          -0.4040533484199571,
          -0.3877413978660669,
          -0.4009452962920505,
          -0.44236578115898456,
          -0.5079270801006298,
          -0.5911779665951287,
          -0.6839265601338389,
          -0.777046406601898,
          -0.8613745206261748,
          -0.9286130225960801,
          -0.9721456493472206,
          -0.9876887939224847,
          -0.9737130121507659,
          -0.9315935198298714,
          -0.8654748716030655,
          -0.781863137116869,
          -0.6889857042931584,
          -0.595981705022046,
          -0.5120027253218318,
          -0.4453122900138085,
          -0.4024727325471047,
          -0.38769946191719884,
          -0.40244616676114253,
          -0.4452617725130793,
          -0.511933227024329,
          -0.595900064554631,
          -0.6888999550712342,
          -0.7817817168569418,
          -0.865405792052144,
          -0.9315435784101825,
          -0.9736871230939822,
          -0.9876895047097016,
          -0.9721728900370308,
          -0.9286641127068096,
          -0.8614444328950455,
          -0.7771282616673023,
          -0.6840123034639488,
          -0.5912591610531912,
          -0.5079957361585268,
          -0.44241514306616175,
          -0.4009705068408245,
          -0.38773997634047735,
          -0.40402543469800456,
          -0.44822439412605636,
          -0.5159876805859356,
          -0.6006473921618023,
          -0.6938730200707603,
          -0.7864911700544394,
          -0.8693882236332623,
          -0.9344071174289208,
          -0.975149997542118,
          -0.9876077678596669,
          -0.9705545847882712,
          -0.925668480165122,
          -0.8573662430606399,
          -0.7723688080905766,
          -0.6790399159925343,
          -0.5865631222127553,
          -0.5040381357917657,
          -0.43958540872960034,
          -0.3995470841646782,
          -0.3878629300011375,
          -0.4056826660651936,
          -0.45125283176706577,
          -0.5200893264814268,
          -0.6054186446868599,
          -0.6988443883622023,
          -0.7911734718738156,
          -0.8733207208596337,
          -0.9372028526527567,
          -0.9765338706431539,
          -0.9874436058365011,
          -0.9688585411707236,
          -0.9226074455082154,
          -0.85324142292743,
          -0.7675860844490981,
          -0.674069908462911,
          -0.5818948791345803,
          -0.5001310119069753,
          -0.43682386471295814,
          -0.3982028557244331,
          -0.3880682891072688,
          -0.40741740539823396,
          -0.45434625311672394,
          -0.5242370374366901,
          -0.6102125108246499,
          -0.7038126936416617,
          -0.795827335456629,
          -0.8772022029450499,
          -0.9399300157169947,
          -0.9778383620609038,
          -0.9871970637575986,
          -0.9670852253158242,
          -0.9194818500142427,
          -0.8490711061386093,
          -0.7627814052006964,
          -0.6691036468049995,
          -0.5772557148132763,
          -0.4962754383168886,
          -0.43413126998402335,
          -0.3969381909605489,
          -0.38835599721907976,
          -0.4092291759307765,
          -0.4575038079958874,
          -0.5284296735173374,
          -0.6150276730549968,
          -0.7087765704470573,
          -0.8004514817602556,
          -0.8810316031240198,
          -0.9425878571029198,
          -0.9790631132760297,
          -0.986868209381247,
          -0.9652351245920802,
          -0.9162925527049269,
          -0.8448564388414224,
          -0.7579560908373588,
          -0.6641424959192188,
          -0.5726469042516096,
          -0.49247247466644667,
          -0.43150836456092084,
          -0.39575343744662933,
          -0.3887259752644394,
          -0.4111174797256261,
          -0.46072462859930025,
          -0.5326660824420073,
          -0.6198628080048262,
          -0.713734654533409,
          -0.8050446399093999,
          -0.884807868944972,
          -0.945175646343822,
          -0.9802077876845419,
          -0.9864571330880056,
          -0.96330874747114,
          -0.9130404301094408,
          -0.8405985793721825,
          -0.7531114675223102,
          -0.6591878193013736,
          -0.5680697141100758,
          -0.4887231661415549,
          -0.4289558693087595,
          -0.39464892079389924,
          -0.3891781215605866,
          -0.41308179781161686,
          -0.4640078297340901,
          -0.5369450998990513,
          -0.6247165868118727,
          -0.7186855832477835,
          -0.8096055475453904,
          -0.8885299625594827,
          -0.9476926722257455,
          -0.9812720706903395,
          -0.9859639478558455,
          -0.9613066233880477,
          -0.909726376023518,
          -0.8362986979378807,
          -0.7482488667255561,
          -0.6542409786679134,
          -0.5635254023587933,
          -0.48502854318182453,
          -0.42647448574148406,
          -0.3936249445617335,
          -0.3897123118420847,
          -0.41512159032621815,
          -0.4673525090630685,
          -0.5412655498665108,
          -0.6295876754898911,
          -0.7236279959037777,
          -0.8141329511731032,
          -0.8921968610075348,
          -0.9501382429829401,
          -0.9822556697916505,
          -0.9853887892291293,
          -0.9592293025957236,
          -0.9063513012638164,
          -0.8319579762946188,
          -0.7433696248579219,
          -0.6493033335816921,
          -0.5590152179317548,
          -0.481389621197399,
          -0.5793822987098245,
          -0.539441371209565,
          -0.527863986925242,
          -0.5457893595355716,
          -0.5914536338231522,
          -0.660363448885427,
          -0.74573808448466,
          -0.8391766833717947,
          -0.9314848949614006,
          -1.0135795986868468,
          -1.0773826823306072,
          -1.1166159276141647,
          -1.12741878636966,
          -1.1087282581678712,
          -1.062383489474614,
          -0.9929448017870145,
          -0.907244956366435,
          -0.8137168110820927,
          -0.7215635278776724,
          -0.6398529823792128,
          -0.576625485665725,
          -0.5381026183082647,
          -0.528075027344126,
          -0.5475294269144629,
          -0.5945515056724766,
          -0.6645142948653603,
          -0.7505334616859537,
          -0.8441447270650626,
          -0.9361367500483888,
          -1.0174575230026284,
          -1.0801050884356473,
          -1.117914930967559,
          -1.127166565146327,
          -1.1069496309158207,
          -1.059253472971825,
          -0.9887713894046165,
          -0.9024388115458576,
          -0.8087508580855893,
          -0.7169264160791041,
          -0.6360010032051171,
          -0.5739376735557896,
          -0.5368434537570694,
          -0.5283684120418322,
          -0.5493464918305069,
          -0.5977134517658456,
          -0.6687099868957911,
          -0.7553500438964489,
          -0.8491082481550428,
          -0.9407587999433991,
          -1.0212832923662256,
          -1.0827581218713795,
          -1.1191341701995805,
          -1.126832037132659,
          -1.1050942531859946,
          -1.0560598145446372,
          -0.9845537060114171,
          -0.8976121228919638,
          -0.8037901099447956,
          -0.7123197456678885,
          -0.6322017065199602,
          -0.5713196010837218,
          -0.5356642236179353,
          -0.5287440603861016,
          -0.5512400548914367,
          -0.600938603091143,
          -0.6729493718554747,
          -0.7601865073528116,
          -0.8540658824945176,
          -0.9453497743473058,
          -1.0250558553239348,
          -1.0853410534924839,
          -1.1202733102211315,
          -1.1264152942685202,
          -1.1031626349003463,
          -1.0528033919208108,
          -0.9802929107726446,
          -0.8927662169456858,
          -0.7988359300448243,
          -0.7077447827163372,
          -0.6284561365018371,
          -0.5687719877863601,
          -0.5345652519840784,
          -0.5292018691357803,
          -0.5532095956806493,
          -0.6042260732652709,
          -0.6772312846148425,
          -0.7650415228276564,
          -0.8590162675541535,
          -0.9499084115016014,
          -1.028774175045013,
          -1.0878531734200407,
          -1.1213320379571456,
          -1.12591645108926,
          -1.1011553069343702,
          -1.0494851000778798,
          -0.9759901747021554,
          -0.8879024255295352,
          -0.7938896799656143,
          -0.703202784582457,
          -0.6247653225628997,
          -0.5662955338359282,
          -0.5335468408909033,
          -0.5297417124691942,
          -0.555254572900236,
          -0.6075749587777532,
          -0.6815545483562111,
          -0.76991375599486,
          -0.8639580427969658,
          -0.9544334585351734,
          -1.032437229606633,
          -1.090293791236633,
          -1.1223100624326348,
          -1.125335644694233,
          -1.099072820971197,
          -1.0461058509971788,
          -0.9716466803405969,
          -0.8830220853815639,
          -0.7889527191077076,
          -0.6986949995643806,
          -0.621130279066433,
          -0.5638909198475971,
          -0.5326092702329902,
          -0.5303634420187288,
          -0.5573744245197517,
          -0.6109843392390618,
          -0.6859179748972264,
          -0.7748018677962846,
          -0.8688898500522518,
          -0.9589236718086372,
          -1.0360440122747452,
          -1.0926622361760965,
          -1.123207114852657,
          -1.1246730347091174,
          -1.0969157493499757,
          -1.042666573413197,
          -0.967263621430403,
          -0.8781265377879904,
          -0.7840264043186549,
          -0.6942226665572954,
          -0.6175520050480787,
          -0.5615588066924352,
          -0.5317527976871749,
          -0.5310668869116083,
          -0.5595685679306688,
          -0.6144532776335584,
          -0.6903203650173926,
          -0.7797045148097913,
          -0.8738103338888464,
          -0.9633778172561274,
          -1.0395935317807639,
          -1.0949578573078704,
          -1.1240229486761886,
          -1.123928803242049,
          -1.0946846849085705,
          -1.039168212558333,
          -0.9628422025877109,
          -0.8732171282145665,
          -0.7791120895200948,
          -0.6897870147129502,
          -0.6140314839412593,
          -0.5592998353157743,
          -0.5309776586417262,
          -0.5318518538168526,
          -0.5618364001065151,
          -0.6179808205770285,
          -0.6947605087876944,
          -0.7846203496184636,
          -0.8787181419876644,
          -0.9677946707244671,
          -1.0430848125939969,
          -1.0971800237158917,
          -1.1247573396838866,
          -1.123103154833567,
          -1.0923802408206336,
          -1.0356117299031142,
          -0.9583836389712982,
          -0.8682952059367927,
          -0.7742111253356532,
          -0.6853892631018421,
          -0.6105696833069042,
          -0.5571146265610559,
          -0.530284066131656,
          -0.5327181269984154,
          -0.5641772977685925,
          -0.6215659985787009,
          -0.6992371859030946,
          -0.7895480211809218,
          -0.8836119255133416,
          -0.9721730183096016,
          -1.04651689518976,
          -1.0993281246719968,
          -1.1254100860397085,
          -1.122196316400405,
          -1.0900030504270801,
          -1.0319981028919427,
          -0.9538891559486107,
          -0.8633621236690971,
          -0.7693248587197483,
          -0.6810306203781757,
          -0.6071675545675252,
          -0.555003780999206,
          -0.5296722107801681,
          -0.53366546837447,
          -0.5665906175572879,
          -0.6252078263076936,
          -0.7037491660179319,
          -0.794486175202639,
          -0.8884903394849532,
          -0.9765116566902272,
          -1.0498888363130865,
          -1.1014015698037665,
          -1.1259810083463886,
          -1.1212085371731135,
          -1.087553767062025,
          -1.0283283246744692,
          -0.9493599887589818,
          -0.8584192371930535,
          -0.7644546325873944,
          -0.6767122844476735,
          -0.6038260327457342,
          -0.5529678787635642,
          -0.5291422607462682,
          -0.5346936175828569,
          -0.5690756962088714,
          -0.6289053028638333,
          -0.7082952090840671,
          -0.7994334545081491,
          -0.8933520431456636,
          -0.9808093934584999,
          -1.053199709237964,
          -1.1033997892567915,
          -1.1264699496947337,
          -1.120140088627587,
          -1.0850330638732284,
          -1.0246034038326324,
          -0.9447973821741651,
          -0.8534679049847721,
          -0.759601785445132,
          -0.6724354421383657,
          -0.6005460362072669,
          -0.5510074793904661,
          -0.528694361678553,
          -0.5358022920526183,
          -0.5716318507378121,
          -0.6326574120527069,
          -0.7128740656916703,
          -0.8043884994140366,
          -0.8981957003312036,
          -0.9850650474477574,
          -1.056448604022034,
          -1.1053222338512705,
          -1.1268767757067546,
          -1.11899126441042,
          -1.08244163363708,
          -1.0208243641034782,
          -0.9402025901562036,
          -0.8485094878415482,
          -0.754767651023153,
          -0.6682012688744001,
          -0.5973284664085808,
          -0.5491231216654413,
          -0.5283286366751687,
          -0.5369911870816733,
          -0.574258378624454,
          -0.6364631226649816,
          -0.7174844774126302,
          -0.8093499481026228,
          -0.903019979837102,
          -0.9892774490571362,
          -1.0596346277566757,
          -1.1071683752329533,
          -1.127201374572602,
          -1.1177623802582388,
          -1.0797801885682095,
          -1.0169922440977976,
          -0.9355768755128223,
          -0.8435453485078549,
          -0.7499535579087376,
          -0.6640109283529875,
          -0.5941742076491131,
          -0.5473153234751439,
          -0.5280451862499914,
          -0.5382599759205694,
          -0.5769545580081222,
          -0.6403213887597853,
          -0.7221251771463948,
          -0.8143164369962722,
          -0.9078235557845422,
          -0.9934454405730218,
          -1.0627569048124061,
          -1.108937706018364,
          -1.1274436570812763,
          -1.1164537739108933,
          -1.0770494601237532,
          -1.0131080970146564,
          -0.9309215095503444,
          -0.8385768513008275,
          -0.7451608291811319,
          -0.659865572224593,
          -0.5910841268282305,
          -0.5455845816650305,
          -0.5278440883050028,
          -0.5396083098622534,
          -0.5797196478854999,
          -0.6442311499521927,
          -0.7267948894682122,
          -0.8192866011321084,
          -0.9126051079847614,
          -0.9975678764872324,
          -1.0658145770795282,
          -1.1106297399342184,
          -1.1276035566451748,
          -1.1150658050186535,
          -1.0742501988023017,
          -1.0091729903519844,
          -0.9262377717242986,
          -0.8336053617352923,
          -0.7403907820479075,
          -0.655766339776415,
          -0.5880590732069915,
          -0.5439313719027873,
          -0.5277253981088712,
          -0.5410358183379429,
          -0.5825528883142711,
          -0.6481913317046453,
          -0.7314923309796753,
          -0.8242590745371721,
          -0.9173633223018846,
          -1.001643623811837,
          -1.0688068042039833,
          -1.1122440119510926,
          -1.1276810293183623,
          -1.1135988550433693,
          -1.071383173937654,
          -1.005188005613151,
          -0.9215269492877995,
          -0.8286322461484734,
          -0.7356447274829481,
          -0.6517143576192659,
          -0.5850998781747279,
          -0.5423561485476258,
          -0.527689148281761,
          -0.5425421090189504,
          -0.5854535006220121,
          -0.6522008456222608,
          -0.7362162106614397,
          -0.8292324906038431,
          -0.9220968910141,
          -1.005671562390547,
          -1.071732763818292,
          -1.1137800784112244,
          -1.127676053808672,
          -1.112053327153608,
          -1.0684491734873796,
          -1.0011542380097471,
          -0.9167903369377218,
          -0.8236588713244963,
          -0.7309239698661512,
          -0.6477107393779485,
          -0.5822073550205457,
          -0.5408593445253835,
          -0.5277353487863856,
          -0.5441267679245116,
          -0.5884206876201666,
          -0.6562585897519861,
          -0.740965230228025,
          -0.8342054824654195,
          -0.9268045131730515,
          -1.0096505852065651,
          -1.074591651767587,
          -1.1152375171504323,
          -1.1275886314835457,
          -1.1104296461138807,
          -1.0654490038162443,
          -0.997072796160591,
          -0.9120292364589254,
          -0.8186866041187182,
          -0.7262298066249396,
          -0.6437565853851851,
          -0.5793822987098265,
          -0.650283703871754,
          -0.6295941676182896,
          -0.6383638503263445,
          -0.6757298159255879,
          -0.7380152564183156,
          -0.819091289489525,
          -0.9109800400318103,
          -1.0046396624117266,
          -1.0908540573500007,
          -1.161139735346424,
          -1.2085805913616394,
          -1.2285084489945477,
          -1.2189624086632238,
          -1.180881799965438,
          -1.1180137517220847,
          -1.036544474803783,
          -0.9444905394807388,
          -0.8509100455554854,
          -0.7650113060737469,
          -0.6952467500642973,
          -0.6484812042050554,
          -0.6293163944323034,
          -0.639638136480142,
          -0.6784307717645325,
          -0.7418771081059543,
          -0.8237340311316343,
          -0.9159468262257038,
          -1.0094417617969869,
          -1.0950189437348825,
          -1.1642575842469651,
          -1.2103446066977894,
          -1.2287450517996719,
          -1.2176483172404031,
          -1.1781463208045668,
          -1.1141260557517054,
          -1.031887110993454,
          -0.9395217920533195,
          -0.8461188388566127,
          -0.7608690944557053,
          -0.6921611268158233,
          -0.6467557944046378,
          -0.6291209782649785,
          -0.6409919428809947,
          -0.6812005862930375,
          -0.7457903812361661,
          -0.8284056971035334,
          -0.9209171934848863,
          -1.0142217466065007,
          -1.0991381959754503,
          -1.1673107698307401,
          -1.2120312924098697,
          -1.2288992679021868,
          -1.2162548888813185,
          -1.1753423612218978,
          -1.110187474341971,
          -1.0272014638493352,
          -0.9345501464754365,
          -0.8413504043683755,
          -0.7567730846257091,
          -0.6891405886805924,
          -0.6451079486727738,
          -0.6290079728234345,
          -0.6424248974560941,
          -0.6840384982702999,
          -0.7497540003061867,
          -0.8331050034698805,
          -0.9258897757805753,
          -1.0189783031351662,
          -1.103210681958759,
          -1.1702984529767824,
          -1.2136401849383274,
          -1.2289710549181756,
          -1.2147825065482618,
          -1.1724706918424754,
          -1.106199089951234,
          -1.022488821149274,
          -0.9295769691271967,
          -0.8366060526214452,
          -0.7527244023088855,
          -0.6861859658069235,
          -0.6435381198944463,
          -0.628977409165474,
          -0.643936606379976,
          -0.6869437277399821,
          -0.7537668759764482,
          -0.8378306586988021,
          -0.9308632064752216,
          -1.023710124116785,
          -1.1072352824248468,
          -1.1732198125664586,
          -1.2151708421038647,
          -1.2289603931180837,
          -1.2132315749028089,
          -1.1695321019003393,
          -1.1021619987254307,
          -1.017750478090433,
          -0.9246036268096938,
          -0.8318870875277289,
          -0.748724160223126,
          -0.6832980702273446,
          -0.6420467395128846,
          -0.6290292956910476,
          -0.6455266541827579,
          -0.689915476244573,
          -0.757827905369962,
          -0.8425813640168409,
          -0.9358361186981056,
          -1.0284159090833382,
          -1.1112108912743481,
          -1.176074045709143,
          -1.2166228432289679,
          -1.228867285432143,
          -1.211602520194603,
          -1.1665273990216103,
          -1.0980773101968202,
          -1.0129877369333213,
          -0.9196314863693549,
          -0.8271948060219964,
          -0.744773457773269,
          -0.6804776956354135,
          -0.6406342174109829,
          -0.6291636181399433,
          -0.6471946038643246,
          -0.6929529270448337,
          -0.761935972375438,
          -0.8473558137659183,
          -0.9408071457210032,
          -1.0330943647224105,
          -1.1151364158724892,
          -1.178860367962877,
          -1.2179957892535216,
          -1.2286917574495653,
          -1.2098957901442033,
          -1.1634574090025338,
          -1.0939461469790428,
          -1.008201906643889,
          -0.914661914322293,
          -0.8225304977054513,
          -0.7408733807489498,
          -0.6777256171675881,
          -0.6393009417986557,
          -0.6293803395957077,
          -0.6489399970144336,
          -0.6960552453442539,
          -0.7660899479540175,
          -0.8521526957621488,
          -0.945774921333806,
          -1.0377442052326218,
          -1.1190107773493776,
          -1.1815780135499665,
          -1.2192893028444882,
          -1.2284338574115077,
          -1.2081118538200417,
          -1.1603229755825144,
          -1.0897696444585936,
          -1.0033943025337744,
          -0.9096962764787395,
          -0.8178954444912957,
          -0.7370250010261873,
          -0.6750425911901873,
          -0.6380472791061418,
          -0.6296794004957919,
          -0.6507623539386964,
          -0.6992215785185011,
          -0.7702886904495815,
          -0.8569706916565096,
          -0.9507380802200067,
          -1.0423641526770298,
          -1.1228329108965187,
          -1.1842262355674351,
          -1.2205030284996063,
          -1.228093656197819,
          -1.2062512015095024,
          -1.1571249602122358,
          -1.0855489504827767,
          -0.9985662458988194,
          -0.9047359375676677,
          -0.8132909202524146,
          -0.7332293762727927,
          -0.6724293550915208,
          -0.6368735738832956,
          -0.6300607186479195,
          -0.6526611737904194,
          -0.702451056349735,
          -0.7745310459025134,
          -0.8618084772971352,
          -0.9556952583319323,
          -1.0469529373343318,
          -1.1266017660594556,
          -1.1868043061923057,
          -1.2216366326450998,
          -1.2276712473075553,
          -1.2043143445841775,
          -1.1538642418168978,
          -1.0812852250442315,
          -0.9937190636559271,
          -0.8997822608617247,
          -0.8087181904712801,
          -0.7294875496576911,
          -0.6698866270792253,
          -0.6357801487048977,
          -0.6305241892526777,
          -0.6546359347082495,
          -0.7057427912657888,
          -0.7788158483668451,
          -0.8666647230932548,
          -0.9606450932656363,
          -1.051509298047838,
          -1.130316307026476,
          -1.1893115168816306,
          -1.2226898037273521,
          -1.2271667468332867,
          -1.2023018153593137,
          -1.1505417165546603,
          -1.0769796399621343,
          -0.9888540879783719,
          -0.8948366078025484,
          -0.8041785118921431,
          -0.7258005495642108,
          -0.6674151059828779,
          -0.6347673040819896,
          -0.6310696849323181,
          -0.656686093959613,
          -0.7090958785840821,
          -0.7831419202307146,
          -0.8715380943806175,
          -0.9655862246353343,
          -1.0560319825720843,
          -1.1339755129132847,
          -1.19174717856722,
          -1.2236622522985379,
          -1.2265802934291858,
          -1.200214166947537,
          -1.1471582975703494,
          -1.0726333785601347,
          -0.9839726559296916,
          -0.8899003376266006,
          -0.7996731321756481,
          -0.722169389307464,
          -0.6650154710619328,
          -0.6338353183792984,
          -0.6316970557657702,
          -0.6588110880898543,
          -0.71250939676029,
          -0.787508072539983,
          -0.8764272517882798,
          -0.9705172944472754,
          -1.0605197479169806,
          -1.137578378043584,
          -1.1941106218450257,
          -1.2245537110961628,
          -1.2259120482729242,
          -1.1980519731068064,
          -1.1437149147444867,
          -1.0682476353411485,
          -0.9790761090961895,
          -0.8849748069916112,
          -0.7952032895559219,
          -0.7185950668558461,
          -0.6626883818190361,
          -0.6329844477387194,
          -0.6324061293298321,
          -0.6610103330771078,
          -0.7159824076415813,
          -0.7919131053250368,
          -0.8813308516067409,
          -0.9754369474729663,
          -1.064971360689441,
          -1.1411239122254586,
          -1.1964011971591169,
          -1.2253639351165242,
          -1.2251621950213818,
          -1.1958158280827589,
          -1.14021251443773,
          -1.0638236156590641,
          -0.9741657932182486,
          -0.8800613696037017,
          -0.7907702125002644,
          -0.7150785645567482,
          -0.6604344778187773,
          -0.6322149260089218,
          -0.6331967107465712,
          -0.6632832244928193,
          -0.7195139567244854,
          -0.7963558079305473,
          -0.8862475461572233,
          -0.980343831621664,
          -1.0693855974323512,
          -1.1446111410235238,
          -1.198618274980197,
          -1.2260927016820518,
          -1.2243309397601527,
          -1.1935063464453606,
          -1.136652059230793,
          -1.0593625353874427,
          -0.9692430578204512,
          -0.8751613758453615,
          -0.7863751193715317,
          -0.7116208488665944,
          -0.658254378511905,
          -0.6315269646810896,
          -0.6340685827368817,
          -0.6656291376678287,
          -0.7231030734172085,
          -0.8008349593482292,
          -0.8911759841620549,
          -0.9852365983119387,
          -1.0737612449608251,
          -1.1480391060267285,
          -1.2007612459786194,
          -1.2267398105024905,
          -1.2234185109469315,
          -1.1911241629200175,
          -1.1330345276598697,
          -1.0548656205854037,
          -0.9643092558406917,
          -0.8702761724042989,
          -0.7820192180932865,
          -0.7082228700852123,
          -0.6561486830650924,
          -0.6309207528307775,
          -0.6350215056801948,
          -0.6680474278640868,
          -0.7267487713063726,
          -0.8053493285524027,
          -0.8961148111160664,
          -0.9901139028423227,
          -1.0780971006956264,
          -1.1514068651117626,
          -1.2028295211918594,
          -1.2273050837299622,
          -1.2224251593487012,
          -1.188669932213137,
          -1.1293609139477159,
          -1.0503341071606191,
          -0.9593657432583611,
          -0.8654071019033285,
          -0.7777037058178093,
          -0.7048855620946616,
          -0.6541179701962565,
          -0.6303964570659681,
          -0.6360552176803312,
          -0.6705374304518326,
          -0.730450048428153,
          -0.809897674838311,
          -0.9010626696588471,
          -0.9949744047608958,
          -1.0823919729936837,
          -1.154713492701984,
          -1.204822532186372,
          -1.2277883660078424,
          -1.221351157972826,
          -1.1861443288321687,
          -1.1256322277304067,
          -1.045769240529658,
          -0.9544138787216309,
          -0.8605555025313882,
          -0.7734297685970922,
          -0.7016098421025713,
          -0.6521627980155034,
          -0.6299542214812608,
          -0.6371694346374982,
          -0.6730984610922544,
          -0.7342058875436185,
          -0.8144787481631359,
          -0.906018199947781,
          -0.9998167682336663,
          -1.086644681475586,
          -1.1579580800217968,
          -1.2067397312138266,
          -1.2281895245134449,
          -1.2201968019920224,
          -1.1835480469002564,
          -1.1218494937798338,
          -1.0411722752757169,
          -0.9494550231741052,
          -0.8557227076757306,
          -0.7691985810568615,
          -0.698396610390058,
          -0.6502837038717554,
          -0.690778565779068,
          -0.6903078404928426,
          -0.7190145295766486,
          -0.7740738971426727,
          -0.8500681058684026,
          -0.9395193317516765,
          -1.0336255813886686,
          -1.1231268074140752,
          -1.1992160964141214,
          -1.2544062684953283,
          -1.2832666151814516,
          -1.2829572806890186,
          -1.2535087035071073,
          -1.1978186212524766,
          -1.12136693352207,
          -1.0316764802151672,
          -0.937572794694762,
          -0.8483156720172936,
          -0.7726880058468111,
          -0.7181315524276392,
          -0.6900146623708505,
          -0.6911040353876244,
          -0.7212924772610753,
          -0.7776094477485385,
          -0.8545133615015817,
          -0.9444368796168137,
          -1.0385315351729216,
          -1.1275384216612234,
          -1.2026992686384783,
          -1.2566182548312799,
          -1.2839897563521554,
          -1.2821204196616705,
          -1.2511941873392225,
          -1.1942541981480808,
          -1.1169033424268116,
          -1.02675293813239,
          -0.932673777767841,
          -0.8439232431162469,
          -0.7692343796208183,
          -0.7159565654184616,
          -0.6893323331245631,
          -0.6919815050469647,
          -0.7236434028824186,
          -0.7812024984405794,
          -0.8589949813663587,
          -0.9493660776215186,
          -1.0434232786319186,
          -1.1319113634131497,
          -1.2061231115680546,
          -1.2587560930707078,
          -1.2846312267913036,
          -1.2812024016611248,
          -1.2488070137961074,
          -1.1906327667462768,
          -1.1124040017238308,
          -1.021818422890088,
          -0.9277896438876033,
          -0.839570088977502,
          -0.7658405552393047,
          -0.713856022839273,
          -0.6887317655678755,
          -0.6929400083118608,
          -0.7260666603250309,
          -0.7848520617242304,
          -0.8635117337586344,
          -0.9543055710517427,
          -1.0482994673454158,
          -1.1362444308342583,
          -1.209486684212429,
          -1.2608191956617454,
          -1.2851908502006395,
          -1.280203478990469,
          -1.246347838955591,
          -1.1869553223416311,
          -1.107870147987523,
          -1.016874290663667,
          -0.9229217353829158,
          -0.8352574059983308,
          -0.7625074654425561,
          -0.7118305019918036,
          -0.6882131247575178,
          -0.6939792817524741,
          -0.7285615835939792,
          -0.7885571345733104,
          -0.8680623773186791,
          -0.9592540023639023,
          -1.0531587611681532,
          -1.1405364330478007,
          -1.212789062145537,
          -1.2628069955924646,
          -1.2856684727763001,
          -1.2791239261881935,
          -1.2438173386839506,
          -1.1832228756230205,
          -1.1033030272776614,
          -1.0119219002716153,
          -0.9180713901233539,
          -0.8309863794531377,
          -0.7592360262788977,
          -0.709880559559219,
          -0.687776553233918,
          -0.6950990397405283,
          -0.731127486998082,
          -0.7923166987056917,
          -0.8726456613722936,
          -0.9642100115579696,
          -1.0579998245981703,
          -1.1447861904631633,
          -1.2160293377597369,
          -1.2647189465467132,
          -1.2860639632510873,
          -1.2779640399527357,
          -1.2412162084501575,
          -1.1794364523958583,
          -1.0987038947969336,
          -1.0069626128020508,
          -0.9132399411515004,
          -0.8267581831676908,
          -0.7560271368529249,
          -0.708006731453121,
          -0.687422170982025,
          -0.6962989745278111,
          -0.7337636653383637,
          -0.7961297208631616,
          -0.8772603262745494,
          -0.9691722365512624,
          -1.0628213271438498,
          -1.1489925351000687,
          -1.2192066205152536,
          -1.2665545230542599,
          -1.2863772129305433,
          -1.276724139060938,
          -1.2385451631347362,
          -1.1755970933001696,
          -1.094074014545966,
          -1.0019977912386455,
          -0.9084287163165885,
          -0.822573979196529,
          -0.7528816790784049,
          -0.7062095326662647,
          -0.6871500753983357,
          -0.6975787563307524,
          -0.7364693941018683,
          -0.799995153095383,
          -0.8819051037559698,
          -0.9741393135527646,
          -1.0676219436895802,
          -1.1531543109095657,
          -1.2223200371849243,
          -1.2683132206352135,
          -1.2866081357228258,
          -1.2754045642804361,
          -1.2358049368332966,
          -1.171705853524584,
          -1.0894146589759381,
          -0.9970288000860285,
          -0.9036390379095598,
          -0.8184349175035796,
          -0.749800517435894,
          -0.7044894571310165,
          -0.6869603412641243,
          -0.6989380334210634,
          -0.7392439296607751,
          -0.8039119330479301,
          -0.8865787172711018,
          -0.9791098774379822,
          -1.0724003548599454,
          -1.1572703740917658,
          -1.2253687320941986,
          -1.2699945559386683,
          -1.286756668162367,
          -1.2740056782760063,
          -1.2329962826547738,
          -1.1677638025163388,
          -1.0847271086388677,
          -0.9920570049947818,
          -0.8988722222996508,
          -0.8143421356461084,
          -0.7467844987351482,
          -0.7028469775836089,
          -0.6868530207248913,
          -0.7003764322223999,
          -0.7420865094767788,
          -0.8078789842542389,
          -0.8912798823493542,
          -0.9840825621240897,
          -1.0771552473823325,
          -1.1613395934101853,
          -1.2283518673563005,
          -1.271598066875547,
          -1.2868227694273162,
          -1.272527865509892,
          -1.2301199725144527,
          -1.163772023687354,
          -1.0800126518356647,
          -0.9870837723861068,
          -0.8941295795726143,
          -0.8102967584620859,
          -0.7438344518823917,
          -0.7012825454342128,
          -0.6868281432760326,
          -0.7018935574130362,
          -0.7449963523106558,
          -0.8118952164314767,
          -0.8960073069480085,
          -0.989056000945395,
          -1.0818853144478697,
          -1.1653608505026538,
          -1.2312686231025134,
          -1.2731233127456019,
          -1.2868064213507602,
          -1.2709715321361394,
          -1.2271767969218057,
          -1.1597316141164744,
          -1.0752725842620692,
          -0.9821104690762754,
          -0.8894124131706536,
          -0.806299897761036,
          -0.7409511876524982,
          -0.6997965906428758,
          -0.6868857157547292,
          -0.703488992034512,
          -0.74797265843699,
          -0.8159595257801653,
          -0.9007596918073368,
          -0.9940288270289512,
          -1.0865892560705819,
          -1.169333040188685,
          -1.2341181977075064,
          -1.2745698743585288,
          -1.286707628425717,
          -1.2693371058889722,
          -1.2241675647632588,
          -1.1556436842479563,
          -1.0705082086525413,
          -0.9771384619010057,
          -0.8847220195341967,
          -0.8023526520184815,
          -0.7381354984661735,
          -0.6983895216013536,
          -0.6870257223380751,
          -0.7051622976062318,
          -0.7510146098639426,
          -0.820070795287574,
          -0.9055357308076482,
          -0.9989996736701985,
          -1.0912657794446607,
          -1.173255070773203,
          -1.2368998080096514,
          -1.2759373541491785,
          -1.2865264178038964,
          -1.267625035965234,
          -1.2210931030798513,
          -1.1515093575862714,
          -1.065720834422239,
          -0.9721691173397763,
          -0.8800596877455997,
          -0.7984561060740338,
          -0.735388158172167,
          -0.6970617250208705,
          -0.6872481245474206,
          -0.7069130142459629,
          -0.7541213705580758,
          -0.8242278950346797,
          -0.9103341113282942,
          -1.0039671747086092,
          -1.0959135992997766,
          -1.1771258643465976,
          -1.239612689526256,
          -1.277225376286824,
          -1.2862628392882436,
          -1.2658357929009416,
          -1.2179542568399655,
          -1.1473297703873342,
          -1.0609117773071406,
          -0.9672038011403042,
          -0.8754266991748391,
          -0.794611330833245,
          -0.7327099218345782,
          -0.6958135658258379,
          -0.6875528612589463,
          -0.70874066079624,
          -0.7572920866741413,
          -0.8284296825067381,
          -0.9151535146083877,
          -1.0089299649031425,
          -1.1005314382543396,
          -1.1809443570809508,
          -1.2422560966636793,
          -1.278433586778445,
          -1.28591696531925,
          -1.2639698684419503,
          -1.2147518887070747,
          -1.1431060713462309,
          -1.0560823590024053,
          -0.9622438779431611,
          -0.8708243271273741,
          -0.7908193829732901,
          -0.7301015255253614,
          -0.6946453870535592,
          -0.68793984872047,
          -0.7106447349565986,
          -0.7605258867897079,
          -0.8326750029072716,
          -0.9199926161092726,
          -1.0138866803074478,
          -1.1051180271665348,
          -1.1847094995224308,
          -1.2448293029222377,
          -1.2795616535660226,
          -1.2854888909550393,
          -1.262027775408824,
          -1.211486878802666,
          -1.1388394212814947,
          -1.051233906799181,
          -0.9572907109067346,
          -0.8662538364941745,
          -0.787081304652558,
          -0.7275636861220106,
          -0.6935575097599536,
          -0.6884089805744538,
          -0.7126247134216247,
          -0.763821882144694,
          -0.8369626894754335,
          -0.9248500858785409,
          -1.01883595864475,
          -1.1096721054831336,
          -1.1884202568797084,
          -1.2473316010958804,
          -1.2806092666177993,
          -1.2849787338452476,
          -1.2600100475558778,
          -1.2081601244643618,
          -1.1345309928160865,
          -1.046367753219772,
          -0.9523456613326025,
          -0.861716483404095,
          -0.7833981232242171,
          -0.725097101110545,
          -0.6925502329313168,
          -0.6889601278872461,
          -0.7146800520247699,
          -0.767179166885614,
          -0.8412915638067128,
          -0.9297245889155364,
          -1.0237764396822366,
          -1.1141924215859562,
          -1.192075609308358,
          -1.2497623034665466,
          -1.2815761380134847,
          -1.2843866341986916,
          -1.257917239424487,
          -1.204772539999274,
          -1.1301819700551272,
          -1.0414852356514332,
          -0.9474100882913546,
          -0.8572135148786582,
          -0.7797708509538803,
          -0.7227024483938104,
          -0.6916238334021472,
          -0.6895931391845053,
          -0.7168101858879252,
          -0.7705968183145319,
          -0.8456604361767655,
          -0.9346147855382895,
          -1.028706765604885,
          -1.1186777331358342,
          -1.1956745521911434,
          -1.2521207419931797,
          -1.282462002023389,
          -1.2837127547448228,
          -1.255749926190694,
          -1.2013250564327527,
          -1.1257935482604384,
          -1.0365876959788216,
          -0.9424853482491301,
          -0.8527461684893053,
          -0.7762004847413846,
          -0.7203803861051742,
          -0.6907785657790686,
          -0.6989733896957877,
          -0.7187434859680111,
          -0.7660448885512019,
          -0.8362231432507109,
          -0.9223727154709244,
          -1.016016494261858,
          -1.1079399393521154,
          -1.1890977911675327,
          -1.251504123642879,
          -1.2890181587018228,
          -1.297948518323782,
          -1.2774164558430734,
          -1.2294423245498578,
          -1.1587467750895286,
          -1.0722862438203935,
          -0.9785684400377413,
          -0.8868151880661753,
          -0.8060550004907242,
          -0.7442346732475166,
          -0.7074373215453604,
          -0.699283801820402,
          -0.7205764197551879,
          -0.7692199834642909,
          -0.8404279702066495,
          -0.9271935198367832,
          -1.020978909277311,
          -1.1125556637803524,
          -1.192912638097529,
          -1.254142712444768,
          -1.2902208524505618,
          -1.2975969720516114,
          -1.275545261674788,
          -1.2262356078405192,
          -1.1545200765043977,
          -1.067455470158945,
          -0.9736089390381828,
          -0.8822149742263892,
          -0.8022667344810827,
          -0.7416311201374705,
          -0.7062746707507043,
          -0.6996764580854467,
          -0.7224857457351601,
          -0.7724581016369371,
          -0.8446762500052558,
          -0.9320339308722109,
          -1.0259351554945322,
          -1.1171400509518037,
          -1.196674062895723,
          -1.256711050973294,
          -1.2913433804056036,
          -1.2971632327730356,
          -1.2735979350725828,
          -1.222966310695097,
          -1.1502505073908755,
          -1.0626057543333316,
          -0.9686562881461078,
          -0.8776467287157118,
          -0.7985324093411742,
          -0.7390981726605538,
          -0.7051923427639756,
          -0.7001512505754036,
          -0.7244709391591294,
          -0.7757583531223027,
          -0.8489668150723498,
          -0.9368926182648886,
          -1.0308838707656887,
          -1.12169184091836,
          -1.2003810317925225,
          -1.2592084333602251,
          -1.2923854340574532,
          -1.296647419694606,
          -1.27157501122914,
          -1.2196353316294872,
          -1.1459392411741816,
          -1.0577384292131462,
          -0.963711848521226,
          -0.8731117070459639,
          -0.7948530513926654,
          -0.7366365269583133,
          -0.7041906350463287,
          -0.7007080488008799,
          -0.7265314544273029,
          -0.7791198308971692,
          -0.8532984862122975,
          -0.941768246679526,
          -1.0358236950127162,
          -1.1262097826907547,
          -1.2040325259847013,
          -1.2616341732385308,
          -1.2933467270137358,
          -1.2960496745795913,
          -1.269477046113878,
          -1.2162435861119116,
          -1.1415874627393425,
          -1.0528548325076292,
          -0.9587769790665095,
          -0.8686111555979087,
          -0.7912296718503433,
          -0.7342468595761051,
          -0.7032698229016807,
          -0.7013466997344706,
          -0.728666725238838,
          -0.7825416111112141,
          -0.8576700729320945,
          -0.9466594761248486,
          -1.040753270601106,
          -1.1306926345823731,
          -1.207627541915397,
          -1.263987603931017,
          -1.2942269950779093,
          -1.2953701617090176,
          -1.2673046163201522,
          -1.2127920063113151,
          -1.1371963681055417,
          -1.0479563063980144,
          -0.9538530360547164,
          -0.8641463112786949,
          -0.7876632665441875,
          -0.7319298272771504,
          -0.7024301594010465,
          -0.7020670278528176,
          -0.7308761647474861,
          -0.7860227533409213,
          -0.86208037376856,
          -0.9515649623218865,
          -1.0456712427130446,
          -1.1351391645505142,
          -1.2111650915499301,
          -1.2662680786335572,
          -1.2950259963218722,
          -1.2946090678365165,
          -1.2650583189067843,
          -1.209281540841168,
          -1.1327671640974142,
          -1.0430441971686495,
          -0.9489413727556401,
          -0.8597184011819209,
          -0.7841548156456914,
          -0.7296860668620411,
          -0.7016718753129895,
          -0.7028688351848467,
          -0.733159165722874,
          -0.7895623008480411,
          -0.8665281766185234,
          -0.9564833570734158,
          -1.050576259719738,
          -1.139548150534996,
          -1.2146442026473419,
          -1.2684749705928504,
          -1.2957435111524567,
          -1.2937666021370005,
          -1.2627387712339717,
          -1.2057131544987627,
          -1.1283010680133658,
          -1.0381198548369956,
          -0.9440433390641806,
          -0.8553286422503843,
          -0.7807052833984744,
          -0.7275161949937209,
          -0.7009951790401958,
          -0.7037519013661795,
          -0.735515100717397,
          -0.7931592808425323,
          -0.8710122590719772,
          -0.961413308634497,
          -1.0554669735529245,
          -1.1439183807940216,
          -1.2180639190276104,
          -1.2706076732786813,
          -1.2963793423717778,
          -1.2928429961491732,
          -1.260346610793618,
          -1.2020878280000493,
          -1.1237993072910248,
          -1.0331846327825953,
          -0.9391602811293559,
          -0.8509782409416227,
          -0.7773156178532681,
          -0.7254208080280062,
          -0.700400256562199,
          -0.7047159836996957,
          -0.7379433222386572,
          -0.7968127047499207,
          -0.8755313887480147,
          -0.96635346208398,
          -1.0603420400753338,
          -1.148248654237207,
          -1.2214233008344304,
          -1.2726656005506094,
          -1.296933315231431,
          -1.2918385037118956,
          -1.2578824950341256,
          -1.1984065577101042,
          -1.1192631191698934,
          -1.02823988737511,
          -0.9342935409843283,
          -0.84666839289634,
          -0.7739867506073688,
          -0.7234004818496885,
          -0.6998872713842663,
          -0.7057608172222356,
          -0.7404431629274212,
          -0.8005215684829903,
          -0.8800843236335503,
          -0.971302459696879,
          -1.0652001194501206,
          -1.152537780755685,
          -1.2247214247935236,
          -1.2746481868190627,
          -1.2974052774805211,
          -1.2907534008944217,
          -1.2553471011797053,
          -1.1946703553692815,
          -1.1146937503513135,
          -1.0232869776015503,
          -0.9294444561775591,
          -0.842400282609797,
          -0.7707195965485953,
          -0.7214557717142538,
          -0.6994563644924626,
          -0.7068861147774201,
          -0.74301393574103,
          -0.804284852717755,
          -0.8846698124246453,
          -0.9762589413175407,
          -1.0700398765091024,
          -1.1567845815491886,
          -1.2279573844663925,
          -1.276554887200785,
          -1.2977950994075025,
          -1.289587985920524,
          -1.2527411260442551,
          -1.1908802478151768,
          -1.110092456655832,
          -1.0183272646927728,
          -0.9246143594052265,
          -0.8381750831062735,
          -0.7675150536038552,
          -0.7195872120952898,
          -0.6991076543149,
          -0.7080915670945722,
          -0.7456549341422296,
          -0.8081015231735807,
          -0.8892865948704359,
          -0.9812215447334265,
          -1.0748599811196893,
          -1.1609878894500156,
          -1.2311302904994244,
          -1.2783851776685855,
          -1.2981026738758301,
          -1.2883425790865333,
          -1.2500652858398449,
          -1.1870372767003898,
          -1.105460502678051,
          -1.0133621117493794,
          -0.9198045781449234,
          -0.833993955616694,
          -0.7643740024923479,
          -0.7177953165375929,
          -0.6988412366891938,
          -0.7093768428737154,
          -0.7483654322933377,
          -0.8119705308974524,
          -0.893933402119466,
          -0.9861889060495364,
          -1.0796591085504745,
          -1.165146549243812,
          -1.234239270868339,
          -1.2801385551953548,
          -1.2983279163534072,
          -1.2870175226733116,
          -1.2473203159798885,
          -1.1831424982062655,
          -1.1007991614390777,
          -1.0083928833670857,
          -0.915016434290855,
          -0.8298580492594544,
          -0.7612973064835268,
          -0.716080577516013,
          -0.698657184836118,
          -0.7107415888766238,
          -0.7511446852557451,
          -0.8158908125522826,
          -0.8986089570684366,
          -0.9911596600632173,
          -1.084435939835307,
          -1.1692594179870843,
          -1.2372834711178267,
          -1.2818145378923267,
          -1.2984707649358107,
          -1.2856131808521754,
          -1.2445069708770113,
          -1.1791969827525997,
          -1.0961097140366656,
          -1.003420945261653,
          -0.9102512437905055,
          -0.8257685007246348,
          -0.7582858111598335,
          -0.7144434663001281,
          -0.698555549339487,
          -0.7121854300239089,
          -0.7539919291946399,
          -0.8198612907091131,
          -0.9033119747131861,
          -0.9961324406393989,
          -1.0891891621357745,
          -1.1733253653212932,
          -1.2402620545964045,
          -1.2834126651415019,
          -1.2985311803633124,
          -1.2841299395848151,
          -1.2416260237357273,
          -1.1752018147034584,
          -1.0913934492931028,
          -0.9984476638935983,
          -0.9055103162829852,
          -0.8217264339615715,
          -0.7553403441843167,
          -0.712884432824703,
          -0.6985363581322485,
          -0.7137079694980984,
          -0.7569063815889424,
          -0.8238808741432637,
          -0.90804116250184,
          -1.0011058810860411,
          -1.0939174691020428,
          -1.1773432737835168,
          -1.2431742026863426,
          -1.2849324977222585,
          -1.298509146031663,
          -1.2825682065172155,
          -1.2386782663399256,
          -1.1711580920691669,
          -1.0866516634010086,
          -0.9934744060925972,
          -0.9007949547391103,
          -0.8177329598699689,
          -0.7524617150731392,
          -0.7114039055660464,
          -0.6985996164888104,
          -0.7153087888527024,
          -0.7598872414463581,
          -0.8279484581342267,
          -0.912795220690086,
          -1.0060786145297353,
          -1.0986195612318725,
          -1.1813120391135914,
          -1.2460191150286533,
          -1.2863736179320489,
          -1.2984046679966592,
          -1.2809284108676249,
          -1.235664508835254,
          -1.1670669262045177,
          -1.08188565956711,
          -0.9885025386818472,
          -0.8961064551032584,
          -0.8137891759945949,
          -0.74965071497312,
          -0.710002291424237,
          -0.698745307023589,
          -0.7169874481272096,
          -0.7629336895235344,
          -0.8320629247692709,
          -0.9175728426983549,
          -1.0110492742913997,
          -1.1032941462277561,
          -1.1852305705575705,
          -1.2487960097430606,
          -1.2877356297012124,
          -1.298217774972477,
          -1.2792110033085844,
          -1.2325855795064882,
          -1.1629294415033553,
          -1.077096747654044,
          -0.983533428102432,
          -0.8914461059372539,
          -0.8098961662236145,
          -0.7469081164442786,
          -0.7086799756113074,
          -0.6989733896957875,
          -0.6744849947634578,
          -0.7135714848653245,
          -0.7772558399348437,
          -0.8592715245756172,
          -0.9515482020416696,
          -1.0450058547215832,
          -1.1304482571382566,
          -1.1994678837932693,
          -1.2452732089970258,
          -1.2633569924482062,
          -1.2519397913154606,
          -1.2121450572683257,
          -1.1478885889236587,
          -1.0654932175779357,
          -0.9730666411182385,
          -0.8797036272048566,
          -0.7945910888679056,
          -0.7261040930069984,
          -0.6809817544845987,
          -0.6636641077677314,
          -0.6758552078949548,
          -0.7163554515981676,
          -0.7811796181673237,
          -0.8639490148464986,
          -0.956519139686,
          -1.0497810998765578,
          -1.1345579260662224,
          -1.2025075854035654,
          -1.2469438368966512,
          -1.2634941569867397,
          -1.2505299955133864,
          -1.2093270249187287,
          -1.1439396141821854,
          -1.060801879240272,
          -0.9680945664979901,
          -0.8749400680431666,
          -0.7905047790016322,
          -0.7230971249970174,
          -0.6793500137402833,
          -0.6635681574465607,
          -0.6773044895007843,
          -0.7192073559380114,
          -0.7851535180844293,
          -0.8686538789099109,
          -0.9614920096517919,
          -1.0545326457416497,
          -1.138620596101171,
          -1.2054816132049873,
          -1.2485365783690365,
          -1.2635488864978177,
          -1.2490413276836865,
          -1.2064414445424851,
          -1.1399410621354134,
          -1.0560838127214947,
          -0.9631212428716774,
          -0.8702008619525561,
          -0.7864660279433543,
          -0.7201562417490832,
          -0.6777963809768153,
          -0.6635546525060302,
          -0.6788324412682493,
          -0.7221264140829337,
          -0.7891764475210589,
          -0.8733848237065311,
          -0.9664654452224336,
          -1.0592591864277614,
          -1.1426351506809023,
          -1.2083891498318629,
          -1.2500509956737529,
          -1.2635211659398784,
          -1.2474741969637537,
          -1.2034891091968563,
          -1.1358940317237005,
          -1.0513403147094171,
          -0.9581480370805912,
          -0.8654873114307232,
          -0.782475945681509,
          -0.7172822515195965,
          -0.6763212831861969,
          -0.6636235966577647,
          -0.680438643263373,
          -0.7251118237748254,
          -0.7932473008371054,
          -0.8781405490091493,
          -0.9714380795258669,
          -1.0639594229180862,
          -1.1466004864670083,
          -1.2112293961925957,
          -1.2514866725965625,
          -1.263411002931489,
          -1.245829034055296,
          -1.200470830285677,
          -1.1317996352109372,
          -1.0465726888813083,
          -0.9531763159336408,
          -0.8608007119243308,
          -0.7785356288286679,
          -0.7144759441804475,
          -0.6749251257763066,
          -0.6637749709535278,
          -0.6821226540463096,
          -0.728162764519877,
          -0.7973649592213192,
          -0.8829197477800139,
          -0.9764085459102453,
          -1.068632063425115,
          -1.1505155136481078,
          -1.2140015716892785,
          -1.2528432145638049,
          -1.263218427749254,
          -1.244106291105965,
          -1.1973874373363553,
          -1.1276589978788576,
          -1.0417822455455943,
          -0.948207445831704,
          -0.8561423514729714,
          -0.7746461603201421,
          -0.7117380910019233,
          -0.6736082924594725,
          -0.6640087337904281,
          -0.6838840107926694,
          -0.731278397814082,
          -0.8015282909988019,
          -0.8877211065300591,
          -0.9813754783195482,
          -1.0732758237456785,
          -1.154379156239363,
          -1.2167049144322322,
          -1.2541202487508436,
          -1.2629434933194916,
          -1.24230644158509,
          -1.1942397777718858,
          -1.1234732577177662,
          -1.0369703012817413,
          -0.9432427923920895,
          -0.8515135103551671,
          -0.7708086091163624,
          -0.7090694444407438,
          -0.6723711451470237,
          -0.664324820922356,
          -0.6857222294207164,
          -0.7344578673736807,
          -0.8057361519420291,
          -0.8925433056798783,
          -0.986337511669008,
          -1.0778894276138649,
          -1.1581903523781976,
          -1.219338681449399,
          -1.255317424184527,
          -1.2625862752036896,
          -1.240429980153551,
          -1.1910287166779514,
          -1.1192435651137898,
          -1.0321381785784112,
          -0.9382837200732247,
          -0.8469154607365041,
          -0.7670240299090901,
          -0.7064707379332592,
          -0.6712140238498173,
          -0.6647231454776383,
          -0.6876368047244117,
          -0.7377002993705053,
          -0.8099873855853184,
          -0.8973850199224148,
          -0.9912932822202898,
          -1.0824716070518186,
          -1.1619480546161345,
          -1.221902148890536,
          -1.256434411839654,
          -1.262146871577737,
          -1.2384774225278319,
          -1.1877551365651693,
          -1.1149710825327046,
          -1.0272872054700033,
          -0.9333315917996527,
          -0.8423494663200047,
          -0.7632934628315496,
          -0.7039426856938688,
          -0.6701372465847955,
          -0.6652035979829145,
          -0.6896272105122624,
          -0.7410048026721298,
          -0.814280823542671,
          -0.9022449185871815,
          -0.996241427956292,
          -1.0870211027181893,
          -1.1656512302066677,
          -1.2243946122261544,
          -1.2574709047293944,
          -1.261625403204944,
          -1.2364493053382815,
          -1.184419937126545,
          -1.1106569842004552,
          -1.0224187151716582,
          -0.9283877685874491,
          -0.837816781998813,
          -0.759617933172566,
          -0.7014859825187406,
          -0.6691411092875832,
          -0.6657660463932236,
          -0.691692899751936,
          -0.7443704690867881,
          -0.8186152858288811,
          -0.9071216660059913,
          -1.0011805889554721,
          -1.0915366642542599,
          -1.169298861389104,
          -1.2268153864411464,
          -1.258426617989662,
          -1.26102201340285,
          -1.2343461859816294,
          -1.1810240349902017,
          -1.1063024557804229,
          -1.0175340457128461,
          -0.9234536091701734,
          -0.8333186535112997,
          -0.7559984510947755,
          -0.6991013035948512,
          -0.6682258857311499,
          -0.6664103361282951,
          -0.6938333047206067,
          -0.7477963736129746,
          -0.8229895811838485,
          -0.9120139218800256,
          -1.0061094077656183,
          -1.096017050627593,
          -1.172889945668275,
          -1.2291638062230605,
          -1.2593012889574096,
          -1.2603368680038365,
          -1.2321686424677911,
          -1.1775683634674687,
          -1.1019086940475886,
          -1.012634539569631,
          -0.9185304696254357,
          -0.8288563170987115,
          -0.7524360113569983,
          -0.6967893043144272,
          -0.6673918274505747,
          -0.6671362901150313,
          -0.6960478371609786,
          -0.7512815746936726,
          -0.8274025073999576,
          -0.9169203416482183,
          -1.0110265297768894,
          -1.1004610304730897,
          -1.1764234960900488,
          -1.2314392261449334,
          -1.260094677242813,
          -1.2595701553095475,
          -1.2299172732610173,
          -1.174053872296362,
          -1.0974769065595937,
          -1.0077215432957083,
          -0.9136197030022128,
          -0.8244309991653787,
          -0.7489315930408597,
          -0.6945506200948072,
          -0.6666391636739162,
          -0.6679437088361782,
          -0.6983358884429681,
          -0.7548251144751144,
          -0.8318528516524925,
          -0.9218395768567638,
          -1.0159306035941473,
          -1.1048673824314328,
          -1.1798985415125862,
          -1.2336410208427013,
          -1.2608065647953344,
          -1.2587220860391437,
          -1.2275926971154145,
          -1.170481527380578,
          -1.093008311324881,
          -1.002796407152325,
          -0.9087226589489791,
          -0.8200439159416901,
          -0.7454861592816756,
          -0.692385866203824,
          -0.6659681012591985,
          -0.6688323703851502,
          -0.7006968297309696,
          -0.7584260190700476,
          -0.8363393908329876,
          -0.9267702755297385,
          -1.0208202814083327,
          -1.1092348954847526,
          -1.1833141268732577,
          -1.235768585187043,
          -1.261436755963665,
          -1.2577928932713813,
          -1.2251955529048781,
          -1.166852310524017,
          -1.088504136467928,
          -0.9978604847371946,
          -0.9038406833427468,
          -0.8156962731498022,
          -0.7421006570037829,
          -0.6902956375906919,
          -0.6653788246375819,
          -0.6698020305270296,
          -0.7031300121566827,
          -0.7620832988253805,
          -0.8408608918853383,
          -0.9317110825406644,
          -1.0256942193669172,
          -1.1135623692894396,
          -1.1866693134511086,
          -1.237821334449718,
          -1.2619850775494768,
          -1.2567828323805643,
          -1.2227264994475262,
          -1.163167219160959,
          -1.0839656198917211,
          -0.9929151326124621,
          -0.8989751179192272,
          -0.8113892656722774,
          -0.7387760166602622,
          -0.6882805087225137,
          -0.6648714957626525,
          -0.6708524227656792,
          -0.7056347669974462,
          -0.7657959485941829,
          -0.8454161121447188,
          -0.9366606399849274,
          -1.0305510779432299,
          -1.1178486145060673,
          -1.189963179124848,
          -1.2397987044642513,
          -1.2624513788550435,
          -1.255692180966347,
          -1.2201862153246175,
          -1.1594272660819327,
          -1.0793940089375476,
          -0.9879617099318798,
          -0.8941272999040297,
          -0.8071240772237034,
          -0.7355131519772323,
          -0.6863410334263719,
          -0.6644462540659317,
          -0.6719832584169934,
          -0.7082104058600237,
          -0.7695629480119239,
          -0.850003799679102,
          -0.9416175875530137,
          -1.035389522304592,
          -1.1220924531262493,
          -1.1931948186263062,
          -1.2417001517809898,
          -1.2628355317246387,
          -1.2545212387774523,
          -1.2175753986940652,
          -1.1556334791553475,
          -1.0747905600421637,
          -0.983001578067282,
          -0.8892985616451617,
          -0.8029018800253266,
          -0.7323129597027328,
          -0.6844777447371451,
          -0.664103216418536,
          -0.6731942266882374,
          -0.7108562208697987,
          -0.7733832617769162,
          -0.8546226936333192,
          -0.9465805629043379,
          -1.0402082226792038,
          -1.1262927187963883,
          -1.1963633437892007,
          -1.24352515381647,
          -1.2631374305797742,
          -1.2532703276292776,
          -1.2148947670985522,
          -1.1517869010450374,
          -1.0701565383925022,
          -0.9780361002344011,
          -0.8844902302468667,
          -0.7987238344829386,
          -0.7291763193602464,
          -0.6826911547509871,
          -0.6638424770990772,
          -0.6744849947634568,
          -0.6184584311122163,
          -0.6750336742080774,
          -0.7521231721009526,
          -0.8421413244230749,
          -0.9362303522548149,
          -1.0251319028551154,
          -1.1000980708236103,
          -1.1537521912856348,
          -1.1808147031202372,
          -1.1786226573481593,
          -1.1473917510963692,
          -1.0901951030181813,
          -1.0126608586659243,
          -0.9224183814230548,
          -0.8283475237632901,
          -0.7397048504842317,
          -0.6652127934787397,
          -0.6122013651410028,
          -0.5858868857388396,
          -0.588858697920559,
          -0.6208243756074502,
          -0.6786384986963161,
          -0.756612162143639,
          -0.8470727637624896,
          -0.9411189876581679,
          -1.0294966929934686,
          -1.1035095206998022,
          -1.1558746145073184,
          -1.1814392534137825,
          -1.1776878790151133,
          -1.144989626249221,
          -1.0865620005479217,
          -1.008154275562257,
          -0.91748176509948,
          -0.8234666368674205,
          -0.7353599718924951,
          -0.6618314588937187,
          -0.610116297612824,
          -0.5853032557439094,
          -0.5898339346032508,
          -0.6232625157569365,
          -0.6822996295187643,
          -0.761136028661753,
          -0.852014217876184,
          -0.9459917906816719,
          -1.0338213615027438,
          -1.1068605076627476,
          -1.1579221830773683,
          -1.181981923008983,
          -1.176672250991117,
          -1.1425156383215784,
          -1.082873092928941,
          -1.0036134364637708,
          -0.912535812722111,
          -0.8186022525257229,
          -0.7310558106128967,
          -0.6585110497985761,
          -0.6081063686889807,
          -0.5848015838351713,
          -0.5908898841849279,
          -0.6257721814754593,
          -0.6860160604700829,
          -0.7656935283403549,
          -0.8569643286817085,
          -0.9508474221105707,
          -1.0381047198145006,
          -1.1101501107453617,
          -1.1598943342531427,
          -1.1824425627614705,
          -1.175576052405869,
          -1.1399704672508657,
          -1.0791293940006021,
          -0.9990395893500554,
          -0.907581883609675,
          -0.8137557076392056,
          -0.7267935495777785,
          -0.6552524787565392,
          -0.6061721307674359,
          -0.5843820078894106,
          -0.5920262564541348,
          -0.6283526830201039,
          -0.6897867701465451,
          -0.7702834086209513,
          -0.8619217357174555,
          -0.9556845474494574,
          -1.0423455907137724,
          -1.1133774258509752,
          -1.1617905260193093,
          -1.1828210460715138,
          -1.1743995845326423,
          -1.137354812538097,
          -1.0753319326608166,
          -0.9944339912724465,
          -0.9026213392731834,
          -0.8089283342059823,
          -0.722574360203848,
          -0.6520566413356034,
          -0.6043141154436519,
          -0.5840446432206068,
          -0.5932427390964794,
          -0.6310033111798196,
          -0.6936107222267517,
          -0.7749044080457367,
          -0.86688507651656,
          -0.9605018372890346,
          -1.0465428086625985,
          -1.1165415660018077,
          -1.1636102372368058,
          -1.183117268918812,
          -1.1731431707054885,
          -1.1346693930556284,
          -1.0714817525832647,
          -0.9897979080085438,
          -0.8976555430417387,
          -0.8041214589551876,
          -0.7183994020702318,
          -0.6489244158623902,
          -0.6025328333644822,
          -0.5837895825482339,
          -0.5945389977804695,
          -0.63372333747034,
          -0.697486865756454,
          -0.7795552566042911,
          -0.8718529869813599,
          -0.9652979676714925,
          -1.0506952201203663,
          -1.11964166158274,
          -1.16535296778607,
          -1.1833311498910848,
          -1.1718071562303685,
          -1.1319149468495864,
          -1.0675799119305558,
          -0.9851326137143247,
          -0.8926858596878462,
          -0.799336402982344,
          -0.7142698225997809,
          -0.645856663180762,
          -0.6008287740878321,
          -0.583616895971785,
          -0.5959146762493986,
          -0.6365120143343904,
          -0.7014141354373832,
          -0.7842346760826217,
          -0.8768241017582783,
          -0.9700716204543659,
          -1.0548016838608216,
          -1.1226768605803161,
          -1.1670182387044898,
          -1.1834626302064446,
          -1.1703919082902552,
          -1.1290922309370262,
          -1.0636274830634136,
          -0.9804393905739734,
          -0.8877136550523234,
          -0.7945744813862852,
          -0.710186756743718,
          -0.6428542264152282,
          -0.5992024059481149,
          -0.5835266309515019,
          -0.5973693964192581,
          -0.6393685753471453,
          -0.7053914519200427,
          -0.7889413804144558,
          -0.881797054613096,
          -0.9748214836728134,
          -1.0588610712857502,
          -1.1256463288169036,
          -1.1686055923180376,
          -1.1835116737295563,
          -1.1688978158442171,
          -1.126202021097882,
          -1.059625552245954,
          -0.9757195284474847,
          -0.8827402956689284,
          -0.7898370029077185,
          -0.7061513266697211,
          -0.6399179307392274,
          -0.597654175927526,
          -0.5835188122953332,
          -0.5989027584826453,
          -0.642292235426868,
          -0.7094177221003389,
          -0.7936740760347005,
          -0.8867704788064168,
          -0.9795462519001885,
          -1.062872266735124,
          -1.1285492501799559,
          -1.1701145923670546,
          -1.1834782669815642,
          -1.1673252895205188,
          -1.123245111661751,
          -1.0555752193471393,
          -0.9709743245161712,
          -0.8777671483887819,
          -0.7851252695695348,
          -0.7021646414535077,
          -0.6370485831483391,
          -0.5961845095332085,
          -0.5835934421521167,
          -0.6005143410186465,
          -0.6452821910506766,
          -0.7134918394200117,
          -0.7984314622349565,
          -0.8917430074693123,
          -0.9842446266068113,
          -1.066834167793738,
          -1.1313848268463105,
          -1.1715448241261501,
          -1.183362419143795,
          -1.1656747615037675,
          -1.1202223152895887,
          -1.0514775975384942,
          -0.9662050829261389,
          -0.8727955800047115,
          -0.7804405763189703,
          -0.6982277967740156,
          -0.634246972238493,
          -0.5947938106803037,
          -0.5837505000109859,
          -0.6022037011086582,
          -0.6483376204753876,
          -0.7176126841707512,
          -0.8032122315210085,
          -0.8967132739789676,
          -0.9889153165168684,
          -1.0707456855941975,
          -1.1341522795014585,
          -1.1728958945181882,
          -1.1831641620552429,
          -1.1639466854161327,
          -1.117134462750351,
          -1.0473338129881786,
          -0.9614131144298869,
          -0.8678269568756097,
          -0.7757842106717078,
          -0.6943418746122938,
          -0.6315138679892331,
          -0.5934824615809461,
          -0.5839899427070095,
          -0.6039703744581132,
          -0.6514576839633439,
          -0.7217791238019369,
          -0.808015069972151,
          -0.9016799123342959,
          -0.9935570379632664,
          -1.074605745116157,
          -1.1368508475537162,
          -1.174167432222303,
          -1.1828835502038118,
          -1.162141536192672,
          -1.113982402692686,
          -1.0431450045514603,
          -0.9565997360260449,
          -0.8628626445509108,
          -0.7711574523580323,
          -0.6905079429541059,
          -0.6288500215521168,
          -0.5922508226392038,
          -0.5843117044330605,
          -0.6058138755240936,
          -0.6546415240132205,
          -0.7259900132318938,
          -0.8128386576023032,
          -0.9066415575313419,
          -0.9981685152404638,
          -1.0784132854817947,
          -1.1394797893432722,
          -1.1753590877759754,
          -1.1825206607113354,
          -1.1602598099508101,
          -1.1107670014116895,
          -1.0389123234577344,
          -0.9517662705974318,
          -0.8579040073952862,
          -0.7665615729711145,
          -0.6867270554964444,
          -0.6262561650442433,
          -0.5910992323520499,
          -0.5847156967578849,
          -0.6077336976487597,
          -0.6578882655956856,
          -0.7302441951626119,
          -0.8176816687228136,
          -0.9115968459384506,
          -1.0027484809550484,
          -1.0821672602473709,
          -1.1420383823460283,
          -1.1764705336710481,
          -1.1820755933124012,
          -1.1583020238539787,
          -1.1074891426108033,
          -1.0346369329941172,
          -0.9469140465474722,
          -0.8529524082136856,
          -0.7619978356175039,
          -0.6830002513579088,
          -0.6237330113470763,
          -0.5900280072163065,
          -0.5852018086504297,
          -0.6097293131986153,
          -0.6611970163938887,
          -0.7345405003977977,
          -0.8225427723067641,
          -0.9165444156710348,
          -1.0072956763740855,
          -1.0858666376908115,
          -1.144525923372163,
          -1.177501464443765,
          -1.1815484703269121,
          -1.1562687159694953,
          -1.1041497271589693,
          -1.0303200081857375,
          -0.9420443974351044,
          -0.8480092078767718,
          -0.7574674945700354,
          -0.6793285547931335,
          -0.6212812539104885,
          -0.5890374416416881,
          -0.5857699065103317,
          -0.6118001737095009,
          -0.6645668670487073,
          -0.7388777481642249,
          -0.8274206323548094,
          -0.921482906965851,
          -1.011808851771051,
          -1.0895104010952883,
          -1.1469417287593828,
          -1.1784515967587028,
          -1.1809394366264976,
          -1.1541604451206673,
          -1.1007496728430164,
          -1.025962735472802,
          -0.9371586616082851,
          -0.8430757649469116,
          -0.7529717949230693,
          -0.6757129749112991,
          -0.6189015665621961,
          -0.5881278078698572,
          -0.5864198342046631,
          -0.6139457100373452,
          -0.667996891408661,
          -0.743254746436237,
          -0.8323139082623539,
          -0.9264109625547458,
          -1.016286766769288,
          -1.093097549028631,
          -1.149285134560846,
          -1.1793206694866447,
          -1.1802486595946702,
          -1.1519777907332251,
          -1.0972899141154326,
          -1.0215663123844994,
          -0.9322581818361483,
          -0.8381534353048123,
          -0.748511972250311,
          -0.6721545053987587,
          -0.6165946033225681,
          -0.5872993558996344,
          -0.5871514131108144,
          -0.6161653325145858,
          -0.6714861467844591,
          -0.7476702922633682,
          -0.8372212551879766,
          -0.9313272280376482,
          -1.0207281906829313,
          -1.0966270956185498,
          -1.1515554967276018,
          -1.180108443776363,
          -1.1794763290808483,
          -1.149721352676059,
          -1.093771401837545,
          -1.0171319472099187,
          -0.927344304939981,
          -0.8332435717768498,
          -0.7440892522652438,
          -0.668654124245985,
          -0.6143609982248648,
          -0.5865523134182605,
          -0.5879644421656134,
          -0.6184584311122147,
          -0.5335134385893445,
          -0.6049320391909048,
          -0.6918220606644879,
          -0.7856335319133668,
          -0.877135411741825,
          -0.9573239225634191,
          -1.0183085213884397,
          -1.0540883286169442,
          -1.061142614106828,
          -1.0387772367355108,
          -0.9891929478303502,
          -0.9172688374157373,
          -0.830082232148678,
          -0.7362122869472294,
          -0.644895796839319,
          -0.565118297077857,
          -0.5047298871974254,
          -0.4696727818539601,
          -0.46339659738243605,
          -0.4865189098280573,
          -0.5367644855132765,
          -0.6091891638479434,
          -0.696666362332139,
          -0.7905883316987051,
          -0.8817131577460678,
          -0.9610741649493972,
          -1.0208622366082012,
          -1.0551942312990739,
          -1.060691883516705,
          -1.0368142247268066,
          -0.9859108146262107,
          -0.9129905446584212,
          -0.8252287635000375,
          -0.7312612233303789,
          -0.6403343225143627,
          -0.5613952607500377,
          -0.5022116353407688,
          -0.4686071102478154,
          -0.46388836802679584,
          -0.48851973253122644,
          -0.5400774794828279,
          -0.6134883307447935,
          -0.7015286644807909,
          -0.7955353189603568,
          -0.8862580469736365,
          -0.9647697394098858,
          -1.02334485207311,
          -1.056219598607125,
          -1.0601591066075828,
          -1.034775728805349,
          -0.9825671875264818,
          -0.9086707990170401,
          -0.8203579619393017,
          -0.7263186523305529,
          -0.6358063306627229,
          -0.5577274020791538,
          -0.4997648268476804,
          -0.4676221176906659,
          -0.46446211459367165,
          -0.4905957616062757,
          -0.5434515099727036,
          -0.6178283583217409,
          -0.7064076307816902,
          -0.8004731340951717,
          -0.8907688303318237,
          -0.9684096302732406,
          -1.025755685474596,
          -1.0571641487347072,
          -1.059544429804979,
          -1.032662309220301,
          -0.9791629854755012,
          -0.9043107877070583,
          -0.8154711661311553,
          -0.721385932337159,
          -0.6313130657331204,
          -0.5541157291195893,
          -0.49739013418573635,
          -0.4667180748925238,
          -0.46511767939766746,
          -0.4927464264886338,
          -0.5468856496826632,
          -0.6222080537891449,
          -0.7113019203262017,
          -0.8054004200208185,
          -0.8952442681013963,
          -0.9719928371715991,
          -1.0280940742322815,
          -1.058027622086787,
          -1.0588480220433327,
          -1.0304745468124392,
          -0.9756991440656991,
          -0.8999117090103393,
          -0.8105697191360551,
          -0.7164644190322098,
          -0.6268557626301214,
          -0.5505612344839534,
          -0.4950882100025903,
          -0.46589523031560914,
          -0.46585488226690974,
          -0.4949711361012275,
          -0.5503789547923711,
          -0.6266262134552534,
          -0.7162101879943277,
          -0.8103158225487542,
          -0.8996831302773068,
          -0.9755183753158081,
          -1.0303593756760832,
          -1.0588097813510313,
          -1.0580700747195755,
          -1.0282130428545202,
          -0.9721766152804637,
          -0.8954747719458154,
          -0.8056549680411131,
          -0.7115554650177309,
          -0.6224356463747378,
          -0.5470648950702759,
          -0.492859686946599,
          -0.46515381010606277,
          -0.4666735205925581,
          -0.4972692790169322,
          -0.5539304652207996,
          -0.6310816230570284,
          -0.7211310848244027,
          -0.8152179907564104,
          -0.9040841969067516,
          -0.9789852757660888,
          -1.0325509672228375,
          -1.0595104115630278,
          -1.0572108016405306,
          -1.0258784188860264,
          -0.9685963672325021,
          -0.8910011959372034,
          -0.8007282635898618,
          -0.7066604194440202,
          -0.6180539317677475,
          -0.5436276717935186,
          -0.4907051774929527,
          -0.46449401803179263,
          -0.4675733693844966,
          -0.49964022362661237,
          -0.5575392048900824,
          -0.6355730580938548,
          -0.7260632583838312,
          -0.8201055773584568,
          -0.9084462584244457,
          -0.9823925856983162,
          -1.0346682465474095,
          -1.0601293201653716,
          -1.0562704389641502,
          -1.0234713165423464,
          -0.9649593838977689,
          -0.8864922104778723,
          -0.7957909598110355,
          -0.7017806276388534,
          -0.6137118230558305,
          -0.5402505093214837,
          -0.4886252737753452,
          -0.46391603542647764,
          -0.46855418133316284,
          -0.5020833183127117,
          -0.5612041819937797,
          -0.6400992841640896,
          -0.7310053531407796,
          -0.8249772390771042,
          -0.9127681159850585,
          -0.9857393686659154,
          -1.0367106317482322,
          -1.0606663370605776,
          -1.0552492451346143,
          -1.020992397378435,
          -0.9612666648450403,
          -0.8819490547929325,
          -0.7908444136464278,
          -0.696917430737747,
          -0.6094105136005982,
          -0.5369343358151906,
          -0.48662054742323535,
          -0.46342002113971886,
          -0.46961568687752,
          -0.5045978916283352,
          -0.5649243892694612,
          -0.6446590573043048,
          -0.735956010836727,
          -0.8298316370112632,
          -0.9170485817926969,
          -0.989024704857203,
          -1.0386775615072321,
          -1.0611213146578344,
          -1.0541475008112968,
          -1.0184423426869902,
          -0.9575192249611941,
          -0.8773729774986547,
          -0.7858899845779629,
          -0.6920721653153626,
          -0.6051511855506119,
          -0.5336800626737831,
          -0.4846915494047417,
          -0.4630061114933936,
          -0.4707575942791415,
          -0.5071832524817904,
          -0.5686988042755329,
          -0.6492511243311804,
          -0.7409138708597602,
          -0.8346674370045363,
          -0.9212864794273492,
          -0.9922476913481963,
          -1.0405684952441039,
          -1.0614941279135661,
          -1.0529655087916292,
          -1.0158218533112142,
          -0.9537180941722869,
          -0.8727652362593008,
          -0.7809290342540498,
          -0.6872461630181717,
          -0.6009350095164927,
          -0.5304885842840368,
          -0.4828388098752175,
          -0.4626744202441845,
          -0.4719795897023895,
          -0.509838690326522,
          -0.5725263896722507,
          -0.6538742231859179,
          -0.7458775706185243,
          -0.8394833100118758,
          -0.9254806441682216,
          -0.9954074423507717,
          -1.0423829132648765,
          -1.0617846743658037,
          -1.0517035939278911,
          -1.013131649452197,
          -0.9498643171604833,
          -0.8681270974414894,
          -0.7759629261153741,
          -0.6824407501984721,
          -0.5967631442491925,
          -0.527360777774571,
          -0.4810628380315432,
          -0.4624250385523192,
          -0.4732813373006676,
          -0.5125634753563918,
          -0.576406093506796,
          -0.6585270832811023,
          -0.7508457459166961,
          -0.844277932464866,
          -0.9296299233138158,
          -0.9985030894560959,
          -1.0441203169047377,
          -1.0619928741623286,
          -1.0503621030379204,
          -1.0103724704709744,
          -0.9459589530769598,
          -0.8634598357661339,
          -0.7709930250201628,
          -0.6776572475498626,
          -0.5926367363215397,
          -0.5242975027747562,
          -0.47936412197219597,
          -0.4622580349565022,
          -0.47466247930873046,
          -0.5153568587062651,
          -0.5803368495024115,
          -0.6632084258498971,
          -0.7558170313279124,
          -0.8490499866354716,
          -0.93373317649876,
          -1.0015337818733079,
          -1.0457802286650917,
          -1.062118670082646,
          -1.048941404809792,
          -1.0075450746853354,
          -0.9420030752508074,
          -0.8587647339581218,
          -0.7660206968690804,
          -0.6728969697442645,
          -0.5885569198131168,
          -0.5212996011784874,
          -0.4777431285630765,
          -0.462173455355104,
          -0.4761226361409935,
          -0.5182180726578051,
          -0.5843175773514384,
          -0.6679169642975032,
          -0.7607900605710632,
          -0.8537981609982054,
          -0.9377892760071962,
          -1.004498686663345,
          -1.0473621923447956,
          -1.0621620275536792,
          -1.0474418897005098,
          -1.0046502391613998,
          -0.9379977708940226,
          -0.8540430823937722,
          -0.7610473082298304,
          -0.6681612250706178,
          -0.5845248159985529,
          -0.5183678969127765,
          -0.47620030330923074,
          -0.46217132299351554,
          -0.47766140649587846,
          -0.5211463308504927,
          -0.58834718301222,
          -0.6726514045547453,
          -0.7657634668857564,
          -0.8585211505905809,
          -0.9417971070827363,
          -1.007396988967847,
          -1.0488657731655353,
          -1.0621229346593024,
          -1.0458639698286667,
          -1.0016887595000694,
          -0.9339441408027407,
          -0.8492961787461925,
          -0.7560742259615698,
          -0.6634513150753044,
          -0.5805415330394026,
          -0.5155031957113221,
          -0.4747360702323783,
          -0.4622516384577917,
          -0.4792783674660787,
          -0.5241408284977215,
          -0.5924245590097942,
          -0.6774104454337436,
          -0.7707358834079722,
          -0.8632176573717435,
          -0.9457555682348269,
          -1.0102278922331316,
          -1.0502905578913042,
          -1.0620014021435948,
          -1.0442080788612098,
          -0.998661449618347,
          -0.9298432990546678,
          -0.8445253276286441,
          -0.7511028168392612,
          -0.6587685342044385,
          -0.5766081656795489,
          -0.5127062848930735,
          -0.473350831754397,
          -0.46241437967445764,
          -0.48097307465481803,
          -0.5272007426079988,
          -0.5965485847402511,
          -0.6821927789855117,
          -0.7757059435457264,
          -0.8678863905792501,
          -0.9496635715414665,
          -1.0129906184291002,
          -1.0516361549420037,
          -1.0617974634078873,
          -1.0424746718942248,
          -0.9955691415256681,
          -0.9256963727029087,
          -0.8397318402359595,
          -0.7461344471780248,
          -0.6541141694481263,
          -0.5727257949443412,
          -0.5099779331458207,
          -0.47204496858672024,
          -0.46265950191660815,
          -0.48274506229795644,
          -0.5303252322111333,
          -0.6007181267787286,
          -0.6869970908594317,
          -0.7806722813546371,
          -0.8725260670837869,
          -0.9535200429482272,
          -1.0156844082630636,
          -1.0529021945010297,
          -1.0615111745016041,
          -1.0406642253278882,
          -0.9924126850952127,
          -0.9215045014662153,
          -0.8349170339842291,
          -0.7411704824576347,
          -0.649489499986728,
          -0.5688954878435037,
          -0.507318890314971,
          -0.4708188396256948,
          -0.46298693781616923,
          -0.4845938433920275,
          -0.5335134385893423,
          -0.42362195063563557,
          -0.5065444543548386,
          -0.5991721185763468,
          -0.6923903886203452,
          -0.7770265942417778,
          -0.844752539641777,
          -0.8889039972617798,
          -0.9051364672371595,
          -0.8918526758330924,
          -0.850359747051086,
          -0.7847405817327812,
          -0.7014521004468235,
          -0.6086898830262989,
          -0.5155817241749403,
          -0.4312894592053396,
          -0.3641074401839967,
          -0.32064637235773663,
          -0.30518282129122976,
          -0.3192383991607562,
          -0.36143003823892783,
          -0.4276060846473816,
          -0.5112548207631684,
          -0.6041452177070373,
          -0.697136867920509,
          -0.7810794005315517,
          -0.8477128771095069,
          -0.8904805689396854,
          -0.9051741385994411,
          -0.8903477400207435,
          -0.8474602896265195,
          -0.7807319090724467,
          -0.6967286656168021,
          -0.6037164716324521,
          -0.5108477194968257,
          -0.4272606869210174,
          -0.3611803311609257,
          -0.3191089538874261,
          -0.3051863752270133,
          -0.3207825757956397,
          -0.3643628907167294,
          -0.4316390205211103,
          -0.515990999468504,
          -0.6091185996418168,
          -0.7018580727039445,
          -0.7850838619941856,
          -0.8506065565667721,
          -0.8919787285666482,
          -0.9051293596097829,
          -0.8887644286634309,
          -0.8444942436112619,
          -0.7766749870876402,
          -0.6919800684581595,
          -0.5987434608769401,
          -0.5061396390012214,
          -0.42328081142591645,
          -0.35832028009367467,
          -0.31765015604209634,
          -0.30527237619378983,
          -0.3224049130863359,
          -0.36736192647294197,
          -0.4357196498665976,
          -0.5207516888051766,
          -0.6140908975233653,
          -0.7065527054203335,
          -0.7890388780652081,
          -0.8534327827304029,
          -0.8933980643966006,
          -0.9050021425749993,
          -0.8871031769098614,
          -0.8414624241773138,
          -0.772570930760797,
          -0.6872076140495849,
          -0.593772217515068,
          -0.5014587766314366,
          -0.4193509265274317,
          -0.3555280730231669,
          -0.3162703797498361,
          -0.3054408005555198,
          -0.3241049651584614,
          -0.3704263212688447,
          -0.43984685118580635,
          -0.5255355803711483,
          -0.6190607447923022,
          -0.7112194758222816,
          -0.792943361769453,
          -0.8561907788557294,
          -0.8947381863469813,
          -0.904792522458731,
          -0.8853644413294584,
          -0.8383656645734854,
          -0.7684208680285007,
          -0.6824126140265665,
          -0.5888041078164001,
          -0.4968064188502999,
          -0.41547211229381664,
          -0.3528044773444512,
          -0.3149700042208789,
          -0.3056916020233651,
          -0.3258822647789262,
          -0.37355523290278964,
          -0.4440194901811067,
          -0.5303413593876033,
          -0.624026775562755,
          -0.7158571013199195,
          -0.7967962400197923,
          -0.8588797869500524,
          -0.8959987261059418,
          -0.9045005568718342,
          -0.8835486997868779,
          -0.8352048158963926,
          -0.7642259394714865,
          -0.6775963862209063,
          -0.583840497189265,
          -0.4921838442865932,
          -0.4116454347573395,
          -0.3501502415957932,
          -0.31374938684338194,
          -0.30602471166841133,
          -0.32773632348434,
          -0.3767478014416728,
          -0.4482364200670303,
          -0.5351677050603042,
          -0.6289876249977604,
          -0.7204643073334108,
          -0.8005964539120654,
          -0.8614990679809741,
          -0.8971793372335709,
          -0.9041263260565446,
          -0.8816564513106778,
          -0.8319807468565433,
          -0.7599872980011683,
          -0.6727602542985313,
          -0.5788827498054833,
          -0.487592323383639,
          -0.4078719456212993,
          -0.34756609525295146,
          -0.31260886308520497,
          -0.3064400379406077,
          -0.329666631715265,
          -0.3800031494572712,
          -0.4524964818854356,
          -0.5400132909425771,
          -0.6339419296843649,
          -0.7250398276432357,
          -0.8043429590160959,
          -0.8640479020794954,
          -0.8982796952571087,
          -0.9036699328644343,
          -0.8796882159561668,
          -0.828694343539585,
          -0.7557061085427772,
          -0.667905547395712,
          -0.573932228225461,
          -0.48303311805013854,
          -0.40415268197098625,
          -0.3450527485286902,
          -0.3115487464017121,
          -0.3069374666939379,
          -0.33167265895625514,
          -0.38332038226739307,
          -0.4567985048240362,
          -0.5448767852998817,
          -0.6388883280083366,
          -0.729582404738212,
          -0.8080347256627392,
          -0.8665255887378824,
          -0.8992994977601241,
          -0.9031315027281296,
          -0.8776445346624765,
          -0.8253465091627835,
          -0.7513835477152077,
          -0.6630335997537652,
          -0.5689902930237002,
          -0.4785074813133611,
          -0.40048866598865235,
          -0.34261089217759344,
          -0.3105693281496246,
          -0.30751686121777816,
          -0.3337538538816627,
          -0.3866985881817621,
          -0.46114130653817914,
          -0.5497568514758036,
          -0.6438254605283851,
          -0.7340907901610836,
          -0.8116707392268718,
          -0.8689314470021681,
          -0.9002384644656264,
          -0.90251118362685,
          -0.8755259691038909,
          -0.8219381638267821,
          -0.7470208035076343,
          -0.65814575035236,
          -0.5640583024148732,
          -0.47401665697476353,
          -0.39688090467257797,
          -0.34024119730621905,
          -0.30967087750694283,
          -0.3081780622744794,
          -0.33590964450716126,
          -0.39013683875258603,
          -0.46552369347579076,
          -0.5546521482594209,
          -0.6487519703497838,
          -0.7385637448516545,
          -0.8152500004062422,
          -0.8712648156593139,
          -0.9010963373131008,
          -0.9018091460457323,
          -0.873333101535475,
          -0.8184702442627284,
          -0.7426190749530184,
          -0.6532433425415128,
          -0.5591376118805247,
          -0.46956187926815235,
          -0.393330389560316,
          -0.33794431518864954,
          -0.3088536413989692,
          -0.3089208881431309,
          -0.33813943834694754,
          -0.3936341890297252,
          -0.4699444612054202,
          -0.5595613302539144,
          -0.6536665034972964,
          -0.7430000394873136,
          -0.8187715254961264,
          -0.8735250534189366,
          -0.9018728805294279,
          -0.9010255829289816,
          -0.8710665346330619,
          -0.8149437035748295,
          -0.7381795717985548,
          -0.6483277236724054,
          -0.5542295737965572,
          -0.4651443725204713,
          -0.389838096456182,
          -0.3357208770875152,
          -0.3081178444304396,
          -0.3097451346695019,
          -0.3404426225765733,
          -0.3971896778203943,
          -0.4744023947472323,
          -0.5644830482463291,
          -0.6585677092872854,
          -0.7473984548209044,
          -0.8222343466596611,
          -0.8757115390895449,
          -0.9025678806936777,
          -0.9001607096268284,
          -0.8687268913276064,
          -0.8113595109783999,
          -0.733703514173218,
          -0.6434002447270638,
          -0.5493355370615403,
          -0.4607653508153193,
          -0.38640498516307553,
          -0.33357149408047904,
          -0.3074636888238093,
          -0.31065057532213947,
          -0.34281856420138,
          -0.40080232795334275,
          -0.4788962689069531,
          -0.5694159495783834,
          -0.6634542406989239,
          -0.751757782015809,
          -0.8256375121938624,
          -0.8778236717492749,
          -0.9031811467957749,
          -0.899214763836369,
          -0.8663148146339804,
          -0.8077186515334956,
          -0.7291921322524183,
          -0.6384622599470773,
          -0.5444568467259875,
          -0.45642601765926843,
          -0.383031999218691,
          -0.33149675689231617,
          -0.3068913543636498,
          -0.31163696125465506,
          -0.34526661023045285,
          -0.4044711465473934,
          -0.48342484861258256,
          -0.5743586785182322,
          -0.6683247547444303,
          -0.7560768229781832,
          -0.8289800867911667,
          -0.8798608709110461,
          -0.9037125102889899,
          -0.8981880055362056,
          -0.8638309674742694,
          -0.8040221258741765,
          -0.7246466659198819,
          -0.6335151264614054,
          -0.5395948436226939,
          -0.4521275656511134,
          -0.37972006563618127,
          -0.32949723573253936,
          -0.30640099834726797,
          -0.3127040213740795,
          -0.3477860878561042,
          -0.40819512528434837,
          -0.4879868892538294,
          -0.579309876633054,
          -0.6731779128381356,
          -0.7603543906862363,
          -0.832261151796502,
          -0.8818225766820826,
          -0.9041618251362672,
          -0.8970807169150278,
          -0.8612760324955472,
          -0.8002709499335144,
          -0.720068364426934,
          -0.6285602039133824,
          -0.5347508639982202,
          -0.44787117615409205,
          -0.3764700946494181,
          -0.32757348013869914,
          -0.3059927555414461,
          -0.31385146241540485,
          -0.350376304638759,
          -0.4119732406860811,
          -0.4925811370241905,
          -0.5842681831624155,
          -0.6780123811643866,
          -0.7645893095164511,
          -0.8354798054597595,
          -0.8837082499178137,
          -0.9045289678503425,
          -0.8958932022940351,
          -0.8586507118822957,
          -0.7964661546643537,
          -0.7154584860491232,
          -0.6235988540870577,
          -0.5299262391456575,
          -0.4436580189712048,
          -0.37328297946279954,
          -0.32572601882535435,
          -0.30566673814542455,
          -0.3150789690221499,
          -0.3530365486972929,
          -0.4158044543958449,
          -0.49720632926551983,
          -0.5892322353922409,
          -0.6828268310441344,
          -0.7687804155667106,
          -0.8386351631836169,
          -0.8855173723700343,
          -0.904813837527712,
          -0.8946257880432978,
          -0.8559557271633857,
          -0.7926087857559984,
          -0.7108182977404198,
          -0.6186324405328945,
          -0.5251222950387346,
          -0.4394892520237298,
          -0.3701595960057759,
          -0.3239553595387459,
          -0.3054230357600568,
          -0.3163862038330647,
          -0.35576608890464795,
          -0.4196877134636515,
          -0.5018611948150707,
          -0.5942006690293343,
          -0.6876199393000763,
          -0.7729265569761595,
          -0.8417263577666753,
          -0.8872494468293386,
          -0.9050163558763302,
          -0.8932788224920843,
          -0.8531918190138089,
          -0.7886999033467924,
          -0.7061490747850182,
          -0.6136623281930722,
          -0.5203403519673963,
          -0.43536602103295996,
          -0.36710080269212236,
          -0.3222619889172765,
          -0.3052617153631824,
          -0.31777280757481624,
          -0.358564175088805,
          -0.4236219506356328,
          -0.29392237109218594,
          -0.38447141381686495,
          -0.4785055541555546,
          -0.5667718402920813,
          -0.6405848767980173,
          -0.6926814668415004,
          -0.7179353101689949,
          -0.7138614306362953,
          -0.6808606976604572,
          -0.6221803807015299,
          -0.5435946182099006,
          -0.4528362428690318,
          -0.35883587148382634,
          -0.2708431330081613,
          -0.19751650580272517,
          -0.14607132406348733,
          -0.12156978951944679,
          -0.1264228511912656,
          -0.16015296820231642,
          -0.21944109976238216,
          -0.2984532985134038,
          -0.3894147704784285,
          -0.48337491416113665,
          -0.5710880590103279,
          -0.643923238655583,
          -0.6947134773011698,
          -0.7184610195656194,
          -0.7128291092076973,
          -0.678371925751852,
          -0.6184800532677583,
          -0.5390468471716489,
          -0.44788852852923633,
          -0.3539750685339999,
          -0.2665475440660631,
          -0.19420881647339283,
          -0.1440770107098354,
          -0.12108509241443594,
          -0.12749546449089005,
          -0.16267734684450552,
          -0.2231688450925851,
          -0.3030176006921404,
          -0.39436650253987293,
          -0.48822682607029017,
          -0.5753627230271162,
          -0.6472000281859285,
          -0.696669956519884,
          -0.718904671075564,
          -0.7117162777361179,
          -0.6758121138256924,
          -0.6147251461738511,
          -0.5344663274648295,
          -0.4429331189787835,
          -0.34913238103953476,
          -0.2622940986859994,
          -0.19096315188966795,
          -0.14215850005540343,
          -0.1206825169827753,
          -0.12864843767196926,
          -0.16527241617040755,
          -0.2269506559511897,
          -0.3076140232003383,
          -0.39932524909401396,
          -0.49305995640985895,
          -0.5795946575169705,
          -0.65041434481399,
          -0.6985503667895041,
          -0.7192661427680533,
          -0.7105232420661236,
          -0.6731819654068055,
          -0.610916691398109,
          -0.5298543179746357,
          -0.43797137613555887,
          -0.3443091399383981,
          -0.25808396586182974,
          -0.18778040407240057,
          -0.1403163193732541,
          -0.1203621738661135,
          -0.12988145385760716,
          -0.16793746296524228,
          -0.23078549296581066,
          -0.3122413027821648,
          -0.4042896473058421,
          -0.4978729768685144,
          -0.5837826993979675,
          -0.6535653051344188,
          -0.7003541913082708,
          -0.7195453352981677,
          -0.7092503300851678,
          -0.6704822033509195,
          -0.6070557356355876,
          -0.525212086240744,
          -0.4330046636580576,
          -0.33950667082401514,
          -0.25391830268362736,
          -0.1846614477507408,
          -0.13855097495833585,
          -0.12012415110581577,
          -0.13119417417232176,
          -0.17067175478200328,
          -0.2346723021906391,
          -0.3168981677011923,
          -0.40925833278707396,
          -0.5026645646618142,
          -0.5879256976513886,
          -0.6566520431543675,
          -0.7020809343228349,
          -0.7197421719341476,
          -0.7078978916334766,
          -0.6677135696459949,
          -0.603143340010431,
          -0.5205409081089488,
          -0.4280343465706012,
          -0.33472629358095446,
          -0.24979825401966912,
          -0.1816071401217291,
          -0.13686295198833384,
          -0.11996851411876615,
          -0.13258623783518292,
          -0.1734745401427556,
          -0.23861001539610774,
          -0.32158333808992606,
          -0.414229939971143,
          -0.5074334028957571,
          -0.5920225136380659,
          -0.6596737105315011,
          -0.7037301212645136,
          -0.7198565985784782,
          -0.7064662984078963,
          -0.6648768252083037,
          -0.5991805797842341,
          -0.5158420673805142,
          -0.42306179088817886,
          -0.32996932202216783,
          -0.24572495220178442,
          -0.1786183206147084,
          -0.13525271439032638,
          -0.1198953056793897,
          -0.13405726225895997,
          -0.17634504874517265,
          -0.2425975503624743,
          -0.326295526301544,
          -0.41920310248848924,
          -0.5121781809287064,
          -0.5960720214113077,
          -0.662629476807145,
          -0.7053012988797079,
          -0.7198885837827614,
          -0.7049559438597504,
          -0.6619727496733027,
          -0.5951685440605236,
          -0.5111168554593395,
          -0.41808836324102805,
          -0.32523706352792164,
          -0.241699516714152,
          -0.17569581066062323,
          -0.13372070471328096,
          -0.11990454590789641,
          -0.1356068431552821,
          -0.17928249167423704,
          -0.24663381117725697,
          -0.3310334372637939,
          -0.4241764535421021,
          -0.5168975947315992,
          -0.6000731080263634,
          -0.6655185296345255,
          -0.7067940353544873,
          -0.7198381187563575,
          -0.7033672430866866,
          -0.6590021411813625,
          -0.5911083354854406,
          -0.5063665709970446,
          -0.4131154304990308,
          -0.32053081868647565,
          -0.23772305388563147,
          -0.1728404134662604,
          -0.13226734400642923,
          -0.11999623226475371,
          -0.1372345546457372,
          -0.18228606161906508,
          -0.25071768853642185,
          -0.3357957688349223,
          -0.4291486262831481,
          -0.5215903472463401,
          -0.604024673846285,
          -0.6683400750020323,
          -0.7082079204332524,
          -0.7197052173687994,
          -0.701700632718611,
          -0.6559658161584119,
          -0.58700106994469,
          -0.5015925195360487,
          -0.40814435939605365,
          -0.3158518809366411,
          -0.23379665658570084,
          -0.17005291379349874,
          -0.13089303170354677,
          -0.12017033955137957,
          -0.1389399493789261,
          -0.1853549330947816,
          -0.2548480600492638,
          -0.34058121216154436,
          -0.4341182541866372,
          -0.5262551487422783,
          -0.6079256328441545,
          -0.6710933374514367,
          -0.709542565531496,
          -0.719489916145986,
          -0.6999565707976781,
          -0.6528646090915492,
          -0.582847876256858,
          -0.4967960131507676,
          -0.40317651615431355,
          -0.3112015362122891,
          -0.22992140392410068,
          -0.16733407774362943,
          -0.1295981455131704,
          -0.12042681991707258,
          -0.14072255865341143,
          -0.18848826266939564,
          -0.259023790546877,
          -0.34538845203837865,
          -0.4390839714269878,
          -0.5308907171706728,
          -0.6117749129015569,
          -0.6737775602910236,
          -0.7107976038425995,
          -0.7191922742601379,
          -0.6981355366524108,
          -0.6496993722997098,
          -0.5786498958631753,
          -0.4919783700869936,
          -0.39821326610891167,
          -0.3065810625889435,
          -0.22609836095425373,
          -0.16468465254680573,
          -0.12838304131480271,
          -0.12076560287215658,
          -0.14258189254652986,
          -0.1916851891955971,
          -0.2632437323941357,
          -0.3502161672696795,
          -0.4440444132534042,
          -0.535495778517038,
          -0.6155714561032372,
          -0.6763920058035415,
          -0.7119726904386385,
          -0.7188123735135334,
          -0.6962380307659506,
          -0.6464709756994059,
          -0.5744082825138037,
          -0.4871409143996238,
          -0.3932559733325685,
          -0.3019917299325192,
          -0.22232857838055867,
          -0.16210536635668218,
          -0.12724805306108652,
          -0.12118659530736756,
          -0.14451744004902967,
          -0.19494483404744128,
          -0.26750672580511503,
          -0.35506303103237935,
          -0.44899821636495707,
          -0.5400690671512802,
          -0.6193142190278516,
          -0.6789359554489676,
          -0.7130675023651846,
          -0.7183503183160362,
          -0.6942645746385327,
          -0.6431803065656456,
          -0.5701242019507532,
          -0.48228497558875233,
          -0.38830600026074374,
          -0.2974347995503114,
          -0.21861309226960976,
          -0.1595969280502909,
          -0.1261934926860432,
          -0.12168968151942083,
          -0.14652866920554394,
          -0.1982663013618122,
          -0.2718115991618176,
          -0.3599277112407311,
          -0.4539440192852698,
          -0.544609326175562,
          -0.6230021730347348,
          -0.6814087100619749,
          -0.7140817387300697,
          -0.7178062356563875,
          -0.6922157106441285,
          -0.6398282692880957,
          -0.5657988315874871,
          -0.47741188823425096,
          -0.38336470731719574,
          -0.2929115238443562,
          -0.2149529237654612,
          -0.1571600270332036,
          -0.1252196500193235,
          -0.1222747232428374,
          -0.14861502726074902,
          -0.20164867828465263,
          -0.276157169336205,
          -0.36480887091240244,
          -0.45888046273668365,
          -0.549115307769715,
          -0.6266343045466121,
          -0.6838095900440978,
          -0.7150151207860664,
          -0.7171802750673208,
          -0.6900920018814131,
          -0.6364157851224934,
          -0.5614333601853462,
          -0.4725229916290309,
          -0.3784334525400742,
          -0.28842314596721325,
          -0.2113490788089755,
          -0.15479533305008514,
          -0.12432679270656458,
          -0.12294155968791722,
          -0.1507759408113204,
          -0.2050910352218244,
          -0.2805422420153301,
          -0.36970516853594804,
          -0.4638061900138574,
          -0.5535857735341917,
          -0.630209615328152,
          -0.6861379355505047,
          -0.7158673920075161,
          -0.7164726085844424,
          -0.6878940320189855,
          -0.6329437919374885,
          -0.5570289875268069,
          -0.4676196294109167,
          -0.37351359120870775,
          -0.2839708994803166,
          -0.20780254786135105,
          -0.15250349600060395,
          -0.12351516613582998,
          -0.12369000758495091,
          -0.15301081596348895,
          -0.20859242609462453,
          -0.28496561202959997,
          -0.3746152584394771,
          -0.4687198473566211,
          -0.5580194948304328,
          -0.6337271227603344,
          -0.6883931066713407,
          -0.7166383181608185,
          -0.7156834306989778,
          -0.685622405134953,
          -0.6294132439568495,
          -0.552586924085772,
          -0.46270314919338484,
          -0.3686064754710865,
          -0.2795560080149465,
          -0.20431430563192537,
          -0.15028514576082314,
          -0.1227849933701609,
          -0.12451986123457633,
          -0.15531903849629675,
          -0.21215188859976641,
          -0.28942606368400076,
          -0.379537791160516,
          -0.47362008432203495,
          -0.5624152531185154,
          -0.637185860110495,
          -0.6905744836076088,
          -0.7173276873688088,
          -0.7148129583042895,
          -0.6832777455509392,
          -0.6258251114972438,
          -0.5481083906948592,
          -0.45777490219520095,
          -0.36371345397229937,
          -0.2751796849359279,
          -0.2008853108102702,
          -0.14814089201009545,
          -0.12213647508628568,
          -0.1254308925643161,
          -0.1576999740303738,
          -0.21576844447388782,
          -0.2939223710921827,
          -0.15047930814771715,
          -0.2444209172780991,
          -0.3354646018431741,
          -0.4146516706334168,
          -0.47419012247413644,
          -0.5082213785118711,
          -0.5133967659004943,
          -0.48920702693887197,
          -0.43803242998753267,
          -0.364908551254196,
          -0.2770307745015492,
          -0.18304626586601908,
          -0.09220309340819562,
          -0.013440217962441738,
          0.04549209988739616,
          0.0787949248236144,
          0.08319126156165522,
          0.05824851092149445,
          0.006421037552024022,
          -0.0671913393522119,
          -0.15534516784795482,
          -0.24936611832954814,
          -0.3400025368616914,
          -0.41833580717961355,
          -0.47665794180935683,
          -0.5092300474128033,
          -0.5128470314287354,
          -0.4871529829220526,
          -0.43467619419104636,
          -0.3605803770094041,
          -0.27215655380464443,
          -0.1781056216399888,
          -0.08768218464592911,
          -0.009783901721088187,
          0.04792404238493161,
          0.07976319063195049,
          0.08260057340343824,
          0.056156992463795394,
          0.0030344940421927072,
          -0.0715396723062675,
          -0.16022741463467916,
          -0.254301866259363,
          -0.34450610873686005,
          -0.4219640518912773,
          -0.4790538403708649,
          -0.5101578435991695,
          -0.5122154301701398,
          -0.48502413373133985,
          -0.43125957565668027,
          -0.3562121841192788,
          -0.26726661638642096,
          -0.1731751091407628,
          -0.0831962590974915,
          -0.006183977835171802,
          0.05028373238864258,
          0.08065045344763365,
          0.08192810244167581,
          0.05399095881292317,
          -0.0004119647614484107,
          -0.07592742499469632,
          -0.1651247066976609,
          -0.2592268045533518,
          -0.3489740797314093,
          -0.42553540760130854,
          -0.48137715968289363,
          -0.5110045120804977,
          -0.511502135710572,
          -0.48282106444809963,
          -0.427783513389343,
          -0.3518051731142628,
          -0.2623623061707577,
          -0.16825608344365628,
          -0.07874654965033187,
          -0.0026414356882488894,
          0.05257052137412717,
          0.08145646942016392,
          0.08117403349463966,
          0.051751005269818726,
          -0.0039173916528526375,
          -0.08035339151134713,
          -0.17003569809171093,
          -0.2641395796681837,
          -0.35340522189242474,
          -0.4290488927776734,
          -0.4836272612169639,
          -0.511769820163014,
          -0.5107073440880124,
          -0.48054438055194576,
          -0.42424896273113727,
          -0.3473605551933599,
          -0.2574449710316774,
          -0.16334989646701567,
          -0.07433427923846124,
          0.0008427511066084989,
          0.05478378085270171,
          0.08218101702848249,
          0.08033857380654981,
          0.04943774745116704,
          -0.007480823219505104,
          -0.08481635544758427,
          -0.17495903910658542,
          -0.26903884140338735,
          -0.3577983173888242,
          -0.43250354179315964,
          -0.48580352656737236,
          -0.5124535575135954,
          -0.5098312737386812,
          -0.4781947077543341,
          -0.4206568950987958,
          -0.3428795518912562,
          -0.25251596242290236,
          -0.1584578966006617,
          -0.06996066050635302,
          0.004267624974396807,
          0.0569229025441346,
          0.08282389714185409,
          0.07942195299061572,
          0.047051821120198775,
          -0.011101280107199293,
          -0.08931509022660458,
          -0.1798933766379451,
          -0.2739232432724419,
          -0.36215215884606866,
          -0.4358984051907698,
          -0.4879053576211535,
          -0.5130555362175776,
          -0.5088741654370006,
          -0.4757726918265896,
          -0.4170082977167049,
          -0.338363394742597,
          -0.24757663500642665,
          -0.15358142833530358,
          -0.06562689547565588,
          0.007632244641357448,
          0.05898729854382193,
          0.08338493307459488,
          0.07842442296593181,
          0.044593882011970676,
          -0.014777767289200421,
          -0.09384835944053878,
          -0.18483735455922148,
          -0.2787914428728236,
          -0.3664655496779839,
          -0.439232549944656,
          -0.48993217672245976,
          -0.5135755908303966,
          -0.5078362822294261,
          -0.47327899842244076,
          -0.4133041733455821,
          -0.33381332494351756,
          -0.24262834628020663,
          -0.14872183189303415,
          -0.06133417521484928,
          0.010935685393670309,
          0.0609764014843627,
          0.08386397063463218,
          0.07734625788824065,
          0.042064605653133164,
          -0.018509274339709447,
          -0.09841491719026466,
          -0.1897896140943357,
          -0.28364210225496045,
          -0.3707373044156264,
          -0.4425050597165599,
          -0.49188342683132114,
          -0.514013578423065,
          -0.5067179093621496,
          -0.4707143128950522,
          -0.4095455400068809,
          -0.32923059301052654,
          -0.23767245620508143,
          -0.14388044285898444,
          -0.057083679511888655,
          0.014177039331593411,
          0.06288966469149186,
          0.08426087816588088,
          0.07618775407458318,
          0.03946468717628557,
          -0.02229477571156595,
          -0.1030135084278144,
          -0.19474879419113492,
          -0.2884738882899326,
          -0.37496624903309006,
          -0.44571503510764177,
          -0.49375857167674003,
          -0.5143693786214473,
          -0.5055193542027043,
          -0.46807934010868757,
          -0.4057334307030056,
          -0.3246164584368146,
          -0.2327103268310018,
          -0.13905859181426183,
          -0.052876576549963195,
          0.017355415618989456,
          0.06472656233432579,
          0.08457554658442697,
          0.07494922992186594,
          0.036794841128922895,
          -0.02613323101810156,
          -0.10764286930131214,
          -0.19971353189545285,
          -0.29328547303587077,
          -0.3791512212701722,
          -0.4488615939056743,
          -0.49555709590407554,
          -0.514642893639346,
          -0.5042409461554912,
          -0.4653748042449768,
          -0.40186889313339874,
          -0.3199721893461039,
          -0.22774332192269756,
          -0.13425760397025127,
          -0.048714022586431135,
          0.02046994072815616,
          0.06648658956987982,
          0.08480788940851078,
          0.07363102581934874,
          0.03405580127705062,
          -0.03002358531908007,
          -0.11230172750232216,
          -0.2046824627257145,
          -0.2980755341029182,
          -0.3832910709518013,
          -0.4519438713275035,
          -0.49727850521668543,
          -0.5148340483053782,
          -0.5028830365712449,
          -0.4626014486038912,
          -0.39795298940661106,
          -0.31529906214412584,
          -0.22277280658484952,
          -0.12947879880442173,
          -0.04459716163504754,
          0.02351975867990607,
          0.06816926268181427,
          0.08495784278228759,
          0.07223350405510057,
          0.031248320403525844,
          -0.03396476941062067,
          -0.11698880261552093,
          -0.20965422104790873,
          -0.3028427550166682,
          -0.3873846603041447,
          -0.45496102025671714,
          -0.49892232651176877,
          -0.5149427900836321,
          -0.5014459986504679,
          -0.45976003539944865,
          -0.3939867957483841,
          -0.3105983611678142,
          -0.21780014688694227,
          -0.12472348969766363,
          -0.04052712515155346,
          0.026504031278810437,
          0.06977411921337548,
          0.08502536549338872,
          0.07075704871641936,
          0.028373170101174135,
          -0.03795570011906496,
          -0.12170280647061052,
          -0.21462744045094603,
          -0.3075858255799802,
          -0.39143086426729884,
          -0.4579122114764684,
          -0.5004881080103963,
          -0.514969089088105,
          -0.4999302273408738,
          -0.4568513455502516,
          -0.38997140220586807,
          -0.3058713783323322,
          -0.21282670948780705,
          -0.11999298357333926,
          -0.036505031722698394,
          0.02942193834357565,
          0.07130071809449555,
          0.08501043898423517,
          0.06920206558428868,
          0.025431140560699266,
          -0.04199528059865979,
          -0.12644244349632866,
          -0.21960075412218116,
          -0.31230344223306805,
          -0.39542857080451593,
          -0.4607966338973654,
          -0.5019754193816717,
          -0.5149129380909245,
          -0.4983361392288222,
          -0.45387617846483586,
          -0.38590791234805566,
          -0.3011194127760016,
          -0.20785386125998948,
          -0.11528858053810288,
          -0.032531986758832,
          0.03227267793244882,
          0.07274863976302227,
          0.08491306735715032,
          0.06756898202183349,
          0.022423040353554427,
          -0.04608240063301925,
          -0.13120641107654846,
          -0.2245727952230489,
          -0.31699430841174897,
          -0.3993766812078132,
          -0.4636134947803957,
          -0.5033838518610044,
          -0.5147743525243226,
          -0.4966641724248513,
          -0.4508353518219946,
          -0.38179744296245327,
          -0.2963437705032729,
          -0.202882968914139,
          -0.11061157352456485,
          -0.028609082190081323,
          0.035055466563619485,
          0.07411748628001395,
          0.08473327737322302,
          0.0658582468568885,
          0.01934969620967891,
          -0.05021593694023062,
          -0.13599339990824846,
          -0.22954219726474606,
          -0.3216571349038069,
          -0.40327411039993455,
          -0.4663620199547885,
          -0.5047130183624517,
          -0.5145533704764075,
          -0.49491478644324355,
          -0.44772970134603096,
          -0.3776411237481826,
          -0.29154576402575966,
          -0.19791539862334478,
          -0.10596324793597821,
          -0.024737396166261492,
          0.03776953943055639,
          0.07540688143911795,
          0.08447111844495792,
          0.06407033025862471,
          0.016211952790316956,
          -0.05439475348160136,
          -0.14080209436137986,
          -0.23450759448375877,
          -0.32629064020329923,
          -0.407119787232584,
          -0.46904145403079384,
          -0.5059625535850985,
          -0.5142500526806858,
          -0.4930884620757609,
          -0.44456008057706903,
          -0.3734400970054669,
          -0.28672671200154937,
          -0.192952515647681,
          -0.10134488129292263,
          -0.020917992760565555,
          0.04041415061218745,
          0.07661647086996284,
          0.08412666262269348,
          0.06220572360834658,
          0.013010672455845208,
          -0.05861770177384799,
          -0.1456311728404508,
          -0.23946762221725204,
          -0.33089355086275296,
          -0.41091265478079086,
          -0.4716510606072829,
          -0.5071321141134628,
          -0.5138644824993757,
          -0.4911857012594813,
          -0.44132736063650113,
          -0.36919551732172046,
          -0.2818879388727564,
          -0.18799568395899674,
          -0.09675774288225117,
          -0.017151921677107815,
          0.04298857327792146,
          0.0777459221355476,
          0.08370000457479697,
          0.06026493936443266,
          0.009746735028796234,
          -0.06288362120477299,
          -0.1504793081477137,
          -1.714505518806295e-16,
          -0.0929415703017482,
          -0.17673769759073396,
          -0.2431428497081665,
          -0.2856227650478338,
          -0.299997423370519,
          -0.28485235945800796,
          -0.2416778463763448,
          -0.17472225272647032,
          -0.09057400351694168,
          0.0024867203249025983,
          0.09530275108757626,
          0.17874099883882513,
          0.24459114673747331,
          0.28637354554762107,
          0.2999768106002327,
          0.2840623817125797,
          0.2401962374021344,
          0.17269480272690169,
          0.08820021340825739,
          -0.004973269787689143,
          -0.09765738363811316,
          -0.18073201882427312,
          -0.24602263795203688,
          -0.2871046493713781,
          -0.2999355864759612,
          -0.2832528860907793,
          -0.23869812458662482,
          -0.1706554868977584,
          -0.08582036307839566,
          0.007459477537980461,
          0.10000530616696392,
          0.18271062074443742,
          0.2474372249943402,
          0.2878160262850848,
          0.2998737538302052,
          0.28242392821291024,
          0.23718361086488693,
          0.16860444536007518,
          0.08343461604645593,
          -0.009945172748881527,
          -0.10234635734879033,
          -0.18467666864993462,
          -0.24883481066836313,
          -0.2885076274101626,
          -0.2997913169114766,
          -0.28157556503652115,
          -0.23565280029889044,
          -0.16654181904055418,
          -0.08104313623669684,
          0.012430184628706991,
          0.10468037633037029,
          0.18663002745395074,
          0.2502152989462318,
          0.28917940522681546,
          0.299688281384,
          0.28070785485249894,
          0.23410579807036308,
          0.16446774966188943,
          0.0786460879672769,
          -0.014914342432731376,
          -0.10700720274167569,
          -0.18857056294155233,
          -0.25157859497484697,
          -0.28983131357731196,
          -0.2995646543273298,
          -0.2798208572810557,
          -0.23254271047355307,
          -0.16238237973302147,
          -0.07624363593896072,
          0.017397475474904656,
          0.10932667670686647,
          0.190498141778881,
          0.25292460508237063,
          0.29046330766913936,
          0.29942044423585806,
          0.2789146332676409,
          0.23096364490793805,
          0.16028585253935562,
          0.07383594522380639,
          -0.019879413139594005,
          -0.11163863885529915,
          -0.19241263152233942,
          -0.2542532367846911,
          -0.2910753440780988,
          -0.29925566101823614,
          -0.27798924507874545,
          -0.22936870987083283,
          -0.1581783121329028,
          -0.07142318125381972,
          0.022359984893295663,
          0.11394293033245398,
          0.19431390062766654,
          0.255564398791751,
          0.2916673807512718,
          0.2990703159966888,
          0.27704475629763176,
          0.22775801494994807,
          0.15605990332239864,
          0.06900550980959086,
          -0.024839020296360533,
          -0.11623939281087471,
          -0.1962018184590021,
          -0.25685800101384487,
          -0.2922393770099269,
          -0.2988644219062411,
          -0.27608123181995575,
          -0.22613167081584334,
          -0.1539307716633362,
          -0.06658309700889792,
          0.027316349014703895,
          0.11852786850102207,
          0.19807625529783715,
          0.25813395456778543,
          0.2927912935522972,
          0.2986379928938385,
          0.2750987378493162,
          0.22448978921434207,
          0.15179106344798238,
          0.06415610929530136,
          -0.029791800831502017,
          -0.12080820016214079,
          -0.19993708235195431,
          -0.2593921717830353,
          -0.2933230924562982,
          -0.2983910445173798,
          -0.2740973418927011,
          -0.2228324829588386,
          -0.1496409256953076,
          -0.06172471342669967,
          0.032265205658894396,
          0.1230802311130332,
          0.2017841717642432,
          0.26063256620770114,
          0.29383473718211706,
          0.2981235937446443,
          0.27307711275585106,
          0.22115986592256057,
          0.1474805061409055,
          0.05928907646387619,
          -0.03473639354967477,
          -0.12534380524285937,
          -0.20361739662152478,
          -0.26185505261451025,
          -0.29432619257473747,
          -0.29783565895212744,
          -0.2720381205385306,
          -0.21947205303072362,
          -0.14530995322681822,
          -0.05684936575901682,
          0.03720519470894972,
          0.1275987670218343,
          0.20543663096323078,
          0.2630595470066269,
          0.29479742486634286,
          0.2975272599237782,
          0.2709804366297139,
          0.21776916025265822,
          0.14312941609136146,
          0.05440574894421991,
          -0.03967143950583248,
          -0.12984496151193212,
          -0.2072417497900992,
          -0.2642459666234613,
          -0.2952484016786479,
          -0.2971984178496402,
          -0.26990413370267335,
          -0.21605130459382796,
          -0.14093904455885292,
          -0.05195839391996363,
          0.0421349584850686,
          0.13208223437752173,
          0.2090326290727223,
          0.26541422994632147,
          0.29567909202511233,
          0.2968491553243936,
          0.2688092857099983,
          0.21431860408779366,
          0.13873898912934196,
          0.049507468843586026,
          -0.04459558237870911,
          -0.13431043189597958,
          -0.2108091457601075,
          -0.26656425670404776,
          -0.2960894663130808,
          -0.29647949634580634,
          -0.2676959678784979,
          -0.21257117778810275,
          -0.1365294009682468,
          -0.04705314211771481,
          0.0470531421177107,
          0.13652940096824118,
          0.21257117778809817,
          0.26769596787849576,
          0.29647949634580467,
          0.296089466313081,
          0.26656425670405004,
          0.21080914576011114,
          0.13431043189598424,
          0.04459558237871225,
          -0.049507468843578685,
          -0.1387389891293392,
          -0.21431860408779008,
          -0.2688092857099961,
          -0.2968491553243932,
          -0.2956790920251134,
          -0.2654142299463247,
          -0.20903262907272543,
          -0.13208223437752553,
          -0.04213495848507272,
          0.05195839391995533,
          0.14093904455885106,
          0.2160513045938219,
          0.26990413370267036,
          0.29719841784963863,
          0.29524840167864846,
          0.2642459666234636,
          0.2072417497901014,
          0.1298449615119368,
          0.03967143950583563,
          -0.05440574894421468,
          -0.14312941609135876,
          -0.21776916025265322,
          -0.27098043662971266,
          -0.29752725992377765,
          -0.2947974248663436,
          -0.26305954700663126,
          -0.20543663096323553,
          -0.12759876702184,
          -0.037205194708955974,
          0.056849365759010645,
          0.14530995322681453,
          0.21947205303071915,
          0.2720381205385286,
          0.29783565895212655,
          0.29432619257473774,
          0.26185505261451375,
          0.20361739662152542,
          0.12534380524286606,
          0.034736393549680056,
          -0.0592890764638689,
          -0.14748050614090094,
          -0.22115986592255713,
          -0.27307711275584995,
          -0.2981235937446441,
          -0.29383473718211905,
          -0.2606325662077045,
          -0.20178417176424643,
          -0.12308023111304096,
          -0.032265205658902785,
          0.06172471342669559,
          0.14964092569530207,
          0.22283248295883562,
          0.27409734189269824,
          0.2983910445173794,
          0.2933230924562989,
          0.25939217178303675,
          0.19993708235195976,
          0.12080820016214756,
          0.029791800831505177,
          -0.06415610929529411,
          -0.15179106344797602,
          -0.2244897892143387,
          -0.275098737849316,
          -0.2986379928938384,
          -0.2927912935522989,
          -0.25813395456779104,
          -0.19807625529784204,
          -0.1185278685010279,
          -0.027316349014712287,
          0.06658309700888967,
          0.15393077166333258,
          0.2261316708158404,
          0.2760812318199522,
          0.29886442190623996,
          0.2922393770099268,
          0.2568580010138475,
          0.19620181845900597,
          0.11623939281088351,
          0.024839020296365828,
          -0.06900550980958675,
          -0.15605990332239508,
          -0.22775801494994272,
          -0.2770447562976307,
          -0.29907031599668904,
          -0.2916673807512738,
          -0.2555643987917545,
          -0.1943139006276682,
          -0.11394293033245985,
          -0.02235998489330088,
          0.07142318125381461,
          0.1581783121328983,
          0.2293687098708299,
          0.2779892450787437,
          0.29925566101823514,
          0.291075344078099,
          0.254253236784692,
          0.1924126315223442,
          0.11163863885530403,
          0.01987941313959505,
          -0.07383594522380126,
          -0.1602858525393512,
          -0.23096364490793553,
          -0.2789146332676396,
          -0.2994204442358583,
          -0.29046330766914064,
          -0.25292460508237535,
          -0.19049814177888433,
          -0.10932667670686938,
          -0.01739747547491201,
          0.07624363593895357,
          0.1623823797330197,
          0.23254271047354885,
          0.2798208572810532,
          0.29956465432732904,
          0.2898313135773116,
          0.25157859497484913,
          0.1885705629415555,
          0.10700720274168261,
          0.014914342432734557,
          -0.07864608796727386,
          -0.16446774966188418,
          -0.23410579807035925,
          -0.28070785485249705,
          -0.29968828138400033,
          -0.2891794052268174,
          -0.2502152989462355,
          -0.1866300274539583,
          -0.10468037633037525,
          -0.012430184628712216,
          0.08104313623668817,
          0.16654181904054707,
          0.23565280029888794,
          0.28157556503651987,
          0.2997913169114759,
          0.2885076274101639,
          0.24883481066836347,
          0.18467666864993826,
          0.1023463573487948,
          0.009945172748890034,
          -0.08343461604645187,
          -0.1686044453600722,
          -0.23718361086488515,
          -0.28242392821290807,
          -0.2998737538302056,
          -0.28781602628508596,
          -0.24743722499434456,
          -0.18271062074444291,
          -0.10000530616696637,
          -0.007459477537986755,
          0.08582036307839011,
          0.17065548689775356,
          0.2386981245866214,
          0.28325288609077753,
          0.29993558647596064,
          0.2871046493713799,
          0.24602263795203821,
          0.1807320188242749,
          0.0976573836381189,
          0.004973269787694993,
          -0.08820021340825615,
          -0.17269480272689747,
          -0.24019623740213172,
          -0.2840623817125786,
          -0.29997681060023307,
          -0.2863735455476228,
          -0.24459114673747612,
          -0.178740998838832,
          -0.09530275108757985,
          -0.0024867203249059637,
          0.09057400351693463,
          0.17472225272646458,
          0.24167784637634315,
          0.2848523594580058,
          0.29999742337051855,
          0.28562276504783485,
          0.2431428497081688,
          0.176737697590737,
          0.09294157030175154,
          3.3562750064276626e-15
         ]
        }
       ],
       "layout": {
        "font": {
         "family": "Times"
        },
        "height": 960.2700421940928,
        "scene": {
         "aspectmode": "data",
         "xaxis": {
          "backgroundcolor": "white",
          "gridcolor": "darkgrey",
          "showbackground": false,
          "title": {
           "text": "X  (m)"
          },
          "zerolinecolor": "darkgrey"
         },
         "yaxis": {
          "backgroundcolor": "white",
          "gridcolor": "darkgrey",
          "showbackground": false,
          "title": {
           "text": "Y  (m)"
          },
          "zerolinecolor": "darkgrey"
         },
         "zaxis": {
          "backgroundcolor": "white",
          "gridcolor": "darkgrey",
          "showbackground": false,
          "title": {
           "text": "Z  (m)"
          },
          "zerolinecolor": "darkgrey"
         }
        },
        "template": {
         "data": {
          "bar": [
           {
            "error_x": {
             "color": "#2a3f5f"
            },
            "error_y": {
             "color": "#2a3f5f"
            },
            "marker": {
             "line": {
              "color": "#E5ECF6",
              "width": 0.5
             },
             "pattern": {
              "fillmode": "overlay",
              "size": 10,
              "solidity": 0.2
             }
            },
            "type": "bar"
           }
          ],
          "barpolar": [
           {
            "marker": {
             "line": {
              "color": "#E5ECF6",
              "width": 0.5
             },
             "pattern": {
              "fillmode": "overlay",
              "size": 10,
              "solidity": 0.2
             }
            },
            "type": "barpolar"
           }
          ],
          "carpet": [
           {
            "aaxis": {
             "endlinecolor": "#2a3f5f",
             "gridcolor": "white",
             "linecolor": "white",
             "minorgridcolor": "white",
             "startlinecolor": "#2a3f5f"
            },
            "baxis": {
             "endlinecolor": "#2a3f5f",
             "gridcolor": "white",
             "linecolor": "white",
             "minorgridcolor": "white",
             "startlinecolor": "#2a3f5f"
            },
            "type": "carpet"
           }
          ],
          "choropleth": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "type": "choropleth"
           }
          ],
          "contour": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "colorscale": [
             [
              0,
              "#0d0887"
             ],
             [
              0.1111111111111111,
              "#46039f"
             ],
             [
              0.2222222222222222,
              "#7201a8"
             ],
             [
              0.3333333333333333,
              "#9c179e"
             ],
             [
              0.4444444444444444,
              "#bd3786"
             ],
             [
              0.5555555555555556,
              "#d8576b"
             ],
             [
              0.6666666666666666,
              "#ed7953"
             ],
             [
              0.7777777777777778,
              "#fb9f3a"
             ],
             [
              0.8888888888888888,
              "#fdca26"
             ],
             [
              1,
              "#f0f921"
             ]
            ],
            "type": "contour"
           }
          ],
          "contourcarpet": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "type": "contourcarpet"
           }
          ],
          "heatmap": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "colorscale": [
             [
              0,
              "#0d0887"
             ],
             [
              0.1111111111111111,
              "#46039f"
             ],
             [
              0.2222222222222222,
              "#7201a8"
             ],
             [
              0.3333333333333333,
              "#9c179e"
             ],
             [
              0.4444444444444444,
              "#bd3786"
             ],
             [
              0.5555555555555556,
              "#d8576b"
             ],
             [
              0.6666666666666666,
              "#ed7953"
             ],
             [
              0.7777777777777778,
              "#fb9f3a"
             ],
             [
              0.8888888888888888,
              "#fdca26"
             ],
             [
              1,
              "#f0f921"
             ]
            ],
            "type": "heatmap"
           }
          ],
          "heatmapgl": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "colorscale": [
             [
              0,
              "#0d0887"
             ],
             [
              0.1111111111111111,
              "#46039f"
             ],
             [
              0.2222222222222222,
              "#7201a8"
             ],
             [
              0.3333333333333333,
              "#9c179e"
             ],
             [
              0.4444444444444444,
              "#bd3786"
             ],
             [
              0.5555555555555556,
              "#d8576b"
             ],
             [
              0.6666666666666666,
              "#ed7953"
             ],
             [
              0.7777777777777778,
              "#fb9f3a"
             ],
             [
              0.8888888888888888,
              "#fdca26"
             ],
             [
              1,
              "#f0f921"
             ]
            ],
            "type": "heatmapgl"
           }
          ],
          "histogram": [
           {
            "marker": {
             "pattern": {
              "fillmode": "overlay",
              "size": 10,
              "solidity": 0.2
             }
            },
            "type": "histogram"
           }
          ],
          "histogram2d": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "colorscale": [
             [
              0,
              "#0d0887"
             ],
             [
              0.1111111111111111,
              "#46039f"
             ],
             [
              0.2222222222222222,
              "#7201a8"
             ],
             [
              0.3333333333333333,
              "#9c179e"
             ],
             [
              0.4444444444444444,
              "#bd3786"
             ],
             [
              0.5555555555555556,
              "#d8576b"
             ],
             [
              0.6666666666666666,
              "#ed7953"
             ],
             [
              0.7777777777777778,
              "#fb9f3a"
             ],
             [
              0.8888888888888888,
              "#fdca26"
             ],
             [
              1,
              "#f0f921"
             ]
            ],
            "type": "histogram2d"
           }
          ],
          "histogram2dcontour": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "colorscale": [
             [
              0,
              "#0d0887"
             ],
             [
              0.1111111111111111,
              "#46039f"
             ],
             [
              0.2222222222222222,
              "#7201a8"
             ],
             [
              0.3333333333333333,
              "#9c179e"
             ],
             [
              0.4444444444444444,
              "#bd3786"
             ],
             [
              0.5555555555555556,
              "#d8576b"
             ],
             [
              0.6666666666666666,
              "#ed7953"
             ],
             [
              0.7777777777777778,
              "#fb9f3a"
             ],
             [
              0.8888888888888888,
              "#fdca26"
             ],
             [
              1,
              "#f0f921"
             ]
            ],
            "type": "histogram2dcontour"
           }
          ],
          "mesh3d": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "type": "mesh3d"
           }
          ],
          "parcoords": [
           {
            "line": {
             "colorbar": {
              "outlinewidth": 0,
              "ticks": ""
             }
            },
            "type": "parcoords"
           }
          ],
          "pie": [
           {
            "automargin": true,
            "type": "pie"
           }
          ],
          "scatter": [
           {
            "fillpattern": {
             "fillmode": "overlay",
             "size": 10,
             "solidity": 0.2
            },
            "type": "scatter"
           }
          ],
          "scatter3d": [
           {
            "line": {
             "colorbar": {
              "outlinewidth": 0,
              "ticks": ""
             }
            },
            "marker": {
             "colorbar": {
              "outlinewidth": 0,
              "ticks": ""
             }
            },
            "type": "scatter3d"
           }
          ],
          "scattercarpet": [
           {
            "marker": {
             "colorbar": {
              "outlinewidth": 0,
              "ticks": ""
             }
            },
            "type": "scattercarpet"
           }
          ],
          "scattergeo": [
           {
            "marker": {
             "colorbar": {
              "outlinewidth": 0,
              "ticks": ""
             }
            },
            "type": "scattergeo"
           }
          ],
          "scattergl": [
           {
            "marker": {
             "colorbar": {
              "outlinewidth": 0,
              "ticks": ""
             }
            },
            "type": "scattergl"
           }
          ],
          "scattermapbox": [
           {
            "marker": {
             "colorbar": {
              "outlinewidth": 0,
              "ticks": ""
             }
            },
            "type": "scattermapbox"
           }
          ],
          "scatterpolar": [
           {
            "marker": {
             "colorbar": {
              "outlinewidth": 0,
              "ticks": ""
             }
            },
            "type": "scatterpolar"
           }
          ],
          "scatterpolargl": [
           {
            "marker": {
             "colorbar": {
              "outlinewidth": 0,
              "ticks": ""
             }
            },
            "type": "scatterpolargl"
           }
          ],
          "scatterternary": [
           {
            "marker": {
             "colorbar": {
              "outlinewidth": 0,
              "ticks": ""
             }
            },
            "type": "scatterternary"
           }
          ],
          "surface": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "colorscale": [
             [
              0,
              "#0d0887"
             ],
             [
              0.1111111111111111,
              "#46039f"
             ],
             [
              0.2222222222222222,
              "#7201a8"
             ],
             [
              0.3333333333333333,
              "#9c179e"
             ],
             [
              0.4444444444444444,
              "#bd3786"
             ],
             [
              0.5555555555555556,
              "#d8576b"
             ],
             [
              0.6666666666666666,
              "#ed7953"
             ],
             [
              0.7777777777777778,
              "#fb9f3a"
             ],
             [
              0.8888888888888888,
              "#fdca26"
             ],
             [
              1,
              "#f0f921"
             ]
            ],
            "type": "surface"
           }
          ],
          "table": [
           {
            "cells": {
             "fill": {
              "color": "#EBF0F8"
             },
             "line": {
              "color": "white"
             }
            },
            "header": {
             "fill": {
              "color": "#C8D4E3"
             },
             "line": {
              "color": "white"
             }
            },
            "type": "table"
           }
          ]
         },
         "layout": {
          "annotationdefaults": {
           "arrowcolor": "#2a3f5f",
           "arrowhead": 0,
           "arrowwidth": 1
          },
          "autotypenumbers": "strict",
          "coloraxis": {
           "colorbar": {
            "outlinewidth": 0,
            "ticks": ""
           }
          },
          "colorscale": {
           "diverging": [
            [
             0,
             "#8e0152"
            ],
            [
             0.1,
             "#c51b7d"
            ],
            [
             0.2,
             "#de77ae"
            ],
            [
             0.3,
             "#f1b6da"
            ],
            [
             0.4,
             "#fde0ef"
            ],
            [
             0.5,
             "#f7f7f7"
            ],
            [
             0.6,
             "#e6f5d0"
            ],
            [
             0.7,
             "#b8e186"
            ],
            [
             0.8,
             "#7fbc41"
            ],
            [
             0.9,
             "#4d9221"
            ],
            [
             1,
             "#276419"
            ]
           ],
           "sequential": [
            [
             0,
             "#0d0887"
            ],
            [
             0.1111111111111111,
             "#46039f"
            ],
            [
             0.2222222222222222,
             "#7201a8"
            ],
            [
             0.3333333333333333,
             "#9c179e"
            ],
            [
             0.4444444444444444,
             "#bd3786"
            ],
            [
             0.5555555555555556,
             "#d8576b"
            ],
            [
             0.6666666666666666,
             "#ed7953"
            ],
            [
             0.7777777777777778,
             "#fb9f3a"
            ],
            [
             0.8888888888888888,
             "#fdca26"
            ],
            [
             1,
             "#f0f921"
            ]
           ],
           "sequentialminus": [
            [
             0,
             "#0d0887"
            ],
            [
             0.1111111111111111,
             "#46039f"
            ],
            [
             0.2222222222222222,
             "#7201a8"
            ],
            [
             0.3333333333333333,
             "#9c179e"
            ],
            [
             0.4444444444444444,
             "#bd3786"
            ],
            [
             0.5555555555555556,
             "#d8576b"
            ],
            [
             0.6666666666666666,
             "#ed7953"
            ],
            [
             0.7777777777777778,
             "#fb9f3a"
            ],
            [
             0.8888888888888888,
             "#fdca26"
            ],
            [
             1,
             "#f0f921"
            ]
           ]
          },
          "colorway": [
           "#636efa",
           "#EF553B",
           "#00cc96",
           "#ab63fa",
           "#FFA15A",
           "#19d3f3",
           "#FF6692",
           "#B6E880",
           "#FF97FF",
           "#FECB52"
          ],
          "font": {
           "color": "#2a3f5f"
          },
          "geo": {
           "bgcolor": "white",
           "lakecolor": "white",
           "landcolor": "#E5ECF6",
           "showlakes": true,
           "showland": true,
           "subunitcolor": "white"
          },
          "hoverlabel": {
           "align": "left"
          },
          "hovermode": "closest",
          "mapbox": {
           "style": "light"
          },
          "paper_bgcolor": "white",
          "plot_bgcolor": "#E5ECF6",
          "polar": {
           "angularaxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           },
           "bgcolor": "#E5ECF6",
           "radialaxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           }
          },
          "scene": {
           "xaxis": {
            "backgroundcolor": "#E5ECF6",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "ticks": "",
            "zerolinecolor": "white"
           },
           "yaxis": {
            "backgroundcolor": "#E5ECF6",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "ticks": "",
            "zerolinecolor": "white"
           },
           "zaxis": {
            "backgroundcolor": "#E5ECF6",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "ticks": "",
            "zerolinecolor": "white"
           }
          },
          "shapedefaults": {
           "line": {
            "color": "#2a3f5f"
           }
          },
          "ternary": {
           "aaxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           },
           "baxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           },
           "bgcolor": "#E5ECF6",
           "caxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           }
          },
          "title": {
           "x": 0.05
          },
          "xaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "ticks": "",
           "title": {
            "standoff": 15
           },
           "zerolinecolor": "white",
           "zerolinewidth": 2
          },
          "yaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "ticks": "",
           "title": {
            "standoff": 15
           },
           "zerolinecolor": "white",
           "zerolinewidth": 2
          }
         }
        },
        "title": {
         "text": "",
         "x": 0.5,
         "xanchor": "center",
         "y": 0.9,
         "yanchor": "top"
        },
        "width": 960.2700421940928
       }
      }
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "grid3d = LinearGrid(\n",
    "    rho=1.0,\n",
    "    theta=np.linspace(0, 2 * np.pi, 30),\n",
    "    zeta=np.linspace(0, 2 * np.pi, max(140, int(20 * eq.NFP))),\n",
    ")\n",
    "fig = plot_3d(eq, \"|B|\", grid=grid3d)\n",
    "fig.show()\n",
    "# note that this example has 19 toroidal field periods"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "0e27471d-8d38-41f6-ac48-685ce04306f1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1440.41x960.27 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plot_section(eq, \"|F|\")  # plot force error"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "738429af-d754-4c02-9571-4d7b49fa7e51",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 576.162x576.162 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# |B| in Boozer coordinates on the rho=0.7 surface\n",
    "fig, ax = plot_boozer_surface(\n",
    "    eq, grid_plot=LinearGrid(rho=np.array(0.7), M=50, N=50, NFP=eq.NFP, endpoint=True)\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "50e5fd05-7ca3-4535-9322-9e847201b141",
   "metadata": {},
   "source": [
    "Each of the plotting routines takes additional arguments that can be used to customize the appearance of the plots, full details can be found in the [documentation](https://desc-docs.readthedocs.io/en/stable/api.html#plotting).\n",
    "\n",
    "Also note that each plotting function (with the sole exception of plot_3d, which uses `plotly`) returns a handle to the Matplotlib figure and a numpy array of the axes used. These can then be further modified to customize the appearance of the plots."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fca505e7-c4b3-4ff0-85bc-7863aced4bdd",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "## Saving To VMEC-Formatted Output"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "bfe5b980-b6d4-43a9-bda4-a12a3e4356c9",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "# used to save equilibrium objects as VMEC-formatted .nc files\n",
    "from desc.vmec import VMECIO\n",
    "\n",
    "from desc.plotting import plot_surfaces, plot_section"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4b772612-6dee-418c-b0de-a7762fee061e",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "In this example, we will use a precomputed equilibria from ``desc.examples``"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "d223ec55-9b02-44c7-a8d1-8ea2675d0751",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "import desc.examples\n",
    "\n",
    "eq = desc.examples.get(\"SOLOVEV\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "064c5368-aa40-4efa-b430-2713b87ef323",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "We can look at the final flux surfaces using the `plot_surfaces` function, and the final normalized force error with the `plot_section` function, both from `desc.plotting`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "49eb34f9-4f93-416b-9c7d-56500aa09ded",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 384.108x480.135 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_surfaces(eq);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "62c76a20-9bc2-46aa-8918-e0293152a23e",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 480.135x480.135 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# we want to plot the magnitude of the force error |F|, and we want it shown normalized by the pressure gradient\n",
    "plot_section(eq, name=\"|F|\", norm_F=True, log=True);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "36e58bc8-f2fb-4f51-8c04-20c1a13f1551",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "To save the equilibrium in a VMEC-formatted `.nc` file, we use the `VMECIO` class we imported from `desc.vmec`. This class will convert the quantities defining the equilibrium from DESC coordinates to VMEC equivalents."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "00a2d539-50b1-4a67-881a-b306449caaad",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Computing data\n",
      "Saving parameters\n",
      "Saving R\n",
      "Saving Z\n",
      "Saving lambda\n",
      "Saving Jacobian\n",
      "Saving |B|\n",
      "Saving B^theta\n",
      "Saving B^zeta\n",
      "Saving B_psi\n",
      "Saving B_theta\n",
      "Saving B_zeta\n",
      "Saving J^theta*sqrt(g)\n",
      "Saving J^zeta*sqrt(g)\n"
     ]
    }
   ],
   "source": [
    "VMECIO.save(eq, \"./SOLOVEV_output.nc\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "091e7173-4e1d-4199-aee6-96f41e740efa",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "We now have a file `SOLOVEV_output.nc` which is the equivalent Equilibrium solution in the VMEC coordinates and data format. We can now treat it as any other VMEC .nc file. For example, we can use our VMEC comparison tools to compare the two files now, such as comparing the flux surfaces using `VMECIO.plot_vmec_comparison` (which unsurprisingly are the same):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "4a6ca12e-6413-400b-8d62-d22498eb469c",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 576.162x576.162 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "vmec_formatted_eq_file = \"./SOLOVEV_output.nc\"\n",
    "VMECIO.plot_vmec_comparison(eq, vmec_formatted_eq_file);"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "desc-env",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.0"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}