{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Quadratic Flux Minimizing Surfaces\n", "\n", "Quadratic-Flux-Minimizing (QFM) surfaces are a useful tool in vacuum stellarator optimization, where, given a coil magnetic field, one may extract a surface in space which minimizes the quadratic magnetic flux passing through it, that is,\n", "$$\n", "\\begin{equation}\n", "S = \\arg\\min_S \\int_S |B_n|^2 dS\n", "\\end{equation}\n", "$$\n", "Where $B_n = \\mathbf{B} \\cdot \\mathbf{n}$ is the normal magnetic field on the surface $S$, and the optimization is understood to be done under the constraint of the surface enclosing some amount of net toroidal magnetic flux. The surface $S$ itself is described typically with a double Fourier series in the poloidal and toroidal angles ([See the docs on basis functions for more details](../basis_grid.ipynb)) describing the cylindrical $R$ and $Z$ coordinates of the surface, so the optimization is done by varying the Fourier coefficients describing the surface (or potentially, the magnetic field's degrees of freedom as well). This short notebook will give an example of using QFM surfaces to extrace a surface from a magnetic field, and then solving the interior equilibrum with DESC and comparing it to the original magnetic field." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import sys\n", "import os\n", "\n", "sys.path.insert(0, os.path.abspath(\".\"))\n", "sys.path.append(os.path.abspath(\"../../../\"))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If you have access to a GPU, uncomment the following two lines before any DESC or JAX related imports. You should see about an order of magnitude speed improvement with only these two lines of code!" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# from desc import set_device\n", "# set_device(\"gpu\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As mentioned in [DESC Documentation on performance tips](https://desc-docs.readthedocs.io/en/latest/performance_tips.html), one can use compilation cache directory to reduce the compilation overhead time. Note: One needs to create `jax-caches` folder manually." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# import jax\n", "\n", "# jax.config.update(\"jax_compilation_cache_dir\", \"../jax-caches\")\n", "# jax.config.update(\"jax_persistent_cache_min_entry_size_bytes\", -1)\n", "# jax.config.update(\"jax_persistent_cache_min_compile_time_secs\", 0)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "An NVIDIA GPU may be present on this machine, but a CUDA-enabled jaxlib is not installed. Falling back to cpu.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "DESC version 0.13.0+702.ge6b8a02dc.dirty,using JAX backend, jax version=0.4.33, jaxlib version=0.4.33, dtype=float64\n", "Using device: CPU, with 31.17 GB available memory\n" ] } ], "source": [ "from desc.objectives import (\n", " SurfaceQuadraticFlux,\n", " ToroidalFlux,\n", " ObjectiveFunction,\n", ")\n", "from desc.magnetic_fields import SplineMagneticField\n", "from desc.geometry import FourierRZToroidalSurface\n", "from desc.optimize import Optimizer\n", "from desc.grid import LinearGrid\n", "from desc.plotting import plot_2d, poincare_plot, plot_boundary, plot_surfaces\n", "import numpy as np" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First, we will load a magnetic field from an ``mgrid`` file (the same as is used in the [stellarator free boundary notebook](./free_boundary_equilibrium.ipynb))" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "extcur = [4700.0, 1000.0]\n", "field = SplineMagneticField.from_mgrid(\n", " \"../../../tests/inputs/mgrid_test.nc\", extcur=extcur\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Our initial surface is a circular surface, which we see is not well-approximating any flux surfaces in this vacuum field." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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IK0LIrhHxkZi/s8Cc/JjcPxri5SRIUmKMt5tHREREREREpAgTIWSXKdmxIbvYnPzQwwKpXLiViIiIiIiI3MFECNklCAKSB8bqbi0Qy7VLuHArERERERERycVECPkU27VLUlgdQkRERERERDJwsVTyKSPiI82714gAtuaUYGFGAaYuzURqep63m0dEREREREQ6x4oQ8imWa5ccLixDWm4pt/UlIiIiIiIiyVgRQj7FtHbJvHt7Izkx1pwE4ba+REREREREJAUrQshn2dvZhoiIiIiIiMgZQRRF0duN8KaqqioEBQWhsrISgYGB3m4OERHJwBhOROTbGMeJyBs4NYaIiIiIiIiIGgwmQoiIiIiIiIiowWAihIiIiIiIiIgaDC6WSpoSRRGp6XlYn12EEfGRSEqMgSAI3m4WERERERERNVBMhJCmUtPzMHVpJgwCMH9nAQAgeWCsl1tFREREREREDRWnxvgwURSRkpaLSYt2ISUtF57aAEjOeddnF8EgAEYRMAi1W90SEREREREReQsrQnyYt6ot5Jx3RHwk5u8sMCdDhsdHyDoXp9YQERERERGRmpgI8UGm5MAbaw9DgHW1hScSIfaqPBydNykxBkDtc4bHR5h/lopTa4iIiIiIiEhNnBrjg0zJgaPFlRABczJEbrWFUiPiI81JEFfnFQQByQNjMe/e3kgeGCu7moNTa4iIiIiIiEhNrAjxQZbJAQFA+4hgzLiug+xqC6XcrfKQw92pNURERERERESWmAjxQbbJgRnXdfDodBFTlYcnzunJpAsRERERERHVf4Loqa1GdKqqqgpBQUGorKxEYGCgt5sjiWmNEMvkABcQJaKGyBdjOBERXcE4TkTewEQIgy93ZiEin8UYTkTk2xjHicgbODWG6uXOLEzuEBERERERkT1MhJCs7XB9RX1M7hAREREREZH7uH0uydoO11dw210iIiIiIiKyhxUhVC93ZuG2u0RERERERGQPF0vlAk31EnfWIWoYGMOJiHwb4zgReQMTIQy+REQ+izGciMi3MY4TkTdwagwREZGPsNwRa3j7CODyGkjcHYuIiIhIOiZCGghuJ0tE5Pvs7YjF3bGIiIiI5GEipIHwxnayTL4QEanLckcsk/q09TkRERGRJ/hMImTJkiVIT09HRUUFJkyYgOHDh5sfS09Px6effopu3bohMzMTTzzxBPr37+/F1uqPve1kteowmxIgKem52JpTCgHuJV+YUCGqHxjH3We7IxZQv7Y+JyJ9YxwnovrCJxZLPXfuHEaOHImdO3eiqqoKAwYMQGZmJgwGAwDg+++/R/v27dGjRw9s374dzz33HNatWyfp2A1lgaaUtFxzRYhRBGaP7alZIsR0LksGAbi/bzTm3dtb8fFMbR8U1wxTE2OZECHyIVrF8YYSw00sd8Qa1j4cEICN2SXcHYuINMc4TkT1iU9UhKSlpaFz584QBAFBQUEICQlBVlYWOnbsCAC44447zM81Go0ICQnxVlN1KykxBgCstpPViqPSbaWjlbbH25ZTim05pQA4H57IVzCOq0MQBCQPjLWKfVMHxnmxRUTUUDCOE1F9YvB2A6QoLCxEaGio+eewsDAUFhbafe7nn3+OV1991eGxqqurUVVVZfVfQ2DqPM+7tzeSB8ZqOmo4Ij7SPAUHAAbHhWP22J6Kky+m41kyTe8hIt+gVhxvqDGciMjbGMeJqD7xiURIVFQUysrKzD+fP38eUVFRdZ739ttv44477kC/fv0cHuu1115DUFCQ+b/w8HBN2tyQJSXGYPbYnri/bzRmj+2Jzf8Y4lbyxXS8wXG135UAzocn8jVqxXHGcH0TRREpabmYtGgXUtJy4QOzb4lIIsZxIqpPfHaNkD179uD48eOIiamtMvjggw/Qtm1bjBkzBitXrsTo0aPtHqu6uhrV1dXmn6uqqhAeHs55iT7Acm4858MT+Ra14jhjuL55cj0qIvIsxnEiqk98IhEC1K5SvXXrVlRUVOC+++5D27ZtMXHiRKSlpWHlypWYOnUqunfvDgA4ffo09u3bJ+m4XKCJHOFuNUTq0iKOM4bry6RFu7Awo8A8PXJin7YYkRDJOEpUTzCOE1F94TOJEK0w+JIjckc2mTgh8jzGcH2xjZuT+0dj3o58VogQkUOM40TkDT6xawyRN1juVmNanNVZBz41Pc98AzB/ZwEA7mpD1JAwGVp3h7L1WfLiKBEREZEnMBFCDjX0Tv2I+EjM31lg7sS7WpxVbuKEiOoXJkPtb+87P0N6HCUiIiLyBCZC6hG1ExcNvVNvO7LpavtfuYkTIqofTLH3jbWHzbtaeSsZKvc6oHXCW24cJSIiIvIEJkLqETUTF6IoYnZ6LoDaTr2AhlfhYG9k0xl2+IkaJlPsFQCI8O4W33KvA1onvOXGUSIiIiJPMHi7AVSbdEhJy8WkRbuQkpYLpevX2puaoVRqeh625ZReaSNY4eCKqcM/797eSEqMQWp6ntvfKRHpnyn2mpIg7SOCMXtsT68kQ+VeB9S8bhARERH5CiZCdMA0IrcwowBTl2YiNT1P0XFGxEeaO7PujkaaOscmg+PCWeEgg1rfKRHpn2XsFQHMuK4DkgfGemVNJbnXATWvG0RERES+glNjdECtRTbVnJphu95Fcj1cKFXLufFcOJWo4dDTtDi5bVGr7Q19cW0iIiLyLUyEeJkoijAIgnkdDndG5NSci62njr1WtJwbz4VTiRoOLdfBkJtgkNsWtdre0BfXJiIiIt/CRIiXpabnYd6OfPMie5P7R+si6eDJBe6cdfQ9VbUhAHhj7WEAUOUcDSGRRETa85UEA6vgiIiIyJcwEeJltp1HUUSDKyd21tH3RNWGKQl1tLgSU5dmqnIO7pRARGrwlQQDq+CIiIjIl3CxVC9rKAvVOdsZx9muBVruaJCUGIPZY3uifUSQORnCXROISE985Rphiqf394322o45RERERFKxIsTLGsoUCmeVHc5GEl2NMrozdcZUtQHA3DY932gQUcPjK9cIVsERERGRL2EixMsaSufRWXm3s46+q5sANabO+MqNBhHVP66SufX9GsHdZoiIiMgbmAjxYXrtQNprl7PKDmcdfVc3AWrMn6/vNxpEpF++shiqVhr6+yciIiLvYCLEh+m1A2mvXVpVXXCBPiLyZb6yGKpWGvr7JyIiIu9gIsSH6bUD6ahdWlRduEqweLJqRq8VOkSkXw09mdvQ3z8RkSOW/crh7SOAy31q9jGJ1MFEiA/TawfSk+1yNa3Fk1Uzeq3QISL98tYaReYOdlYRDAYBNUYjRiZEebxzzTWaiIjss9evZB+TSD1MhPgwvXYg9dQuT1bN6LVCh4j0y1trFJk62KatwwUACzKOA/Bs55prNBER2WfZrzTRcx+TldHka5gI8WFKO5BaByo9dWw9WZ2i1wodIiJbth1sEe53rtkJJiJSj22/EoCu+5i2FSyiKEIQBF4TSLeYCGmA1JrC4QudXk9Wp+ipEoaIyBlTB9uyIsTdzrXttWXj0WIYRVG31wciIj2z7FcOax8OCMDG7BLd9jFtK6NTt+dja04Jp/OQbgmiKIqun1Z/VVVVISgoCJWVlQgMDPR2czQniiKGfLwZ23JKAdR2fh/oF4159/aWfayUtFxzp9coArPH9mSAIyKPamgxXC2mRPaG7CIIggCjUcSIBPcSFpMW7cLCjAIYRZgTLLw+EJErjOP1g+19weC4ZkjLLTUnRu7vq+x+g0grrAhpYFLT88xJEKC2o6p0BJBrYhARuabH6jktpjDalnGbqkx4fSAiqv9sK6NFiNiaU6rr6TzUsDER0sDYzgsfHBeuuLyOa2IQUX2jRdJCyx2l9JRksewECwIwb0c+rw9ERA2EbYJdFEUIEDhlnHSLiZAGxjZ5kexGp7m+rImhpxsJIvIuLZIWWlTPmeJWSnoutuaUQoD352BbdoJFUcSw9hE+f30gIqpPPNnn1dPmCUT2MBHSwLibvLAXQH09wGk5WktEvmV9VpF5SocAYEN2kdvxQIvqOVPcMlFj1xc1sQNMRKQtJUkN9nmJrmAipIFxt3NaHwMo1zohIhODQYBpBXERUGWkTIvqOdtpjgCnoBARNSRK+uRq93lZVU2+zODtBpBvsRdAPUUURaSk5WLSol1IScuFWhsejYiPNL8f3kgQNWw1RiNMXTgBgNHofpwxJaDn3dsbyQNjVekkWsYtoHa9p9ljezboKShaXSOIiPQYX5T0ydXu85qSMQszCjB1aSZS0/PcOh6RJ7EixIfoIevqzQVStapGqS9rnRCR+0YmRGFBxnFzjBuREOntJtllL2419FG4+lixSETeY9nvNgiCeQFovcQXJX1ytfu8rKomX8ZEiA/RQydPi6SB1ASPVsGWc9mJyMRXEqOMW3WxQ05EarLsd+txS3Al1yu1rx3cQZJ8GRMhPkQPnTwtOt9SEzwMtkSkNTVinB6q9xoipdcIfl9EZI9lv1vAlUWp1eyDuhN/9JAQ12ITBsZf8hQmQnxIfU0ESE3wyAm2DKxE5C16qN7Tip5jq9IOeX3+vohIOdt+9+T+0RAv97/Vqhb09fjDTRjIlzER4kN8pWRbLqkJHjnBloGViLxFD9V77nCW7HAVW7VOlDg7vtIOua9/X0SkDU+sxdTQ409Df//kXUyE+BBvlMB5YvRP660lGViJyJN8vXrPWbLDVWzVOgmtxfF9/fsiIm14ot/d0ONPQ3//5F1MhJBTnqis0OJCw8BKRN7iK9V7jhLdzpIdrmKr1klo2+OnqJCot/y+hrUPhwgRkxbt0t3UHyLyLVIGE33leqGVhv7+ybuYCCGn1OjUemNOubcCq57nzxORZ7ib3PVUHHGU6HaW7HAVW6Ukod15f7bH35pTgrTcErcS9ZbfV0paLqdVEpEqpAwmal11Yo63WUUwGATUGI0YmRCl2nXF3euVHhZ8pYaLiRBySo3KCm+s1+GtwMq1SYjIXZ6KI44S3c6SHa5iq5QktDvvz/L4hwrLkJZTqmr1CadVEpFa9BBPTPHWtOuNAGBBxnEA6lxXbOP5xqPFMIoiBwPJJxi83QDSt6TEGMwe2xP3943G7LE9FVVW2LsQ1FcN6b0SkTbWZRVCwJUtG9dnFWlynhHxkeZYZZnoNiU75t3bG8kDYxWN7jl7rTtx0vL4UxNjVd/O0tFnQkQklx7iiSneipd/NsVMtfqntlsMz9uRj4UZBZi6NBOp6XmqnINIK6wIIafUqKxoSOt1NKT3SkTa8DMYrDutBm3Kl701hVCtOKlF+zlfnYjUood4Yoq3lhUhavZPbeO56fisqCNfwESIhymZS+fO/Ds9rFmhhwuBp1x5r0UQBAHrsgrNv2d5IBFJYTSKVp1WURRdvMI1R9NRvDGF0NU1Qep1S4spkJyvTkRq0UM8se2XGo0iRiREqtYXt4znglBbEcLBQPIVTIR4mJK50e7Mp1b6WjUTKHq4EHiK6b0CMH/uas7FJKL6b0RCJOZnWFZMRLp9TD3MVTdxdU3gWktEROrQug9ueXxRFDGsfYQuBj71MBBM+sdEiIetzyqymvu9IbvIZXBS2oEVRRGz03MBq/NJey07ou7R000HEWlL7Q6XFlV0vjRtj/GTiMj3bub1NPDp7n2Mr332pAwTIR5mMAhWc7+l/FEp7cCmpudhW06p+WcR0l/b0Dqiagc8qd8ZAy2R71M7caxGZ9I2tkwZEA3AN6YoeiNpw1hMRHJoHTNEUcSUxXswb0c+BHBQUi5372M4INwwMBHiYTVGo/WCRUbXc7+Vjg5aBgEAGBwXLvm1SjuivtqZVDvgSf3OGGiJfJ8eE8fO1gTRO2+sK8VYTERyaB0zUtPzMG9HPoAr9wx6uLb4CncT6nq8rpP6mAjxsJEJUViQcdz8xzUiwfXcb6Wjg7ZBIFlGUkJpR9RXO5NqBzyp3xkDLZHv0+O0E1+OLd4or/blz4uIPE/rmLE+u8g8cArIq+om9xPq9q7rvjrYS44xEeJhnhzpcudcSjqioigixWJNEl/qTHrrRkaPN1BEJI8ed8ZibJGHnxdR/aPljavWMcN229vJ/aN1cW3RAynfq7sJdXvXdV8d7CXHBFGNffl8WFVVFYKCglBZWYnAwEBvN8enpaTlYurSTKvfzR7bU9UgodVFzXRcy4An5bjutkfpeYmolrsxvL6O8OgltvjK56uXz4uoIdKiL267xoYIdfukWscMPcQkKfHbGzHedL9hSkKpfa/hyKRFu7Awo8A82Ht/32jMu7e35ucl7TARwkSIaiYt2oUFOwvMZXyD48Kx+R9DVA2IzoJfQwrGRFTL3RjOv2FlpMZbLT9fX0myEJFzWvTFbQfnBAAP9OONqyVXMVRK/PbGNdQ2ITEwNhwdooI1vw6wv1D/GLzdAKo/RsRHQkRtUALkrUliSRRFpKTlYtKiXUhJy4Vlrs7enEwTU8nawowCTF2aidT0PHffkkvO2kNE+ldf/oadxU0tSI23Wn6+3oj5ROQbTGtsmHCNjbpcxVAp8VtOjFfrOjUiPtJ8PqMIbM0p8ch1ICkxBrPH9sT9faMxe2xPTlWqB5gIISvuBCm1AoSzwGwb/Cwvat64oXHWHiLSv+HxEeadtYwiMCw+3LsNUsjTSQGp8VbLGFlfklhEpD7T4JwpGaJ0jQ1PJ5nVpnRwEZAWv+XEeLWuU5b3G4PimtXuwumB64Bp3ZF59/ZG8sBYViDWA1wslay4sxCQWiv9O1uJ29mihN5Y7E6PiyQSkQy2fVqZfVy9TM/QYgcDZ+9NarzVMkZygVMicsRe7FESm319gUxn7XcVQ6XEbzkxXq3rlOX9RkpaLrbllPI6QIowEUJW9LCFoLPA7CzZ4o2khDe2eSQi9WzILjYvpCcA2Hi0GFMHxUl+vbudZLUSKWomBUxtmp1+pYNp+96kxlulO5BJ+UyYiCYiRzwxOOcLlA4uAtI+Qzmfs5TrlNxropbXAb0MdJB2mAghK3oYYVMa1FwFYwY0IrJlMAjmIhARkB0T3O0kqzXaqGZn0NQmE3vvTcsksNTPhIloItKaFklmT/ZDlQ4uakHKdUruNVEP1yLyXUyEkBU9jLBpFdQY0IjIVo3RaFURYjTKmxvjbid5XVaheX6zAGB9VpFb1RNzJ/Ryu2Ntmdwx8WRi3NdHYImo/lCrX2y7na+a/VBnCRY99OtNpPTv9RT/9dQW0gYTITrn6eyxp7PDnnx/DGhEZGtkQhQWZBw3x4YRCZGyXu9uJ9PPYLCqSDEY5MU/LRK8puSOKUE0OC4cyYkxHutA66EykYgIUK9fnJqeh3k78gFcSbyr1Q91dh3wtco5PcV/PbWFtMFEiM7pvYrB3USGJ98fAxoR2XI3keFuJ9NoFK0qUuTuSKBFgletRQbVPL9SnBJJRHpg2s7XMvGtVj+0Pg306amCRU9tIW0wEaJzeg9u7iYyPPn+GNCIyJa3R8tGJERifoZlglZeRYoWCV5vfyZqnl/vgwlE1DDYVtop3c4XqJvgHR4fUW8G+rx9/dFrW0gbTITonKeqGJSOmq3PKrKa374hW978dk9WaTCgEZHeuJugVSPBW5+rJvQ+mEBEDYOalXa2Cd4vx/TA7LE9G+RAX32+fpH2fCYRsmTJEqSnp6OiogITJkzA8OHDrR7fvHkzHn30UUyfPh0TJkzwUivV56kqBqWjZu7uuOBrVRoMuETKNdQ47oy7CVo1Erz1uWpCSbKdcZ7Isfocx7X821dzMM42wbvxaAnm3dtbF3Hb0/GzPl+/SHs+kQg5d+4cZs2ahZ07d6KqqgoDBgxAZmYmDAaD+Tk5OTno3bu39xqpEU9VMSgdNXN3xwVfq9JgwCVSpiHHcT0TRREp6bkA6mfVhJJkO+M8kX31PY77yt++J6up5SY2PP0ZsuqP3OETiZC0tDR07twZgiAgKCgIISEhyMrKQseOHc3Pue+++7BmzRqXx6qurkZ1dbX556qqKk3a7E1KsrFKg6q7Oy6oqby8DEVnTqCi7Dwqys+hqvw8Ll2ohJ9fI/gHBKJRowA0CghEWNMItG4bi8CgYNnnYMAlUkatON4QYrhUaoy8pabnYWtOqflnb84vNxqNKC0pwtmSIlSWn0dF+VlUVZSh5tJF+DcKgH/j2hjeuHEgwqNaomXrGPj7O+/GKEm2M84T2Vff47iv/O17sppabmJj3ZHTiDCeRbBYiWCxCjs2nUTH0maAKMK/cSAaXY7jAUEhaN6yLSIiW1gl0uTiRgjkDp9IhBQWFiI0NNT8c1hYGAoLC60Cr1SvvfYaXnnlFTWbpztKsrFKg6rc17nbcS87fx4H9qah4MB2VOX9Cb+z+QiuOIFmF06hmfGc+XmBl/+zpxJANoBzhlCcbRSJisAWuBiRgIC23ZDtH4tMYxsM697JbtsYcImUUSuON4QYLpUaI2+2OxkMjgvXfIri6VPHcXDPNpw5vBOXTuxHo/PHEVJ5EpEXTyFYvHJDFHz5P3vOAiiGAaV+zXC+cSQqglvhZFA7HGsUh7ademPq7TcgrEkTRe2zjfOHCsuQkpbLKTLU4NX3OK7HPp6jfrOnqqntJYemDIjGseyDyNq7DaVZuyAWZqFx2XE0qTqFZy+dwQu4kuRCCYBMO+8LwGkAeWiEUv8IlAVEojI0BkKrq9CsXQ/EdumDhE49XCa7fW2KPemLTyRCoqKiUFZWZv75/PnziIqKUnSsl156CdOnTzf/XFVVhfDwcLfbqCfrsgqtFjBdn+V6AVOlQVXu6+R23PNyjiBz408o27cW4Wf2oPXFfATDiLZCIE4Ex6MyNAbnY4fiQkQsylvGISyiFYJCmyA4JAwhoU0QGBSC6upLuFBVgQsXqnCxqgrl54pRejof5UXHcbHkBMSzBQg+vRctj32HTmIlbgZwfFNzpH7TB817XINOiTeiU9feMBgMugq4nMdOvkStON4QYrhUaoxe2nb8k1WOI0ajEX/tScPhbatgPLwBUaX70KKmEJEABEMznAmNx8WwaJxt2w8XomIQ1iIOoc2iEBQShqCQJggNa4JGjQNw8UIVLlyowqULVbhQVYmzRSdx9kw+KotP4FLpCVScPoroExswrKYAjY5WI+cXAbmBCTjfJhHNuo5AzyE3o3VbaZ+NKa6npOdha04J0nJKse1y1YweR4eJPKW+x3E99fFMtJxqIqUfOSI+Et/sOIZ+lw4g8VImhm/Yj+2/HEGYWI62AAyN2qA0tB0uRHREccQ1qIiKxcELTXDonB+uimmBO/vEIzS0CQwGAy5cqMTFixdxsaoClZXlKD1dgLLC46gsLkDN2ZPwKzmGZn99gzZ73kfNd0AmGiO3SXdcjB2EVj2vQZ/BNyCsSVOr9vnaFHvSF59IhAwcOBDPP/88RFFEVVUVysvLER8fj7y8PMTEyAtS/v7+LrOLvs7PYLBawNRg0M/NsauOe3V1NdLW/YT8TYsRXrAJ0RfzEA1/HAvrhtKEmyEm9EX7bgPRp1MP9Pf3U7VtDyzcibU7MpFQnYOe1YcxuGIfoje8DOP6F7DFLxwFbUaixaB7MPG6u3QRcH1lLisRoF4c11sM92ZCUo3RS7U7/qIo4vP1f+Hghm/Ro3gDOp/dgXDjWbQVQnAwrA8WBt6KA/7xOOAfj1njR6gWsyYt2oWFGQUwGKsRV3MCoyIKMQiHEHo8HW2yv0HJj0bsCWiHcwk3ocPICeg9YLjDcmxTx3p9dhHSckt0XyZP5Cn1NY6b6PGmWqvpOqIoYsriPZi3Ix8C6vYj83KOYMeq+Qjfvxpbz+5BEC7gpF8LnGk5ECf63A2x8wB06ZmIruF1p8TfrrBNKWm5GLs0E8FiJeKr8/Bg21JEl+5G84MrEPXnp8j+2g9Hw3rC2O029L3pAbSL76TwTES19BeF7GjSpAmmT5+Op59+GhUVFfjkk09w9OhRTJw4EWlpaQCA1NRUZGZmorKyEq1bt8aIESO83GrvMRpFqwVMRVHeAqZastdxr6muQfrGn5G7/mu0yf0FkTXFOB/QDiXtr0dAn5vQ9+qb0csmA6yFkR2aY8Gu5jjl3xybxP7oO7YnuvVqgcwdG3Ai/WeEHvoZLZeuwN5lQTjaYjiiht2P4bdM0PRi7uwmy1fmshIB9TeOezMhqUYSQ62Of3l5GTatWogTm77BgNItuBrV2NGoO7a3ux/DbrgbffsPxSfL/8LCjAKHMcudpJLp2gKDP7KEGHS/6TaMv3zskuJC7N7yK85m/ISWh75F4L7Psd6/BU7H3Ygutz2MXv2udnpMPZXJE3mT3uJ4Q6iM1SoOpabnYd6OfABX7hc2Z+5HxO45MOxdgYTzmYgWAnGs+dXIHzET3YbcjpGdurm1nocrpn5tBYKwr3EnZMZE45l/vgoAyDl6GH9tXY2Lu39C+7R3UbHtNfwU1BmVV43C4Lv/jrYx7Z0euyH8WyH5BFFPd8leUFVVhaCgIFRWViIw0NGqEr4lJS3X3DE3isDssT11c4NsCkQbsosxqLmAloeWIWzXXLS9mI+8gDic63QHut3wALr2GiDreKbANmVANOZsz1cU6Czb5miP96NHDmDXrwvh9+f36FiWidP+zXGmyzgkjnkCce3lr1njirPvUs/fM5GneDuGmyoRTDf39/eNxrx7e3u8Hd5y+EAmMpa9h7is5QgxViAzsAd+8L8avwYMRqlfM6vPw1XMciemSYnfQO1Und3p63Fk/WJEHP4RbS4VIDu4C4yJD2Lk3Q+hSdNmso9p+3x2tInkURrH9dYP0iIGyI1DUk1atAsLdhZAFEX0v/Qn7q36Cddd2IZLQiNktxyB8EHjMeTGsQgJCXV9MJVI/T6rKiuwde0KnN62HHH5vyJYrMDBqOGIuuZvGHbzWLsDlO7+W2F8r5+YCNFxIkTpH53eO2/7Mndg79JZ6JD3I0QIyIq9HV1GPY5eA4bJPpZtYJvcPxrzduR75KJ44M8M7PnuY8Qc+RZhxvM4EDUcCWP/jb6DrlHtHM5usrS6OBL5Em/HcL11xD3BaDRiw89LUPTrB7iqZBvO+DfH6e73Y8iYx7D6uJ/Dz8NVzPJ0UsloNGLL79/j+K//Q6eTa3FJaIS1Ebcj9Pon8egtg2XH04b4b4FIDUriuCiKuPrjzeZdr9yJGWr1g9WKAZ7ol3++4SB+X/wh7qv8ER1rcrGvcWcEDn8II0dPRWhYmKrnkkpJv7a8vAzrVqSgetscdDy/B6f8W6I08RHceP8zVkkcd68vjO/1k09MjWmolJZca72AqVL7Mnfgz4UvoevJNQhvHI3cQdMxctw/0D9C2kJb9i4MttNDNmYXe2y6SJfufdGleyqqKj/Guu/nIfiP9xH42bX4dtFAtLrzRQy5dpTb53BWEqnHuaxEDY23Ftdzp6Os9LVGoxHrVy1G2U//QULFfpQ07Y+C0akYedtENGrcGACQFF07tmLv83AVszw9FcVgMGDo9aOB60fjkzU7sHPlp5hcshJNF6/A53/cjhumvY6ETl0lH4/TFYk8JyU9V7Wtv9XqByvZrEDL9thTUVGOX+a/g6vSPkJizTlsbHodsge+iyfvu8frg2lK+rUhIaG47f4ngPufwL7MHTi9/B102vI6dqV9gFO9p+L6SS+gabNwt68vjO/1ExMhOuapPzq555HbiT60bzd2z5uOrifXoGlALPJv/QTX3zNN9toa9i4MtoFtWHwEsndUWAU6rTPrgUHBuHn8IzCOfQgbfl4Cv1Vvotm8O7BiRV/ET3pfUaWLiaubLJbqEXmXtxKS7nSUlbx2w+qlOPv9y0go34fi8CGoeOA3FPt1xIrsIuTuOmmOPe58Ht7csSGtyA8LQ+7GwqDbcXfVb0guWo7y13tgcdw9GPnIe2jZOtrlMbimCJHnpKbnWf0cHxGsOGao1d9Wa7MCLfr/Fy9cwKp5/0X4tg/RruYsDsWPRfyU/+Dx2Hi3jqsnXXv2R9ee36Ag7yg2zf8P4jM+xv5dn+H4gCcxccoMAD0VX19s47sg1FaZsO/t25gI8RAlN6ye6lTJPY/UTvT5c2fx86f/RKf9qWjWuDXybv4IN4x9SPHiovYuDHMn9AJwpeM8ZUA0hrWPsAp0nqp4MRgMGHnbBOC2Cdiy9nv4L5sOv49HYHHMaAx/5H3JWzdacnVTwZ1jiHyXO4lMpR1lURSRkp4LQNprsw7tw67P/46uhetxJnwQyu9bg3uG3mBVJqxW7JGSRNEq+Wu6DlYbGuOboFtxzb1Po/LICrTeMAs5L3TGpv6P4/apMxHgpGxfj1tvEtVXtvP6W4YFKI4FavW31dqsQM3+vyiKeC91LjpveRntq49jf/uxiJ/yKvrEdVB8TL1rG9Me42ekovDMG/h99r/QKW0WNu6ai/aj3sCU8RMVLfhqGd8FAeZp+Ox7+zYmQjxEyQ2rpzpVcs+zPqvIqvRvQ7Z16Z/RaMSapZ8jaM1MtKspR/bA6bg9+SU0Dghwq532Lgz2Os62P3ujnG3IdXegZsRt+GXJp2j126vIf7ELtg54Cnc89Iqqu8ywVI/Id7mTyFTaUU5Nz5NUTl5eXoZVn05Hwp9fomnjFjgz4Rvcc8t48+Peij1aJX/tXQeFoc/h3F3TsPrzGeiw/T1s2v0VGo15H8NvHmv3GJyuSOQ5yQNisM0iliUNcF215Yha/e0RCZGYn2EZl+tuLevJ9hzLPoTV7/4Nt5Stx4bG/fBo+Iv49y03Iyau/sUoe0nyqOatMO6FL5F16Ckc/vJxdFs+CSvXfoyej6agQ6fuso5vGd8nLdql+PrHSm59YSLEQ5R0Gj3VqZJ7HoNBsCr9s/wDPp5/DFvfvR9XFW/G3rZ3YPijH2FAmxhV5rIPbx+BL8f2wMbsElkXBm+VK/v5++HW+x7D+dsn4efPZ6Bz+n+x6q/v0env89Cle19VzsFSbCLf5c58cqUd5fXZReYRSwAYHBde57XbN61B6bxktL9UiKP9nsDtf3u1TiWEt2KPVgkYR9fBJk2bYdw/P8Wx7CeR9enD6LZoHBZvvgc3Pf05moUru8khIvclD4yFIAiqDBaq1d9WK4HhbnuMRiN+nPc2Wq9/Be2Epni0yb+wrvEA8+dVH5O1zpLkCZ26IuHt37Dl9x8Q/M0TOPtGf6wY/ALuSH4Jfv5+ss/lzvWPldz6wkSIhwyPjzD/g69dyyLcyy1SrsZotCr9Mxpru9Rrls1G6E/PINwvBKWTv8f4y4uFulNCbRswZo/tKXtFcG+XK4c1aYpxz32CzJ0T4f/lg6h4ezCWD3gadz78H7erQ7z93ogaOndGd9yZT660o2zbgUu2aO/FCxew8oOncdVf/8P5ZgPQ+anf0b+d/W3BvRV7vJWAaRffCe3e+R2rF/8PMaunY/ezV0EY8zFG3DLOI+cnImt6rMByt01qVAucKMjF5ncmokvxZvwQNQ4vYxwuCrWLWYvwXMz0dOWDlCT5kGtHoWrwdfj+w6fRZcur+GHvd+j++Feyq0Pcuf6xkltfmAjxFNtpgj68afHIhCgsyDhu/kMe0qYRFr8wCj2O/4i9MXfh5mdT0LTZlUSPO3/0agQMRxcmTwfpnv2GoEv3vfju43+i0/Z38MOh3zDkhRVo2TpacVv02BEgakjcGd1Raz65HI46cAf37cKRD+9Fh6pjyLp6JkZPfcnpPGpvxR5vJ39vHv8wTg67DRvfexDdvhmPJbt/xV3PfGLeNYeISCl3qwXWfjcfQSsfQ6QhEOcmf4cWIb1wcWmm+TozuX+0ajHTVb9V6ntRqy8uNUkeGBSMcc//DxnbxiMwNRklbyRize0f4sYxUyW3yZ3rHyu59YWJEA/ZkF1s1eHdeLQYUwfFeblVygKQZUe0b2Ah2n19B5pcKsbxu+Zi/OjJdZ7vzh+9lgFDzgVHjUAtiiLm7z6F9W0eRJ9Ww9D793/gwEt9kfPgfOxtfBVL5Yi8xBuLlgLqzSeXw14H7vfv5yP024eBwBgEP7sFox1M3dPD3GY9JH9btYnB2HfW4oe5b6PDHy/hp2cyMHD6CkULYhMRmSi9ntRU12D5e4+j+1+fYm/bUbjpuTloFh6JwWLd7czVitmu+tBS34taU0XkJsn7DroGVb3+xHdvPogeP0zD4gObcNdzn6NxQICm01e8ncwna0yEeIizdTW8Sckfu6kjmlC4BYFLp6E4sDVav7gN7Tt0sft8d/7otQwYci44agRFq2OIgfhk/E9oueof6DD7NhyJ/gcE8ToYIbBUjsjDvLFoKaA8vqmVkKiprsG3HzyNqzI/wl9tR2HUS18jODjE4fM5t9naqAefw+5uAxH2+QQc/lcf5ExegEEjbvF2s4jIRym5npQUF2Ltf+5C5+JtODz8dYxPnmF+TMvEsas+tNT3otZUESXvNTAoGONfXYKf5r+Pjmun4+end6H/9JVYn12q2fQVPSTz6QomQjzE0boa3qY0AC3/+AV03v4W9rW+Bbf9azFCQkIdPlfuH729Tr4WAUPOBUeNQG17jLQiP6S+swnffvAUHsj8AAg6iv+GJMMIA0vliDzI1U5YzriTrFXaIVIjIVFeXoZVM+9ApzMbcHjITIyd9i+XWwpybnNdvQcMR1G7XfjjjTHokHoHfjn9CW4a+zdvN4uIJNBDlZsludeTIwf2Ivvd29CyphyVSd/jTg8mYl31oaW+Fz1MFbntgSeR2TURoZ+NxaGXB6PvLXMw//J1jtNX6jcmQjzEdl2NEQn6WG1ebgAyGo1YOmsqehycg/39p2PMo68r2o/bGU+NOsq54KgRqO0dw8/fD2Of+RA/f9MFE35+Au38SrF10FtYl1VobqNeqoeI6it3Kva8MbrjbkKiuOgMNs68ATFlWSif9C3uuu4OSa/TQ4dVTWrdBEU2b4nRb/+B5a89gG4/PowVRcdx18Mvq99gIlKV3qrc5FxP9uzcjPOfjMKlxs1x1Uu/Iyaug+qJHWfHc9WHlvpepPbFtU5a9ew3BKf+k4b0V2/EwJ/G491rPseeRldx+ko9x0SIh+h1Tpicdl26eBHfvjIeV+V/j2M3foB7Jj6uSZs8Neoo54Kjxvfn7Bi3TPg7NkW0Rp+v70fA+ml4vMlLWJBxHEDDLj0n8gS9Vuw5ojQhIYoiPvklHTHL7kOzmlKEPPErevQZJPm8er2O2ZLaYVbzJsjf3x9j/70Q334Uja5bX8GSkgKMef5z1QcKiEg9eqlyk3uTv23dKghzx6EwrDNGvrrGvJW32okdZ8dTaxBA6nE8kbRq2ToaI9/ail9m3o6Rax9Ez7u+wPUD6659SPUHr9AeYvpDn3dvb/Pe53ogtV0Xqqqw8oWb0DF/FQrvmYtbNUqCALWdfKPOStLkfH+iKCIlLReTFu1CSlqueScIV8cYeuNd+LLPF2hXcxz/OzsTocYKbMgu1vR9EVFtxZ555xZcrhDxwA4uSiUlxmD22J64v280Zo/tKTkh8dGPG5Gw5C4E1FRiYrO3kH6xjazzanEdcxQv3WHqMC/MKMDUpZlITc+z+zx7N0HuMBgMGPPE2zh6/f+hy4FULH39QRiNRreOSUTa0Ut/U2rMAoD1Py9G47l3Iy+iH258a4M5CSKKIlLScwGoF9PUjpG+0JawJk1x51trcTjmNjRfkYzfVszV5DykD0yEkEvV1dX47t93on3RNlRNXoZr73hA0/Mp7eTrhZwLmq1Bg4YhqelriK45hU/PvoLBrVm0RaS1pMQYTO4fbU6GzNuRL+vv1tOUJCROFOSi48r7cBGN8ED4Wzju1wobsos80Nor7CU97MVLd5MjUjvMWt0E3fbAkyi4+UN0PbIQy956iMkQIp1So7+pRjJXasza8vsPCPtmEo60ug53zvrVanHr1PQ8bM0pNf+sRkzTS6LI021p1Lgxxry8FAdiR6P5ymn448eFmp2LvIt3WTqmh0WcjEYjlr8yAZ1P/Y7zExdj2LWjND+nt1ZUVuvzdqfUsvYifBvmp4djSsZDOLV8Msr6rUNoWJjsdhCRNIIgwCiKuiiR1kLRmVPY9ep18BdrMLXpGyg0hAPw/O5l9kqbHd0AuFMCLXXqkJZTfW6591H8VH0JXX97GsvebYxxz32i2rGJSB1q9DfVmLIhJWZlbPsDjb4aj6zmV+OuV1egUePGVo+vzy4yVzUCwOC4cLdjmp6mQ3q6LX7+fhgzczGW/ftudFo6BRv8G2P4zWM1PSd5HhMhOqYkuKqZPDEajVj65lRclbsCp0en4Pob75Z1fD0kcuRQa/6hOwsKWl6U92xvi9af3orVM2/H6P+uhb8//1yJtOJLC4HKia3nz53F5pnXo+mlUszr/yWKsmvjiNS1UNSM4/aSHvY+d3fn7UvtMGuddL/tgSfxffUFdF83HSs+i8Jdj7yiyXmIyHvWZRVa7Tq2Pkv6rmMmrmLWvj3bUfX5aJxs2hOj/vNjnSQIUPcalqxCn1tPW716oy1+/n6459Xl+PbFUejwzQPICG+OvgNHeuz8pD3eWemYks6gmosJfT/7dfQ4NAfHbvwAt971oOzjy22LtxMnai2apVbWuteAYdg2eTE6zLkTy9/6G8a/mKroOETkmp5GvlyRGltrqmvwyyt3ok1lLpo9tRZXV7bAnOxMWbuXuXtNsYzrBkGoU9rs6HO3l5SSeo3QU+f9jinPY9nZU+i87TX8EdMJ19w+0dtNIiIV+RkMVruOGQzy+63OYtapE/k49eEonA+Oww3/+QWBQcF2j+HuNczbfXBvc/T+/f39MfrVlfjxn8MR9fkY5LXahpi4Dt5uLqmEiRAdUzJCKTcz7egPf/Nv36H95lfwV4/HMNZiYVQ5yQK5iQU1kjjuBHK1RoTV7IQPGnkrVhW8ix5rnsD3czrjjinPu31MIqpLTzfPrkiNrd/+3xPoVLgJ5ZNXoGvP/rjq8tx1OR1ldxPElnHdKKJ2LRaLJIi9z91Rh15vW11Kdffj72Dpi4cRv2wa9raNR48+g12+pqHflBBpTa2/MaNRtNp1TM2Fti9UVWHr66PQFMDAl1YhrElTh8919xrmq/HVHiXfrbP33zggACP//SN2TO+PvW/eiqZvpaNJ02Zavw3yACZCdExJdlduZtreH/7I8DIICyfhUPMRuPvJ/7N6/vD4CPPzjCIwLD7c4bHlJhaUdrhtRxzn7cg3v5+NR4thFEVJgVCvI8K3TnwcSwoOoPO6F7E5pguuvv5ObzeJiCx4+qZVSmxds2w2uv35CQ4Pew13Xl7bSUlH2d0EsW1cF0Vg3r29nb7GUTv1stWlXAaDAXf+ezF+eW4Imnx8F06/kYHmLVo7/TdTn25KiPRItenQCZGYn2EZI11X2llydv1Y+cYkdCjbD//H1qJl62jZbZPDV+OrPUq+W1fvPyKyOeKf+RGn3xqKNa+Oxt1v/67L7dGZRJeHiRAdU9JplZuZrvOHf7AAbTY/ADRujpv+tRx+/n7WL7A9nJPDy00sKO1w2444WlbEyEmK6HlE+J6nP8K3z+9Hy6+TcKrbHs0viEQknadvWqXMJ4/48THsjRuL8VNf1PRcrqi59oovreNiKzAoGIP/tQr7ZvTGxlnjUDJuAaYt/9Phv5n6dFNCpDY1bvb0Mh3a0fXj+zlvoUfOUuSP+hI39rtadrvk8lR89cSNupLvVsr779ClB04/sACd543Gys9n4u5H/qNqu9XAJLo8TITUM3Iz07Z/+AP/+j9EXTiO8Bn2y742HC22Ci4bj5Zg6qA4u8eWm1hQejGxDHimJJCrpAjgW4HBz98P107/BpnTe2LTW+Mx+p0NdZNUROQValSzyekQOoutVZUVOPbpfagJjsfoGV8pej9SzyWFmpV2eq3ak6pFyzbIfmAuOs0ZhW9+eBcG4SaH/2Z8OelDpDVP7dQihbsx0t714+qQQkSvn4k/u0zFuDFTnb5ercSCp+Kro+9OzQSJku9W6vsfcu0oLN31D3TaNgu7+l6PPgNHKGqjXFI/HybR5WEipJ6RG8gsn9/zfDpGbl6Koze8jwGdutt9vpadM7kXE1NQOFxYbrUAn2kOuiBcSX5YJkV8NTBENm+JoElz0TH1dnz3xUzc/ffXvN0kIoI61WxqJWi/e+8fSLiQj6bT0xAQGOjWsZSy12FTI946ukb4UinwoJG3YmnG4xi352OsbJaAA4072P034+tJHyItrc8qshro2pCt/k4tnmJ7/bg6JhRZH98OBMbhzqc+cvl6ta4jaldFO4rLjm7U1bweKvlu5bz/u554Fz8+tQkhs+/H2c6ZaNrM8TIBapH6+TCJLg8TIfWM3EBmev6odv44+MIL+LPljRhz32MOn6+XCwdwJSiYursDY8ORnBhjDraiKGJY+whsyC6ukxRRIzB4o/M9aMQtWLrzcXRKewt7B98madE9ItKW0rioxraLljatWYFuh+bi6MhZ6N+lp+LjuMvTpbm+Vgp81+Nv48en1uO98nfxdb+lGN65TZ1/M3qeqknkbQaDYLUenpK+l17+xmyvH6F/vI7WVccQ9Oxml8lsURSRkp4LQH8DfY7isqMbdWeVDHL721p/t/7+/uj37GLkvdwPq99JxvjXvtXkPJakVnro6T7NFzARQgCAde8moaXgh+ue+8rp4j96uXAAdYNCx6gQq3ZZttUyKTKsfThEiJi0aJfTgOoq8Hqr833X429j9WOrYfzyb+j64W5OkSHyMqVxUY1tF03OnS1F9eKHsD9qBO6Z/Gydxz2ZuPV0aa6S83mzisTf3x+9n/oGha/2wm0n52PcpE902U4ivaqpMVr9bDQaHTxT/yyvHzu3/I7G+2cja+grGN29n8vXpqbnYWtOqflnuQN9WsYXR3HZ0Y26s0oGPSa7Y+I64M+b3kSPnx/Flt9/wJDLi5JrRWqlh21/RBRFpKTl8hriABMhhI1rvkX3U7/gxN1fIbJ5S4+fX24gdjQlxlnwtwwMKWm5kgKqq8DrrXl4/v7+iEn6AsLHI/HDnDcxetpLmp+TiNSndNtFezFz9afPoV1NOYY+Pc9uMltJR9JoNCJpSSY2ZhdhWHwkUsf1lLRKvqdLc5Wcz9sd63bxnZCR+Aw6p72FfXseRNdeA3TZTiI98vOzjkN63L1DCstYPiyuKVrPfxQ1YT1wR/IMSa9fn11kvoYAwOC4cFkVAGrGF9vrkmmXSdu47GjgwFklg17Xvbhp3MNYsW0BwhY9iqrB1yEwKFizcymt9OA1xDnfjBwNhCmLN2nRLqSk5aq6N7lJVWUlypY8iW3Bg3Cs1QjVziGn7aY/0oUZBZi6NBOp6XlOj216ftrlLPjA2HDMHttT0eKqpoCq5Hkj4iMlJ2LU1mvAMOzvNBltNr+J/Nxsj52XiNQzIiHSvLizCOnbLtrGzA+Wr0bnA3NQMOg5tG5rv4MjNe5ZSlqSiXk78pFdXIl5O/KRtCRTUvuSEmMwe2xP3N83WlZsVkrJ+ZR8Hko5uh6Omvpv5AfF4/AXU1FTXeP1dhL5ihqj0TwtWkBtUtkXWcby3xa+i9iKQ4hP/kxyYmdE/JVrCAAkyxztVzO+2F6XIEJWXDYlSObd2xvJA2Ot3oc3+9vOGAwG9PlHCiIvncYPn0zX9FzOPh9neA1xjhUhOuaJLN7//vschl86hb+F/Rv5SzNVO0dKei6mLd0LoLbtIkRMHWh/dxm5mV5XU2JckTp66Op53p6Hd+tj/4ftT/2MLZ89jnFv/ujRcxOR+1TZKUsU0fzXF1AQ2B63JzkeRTSNzgG1rxsW73pxt43ZRTY/S+tAeXoKpZLzqVm1onQaZaPGjdFmyhfw//RarP7mY9x2/xOatpOovhiZEIUFGcfNfxcjEqQlkfXGFMub1pzFk+Vf4efIe/C8jLXf9LS9uW3ffOPREvNNu7ucvU9vTx+M73AVlvd7Ch13vIPsI48gvsNVHju3FLyGOMdEiI5pXQp28ngehh5NwezgMcj3a6XqOWyrOlLT8x0mQuT+kbr7R20KoOuzimAwCFifVWT+vWXwdHWB8eZ6KaIoYsn+s/gr7iEkZb2KPTs2o1d/7feZJyL1KI0hljFw5IVt6FO1B2VTV6NR48aOX2Q7YCphAHVYfCSyi/MtfnYea73dIZVDzUS2O9Mo+wwcgcXfj0KLP95E1T3T6pRWezvhTqRHav1deDtmmWL5o+Vf44LQGE1v/5es1+tpe3Nv7Srp7qCxGv8Gbp82E5v2zMPBlH8i/s0fZL1W7bbY4jXEOSZCdEzrLN76lJfQRgjC3OC7VD+HnCJFqX+kpgCxLqvw8ha5IoZfDhRymAIqgCvBM6Nu8NTTwrC2zIFf7Ish/u1RNfdZ9Oq/1dvNImqwPNmhNidzj5zB+HVf46/m12DssJucvmbD0eI6o3VTB9lPTpukjqvdeWZjdjGGxUeYf3b4fJ3NRXb2nagZ310NWri6lg+a+jaKX+6GVXPfxN2P/MfqMT1fh4i8Ra2/C2/HrKTEGFScOorhy9dgbdd/4qlrunvs3IB7n6NtfJ0yIBqA52+43R00VuPfQEBgIC5cOwPdfnkce3dtVbyjoxb/HnkNcY6JEB3TMouXn5uNjke+wbGB/8RH/RJVP0fygBhss1jJOulygLRH6h+pZYAwXp576M4ftl4XX5LC3HYY8H7IZHxxdia2/vEjBl9zu7ebRtQgebJDbYqZbY/9hOiLOcDERS5foySxbjAYMHdCb8nt0ltM9dR3In0aZREEQcC6rELz7wVBQFz7jtjWcSJi0j9C6YQn0SzcN8v8iXyNuzHL3QS4IAhokf4Bivyj8OgT/9JtBZ09juKrp2O+u4PGal23bhr3CH5Z/wEqvvonevTZaP69nH8jeruGNgRMhOiYllm8zakvopVfE9z84HQEB0tbY0POH7NpIR81EyxqBwhfnjdn2fbNjfpgb3BvBHw7E2AihMgrPN2BuXTxIgy/vYl9rW7EuD6DXD7fE+Wxnlx3Qwo1vxNn7ZE6jRK4UoW4IOM4gCuJmWunvYGjzy/Bb/Nex5gn31PURiKSx92YlZKWi2nLLNbDE0WXlXaWDh/IxFV53yHn2v8iIDBQ1rndobf46g69rJPi5++HoFGvot3S+7Bzy+/oN+RaAPIS8r58X+KrmAhpgI7nH0Pno8twbOhMBAeHSH6dnD9mLZI4agcIX543Z9v2ViUz0HzROOxKW48+A0d4uXVEDY+nOzC/fZuC6IsFWBz7Ls6n5brsyHqiPNbdmGrZOTcIAubtyDdfbzYeLYZRFGV12tX8Tpxd/6R+ts5uHJq3bI3fO41Hm8x5qKp8TdNtGImolrsxK2W7zXp42/NlJUIyFryMcP9WWOI3DKclxHFL7iQz5Gxo4Ihebtp1tU7KreOx+od/o2zlf82JEDkJI1fVg6Q+JkIaoM3fvIe2hmDccN+Tsl7n7eyv2okLX543Z9t2ozEav6xIwPkVbzERQuQFnk6sVqz7BOsaD8DcY0FIParejl/uUBpTTR362em52JZTemVHHFz5X8ukCCDtvar5nahx/XO5Vsi9L6D05a/w29L/4fZJTytuKxFJ424/0J1b0zOnTqBj3k94OzQJS/acxoLdpwFIj+PuTP2Ts6GBI748mGhJzXsBg8EAcdg/0OXXp3Es+xDaxXeSlTCSUj1I6pK2UTXVGxeqqtBq30Lkdx6HkJBQWa8dHh8B01btUrdfdEUURaSk5WLSol1IScuFKNpfZtUy820KuGpmR6W2Q68MBgNqrv47Op9Yg9xjh73dHKIGx9SBMW0XqOXoTUbaOlxV+RcWBo2yujH3VaYOvWldKVPyQ0TtexNxJSliEGp3/JISr9X8TkbER5rPr3T0MykxBrPH9sT9faMxe2zPOjcOce074mCrG+C3+RMYjUbFbSUiz7D9G05KdLwenq3137yHS4I/vg+8VlEcX59VZJUs3mCz3bkz7vRwTf3lyd/sBgDMndBL82ueUlr37e0d//oxD6HULxxpX78BwHXct8de4p20wYoQD/H2Fl0ma7+djZiaUsSMe07+ixVsv+iK1Iy21oveuTq+Xr4/Z24Y93ekrXsdB795B7HTP/d2c4hII4e/ew+hjeKQ1qinZmXJRqMRSUsysTG7CMPiI5E6ricMBsdjJ+7ESMtOn/l4wOXdwQBBuFIRYhQBg0Hw+E4Paox+Shl57Hj3dAR8OhJbfv8eQ68frbS5ROQByYmxECB/PbxLFy8iKnMedrYahYrqIEVx3GAQzN1wEZDVJ5WzoYEtb++0I4e37h1O95qC+F2foOz8RwgNC5NdcaKXaUcNARMhHqKXwHFp85c40HwExsZ3kt1xVbL9oitSy421npbj6vh6+f6cCQgMxMlOd6Pl4RWoqf4Ufv5+3m4SkU/Sc+Kz8MxJdCpYjZxhMzG7Ry/NypKTlmRi3o58AEB2ce3/OttBRkmMNH3OhwvLrapABseFIzkxxvy5i6KIYe0jzO91fZbnp2l6aipln4Ej8NOczij7fQ7ARAiRrimNC+tXLUKr6kJcP/kFzD4XriiO1xiN5pgpADAapY9OurOhgVb9cXvb8c7Znq/rBV0dHf/qMY/hTMZ72PDDPNx63z9kH7e+TDvyBUyEeIgn1tdw1Xk/euQAOpZl4uTN8wHI77hqkaGUekyts6Ouju/tLdak6n7L34D9s7H19+8x9Ma7VD8+UUOg58Tnlh/nIQbAyHseRrPwSM3atdGmzHqji9JcJTHS9DmbIuEgmwSIib2bjfkZV+K1IACTFu3SXdJKqQu9xiI+7V2cP3cWYU2aers5RPWWt5LexVsWoiysN0Zf1QudoOz6MjIhCgsyjpvj4IgE6dtuu5PY1Wp3MHsLZCtZG0qrtso5fuu2sdgSMRhC2kJAQSLEl9cw9DVMhHjI8PgI8x+yWutr2HLVed/5UwqiDaG4+oYxAOR3XKVmKOVcWKQeU0521HT+dVmF8DMYYDSKGJHgXjvcDaaeurHq2msAfgzugvJ1cwAmQogUsTf3Wi8dkpqMpTjSfCj6hEvv9JrIic3D4iPNlSC1PzuPeUpipO01qGOUtK3cLeO15bQZvSWtlBpy599wetsb2PjjV7j1vse83RyiessbSe9zZ0vR4fQG5A39l1uJGG9VDWi1O5jlAtkGoTb5bnl9WJ9Vm5yX81lp/Rk5O37IoPvRdtWjKMg7irYx7VU9L6mHiRBP0WB9DVuuEhvB+1YiJ/omDLq8V7ncjqvUDKWcbbmkHlPq80RRxJTFe8wl3SbzM2qzy3PG97IbOF0d391g6skddy71Go+EbW+h7Px5hIaFaXIOovrMnbnXWirIO4qO5zJQcPtnil4vp9OfOq4ngNrO6LD4CPPPjiiJkUoTzJbxetKiXbJiq5QbD29PjWrVJgabIobAkPY1wEQIkWa8sRvipp/mI1q8hMGjpriViPFW1YC757V8z7a7g5kWyK4dMI5A9o4Kt9aG0vozcnb8Ybffjz9/fhaHv5+Nux99XZPzk/uYCPEQLdbXsDW8vU3VSfsrVSf7/9yJdlVHUDzsv+bfaZUpVWNbLktSO6WOkiAmpt87SoY4O5e7wdRZh1/tTnfibZNxdusrSF/3Ha4ddb/i4xA1VO7MvdZS+k/zEC0EYuitExW9Xk6li8FgcLomiC05MdKyaq92QVQRwy/HPrnkJlOk3HjoYWpUUN97EP3bczhbWoKmzdSvICUi7yxKWbF9CQ6HJ6JnyzZY/7u8RK4alPY51eqrWiafbJMfpgWyh8dHYMqAaK+vDeWOkJBQ5LQagcb7fwbARIheMRHiIUqmxsgOOrYPWfy8b90ytDWEYtC1o648rFGmVO1bBjk7yzhKgpjM25GPYe0jHI+CutEBdvZ9OUs6qd3pbhvTHnuCOuL8jh8BJkKIZBuREIkFGccB1Maz4Qnado4lJ3v3/4JjzYdgQEiook6pXipdbEcEZ4/tqTjm2cbWKQOikZKW6/BzkTIC7I1RYlv9rrsHxb89hfQ/VuKGu6Z49NxEDYWnp5dUVJQjvjgdeSNeBuCdRIycqm1LavWPDYJgtRW5ZfLDNl47WxtqWPtwp7FeTUqTQGG9bkXb1Y+jpLgQ4RFRmrSN3MNEiKcomBojN+hssJlPtzG7xBzchMPrkBc1EIP8tf/K3dmWyx4pnVJRFJGSnlvntQkRwcgqrrD63Rtrj9S2y04gc6cD7Oz7cpZ00qLTXdb+WjQ/9B2MRqPTLS+JyA43pjIq6TBJifUVFeVod3YX8oe/LPk1tvRS6aJmzLONrSlpuU4/Fyk3HnrYurBVmxjsCO6C8oyfACZCiDTh6eklOzf9gkhcRI/howF4Z50PpVXbavWPXSU/HLH9rESImgxcumq/nHP1v/ZunFz9OLb/vhI3jpkqqW3kWbxD8hDT1BjgytQYV+wFHWdGxEdaZVlNnTdTB7rxVde5/T6kSB4Yi9lje2JSv2inI32iKCIlLReTFu1CSlouRNF+p9zR+7KUmp6HrRbJF6A20B6aPhKT+1snYo4WV2Dq0sw6FwOp53JE7velxjkdiR10J1pVn8TBfbvcPhZRQ6MkXpuYOkwLMwocxhlb67IKraasmBaFs5SxaQ0CxQvoPvxOAMrizciEKHMZsgh5uwy4IjWeA9rEPBNXn0tSYgxmj+2J+/vWXp/s3XhIeY4nVMRfi1bHN8BoNHrl/ER6Jyfu6MGJnT/jeKO2iO9wFYAriZh59/Y2b2krldL3rvQTUrN/LIqQ/Z5tPyvbwV+pfW5A/nVaaf++ecvWOBrSFSW7fpLcNvIsVoR4iJIRJrmvcZRZzti0BhHiBXQfeqfV87VaEE5qhl1qhlVKxnx9dpF5pBMABseFm9cCmTO+F4a1j8Aba48gu7jC/JyU9Lw679md7LzSUUQtRgT6Db4Ou+cEoWDLKlzVvZ/bxyNqSNypCFAyauZnMFhNWTEY6sbh4xmrUNWoLa6/3IFW0kYtRx+lxnNRFCGKIgbFNYMAAUmJ0aq2w9XnIuX6pJetC2MTb0eTPz/FkQOZ6NS1t1fbQqRHeljPR46QnA0oanu1KsdS+t6VVm0ruX6Y7jMOF5arnvz25HXanXNdaD8CzQ8sl/x88iwmQjxESQCR+xpHnbcTe9bion8rXNupq9XvvX0BkRqIXHVKRVGEQRDM5d4igGSLBIfp9QAwdWmm+XVbc0qQmp5ndVx3OsBKbzK06HQ3atwY+WFdcfFoumrHJGooPJ0QNRpFqykr9kb2AvPSUNR6kFtt1PIGX2o8T03Pw7Rle83PTVYpAW/irS0ltdCj/zAcSfXDsd0bmQghskPPW53bOltagrjKwyjo/owqx1P63k1VGJ7oq5ruM0wRfmBsOJITY1SJy/ZivdQBXrUGmqVo3nUoWvz5CU4ez0OrNr57PaqvFCVCLly4gG+//Ra//PIL9u/fj7Nnz6JJkyaIjo7GNddcg9GjRyMmhl+2JSUBRK1Oq3AiE0UR3ev8Xm5GVO0KEimBSMo5TYukmm4kJve3P8KYlBiDlPRc8xQatRfB08soosmltv0QnvWzt5tBOsU47pinE6IjEiKtFoEbHm89ZaW6uhptyw+hoP+V3WI8EW+MRiOSlmRiY3YRhsVHInVcT4drDkntWGq9EKne4rA7QkJCkR/UAWWHtwHgNrpUV0OP43pYAFpq33jfrs1oChGd+gxX9HpbSt+7J2OkbbzvGBWiaZ/b1RpRJmoNNEvRPXEkTi8B/tq+Dq3ufED2693l7e3g9U52ImTRokVYtmwZRo4ciSeeeALR0dEIDw9HRUUFCgsLsWPHDrz++usICwvDzJkzERoaqkW7SYbmpftxpteDdX6vxbaDckgJRFLOacqKW46m2vsjFwQByYmx2JpTeiWLLjh+vq+L6DwYbfZ/geKiM4iIbO7t5pCOMI5rR0mHyVUsPLRvN4LEC4jpOsjeyzWTtCTTvBNXdnHt/zraUldqx9KTC5HWhw5gWcveCD65y2O7I5DvYBy3XgAaAA6eLvN4n05q3/jEgTTAEIYu8Z0Uvd6WJxe/VhpLPb3wtFqV5mqKat4KuxpHo+TgVgCeT4R4u/pf72QlQj799FMkJCRg+fK6c52aNGmCJk2aID4+HuPGjcOJEyfw9ttv46mnnkKzZs3Uai/JdKIgF81rCoFOA+o8JjcjqvZInpRAJOWccrLiSYkx2Hi02FxBYm87XWcB35c61lf1H4GzK4G/dm7EsBvv9nZzSCcYx/XHVSw89udWtIU/rupZN45raWN2kc3PjheIk9qx9OTUlfrQAQxJSET0seW4e0kGjAZ/n30fpC7G8VojE6LMW50DwLbc0jpTnl1xt19nWqPOlIewt/4cAFzK3Y2TYV3qVNUp7Vub3rvptWoufm1LSSzVej0oe/Sw45c9JZE94F/gnc0L9LAdvJ7J2jXm7rvvxk033STpua1bt8bLL7+MixcvKmoYqeNQ5lYAQJfeQ+o8Jme1atM6HKa5iJ4KMFJWqTZlxQHXWXFBEGAURfOuCfZWf3a2mrSSHSHcpXRl8NZt43BOCEXRsb80biH5EsZx33M+OwMFge0QGBRs9Xutd0wYZjNFZ5iKMV9UvHeBdFJX+tfzzhOtO/RGY1SjjfG0ot0RqH5iHK+VlBiDQXHNzD/XrpUh7+/D3X7diPhIq2hmWn/OVpPifbjYqu40daW7sXhydyslu6aY1oNKzy3F1pwSCBA0Hzi0/Ey+HNMDIkRdxHVDqy5oVnbMK+fWcpe2+kBWRUirVq1cPuett97C888/D6D2prNFixbKWkaqKMk7hABDKLq2lrYqtCNS1+FQm6vRQ1EUzTsumNrmKituyhg7mh7jLHvqjcyq0lFNg8GAwqBoXDh1RNP2kW9hHPc9fsXZKGsaX+f3Wlc8pI7rCaC2EmRYfIT5Z7eOqXBkMSUtF7PTc3Gm7CKahzZG5xahEI218d7dBfH0XDnSrmM3nAIQW3MC+f5t2JElAIzjJoIgYGpiLLbllCq+0XO3Xydl/Tmj0YgWFwpQ3bqL3dcDnltoX87aTyZKKi280V+2/EykrhfiCaGtO6H5rtOoqqyoM6Chtfq0gLgW3No1ZunSpfjvf/+LoqLa8llRFHH69Glz4CXvu1B4FMUBrd0+jr09wB1ldpUEWUdcBXolCRpX02OcBXxvlN05u5i4KumsCIuDX8lRzdtIvotxXP+Cy4/jfNyIOr/XuqNpMBgcrgliS2p5uZw2m445Oz3XarvH7OJKpOWeBQDMzyjAxqPF5u3SLUntAOq5dDiyeUscNDTB3a0rEN8umh1Zsqshx3F3b/Tc7ddZrj/n6BhnTh1HkHgBzdp2sP96Dy7wLGftJ/NrlCwC7uVpKkriulbT31u2uwp+MOJY1gF06d7X7ePJUZ8WENeCW4mQ7du3Y/78+QgKCgJQ+w/ojTfeUKVhpM4fpKEkD+Uhbd1ui5yAJjXIunp/Ut6/nASNieX0GHsB0lnA90Zm1dln73IkMyoeYUdWad5G8l2M4/oXceEkLjZvV+f3SjqaWnX0pFZVyGmz6Ziu2FvrCZDeAfR2h92VoqBotLl0HE/d29vbTSGdashx3N0bPTX6da6OkX/0EIIAtI7tqKiNapKz9pOJFouAu2K6Vq3LKoSfwQCjUXRaAWhLSVzXqjqwXcduOAHg+NF9Hk+EkHNuJUL69euHLl2sy7yeeUad/bFJnT/IwLICVLTp73Zb5AQ0qUHW1fuT8v6Hx0eYHzOKwLD4cEnvZ3h7m9e1v/I6ZwHfG5nVKQOisfFosbnCZsqAK9OcXGW8A6NiEbHvtMfaSr6HcVx9aiYbSooL0UQsQ2Xr9nUeU9LR1KqjJ3X0TU6bLXcEc+WNtUfMx7f3WTv7TtS4EdJyIe2qkDYwnCtQ5VhUPzGOK6dGv87VMQoLjqAtBMS0s58I8eRC/MPiI82DlLU/q5/4dff9iKKIKYv3mAdVTeZnFCAlPRfJibEuj6kkrmtVHRgeEYVDQgjOn8px+1ikLrcSIa1atcLKlSvRq1cv+Pn5AQDee+89fP7556o0rqFT4w+yycVCXGxmvyJETqCSc6GQGmRdvT9J79+2hyx1LSTbt6nPjV8AAHO252PejnwYBCBbxjQeAAhs2hwhYiUuXriAxgEB3mg+6RzjuPrUTDacPF7bcYpo3a7OY0o68Kbkgmnh6w3ZRap09KSOvslps+WOYAAQFdwITQIboUVoIwiCYJ6TDwBHiyvM1SP2ju3sO1HjRkjLdUaMQeFoXJKlyrGofmIc17eKwgKUGpoiIDDQ7uOeXKdIydpPchMbSt+Po+mQlrbmlGJrTqnLhIiSuK5VdaAoijjn1wQZh3NQmJar6x0nGxq3EiHLly/HggUL0LRpU/PvTp8+zcCrEjX+IINqytEopKndx7QKvFKDrKv3J+X9bzhabJUs2Xi0BFMHxbls44Zsm9dll2DqQNev8wZnCSFXGe+QplEAgOKi02jVhvPKqS7GcfWpOapUfq4EwQDCmqrTIZOz3bgcUkffpHaoRVHEwdPnzT8LAG7p0gJf3dfH6jhvrD2Co8UVVruA2fus1fhOnLVdy3VGhOBwBJw6p8qxqH5iHNe36spzqPQPdfi40vihpPJCztpPJnLvF5Suz2GvCsQRqQkRy+O7+qy0mv6emp6HMISg/Gyh04Q9eZ5biZB27dqhuNh62sOsWbPcahBd4e4fpNFoRLBYiUbBTew+rlXHTWqQdfX+pLx/pckiZ6/zZImiu211lfEOC28OACgpZiKE7GMcV5+ao0oV50sRDKBJU2nT/lwxbTdu2mnL2XbjckgdfZPaoU5Nz8O2ywuiAnV3BDOdDwCmLs10uAuYiRrfibO2a7nOiF9IBIKrz7p+IjVYjOPu07LvZ6w6i4t+jncLURo/PFVJIvd+Qen6HI6SIEPiwiFCtKoCNDElRADn713KZyW3ikTOIuHDhDA0FcskfX56uw+pz9xKhLRs2bLO72688UZ3DunQkiVLkJ6ejoqKCkyYMAHDhw+3evyDDz5AcXExjh8/jqeeegpdu3bVpB2e5G65btn5czBARGCo/YoQby8Q5+r9uXpcFEWIoohBcc0gQEBSovQtfa+su1FbtWK57obetlJ0JyHWNKI5ygGcKz6jUevI1zGOq0/NUaUL5bWVAE2aqJMIGZkQhQUZx81x39l241p0xqR0qEVRREp6rtXvBseF2/0cXe0CZvk8wL3vxJ3qPNP7UvJ5Ng4NR2jNeZfPo4aLcdx9mvb9qspwqZHjihCl8UmrqY625N4vOFvbzh57MR+ojfvJiTHmzyM1PQ8p6XnYmlNi9TwBrteJ0mLwV84i4SV/hKKp8bykz09v9yH1mVuJkKKiIjz++OPo06ePeU7iggULsGbNGlUaZ3Lu3DnMmjULO3fuRFVVFQYMGIDMzEzzlqxZWVn46aefsGbNGuTk5GDy5MlYt26dqm3wRefO1o4OBDqYGuPre0unpudh2rK95sCWbBP8MjIy0O/r4+afd97XBn371q7WnLo9z2JnmwoMbR9unhrj6sLirDOrxWPm89pZAMXV6wICAlEOYN62LPwZwHmJVBfjuPrUXFT5QlkpqtDY4Ro/cm+u5cT9lPRcTFu6F0BtZ0yE6HAKodR2SOlQp6bn1Rn5s43vJra7gDnqEKvxnbhTnWd6X0o6t34BQWgkXlLcbqr/GMfdp+n0tgvnUd0oxPHjCuOTVlMdbcm9X3C2tp099mL+5P7RdbZFTx5YOwXGMiFiqnB0tU6UFoO/chYJT1kcCv/KQswe29Pl56fnLd3rG7cSIe+99x6GDRuGDRs2mH+Xk5PjdqNspaWloXPnzhAEAUFBQQgJCUFWVhY6dqxdffn3339Hv379AABxcXE4cOAALl68iMaNG9c5VnV1Naqrq80/V1VVqd5eb7HtiN7YqjY8CoLB7vP1vre0q461q0BhmQQx/SyaEiHpeVaPpabnmzv4ri4szjqzKWm5mLbM4sZBFM1rljh7nRaPAcC3f57GSAD5udn4jPMSyQ5fi+P1OYY7pOKidHLivrM4qbQdUjrU67Otd4txVA1iYurgSu0QK+Xu4IHSzm1l0XE0Qg2MRqP5hpPIEuO4+7SvklY/SaF0qqPcBLrc+wW5sW59lvVuk4PjmtVJgti2xZQQkbpOlBaDv3IWCe9Sug0RNSXoKuEz9HbFfkPiViJk1qxZmDBhgtXvli1b5laD7CksLERo6JWSsrCwMBQWFpoDr+3joaGhKCoqQuvWresc67XXXsMrr7yiehv1wLYj+vH1LXANgJpqfY4kuQrErjrWlp1fZ3PD7Z7byWOuLizrsgqtKkbWZ12pGEnZbnPjsD3fnAhxdmHQ4jEASM8rwUgA54UQZpXJLl+L4/U5httj8G8EP7HG4eNajhzJWT1Eaom2lA615bboAJCUGC2pykVKh9id6T7uDh4o7dz6BQQpOh81HIzj7tOySlo0+EMwVjt/joLYJGeqoyU51X5K2iY31hkM1sfq1DzU5XuXu06UFoO/cv7NlPk3Q5Oas6ofl9zj1tCCbdAFgDFjxrhzSLuioqJQVlZm/vn8+fOIiopy+HhZWRkiI+0Hg5deegmVlZXm/0pKSuw+zxfZ3qCnF5QDAGqqL7p9bFEUkZKWi0mLdiElLRei6P4Ce6ZEx8KMAkxdmlln9NFeB99SUmIMJvePNics5u3Ir3MMR5L6W89XnNL/yhbDIxOizB1p2wX6AMDPYLCqGLEM4M7C9oj4SPN7sb0waPEYAPRrWVtOX2powqwy2eVrcbw+x3CgbqwVDP5ohGoYjUa7z3cVA9yRPMBmAWsn87yllmhLupbI3Bbd1MGdcV2HKwlsiw6xJVfXHS2udSZJiTGYPbYn7u8bLak82sSvUSAqhEBWg5BDjOPuM8WReff2RvLAWHWnmfg1giA6T4S4ik32KI0p9qr91Gyb3HaZBiAB+Yt4y70XUDPGy/k3c65ZRxyMGu7wcaXHJfdIrgjJyclBy5YtEehgD2x79u/fj6uuukpRwywNHDgQzz//PERRRFVVFcrLyxEfH4+8vDzExMTg2muvxdKlS83t7NKli91pMQDg7+8Pf3+3CmF0q84N+uX3WVPtPPhKocXCPa5GEF1llG3nhtuOAO68r02dNUIsXgybg5n/r6tMrNEoWlWMWAbRpMQYq3mOSYlXbhycLdDq7JxKHwOAG9qHwAhgQHwr/GOQ9Isk1U/1IY7X5xgO1I21b8dVIQ5wOC1Cy5EjUwdMyrGllmhLuZYo3RZdysKpripotFykTumIZPXFSlwU7K8RQw0P47gPMvi5rAhRUt2nNKbIvfW3bBsApKTnOa0KkdMuURTN9y+ma4jUyhbTuaSsE2UiJ8aruWC4oboKxkaOdw4i75Achdq2bYtZs2Zh9OjR6N69u9Pn1tTUYO7cuWjZsqUqgbdJkyaYPn06nn76aVRUVOCTTz7B0aNHMXHiRKSlpSEhIQG33XYbXnzxRZw8eRKffvqp2+f0RbY36Ea/2ovPpapyu8+X8wcuJ0BLPa6rEUQpHXzLEmqjCAyLDzc/1rdvX/OaILbm2ExhmbM9H9NsOtr2FicFagP0/AzLBM2VgJ2cGAsB9m8crBePqrDqoDu7aCh9DAAuVFWiEYCnr+uKLt05JaahYxzXP9vKvpzztZUg5WXn0bRZeJ3na7nWk5xjSy3RlnItcRbXXbXXWXIccJ1g1+MidcaLlbhosD+4Qw0P47h+Oez/NgqCf43zdVA8uS5E8oAYbLMctHOxq4upbSZbc0qQmp6nSgLBtG2u6f5lcn/pO0Dats90DGfrRMmJ8Womxg01VagJlp7gIc+QnAjx9/fHjBkz8Mknn+D111/HgAEDMGDAAERFRSEgIAAlJSXIz8/Hhg0bUFBQgCeffBKDBg1SraHjxo3DuHHjrH6XlpZm/v9PPPGEaufyVXVu0Du2xrnfQlFZesru8+X8gcvpmEqde+hqBFFSJ1xmCbWJ0aYUzrKqw9Xn4ixB46zN3uhgV54/i0YA3tp8AkPLuWtMQ8c4rn+2lX2XLneczpwusJsI0QuplSmSOvsK47qU47tqpx4XqaupOo+LBq4TQrUYx/XLUf/RLywKwTZbvtry5LoQcqr9TG2bnZ5rTp4IUC+BYKoOt6yylttPlbNOlJwYr2a/3f9SBS411rYiRIst7+s7WXVpBoMBjz32GKZNm4Zff/0Vy5cvR35+PsrKytC8eXN07twZ9957L/r3769Ve8kJe0H019nhuHjWfiJE1h+4jI6p1J0GpIwguvqjVlpC3TkqBGm5VxYt6hR1JTi5+lyUjsB6o4O9OXMfboKAhYcuYe5h7hpDjONKeaqDYVvZdzGoNi4WnyoAOjkf/fUmqXFRSmdfaVw3HV8URaRuz0dtXZ9o1bF21U49LlInnj2B8sAo10+kBoNxXJ8cLaYf0LQVmlY7T4R4cidHuecSBAFTE2OxLadU9QSCGlsAy1k4VU6MV7PfHnbhDC42rbuJh5q0nNpZXymaoBcYGIhRo0Zh1KhRareH3GAvsFUGRMB47rTd58v5A5fTMZU6eCclGLn6o1ZaQn2oqMLq58MWPys9pive6GAXn8xBsdAUlwR/3ZR5kz4wjsujpIOhJHliW9k38KpOwBbgbOFxh6+Rex5vjhrJ3TVGbgwWBAGCIGBrTgkMArA1pxQCBFkdfm9vK2/7/TQrO4lLIa281h7SL8bxurwZ3xwtph8c0RrBYhXOnzuLsCZNPdIWtWmVQFC6BbCjNrpaJ0pOjFer315TXYOI6iJURDqfguQuJRUsDb2KpAGtVORdSv6hqfGP82JQFAzlZ+w+plVQkzr3UEowcvlH7UYJtU1rNDimzRm80MFuIxbjlF+krsq8iXyR1O1hLSlJntiLy9tTg1FRfEK182g1aiTlmiXpuuZmDNbjOh9y2H4/35efQmXLbt5uFpFP8OaouKPF9Js2r60EOHUyz2kiRGm/3xM3s1olEEYkRGJBRm2iXwQwPEF5P1XKOlFyj6dGv/3M6eNohGo0baHtv0MlFSwNvYqEiRAPUfIPTY1/nMbwWITlbLT7mFZBTe7cQ2dc/VErKaE2WmzTZWKZrHGnLFtvmhuLUBXUEvf3jdZNmTeRL1JSvqvWLgCFAW1QdfKIaudRktSRQso1S61dYzIyMursCtb38uLYlgvn2SuP1vsImO33GVFdiNPhbV2/kIjcjm/uxAdHi+nHtO+CIgAFWfvQwckUR6X9fk/czMr5XARBMPc312cXAbC/g0vtgV38bKGqqgph//oN1SLgLwDn/3N9nd2TXMV/Je/HXScLjqIxgKg22t5LJCXGQISI1PR887RQV2uu+PrAgbtkb0r/v//9T4t21Hv2/qFp8RpbwW27oVVVLqrd3EJXzp7WUp8rZS9vV3uRj4iPNF/sLAOeM0lLMq22uB0SF15nVwHTZ+7rVRQhZ4+iccsO3IucrDCOy1djkUCVWr6rViwpa5oA/8JDqp1HblLHaDTiwW92I+GNtXjwm90wGo12n2fvBqTOcyRc16TEdcskiO3PSYkxmNw/2jwqO29HvtXaVaabhoUZBZi6NLPOulbeZvl9htWcQ7jxHJpFd/Z2s0hnGMftc3fNCXfig6M+a8vW0Sg1NEHxsb+cvl5pv19K7HWX6XNZsLP2c5myeI/T/rbUz9GU+AauJL4dCXqpNgkCANVi7c+2XMV/ue1Tw4msP1ENA2LjtY3jgiBAQO3U0PTcUkxbttfl+6pP9zxKyE6EPP3003j22Wetfrdv3z6cPm1/HQqqNTw+wrz/ttQ5z2r842yV0AOBuIhj2Qdkv1ZrUoKQq6RKUmIMJvVra77ozduRj5S0XKfn3WhzgTh5/kKdhZScJV98xcULF9C68hh2VLdxmGiiholxXL4RCZFWnWsp5btqxRKhZSc0O5+t2nnkJnWSlmRi3o58ZBdXYt6OfCQtybT7PCk3IFKua1I7so5Ylkdb7h5gosYgg5aSEmPw5dgeGBgbjhvCahc7T+g+wOo5UgYSqH5jHLdPSdLakjvxwVmf9UxwO1w8sd/p65X2+5Ukf0RRxOy0HAz5aBMGf7QJs7flOI0j67Ov7O4CuI7LUj9HJQOazriK/3Lbp4bzOZk4ERCD4OAQzc5hIvd91Zd7HqVkJ0Kee+455OfnY+LEieYqg3bt2mH16tW4//778dFHH6neyHpBwZxnNf5xJlzVBwCQe3C37NdqTY0MtiAIOFRYbvW72t0C7KudFmN9gRhmcaGxLJUzTSWxvKD4Uufz0x9+RyAuYnVpC12OepL3MI4roCCGy6mkcyYsuitaXjqJ8vIyVc4zMiHK3EEUYX/HLku2yeONDjpWUm5ApFzXpHZknXF2Q6H3ETDLUb2AwgM4K4RizQnrmcx6r2oh7TGO22eKb6abdoNBkNVX0yo+VIUnIKDY8RRHQHm/X0nyJzU9D9OW7sXWnFJsy3FdPTAiPtLqslfbb3ccl6V+ju4mvpWe25PXAcPJv3C2WSfNjm9J7vtSq5/iq2QnQgICArBo0SJERETg1ltvRUVFBYKDgzFp0iS8/fbbeOWVV7Rop8/bkF1sFaQ2HnXdqVPjH2dEZHOc8YtCcVaG7NdqTUoGW0ni4VRZlcPnJS3JRFbxlR1iEiKCkTqup/lnV51LX+p85uzfiRoYcMQ/RpejnuQ9jOPyySnfVVtsl34wQMSBPemqHE9uZ3tYfKTNz/Y7VlISLFKva66qKHfe18bpz1MGRGNy/2i0Cw/G5P7RmGKxDpQvjICZRvU6VR/DQf922His1O7jeq1qIe0xjtvn7o21VvGhUdtuaFV+GDXVNQ6fo7TfLze5DVxZu8OSszhi+lyBK0kmZzfZUj9H28Q3AKSk57k10Phg/7YYEheO4EZ+GBIXjgf7111jSc73LOdexN5zI88dhtDa8dowavKF65ueyF4stbS0FIIg4KOPPsJrr72GESNG4Oeff0ZUVBRat26N2267TYt2+jw19slW6nRkbxiOpdX5vbcXjJOyZVZKWi6mLdsLoHYBKFEU6yya1ykqxGqXmuyiSqSm59VZ7EcURfy0/5T17wAYDFfyga4W2XK0R7w7tPoe4qsO45hfG1w0BOpy1JO8h3FcPiWrsaulc7e+2C6E4vjuP9BvyLVuH0/uSvimZPHG7GIMi4+wSh5bkrqotho7x/Tt2xfi5cVR7bZ5ex7m7aitDswursDQ9uGYOrD22iHl/btqo9bXT9O/t6uqs5DRqGudf2/e/PdI+sA4bp+7O4dotcNfXK9rELTtNRz8KwNdew1w/QIZlGzzaoohlpzFEUEQMGd8LwxrHyHpPHIWTLVty9acErv9+L+S4tEtNdvqZ3uSl+7FlpzawYotOSVIXroXcyf0rtM+qd+znMVobZ974ewZjKw+BTGhj8vzqEEPW8D7EtmJkLVr15r//0svvYTWrVtj2LBhWLVqFdq3b4+2bbmyuT1q7pMtl3/8ELROew811TXw8/cz/97bWyaNTIjCgozj5ouVvQx2ynabiozt+XUSIUY7mVl7q4SnpOeisPyS1e9sRzZdJawc7RHvDq2+h3YlO3E8sh93jKE6GMflU9LRVIufvx8KwnvBeHSrx85pyWAw1OlE2iO1A6bWzjGuzmH9c745ESL19c7aqPX1MykxBhfPl6DL/KPI7f33Ov/evPnvkfSBcdwxPSYKe/S7GnuFAOTv/E31RIiSm1/LHUaA2t0TXcUR2Ul0iXEyKTEGs9NzzYOapmk3ts/t2rUrxHe6ujyv1OmcUsnZWcX2uYfS12A4BPQafKNbbSBtyJ4aExISgoceegglJbWZtuTkZLz11lu47rrrsGvXLvj7c0dee5SUraklru81aCKWYf/e7Va/16q0VmoJmaS54hLONzIhqs7vjhRWWJ1XFEW8udZ6bmbzkMZ1RjZdzbM07RFvelyNNUK0+B7OnS1FXPl+xPa9ocHO+yPHGMfl8/Y8WjFuEFoW7XK4Y4svrV9kWnTPFF7tlUG7u4CebYLc9rWuPi9XcVnrqSmCIKBTeSb8YMT9Y8bV+ffm7X+P5H2M447pcXpA44AA5IZ1Q9XhLU6f56lYLggCpg6Mw5bHrsaWx67G1EFxqscRe1XUDtuSWJtYMA8au7Fo6tXtwm1+bmb3eVI/aznrbtg+t9P5DOQGdUBk85aKz0/akR0lN2zYgNOnT2PNmjUYP348AOCOO+5AREQERo8ejQ4dOqjeyPrAm6M3PfoMwR4hEPnbf0X3PoPMv9cqY56SnotpSy2ms0C0OxInJbOclBhjtdVtUmK03ed8mZaDtNyz5t9tySnBg4t3Y+743hAEASnpucgurrR6XYeoEKtpMYDrKhVHe8QDykultfgeMjatRgsY0ePqW9w+FtU/jOO+p22vkWi6611kHfoTHbvUnZri7Qo/EylxUEoZdFJiDDZkF+Gry8+btyMfQ9uFS64K6RwVYnVN6BQVbPW4q8/LVVz2xIhz4d61uBTQHl1b173uETGOO6bX6QGXYgah+cFvYTQa6/Q/TfQSyx2R09eVU0Xtbsy3ZNscR11xORUrgLR7ONvntknNwLnooW6dn7SjKF3cokULc9A1GTp0KFatWoWbb75ZlYbVN94Myo0aN8axiEQI+34G8C/z7+UmZ6QGP3dLki0lJ8ZCgOC0jYIgYNrAOKTlWm/p+NWOAhw+Uw6jUcTu4+fqvC5pgP2kCuD4M3H0uCiKmLJ4D+btyIcAeQFNiyTZqT1rcKlxNLrG2p8/ScQ47jlqrCfRd/D12DMvGPm/L7WbCJFTuqslKR27pMQYpKTnmpPc9trraEcwqZ3iQ0UVVj8ftvnZ1eel9Fpgyd3vPSxvM862GeT6idRgMY5rR4t1gGIH3o4mf32K/Zk70K13ot3n6CWWOyJ1sBO4UkVt3sXHScWDuzHfku1UmI3Z9hc3d7UuoGXbpN7DWT731Il8FFVl43iPf9s/v86/a1e8vdakGlStm+vWrRv++usvNQ/ZoKn5Dyyg5+2I+WMGzp0tRZOmzQBoN9dPzcIuqYstJSXG4I21h+tUfVhWk1iKjwi2u5iqq8/b0WeWmn5lYT5TwJca0NROkhmNRkQc/RXFsdeocjxqWBjH1afGqE9AYCCOtRiGRvtXAfhPncf1MideSsdSEAQkJ8Zia06p0/baXu1Ol12AKIqSroN1p8JYPz48PsL8XdjblcZVXJYSt9353rOP7Ee7qiM41f9VSc8nssQ47j4tRuv7X30D0uY2xYl1SxwmQvQSyx2RM9jprIraHtvIfqSw3Gn1jD2iKMIgWD+/dZNAu8/VeiOLtNULEYNGGDDyDruP6/27dqU+VLTIXiPElSZNmqh9yAZLza1aB9w4Af6owbZflyk+hr0Orj3JA2xGzuxUXgDS58alpOVi6tJMzN9Z+zmkpOXWeY4gCHjhWulloC9cm1An4LnzeZvmvJu42lZMS3/tSUPbi/mIG36vV85Pvo9xXF1qrScR1mcUEs7tRuGZk3Ue08uceKkdy6TEGHw5tgcGxoZjUFwziKJY5xpg+x6yiirsxn9btR1h6/N2ah5i8yTbF7k8rGzufO+7f1mA80IIhlx/l/oNowaBcdw9WqwD5O/vj/w2IxFw6GeHz9FLLHdETqi88l7aYnL/aKzLKnS5dqClM+UXkbQk0+5zHUlNz0NWsXUFYILN1EgTV+sCuuvSnpXIihyMps3C7T6u9+/alfqwjbvqiRBSj5r/wFq1iUF2aHeU7lyp+BhSO7jJA2Mxe2xPTOpX+4ftKDuYkm6T4Ei338G1t3OMo/NO6ud6lfTJ/aPtVoOYzq/k8x4RH2muBDGdw1sBbf9vC1DoF4EBV3OFaiI9kLPQmjMDbxwHEQLS1yyp85iSxTPlLNQm9blSO5aCIECAgK05JUjPLcW0ZXvrJJ+TE2MRHxFk9TtH8d/qOel5DqsBTUy70gBXdqVRmzvfu/9f3+NY62sQEGh/JJOItKVG3LYXNyP7j0ZC+T4U5B21+xp3FkJWuvim0WjEg9/sRsIba/HgN7sdLsoNSB/sBK68l2HtIzBvRz4WZBx3OKAJ1Mb8qJBGVr9bnnnCaXts/XHkTJ3fjXBQiaLlRhZFZ06hQ8l2BPe7x+FzfH3Ra7X6Nt7UcJeU9gFyS6ZcTe2o7nYn2qe/a54eI3fqjdQtgOVsoWj9s/3yOqlhQRAEzJ3QG8PaR+CFnw+isPyi1ePxEUF44boOteuO2KkGsew4y/2Dtjdf3FsBrcnhVTgRe6PVVslE5D1K1wGyF6P/CB8IIX0RMPFxt9slp6zV9FzTGkgbjxZjzvhedeKclG3RTeztKGC7TkjLsACrKY9SSqXXZRXW+Z1tSbYnSpKVfu+5xw6jQ/mfOH7js6q3iYikUWP9Nnsxdvz192D/d3/H/u++wD3/eFPVNiudqpC0JNM8vTu7uPZ/HW2Zbrphl/O52BvQtLf2hyAIuO2qlua2AEDZxRokLcmUtIU7ABwtrrL6OSEi2GEbpwyIxsajxdiYXYxh8RGY4iSpI/eeaevPCxEDAYNurr/V2fVhG3cmQnRM7j8wVwFw6D2P4ETaLKxfmYJRk5+RHTDldHClkFqAJmXnGBNBEDB1UBySEmMwZcke/Lz/DMIC/DH9mninW4OZpraY2jQ4LlzWH7Q3FsO1F5R3pa1D7IVjODfyE4+1g4icUxof7MXomKFT0OaHv+FY9iG0i+/kVrvkLNRmGyPn7cjHsPYRdhdCBaRdt6TsKGAb/02l0s46xbbTYgbHNVO02Km7lH7v6Ss/Q7QhFENuHKN6m4hIGjX6dY6Svdkxt6JZ5iIYja87TOoqWSfQMqYDtVuTS3ndRpup7raLjVpS8rnIGRZMHdcTyzNPoOxijfl3CzMKzI85S4IbjUZknrDeHEGE43Wl5mzPx7wd+TAIQPaOCrvXNHO7ZN4zVW9fiMORQ9ArsrnD5/g607+FpMQYpKbnYfI3u31u0VROjdExuSVTrvbrbtGyDQ61GAFj+lcA5E+9UXsum9TyuuTEWHw5tgcGx9XOJYfoem9xg8GAeRP64PQrNyJrxrWYNrid08/PNLXF1A9Ptvkjdmevb632Cbe3psnhHz9CbkA7JA7navFEvs5eTB9x+/04a2iC7Ss+tvsaOfHGVNZqPofgOLaaYqSJaUFoW3KuW6YdBUzHs3due6XSq/afdthOURSx6aj9dtl9voOUvFZx25Xq6mpE7v0aOfF3Izg4xPULJPDWeyFq6BwlexNueRgxF3Kwc8tvDl+rZN06U0w3MW1N7sowm4q5YSpXyNVNRDse0DQYDLinZ2ur31Ubxdrk+ydbncavpCWZVgkUoO57syR17UPA9T2Wpf1/7kSncxmIvPZhh8+pT9Rc09LTWBFSj0gZXWs+cipaLLkXB/7MwIj4KFmlwWpXPUgtr7OcS24QgG05pea2qEEURYgQMTiuGQABSQPqru/hzsrIWq2qbJvI2vjXUTyWvwq5g1+QtcI2EemTvZgeEBiI/ITRaL5vKWqq/6/OFDg58SYpMQYbjxabt/12VOVh77lqLAgtZUcBe6XSZ8ov1i6ibae0OiU9t87uYfbGI119Tt5aDX/j6sVoWX0Kre96QrVj1oeV/Yl8kaPtY/sOuhZr5rbH2dX/w4Ch9tdzU7K1alJiDGan52Lb5So6U8La5VT1cbVbspumiJh+dkZOxUpyYu35U9Pza5PPlwc0HT3fdP6FGQWotsjsbMkpwZTFe+pMyzQajUhakmmuHDEJbezn9L3I2TVGyj2WSeaKD9DcvxWG3zzW4XPqE1/eBph3S/WIlNG1oTeNwSn/Ftiz7G2vr1YsZ+RQTiZWrtT0PExbuhdpuaXYmlNSm3ixqQaZbbGQqqORUEe0WlXZdpGiXqdWAQBGjn1UleMTkXc5iuk97vgHWlWfxB8/zK/zGjnxRhAEGEXRvFCcs+cLgoA543th9tieeKCf62uGlCoEKTvHALWdYtuqkKe+34fZaTlWzxdFEW+uPVL3PHaqDV2NBGp5zXGm6PfPcbBJX3Tp3le1Y9aHlf2JfNGIhCvVxrXJ49pkr8FgQGWfB9AhfxVOnzpu/7UKFqIUBAFTLycdrpzT9esMBgPmTuiNrBnXYu6E3pIG00wJ1gWXNzyYsniPw2oNywHNtJzaxbGdPd/Unol9626AMG9HPpq8uBrN//0LEl5fi/av/YamL/2CeTvyrZImAHBPz9ZO34ucXWOk3GMBQHl5GeKyVqC4x0T4+6tfb6DHCj9fXjSVFSH1iJTRNX9/f5T2fxgdt83CqRP5Hl/XQik5mVg5HO0WYzsyuM1ijrrckVCtFuWznON+dWwY4uc8jCMxt6NfRJQqxyci73IU07v27I9lEUMR8Os7MN45yaqjJzfeyHm+nKpAKVUIUqv9DAYDOkaFoLC81Py7sos1mLZ0L+ak52Pjo4MhCAIeXLy7TjVIfESw3fa6GgnU6prjzP4/d6JL0SYU3P6Zqsf1xMKwRFSXs7WIrrvvKfyV/n9Y99XrGPdc3XXdlK5j5KkFLKWuG6X0+UBtEvzwmXJsybHe1avsYg3KLtagsOKS3df5GwRM7NvWZWWLnLUPpdxjAcCvC/8P7cQqXD3W/QXN7dFjhZ8vL5rKREg9IvUf4g33P4vM9A+wYf7rGPf8/zRpi9SSOanPc1Re6C4pu8XYLj4lZyFVKdNulLK8KVm18EO0uHQC7SbOVOXYROR9zmJ6zF0vIizlFmxb9xOGXDtK0mvknsMd9iou7HXWTJ1jV4v72S6aarIlpwTBL/wMALhQU/e68MK1CXavKa52QdPqmuPM3oUz0axxNK67K1nV4/pyJ5XIlzlLHjdp2gz5XSchdt88nDv7Opo0bSb5tUrPqSZTgtV8XjifEiH3+UBtEnzTP4ZgyuI9VtMjXZnYt63LXWbk9s+lxNELVVVolvYRDrQfg535wPoNu1RfPFSP01C8sWGEWjg1ph6ROtUkNCwMBd0nI3b/QpSWaFPum5Kei6lLMzH/csmcqerCltQFdkzlheaOqSCo0jE1dcJN7CU5LEu+gLoLqTrjatqNGqqrq+G/7h0caHMLOnTpoeqxich7nMX0gcNvxuGwXjjx/ZuSXyP3HO6QOvfadhFWR4v7JSfGYnJ/+wvsXagR7SZBHFWDALUjgZYl67YjgY5K2rVy+EAmrjr+My6NeEb1cmqtvmOihkSLKQkjJs1AI/ESflv4jgot9KykxBhzTJaybpTc55uYpmU6iv+2EiKCJa1xIrd/LiWO/vL1+wivLsHpfo9Y3wOl2b8HUsKXp6HoERMhDdQ1k16AH2rwa8ormhzftiObmm4/k2tvqy9Hc8kn94+2KqlzNr9QKle7xZjOrXQtFU/Mzf512RdoczEfPSe+qvqxiUi/mtz8PK4q2Yq0Dau93ZQ6pM69TkqMuTwiV8tRnDR1hr8c0wNRIY0ltcFRNYjlSODA2HB8OaaH3e11PbGGlunmatWnz+Okf0vcMFb9XQb0OKecyNdosTNGi5ZtcCRhHFrs+BTnzpa630gPkrtulPXz22Jy/2isyyqUFJMs4/+g2KZoHtIYUSGNEB8ehPbhgUiICEb78EBM7h+NQ9NHSlrjRM6OMVJcvHABoZs/wIHYO7HomPX5U7dLr2ZxxdvrO9Y3nBrTQEU1b4V1vR9G+92foSDvKbSNaa/q8aV2s2xL5UyjgfbmkhtFUfb8QoftM03JySrC5P7RMBpFjEiItBtQ3Cn50npu9oWqKvivfRP7Wt2IcSourkdE+jfi1vH4/pd34PfNszAOvVFXu0VJnXstCAKSE2OxNafUZZwUBAFTB8UhKTEGwz7ZWmfeuEl8RDBeuDbBYcw2jQSazmcvAS4l7svZNcGR1PQ8vLnoR3x7dg1mhj2G3N2nVC8v1uOcciJfo9WUhJFT30DOC8ux+vMXMe6fddcKUSPOyCHnfHL7x5ZrQE1dmgkBwIKM49h4tLjOTjD2Xjt1UJzd3cKUkLNjjBSr5r2F9tWFiHvgVQi/aLcgtS9PQ9Ej/fSayONumfYqyvzC8NMHj6s+UpQ8wGZ0zc6q/UBtZnOQxWigsx1ZbEuo5e7eYiKKIqYs3lO72nVGAebtyMeIhEhNSoadZW6djdJJHcH78cuXEXnxNPpP+z9V201E6lN7ZN5gMCDu/veQUP4X1iz9XKVWqkPOqJXU3WNMTPPGr4wONkJoYz+0Dw/CF/d0x5EXrsHUQXEO47laI4Epablulz+vO3IGz5d9icP+7fBDwDWaVA1y1xiiK5TGYa2mJLRsHY28vo+iw74U5B47XOdxLSpRnJE6td2S3M/U3sKpWr8vW3J2jHHlzKkTaLX1bRzo9AASOnW1U2EobVoPeR4rQhqwkJBQ7Oz2JG7a8xLeS7sR83fWVoU4yjLK2jP8clLB1eJspq2+tkkYDUxKjMHGo8XmBZNqM7jO9yK3JzU9z/oY0G6xIWeZW2ejdFJG8I7nH0Pszg9xpNtUjOtwleptJyJ1aTEy32fgCCxZeRui1ryKilGTEBwcovkIopTjyxm1stw9RkDt7jGbjpU4HSF0Z3RQrZHAlO02U0C358tuT6/Szbj60m5MajoLNYKfJvO9uWsM0RVK47CWiw7fMnUm0h77Coe/eAaxb3xv9Zg7lShKrgX2prZPHeg8rsn9TJUsnKoW02eSVVRhtfagsx1jXH2Ov3/6FNrCHzc+8l8AtWtaCXB9D0Tex0SIjnmiHG53yxsR7T8X/zr/GSY3e9NpIJIT6OR0gqVeXExzBAGYExmm/3VVUmfJNhMtdztctTi7uEm58G389Am08gvFLQ+/4fG2E5F8WpVWD/zb/6HwlR748ZN/Ytxzn2g+FSIlPRfTlu4FUHt8EaLLjrIrSrZWVMrVjjFSuXs1rqgoR59ds5AWfi26DbwJj2jUYeauMURXKI3DWk5JCA4OwYUbZ6LHqr9j6x8/YvA1t5sfcyeRqeRaoCQa2lvvz9k9i+XApikWHyosQ0paruZTfyw/EwAYFBeO5MQYp3ExJS0X05ZZXPNE0Zz0zty5BV2PLcWxa2YhPCIKgLx/K56e+iSFHtukFU6N0TFPlMON7NACM8MeQ/fqQ5hQ+ZPTAKv2wkImcla0t1wrxERqSZ2pdO9IYblVoJ/c3/6WWa5K/dwtc3dWZumqBHPjmm/Ro+B7VN74CsKaNJV1XiLyDq1Kq+Pad0RO4nPo/Ofn2LNzs+ZTIaQuhg1Ij5NqTX2UwtWOMVK5W/7844dPoml1Ca55/DNNd3ThrjFEV5jisLk/K3hme2xXbhz7EPaHD0HZ14+gvLzM/HtPL9gvdWq7JdNnauJo9y8Ty4VTB8WFA6itBJy6NFOVjRCcsb2X6RgV7DIu2qv+A4BLFy8id3YycoI74db7n1bUHk9PffLVNmmFFSE65om9omsD6p34Yel2PFX4FZqGP+HwuWovLKSUbUkd4Dr7bFoXxJR9Bmq3yjVlgW1fZ/t8e5l0ZxliKZyN0jl7rKS4ENWLH8Ffza/BPWMfknw+IlKX3FETLUfm7/jbTKz6cyX8vkzC0AdWyR5BlPNe5HRRpVaP2Bsh1KJSz3LHGEBA0gDHiXBXn4c75c/pG3/BVftTkT3sVfSP7+TmuyIiqWxjjZbVZ3IYDAb0f2IuTr/SCz9+8DjGz0gFoM6C/bZJH2fXKalT2y0lJcZgdnoutuWU1rYZru9ZTO9rfXYRtuWUeKQaEFB2L+PoGd99Oh0JFVlo/NQm+Pn7KWqPJ+716kObtMKKEB3zxF7RpkD07H/+h8LGrbD3o8moqa6x+1w1FxayJae6wnIvcpOtOSV2s8im41798eY664J0jApxmAV2tI6IJUcZYqmkjNKJdm451rw7DY2NFzDs6Xm62iWCqKGRO2qi5ci8v78/Ojw8B20rsxG+/VPZI4hy3oucEUOp1SPm7RHH9sCgOGmLpiph2jEmLbe0dk0SQXB4DXD1eSj9PsvOn8fZr6bicLP+GJX0gtvviYikM1UWmyrCgNrBND1UhcS174jjw/+FrgfnYfumX90+nqm/bOrHSqmgVhLXTOv9AVcq7aTes3iyGhBQdi9jr/pvz87N6LjrI2T3fwbdeicqbo8n7vXqQ5u0wooQHfPkvN7AoGBEPjgbrT6/GSs+fh5jnnynznOkboeohJw556YO88EzZebsM1Ab4DdmF6FFaAAEATh5rgoGwYCs4oo6x3AVpKWsI6JlPYyjeZ1rv5uPHvkrkX/HbLRqw3neRN6kt1GTrj37Y3m/p9Bp53uo6nsDku+9WfJr5bwXOSOGcm4tlCyaKocoiuYdEJy9T1EUMdvieUoX8nNUVfLTuw+h/aVidHrydyazibzAtrLYNJVDD6Peox58Hiv3rESzOZNQ1Hk3Ipu3BKBs3QbLpI/W1yml9yyeWi9EySKpJrbVfxO6R2DD09fhUuhVuPOR/7jVrikDorHxaDE2ZhdjWHwEpkiYiqS1hrSuFBMhOubpvaL7D7ke3+6ejs5pb2LL2uEYct0dVo9r+Ychd5Vqy91mLGUXVyK7uNLl+RytC2JiWU4oOnh+UmIMtlqcX83tsezdlIxoehYhK/6OvW1HYfw9yaqdi4iUUVJ2rLXRf38TK5/djKh5k3C68260aNlG0uuGx0eYbwyMIjAsPtzhc+Vcm5IHxFjFaVfzzbVcNDU1Pc8qZjsa6UpNz7Nqs9JpOvYS2m2O/ogeRxfh2E0fIrF9R9nHJCL3KZnKYcmdxSRdvdZgMGDwP5fi8L/64I83x+Hud/6AwWBQvAi2p3aNsrwuyPl8TIObw9pHICU9D1tzSrAtpxTbckqx8WixKolwe9PjpSySau+9AcDil+5G+wsnEP7UVvj7u3crPWd7PubtyIdBALJ3VOhimpan7z+9iYkQD9HrCry27XrwoVfwbdZmtFo4Bcc770Sb6Hbm58r9w9BqzrmJ7Xa6UjhbF8T22IB10kfN+eGu2F64BrcJwOH/GwUxoBVue2GhauchIuX0ONfcz98Pw19Yhr9m9MKmN+7Bne9KnLtsG4RVqhKXO99cy20VbZMsg+PC7bbHdgcER8+Tcj7LhPa29C14eOfT2Nv+Xoy/7zHlb8SGXvsXRHplOZjmqd1Y5Ly2ddtYHL1/LjrNG40Vn76Ie/7xpuIKRG+M7sv9fLReL8TedHfT9Hi5vk+dhR55K3B89BwkdunpVrsA/VWWNjSsyfQQva7Aa9uuuTsKcN2MJbhoCMD2WaNRVVl3WolUKem5mLo0E/N31h7bVJJsj5JVqi1XnR4c53j00mRy/2hs/scQSXMepcyR1Gq+v2le/KC4ZhgYG44v7umGiJ+fQfjFU+j8zHcIDQtT5TxE5B7bueZa7NCiRPOWrREyZQESSrdj+XvSbrg3HC02bydoEICNR0tUaYvcOGm5BpRtmbTSOfy2O4aZWpDsIGFgOT/a2fNcsTxOSE0Zxu5+BgUhnTB6eqqi9+GIXvsXRHrm6d1YLF9rqiIEHK9PMuTaUTjU92l03P5fbFqzQvG6De70VZXujqh0l0nb9UIAYPqq/Rjy0SbMTsuRfQ0wtf+NtYetfw9llTE7tvyG2PX/wp/dHsH1dz0o+/X2yP1e3d2xkqyxIsRD9Jrxs9+u3mj+yDI0+eh6fP/y3bjn9Z8UrYYsZ7qLklWqgSsBPikxBilpuZcXLK0NCifPVaF1kyDERwRhZIconxklS03Pw7Rle83fy7jiRRh8YjWKJixCQqeu3m4eEVnQ4/QYABgw9EZ8d+g1dF//Ap6b2RRdbn3EaQz0VPm0K9Zl0rnYerlEeltOqeyduUws16ACgIGxzTD18nXDHrVGUE1zv7ccOYmX8t9BkFiFbtO/Q0BgoKLjOaLX/gWRnqmxG4uSeClnfZK7Hp2F5TP2IO7rB5D4xG+YPbanVyo7BNRWdkidqqJ0l0l7ld6F5ZdQWF6KrTmlECDIqko3TYex5Wp6vOUxTNV2A0LOodfKCTgT3h93P/2hpDZIIfd6o6QaiVWDjjER4iFy5l97kqNg3rPfEGyYMA+dF92L5e88jHHTv5R9bLmL5LkzH00QBEwdFKeok6w3lp3auyt/xY1nPsHBwTNx1y3jvd00IrKhdHqMko6J3NcUdrsPv2/PQPKx/+LvC4MAPOiwXZ4on5baftP1YLZNFWHq9nxFMd42KW86viNqzY+esz0fX23Pxazz76Hrhb+w8cb5GBbT3q1j2qOXJBZRQ+FOvExKjDEneQHnyUs/fz/c/vIK/PrPq9H04ztw08xtSB7YW423IInSNZtMO7OYKvCk7jJpmQh/Y+3hOmv+paTnYnZ6LgQAUwbEAKKI1MvXXtufO0aF4CuLhBMAxEcEY8Z1HSQnAkxJh3DjWYwrfR7n/Jrgmn9973RdELnXabnXGyWJb3emctV3TIR4ikbzr+ucRuYfoLNgPvzmsfjxdB66r30GK7+Ixei//UtWW+Qukqek/WrRU7bU1Km95kIaXi77GGtjpuCxh1/2SluIyDmlq/Ir6ZjIfc367CIsCH4ArWvO4P/OzcLsre2QPHCSw/eh9eJocnYHA+ruzHVY4U4C3iocXnfkDP5ZnoKbLmzG35v+Gx0MHTQ5T0Na4Z9ID9yJl4IgIDkxFlslrk8SHByCq2euRsaMRGS+fhNC3tyK8Igod5ovmdI1m9zZZdIyUT11aabVY5aLXW+12SzB1c8AMOO6DrIqSman5yJYrMRnZ19BgHgJiwbMxu2RzZ2+xnJRVi2SDkoS36wadIyJEA8xzb82/SPceLTE5ciWkptzpQsUOXrO7ZOextKifHTb/G985++PO5NecPFOr1Ay3UVuR1ktKWm5mLbM4rwKS7DVkJQYg9I/f8c1G/6Lrc1vxd9fkV+NQ0Se46mOidzXmNr177DHEXX2VTy4+1HsSotDn4EjZL9He0zb0aam50FEbfLb2Rx0ubuD2e7MVVh+CVOXZkoqzzbNo07ZnofT5y9YH9dD2xP2P/Qlbqj8Hs+FPYctjfsgyQO7NRCR/slNXkY1b4WE51ajYNYwbHpxOK5+bT0inNyQq9lO261tpVzf1EjOJiXG1N4Hbb+8yKloxLbcs7KPY2q31OkwJqnpedh17BQ+OvsG2tacwv3N/ot/9XI+Pd3eoqxqJx2UfLasGnSMiRAPUTI1RsmI4bqsQqsFitZnFbn9Bzj2qfew9J1qdFs/A98Zjbhz6ouSXqekcya3o6yWlO0251VYgq2G9asW45oNDyGrxTBMeX05/Pxq12fRU9UKEV3hqY7J8PY215H2zq8jlu2qbvM1Ti6fjNaf3Y4M/IC+A0e6PJ8rqel5VmtvbMspdTrtRG5lhmlnLtsS6Xk78nHwTBmmJsY6jIOmtZYsDXaxXaJaMdZoNGLZ23/HDcc+x+ouzyOq3QTMZqUGEV2mpH+c0Kkrqp/9DXjnBmx5aThy7/ka285AVqxSMm3DNFVFzvXN9v2ZEtNyYqvtlPeUtFxsy810+hpbk/tHQ7x8fZUbz9fvz8FnZ19Fl+os/K3pq2iT0N3le7edSqR0UVZnlOzgadqAQYCApER5CaH6jokQT1EwNUbJiKGfwWD1B2gwqHOjPPbZD7H0XQHdNr6E986cx+524zW5GfdWCbMa70DKBcbVc379NhUtvnsIB9vchLte+RaNGjc2P8Y5fkT6pKRTq2jEzDZQuQhctu0q7/87fplxHdp8Ngo7a75DvyHXSm6vPevt7ATg7Dold7qksxJp0wKqG7ILAQjYdLQYQ+MjcHVsM8zZWYAjheV1judqu0SpMdZZHDcajVj6+oPodmQBsq75L55+8DmH52Nym4jk6Ny1Dwz//B01/70OzReNxfdN/4P5O2t3EpRy/VHSj1Sj4kzpoquWbCtEpgyIBkQRc3YU2P05KTG6NpmuIKYWF53BndseRsvqfCQ1ewMH/OMxW0J8tlw8XUkVihZsN2BQugtafcVEiIcomRqjZMTQaBStFihSc1ulsc98gA9ersbNB95CTm42pu24H4C6N+NK1hVRg20JdlKi/PNKucA4e85PCz5AzK9PY3/c3Rjz72/q7NTDOX5E9YeSzuWGbJvrSHaJrIq5kJBQ3PTGWqx+8QbEfXEbfi/8Atfe8YCS5gOoO38ccH6dUro7mL2dBEy+2nnc/P+ziwvw1Y6COs+R0jZAekWlo6mUly5exLf/uQ9X5a5A3s0fYdS9jzo9H5PbRCRXxy49MWvAF7gv/W9YUPocHm06ExuyoyXFDst+JFC7da8nErBKF1215GhThGmD2zn9Wa4TBbnI+M8NaH6xEDtu/waJl1rjWYnXK3sDHN5OOvDewTmDtxvQUCjZ/1vJHucjEmr34DYIppIs6QsUSbGz81T8K/RxJFV8i/+efxcbDh53/SIZkgfGYvbYnpjUr/Y9e+qPNTnR5ryJ8s8rZV95e8+pqa7BkrceRvtfn8T+TpMx9uXFdrcrVrqHPBHVD2rEgJCQUNw+6w9ktb0JzZc/iBX/e1lxe5ISY/Dl2B4YHBeOwXHh+HJMD6fXKVPyZ969vZ2uJWLvdXPG98LssT0xOE7ejmvNQxrXtm2s87YB0isq7U2lLDpzCj8+OxQd837E6dEpuMVFEgSQds0wlZRPWrQLKWm5qg5uEJFvGtK3H+5t9g6qhAAsLHkWvS7tl/Q60zXExLR1r9ZGxEdaVXyb1s7Qmz3bN+Lgv/sjsPo8Wv/zDzw55hZZ1yul1zgt8d7BOVaEeIiSMmhPlVvLKc8dER+JqTtvQIFfC7x/7k3EbJqKE9evQus26iQsLN+zJ8uGXX3WUtoipYLH9jmDW/tjxfPXoXPhZmSNfAvjp/zTYRu5MwBRw6ZWDAgIDMTY/3yLbz98Fl23voLFp4/g7umpVlPxpBAEAVMHxilax0npFoNJiTFWq/K7Sgu8eWsXyddQqRWVtq1sdv4oMmZMQGRNJfDIalwvcf0VKdcMVo0Qka3a2H8NftifgOt3/BPXrJ2M1QGluHn8Iy5fNzs911x5rcVino7Oq2TRVU/69dtURHz/d5wKugo/938bw842QwdR1EUywx1TBkRj49FibMwuwrD4yNopRGQmiA18eKGqqgpBQUGorKxEYGCgt5vjFSlpueaOllGE00oMy62hEqpz8enZVxAg1KDRxFQMue4Ou68xGo1IWpJp/iNMHdcTBoPrYqTZaTlWC/F9ObaHagunyumE226HJaLuZ2S5ewIgIGlAtN1ssOm8G7KL0TfgNDr+8iiaXTwDPDAfQ64dpcp7I2pIGMNdcxbvVi/+DC1WPYm80C7o89wyxLbr6JEktJzrjqP3syG7GEPbh2PT0WJsOlqCofHhuDq2GeZeni4jd4641DZZXptGXEjHrPPvoTAoBr1f+AnRsfESPwHr9+GojHrSol1YmFFgHtG7v2805t3bW/I5iHxBfYjj3lrzp7q6GsvfeBA9shZib/t7cefzsxEYFOzw+e7EXkB5n15KvPOG6upqrPi/J9Htz0/wS/go/NMvCTWCv92+vi9y9/uu71gRQrLmjwmCAKMowiAAWf6xGBf+Ad6u+hiDvroLS3f/A3c98S78/a3/WSUtyTTP7c4urv3fuRN6u2yXVjvIyN3nW8p2WKbdE1wtRiQIAqYMiEaL/YvR+pd/41RgLFq+sAUJnZxvyUVEpJSzqoKbxz+CzA69EPS/Cch/pT+y7vkU2c2HaV6FsD6ryGo9jg3Z0nc4s63gm2YzZ/xvQ9orapPUipvkxFjUXKjE+W+n49Zz32Fvm1G4/aWvERISKut8Uqo+ue0hkW/wVvWWv78/xv97AX7+ZgjiVz+LtU/tRKcnl6Jjl552n+9uZaHSPr0aO8mo7Vj2Iex5bxw6nv8Lq7s8j2cKrwYut8FT1TJa4xohznGNEJI9f8zy+WcNoRAeWIAjg15Cp8xP8cPTg3H0yAGr52+02Vlgo8R5gVqVKjlKbDhiWuTJsl22n5GUud4AUHTmFJZNvxkJf/wTWZ3uxfXv73GZBOEccSJyh6v41LPfEAx6JxP5rYah5dL7Ubj4GQSJVVYL6qkddwwGwWo9Dj2MDEqd3/3n7m2IW3ALhpf+imM3fYTxb34vOwki1ZQB0ZjcPxrtwoMwuX80y5qJdEpqP1Btpj7iInEwttzxHQTRiNJZg/DjV+/BaDTWeb6761go7dPbMiWOFuwswNSlmZiyeI9H+7erF/8Pp17ti8CLpRAeX4fd7cZbfRZ6nL6jBNcIcY6JEJK9KKvt85MHxeGuR15BzSNrEFJ5GkWv9cG3n/0L1dXVAIBhNgu2DpP4R5g8wLodau0gIyWxYcm0yJPpNfa2w3IVaIxGI9Ysm40/n++O1oU7UXjvEoyfkYoACSWgpovFwozai4UnFrYiovpDSkeoSdNmGPP698i+7l1cU7wK3xY/hkEXdwPQZkG9GqPRHFMF1K7PoXdVlRVY+u7jqH5/BC76hyJyxnbcet8/ND3nnO35mLcjH8dKKjFvRz7mbK+7cw4ReZ+3bjgt+4hPbrmAvIk/Ijv+HrRb+yxWPjUYWYf2qXo+pX16W/Z2kvFE/zY/NxtL/nkjYlc9gmOxt+Lqd/eiV7+rJfX1vU3JwKiSjTcaEk6NIdmLsjp6ft9B16Cq1358/9Fz6LztTfycuRxxU2cjddwgALVZ42HxEUgdZ79cz5blVovD2odDBDDko00QUZskUbois9x9vqVsh+Ws1DDr0D7s/nQarirZgr1tR+GaJ/6HFi3bSG4vy9qIyB1SS6ENBgNun/Q08kbciYw3JyHl7L+wIuA6vB2apHrcGZkQhQUZx82xbUSCujucSSV1Xv/GNd+iaukTiL90Btn9nsQdD78me3FZJRj/iXyDtxa0t40RWwoqMe/f85G+8X6EzH8IpW/0xbcDnsGoaTNViVmmPrzcPr0t2+3XtZ6KUl1djR9mv4bobf9FlF9TnBq7AONvn2h+3JNb3ypdT0bJ9CslG294a70bb+BiqfVggSY92rtrK459ORXtyg9gX8yduPpv78haRM6WabEfS1IW/LG3qJMgCB5ZsOlsaQnWzJ6JhL2f40xAa4SN/9DhgrLOcKEjIscYw7Uxe+sxLPn6c7xY9jkCxIvYFp+Eac+84XQKiJxF9PSwcJ6UhbCPHPoTGSnPovvJX7Avcjj6/f1ztO/QxWNtZPynhoBxXDlnMaKqsgI/fDIdnfZ+hlONW8Nw66u49s5JkhY31Zq9+PvlmB4QBEH1G/DNv32H0mXPI7oyCwe7JuOWR/6LxftrKx3dGVxVmjBQGtc9tXh2Q7ruMBHC4KuZ6upq/LLoY4SsewNNas7hSNck3DjtP2gWLn/kb9KiXVaZYwAYHBeODlHBToPPg9/sNq8HAtRWf0hZ1Mkd5eVl+GXum2i14xP4i5eQ2/sRjHr4NUnTYOzRww0DkV4xhmvDHHf2H0P/I3Nxdf7XOOfXBOUjZ+Dmex+Dn79fnde4E2+9MQJlm2AXADzQr7ZjmZ+bjc0pL6DLseU406gVxNv+gxvumqJpe+xRukMDkS9hHFdOSh/x8IFM7E55Bt1O/4bDoT3R5t63MWDojV5q8RW2bRchYtrSvVYV23PG91J8Ldi55XfkLH4BXUrTcbDpAHRO/gRdew1QPLhqa/a2HExbZrG75ZgemGqzeLc9ShMankpQNKTdypgIYfDVvANaXl6G1SmvIjrjU4iCgNwuEzHs/hlo3Vb6H6+9oAXAKlimjO2B5KV7rTqMHWf9geziSvPz4yOCkTXjWhXeVV3nzpbi98UfInzbRwirOYfDnR/Atcn/QfOWrTU5HxHVjxjuC2WoeTlHsOXLf6Jr3nc40bgtqoY8iuvH/wPBwSHm5yS8sVZxvNVyu3RHJi3ahQU7C6wW5v5gRBO03DMHHQ9/jfN+TXB26DO4eeJTaBwQoGlbHGlII3PUcNWHOK4WLa8H2zf9iuPfPIeO5/fgQLOBiLr1WQy94W5zpbS3r0H2YrKSmLd906/IWfE6uhauR1ZIN4Tf/RqGXj/a6jy2g6uT+sm/2R/80SZsyym98nNcOLY8drXT10ipRHT2Wk8MjDak6w7XCCHNt/wKCQnFPY//F2dOPYV1899E9F9f4eSMVGyIvQO9xs9Al+59XR4jKTEGIkSkpl/e7UU0Ii33rNUiS4fPlGNLTgmAK1t6DYuPNP//2p/VX7zqWPYhpH0zC3GHliJWvIjD7e5CQvIb6OvGVCAiaji8te2iHDFxHTD+tW+xb892lCx+DV3WvYSMjW/hZM8kjJz4LKKat3Ir3mq1XbozlutF9bx0AA9X/4ghyzbirF8zHEt8FjdPmWGV6PEGrhFC1LBoeT0YMPQGGIdkYP2qxTD88g6ivh6L1Ss6Yn+XJEzP+3/27js8qir9A/j3TgIkhJaCtCSQAIKUgAgBVIpi76KIooIm+NO1u7prXRVXUde1t1VJkEUWBVRc21pAmoSEpqB0ElLoaUBIAiRzf3/EGWYmU24vM9/P8+yzhszce2Yy855z3/uec/rC6YhWfE4tEjiB1g3JykwJeezjx45h8cJcnFj6Nnoe/R2xsadi7/h/45LLJuHDNbvx/tz17uf6ngdQtritkhSEa+dKqesUep1PwXofSpi13o0ZmAixOCPuFBo10OrYqQuuffB1vLfsT9j1wwcYt+djOF86A1+0yYBj6I0YffVtaN8h3u9zBUHA1OHd3QPjnPwSrCrxLmnesPew13OWF1Zi+yNj3f+tZlEnX7W1R7Hi249xaOVH6FO+DF2iOqBs8G0YfcNDGCJjIVQiIqNisBb9Sb9Bw9Bv0BcoLd6BLXOmI+2Xd1G2/nUs7nQOJo+aAnFIH6zYdVh2vDWjNPXSFAEvJ65A98LPcdrxbSiKPRVlF7yKcdf8n+KpjFpzDdi59SGROYyu2HPtpuK5fbmW53Q4HDjnshuAy27AulU/oeaz53HB+seRKbTF1zFj8HnMeZi+KBYAZJ3XlcAR0JTAWV5UKXtaS1ZmCpYXVXolCkanJzRLDs0oKMHUzFRkZaZg82/r8OO8tzGg7EskOyuwtv3ZSJzyJS4aczE+XLMbo97JQ15xtbtdrvN43lzNGqZsh5iszBTkeVSEZGWG3t3St78XRWtsH+/JqISLFTARYnFG3ClUOtBS0jnkFJTgT1/uBHAuXuowBi/23oPuOz9D7yWPY8fSJ7Gz8zh0GDYew8eND5gUAfwHy4wu7dwVIUDT3UiHw6HZmiDHjx1DwdJvsHvZbPQo+x5dxVrUtjvdcgNnIrIXoy52texPUrr3wsTHclFd9RKWLZyBmDVz0HnBTciOSsQlPa9AaqfxaGzoB4fEXQqyh6V4lRhrtV26J1EU8e5PG7BjxecYcuA7DDyyGmOFaOzoNBaHLnoZF4+5RPX6G1L7RamPi6Q7c0RWpCZuKhkn+1YruLYv1+OidMiIczBkxDl4879Lsfnb93Fl/SJMrvsvNh1JxzdlY3CkdALuHX+hpLjobzvcUWkJstotCAJmThyEUWkJXjFvyse/uPtHACgu3Iblmz9EUs4y9D62HRmOBHzVagw+ib0EZVGdMSMuA5vX7PaaUi/C+0aD581VpbIzUyFAkBWf7ZDctsN0Xa3YZo2QJ554ArGxsSgqKsIzzzyDrl2b33WfNWsW/vKXv2DDhg3o3LmzpONafV6iEQvWKJ1zpmQO2ZlvrvDKnrrm05Uf3IcVn7+PqF/mIe3oJjQgCoUdzoBw2kXoM/JS9Ok/pNnifL7tvmVotz/WCDlZ/aF2UFu4YzM2Lv0cJzZ9j+4VBYgT67ArphfqBlyDYZdnI7VHb7/Pi6QgQiRFpMZwKYya96t3f7J103r8+uV7SNz+Jbqc2IPDjjYoOeVstB18GQaceSFSuvcK+Fzf9+DWYcmYubpMdQxtbGjEr2uXY+fKL9Cw+Uf0P7YJAJDXYjBq+l2D27LvRLv2HYIeQ048l9ovRtIcbAofkRjHPeMm0DRu/fnuM3UbJ4uiiLPe+tk9VpYbq5WMP13Pmf7DFiQcWIur6hfh3OP5aC/WYG+LrihPPRedh12OQSPGBdzwINji02q9t2wL/r1gHs4+vg5nH1+Hno2lqBFisardGGztdgn+dSAVTuHkNcLkM5IhQvT6u7mYHWvtsAFCJPVPtqgIWbx4Mfbv348PPvgAS5cuxaOPPopZs2Z5PaawsBB9+/ZF69atTWqlPozIHCotgVJSzh0o65bUsTOu+r8nATyJfXtKsebH+Wjc+A16rPoHkDcNq4U22NN+ABpThiGp70iknDoQPdL7Nmu30uqPxsZGvPvDWvy8cgmSa7ZgQMMO9Di6BR0bDiJZaIVd8UNRNuKv6Df6SlzS7/SQx7PDnH8io0RyDJfCqDJUvfuTPv1OR59+/4LT+Q62bfoFu3+aj5Zbv0O3/92LI/9zYkl0RxxIHIzoHsPRuW8m0voMQqcuyXA4HM3eA9dATE6ZdUNDA4oLt2HHrytwaMdqtNizHl2PbEFb8Sg6O+KxosXpmNP2QqxseTqqHe1xc5fkkEkQV1tcOwPMXrsboigG3BlAar/ItT/IbiI1jqup0FDyPRcEAdmZqcgrrlYUq5WMP13xFwCmzj+Oda0G4ilnI/4x8AiS9y5F+6If0XHnRyj7WEBeTBoOn3I64nqfia59hqBnn0Fo3yE+4LQWuWprj2LH5l9RvPFn1BatQdyBDRheuwOj0ICd0alY0XIIXmg5FWtaDMA71w3FEABOn80UXOf17O9Gdo9HdmaK6VV1dph2Ekn9ky0SIYsWLcLQoUMBAJmZmZg0aVKzx6SnpyM9PfTilA0NDWhoaHD/XF9fr11DdWDlstjR6QnuIOsUgVHpgaeyuEgpf+7cNQWXTf4zgD/j+LFj+G39Suz9ZSkailYhafN8dNr4Jo4D+A3R2N+qG4607YHGNp3haJOE6HYdEdO+I2LbJsARFQXBEQWHIwqCIOBY3VHUH6nEsZoqNBytRuORg4iqLkZcTRmSju3BuWIdzgWw15GE36J745eUCTjjzPMwdNSFOCNWXqceSUGEKJRIjuFWYlR/4nA40HfAkD8Wwn4eh6qrsKHgJxz8bTmiSgrQdfVraJdfgyoAJUIcDsamoLZdd4htToGjTRJatu+IjXtEnHW8AY1wQISATSs34pWjv2BQooBjNdU4XlOFhqNVcB7aixaHStC2djdOOb4PLdCArnBAbJWKQ0kDsXfgFYg5/Ry8vy0Wc9bv80rGSx2k56z2Wch1dVnARIjUZJNWSSlWH5JRIjWOZ2WmYEZBiXvs6lrAU8qYTun3XE2sVjP+9HdeQbgJAFBWUohNBYtxeMvPiN27Ft0W/RetFp3AbgC/RiWgsnV3XNwuBUNbtsV+sR06JHZC932VWPptDASHA46oaDgEBxobG1B3pArHjlTixNFqNBytglhdhpjDJehQtweJDeWIhohuaImyuFNxtMsZ2J12OwacfSku69ELBwpKsa+wElke70uw9T6sXHlhVXaYvqMVWyRCysvL0a9fPwBAbGwsqqurFR/r2WefxbRp0zRqmf6UZA4NGxj5lndImGSVPTwVgiB9Pl3LVq3ccxhdKg7uR+HWDThQ9DuO7tkCoXwnYiq2IGZvNdqeqEY752E4AjSmEQ7UOOJQG9UGdS3ao7ZtCo6knYMlR+Ox7FA7bI/ujgpHU0Jncp9k3HfB4NAvyo9ICiJEoURyDNeT3Fiv9E6U2j6lfYd4jLpgPHDBeACA0+nE7tJCFG/diIqSTajfuxVRVbvQau86tD5ehTYNh/B/4lH8n++BljX933FEo8bRBnXRbVDbKhH17VJRnZqJE517ISm1D/pmDMeAdu2RW1CKrwsrMMaZiDG9RHy0fp+ylfolvk5RFCFCxMjuHQAIQRfg0yopxepDMkqkxnFBEDA1MxWrPCo0tpXXICe/JGQsVPo9V1M1oGb8Gey8yanpSE5NBzAVQNO6eUU7N2H3jt9QVbIJDfu3o8XhMqQd24L+J6rRfu8hxGw8FvBctUIMjjraoD46Dkdju6A+sQ/Kky7CsS690DmtHwYOHIohftaY8te+QOt9WL3ywqqsfBNea5ZZI6SxsRFjxoxp9u8ZGRmIj49Hamoqbr/9dtTV1aFXr17YvXu3n6MAPXr0wKpVqwLOS/SXhY6Pj7fkvESljJrbZcT6JUo0NDSg5sghOJ1ONDY0wOlshNPpRFybdmjTtp3fdUN85zYC6t43O8wBJNISY7jxjIr1Ss+jJoFSX1eHP31cgM827oUAJxwQ8cz5vREd1w7//rUcIpoqDF3Jdd/z3vrJr14l2h9cO7BZEl5qW2bkF+O2+RvdP38wYaDfQbcZ86qt2g+TPTGO++eKZTkFpcgrrnLHFSuunWCl8WfNkSM4ceIYGhsb4HQ64WxshCMqCh06JKJlq1amtEkuVt2FN8tUhERFRWHFihV+f7d48WLMnTsXt99+OwoKCnDeeecBAGpra1FbW4ukpCTJ54mOjkZ0tGVeti4Urd2hYmVrq1U9REdHB1zMKRCtttJy0XMOIIMyWRFjuPGMmoLneR5A+naOarZTjImNRe4to3G2x4BehOiVkHBPsxSazuVKjkBo2rEAaLpYEQAsL6rCrBsGK3p/pO4MYMaUSKv2w2RPjOP+ucZ0SwsrkF9SZelpz1Zag6JN27YA2kIUReQUlHjE6RN+k9hWJGeNKLIfW0Shc889F4sWLcK0adNQXFyM559/HgCwYMECrF+/Hq+++ipOnDiBF198EYcOHcJrr72GO+64Az169DC34SYZneazdkda6LU7lJTXalE6ZZWLekEQQm6lZZW2shSa7IYxXB+ui2ABTbFeEJrilNZxSeligWq3U/Qd0E+eu77ZY3JXlyHPY9v0VcXVGNm9g9d5lS7aF6gdgZiRlIikEmYyF+M4E49K5RaUNktiey7QamVy1ojSmlWuO8KZZabGmMXKW3YpJbWM15NZ5bVK2moWq2wnxVJoopOsHMP1HsT4mwKix7QVURRx5ls/ey0WKGVbRK23U/Q3hXFk9w5eW7I3/Vu8V/n6lKHJkitR1LBSSTqRnVg5jnuy43fcChfTk+eu90qmA01b3Nph7Hrmmyu8+piR3eOx8p6zDDm3Va47wpktKkJInmWFlV7lucsLq0ImF8zKcucW+GRaC8osmwixyk4wvCNBZA9KqrfkDFoFQYBTFBXFJTlt87dYoJS4o9V2ip7H853CCAHNEiFZw5KRnZli+MWKGSXpVrjIIYoUVpp2IpUWVcRq44xvVSFgn7FrVmaKVx+Tldl8t0u9WOW6I5wxERKGlFwom1Vea2Q5ktJA7nrejvKjTeXnMDcBwVJoIntQMoiRO2hVmhiV2zYlcUcQBMycOAij0hI0iVf+pjC6ilo9kyOuueeRMGDkVEkiCkaLi2m1cUbrdfiMJHWNKD3wxqf+mAixOCUX70oHrGZkubOHpZxc8A5/3OHTgW8JuZxA7tkBAMCI7vHIzkwxPIj7fhY+vF7/Um8iUk7JGh5GJCg82yZ1gKW0j9C7b5GyvlM44x1DIgpGi4tpzzgjAJi+aDsASL6haOc4bda28wBvfBqBiRADKflSKMnC2ql0z3XnTu8veW5BabNdBKQOGH0Hmr2T4kx5b3nnj8hefKeGSFks1KgEBQdY4YF3DIkoGC1ivWdSXwRQVFnnXq9Jq3Go0+lE1rwNWF5YgVHpici9LgMOh0OTY5tBizG7na7n7IqJEAMp+VLY5W6P0synvy+5HnOefXcvkDNX3SoDTbt8FoioiZI1PIxKUHCA1Zwd19tgQovInoyKN1rEeldcmb5oO4oq6yBC+3Fo1rwN7huWhZVN///h9YM1OXYgeiZfImnMbse+04WJEAMp+VIYfRGu9MOsZbVCTkGJeyeZ2Wt3Q4SoupzON5s9Zaj0+YmhBppaBAApx7BKQoaIpJM7PSYSEhRWvfOXk1+C2xZ49D2iaNg2iUpFwueFKBzZqcrXc80lz11MtByHLi+s8Pm5UrNjB6JH8sVq6woawU6fZV9MhBhodHqC+wPiFIFR6fEhn2P03R6lH2bPJA8A5BSUKs4IKt1JJlgywd/7KLVtoQaaod4zKUkOKe877/wR2Y+S6THhzow7f1LkrPbpe1aXWT4RQkT2ZMeKAT3HoaPSE939QdPPzRMHWlce6JF8scq6gkay42fZhYkQI/lukSJhyxSj7/Yo/TD7bo2VV1yF3IJSRe0O9LaIooicghLkFpRCRNNCq641RkIthqrn+xjqPZOS5JDyvvPOH5H9qNniNlyZcedPCj0Lee1cOkxE2lNb5as2pih5vp7j0NzrMgA09Qej0hPcP3s95o/xtGucv7yoEjMnNt84INj1gicpyRe5rLKuoJHsXLHORIiBlhVWuqdmCACWF1Va7m6T0g9zVmYKZhSUuHeAkbMYqa9AO8nkFpS6p8wAwKriandQVrMYqlqh3jMpSY5gx+AAmsjerDxIUBNflD5Xj8GnFrIyU5Dn2fdkareLmZ1Lh4lIe2qrK9TGFKvFJIfDEbIy0He9v0AVlsGuF7weJyH5IpdZ/b2Z1wp2rlhnIsRADofgtVinFS9mlX6YBUHA1MxUrCquVv3lD7STzFKfu4iudmYPT1W1GKpaod4zKUEx2DGs1lkRkTxWHiSoiS9Kn6vH4FML2ZmpEKDPLmZ2Lh0mIu2pra5wjXuVTkm3Y0zyrT4PdNMz2PWCJynJF7mU9vdqExlWuFYQpUx1sBgmQgzU6HR6VYQ4ndb7wKgJzFoN9gO1wTcAAieTCmoWQ1Ur2HsmiiJEUcSI7h0gQEBWpv92BTuGHTsrIjrJytPa1MQXpc/VY/CpBT3/TlauCiIi+1E7JV2PmKR3VYLvmluBbnoGu17Qm9J+RG0iw8xrBSskYZRiIsRAY3sm4aN1e9wf1DE9E81ukqb0HuxnZaZAhIjcgqaS6qxhJ5MKahZD1VNuQSluW7DR/TfPVtAuDqCJSC9q4ovcHXFCscs0QCXttHJVEBHZT1ZmCnIKStzT+eRe/OoRk/S+IBYEATMnDsKotISg7Q52vWBVahIZoijCIQiKd6lR2/fa+YYtEyEG4kBIHUEQMHV4d787yFj1jqsWwYGfGyLSi5r4ovWOOFIXwlNKq217lQz2rdpHEZE9CYKA7MxU5Cmckq5HTPIc8woApi/aDgCaJrWltDvY9YJVqbkp4VonUWlVvNoElp1v2DIRYiAOhKxH7zuQWgQHfm6ISC9q4ovWO+JIXQhPKa227bXz3S8iCh9a3yhTOyb2naZeVFmHqfM3ALDPVAmzqPlb+vZJoihvHUq1fZqdb9gyEUJ+2aVEWS29y/jsHByIiELR8k6Q1IXwlNJi2161JchERFrR+kaZ2jGxa4w7fdF2FFXWQQSTxVKp+Vuq7YeVPt/3WvHD67Wr4DQKEyHklxYJAisnU1xtm75ou3swq0ewZjUHEYUzLZO9oRbCU9unaLFtr9oSZCNZuQ8mosDM+u6qrQzw3KLWdQ0RTsliK8ZUqZsyBKO0H7fzIqkuTISEOaVfWi1Kf/We762GZ9vcu/iEUbAmovBgxYGXJy2TvaEWwsspKMFt8zcCaOpTRIhec8BDrQGixba9akuQjRQOg1SiSGTWd1erCr9wrYa2YkzVYlMGpf14OEwTZSLEJpQOhpV+abUIhnrP91bDd0GntITWeGxcr7AJ1kQUHpTGcKV9htmJl2ADstyCUp+fy7wSIaHWANFi2147LQoXDoNUokhk1ndXqwRGuFVDG1VFroSZcd5O/WEgTITYhNLBsNIviBbBUO/53mr4fnkfG9crYLvMvjAgosilNIYr7TOseMfLRQzxey3WAAlFjzudevUx4TBIJYpEvluTby+vQU5+ie7jT6MTGHYZX1u5itzMOB8OlT9MhNiE0sHw6LQE92DWKQKj0uIlnU+LYBhqvreZ5Hx5rXxhQEThTekgR2mfYeUqguxhKVhVXO3+OWtYstfvtVgDJBSpfaOcAb5efUw4DFKJIpHru5pTUIq84irkl1Qj74/YZ5V4rAXf2DejoARTM1MtlxCxchW5mXE+HCp/mAixCcUZP984YmBcCTXf20xyvrxWvjAgovCmdJDje0dREJouzkMNLrW6u6THnb7s4akQBCHge6HFGiBakZPc0KuPCYdBKlG4kBMTXd/dpYUVyC+pCtvxp2fsA4BVxdXuZLeVXqecKvJg9OgXGefVYSLEJpQOhpcVVnoNsJYXVnnNqQ5F7Zc2HL6gLC8mIrMojaG+FXlS12jS6u6SHlUOod4LLdYA0Yqc5IYefYxdSs6JIoWSmGil8aceMcV3Cj1gzYSPlftFUoeJEJtQOhhWG0T1+tLaaZDG8mIishtBEOAURdmVBlolr31Liacv2g4Alo71WpLa98rZ+tAK022ISBklMdFK4089YorvFCCj1t6Qew2iR79oxYRPJGIiJMypDaJ6fWn1mhfIsjMioiZm3k30nJojAiiqrMPU+RsARMYFudS+V87Wh1aYbkNEyiiJiVYaf+oRU1yvLyszBbkFpZKuVTzH+aPTEwARWFZUKWnM73puTkEJ8oqrIcCe2xOTdpgICXNqg6heX1qt5wWaHdyIiKzGzLuJrnNNX7QdRZV1EBFZF+RS+145FxdmT7chIuXsHhP1jClyrlX8JYSlVqm4nuti9N/AShU+1ISJEApKry+t1vMCzQ5uRERWo8XdRKVVdq5zA3APWq1+QW7GlE05FxdyHssBN5G1BIqJ2wzaGteTklhnlZjieyMVkF6lEui5RvVLVqrwoSZMhFBQen1ppcwLdAfqnRVwOAQ0Op0Y2zPJb8A2O7gFY6f1UIiIPKmdF26VwbMURq+rIWd9EEDee8kBN5E1Ndsa14SdUpTEumAxxchxrm9CGIDkRLvvc0d2j0d2Zoql+yXSFxMhZAop8wJdgdo1n1IA8NG6PQCaB2y1wU3PIM5F64jIrtTOC7fDBbkr/k9ftN2dlDeiolDO+iCAtPeSiXcia7PC1rjNF27dAUD5YtZGjnM9E8Kj0uMBEVheVCUp0e4vmcz4GNmYCLEZswc5Wp8/2MDOt8oj2HQXtcFNzyDOReuISEtm3n2zQpWd1vwl3Y14rXr0DUy8E9mDtRazrlW1mLWR41x/1w1TR3RX/FytmX2dRvIwEWIzZg9yjDy/b6AONjhVG9z0DOKRcCFBRMYx6+6b1lNbrDJg9L07mpbQGo+N66V7ubQefQMT70T2oEVsVRpDTy7cugNFlbWq19XjOPcks6/T/LFKX2tFTITYjNmDHCPPf7KTqIAgCHA6RYzpmajL4FTPIG6nOfJEZH1m333TilUGjL7x/7FxvWy7gwAvSIjsQYvYqjSGar2YNce5J5l9neaPVfpaK2IixGbMHuQYeX4j55ZrHcT9ZV8ZdIhIC57Vck4REISmmGO3OzzN56lvB6B8nrpSZg3i9ejjeEFCFDnUXnRrFS/ssBaUUcy+TvPHiskZqxBEURRDPyx81dfXIzY2FnV1dYiJiTG7OSG5LrDNWujH7PPbRU5+iVeWfcaEDAYdIh3YLYZrQRRF3PrJr5i1psw9ddCOMcYVJz2nP9rptbDcmEgbkRjHtWCnsWakxEsrXifZ6XNiNFaE2IzZWVezz28XzL4SkV4EQYBTFE2LMVoNaE/OU9+Ooso61fPU9WyrPyw3JiIz2akCLFLipRWvk+z0OTEaEyGkSqRkeOWyYmkcEVmX3FhqZozRakCr9Tx1T673M6egBHnF1RDAHcGIKLxY8aI7ELvHSzte7/i2+cPrB1m+zUZjIoRUiZQMr1zMvhKRHHJjqZkxRusBrZTX4h7Q7ayAwyGg0enE2J5JAQejrvfT/XxwRzAiIrPYPV7a8XrHjm02GhMhJjE7s6jV+e2Q4TXjvbZTlp6IzCc3lpoZY7Qe0Ep5La4Bned6Ih+t2wPA/8DO8/104Y5gRETmkJXwtmDVhR2ud3zZsc1GYyLEJGZn6bQ6vx0yvGa/10REodghlrqYkQDwTWyEqvDwfT9Hdo9HdmaKpm1lwpuISBo5CW8rjtft1Ee72LHNRmMixCRmZ+mWFla4t14EgJyCUkWZVzvcEVPyXls5K01E4ScrMwUiROQWlEGECFEULbslrhkJAM8tg10VIcEGdv76Jiu+l0RE1MSsayMpY347XO/4smObjcZEiEk8B3VOERAEGDrodZ3fJa+4CrkFpbIDjr8BsdWSCEoyolbOShNR+BEEAQIE5BVXwSEAq4qrvRYT1YtW8VrvuH9yQFfRtGuOU8SYnokBB3as1iAiamK1cXkgUsfrUl6PnNcsZcyvV5+i59+G/WBoTISYJCszBcuLKjFrTRkEALPWlGFUWoJhH9aszBT3avqAtplXM5IIwQKJkoyo2RU7RBR5zIg7WsVrveM+B3RERMrY5eae1PG6lNcj5zWbOea3y98mXDnMbkCkEgQBTlGEQ/Ce62zk+bMzm75oWs8d8xdQ9OYKJHPW7cbU+RuQW1Dq/p1rAD3rhsHIHp4aNNMqiiJy8kuwvfyou/2cV0dERhiTnthUIQjvSkE9ecZrAcD0RTuQk18i+7xmxH0juPqEyXPXK3pfiIjMZpf4LHW8LuX1yHnNrr7XqDG/V79SUGKLv024YiLERFoMetUM0rIyUzBjQgZuGpKMGRMyNJs7Fiig6Dmg1CrIuxIq+X9UygxPjdf0vSEiCiQrMwVThia718CYtabMK6mrB89+SARQVFnbLJks5zjhljwOlmQnIrID3/gsCNBsLG5GslhKfyOnT9LreigQz34lr7g6LPtOu+DUGBNpMT1GTUmVXqXGgUrblLZVyvw5rVZG9k2o9E6KY4kaERnCs1LQqBJdV3yevmgHiiprQ+7GEuo44bYom9El03aZy09E9uEZnwWh6XpDq6kYZkztkNLfyOmTjJ566VuJOaJ7PHonxYVV32kXTISYSItBrxXXsggUUIK1NdjgT0qQ1WoQzq2miMhMamKQkotozwVZXXFWSewL1zU8jO4TOF+ciLTmGZ8nz12v6XWD70V9jgGJXCn9jZX7JN9+JTszxZLtjARMhJhM7SDLThfuwdoabPAnJdmjVcAL17uaRGQPamKQmotoxj7/jH5frHhzg4jCh9bXDb7HyyuuQn5JFRO5QbC/tQ4mQkym9stgpy9TsLYGG/wZmeyxcgaZiMKfmhik5iJaz9hn5+keRvcJdrq5QUT2o/V1g+fxtpfXIL+kmoncEHitYR2CGOFLoNfX1yM2NhZ1dXWIiYkxuzkRKye/xKsse8aEjGbTZjyDtl0G0USkL8bwk4LFUbbLHtjfUSRiHA8PjPVkN0yEMPhaAgd/RKQEY/hJVo2jk+eux5x1u913CW8akoxZNww2u1kA7F2tQhQuGMfDg1X7IKJAmAhh8CUJOFgmsibGcOuz8l1CK7SN/QtFOsZxImnYX2iLa4QQScCV/ImIlAk2J93sQZ0VFidl/0JERFKwv9CWw+wGENmBv8EyERGF5loYbtYNg5E9PNUr0eEa1M1ZtxtT529AbkGpoW0bk57ojutmLU7K/oWItCSKInLySzB57nrk5JdAafG/Vsch7bC/0BYrQigks+/YWQFX8ici0p7eFRmh+i8r7LzG/oWItKRV1QCrD6yH/YW2mAgJM3okLVyBUEBTIFxeVImZEwdFVDLECoNlIqJwE2pQp7ZPCzWQV7uNoRZ9LvsXItKSVglmK0wdBMy7IWvFG8HsL7TFREiY0SN7u7SwAgIAV0HcrDVlGJWWEFFZYe75TUSkvVCDumB9mpRBqt4DeS36XPYvRKQl3wSzIDTt3iX3Yt4q1Qe+cXZ5USWcoqhLcsKzX3EIAmatKbNURQz7C20xERJmXEkL5x9Zi5yCUtVBwhUIXQSYlxUmIqLwEWpQFyyRISUJofdA3ip3TImIXDwTzIIAxRfzVqk+8IyzApS/Hik8+xXX+RjfwxcXSw0zY9IT4bmUUV5xlerF57IyUzBlaDIAuCtDOCeNiMg+7LroXbDFTKUsGpeVmYIZEzJw05BkzJiQodlA3vV+bi8/avpiq0REnjwXqHaKoleczCkoldwPBFvo2kie/YCI5skJLfkmXUSEV3y361hAL7apCHniiScQGxuLoqIiPPPMM+jatavX72fOnIn169ejW7du2LBhA958800kJNj/AytXVmYKcgpKkFdcDUCbDKYgCJg5cRBGpSWYnhX2Zfb8PbPPT2QXjOHmsuuid8HuSEqp9tCrjNhz7SwAGJ4aj+zMFMv0jUR6YBy3H984mVdchfySKtv2A54VLnokJ3zfrylDkyH+cZ5wiO92HQvoxRaJkMWLF2P//v344IMPsHTpUjz66KOYNWuW12MOHDiAV155BdHR0XjppZfwxhtv4OmnnzanwSYSBAHZmanIK67WNEhYaU6alebvMaAQhcYYbj6tp3AYlQQO1veYWbbt+372Topj7KewxjhuT55xclt5DfKLq2031cOzHxBFUdcbs/76lXC6wcnpnN5skQhZtGgRhg4dCgDIzMzEpEmTmj3m4Ycfdv+30+lEXFyc32M1NDSgoaHB/XN9fb3GrTWfVeb06cVK8/cYUIhCYww3n+sulytebi+vQU5+ieJBnhWSwGYm6K2yiCCRURjH7ckzTubkl2CVxjdKjaZ33LfSjV89sO/yZotESHl5Ofr16wcAiI2NRXV1dcDH1tbW4qeffsK8efP8/v7ZZ5/FtGnT9GimZYT7l9hK8/cYUIhCYww3nyshnlNQ+kdpdLV7CqXabRUFANMX7XCfJ5zungUS7jcciHwxjtufUXGL08alMep98jzP6PQEfHDtQCwvqmLfBUAQLbJKSmNjI8aMGdPs3zMyMhAfH4/U1FTcfvvtqKurQ69evbB79+5mjz1x4gTuuusu/PWvf0WvXr38nsdfFjo+Ph51dXWIiYnR7gWRm+sLuGRnOaIcDjidIsb0VP6Fz8kv8aoI8Z2/p3ew9Q0oEOEVUBjsKRIxhtvD5LnrMWfdbncV201DkjHrhsGyj+OKw65ktOv/Z0zICNskPFG4YxwnLfiO09kv+GfU+8S/R2CWqQiJiorCihUr/P5u8eLFmDt3Lm6//XYUFBTgvPPOA9CUca6trUVSUhIaGhpw33334c9//jN69eqFhQsX4qqrrmp2rOjoaERHW+ZlRwTPReVcA+bZ65SXUps9f8+3JHzGhAxFFxJE4YQx3B60qmJzxeHpi3agqLLWXZnH6YFE9sU4TlrwrRjMYXWIX0ZNr+c0/sBsEYXOPfdcLFq0CNOmTUNxcTGef/55AMCCBQuwfv16vPrqq3jooYfw/fffY9OmTQCArl27+g2+ZDzPLyAA1QNmtVN/1JaiMaAQycMYbh1alUa74jAArztNnB5IFJ4Yx0mqcNipRg++1x+j0xMMmV7PafyBWWZqjFnq6+sRGxsbMeV4Zszbs1oJtdoSMZaYEVlHpMVwq3H1KeG6wj4R6Y9xPLx49gvby2uQX1KtejpmOPC9fvjg2oEQBEHz/tP3Wu/WYcmYubqM/bQftqgIIe2YsdK/647j0p0VcDgEiKKI0X8kYcwgt6LDX0ABuEgeEVG4L85NRETy+O5Uk2fznWq04nv9sbyoCrNuGKx5/xnoWo/9dHNMhEQYM6Z1WGGg7JnMcAiC+/VLCcoMKEREJBd3TiCiSMcdtk4yaooKp/BLx0SIDWg5mIrUeWKeyQx/O80Ew4BCRERymVGBSURkJVa4GWoVRiWFIvVaTwkmQmxAy8FUpGZmfZMZogjJcxQZUIiISC4m0YmIlAu3qjqjkkKReq2nBBMhNqDlYCpSM7NqkhkMKEREJBeT6EREylmxqs4OyZlIvdZTgokQG3ANpgT8sSe30PRFtNoXz8rUJDMYUIgoUthhkKeEGa+LSXQiIuWsWFVnxeQMKcdEiA1kZaZgeVElZq0pgwBg1poyjEpL4BdPBiYziCjcaXGxb8Ygz7Pdo9MSgD8GvFokLFzHnlFQglV/7Fxg1Otiv0NEpJzaqjp/fSIAVf2kFZMzpBwTITYgCAKcouj+4gFATkGp5ne0wvVOIBFRJNAiiWHGIM9fu7VKWLiO7cLBKxGRPaitqvPXtwBQ1U9yymN4YSLEJlxfPJe84irkFpRqOpDzDRjLiyrhFEUmRYiIbECLJIYZgzzPdrtolbAIdGwOXomIrE1tVZ2/PlGEqKqf5JTH8OIwuwEkTVZmCkZ07+D+WUDTl1BLngHDNQVnzrrdmDp/A3ILSjU9l1KiKCInvwST565HTn4JRFEM/SQioggwJj3RHb8915OSIyszBTMmZOCmIcmYMSHDkEGeq90Oj1y7VokYz/cEAEZ2jzfsdRERkXk8+xZXf+Lv3+RwJWdm3TAY2cNTeZPY5lgRYhOCIGBqZqp7jrMed7R87wS6BtNWKiPmIkVERP5psZ6UGetaeN5hG5UWDwjA8sIqTe62+bt7x4ErEVH4C1a9wYoOAgBBjPBb6vX19YiNjUVdXR1iYmLMbk5QrjU89BrQeR5fEJoG0a6kyIwJGZZIOEyeux5z1u12J2huGpKMWTcMNrtZRGQSO8VwIzBG2g/X56JIxzhORGZgRYiN6H2nzvP4oihiVFqC5TKmXKSIiCgw3xi5rbwGOfklvLi2MFY6EhERGY+JEPJLatJFzZ0sJc/lIkVERIG5YmJOQSnyiquQX1yNVcXVAHhxbVXcjpGIIgGr38hqmAghVeTeyfIMgg5BcE+/kXoXzIz560REduGKkUsLK5BfUqXbxXUkDmj1es2sdCSiSOB7zSBChAAhovoRshYmQkgVuXeyPIOgVRdkJSKyO70vriNxOoeWr9kzqTI6PQEfXDsQy4u0WSCWiMiKfK8ZcgvKkFdcFVH9CFkLEyGkitzBtu8WvSK02yaRiIia6D2NMBKnc2j5mn2TKjMmZHBRWyIKa77XDCJEn5haAQCsECHDMBFCqsgdbPsGwSlDkyH+kQThXTAiIm3oPY2w2XbrQtOONeE2ePWdzukasKtN3kdiIomIIpvvNYMoilhVXO3RjwgRV2lI5mIihFSRO9j2lzgJlwEzEVGk8Izlntuth9vg1Xc6p1bJe64LQkSRxveaQRRFCILgviZYsrOcCWIyFBMhZCgudkpEZH+esXzy3PVhO3j1rdwQRSiewsJ1QYiITvJ3TfDRuj1MEJNhmAghIiIixcK5ukHL18Z1QYiIAtN7bSs9ReJOauGAiRAiIiJSzM6D11C0fG1cF4SIKDArV437JjpuHZaMmavL3D+LoojbFmwMyymi4UwQRVE0uxFmqq+vR2xsLOrq6hATE2N2c4iISAbGcLKLnPwSr/VGZkzI4ECZCIzjZH2+8XvK0GT32lhOERjRvQMKSqrdie6bhiSz4s8GWBFCREREhojk8uFwrpwhIgpnvhV9y31+FqDdrmJkHCZCiIiIyBC+62QAxpQPWyEBY+WybyIiCsx3vahR6Yko9KgIycpMRnZmChPdNsNECBERERnCrHUyzErAEBGR/flW9N06LBmj0hK8Eh+uZDfZBxMhEcoKd8eIiCiyKNmFJdQidVL6Ly5USkRESvmr6GOFn/0xERKhfO+OLS+qhFMULZcUYcKGiCh8KFknw19/5VqkTmp1Rzhv8UtERETyMRESoTzvjgmA16DS7KSIZ/LDIQiyB7xERGRNStbJaL5IXaXs6g4uVEpERESemAiJUL53xwT4T4oA+icefKs+PPfi9mwby5mJiCJP80XqElC4plZWdQcXKiUiIiJPTIREKM+7Y4IAr72wjU48+JY9j+jewastIrgdFRFRpJKySB0RERGRHEyERCjPu2OiKLoHlb5JESMSD75lz757cU8Zmgzxj7ZwwEtEFFm4SB0RERFpjYkQCpgUMSrx4Fv27G8vbi6QSkRERERERFoQRFEUzW6Emerr6xEbG4u6ujrExMSY3ZyI5FojhIkPIpKLMZyIyN4Yx4nIDEyEMPgSEdkWYzgRkb0xjhORGRxmN4CIiIiIiIiIyChcI4SIiIhk8d32nFMaiYiIyE6YCCEiIiJZfLc9B8BdXIiIiMg2mAghIiIiWXy3Pc9hdQgRERHZCBMhREREJIvvtud5xVXIL6nC7LW7sbyoEk5RZFKEiIiILIuJECIiIpIlKzMFALCssBLbymuQX1wNpwgIAGatKeOUGSIiIrI07hpDREREsgiCgOzhqZh1w2BMzUyFiKYpMiKakiGuKTPLCitNbikRERFRc6wIISIiIsU8q0ME4WRFiFMERqcnmNw6IiIiouaYCCEiIiLFXNUh2cNTIYoiRqUlYFlhJUanJ7iTJERERERWIoiiKJrdCDPV19cjNjYWdXV1iImJMbs5REQkA2M4SSWKInK5uw2R5TCOE5EZWBFCREREYcE32XHrsGTMXF32x3a/AhdyJSIiIgBMhBAREVGYyC0oxdT5G9zJjuVFlV5rlvgu5MpECBERUWTirjFEREQUFpoqP04mO5Z7/CwA7t1tuJArERFRZGNFCBEREYWFMemJmL12tzvZMSo9EYUeFSFThiZD/CMJwoVciYiIIhcTIURERBQWPLfyHZ2egFuHJTfbxYYLpBIRERF3jeFK1UREtsUYTkRkb4zjRGQGrhFCRERERERERBGDiRAiIiIiIiIiihhMhBARERERERFRxGAihIiIiIiIiIgiBhMhRERERERERBQxbLN97hNPPIHY2FgUFRXhmWeeQdeuXb1+/+2332LevHno27cvVq1ahX/+85/o2bOnSa0lIiJfjONERPbFGE5E4cQWFSGLFy/G/v378fjjj+Pmm2/Go48+2uwxdXV1eO655/Dwww/joosuwptvvmlCS4mIyB/GcSIi+2IMJ6JwY4uKkEWLFmHo0KEAgMzMTEyaNKnZY8aPH+/+78LCQvTp08ew9hERUXCM40RE9sUYTkThxhYVIeXl5WjTpg0AIDY2FtXV1X4fV1lZiXvvvRe///47pkyZ4vcxDQ0NqK+v9/ofERHpS6s4zhhORGQ8jsWJKNxYpiKksbERY8aMafbvGRkZSEpKQk1NDYCmsrsOHTr4PUZCQgLeeOMNfPXVV5g8eTIWLFjQ7DHPPvsspk2bpmnbiYjImDjOGE5EpA+OxYkokgiiKIpmNyKUxYsXY+7cufjggw+wdOlS5ObmYtasWaitrUVtbS2SkpLw73//G5MnTwYA/P7775g8eTLWrl3b7FgNDQ1oaGhw/1xfX4/4+HjU1dUhJibGsNdERBRJtIrjjOFERMbjWJyIwo1lKkKCOffcc7Fo0SJMmzYNxcXFeP755wEACxYswPr16/Hqq6/i+PHjuO+++9C5c2f8+uuv+Oc//+n3WNHR0YiOtsXLJiIKG1rFccZwIiLjcSxOROHGFhUheqqvr0dsbCyz0ERENsQYTkRkb4zjRGSGiE/HuvJAXKiJiLTSqlUrCIJgdjMiAmM4EemBcdw4jONEpIdQcTziEyHHjh0DAMTHx5vcEiIKF7yrZRzGcCLSA+O4cRjHiUgPoeJ4xE+NcTqdOHz4sC6Zf9fiT1VVVaZ1pma3gefnZyASz887icbRM4YDkfn5tVobeH5+BhjHwxvjeHif3wpt4Pkj8zPAipAQHA5HwC3AtBITE2P6XQWz28Dz8zMQ6ecnfRgRwwHzPz9mn98KbeD5+Rkw+/ykD8bxyDi/FdrA8/Mz4MlhdgOIiIiIiIiIiIzCRAgRERERERERRQwmQnQUHR2Np556ytS90s1uA8/Pz0Ckn5/szezPj9nnt0IbeH5+Bsw+P9mb2Z+fSD+/FdrA8/Mz4E/EL5ZKRERERERERJGDFSFEREREREREFDGYCCEiIiIiIiKiiMFECBERERERERFFDOusVmJT8+bNQ0FBAWpra3H99ddj9OjRXr/v0aMHevToAQC49tprcffdd2PXrl246KKL0LlzZwDA3XffjWuvvVaX8y9atAgrVqxAY2MjNm7ciM8//xwA8MQTTyA2NhZFRUV45pln0LVrV8POb9Tr//DDD/HOO++gdevWAIBNmzahpKQEMTExmr1+pW3Yt2+fIe9BY2Mj7rzzTnTr1g3FxcU499xzceONNwIw5jMQ6PxGfQZEUcRDDz2EhIQElJWVYdKkSRg1ahQA4PXXX0dlZSX27NmDBx54AP369VN0frI3s2O4lDYwjusbx82O4aHawDjOOE7BmR3HzY7hStvAOB4+Y3GlbYj4OC6SYocOHRJPP/100el0irW1tWL//v3FxsZGr8c89dRTzZ5XVFQkzpw5U/fzV1ZWildeeaX75w0bNoiiKIqLFi0Sp06dKoqiKC5ZskScPHmyoec36vWvXLlS3Ldvn7st2dnZoihq9/rVtMGo9+CHH35w/w2qqqrETp06iaJo3Gcg0PmNev2ffvqp+3VWV1eLvXv3FhsaGsQdO3aI559/viiKorhr1y5xzJgxqttC9mN2DJfSBsZxfeO42TFcShsYxxnHKTCz47jZMVxNGxjHw2MsrqYNkR7HWRGiQn5+Pvr06QNBEBAbG4u4uDjs3LkTvXv3dj9m+fLleOmll1BTU4PbbrsNycnJAICvvvoK5eXlqKurw9133434+HjNz//NN98gLi4Or7zyCiorKzFhwgQATVnhoUOHAgAyMzMxadIkXV5/oPMb9fpHjhzpfuysWbMwZcoUTV+/mjYAxrwHSUlJqKioAAAcPHgQgwYNAmDcZyDQ+Y16/Tt37kRKSgoAoH379qiqqkJJSQkWL16MM844AwDQvXt3bNmyBcePH0fLli0VvQ9kT2bHcCltYBzXN46bHcOltIFxnHGcAjM7jpsdw9W0waj3INzjuNkxXE0bjHoPrBrHuUaICuXl5WjTpo3757Zt26K8vNzrMS+++CL+8pe/4Oabb8bVV18NAOjYsSP+/ve/46GHHsJZZ52F7OxsXc5fVlaGX375Bffddx/++te/YuLEiairq/N6XmxsLKqrqw09v1Gv39OKFSvcJVhavX41bTDqPRg8eDCGDx+OO+64A3fccQduv/32Zs/T8zMQ6PxGvf4RI0agoKAAALBr1y5UVlbiyJEjzZ7Xpk0bdwdBkcPsGC6lDYzjJ+kRx82O4VLawDjOOE6BmR3HzY7hatrAOB4eY3E1bYj0OM6KEBWSkpJQU1Pj/vnIkSNISkryeowr09erVy+UlZWhpqYGbdq0wWmnnQYAOOuss3Ddddfpcv62bdti0KBBiIqKQrt27RAfH48dO3Z4Pa+urg4dOnQw9PwDBw405PW7LFu2zGuemlavX00b4uLiDHkPPv30U5SXl+PDDz/EoUOH0Lt3b1x44YWGfQYCnd+o1z9q1CgUFxdj+vTpiI+PR79+/ZCcnIykpCQUFha6H1dTU4PExERFbSD7MjuGS2kD43gTveK42TFcShsYxxnHKTCz47jZMVxNGxjHw2MsrqYNkR7HWRGiwvDhw7F161aIooi6ujocPXoU6enpKC0tBdBU8vTDDz8AAA4dOoSoqCi0adMG//73v7Fp0yYAQGFhIdLS0nQ5v+tDBzQtUlNRUYHk5GSMGzcOa9asAQAUFBTgvPPOM/T8Rr1+l9mzZ2Py5Mnun7V6/WraYNR7sGfPHpxyyikAmjrCFi1aANDuPVB6fqNe/9GjRzFixAg89thjmDRpEnr16oWEhASce+65WLt2LQCguLgYffv2ZTl1BDI7hktpA+N4E73iuNkxXEobGMcZxykws+O42TFcTRsYx8NjLK6mDZEexwVRFEXDzhaG5s2bh7y8PNTW1mLSpEno1q0bbrzxRuTn52Pjxo2YNm0ahgwZgu3bt+P666/HhRdeiMWLF+ODDz5ARkYGNm3ahPvvv989P0rL8wPACy+8gKqqKtTX1yMzM9O9SvHjjz+Oli1bori4GM8++6yqVZrlnt/I119RUYHHH38c//rXv7yep9XrV9oGo96DQ4cO4Y477sBpp52G/fv3Y+DAgbjjjjs0fQ+UnN+o179nzx7ceOONOO+883DkyBHcfffd7rnBr7/+Og4cOIB9+/bhwQcf5G4DEcrsGB6qDQDjuN5x3OwYHqoNjOOM4xSc2XHc7BiutA2M4+EzFlfahkiP40yEEBEREREREVHE4NQYIiIiIiIiIooYTIQQERERERERUcRgIoSIiIiIiIiIIgYTIUREREREREQUMZgIISIiIiIiIqKIwUQIEREREREREUUMJkKIiIiIiIiIKGIwEUJEREREREREEYOJECKJTpw4gV27dpndDCIiUohxnIjIvhjDSUtMhBBJ0NjYiBdeeAGnnHKKrOft3bsXb7/9tk6tIiIiqRjHiYjsizGctCaIoiia3QgioxQWFuL111/HG2+8gYceeght27ZFdXU1amtr8Y9//APt2rXz+7w33ngDY8eORUZGhuxzfvvtt6iqqsKkSZPUNp+IKOIxjhMR2RdjOFkFEyEUcX744Qfceeed2L59u/vf7rnnHhw5cgQffvhhs8fX1dXhlltuwSeffKL4nOPHj8ecOXMQGxur+BhERNSEcZyIyL4Yw8kKODWGIs5PP/2Ec845x+vf9u3bB6fT6ffxP/zwA4YNG6bqnGPGjMHnn3+u6hhERNSEcZyIyL4Yw8kKos1uAJHRfvrpJ9x7771eP2/btg1fffWV38cvWrQI48ePd/88d+5cPPLII3jggQeQlJSE/fv3Y9euXbjmmmuwb98+rF27FsOGDcN1113nfs6oUaPw+uuvsySPiEgDjONERPbFGE5WwEQIRZSamhqsWbMG1dXV+Oijj/DZZ59h1KhRWLNmDVq0aOH3OWVlZUhKSnL/fMMNN+Drr7/Gjh07cP/99wMA4uPjcc455+D666/HoEGDcPPNN3sF3+TkZGzevFnX10ZEFAkYx4mI7IsxnKyCiRCKKMuXL0daWhr+9Kc/AQDOO+88DBw4EH/6058CBt+amhq0atXK69+io6Nx+umnu39u3749Bg0aBACIjY1FeXm51+Pj4+NRXV2t4SshIopMjONERPbFGE5WwTVCKKIsWbLEa07ikSNHUF5ejqqqqoDP6dixo9/fR0VFBf3ZU21tbcBVsImISDrGcSIi+2IMJ6tgIoQiyk8//YSxY8e6f16/fj0EQUDHjh29Vq721KdPH5SVlak6b3l5OZKTk1Udg4iIGMeJiOyMMZysgokQigirVq3Cgw8+iLVr12Lx4sX47bffAABnn302Tj/9dMyaNQtr1qzx+9yLLroIy5cvd/88f/58/Pzzz/joo4+wZs0aPP/889i/fz+ee+45bN68Gc899xz279+P559/3v2cNWvWNFsdm4iIpGMcJyKyL8ZwshpBFEXR7EYQWd11112HOXPmBJy7GMrtt9+Oxx57DN27d9e4ZUREJAXjOBGRfTGGk9ZYEUIkwf33349Zs2Ypeu6ePXvQpk0bBl4iIhMxjhMR2RdjOGmNiRAiCc4880yccsop+P3332U9z+l04t1338VTTz2lU8uIiEgKxnEiIvtiDCetcWoMkY7279+PFi1aICEhweymEBGRAozjRET2xRhOgTARQkREREREREQRg1NjiIiIiIiIiChiMBFCRERERERERBGDiRAiIiIiIiIiihhMhBARERERERFRxGAihIiIiIiIiIgiBhMhRERERERERBQxmAghIiIiIiIioojBRAgRERERERERRQwmQoiIiIiIiIgoYjARQkREREREREQRg4kQIiIiIiIiIooYTIQQERERERERUcRgIoSIiIiIiIiIIgYTIUREREREREQUMZgIISIiIiIiIqKIwUQIEREREREREUUMJkKIAKxcudLsJhARkQqM40RE9sY4TkZiIoQiXmNjIxYuXGh2MyRbvnw5Kisr4XQ6sWnTJhQXF5vdJCIiU9ktjhMRkTfGcTIaEyFkmA8++ED2c3bs2IEHHngACQkJeOedd9z//ssvv2DcuHEYOXIk/vOf/6hq148//ohx48a5f/7888/x8ssv46677kJWVhZqampUHV+KFStW4C9/+Qs+/PBD3H777Th06FDAx/7tb39DYmIiYmJi8OKLL6JLly4hjyHn+EREgTCOByYnzjY0NODZZ5/Fm2++iTfeeAMFBQVB/x0ABgwYgA4dOnj9b/78+bq/LiIKL4zjgcmJ46tXr8Ybb7yB9957D88884y7fV9//TXmzJmD1157DVOnTkVtba37OcF+RyYQiQzy3nvvKXre119/LX744Ydi3759RafT6f73mTNnihUVFarb9dBDD4kNDQ2iKIpiUVGR+PLLL7t/d+WVV4q333676nMEU1tbK6anp4tHjhwRRVEUc3Nzxfvuuy/g4//2t7+JpaWlYlVVlaRjyD0+EVEgjOP+yY2z9957r/jjjz+KoiiKzz77rHjHHXcE/fe6ujrxxRdfFHfu3CkWFRWJ27ZtE++55x4dXxERhSvGcf/kxPH6+nrx8ccfd/9cVFQkPv7442J1dbXocDjE7du3i6Ioipdffrk4bdo0URTFoL8jc7AihAyxefNm9OvXT9Fz9+zZg8mTJ6OhoQE//vij+9+rq6uRkJCgql21tbVo2bIloqKiAAAbNmzAY489hrq6OgDAuHHjsHTpUlXnCGXJkiXo3Lkz2rRpAwA4++yz8dlnnwV8vMPhQHJyMjp06CDpGHKPT0TkD+N4YHLibFlZGb777jv3nc977rkHzz33XMB/B4D6+nrcfPPNSE9PR48ePfDNN9/gscce0/U1EVH4YRwPTE4cP3r0KD7//HPs378fAOB0OtG2bVu0b98eq1evRs+ePQEAoiji6NGjABD0d2SOaLMbQOHt22+/xebNm7Fx40aceeaZWLJkCR5//HEIgiD5GE6nE4Ig4I477sCbb76J888/X7P2ffHFF7jyyivdP1988cX4+eefERsbCwAoLS1Fr1693L+fNm0a5s+fj5qaGsTExKC+vh4xMTG47bbb8OCDDwIA9u3bh9deey3oeceOHYuLLroIAFBSUoL4+Hj37xISElBaWoojR46gbdu2zZ67d+9efPjhh3A4HFi9ejVeeumloMeQe3wiIk+M4/4pjePff/89OnXqhAULFuDIkSPYuHEjnnrqqYD/DsA9FQYANm7ciLZt26Jz587K3jAiijiM4/4pjeMJCQk455xz0K9fPzz55JOorKx0J6eHDBkCoClBtHnzZq+pRMF+RyYwuySFwtfrr78uvvbaa6IoiuK7774riqIovv3222JOTo7X4z7//HPxt99+83uM6upqce7cuaIoimJFRYUYFxcnFhYWilu3bhW/+uor1W0MVrp86NAhMS0tTdy0aZMoiqI4b948cdGiRWJtba34r3/9SywvL3e/LjWee+458ZprrnH/XFNTIwIQd+/e7ffxP//8s/u/n3zySfGpp54Kegy5xycicmEcl0ZOnH3uuefExMREsbq6WhRFUXz//ffF2267LeC/+5owYYJYX1+vus1EFBkYx6WRO17etGmTeMUVV4ht27YVR48e7TVl/b///a+YnZ0t/uc//2n2vGC/I2NxagzpoqSkBHPmzMF9992HxsZGREc3FR+lpqZi7dq1Xo/NycnBsmXL/B5n+fLlOOusswA0ZV+vvfZavP3221i2bBlGjRoFADhx4gQeffRRjB8/HgsXLsQnn3yCSy65BCdOnMBjjz2Gyy+/HAsXLsS7776LV155xX3sgwcPomPHjn7PK4oi7r33XsycOROnnXYaAOCaa67Bueeei2+++QaZmZlYuXIlkpOT1b1RaCqVE0XR/bNrsaWkpCS/jx8+fLj7v9PS0rBw4cKgx5B7fCIigHFcDjlxtk2bNujZsyfat28PoOn9XLhwYcB/91RSUoKysjK0atVKdZuJKPwxjksnJ44XFxfjueeew+eff47ff/8drVq1wo033uj+/eWXX44ZM2bgiy++wLRp07yeG+x3ZCxOjSFd5OXl4eyzzwYArF271l0K9r///c/97y5ffvllwOPs2rULl112mfvnO++8ExdddBEeeOABtGvXDgDQokULxMTE4MEHH8TgwYNx5MgR9OnTBy1atECrVq0wZcoUXHXVVQCA5ORk/PnPfwYAzJs3D9ddd53f87700ku4++67MXToUGzfvh29e/eGw9GUN/z000/x0UcfYenSpV5lei5yS/H69OmDjz/+2P27gwcPonPnzmjZsmWz53377bd44IEHsGXLFgBNQTo6OjroMeQcn4jIhXH8taDvj9I4PmjQIMyePdv9syAIaGhoCPjvnr777jt06tQpaLuIiFwYx18L+v4ojeMLFizAhAkT4HA4kJKSgm+++QYDBgzA/Pnz8fDDD2PHjh1wOBwYO3YsHnroITz11FNBf0fmYCKEdDFgwAD3naxff/0V2dnZWLJkCaqqqnD99ddLPo7vIDAzMxNpaWnNFhcqKChA//798eKLL2Lu3LnuudM//vgjbr/9dgDA0qVLMX78ePdztm7dirvuuqvZOT/88EP0798fycnJ2LdvH/773/+65xv+/vvvcDqdcDgcOHbsGH7//XevjgEAOnfujBdeeEHyaxw9ejR27dqFiooKJCYmYunSpbjmmmvcv//++++RmpqKvn37IjU1FX/961/dv8vLy8PkyZODHiPU8YmI/GEc1yeOn3XWWTh69CgOHz6Mdu3aYdOmTZg4cWLAf/e0efNmtG7dWnK7iCiyMY7rE8d79eqFDRs2uNc1aWhowMiRIyGKIs4//3x3smbXrl0444wzACDo78gcTISQLvr3748JEyZg+vTp2L59OxoaGtC+fXt89NFHkhZmWrVqFV5//XWsW7cO3bp1w4QJE9y/u+uuu7xK4GpqatCqVStce+21aNu2LeLi4tz/Xlpaii1btuDXX3+F0+nEG2+8AQDYuXOn3+zxypUrMXXqVDQ2Nnqdz+Wbb75xl76dccYZQbPnUrVs2RLvv/8+nnnmGQwePBjr16/Hyy+/7P79W2+9hfPPPx99+/ZF//79sWPHDrz66qs4fPgw+vTpg3vuuQeCIAQ8RqjjExH5wzgunZw4Hh0djZkzZ+Kpp55C586dsWfPHrz00ksB/91Tu3btuMg1EUnGOC6dnDh+5ZVX4sCBA3jiiSfQsWNHVFVV4fnnn0enTp2wd+9evPrqqzhx4gRKSkowd+5cAMCECRMC/o7MIYiek6GINOZ0OvHhhx8iKytLt3N89dVX2LhxIx599NFm//7999+7g62n6dOnIzs7myXGREQhMI4TEdkb4zhRc1wslXS1ZcsW9OnTR7fj//LLL3jvvfdQWVmJPXv2NPv3Vq1a4dixY82et2/fPgZdIiIJGMeJiOyNcZyoOVaEkK7mzp2Lq666yr0PuBVs2rQJ69ev91rdmYiI/GMcJyKyN8ZxouaYCCEiIiIiIiKiiMGpMUREREREREQUMZgIISIiIiIiIqKIwUQIEREREREREUWMiE+EiKKI+vp6cKkUIiL7YQwnIrI3xnEiMkO02Q2Qat68eSgoKEBtbS2uv/56jB492v270tJS3H///RgxYgTWr1+PSZMm4bLLLpN03GPHjiE2NhZ1dXWIiYnRq/lERBFPjzjOGE5EZBzGcSIKF7bYNebw4cMYO3Ys1q5di/r6egwbNgwbNmyAw9FU0LJz505s27YNF198MbZu3YqJEyfil19+kXTs+vp6Bl8iIp3pFccZw4mIjME4TkThxBYVIfn5+ejTpw8EQUBsbCzi4uKwc+dO9O7dGwDQs2dP9OzZEwBQWFiIPn36BDxWQ0MDGhoa3D/X19fr23giItIsjjOGExGZg3GciMKJLdYIKS8vR5s2bdw/t23bFuXl5c0e98ILL+C5557DM888E/BYzz77LGJjY93/i4+P16XNRER0klZxnDGciMgcjONEFE5skQhJSkpCTU2N++cjR44gKSmp2eMeeeQRfPrpp7j00ktx4sQJv8d64oknUFdX5/5fVVWVbu0mIqImWsVxxnAiInMwjhNROLFFImT48OHYunUrRFFEXV0djh49ivT0dJSWlgIAli5dil27dgEAOnbsiJqaGtTV1fk9VnR0NGJiYrz+R0RE+tIqjjOGExGZg3GciMKJLRZLBZpWqc7Ly0NtbS0mTZqEbt264cYbb0R+fj5WrVqF9957D3369EFhYSEGDhyIe+65R9JxuUATEZEx9IjjjOFERMZhHCeicGGbRIheGHyJiOyLMZyIyN4Yx4nIDLaYGkNEREREREREpAUmQoiIiIiIiIgoYjARQkREREREREQRg4kQIiIiIiIiIooYTIQQERERERERUcRgIoSIiIiIiIiIIgYTIUREREREREQUMZgIISIiIiIiIqKIEW12A4iIiIiIiMi6RFFEbkEplhZWYEx6IrIyUyAIAttDtsVECBEREREREQWUW1CKqfM3wCEAs9fuBgBkD09le8i2mAghIiIiIiIiL55VFzvKj8IhAE4RcAjAssJKUxMPSwsrvNqzdGeF+99ZIUJSMBFCREREREREXjyrLpxi07+5/nt0eoKpbRuTnojZa3efTIY4BFaIkCxMhBAREREREZEXz6oLAcCI7vHonRSH0ekJyMpMMbVtrvMvK6zE6PQELN1ZYamKFbI+JkKIiIiIiIjIi2/VRXZmimWSC4IgIHt4qld7Zq/bbZmKFbI+JkKIiIiIiIjIi2/VhdlVIMHYqa1kDYIoiqLZjTBTfX09YmNjUVdXh5iYGLObQ0REMjCGExHZG+M4EZnBYXYDiIiIiIiIiIiMwkQIEREREREREUUMJkKIiIiIiIiIKGIwEUJEREREREREEYOJECIiIiIiIiKKGEyEEBEREREREVHEYCKEiIiIiIiIiCIGEyFEREREREREFDGYCCEiIiIiIiKiiBFtdgOIiIiIiIgoPIiiiNyCUiwtrMCY9ERkZaZAEATDj0EUDBMhREREREREpIncglJMnb8BDgGYvXY3ACB7eKrhxyAKhlNjiIiIiIiISBNLCyvgEACnCDgEYFlhpSnHIAqGiRAiIiIiIiLSxJj0RHcCwykCo9MTTDkGUTCcGkNERERERER+yV2vIyszBUBTFcfo9AT3z3JocQyiYARRFEWzG2Gm+vp6xMbGoq6uDjExMWY3h4iIZGAMJyKyN8Zx68vJL3Gv1+EUgRkTMrheB9kep8YQERERERGRX3Zar0MUReTkl2Dy3PXIyS9BhN/zpyA4NYaIiIjCmt22YbRbe4kovI1JT8TstbttsV4Hd5shqZgIISIiorDim0gQIeK2+RttMzD2HciLoghBEJgYIYpgZiZI7bReh7/qFSvHezIPEyFEREQUVnwTCSO7d7DVwNh3IJ+7ugx5xVW2SeQQkfbMrHQQBAHZw1NtEXfsVL1C5uIaIURERBRWfBMJgGCrbRh9t40ERNvMzycifdhpnQ4zZWWmYMaEDNw0JBkzJmRYunqFzMWKECIiIgorvncEs4YlIzszxRZl3UDzMnQRIvKKq22TyCEi7bimxGwvP2qrhK5Z7FS9Qubi9rncsouIyLYYw8kf14WDZ+LDzmtqhNvrIfLEOB6ca+taAYAIYGT3eGRnpjAOEKnERAiDLxGRbTGGExHZG+N4cJPnrsecdbvd1SA3DUnGrBsGKzoWd6QiOolTY4iIiIiIiCxIy8U/ubUs0UlMhBAREREREVmQllvXcmtZopOYCCEiIiIiIrIgLRf/5NayRCcxEUJERERERBTmtKwuIbI7LpbKBZqIiGyLMZyIyN4YxwngQq5kPFaEEBERERERkWl8F3JdXlQJpyjaKinCZI69MBFCREREEY2DVyIic3ku5CoAmLWmzJTdbdT0B9yVx14cZjeAiIiIyEyuweucdbsxdf4G5BaUqjqeKIrIyS/B5LnrkZNfggifhUxEYUrLWDcmPdG9m42IpmSI5+42RlHTH/jblYesixUhREREFNG03lKSdwWJKJy5qiZyCkqQV1wNAepjnedCroJwsiLE6N1t1PQH3JXHXpgIISIiooim9eBV68QKEVEwRk/vcyV73eeH+ljnuU2wKIoYlZZgyu42avoD7spjL0yEEBERka2pvQjQevDKu4JEZCSjq9A8k70uWsY6z6SI0dT0B77JHK49ZW1MhBAREZGtqb0I0HrQrTaxwgE0EclhdBWab7J3ZPd4ZGemhEUFhFb9AadIWh8TIURERGRrVpuKonYgzQE0EclhdBWav2Qvk7XerNYvUXNMhBAREZGthdtUFA6giUgOo9emMHPqil2EW78UjpgIISIiIlsLtwXqOIAmIjmYmLCecOuXwpEgRvjm9vX19YiNjUVdXR1iYmLMbg4REcnAGG4urmWhD9f7yrJzigSM40RkBlaEEBERkSJcy0IfvLtLRKQdJu3JH9skQubNm4eCggLU1tbi+uuvx+jRo92/KygowDvvvIP+/ftjw4YNuO+++zB06FATW0tERL4Yx8MP17IgiiyM42RHTNqTP7ZIhBw+fBgvvPAC1q5di/r6egwbNgwbNmyAw+EAAOzbtw8PPvggBg4ciNWrV+Ohhx7CkiVLzG00ERG5MY6HD887aw5BcCdBuJYFUXhjHCe78kzaCwCmL9oOAKwMiXC2SITk5+ejT58+EAQBsbGxiIuLw86dO9G7d28AwBVXXOF+rNPpRFxcnFlNJSIiPxjHw4fnnTWnCEwZmgzxjySI3MXgWK5MZB+M42RXrgWoBQAigKLKOkydvwEAK0MimS0SIeXl5WjTpo3757Zt26K8vNwdeD299957eOaZZwIeq6GhAQ0NDe6f6+vrtW0sERE1o1UcZww3n+90GFEEZt0wWNGxWK5MZB+M4+EhEhPQriT99EXbUVRZBxGczkmAw+wGSJGUlISamhr3z0eOHEFSUlKzx7300ku44oorcMYZZwQ81rPPPovY2Fj3/+Lj43VpMxERnaRVHGcMN9+Y9ETNpsP4W2OEiKyJcTw8uBLQc9btxtT5G5BbUGp2k3TnWoD6sXG93UkQTuckWyRChg8fjq1bt0IURdTV1eHo0aNIT09HaenJL+7rr7+OtLQ0XHXVVVi4cGHAYz3xxBOoq6tz/6+qqsqAV0BEFNm0iuOM4ebLykzBjAkZuGlIMmZMyJA9HcaTlkkVo4iiiJz8Ekyeux4z8osxY1UxJs9dj5z8EoiiaHbziHTDOG5/oihiRkEJgJPrZURSAlrL/ovsTxBt0mvPmzcPeXl5qK2txaRJk9CtWzfceOONyM/Px8KFCzF16lQMGDAAAHDgwAFs2rRJ0nG5dzkRkTH0iOOM4fbmKtFeVljpXmPE6iXaOfklXmukACcTOTMmZLDMmsIa47i9ueKXJ7Pilt2n6Ni9/WSjRIheGHyJiOyLMZx86T04nTx3Peas2+1Ogrg4BOCmIcmK10vRg17vBS8ASEuM48Fp+X3zjV8ju8fj57vP1OX7G6rdvkllfwkZK8caKe0na7PFYqlEREREgfhu6TtrTZluC7C6dh/wVxFitak9ei1Gy0VuiYyj5ffNN35l65hYCNVuf2tE+b4uK8caKe0na2MihIiIiGzNd0tfAfoNTl1zypcVVmJUejwgAsuLqhRtH6w3vQbqvAAgMo6W3zfP+KV3zArVbt+kjL9EspVjjZT2k7UxEUJERES25jlYFgBddwVw7T7gORifOqK7pufQil4DdV4AEBlHy++bv/ilVKhpK6HaLSUpY+VYY2RSifTBNUI4L5GIyLYYw63DzLncvnO1pwxNhvjHoNlKc8qNptditO6/9c4KOBwCnE4RY3paa/4+2QfjeHBWXVQ61BoZWrQ71DGsvIYIWR8TIQy+RES2xRhuHWYuHGfVC4Vwx8UCSQvhGsfD/SLdc+FVsxaLZgwiNRxmN4DILkRRRE5+CSbPXY+c/BJEeA6RiMiLv7ncRnGVe8+6YTCyh6eG1cWGlZn5NyeyOtfaRXPW7cbU+RuQW1BqdpM0NSY90f3dN2vaCmMQqcFECJEf/pIe4d6hERGpYYVBMRmLf3OiwMLlIj3QjcCszBTMmJCBm4YkY8aEDFPWyGAMIjW4WCqRH/6267LyytVERGbjwnHaskNZPf/mRP6JogiHIHjtYmXXi/RAW9hqufCqUoxBpAYTIUR++Et6WHnlaiIis1lhUBxOAl18WAn/5kT+5RaUYtaaMvcuVlOGJtv2It3KNwIZg0gNJkKI/PCX9GDWmYiIjOJ78ZFj8eoQIjrJ9/srirDtd5Y3AilcMRFC5Ie/pAezzkREZBTfi4+84irkl1RZtjqEiE4Kp+SBnW8E2mGKIZmH2+eG6ZZdRESRgDHcfjgwlcZzS+Bt5TXIL66GCPO2qSTSSzjGcblbejMu6oPb61IwrAghIiIiw1h57QsrXYx4ViHm5JdgVXF1WNxdJooEcquIrRwX7czK65uQ+ZgIISIiIt25kgzTF21376Jg5MBUSpJDzsWIkUkTI0rTrZQEIoo0Zl+wh+v3P5ymKJH2mAghw4RrkCUiotBcSQbXLgpGbykpJckh52LEyDu4RqxRxTvSROYx+4I9XL//dl7fhPTnMLsBFDlcQXbOut2YOn8DcgtKzW5SRBJFETn5JZg8dz1y8ksQ4csEEZEPvWKEK8ngSoKkJbTGjAkZhg1M/SU5fI1JT3T/PtTFiJTj2Um4vR4iO8nKTMGMCRm4aUiyrLioVbwO1++/K4k864bByB6eyhuw5IUVIaQb3wqQpTutOU9Pq0oVu1S8hGvWn4i0oVeM8L3j+di4XpocV2rslXLHVc7dQynHs0u/AJh/R5ookimt+tIqXpvx/bdTfKTwxEQI6cY3OE8Zmiz5TpuRtOpE7JJg8M36L91Z4f53dkREpNdcdb1KlKXGXinnl3MxIuV4dukXAJaQE9mNKIqYUVACoCleC1Aer834/tspPlJ4YiKEdOM7mHY6RcyYkGG5QZZWg36zF7qSyjfr73AI7IiIyE2vmtQ08QAAxSxJREFUO4N6rXMhNfZqfX4px7NLvwAYsw4JEWknt6AUq4qr3T+LUB6vzfj+2yk+urCKJbxwjRDSje9c6zE9E1XP09Nj7rqcOeFGHEdvvvNQnU4xLOeFEpEySueqm8XKsdfKbSMie3MlElxGdo+3fLz2JDc+WmGNO653GF5YEUK60aPMTo8yOq3aqWdZoZYZaH9Z/9nrOC+ciJpYqTJASuyz8pQOK7eNiOzNt3ovW+LYUM+qBjnHlhsfrTCVxo5VLBSYIEb4lhH19fWIjY1FXV0dYmJizG4OhTB57nrMWbfbHYBuGpKMWTcMNrtZusvJL3EHf6cIzJiQoVngdXVanh0Ry/zILhjDw7tUV8/YR0TWwDiujNLxm55xVc9jW+EagH1SeGFFCNlKpK5qr2cG2kp3f4lIPivcJdNLpNx9C+dkFhHpQ+n4Tc+4quexrXANcLKKpQKCIGDJznL3vzNm2w8TIWQrkVpmbIXgT0TWFM7JgkiJfeGczCIia9Ezrup5bCtcA7iSTwDcMfujdXsABI/ZTHZbExMhZAqlASFSqxesEPyJyFpccXR7+dGwXZAzUmJfOCeziMha9Iyreh7bStcAcmM2k93WxEQImYIBQR4rBX8isgZXHHWlkIenxiM7MyWskgWREvsipfKFiMynZ1xlzPaPyW5rYiKETGHVgMDSNSKyC9842jspLmQctVqMs1p7zBIplS9EROFAbsxmstuamAghU1glIPgOwkVRxG0LNrJShYgsT0kctVo1ntXaY5ZIuYtKFOmY/A0PcmM2k93WxEQImcIqAcF3ED6iewdLVqpohR0wUfhQEkeVVuPpFTusUB3IuEhERjE6+atVfLNbnLRae5nstiYmQsgUVgkIvoNwAYJhiw6aEaR595UofCiJo0qr8fSKHVaoDmRcJCKjGJ381Sq+2S1O2q29ZA4mQiii+Q7CszKTkZ2ZYkilim+QXl5UCaco6poUscLdVyIyj9wqElfCdvqi7RCgfeywQnWg1apk9GTHNhOFE6OTv1qN++w2flTbXsbKyMBECEU0f4Nwzz3C9eQZpAUAs9aU6Z65tsLdVyIyj9wqEs+daUTAnQzRKnZoWR2odOBqtSoZPdmxzUThxOjkr1bjPruNH9W2l7EyMjARQooYmSnV81xmTtHxDdJ63G31ZYW7r0RkH74J27SE1nhsXC9ZscOo/kLpwFVpXLTbHVLAnm0mCidGjzu1GvfZbfyotr2MlZGBiZAwp9cAVO9MqWe7HYJgSLWE0TyDtCCcrAjRM9NulbVZiMgefBO2j43rJTt+GHVnTenAVWlctNsdUuBkm12Jd0Fo6m9Z8k0UnrQa99lt/Ki2vXaM7yQfEyFhTq8BqN6ZUs92G1UtYTTPIC2KIkalJdgm005EkUGLu4BG3VkzeuBqtzukQFOblxdVYtaaMveUzFFpCWHRpxIRacWO8Z3kYyIkTOm9wJ3eA07fcmwRxuzkYha7ZdqJKDJoEZuMSlAYPXC1Y9wWBAFOUVSdmOJCgkQUzuwY30k+JkLClN4L3Ok94PQdOE8Zmgzxj/YzK0tEZB9GJSg4cJVGi8QUFxIk0pfSZKPVk5RS2mf110Dhg4mQMKXFAnfB6D3gDLSbCxER2QsTFNZip+lORJFKabJRTZLSiASElPYx0UpGcZjdANLHmPRE9wBFxMkF7uySTHANnGfdMFiXdouiiJz8Ekyeux45+SUQRVHTxxMRkXLhGnOt8Lq06F89xxjhOmWVyEz+ko16Pg84mYCYs243ps7fgNyCUqXNV9U+Na+BSA5WhIQppXd8IqUcTW62WerjI+X9IyLypHXsC9c7guHyuriQIJE0SmKjKIpwCILXZgFSk41Kp76JooicghIA6iu9gr1mKe3jji1kFCZCwpTSUuRwGKRJ6XTklvVKfXw4vH9EZD9mJ2G1jn3hOvUiXF4XpzsRSaMkNuYWlLp3dhLRtE6e1GSj0iRlbkEp8oqr3T+rSUAEe81S2hfqMWb3dxQ+ODWGvIRDOZqU0j65Zb1SHx8O759cVij1Jop0RpQ0B6N17AvXqRd6vC7GYCJjKPmuKYmNrue4dkwURUi+0Fc69W1pYQU8Hzmye7ziSq9gr1lK+0I9xuz+jsIHK0LIi9pyNCtkaaXccZObMZf6eCXvnxXeMzVYBUNkPrMrDbQuZQ7XqRd6vC7GYCJjKPmuKYmNZkwN8T1ntoqxqN7tN7u/M5rdrxOsjIkQ8qJ2bZGcghLkFVdDgD4DMinBQEoAllvWK/XxSt4/owexWgfUSOuQiKzI7DnVWl/gh+vUCz1eF2MwkTGUfNeUxEYzEsFanlPv9pvd3xmNyW79MBFCXtSuLeLiKufTekAmJRiYeSdRyftn9CBW64AaaR0SkRWZXUERrokLO2AMJtKf0gVMlcRGM+KplufUu/1a9Xd2qbRgsls/TISQJjy/pC5mlcPZbUBu9CDW9z3MUdkJmH0BRkT2i3tmkTrwtcsAGWAMJjKCmgVM9WaneKUFrfo7systpP7dmOzWDxMhpAnfL+nI7vHIzkxhOZwEUgexWnV0vu9hXnEV8kuqFHcCvAAjihxaxCEzB+1SB75mD5DlYAwm0p/vTSQ5C5jqzYx4FQ7JF7MrLaT+3Zjs1g8TIaQJf19SJQExVGANx2AgdRCrVUfn+R5uK69BfnE1y+2IIoTawasWccjMJIPUga/ZA2QishYr34gzI17ZKVkciNl/U6l/Nya79cNESAQwImtrVJlaJAcDrTo6z/cwJ78Eq4qrLdmxE5H21A5e1cYhURSRU1ACQNtBu9YlxlIeFw53RIlIGivfiDPjgt6qyWI5cdnsv6nUvxv7Gv0wERIB7JS1tWpgtQI9OjqzOwG52BkQKSeKImZ4JCEEyI+xauNQbkEp8oqr3T9rFcu0LjGW8jg79a1EpI6Vb8TJHctpMZYyu5oiEDlx2ey/qdS/G/sa/TAREgHslFwwI7Da5eJaj6SF2Z2AXOwMKNKpiVe5BaVY5ZGEECE/xqqNQ0sLK9yLDQJN60lpEcu0LjGW8jg79a1EFL7kjuW0GEtZ9UaaneKy1L+bnV6T3TAREgGsmrX1x4zAqrZDMCqRYrekhR7YGVCkUxOvfHf3UpKEUBuHfPujbI3ipRn9nJ36ViIiFy3GUlYdk4ZjXA7H12QVTIREAKtlbYMlDswIrGo7BFYpGIedAYUDNclTNfFKrySEHHr1R2b0c3qf0y7VikRkH6IowiEI7umR4TaWsto1jxbC8TVZhSCKohj6YeGrvr4esbGxqKurQ0xMjNnNiQg5+SXuxIFTBGZMyDA1caC2PZPnrsecdbvdFyY3DUnGrBsG69dgicJxEO16TcsKKzEqLR7440IwXF4fyWfHGK4m5qh5ruf3R83uXmQMq/WVegnHvorksWMcN5vS740rrrimKE4ZmoyZEwfxO0cRiRUhZDg9pzco6RjUZlqtWqUQjpUqvjvehNvro/Dmik/TF21334mTGwPVxCu5FXdWukC1UluMEilTAcOxryLSm9LvjW9cEUWEjKWRGH8pMjARYgFWCzB6t0fPxIGSjkHtdBy1iRS93u9wH0SH++uj8OOKT647cUrKko2cPmilC1QrtcUoVk2yB6K0L2Msp3Bi1Jhe6fdGSVzROv4Geo+sdj2kVri9nnDERIgFaBFgtPyy6T3g1HOumxkDKrUXJnq931YfRKv9zFr99RH58oxPAoC0hNZ4bFwvy873tdIFqpXaIoeaOGe3eeFK+zLGcgonRiVtlX5vlMQVreNvoPco3BLe4fZ6wpHD7AZINW/ePDz00EO48847sWzZsma///nnnzF48GB8/PHHJrROOVEUkVNQAsA7wMjl+rLNWbcbU+dvQG5BqbK25Jf4LdtWwnW8yXPXIye/BK7laFyJg1k3DEb28FTNq01c7bbLgMpfB6OFrMwUzJiQgZuGJGPGhAzLDaLVfmat/vqouXCN41J5xicRwGPjemkeA7WkNJ4Giv1mtMVsauKcnn2lHpT2ZYzl9hLpcTwUvcZ0vpR+b5TEFa3jb6D3yN+/69GfGMWozwIpZ4uKkMOHD+OFF17A2rVrUV9fj2HDhmHDhg1wOE7mcYqLizF48GDzGqlQbkEp8oqr3T8rDTBaZGu1KNv2dzwjM6F2u4MG6Hc3zKpbm7mo/cxa/fWRt3CO41LZLT4pba8esd9u752LXStZlFDalwmC4P57Li2sAACWkFsU43hoRlU4GTkGUhN//VXFBXqP/P27VasqpFT7sdrN+myRCMnPz0efPn0gCAJiY2MRFxeHnTt3onfv3u7HTJo0Cd9//33IYzU0NKChocH9c319vS5tlmppYYU78QAAI7vHKxrgafFl07psW8sBYKCAc+TwIZSV7MDBskIc2rcLx49UoF19DS45dhTYfBTzvjgGOKKA6FZAVEsILVrCEdsBMfFd0LZjN3Q4JRmdu3ZHx05dvTpyI9l1gK8WO4jIolUct1oMl8NuyTuli6vKWQzW6XSisuIAdu/ajvI9u3DkQDEaag/BeewoxGM1wPFaoPEEENUCbaJa4pLoVhBKWuHzNYmITeiKth27IbFzCrql9ES79h20e/EaiaQ4p6Yvs+rFDnljHA9N7vfADutIhOoLGhoasG9PCfaW7EDl3iLUlu9BQ/0RiMeOoryqEhXVh3AqRBQvaYF3P2uDxHZt8HprB/Y62yGpUzL610dh57Ya3JiRBiDD672b8vEvlkwmS4lZkTq+txNbJELKy8vRpk0b989t27ZFeXm5V+CV6tlnn8W0adO0bJ4qvoOkbIUBUIsvm29bXGXbSmkxAHR1EDmrdqKqaCP6NhRi+9IizPuwBCn1hejgPAwASALQRmiFQ1HtcTwqFieiYtEQ3RqNUS0hiE44Go8jynkcUY3HEdN4FB1OVCAGxwEAFQAKHW1xIC4d9QmnomW3/uh62nAMzhyLVgZs42a3iyOtsIOILFrFcavFcDopVFXhoeoqbFr/M/ZtXYPjZRvQpnwTOtUXo7VYjxYAugCIE9qgNrotjjticCK6NRqiY+F0RMPhbDgZx53HEXfiEDo0ViEaTogAygAciO6IirY90dDxNMSlDED64NHoO2CIaUluILLinJq+LJIqZ+yMcTw0ud8DuyUBd5cWYduvK1GxYy2ce35DfNVmnHJ8L1qgEXEAYiGgOqoD6h2tcTwqFqLYCi2cLeGEgJZoQOuqBsQddqJPYx2GnqhCh9LDwBrgGICtiEJyq2Rc1r4XUNYXP5QORmb7/pitwbQcrRNOUmIWq92szxaJkKSkJNTU1Lh/PnLkCJKSkhQd64knnsAjjzzi/rm+vh7x8fGq26iUVoMkLS6mtR6wqTleY0MjNq7/GUv+9xliSlbgjeO/ozXqcQwtsD26O/bG9UaLjMtQ26UXOnZLR9fUXkjs2EnygNfpdKK6qgL7dhejfE8RKop+w/E9vyO2YgtOKfkWbVfW4PfcVihu2x8NqSPR5fTzkDnqYrRs1UrRe0HNRWoCKFJpFcetFsPDidqBom9VYe/2Dvxfl71o89Oz+PLDFehRuxXt4YQgtMG+tqeipuswNCbfgvZd0tExuSeWVbTCyr0nJJ+7oaEBB/fvwYE9xThYthPVxb/BuW8T2pYsR5dtHwGLTiDP0R57EocgKv0s9Bp+MQacPsJvP6HXXVnGOWkiqXLGzhjHtSWKImZ4rBMowHpJwP17y/DLiq9RvfFHJO7JQ9cTu9EJgBDdEeXt+6Kq9+U40a0vOnRJQ+fUXuiWnOZ1EzEnvwT/90eixykCMyZkYKLH6ztWX4+9e0pwcE8xDpZsRU3pb3Ds34wOWxei82/vIBki/hfdDVviBqKh+0hc0Pk0RfFa64ST1Jhlt0RXpLFFImT48OF4+OGHIYoi6uvrcfToUaSnp6O0tBQpKfIu1qOjoxEdbZ2XbaVBktZtkXu8E8ePY9WSr7Bn+X+QUvYjOjgPYZjQDgUtBuKlNllY16IfiqKS0ShEYcaEDIxX0U6Hw4GExI5ISOwIZAwFMMH9O6fTiR1bNmB3/vc4vm05Om75FAm/vY11H7VBSefRiM+8BiPPn4A2bdsqPj9RpNEqjlsthocTtQO2MemJ+HT1dpxzvAAXHluBsw+uQ6sdJ7CnRTdUdB2J3f3vRd9h56Jvj17NkhE5+SX401fyzh0dHY0u3VLRpVsqMGyU1++OHzuGDWuXY9/aRRCKfkbXgtcQnf8sFkV3wdr2o9Bi0BW4b9JERLeI1uS1kzqRVDljZ4zj2sotKMUqj3UCRVgjCVhctB1rv52FFr8tRM+jv6MrHDjeug8qe12KFoPGof/Q0ejXsbPf57oWN3UlKW4dlgwg8He7VUwMeqSfih7ppwI43+t3h6qr8EveDzi0YTF6lK5C9w1/x5ENT+HzmNOwMmo4lrUcidlruwIIHa+1rjqTGrNY7WZtgmiT5XfnzZuHvLw81NbWYtKkSejWrRtuvPFG5OfnAwByc3Px1ltvoXfv3rjzzjsxZswYScetr69HbGws6urqEGPANIhwpeZu2rpVP2H7t/9Ct5LvkeCsxq6YXqg97XL0PutqFDQk4/8+/d1daj2yezyyM1MMLy3bsWUjfv3xP2ix6WukH/0Nx9ASvySMxmmX340RYy8ztfSayC70iOPhGMPNmjM+ee56zFm32z1gu2lIMmbdMDjk804cP44lX89B9Yp/o1f5z4hCI35rcwbanHENMsZe/ccAV59zS9XY0IjX/zMfu1cuwHnHV6J7416UO+Kx79RrcPrV9+Dv6xv9nt8O8/f1EsmvnQJjHNeOZ9wDmsa4P999ZsDvmZLvpNTnVFWWY8n8txG14VP0qtmII0IcdnU9FwnDrsYZoy9runEoQU5+iTup7KoA0erC/+jRGuT98Ck2LZ6LoYdXooN4BFui0rCmyxV48P5HkdixkyntCsas85I0tkmE6CVSg6/W5H7Ra2uPYvGC9yDmzUDP2s0obdUdh08bj4wLb0affqe7H+cK4J4ZV60HYnI6lpz8EjzyyVKcd2wlrq7/EQMadqCsZQqODLoRoyfci46dumjaNiIKLhxjuF0GbHt3l2DFJ6/ilN/noGPDQWxtPxRRp1+LkZdMlh0LtXzNgWK6+6LDKaJ3YwkmR+djVOW36NhYjg1xp2OW43wsajUSJ4Ro9/kjeRAbya+djBWOcVwKud8xJd/JUM/ZsHYlNi98Bb1KvwIA7Ox8LkpSL8GGtkMx5tSussfdeie1Xa/p9nnrMfTEb7js2BJcfGw5BFHEjq7nI/Wiu5A56sJmNyjlXk9olQg24jqGlGNdGmlCaulXZcVBLMqdhm6bZiPFeRRbO52L6gkv4vyxl/qtqjBi6pCckuilhRWojIrHx7GXYl7rSzG1WyXOrfwK6WteR/Ga17C410ScNflJJKemG3Y3jXftiMKLWaW0Ukt9t25aj19n/w199nyHFEcMintei27X/hlX9x2o+7mlCBTT3XO6HQK2C93RZcLlOPP0GVj27SeIXvoB/lHxTxyoTcSvvbMwsX/TXexwKWtW0k+Ey2snsiq5cU/Jd9Lfc24dlozl3y1A9dfT0fvIr0homYzi4X/B2OvuxS876vCX+RvgEMox+9dyAPKnSOq93s/J9607uqTfjLResVj++ftos2YW2uVegq/mDUTbix/GmEtucF9bmLWIrZWWQKDmmAixEStf8IYKfK4ESOrvHyIVQHG/KTjz+gdxXWq6OQ32IKdj8X2dmSPHYuLwyTh8qBo/zH4RXde9j/K/zcHP3a/GgaF34d5lR3Sfc8657UThRclAUov+IdSAzZUAOW3Pt4hv2RUlY5/DOdf+CSM0WC9Jy8FioJju76JDEASMu/Jm4MqbUbRjCzbNfhrnbHkFv9z7Pvaf/n84c+BkTXYs8MfIPl1JP8EFTIn0JTfuyf1OiqIIhyC4F2J1OkVk1KzGV/dMRq+ajajoMBzlN8zDueeNR1R0FABg6ffrVSVAjVjvx9/7duXUx4Gpj2PV0m9x4vO/o9P8m/C/r6YhatxDOO/qbPfrk4qJ4MjARIiNWPmCN1Dgq6+rxVfvP4Xk9f9CKkSUDMjCuFv/huEecw3NTvDI6VgCvc527TvgmrufR23tE/h+zqs4ZdVbOLV4Ie6LvQoftL4W9VGtdQuiVgzWZv9NiexMyUBSz/5hT9kuLH/3fvQr+xLxLbui9IJXccHEOy272GGgmB7qoiOtV1+kTfsYu0uLsGL235G+9g10XD8D/+x/L37tfCnG9Oro/ltoEeOM7NOV9BO3DkvG8qJKLC+swCiPRQ+JyJtRYx65fUNuQSlmrSmDAKDfie14oi4HGSt+x5YOw3Ek+1uMH31Rs+eoTYCaXQExYszFwJiLsT5/KY7OfwanfXUHvvnpdXSe9CqGnX2B5OMwERwZuEaIjeYlGjHvTiopQX/pt5/g+GcPIfH4Aezon43zsqf5XWxJz3nIUtqpx/y9Y/X1eOefj2HkjvdxHC3wetzNuOjG+3HbmdpXwFhxHrcV20ThyU4xXC+iKOLMt3527z4gALj5DPX9w/Fjx/BVzrNILngFdVFxqBn7GC6YeCdatGypus1aCBTftYrp+/aUYum//ox+xZ+huPWpSJr4MkaMvQSANjHOyD5dj7UFiLRi9zhu1e/K5Lnr8dXqTbjv6GxcU/89fm/VD91vfKkpWRCAWWtpqBGsDb+sXoZds+7HqUfW47fOFyLz9jckLeDNtT0igzVv55BfVspOBruTtatwG9a8/X/oV74UvyeNRc8/fY/rep3m9ziiKCLHYw91rSsapNxx0yN73SomBvc//jLe+WES6r55Fk9VvY2S2T9gU9y/0W/QMM3OA1hz20ErVqkQhSulWzAGGzyuXPwlDn98L9KPlWFbv2xc/KcX0bZde0nPNUqg+K5VTO/cNQUTn5mPDWtX4sSs+9Bu5qX45PsrcP6DMzSJcUb26Ur6CcZxImms+F1pbGjE4OL5+FPlmzgutMCjbR/AlTfegxEjewR9nllraagRrA2Dh41Gxhlr8OPnM5H47d9Q+UwG1mU+hCv+7+mgVY1mV7aQMbjnp41kZaZgxoQM3DQkGTMmZMi+4HXt7T157nrk5JdATTGQv6DvdDrx9ezXcOCZ09H+8E4cvP5jTHj5J6QHSIIATcErz2MAr/Vg0F87jSIIAu66YCgeem0hHPf/DAA4/sqZWPD6X3Di+HGvx6r527iC9awbBrsvAsw2Jj3R/Z47RWBbeY3qzxwR+eeKcy4ju8fLmk4zZ91uTJ2/AbkFpaitPYpPnr0FHWZdgaOtuyDu0bW47uF/eSVBAj1XCr37IT1knHEmrnwtH6WXvYdue5dh41/6IeNQnleMU9JvqenT5b6PSvoJ3zjO0nAi/6z2XSku2o7//nkEztv8ItZ1uRy5YxbiqpvvQ/aI7pqfy8xxttQ2OBwOXHBNNs56cwd29p+Knvkv4Jv7hmDbpl8MbytZCytCbERtdlLLrG2zRUMTG/DpX89D/4M/YWPPG3HZg/9CXFybkMdZWlgBAU13MAHpA3il7TSrcxpw+gj0ef1XfPHOY+i17jV8d99X6H3Pf9xbBVsho64l198wp6AUecVVyC+udt+xtvPrIrIi3ziXLbE6w3fwmL9qKbrlPIn04/ux89x/4uqbH/C7m5eaSj49+yE947vD4cCFE/4PB0ZfhiUvZ+GSvLvQPukSrBjwKEaflqqo31LTpxvRZ1ix2pBIT0or3fT+rkhtl9PpxP/mvoXEHx5DmxbxOH77d7jrzPNwl6at8WaFcbbUNsTEtsaEv7yFX1dPRPSMLNS8OByfj3gEV97+lN++jsIfEyERQhRFzPAYuApQV7rnGfQH1W9AxsdT4BSiUD5pPiZeeK3k4ygdwCtpp9kDuRYtW+La+/+J39ZfC8d7k3H4H2fh+8vewAXXTrVkWaWLkoGBa4C/tLAC+SVVlnxdROFCaZxzxV9BFHFj7X9x17oPsattfyT+9RsM06mST8tYZ0Z8P6VTV1z3j//h+09z0P+rPyN15U1IGbIAgmBsXDOiz2BpOEUapQlGvb8rUtp15PAhfPvc9Riw73/YmHYDLn3wPbTRYEevUKwwzpbbhkHDRqHvwI344s0HcdqqZ/HpzhU4//F56BCfaERzyUKYCIkQSueQByIIAm4dloyEX2YifeXfsT3pbJzzyCdI7NhJ1nHUBtBQF+lWHMgNOH0E0l9Zjy+fn4KBX96GT7b8jLPHPo7Za61TVulJzZ1HK9wpILIyI7a9DSQrMwUNx2rRMP8ejDm6CJsH34er73kp5G4wair5lMaEQO+TWfH9gmuysev0Udj40lWofWUU/nfxq7jwutsNWzeFsZVIe1a9KRWqXTu3bcK2l69AyvEDOHDdXEy89HrD2maFcbaSNrSKicF1f3kbK74/D13n3orVfx2MLnfOx4DTR+jYUrIaJkIsTMvF6DyDKKB+Ckpt7VF8+dyNGFj2BX7PuBfj73tF9h7dgLWm+xipdes4TPz7Anz171fQe9GjKNn3C966MgcF5Q7TK1d8qRkYWOFOAZGVmRnDdu3cipT/XIGE+r04OGEOJlx2g6TnqankUxoTrBjre6Sfis6vrMEXL2Zj4Dd/wju/LMM9x6+H4HDo3kbGViLtjU5PcH93nSIwKj3e5BY1CZb4XPbdArT4OAtoeQpOeXQVep7az8SWyuN7nXPrsGTMXF1m6CLcZ19wNUr7DMT6F6/GsdfH4vvL3sIF107V9ZxkHUyE6ECrBIaec6nlTkHxfE0jOgLJn01BWu1O7B3/b0y48mZFbdKCVbP3Ul02+c/4tf9wxL9zNVrPuxqXPPwd0npZq/1q7jxa4U4BkZWZFcPW5y9F7b+uhKNFPBIf+Rm9+2ZIfq6ai3ClMcGqsT4mtjUmPj0XX380Amf/8BBealWKR9v+GXC00LWNjK1EOvBdc9gi67sHirn/nfki0pY8hs2dzsPFT8xrtqi1VGbtAuZ7nbO8qBKz1pR5/ewURV3a5Puab3y5AF88PwX9v/w/fF5ehqvveFqzcylpD7frNQYTITrQKoFhpbnUrtd0SmMFxh96Cu1wFG0eWIJMiVvB6vUFD4fy4EFnnIWSv/2M35+/CKXTz8Lhu/6LQWecZXaz3HjnkUg/RscwURTxSu4sjFp+J0pa98PFz32PDvHyzmnGRbjVY/2lN92Hl4+1xdnL78H7h57Cve0es1wbiSi4ZUWVXuPu5UVVmKrDTity+Yu5C17/C/qt+yd+638nrn3oTVWLfcq9blEzpvd87o7yo97vd+HJ918AvJIiodokV/PXnIFbn/4Yn73xV/TLm4Z5VbtxzV/+pajaXZv2mF/1GAmYCNGYmtX0fWk58FM7cF1aWIHUxj14v/pJNAjR+HdmLnIlJkEA/b7gRl+k65XQSe3RG22fz8fSpy5E7JvnI2/KPIw85zINWqye1e48MmtOVqL282h0DHv5nTcxruAhLGmZiYdjH8S722qQPdz6F+x2SMj+OetWvBaXiCHfZeE/Rx7DGSlLzG4SEUkkiiIcguC+CLdiwhVo2hlm/gtTMXDrTGwd8SSu+9M01ceUe+NVzZje87mu6fqu/x6VnoDCNbVeyRAl11JS+uVAr/na+/+Jr2cno8+PD2HB3/bhmr9/HnLdLC1Yteox3DERojE1q+n7stLA74xW5ciufgQHHAm4o/3T+MfpgyQ/V8vkkC89LtKDBdBgwV/tBVF8QhIu+sdyfPnEpegx6zoURH+OzFEXympfJGDWnKxE7efRyETjd/PfwwUFD+DzmPPxTJs/AY4o2wy2tHqf9JyTLggCHrj+ShQN/RmFL4zDL9POQdQzy3FKp66q2kxE+sstKMWsNWXuhaCnDE22XMLV6XRi/rRJOG3XfOy64HVcfeO9zR6jZIwo98ar3Iv2QFUgAoAR3ePROykOo9MTcOuwZIxKS8CywkoIAtx/D6cIbC+vQU5+iaTXI6VfDvaaL735fixJ6IxT503Gp09eg2uf+Uz3yhCrVz2GKyZCNOR5we+iZlFSq9yJLy7ajoyvb0JVi474euT7+Ee/NFmvSYvkkJEX/8ECaLDgr8UFekxsa1zx3Lf48rELkJozHutafIUhI86R3D6p7JxMYdacrMQun8efvpqLzl/djZ87j8fTDZPhcAi6D7aUxhkt45PvsUSIuG3+xoBz0kVRhCAIqs6d1qsvhMd+QtFzo7HmyTEY/uwK2TuqEZGxfGO5KMJy46IFL96OfrvmY+8V7+OSa7L9PkbJGFHujVe5F+3BqkCyM1O82ue67hFFEaPSEpBTUIq84irkl1S7ryVCvR4p/XKo1zz20uvxk9iIvvNvwYJnrseEpz9RNf0oFCvd/I4kTIRoyPeCH5C/KKmViKKId75bjfT54yEKsTjzmZ9wVWf5d7bUbLXoYmQVQLAAGiz4a3VB1ComBpc99z9888g4dH3vCvza4n9ea4ZocR47V1Uwa05WYZdS6pWLv0T7+bdgS7eLcdu0uWi5bo8hgy2lcUbL+OR7rJHdOwSck+4QgNzVZcgrrlJ97h7pp6Lh4R+x+8VzkffkWJw9fQU6xCcGfY6dE9REdmfE2ELNd3zBaw9hwJYZKBz3Mi4LkAQBgKU7K9z9kQBgWWFFyBgm98ar3It2z3GrbxVIoOe62rS0sAL5JVWyxrxS/pZSXvM5l92IH0+cQN+FUzH/7zdjwt9m65YMscrN70ijX2orArku+F3UblFrtn/9tBGd598AwdmIW9pOw5fFDYqO03QXrimAAcqSQ/4u/tUSRRE5+SWYPHc9cvJLIIqiu72u8/gG0KzMFMyYkIGbhiRjxoQMr79vsOcFO58/MbGtceH0H7CvzamofvsqlBbvkHweKfR4P40S7G9AZCQ7lFL/snoZWvx7InZ2PAvjn16A6BbRyB6eilk3DEb28NSQsVhO3PKlNM5oGZ98jwUIXvFzVHqC18+AqNm5e/buj18unYN29fvw9ROX4vixY0Ef70razFm3G1Pnb0BuQanicxORPHLHFkpio9zvuOscD//tL+i3/mVsPfNpXDb5z0Gf43AI7huPIvSpanFdtEvtRzzHrSKargOUPFfqmFfLceJ5V9+CfZe9g/6Fc/H5O48rPg5ZEytCNKR2i1oraWxoRMv5t+OUxgpMiv8nKqITFVc4aFHupUemPtBdx2DtDZaxDfU65d7ljItrg1FPfoO1jw3DhucvRYd/FKBtu/aWfT+Nwqw5WYHnVEhXotdqpdR7d5fg0L+uRWXb03D5379Ci5YtZR9DTXWG0jijNj553nV1Vey4jpU1LBnZmSnu+Ok5J310egJEiMgrrj5591IAJs9dr6hCI7egFPevPIaMdk/gw+pHMePJm3Hni/MCPt4u06xCYWUL2ZHcsYWS2KhkUdIP5szG+4dewdutb8CQwbeGbFej0+lOzgsAnE7pyWutuWLBkp3lmDI0GaIoYvQfMUEqzzHvqLR4iBBDxmStx4kXTvg/fLq/CH1Wv4gfP++D866+RZPjkvmYCNFQOM3v+vTluzC0dg2yOjyLPdGdVV0saxGQ9HhvA3VIStsb6nlKBrmJHTsh7cGvUP7i2fhu2pW4+sVFiIqOsuT7SRRJtFwYWw/H6uuxevpliBOicfYTXyEmtrWi46i5OFcaZ7Ta7t3V7qYBONzHcsVqF894KooiBAhei/UpnSbjeu82tOiDx9s+gH/u+wcWvv93XPV/f/P7eDsnqD3ZeeolkVRKFgyVO5Xy53Xr8MrhF/Fjq5F4t/UNuFlC/B3bMwkfrdvjbtuYnsGn5OnJNxbPmJChamydk19iWmy5+s7nMP/Jrej1xR34JTkdg4eNNuS8pC9OjdGQ3FIxX2pKkLX0v0/+hQGb3sOuMX/HnZNusMQUBD3eWy2mmMih9Hy9+2ZAvHkOepf/jM9evU+Ttqh9P4kinRlTIaX2EU6nEwufuwldj25Hp7s+Q9IpnRX3LaP/mDoCuKaSxEt+rtI4ozY++Vv0UOqxPM/tFNVNk/GM+d/GjMIPPW5H+s9PY+XiL/0+Plym/dl56iWRVHLHdHKnUh6qrsI1a+/H3qiO+Fvb+yEKguHTQjwpuUbROhaYGVscDgeu/ttclLQdgEP/uhYH9+817NykH1aEWIhWd1HUlKVu+W0dOn57PzamXY+JWY8oboPV+Htvja6KUHO+M8+9HJ9vfwJ9Vz6DlYsuwJnjrtCrmUQkgZKpkGqnDEjtI7756DUMLPkUu6/Mwfmnj1B3F813rGtelXVAvu/r6PQETSorfP/GcqfJ+Mb8W4ZejM//shkdP8rCwf4b0LFTF6/Hh8u0v3CpbCEKRs2CoaGmUjqdTnw3/QZ0a6zGuqu/wLVH20seN+oVR5Rco2gdC8yOLS1btcLZT3yJTY9mYOmL12P8P3/SdScZ0h8TIRai1fxgpQmV48eOYedbk4CY7rjqkZmyz2tlgd5bIwedwTonKRdIV972N3y2dTE6zsnGwQHNB9FEZBwliU01yW5RFDHjjzVJTu4G0LyP2LFlIzotfgIbe0/BxPFZANT1LcuKvHdVWV5Uhakjukt6rhxqkkS+7+sH1w7EjAkZqpPcnn9jJdNk/MX8MQ9/HPaDaE69pEggN+Eg5yL+fx+/jQH7v8OB6+binkvHaNVkL3JjrtR+xPO4o9MS8MGEgVheWKVJLLBCbOnYqQta3JiDPv++Gl988HdcfftThreBtBN+PbCNaTFVI9BgWYqFr92HLvW7kHbXf/DRrwcUT9FRO8VHjylCRk+DkUvKSuIOhwNjHv4YEAQsfXEinE6nCS0lIkDZ9A01Zb25BaVY5bEmiYjmcezE8ePY9MYklLfqgisffMf972rin1GxU82OKb7v6/KiKk2m/mk5TcalY6cuaHFTLvpUrMAX7z+j6BhWx6mXRM1JnbJStGMLkr5/BBvTbsDYS6/XrT05BU2VgrPXNsVc1+LfgUjtCzxj+W0LNkKAoFkssEpsOXPcFdg84A6krXwWv65ebkobSBusCLEQLTKdUgbL/qxa8g1O2/QBdp49DRW1HVVN0ckpKMFt8zcCaHq+CBFTh0u/g6jHQmtWyCIHIzXT7spE9511Jb756LWQ26gRkXWoKev1jBGA/zVJFr75EHod3YoW9y/zWhxVTfwzKnaqqVoxolxay3Ocee7lmLf2DvTKex47xl6DXn0HathSIrIiKRUkDQ0N+PW1GxDbsiMu+8v7urbHN9mcW1AWdKwutS8wYvcrqdUsWuxgFegYV9/3Kr55YAVazMjCaRm/oWWrVlq9PDIQEyEWosW8PimDZV/H6utxeM4d2B0/HFdnP4ZbPvlVVRCTG1yDvQYl5w8UtKw891rOIPvMcy/HJ0uvQ8pP03DgwutxSqeuXr/n1oVE1qQmqRBqTZJNG9bg1A3vYOfwRzD+9BFez1UT/+Q81+l0ImveBiwvrMCo9ETkXpcheeqH3ESDnuXX/midELrynpfx073fYNe7U5H+al5YTpEhInm+/vBFpB/ZAOfdP6F16zjk5JfoNpaTW2sttS8wIjEt9YapFjdWAx2jRcuW6POnmah/aTj++/6TOJR5F8fdNsRESJhRsoDfl+/9DenH96PnX/7XNP1CZRBTO5FF7fntuHWf3EH2Bfe9hY0P9cFPr92Oic9770Bgx9dPFAnUJCSCxQin04mtH9yOVrHpuOL/ntaqubJlzduAWWvKAACFlU3//+H1g6U9V2YM9I1zMyZkYNYN0s6lhOffTotkc6uYGHS48R2k5l6C/338Ni6ZdI9OLSciO9i/twydfn4Bm3tPxsRho3XfKjZ7WIpXBXnWsGRNjmtEFaHUG6ZaVKcEO0bfAUMwP+NPSF/zOq4s7I290Z057rYZJkLCjNwAtKtwG9LWv4mdg+7EhFP7KTqGL7XBVe35jSjL05rcC6T4hCTUX/IiBn55G5Z//xlGXTDe/Ts7vn4iCi5YjPjuk3fR5/A6HL3tO0RHn+zWja4OW15Y4fOz9HU05MZAM+Oc3GRzoL/DiDEX45NF1yL5h7+h/PwJSOrYWXZbWAFIFB6WvHU3ugitcNHdrwDQP8a51tjQKmHhG4s+vH6QbrFI6g1TLapTQh3j8jtfwOK7F+JvR97FHe2fhsMhcNxtI0yEWICWAxm5g8nV79yBDi064vI/Paf4GL7UBle159erLM/373TrsGTMXF2m6wA02GfjvPFZ+HzFTLT+9K9oPPdKREVHATB/ezEiMs6h6irE/fAkNqZcjYlnX+D1O6Orw0alJ7orQZp+1i/2mBnn5F6gBPs7nH/fO9j8UG8seu8RTHziQ9ltYQUgkf3lL/sfBpZ9gZJL3kX7DvEA5MU4JdcRUsbaco5rZCySesNUyuNCvcZQx4iJbY3NZ/8dFy+5BWefWIcVLc/guNtGmAixALMGMgXLv0P/gz9h/4SPEBPbWrOEjNnrcehVluf7d1peVOm1naIoihAEQdPESLDPhsPhQJ8pLwOvnYnv5r3jLq22+sKwRKSd73OeQndnPc65561mvzO6aiL3ugwATZUgo9IT3D9rxeh1QQKRm4QJ9ndISOyIA5n3oc+q6dhV+Bh6pJ8qqy1y/sasHiFST+vvkdPpxL5PHsbedkNwxYT/c/+7nLGcXtcRco6rtL/RK4kj9XGhXqOUY/z5lsn4aO17eKj235h8w2SOu22EiRALMKvEd/f8JxDVZiAuu+QGAOFzZ0mrRIxvcF6602eLxsJKr59zV5chr7hK0/cv1GdjwOkj8Em3y9Bx8fM4Nv42tIqJMT0RRUTGKD+4D9035qB4QDYyfRZNBpRVTagZ5DscDslrgig5j9HrggQiN9kc6u9w8S0PY+Wa97F1xl/QY/oXstoi528cLn08kZm0/h4t/24+etdswJHsb70WTZYzltPrOkLOcZX2N7d+8qt7banZa3cjp6AE2ZmpIfsErRJSWrx3giBgcPbLEF47Cy2KvoYw8m7Z7SBzMBFiAWaU+P784xfoc2gNKm/+3B14zZxzrWa3AUCfO12+nd2Uoclee6iPSk9A4Zpaj116xGbvX1Zmiqp2SflsZGb9A4f+PhDffPgCrr7jaVWvWQtm3nXkHU+yGj0/k4tzn0aKEIXzsp70+3sl1WFGXSwrOY9WO4ot2VkOhyBg28GjEISm9yk7M1Xy30VusllKaXXdOY+g3w9/xm+/5CP/WBfJnxc5f2OuH0WknpbfI6fTiSP/fRrl8SNxzeiLFLdpdHqCO442jU/jFR/Lk5zrEzmxyBWLZxSUeK0pCAB5xdXIK67G8qJKzJwYeJ0Rrfoqra7BBp4+EvO6XoKkxdNxbPxUtIqJUXQcMhYTIRZg9FQGp9OJ8s+fxIF2Z+Dq865y/7uZc67V7DYAaBMQQ1WAOJ0iZkzIcP+dbh2WjFFpCe6fRYjIK672ev/UtkvKZyOtV1980nMiOq9+B8dvfVSzvcyVXsCZedeRdzzJavT6TO7fW4b0zbOw6/S7MTIhye9jlFSHLd1ZAQFNMUwAsKywQpfvkJKLCaV9lO+gW4D37mZ5xdXILSiVdBfS95hS4qOUv8OF19+FRcteRem/n8Jtjrslf17k/I25fhSRelp+j376cg7Sa7eg/paf1DXKd7tGtds3/kHO9YnUWORbBRKI6/eBkiFaJaS0vAY749Z/4OhzA/Hjgvdw6U33KT4OGYeJEIXMXOBUrbUrf0Tvmg2onvJfr39XEwzUvh9qdhsAtAmIoSpAxvRMbPZ38vxZFEUI8F4kdsrHv3i1a+nOCnd7pbxPUj8bQ69/DLXPzcWPn36ASyZpU5Kn9ALOzLuOvONJVqPXZ3LZf/6BFCEaF9zyuAatPMnhENxjaBEwfdV/T3L7qEB3Hf1dI7juQgLS4pzWCa7o6GgcH3knhi15DJ0SbsD+qETNYxjXjyJST8vvUc33/8SmhLNx7fCxqtq0rMh7qvbyoipMHdFd1TEB7RdUBZpiZ6gkiMusNWUYlZbg9/xaJaS0vAbreWo/zOt0HtosfwvOSfe4K9tZrWxdTIQoZOc7z0Vfvoo2sb1x0dhLvf5dTTBQ+36o3W1Ai4Doe8HiWwESqrPz9/75tsvhEHT53PQ8tR/mn3IuWi97E87r75Q1rSgQpRdwav8WajoM3vEkq9HjM3msvh6dfp+D4t4TMaJ9B/WN9NDodLorJgQ0xUE9KCmjlrsto6tfkiOnoFRSzNEjwTVu4l1Yt+x53FD3Fd5oO0XzGMb1o4jU0+p79Ovq5ehdswEVN36quk167zATjJzxvyiKyCkoafbvI7vHI2tYMpbvqsS/1+z2+l2gmGzVxG7Pqx5G7HvjsPLHL3D2BVcDCP0eMVFiHiZCFDKqfFhru0uL0Gffjyg59wVNLpZd1L4fancbUBoQPYOPQxBCVoDI5dsu3+k2Wt7t63HlXxH3wQVY9dNXOHPcFaqPp/QCTm3npCapplXHyE6JtKLHYG3xwlwkN1Yj5bqHVB/L19ieSfho3R6vOBiM0u+KnIsJJTEh0IAbAEakdsCpHeOwvfwo9h85jsLKWvfv8oqrmqbJ6DRNJ5jWreOwd8BkTNyYi8oR92H0aamWGdwTkba2LHwFHVp1x/keU9QBZTFVaj/jOS1FgDY35OQkhXMLSt2Vdy5Thia7p79kD0+FAMGrYiRQTLZqYveMM8/FF/8ZhIZv/gn8kQgJ9R7Z+ea63TERopBR5cNSyAmaKz9+Gd0crXHutbcrPoY/at8PObsN+KM0IHoGH6fYFJDFPwa1WgxA/bVr9jp1g+dAf6thZ5+PL//TH3XfvQ1okAhRegGntnNSc6dVq46RnRJpRY/B2oll72Jr0ihc26uv39+riedyv/c5BSW4bf5GAH9sIw4RU4erL8n2pCQm+Btwj+wej+zMFK/3QxRFnPXWz+7HCgCmL9oBAEHfN73uRo656WHs+es7uFZcicuHn63JMYnIWg7s34NTy75G8dlPNrspqWT8IbWf8ZyW4qr6U3tDTkpS2NUnTV+03evfR3aP91oDRBAEzJw4CNsO1rhjspqbhmbd1Io95x4k/3cqCndsRnqv00K+R5zWbR4mQhQQRRFbDxxx/6xn+bAUUoNmY0MjTtkyD6W9J+DMuDaKjhGIUeXUnrQIcL7BRxSh63aMvoPnW4clIye/RNUWksDJv5Vz6I3otfRpVFWWIz7AAopSmZVtt8L0FnZKZFWbfl2NXkd/Q/mV8wM+Rk08l/u9zy0o9fm5TPNEiJKyb38D7p/vPrNZfBUEAdmZqcjzWES1qLLWPaUm0Psg532S01ed0qkrlnYcjRZrPwZu/WvIY+uFVXFE+lnx2btIEaJx7nXN13TTc/yxtLDCa7FoEcETF1K+/1KSwq4+yXUEVxuy/RzXNyY7RUAQ/liHz+exodpp1k2tMZfeiLVf/Rm7v/wAafe/DFEUMaJ7BwgQkJWZ3Ow9ssK4N1JpNzciguQWlGJVySH3zyJClw/7I4oicvJLMHnueuTkl0AUlSUPluws95qW4lqQ01fB8m/RseEg+l88tdnv/AVeOcb2TIKIP5IJUPZ+yOUKcHPW7cbU+RuaDcilGJOe6DUdRu/g4xo8z7phMLKHp2Lm6jLZryHY3+rsy7MgQMSKL3KbPU+rz5vesjJT8MGEgRieGo8R3TtAFEXD22r054LIV6Dv62/fzUR5VCLOHHdVwOeqjeey2in38QriUFZmCmZMyMBNQ5IxY0JG0OoLV79QVFkHAO6Bt78Bt+/x0xJaN7Xxj3/PKSgN2j6pr0VuXxV/9mScemQ9CndsDvo4PWnRvxJFukAxosXGz1DYZRza+VnjSc/xx5j0RPcNS6CpCjpY4kLK9993XBtshxfXudMSWgeN5VmZKU0V2n88ftaaMr9tCNVOI/tCT61iYlDa/VK037QAOauKcduCjSgoqUZecRUECH7XO5Hax5G2WBGigG9GdWT3eEUfWq0ylVEOh1d21+HwP9grWTIb7Vv1wEWnj2j2O7XZSC3W6JB710lp1tzznKPTEvDBhIFYXlhlymJLWm8hmdixExafMhot1s5tdjfRLtM9BEGAAAF5xVVwCGja7vKPjtYoVl2Ei4xj9h1xf9/XW4clI2Hbf7E37RJERwfuvo28u5Q9LMVrR5asYclBHy93YT05i6R6rgviOeB+bFwvSds+AvBaXDXUeiFSX4vcOD/qoolY+8V92P3f95H+51cDPk5Pctts9veFSA6jPq/+YsSY+MPoeXQT9l/yhN/n6Dn+8HdsNVvTSnkfRVF0r8HnunZ6bFyvkNuCO0UxZBtCtdPMSoueF2Sh9Xtz8emqxXAIpwR9HaEqDBlf9cNEiAK+X6xgd5qC0ar8zekUvaal+LsrdfzYMaSUfIfdGVl+j6E28CqdRqFmfrnSAOfbMc2YkKHrdJhg9NhCMv6sm9H181tQsms7Unv0dv+7naZ7mN1WQRDc7+vSP7Z2ZscTWcxMHIqiiBl/XNCfXIC6EqeLO9H1xG50GDc56PONTOS57gBKPZfchfXk/A181wWRMuD2lJWZghn5xe6KT1eFZaDnS30tcuN8093ES9Bhy+cAzEmEyG2zXRLtRIBxn1d/FdvtD8xGV0c7nHX+eL/P0XNastRjS/3+S3kfXeuSuK5TAlWh+BqdluA+plMERqXFy26nmTe1how4Fz/OTMGg/d/DKd6kKhnD+KofJkIU0OqLpVWmckzPRJ8FOJtPS1m15EskOQ+h48W3+D2GWetBqJlfrvTvYPZFticlryHU32rk+ddg68LbseOnz5B668Puf7fTHEQrtJUdT2QzM07kFpR6VVm45nFvX/QWklp0wTkjzg36fCPjudxzyfluy/0bqK3WFAQBfU5p606EBKuwlPNalMT5LiPHI+k/c92L7RnJNR0x2Jx2X1bqV4lCMerz6q9iu/XmL1GafD7ObNVK8/NpRWrMkvI++luLT9JNJd+H+HlKqHaaubOMw+FAVdoF6F30HWZM/UfANkqp9mB81Q8TIQpo9cXSKqEi5Th713yD+pYpuKBv821pzSy5UrPyg9K/gxUusl08X4NWf4e4uDYo6nAGnL/9D8DJRIidpntYoa3seCLb6HSfu1Hpze9GBaL2u+z52QNOXtB/m7sU5SnnaLr1udHkfLflLpLqEISTlZFQVq0ppcJS7mtR0ldljr4Ev82NwbafPkV6L/8l9HrJLSjFbQs2yqp6tVK/ShSM71QNPT+vvvFEOLIfPep3YO/QJ3U5n1a0qhxR814vK6z0GoMtL6xqdqPUqlvouiRnXo74rTnYtGcbRPhfO1HKTTfGV/0wEWIirb7AUo7TtmQ5qrr534rPzDvfcueXq+G6OFmys/yPbXJFjP7jIkXt8aIcDjidIsb0VJ7A0PLvENXvQqSufAHH6uvRKiYGgPU7DE9WaCs7ngjne/0rI2ur9rvsb/rlvj2lTQPowYEH0EoTMEYmw+V8t+UkTZSWX/sanZ6A2eua/mYigFFpgb/3esapmNjW2JWQCWz6DoCxiRAlSWArJK+JpFASK5TGSN+K7QE1a3ECURg65jJNzmP22hGhvvdq4rKrH3RPLRL87xxjplDv/7BRF+GXj2JR8ON8fNz6cr/jASnxlvFVP0yERIC9u0vQo34H9gz2P5hSc+dbbRCWO79czTk9L06cIjBjQoasAaxv4mPrgRqsKqn2KsWevW43cgpKkJ2ZquousNoKhAFjx+P4z09h9bJvcfYFVys6RqRjxxO5RFFE7uqT0/YcArC8qApTR0ibtqf2u+zvs/ft3LfRLcgAGlCegLHqNDA5iQbF5dfNThriZwO16H8hUpY/g9rao2jdOs6w8ypJAlsheU0kxdKdFc2qvkLFCqUx0jeWt1n4Pna16Y9BHfxXGCpZF8nM2B3qe68mLmdlpmB5UaU7kTJrTRlGpSV4nUvvRJDa7XlbtmqFX+KGYvSxNfhP7OWKF3RlfNWPfetrSbJfln2JBjgCDqDVbNWldos9KdtuaXVOtdtonTzvHsxaU4ZVJdUAmt8oziuuxtT5G3DWWz/L2qZW6d/B3/ZsvU4dgP3RnbB34xLJr4+8KflsUnjwXXRTblxUu/2hv8/ekd9/xK42/dE+wAAaUB7jXBcGJxdm9b8Fuye9t+OWc3wtS91d5djAyXJste1Tqu/IixEjHsPv635WdX65bb11WDKmDE1Gj/hYTBmajFtDVGrKPb5dtnKn8ORwCF7rdkjp25XGVs9YfuuwZHTen4fj6WM0O4+S2K0VKd/j0ekJ7imecqeYeu4cI8L/+6H2GiTUa9Bie96a5DMxuGELHKIz4IKuwbbOZbzUFytCTGJkOdvh7XlwxvZGRrz/+Wlq7nz7C8J6ZyyV3m1VOtXB9beavmi7V/VHKHnF1e6LKa3LwD0FykgfTMxAVNlaia0lIhe1i27qUU0Uf2A9qnteFPQxSmOckgsDuTt+ye3z5Nzp1GpaDCBtpwI57ZPzun0fe8vQDKwW2mDvxp8x7OwLFJ1f7mMBYObqMsxaUwaHABT6uQur9vhm38WmyNbodHpVhDidoUd1WkyVLSvZiY6N5YgaFHixa7nnkRO7nU4nsuZtwPLCCoxKT0TudRl+15uSGrMkfY9VTDEFgr8fntul+7sekPI6cvJLcNsCj35MFL0qP7XYnnfM2AsQu+VF3NqjHiMzR8he0JXxUl+KEiHHjh3DZ599hu+++w6bN2/GoUOH0K5dOyQnJ+Occ87BVVddhZQUlpEHY+QHO2b/RtR0HBDw92pKrpQMoNVS0iEpWQXf9bxbP/kVs9aUBXzMiNQO6HNKG2w7WON1Fxlo6mSnL9oBIPT2q0r/DoECdVTqGeiy9l04nU5bL65I+mAcD0ztFulal7EePlSNrsdLgV7Dgj5OaQJGyYWB3B2/5PZ5UhPenoNh111DxdNiIH3cLvUmgJzX7W9QntC+Pxp2FTQ/v4wbAkp237HS4ykwxnH5xvZMwkfr9rg/g2N6+r9J6EmL5Pa2X1aiK4B+p5+l2XnkxO6seRvcY9nCyqb///D6wc0eJzVmSfkeLyvyWfBUxhRTp9OJZYUVSIprgXatWuCRc9O93o9QlZtSXkfOap9+bHWZV/u02J53wOlnYhNa4Kr2ZbhMQZxjvNSX7ETI3LlzsWDBAowdOxb33XcfkpOTER8fj9raWpSXl2PNmjV47rnn0LZtWzz11FNo06aNHu22PaM+2I0Njeh2dBt2D5mo+bEBZQNotZR0SEpWwXc9zzcJkhYfi9E9E70WWxUEwZ19zikoRV5xlft9KaqsxdT5GwBIS3bJvXMaKFB3GzAK7Va/gKIdW9Dz1H4hz0uRg3E8OKutD7Pplzy0g4ieGWcGfZzSBIySCwO5kV5unyc14S11GtO6detwxn/2uH9eO6krhgwZ0uxxM30GxjNXl+E2PwN3qTcBluws90qYLN0ZuGrS36D8/m5nIGHbF80eK+eGgNybB1Z7PPnHOK6MkviuRXK7avtqCC26ol9iR83OIyd2L/eZNrM8wLQbqbFa7Y4xW7duRd8Ptrt/3nJbb/Tp08f9c9a8Dfj3HwmM8qMn8POuatw2oodXO4NVbkqJvcGuAkRRhAgRI7t3ACAga1jzG6hS/l6tYmJQFncqanfmBzlbYIyX+pKVCHnnnXfQs2dPfPrpp81+165dO7Rr1w7p6em47rrrsHfvXrz00kt44IEH0KFDB63aGzaM+mBv3/IrWov1SD5thN/fq52io2QA7SK1TM+Xkg5JSeLJ806jp8fP6+33ua52ZWWm/DGVZgcKK2vdQTqnoFTS+yv3zmmgTn3AGaOwa6aAnRvzmAghN8bx0Ky2MNnezfmAow0ye/XV5fhKLgzk7vglt8+T2iap05g8kyCun0U/iRCpCR6pNwGiHA6vhInDETj++/tNwqmZ6Pr7OzhUXeVeH0bKAN2T3L+v1R5PzTGOK2dWfBf2bkBlvLZjMTnfpVHpie5KkKaf/cdgqbFa7Y4xnkkQ18/iP08mQkIlbkJVbkqJvVmZKV6J9KzMk/1YbkEpbpsv/waqP7WnZKD1gQ2Knst4qS9ZiZDx48ejc+fOkh7bpUsXPP300zh48KCihoU7oz7YxZtXoxsEnDZ4uN/fq52io+Z1SC3T04KSxJPvnUZA2txzVycLwF0JAgB5xVXILSgN+f7KTdoE6tTbtG2L8ugkHNm9Nej5KLIwjtvP8bIN2Nfm1KCJYjVJbSUXBnJ3/JLTV8h5LaPTT67p0XSeZMWDVecfyQ2vdgdI8Ei9CeB0is12qAjE36C8W1wMRAC7tv+GQcNGAZA/QJf799Xz8WZv9xkuGMftJ/HQNlQMnKTpMeV893KvywDQlFAYlZ7g/tmX1Fit544xAHB2WgIKK3d7/Bwvq51SYm92ZioE+O/HtKzcb9n5VCQWf6PouVa7MRNuZCVCpATdF198EQ8//DCApj/eKaecoqxlYc6oD3bNviJURCdhQICt99R+0dW8Dqllep6UDqLkJmz8VYOM7B6PmRMHydr6K6egxD2wlbpeiJbVQlWtU9BwsFDx8yn8MI7rR6+LvJaHy3CsXfAYa/SCanpeLMt6LSoX4/OUNW+DVyLizO7xAdclkVqRMaZnImav84zngasm/Q3Kj9V3xA4I2LdrszsRYuc541z4TxuM4/Zy4vhxJDYcRH3nXqa1weFwSLrZKCVWS+nrPJPUcneMAYCze8S7p8a4fpbTTimxN9gxtByLd0jugw55h1BZcRAJQaZG+WLiWH+qdo2ZP38+/vGPf6CioumCVhRFHDhwwB14SX+hviQN5btQHdMl4PPNnHsmtUzPk5JBlJJA4q8aRNGCiZmpyCuulrVeiJbVQsc7pKFVdVGzf1fynjAghyfGce3odZHXtnYPqrqPDPoYK18cy40dcl6L1MX41k7q2myNEF++yfl9R44F3C1BakWGnHjub1AeE9saB6NPwZHd29z/Zuc541b+nNoZ47i1lZbsRDScSEoOnAix0xjLiB1jZvqszzdzzW7cNrLHycOFeL/UjqW1HIt3Sz8NDWiq7EtIPEfy85g41p+qRMjq1asxe/ZsxMbGAmj6UE6fPl2ThpE0obZ+ij5UimNtA8/dNnPumdQyPU9KBlFKAona7TNdXM+ZvmgHiv5YLyRUu7WsFopKSkP8nmXN/l3Je8KAHJ4Yx7Wjx0VeY0Mjkk7sx7FT0oI+zsoXx3K32pX6WkItxudpyJAhftcEcWmaFuN90eEvOR9qy0ZfWsTz6rgUNB7c6f7ZznPGrfw5tTPGcX1olZzYu2sb4gF063FqwMdYYYwl9fVqsWNMzbRz0Oapn7x+9mzH/iPHgrY11PulNvZqORbv0fM0bIUD+3dtBkZIT4Qwcaw/VYmQM844A337ei/e9uCDD6pqkJVZMVsbauunuNo9ONxlYMDnmzn3TGqZniclgyi5gcQ1uHbPK4TyRZJc768oiu6ElVMERvnMdfTXBi0+a7EJ3dC+oarZFrpKgisDcniKtDiuJz0u8vbuKUZLNCC+a3rQx1n54ljuVrtSX0uoxfjkyJq3ATsra90/90xo7Tc5L3WXGi2daH0KomrL3T/bec64lT+ndsY4rg+tkhNVe3aiNVqgU+fAn3crjLGkvl4pfV2oqTFxcXEQ/3mZ33bkFJSgsLLO698812uSm5A2W8tWrXDI0Q71VftlPY+JY/2pSoR07twZCxcuxKBBgxAVFQUAeOWVV/Dee+9p0jirsUK21leoS+M2J6pR165TwN9bMbkTjJJBlNxAouXg2s33LQ3xFsv9rAX6O8a2T0RLNOBozRG0bdfe/XglwZUBOTxFWhzXk5qLvEDf4cqD+xANIL5Tt6DPV3JxbNQUOTkV0XKOr3YxPs9zfr3Ze4DatMtA88VptaoWlNW+1vFoeaQ09AMtzPfv+uH10tfbotAYx/WhVXLi2KGDOBzdAVHRUQEfY4Ux1tKdFV5bzi4r9L/dt6S+TsXUGN/kec/E1l7tMCMhrVZtdDs01FSEfqAHJo71pyoR8umnn+Kjjz5C+/YnL7AOHDgQtoFXaoCQQqsERLCtnwCgtViHFnHtEYja5I7RiRQlg325gcT1d/ZcaVrta1pWWOk1eM4tKGtaGE/iAD9U5xvo7xjXoWlRpsqKA16JECXB1W4B2W5JPrNEWhzXk5o79YG+w7U1h9AOQJu2geO4Ukriv9xpLoC8rXbltMl14eDulwVl8TqnoATlR094/ZvUrSXVbKkolaN1AmKOH9L1HP/f3n3HR1Wl/wP/3ElPaCn0hBJCEaVDKBqCiL0hS1dAAi7s2l07rK6uddefLrZ1vxIgNqQtutaVBaQIJDQJCtISEhJqGpBGSOb+/ggzzEym3DpzZ+bzfr32tSbMzD0zmfvcc5/znHP0ZsSBpEDCOK4PrZITDbXnUBsS7fYxRuhjmUyC3ZazrmKblGud1PWbnHHMmbRpFmHXFl8kpNWqDW8Jc3W5rOf4c/Wfv1CVCOnSpQvKyux3+njttddUNciV5cuXIycnB9XV1Zg8eTJGjhxp9+8LFixAWVkZjh8/jkcffRS9e2u7VzcgPUBIoVWnwN3WTxfr6hApXkB4dAuXz1eb7fZ250bNza0oMR2t5d/ZwnIxtfC0la7ci6+rv2OLuNYQAVSUnUbnrt2tj1cSXP0tILPjLU2wxXGj+vFIiV2ifcORxkR7zfkKtADQoqXr3UaUxkUlyX2501wAeVvtyrkmZaQmYVN+mbWCL2tHEdK6xsk+zx3fU+uYcFVbS2qdhA1tFofo+nOKn28ERij7D2SM4/rQKjkh1p5HXajz3Rst9NqGWs5jGy5tIW4ZCDSbm/abpb6e0l1jpGxj7ouEtC0lMb4uvCWEGnmJENKfqkRI27ZNp1zccMMNal7SqXPnzuG1117Dzp07UVtbiyFDhiA3N9datnrkyBF88803+OGHH1BQUIAZM2bgxx9/1LwdDQ1mu5/NZrOLR3qmVafAXeA8d7bxhIts5nokUW22W2mVjNlsRsbyXGzKK0VacjwWTezrtAzZkZLRSLk3xFIuBBaVlZVo/pcfrT+f/8soNGvWrMnjHLfSldLBB6RffF39HVu0jMNZAFVnPW9NrBdfVWaw4y1NsMVxowoxmewSsCZT4zlyoaqxEqBZM9cJbaVJPyVJXyW708rp4Mu5JgmCYL0uW9q14UiJ7KpGx0X5UhJinF6PpMYyrZOw4TGtEGOukvx4I1bDGaHsP5AxjutDqymHuFCJi2FN+4ZKyYkxcvrNo7ol4JNdx63naXq3pgl4ycdWODVGyjbm7vrI3oh/SmK8OaI5TBfOa9oOUk9VIqS0tBQPPfQQBgwYYJ2T+Mknn+CHH37QpHEW2dnZ6NmzZ+OaB1FRiImJwZEjR9C9e+MI97p16zBo0CAAQOfOnfHbb7+hrq4O4eHhmrYjJMS+YyTlxt0Vb3QKqqoaR5DCo1wHX7XZbqXVExnLc5F1aWssyxa6UhZOVTIaKeeGWBRF6w2JJRni7EJgYZsEsfzsbPEnQRCQMeTyNCZPC6bKvfi6+juGhUc0Hq++XtLr6MFXlRnseEsTbHHcqMxmscmUPAC4WFuFGiHC7dxypUk/OUlfCznTXJSQe01yXFDvSGmNi0c2JYoiZi7b43ZRPltSY5mr6h6lTKFhCIP0GG7EajgjlP0HMsZx43B2/jWvq4Y5JFKzY8iJ+XL6zVLOU6nHVjo1xtM25p4SHd6If0quuaIpFCaz7/ri5JyqRMibb76JtLQ0bNx4eXvOgoIC1Y1yVFJSYjfK3rx5c5SUlFgDr+O/N2vWDKWlpWjfvn2T16qvr0e9zU1hbW2t5HYo6TS64o1OQUhI459XNDe4fIza6Q5KPxPHQLcpT1rFgpJPXM4NsS4LpV4iJzkuN6Pt6u9oSdaVHtsP4C5lDVfJV5UZ7HhL429xXE0MN7L0bvH4eJdtnGpMwJpMIRBE95FPadJPyuifIznTXADtYpkrJ87b//1zT5xrskuWq3bNXLbHmpC3GO5k9NHyeKm7FLiq7lHqfOFemCBKel+AMavh/G1qpb9hHDcOZ4nQ20wmuOv1yY2TcqadyOk3SzlPpV5vlEyNkbKNuadEh9aJaGeUXHP7FH+laRtIG6oSIa+99homT55s97uVK1eqapAzCQkJqKystP58/vx5JCQk2P17Xl6e9efKykrExzvv0L300kt44YUXFLVDSafRFW90CizVAA0XL3p4pHJKP5O05HhrJUjjz9I67kpGI+XcENt2IAHg4Bnp5cieLHbY6njx9iLc5yI7rlVG+2JdHQCgdZerZD9XK76qzGDHWxp/i+NqYriRuYpTQkgoQj1UAyhN+il5ntzzSu50Rvk3BPHIt7mWVNY1IGN5rtsKQ1dJEMD1XHM5uxS4qu5xbIPU9xnToRewT3oVKqvhgg/juHE4S4SKpjAIZtd9cdl9Phkja1pX8Um9bogOA6OOPzt9bQ/bmEtJSGudiHbaTgXXzl8TRiGithT+u2JOYFKVCHEMugAwfvx4NS/p1NChQ/HUU09BFEXU1taiqqoKycnJOHbsGJKSkjB69GisWLECQGMGvFevXi7L8ObPn4+nn37a+nNtbS1iY6Ut4ONvI8yhoWEAgIYG/RIhSj8TS2DblFeGtOQ4lwvTOZI7GmlLymKpchc1lcPs0Bl21jm20GqHopqaxkROeJT71cr15G/nTbDxtziuJoYbmasEQ0hYGEJhdlsNoDTp541kodzpjJnZhbhvpU3iRBTdllMvmtgXq3JPoLLucuXjqtwTLtedMpvNSHtvK7YUNF20zl0FoJxdClxV9yh9n/UXa1ApSI/hjLnBh3HcOJwmQk0hMLmpzpZbxSVn2onUfrPU5KzU68Yih0Tza+vzMHtYZ6evaTn2qtwT9r+HfQJYSkLaXSJaq/VDFF07TSG4EN1G9rFIX5ITIQUFBWjbti0iI6XPcdu/fz+uuOIKRQ2z1aJFCzz99NN47LHHUF1djffeew/5+fm4++67kZ2djW7duuHWW2/FvHnzcPLkSbz//vsuXys0NBShocryP/42whwW1njxaaivc/kYtUFB6WdiMpkkrQmixfHkZNozUpOwMKfQmj1vTEK4viAd+H0P9Py/g3Y/u9IzIQbZhWetP/dIcN2x1WrnmtrqxkRIRJT71cr15G/nTSALhDiuJobrRc/F2UwhjQnt+osXER4RoclrepPc6YyZDpVzi7YXuU2EmEwm/K5ve7vqjsq6BvR47UccfHqUtRNt+Ru9su4w8kqrm7zOjMGJWDypn8u/m5xdCqQkIuS8z4YL1agzSf/bM+YGNsZxY3OaCP0tDIKb9SHkVnHJXVRaUuJCYl9ZcsLE4ee8smpkZhc6jXO2lYO2HKvFpSSk3SWi5SbatWSqr0VDZCtkZhcaaiHrYCc5CnXs2BGvvfYaxo4di6uucl9m39DQgCVLlqBt27aaBF4AmDhxIiZOnGj3u+zsbOt/P/zww5ocx1u8sapxdHQz1MOEC5VnXT7GiIuquaPkc5OTaRcEAbNSL5cRinA/r7FHjx4Q33Cd/LB10KHzfchJZ9xC7torrj6XCzVViAAQ6cNECBkH43hTWsRiPeNoZLNWAICKilK0adtBk9f0Jrll2Uqugs6qQo6UVSP6me/QPCIULSJCcbb2IkprnN+IuEuCWL8fR0oxY3AizGYR6d3i3VZZSLnxkPM+zXW1qBP8LwlG+mAcNzZnidAV61og/KLrHUPkVnHpUfUltRJZ6vUuIzXJrnoDABZtP9Yk8SCKIl5de9judxGhJkzu36FJtbiUhLS7z0Zuol1LpvpalNSHYq4f3XMFA8mJkNDQUDz77LN477338PLLL2PIkCEYMmQIEhISEBERgfLychQVFWHjxo0oLi7GI488gmHDhunZdr/mjQRESGgIzoa0Qk35SZePMeKiau4o2T5X9nxphVt+uWM2m3G4xHG9EdddYblrr7j6PlWeLUUEgJaxCW6fT8GBcbwpLWKxnnG0VevGRQZLThY7TYR4e6tUuceTO53RsfPcPSEaoii6PYazqhAAuNAg4kL1RZRUu54eOqJzrNtKENvvh1kEFk7oq8nf1vF9ZqS6ThA1VJWjNlS7rTeVMOKWvMGKcdzYnCVCQ1u0QbOLTafjuXuO3GOoJbUSWepipLNSO+GZbw+gpOpyVfrhkuom8Twzp7DJzl0DO7Z0WjUuJQHk7rPxZcSKuHgOZeFRMJn8554rGMiqSzOZTHjwwQdx3333Yc2aNVi1ahWKiopQWVmJ1q1bo2fPnpgyZQoGDx6sV3sDhrcSEOfD4lB/7rTLf/e3RdWUbJ8rN3NuO/cSaMwYWzrzSmUsz0VJlX1n3N3I6MwhidiUX2ZdQ2Wmh1FUVxemc6cK0QxhSGjdzu7x7NQGL8Zxe1qsx6NnHG3dNhFlAMrOFAMY0uTfvV3VJzcZLbfDPiu1Ezbnl1t37/poZzFGJsd7Luue2Beb88rsFtpzJyJEwOQBHbFoYl+XsU/OTjFyzUrtBAHSEkTCueOoiW6r+phq+Fv1aKBjHPcvkbHt0LKhAg31DW63QvclqZXIUhcjFQQBKfFRdomQM1V1uHfZz1gyqT9EUUTG8lx8/nNxk+c69o8d+6xLJrtOXrsjJwGttRYXziCiUyLMZfCbe65goGiCXmRkJG6//XbcfvvtWrcnaGjVcfZ0Q1sbGQfxvOtEiNryOjU31Eqeq6Y4Q8piqYDzBVNdzWuUdFxRxDf7T9n9rnVMuNtO5OLtRcjaUQSTAOTtqEZa1zi3j3d1YaopLUR5WEKTRQN9OU+SjIFxvJEW6/HouThlQpv2OAMTzpccd/rvSpPqSmO33GS0ku1zHTvkUrY/NJlMOPj0KJcLoTp6966rPMY8qTvFKPkspSSILK8bWV6M8hZdPVbG6MnfqkeDBeO4PrQeLGoW1w5haEBZ6Wm0btve8xN8QGolspRdsSxmpXbCtkL7tT8+2lGMzy7d/9SZmz4nOS66SWzRKhHrLgGt5wBhbU014swVuLJ7Dyzs1JcLWRtIYK5U5Ae06jh7Cg4Xo9sgtMr11Bi15XVqgpOSaS5KtgGztFG4dJxN+WVuS6EzUpPwytpDdqV6r647orgqJDOnsEk1yC1XtNF0FNLVhamh/DjOR7Ru2iYfzpOUilUrpDdRFHHg9OV521LW43FGz8UpQ0NDURHSCjWlTUfNAOVJdaWxW/bipwrivNLtD00mEzY/MAKZ2YXIzCnEkdIaiBDRIjwUIkS0bxGF5LgojEpJkHTNlbpTjF7VEpbX/eZiCX6qvEqzHcyU8LfqUSJAXcJXy3M6rm1j3Dh5/KhhEyFS70uk7IplMWtoJ7y67nCTqS/1IlxeTJ4Z3a3J30irnRTdXav1rHo7XlwAAIhr3xk3ciFrQ2EixEe06jh7mqtnap2C2H07XT5f7c2mmuCkZJqLku1zHTuzWTuK3FZYCIKAts0j7AK3u9WuXbF8ts98+5vd71vHhLvdLljqKKQtVxemkPPHcSGmXZPHK0kneDsxwVJs0tuinGPYZrOTkwjP6/H4Qll0Ei6ePOD035Qm1ZXGbrnJaCVxXs6IoyNBEDB7WGdVFXyWOGcSGquF3C3MJ4oiFtokrhs/S22qJTbklcIkmtG2oQSnTAk+rcLglrzkj5T2I7SugOra4yrkQ8Dxw3vRZ8Bwu3/Ts28l57Wl3pdkpCZBhIhFOUUQIUIURZfVaoIg4JnRKdYKZHeS46Lx7HUpTmOLp8pNLT5DPaveTh07gpYA2nTsqsnrkXZkJ0I++OADzJ07V4+2kAKeRs5adroSbfacRFVVJWJimi62pvZmU01ZuZJpLkoSSI5TXaR0VJ2tdi23KsTVdmApCTFNpqrYkjoK6dheoGknNfbcYZRdMd7p4+XOk/R2YoKl2PphHG+k5FzzhdrYFESWH3b6b8q3MFcWu+Umo5XEeUti15oMEQSvTQtxXBx1xuBEiJeS0a6qQWwTQyLUV0tYOvWHS6rQwXwaUajDkdAkPOjDKgxuyWs8jOOeKe1HaF0BFRPTDKfD2uHcsf1N/k3PvpWSijxPBEEAxMZp4wCs8c9V8tnyXp75zn7hVFsjOsdi0/3DXfaNPa1fosVnqGfV2+kjexAqRKFnUrJmr0nacH035sJjjz2Gxx9/3O53+/btw+nTrtehIP1YRs4A5yNnid37wQQRh/ftdvp8ZxcJOSzByXJ8OWXls4bYdyqlTHMBLk0dyS7E9KW7kZld6HG0MCM1CdMHd7z8fLjfEhdonEeYHBdl97u8smrMXLZH0uiks+3ArO3x8D7Tk+Oto5CNbZE+3zxrSn/rjcq5sxVof/EEWnXt3+Txs1I7YeGEvpg+KLFxF4RUZSMkekpPjrcei6XY2mIcb6TkXLMlNxYpFdb+CrSuOqrpayqN3c5ijTtK4nxGahKmD+poV8WXmV0oqX1qOJuWKIpw+14tcdFCi2SapVOfXViBHvX5AIC5d95oyCQd+Q7juGcjk+OsC9+bRc99P4uM1CQsnNAX9wxs7CNpce6VN+sK8dRvTX4vt28l57rjrCJPi9d1Nr3aFUuV3qnnx2D6oA5oFh6CiBAB8dGhGNapJT6c0AebHxjhdoBwVLcE67XasXLTVVWeXHr8zS1qj+3Fiehuhl0oN5jJrgh54okncODAAdx9993IyspCaGgounTpgpUrV+KHH37A0KFD8eCDD+rRVnLC01y9bj374ABMOH44F/2GpDV9vsoMqNxtXm0pmeYCKNu1IK1LHD7aYTPH3kOfXxAEPHNdSpOKjqwdRTh0pspt5loURcxctqfJnMiEmHC8dksvt+9TFEWIEDG8cysAAjKGJCoOxgf25iAGQJfeTVeNVzK6N7JrnDXTbhaBtK6eOxRqyhUv75xTirTkeI8755B0jOON1Jb7azEKJeUcie96FVpln8XpU8ftttBVc36pid1yKInzgiDgoMN2495Yx0jRtESHa6jcZJoztjdGPeoLUBzSDnNH91H1mhR4GMclcOzrScxV61EBVZ/QA82Lfmrye7n9cDnXHTmpeTl9ayURzmQyIWvKQGRNkfZ42+vbyOQ4fDi+Dzbllze5jqitytNqRxp3Ikv2oya+p6avSdqQnQiJiIjA0qVL8dBDD+GWW27BF198gejoaEyfPh3XX389+vTpw8DrRZ468hGRkSiO7Ipzh3MA3C/7+WqP747SC42SOecb88vsSuClbIlru42jrS0F5Wg5/7/4Xd/2WDSxL0wmk3UkMTP7GA6XVjVZHBUAXr25p8cdAmYu22PdNlKE5061uxuhEwd3oaMQgZ4pV7p8viyOzZBwnVBzo2i/c477dV1IHsbxRmo7u1pM35JyjvToOxzlnwO/bt+ANrdNkfVcV7y15oPSz9gxvJyuvKD79BgtpyWqYXtj1KP+KE7GdHP6ODmJMC4+HXgYxz3bmFdmN6ViU36ZzxaGb951ADoe+gSV58+jWfPm1t/LjSFyrjty1nSS07eeOcR+erUeA1WO17eFE/oia0r/Jo+z/TwA+VV5agc0PMVWs9mMdlVHcLzvOMmvSd4je2pMRUUFBEHAO++8g5EjRyI9PR0lJSUAgPbt2+PWW2/VvJGBSouyaillyufaDUbM8RzFz1d7fK0pmnN+qQTeYmtBeZOg70gQBCye1A8zBjcN8JV1DcjaUYSW8/+Lbq+sRZvnf8B9K/ZiW2GF0yTIjMGJHgPropxj1qSL5aLtqbzPEsA/3VWM2Sty7d5TzZFsFMf00KwUb2NembUE3CQAm/I8b1GpZjqNt6fiBBPGcW2onb4ltaS3fcdOOB7WEWd+3WD3ezXniDdjt5JrnWNH9kip9KmJSttmuzgqoHxaolqWEu27+3dA/4YDiOgy0Onj3MV/NY8l/8A47pkW26NrpdfQ6xGGeuTmrLf7vdwYIme6z6yhDtOg3Q3GSX8rSsbFZHG1e6IzttdhQH5VnqfrqKfrl6fYemDfbjQXq9Cx9zDJbSLvkZ0IWbt2rfW/58+fj7lz5yItLQ35+Y3zWDt27OjqqQFByznh3uqYNO95DZKqD+H8ubO6vL63KZ1z3jjdpJHUmwZLMmREZ+cXmsq6BuSV1aCkumnyw2LG4ES32/VaWEYjLaSU9znbNcii9als1Ha+xu3z5VBy06fmRlHNc721doO/CvY4rhW1c4rllPSWthmI8GP2CW1vr6NjNptx7+c/o9sra3Hv5z/DbDZLel5mTiFmr8jFxzsbr3WWDq47s1I7YZhNzAYapyZqeZ20VOHNXpGLT3YWI2tHEWYMTtRljrgclhuj5waFoW1DCZIG3uD0cXISYUwsBx7Gcc/UrGOntS7JPVESEo/je39U90IypvvISbLI6VtbqqwtFm0v0rSfJWeaotrrsKfrqKd7NU+x9eC271EtRKJ/6ihZ7SLvkD01JiYmBnPmzMFrr72G2NhYzJo1C61bt8Z1112HVatWITQ0sHfk1XJ1Z2/titF72A2o/m8D9uSsxzVjxjb5d1+WzCo5ttI557NSO2FrQcXlxIEASaXWgiBg0/3DkbE8F6tyT6CyrkHy+5OaBAEul0NbyjhnDPa8PoirXYPyD/+GdhdPIKz/GMlt9URJCbjSsnHLdmzDOreCAAEZqfLWSuHWu+4FexzXipZTawD3Jb1R3a9G4obnUXfhAsIjIgB4f0vTjOW51qq1vLLG/18yub/H5ymZzigIAmandrJLFFkqZrQ6l51V4VkWR3VG7vVK7bV1/9bv0BHhGDBstNN/l7O2gJ47IpBvMI575q21kKQwmUw4mTAQIUe3qXqdjflldvcOm/LLNZnuI6dv7bgbo6XKWqvYLGeaotrrsKfrqKd7NU+x9cLBjShs2R+DL123yVhkR8mNGzfi9OnT+OGHHzBp0iQAwB133IG4uDiMHTsWKSkpmjfSSBw7rpk5xxQnDrzVMemS3APrQ9vgzK4fACeJEF/eNCrZ2ktp0MtITcKm/DJrx9fy/1ISFSaTCUsm98eiiX2R9t5WbClwPS0kISYcKfHRmDU0CbNSPZc5WjvLR0oxY3AizGYR6d2kdZotuwZd7sQ3fjH3bf0eiQjFgOHXu32+HEo+dzXrwNy3cq/iBQi59a57wR7HjULOQps9hlwP849PY+eWNRh+7W0AvL+l6aa8UoefpVUVKB0ndIzZIoDN+aVYmF0gKbY6bYtNcuKQw4Ksnqrw5F4rM7MLcd9Km+ubKMq6Yak5sAEFLfpgYFS003+XkgizvN8fj5Rc2gpYxMhLSRnyb4zjnilJFus5OBjW7Wokbn0dF2prEREZqehYet07yLmeZKQmITOn0Fq1oVU/y3brcGu/FtosQu2Kp/ft6fN29x0zm83oULIdJ/vN0qXtpJ6idHGbNm2sQdfimmuuwbfffoubbrpJk4YZlZZZUG+O5p1OvBYtjvzg9N/U3jSquWgoGSlUekxBEGAWRbssc5bMRThNJhM2PzACmdmFWLT9GE6dv2D9tzbNIjArNUnWPHFnC6R6msdpy9WuQVW//oCjza9EP5sFufyJ2u8kRz89C+Y4bhRyrgE9evfHurCOKN3yb2sixNvSkuOtlSCNP0s7r+Qs2GfLMjURgE0lSg3uW7EXAgRFO/Q4xlsAkqrwXK3n4jYR4mSLSamJkIb6BrQ/vQ0nr5ru8jFSblxskzdmUd71hYyPcdw9JclipYODUvql/a6biNotf8G29f9B+s0TFR3L25WAzqipsnbFMT4DwLDOsZiVmuTTxK27z9vT3/yX3dsQ11COiEHOpzeS72laN3fllVfi119/1fIlDScjNQkLswuxrbDC+ruNeaWKOhbeHM1rN2wcWn++DEcO7kO3Hr3t/k3tTaOaihKlI4WWYwpoPOam/DJJlR2OiSwlpdaWPdG1KEV0tUCqmp0famuq0eXkBhSlPqq6fb6i9jtphI6CvwqGOG4Ucq4BJpMJpV2uR9zRNTCbzdbdqpQkoZU+b9HEvgAaK0HSkuOsP3uidKt04HIC29HT3+5HZk4hMlLdV97ZvleTIDSJt8M6x6J7Qoy1Xa5eR8kWjWrGL7dv/i/iG8oQN1riXpMusDouODGOK6f0nJHSF05OuQLfRXbDuW3/Bm6eqOhYet07yL0uZKQmYWNeKT669F6zdhThmi6xivvGzvrD3RNiFL9PrSp73H3env7mv637FO1C4nG1i+mN5HuaTyBs0aKF1i9pKIIgoGebZnaJEH/Ygm7oqNuwd1kUDqxdhm49XrD7N7U3jRuOlNot2CknMaR0pNBx/qDUyg5npdZqs9hqOL4PufufOwvQW9euRluxGgNuuMfusf60faLa76S3pwwEmkCP4/6q09W/Q8tDS3Bg325ccdUgxUlopc+zTBGUSxAE6zm84dL0GjnxxzGBDQAlVRdRUlWBrQUVeHXtYbRtHoGM1CRkDEnC4u1F2JBXipHJcdiUV4aPbNZesmUpuZby3pVs0ZiRar/FZEaq9C0mCzYuRWx4Esb0HSz5Oc6wOi54MY4ro+SckVMxdr7bDWh3YCXMZrPu56fZbEbG8lxsyitFWnI8Fk3sC5PJ+T4ZcgcYBUHAQYfphXKq3hxJ7Q9L6cs6VpfoNe3fUyKr5aFvcKLTDZrt3kja40pKClhWobZkLNWsQu2tm9PIqGjkt7kG4b9+BcA+EaL2plHN9mRKRwqVVnY4K7WWs1aIVhznQVpIWSDVk9NbV6AquhduS+ll93u189W9Sc130p8SPkRyDEm7CTkftcTx/32KK64apHjkUsu1rqRSWsUHNCYURFHEou1FOFRS2WSL8ryyGuSV1WBrQQUW5xRhS0G5XecXsE+CSJkK40jOei4Ws1I7QYD861tDfQPaFfwXp3qMc3nT4gnXBiFSRslAjJyKsZSRExD56z+xe9uPyBh+rexjySFngWslA4yOEfB05QXZA4ty+8NSEvlqq62lcpfI2pe7A0kXCtA87W1Nj0naYiJEAS1XodZioVKpN35xw6eiwxczcfjgL0jpcZWi13BGTWJIi4VPLceWmknXYq0QtWz/7kDj6KJlHqSam5Hammp0Or4Oxf3nNPk3NfPV/Ql3jCFv8EXCLTQ0FMc634y4X1fAbH5D8Wii3iv+O6O0ig+wn46Ymd24Fa8rloWsXV2FGpMC8DgVxpGSmyOl17cdW9agdf0ZtBw9VdbzbHFtECJllJy3cirG+qemY21mIsr++38YNGK0rtWrcha4VjLA6Fj1dqS0GjOX7ZGc5Ha2Loi7/rDUyhu11dZS2u0p0fzrDx+hvakVhqXfotlxSXvKhhqCnNo9q2152n9aCk97XFuMvGUKykJiseuL9xW/hjOjuiU0bt0qNAYbb2xPZqnsWDihL6YNkv93SE+Ob9JRfmXtIWRmF2q6F7ozoigi0yaQm4TL8yCl7DCTmV2I6Ut3O23r+i8Wo5m5Cql3/r7Jc4OlJkKLc4rIEzUxU42et/4BHeuKsO3HbxRfizJSkzCscyvrz5bOpJ4cY67SY2akJuHD8X0wvHMsusU7303FkSX2WbYzz5rSX9ai1sDlmyMlz5Xr6Pf/REFkMvoOukbxazAOEnlPenK89VwD3FeMmUwmnL1qMroUfI2qqkpd25WWHO/ws+tkQEZqEmYMbpy+J3WAcVZqJ7trCdCY5JZ6PXS3Loizz09q5Y3lemMb+7WstrFc/z/bfRxZO4owMjners319fVovf9zFHe7k9tYGxz/Ogpouf6AFvMDLZlPT2XO4RERKE4Zh3YHVqK+/m27k1PNgmq+WpjS8nfISE3CopxjmPH5z5JHZh3XCgEay6tnr8iVVbKtxKKcY3YZdDl/d0/TWy78tBAH4q/B+C7dmzxXzXx1uXw5PYVz4skbfLUIZf8hI/FtVHecX/N/GDH6dkXXIkEQMDu1E7YVVMg+T+TMObelpoqvSdsvVYdYEsOLtjfG8e4J0XbrgUwf3BFpXeKwKb9cVgWIL+NX6ZlT6F78PQqvnq94WgzAOEjkTXL7wSN+dz9Kdr2JDV8uxi1TH9StXXIWuLYMMKZ1jZP8PmyvJbae+XY/RIhNFrK2xOzM7cca47TDYJ6n64LUyhtnfw8tY7in6//Gb5eiXf0ZtBv7kGbHJH0wEeJjWiQR5JQ597vjjzD/PRObvl+Ga2+7u8lrKOk0aZEYUtq5BoDMnELct8ImOQDR4xa8tgH/lbWHkFdWY/03PabJ2HasDzksLiVl0T0Ld9Nb9u3Zjh7nf8bpiUudPlfpfHUlfDk9hTvGkDf48kazbuA96L7lFZSWnMYXR2oV3bArPU/kzDm3paSTLeU1bXfwspQnO3Z+5UwB9NYie65sWPkuOgkmjJrwR2t7lCRlpP59uaYSkXpy+8EdErtgS/w1aNi0CNOFaySfe3LPV7kLXCvpzzsbWDxTdRH3rdiLV9ceRpvmEegRH40DJVU4U3UReaXVTY8Laes2SV2rSe8F8z1d/8vX/wtnWwzCXVcN1OX4pB0mQnxMi5M1IzUJmTmF1tF+d6OTva4aiNUtBwP/fROwSYT4+uZRaecaQJMSvEU5RR4TIcDlzx5Akznnr6w91NguDTqFjh1rS/5bzqJ71ja7+be9X/wDrcPaI/3GCc6f68WdVHy5ZaPa98kbA5LClzEzffwfcXjLa/j4vRfx6PmbFCUclZ4ncuacOzummt1jpLy+2hin9yJ77uJLQ30Dmu36CEeSbsXg2Hhre5QklaV+FlxTicg3CnrdjZt/moO/btuAj3emAPB87ul9virp/1iS3AfOVDapDLEsZO34e1vDJW5hDvj+XkVKO44c2oeeZVuwMOWvKMsuZB/S4JgICQCCIGBWaidslVjmHH/rU0j4bAK2b16DIddcf/k1fLjdqJrOtdoVPfSYJmN7MTEJQpOO9TCHwC+nrc6mt5w8fgzd81fhaOrjhtimy5/LsnljENi0SnT5MmbGxiUgr8dUDDz0KSLjrkUtIryWcExLjrcmqxt/lnduq9k9xhv0XmTPXXxZ958sJNYVot3Yy1V9eieVfZm0JgpmP8cMQpfQZMyqXonHWz0t6dzbcOTyVPjGJG2ppuer0vjsaoqMFFK3MLccx5f3KlLasebD+UgxJeD9iitx8dIgq6/bS64xERIg5GRJr7l+HL5b3RPVq1+xJkJ8TU3netaQJLvgmzFE3toXnqbJiKKIgyVVEND4OTvOeXTkqgLE+u+QF/htuZresmHJC0gUInHDtKdkv6Yzam8WjZK1V4I3BoEtUBJd10ybh9PzP8IdteuwMvpmryUc5cw5d0bN7jHeYEniSi3VlstVfDGbzbj4w2vYl5CO8YNGNGmPXkllf05aE/mzUSmtsXDrePz9/N+RdLEYI5M9x1KTSbBL0mqdQFYTn223OT9deQFHnEyBsUiOi0bb5hHISNU2vqqhxSDJsYLDGHbqK7ze7D5cFELZh/QDTIQECDlZUpPJhLAxj+PKr+7Dvj3b0bvfEADaBAGlr6Gmc21ZqVnNTbe7aTIf2a2/UoFNeWXWxMjMIUmAKGLRpaRHRmoSIMKuAsR6DKjvWDv7O58+dRzdDn6KgoEP4urmzRW9riO1N4tGydorwRuDwKb3iJocamJux6Su2Nz5TtxX/G9EDp+Bkd3beaVDKXfOuSMlWzR6k9RF9uSua2X5Wx8uqbJ+92zjy49ff4ouNYdwYeaHHtujJX9OWhP5s4zUJJgb5qB44cd4NuQrZKQ23e3PUYPZbO1LCgDMZrU10fbUxGfXC1mL6B4fjYMl1ZemRyZ6HFC08OZUZS0GSbZk/QVtQ1phVeT17EP6CSZCgtTosffifz+8jMqsx9H7zQ0AtAkCSl9DTefa9qZbi0oGx50NHDkmRmxtLajAsM6tmjy3cZ9x6LJzwY9LXkSSEIYx05+R9B6lCOaqCN4YBDatRtS06KB52gXKk0H3PI+qlwfgrurvMXboc15vvxJa7R6jlqv3LzWJK3ddK9trI9A4PXJWalLjzZDZjOrvXsH+uKvxu6Hpds/TOqns7H37a9KaSEvejomCIOC+Ecn46tCfMHzdk9ifu8M6MOnKqG4J+GTXcWv/LL1bvNvHy31PeuzupYSl3Zb1D9UuXC3lc1Db7y0+lo/uR1bg6LCn8M+Bg9iH9BNMhASp0NBQRN75Kjotn4Kf/vclrh5zpyY3v74ebVU7/9xxZwNBgN3aIZJeA4I1W2+pAFEyB15KUulo3kGk7FuMvIEPYXirWFmv74ynUctA5nihXDLZOOsWkHYaGsx2P5vNZhePdE+LxLG7XaCkSOlxFZalTEXS1jdRPv6PiI1LkPxcX00Rso2xG46UQjABC7MLsTCnELOGJFkr/PSiVQdb7rpWjtfX7gkx1uN9//n7SK7+DbX3rpf3ZhQIlKlhRFrz1blx890PY82Wf6J6yaPo/dZmt4+VO1Ajd1dFPXb3UsLyt7AQoW5QTsrfVm018OZ/PoJ2oS1x4/QnERPTjHHVTyjfpJ40ZSkjm750NzKzC5vsra2HUbdOxm+thqJi5ZNoqG9AenK8tZOm9OZX7/mLnjib3+i4q4wnlhG4rCn9sXhSP3w4vg+Gd47F8M6xmD6oo8fnZ6QmYuGEvpg2qPH/lS62ujCnEIBtUqlpRzvngwdQHpaA237/gqzXd8VyscgurADQOGq5cELfoMhoW977p7uKMXtFruzvDfmHkBD7y57UbbodOUscy6VFdLxu7uswoQE/fPC0rOc5S1rLYTabce/nP6PbK2tx7+c/y0ooWWJserd4fLSjGNsKK7CtoAL3rdyr+3lnOc8t1Xy2HWw50pLjHX52f710dX09f+4sotf8BXsT78TAoaNktUEJLb63RIHIV+dGaGgoYsa9hivKfsKmH/7t9rG2/VMpSWNnuyp6Ytnda2RyHDbklWJRzjGv3JPYsvwtbKkZlJPyt81ITcLCCX1xz8BE2f3e7T/9D32K/4MvOt+Pz38p8/rnRcqxIsQgfJWJTpn+JkxvX4PvPluAjGmPAlA3JUCL+YtqyhO1nn/uWN4niiLSusZdmvcIzBySCIgiFu9oPKbt3Ee1WzjaLgDrrDxxy9r/4KpTa3D8riWIjIq+/FgVn5+7UctAF8zTgYKJVnOstVhLxtUuUFKJoogv8+qQ1/5eTDjwAQ4feAQpPa+S9Fy1SWs1W55bbHCSfNH7vLM9zy2U/P3krmvlaiT3uw+eQVdzFdL+8A9Zx1eKayAROeftc8O+r5aKM7HDEb3qSVwcdRvCwsO1OYbC58mtJNGa499iuM1UQgspfV05Vc5KpyE21Dfg2EcPoTLsSiw4OxAid4rxK0yEGISvbsL6DhqBZV0mIGn9Czg1ZoLqucJy5y86oyYA6z3/3NW8x/uGd9HsGEDTzvrwzrF2F4C6CxdQsfxPONlqKMbeMc36e8cda+Qm1YK5kxzM7z2YaBGjAG3WknG1C5RUlgR6mDgaw0K+RNWCGUh+d7ukKhe1CSE1W55bOCauAeCarq1w7+c/S16E1BlrB/lIKUwmAQ1mM0Z1S0BGapKkDrYUcte1ctbJPvzbXnT/dSHyBv8JQxK7yDq+UlwDicg5b58bjgOgb13zZ4z66g7854P5+N1Df9PkGEp3VXRWSeLNRIinRaul9nXdrc2kle8+W4Aetb9hYqu3IAoCB9L8DBMhBuHLm7AbH3kfPz9+BTb+YxYm/u0HVRUFWlxI1ARgx/mNaV1jIULE9KW7vbogoFqO34dZDu3+8t0n0K22ENEPLrO7SViUc8xuxxq5FTHB3EkO5vceTLT6O2uxiKXa17AkTC8iDH9u/hA+qXgSX2f9HXfM9LyNttqEkJotzy0yUpMgQrSWa2cMScSm/DLrgtRKK01s14qyxMFPdh23HhPwvCuM3hrqG/Dru9MQEZGI2+573mvH9ecdvYj05O1zw3EAdPfF9ujY/0Gk7PwHfvtlMnpdNVD1MZTuqujriR2e/hZS+7p6VzkfKziMhHXPY1O732F/QzcOpPkhJkI0oMVK0768CWsVGw/xrgW4asVUrFm9GIUdrlM8TUeLC4naAGzbhszsQlWLp/qKu+/D7uwN6JH7Po4MfQbjHC6UjmukyK2ICdZOsq920CDvC6TvuG3CdE9YL2xsPwmDN7yIY6N/h6TOKW6fq/aao2bLcwtBEDB7aGe7RPer6w7bPWZTXuN868ycwsa56oB1UVUATn/vWFHnuNCeEf7+X/7f8+h2/heID6xDRGSkT9tCRN7nbAD0znGv4n8PfYWL/5yJ7gt2ISQ0RNUxlF7vlFaSKCW3Dya1r6vnILPZbEbOW9PQMrQl7p73IcL3n+NAmh9iIkQDWqzv4evO+bW3TcGynz5Dh68ex6YRS326VoKWAdjZ4qlpXeN83gm25eoC4Oz7UFtTjVOZ96K2eV/c+fu/NHktS9C33bFGz4AcKAkE7qRA/sgxmTHxipHIeWwjjr01DR3e2Oy2E632mqNmy3N3nFWaLMo5Zp0uCQDbCiqsccbZ7x3joNF2v9qXuwNds/+Gg33vx4QhI33dHKKA4Ys+idJjuqpO6zA7E6Z3r8WX/3oO4+5/Wde2u2KpJLFML2zcRVHQ/PNUuouX1L6unoPMXy/5G3qU56B61jdo0aIVZg1txX6jH2IiRAOOo0+ZOcd8ekOoNCiPeWwh9jzdHzfuehYfR/0ZJlOITzqPSkv5nNF68VQtKbkAfPnGH9Ct7iRiH//G6U2Ot8u+AyWBwIVSyR85S2Y0m56JhMzbsPq9pzH+4b/7sHXKOKs0uXfZniaP25hXBtFJ/eDGvDIsmdzv0n+XQhAEmM0i0rvFG2KUrrq6Cvnv3w0xuhvuuP91ZGYX+n0imcgofNEnUXpMV8no/kNGYkX/h9Ej53Vs75eOIdfcYP03byV6bBf8t1ZV79K+qlrpNrlS+7p6DTL/9ssutN/4Ivb1nIlJI2/S9LXJu5gI0YDjzfbWgnIsyjmm6MTTIsjZzo+WMx0kvnVbtJz1KeL+dSPeSvgGO6/4o6pEhNL3omXgcrZ4alrXWEN0PuVeAL77/H30OfwRjt6wAIN79Hb6mr6e4+rNBIKWHQIulEr+yNk5MHTkTViV+wR6bv8btqxNw4jr7tC9HWazGRnLc1UtcGrhrNLE2aKqlnPU2e+VxkFXU3C0uj6YzWZ89fI96FpbhJZPbsYne04HRCKZyCicbQuu9zn145ESu2NuOKL+mOMe/Du+eHwr4hffgzPd96B12/YAvJ/o0buqWukuXr6soj9bUY6Ct8ehLqoL7nz0ba8fn7TFRIgGMlKTsDCn0G46h9KqEC2CnJrANWjEaHzxy58x+qe/oP+I6zFy6ARZx7ZlhGoBx8VTRybHNe5CY4B1Q+RcAH7ZvQ1tvn8Me7vdjUl3P+TFVrrnywSClt8vLpRK/sjVOXDXH1/Gvx/fgjafzsSJXrvRvqPr80KTNa402ErX7es7WVTVco66+r0SrqbgaHXd+mrJ6+hT9AWO37UEqb0H4OWlu1mJRqQhpduCq4mDISaT3TFNJvV9yZDQEKQ9swr7n+2Pja/+DmPf2ISQ0BDFiR6lyWqtq6odP+eRyXGa7OLlLWazGT+8PAEdLlYg8Zk1iIyK9nWTSCVlQzZkRxAEzE61DwqWqhC5nI2wy5WeHG9XMGwJXFLdMXs+9rW9HuHLMvDbL7tkH9/C2ZQhUVS2FKrZbMa9n/+Mbq+sxb2f/wyz2Sz5uZaObNaU/pg1tFPjXEfYJ4qU/K3kEEURmdmFmL50NzKzCyGKItKT461/Z6DxArBwQt8mF4Cy0jM4+d54FMX0xF1PZeraTrkyUpOwcEJf3DMw0Wnb9aTFuWLh+B1heTp54uyc9jZX54DJZMK1zyxHvSkCO16+BVVVlS5fw5JM+XRXMWavyFUUC7XYStcdy6KqWx68GlsevBqzh3WGIAguf6/UBof3AaiLK7a2b/4BXTY8h1+u/APGjJ0BAHbXAFaiEanX0GDfN5TaV1QTB81mEZaoIwCSrwWeriFt2nZA1L0fI6V8O1b+bQ4A5YkeS7I6r6wGWTuKkLE81/OT0NjHmzG4cZ0+65pLAhRd9yxb3s5ekYtPdjZ+zhBh14f86YERhu6DrX7vWfQ6vR7i3UvQuWt3XzeHNMCKEI04VoUozZpqMcLubDqInNcxmUy45c8rsf6pYaj+x6343/gvkFMeLjtLruWUIS1HHF1luDNSkzSfe+luHRApcxyrqiqx8fkbEGeuxRVPf4HwiAhV7dGamhJ0tZ81p7OQLxmh4s3dORDfui3aPfQfnHvzWnz73O246/U1CA1tesnXYo0rLbbSNQJ3U3AcyYlhB/f9jLrMiSiMHYJxj10upTZCJVqgLHhNBAAhIfbju1Kn6KmZ5pveLR4f77KNw9K2IpdyDUlNuxHfFLyBPmsewRf/1xkNzW61XwTaLC0RoTRZ7VhVDUG09sU/3lncWGFts+uXO862vN2UX24dgDK675d9gJ47/oaDqc9g3Jixvm4OaYSJEI1YqkK2FVSoTmIA6jpGzqaDyH2dZs2bI/XP/0Xu/FS0WXEPVrV6VXZnX6vkEKDtiKOrRJHStVUA151JT+uAuEsiXKyrw3fP3YbEysNo9vAadEzqqvg9G40WN5FGuImg4GWEBXY9nQO9+w7GlumfoXvWOKx6ZSYmPfdxk9fQImGtxVa6RuBuCo4jqTGs+Fg+iv7fzaiObI/rX/jWLhnl693iAGMk9Ii00mA2K0oUqBlYUdoXkXoNufWeh7Hi9FH0+ukv6D+0JT5BsvV56d2kJV3UJKtt49SIdzbb/ZulcsZ2XaWM1CQs2n7M6bbmttXYcgdptaA08bvxvyvR/tsH8Wu3uzHhD3/V5RjkG0yEaEirJIYWHSMtXqdt+0R8PvAdZGyfiTfPvoqHW86T1dnXKjkEaDvi6CpRNOPzn52urWKtFLm0jViD2YxR3RKswc1S7mdJrNh2JpUuBGU2m/Hvv05F95KtqJu5GlcNGKb7Qn7epMVNpBFuIih4aVGRpLbDJOUcGDH6dnx3egH6fHc/Vi5o12QnGS0S1nptpettlqk2UkY4pcSwstIzyH3peoSaQjHkuTVo0bKVTi1XzggJPSKtjOqWgE92HZedKFDTf1faF5FzDfndI/8PK54rwLU5T+KN9A+RG9lHVju1SlY7ppVOna9rsq7S5qPl1soPy++cbWvuastbPSlJ/O7K/hFRS6fjQLvrMP7ZJR6rjJhc9i9MhGgoEG/MRgwegj8c/As+PPtn/OPcKxA6firr+VqN2ms94ujsb+VqygxwefswyyjDJ7uOA2gMbs7K/SydSccLnZSFoMxmM1a8NAO9C1fj1F2LMGbULY2fgQYL+fk6U205/qGSKs6NJ7+mRWzTqsPk6by+efIfsbriNHpvfQEr/yFi/CNvWP9Ny4S1LS13kjESy2d9+FIMsyxc6PiZlZWeweY/j0arixVIfHYT2rZP9E2DPeAUQwokSuOyL/rvctpqMplw15+X4st5NyN9w+8xfNoyjBjaX/KxtEpWzxqSZLcxRJtmYXAs0HZWsW2/rbn7LW8B/fqqchO/P2/fiNoPxuJkyz6484UvEBIaovkxyLeYCCG3GgPzeCzeEouZex5E8ap7UT34f4iOjpH0fK0uLt4YcXQ1ZcaxqsNxeou7cj+pe51b1NfXY9ULk3FF4WoU3fwObr60qB7geiE/WSXsPs5U204/AoChnYy9QjiRK1rENkvsULM+ByDtvL5r7l+wWhDQe8tfsOItMyY8+qb13/SYZqb3TjJSaV1JZ/tZA8AwJ8nt06eOY/vz16JVXSkSHvkeySlXaPBOtGN7kzEyOQ4fju+DTfnlnGJIfs+fBiTltjU8IgJ3vvwdvpx3C5I/noifxGW4esydOrfSniV22u7CuK1wr91j0pLjkFdWbfc7uduaZ2YX4r6Vja/78c5iiKKI2cOkrUXijpzE7/bNP6Bh4e9wqnlPjHnxv4iIjNT8GOR7TISQW5bAlZF6L/7xWXMMX3Mvvnw8HTe//ANaxQbWye1ubRXbcj7HEUB35X5yAv/Fujqsfm4sep5Yg9NjM3HzXffa/buchfxc8XWm2vH43RNi/KLDQqQHrRaUlnpe3zXneXwhmHDlT89h+d8uYPzj78BkMuly86D3TjJSab0lrqcYVnwsH3v/OhpRDbXo8PSPSOlxler3oDXHxNnCCX2RNaW/r5tFRB40JkO+xZfzb0O3TyZhw8UspN88yWvHd7xWWHaNcVxX6Zqusaq2Nc/cbr9rz6LtRZokQqQm/bes/Q/CPp6M4tiBuOml7xET00zzY5AxMBFCkizKOYbHdkeid8uX8M+zL2Dzk0PQd9736NTFd9tH6bFmhrMbgstBrRSCIMBsFpHeLd76e7lVH86crSjHmhfvREpZDs5O/hRjbp7Y5DFyFvJzJLWc29PzlZYpckoMUVMZqUnWHaUA5clJOSNQY3//Z/wnNAxXbJiHlfMKcMdzyxEZFa3mbThllJ1ktKiks+Xus97/y04c/8cdCBFMSJ63AWvPROLFpbt1m4aoNC77OiFORMrP3/CICIx9+Rusfn4cen0+FV+eyMOdGc9IOqbWUxZdraskda0ll6+r+JkeXldC0v+HlQuR8PUDONL6Gtzx168lV4LIOQYZBxMhJIml47QvLAVTY9/AB+dexNEXh6N0zioMGJou67W0mvun9UifK56Cmtqgl3d4Pw78/Ta0rytF3czVSE+/2eVxlF5cpJRzS32+kik1nBJDRqHl3GNNFjtN7YStXt5t7I6Mp7G+TWd0XTkL3z9xDa55/lsktG4n+7juuFrXyduLPmtRSWfL1We94btliFw2C9XRnTF43nf4tgiyYqaS75LSuMzSbSLfU9OvCgsPx/iX/4NV/+8hXLnhWSw7eQjjn/zQ4xoWRpmy6ElGapJ1gKDx56ZrLGm9jojZbMaqtx7BlbnvYG+XiRg372OEhYdLeq6v198j5ZgIMTijnFy2HafikLY4NuU/aPef2Yj55434b+EC3DhhjuTX0mqdCq1H+nxh24/foiFrKhAej/bztuo2l1ztlBS1I4icEkNGoeU6OUbZBlpJMvba26ZgT/tOiH1vLHY/OwQd7l+FK/unanbNcbWuk1YJbKkjm2oq6Zxx/KzNZjNWf/Acum97Bfvb34jbnluB6OgYbNi4W1bMVPJdkhqXHf+mM4c03lSwdJvId5T2q+zO55FPIq99CnqteQKrn8rDdfNWIjYuweVzjTJl0ZNZqZ0gQHAbo7S8lldVVeKbF36HXqf+h4NXv4hJv/+zrOf7ev09Us7/l3APcJaT69NdxZi9Ite6Z7e3ZaQmYeGEvrhnYCIWTuiLudf1xS1/24TDne9E0tdzsez5yaiurpL0Wo6Lj2bmHLPOM5QjPbnptmj+MrLVUN+Af783D1GL78SJ2H4Y8foOXRfUS0+OVzUlxdfPJ9KKVvHH8bUsHVm5LDfWWVP6q6qMEEURmdmFmL50NzKzCyW9p36Drkby81tRG9YSF/4xEl8t+TsytxVg9opcfLKz8Zozc9kexZ+PM64S2LbvY2F2AUa8sxnD39mMhdsKnB7fMrKZV1aDrB1FyFie6/R4lkq6LQ9ejS0PXo3ZwzprNphQXlaClc/cih7bXsaBgY9h/CtfWxcSlxvzlHyXpB7DsR+xeHuRJt85IlJOab/I8Xw+1X0cqqavQrvyXOx+si92bVvv8rlpDv1mX01Z9ETKdVGL6y8A7MvdgQ2PDUCn01tQMXUZxspMgmjZFvI+VoQYnFHm8jobcYyIjMSkF5bh+2WjkPzdn/Djo/2R8vAK9Ojd3+1rabVAoNYjfd5yvOgotv19MlIqtuPggIcx9v6/YcmuYizK+VW3UnG1o86+fj6RVrSKP7avZYQEn9IRqaTOKWj71k6s/n9/QJ/1T6Jg5w+IDv89qoUoAEDWjiKkdY3T7LrjaaqK1IoRX49s5mz6LyqzZqJDQw3OTPgU42+bYvfvUmKe7ciuSRBk3xRJjatG6UcQ0WVK+0XOkvk/PXA7TvTchey/TUD8P2/Av3c/jbFzXmhSJedqyqK/UBszbZnNZny15HUkbXwB5qiuSHh6C1J69XF5PHcVkkbqC5A8gqjlUI8fqq2tRVRUFGpqahApc0Ecb8jMLrR2bs0isHBCX1UdGL2m2hz6LRcH/zEBbWsLcWzYU7h99nyEhjrPs4miiBHv/mTdi1wAMG1Qouar1mu9KJQW/vdFFqK+fBi1IdFocW8WhlxzvfVvbEvt35koWMiN4aIoYsQ7P2FbYYX1d9MHdUTWlAGyj22Jp2oWStbK9KW78emuYmvH8J6B8mPquq8+QeS/78c5xOAvze9Hdng/zePz5TVCLiewbRO/05fubpIome7k+Pd+/rN1rjvQuFuXN+a61124gC/ffRI9c9/FodhUjHhiGdp3VBarHa/vMwYnQrzUidbyu6R1P4JIa77uixtlGroU7vqM9fX1WL3gT+iV+y4OtUpF/wcXGW77bjW0ipmnThRh4xvTcEXJBuzr/XuMfWQBwiMiPB7PVew0Ul+A5GFFiMFpPZJuu2jlxzuLsSm/DIsn9ZN9wja9aPRB0lu78Z+3H0PPrS/hu9yVSP79IlzZP7XJcwVBwOzUTtimcoFAT4y0KFTh0UPIfncOrjyzHr90uBU3PJmFVrGNJYqBsNYJkb8QBAE92zSzS4Qo7bAYaXV4LUakRt9+Dwr7DMOa16dh0dn5WBV5Pd6IydA0Pnta9Fnq4qa+GNnctuE7VHx6P1IuFOHw0Gcx9vd/8bg4oTuOlRqiCF22sWVFHpF7/rTGQ0ZqEhbmFNoNJlr6jKGhoZjwpwXYtuEmNPtkLspfGoB/pz6BO37/vNPBSW8ngNQulu0pZnp6Pw31Dfjm4zfQZuNLaC1E4v0r38Gg9NtdLorqrprO2bGM+p0h15gIMTitO9ob8kohALCUASkte3Z10Zj41AfYs3MahIWzUf/W1Vh+5X248fcvo2WrWLvne6Nj5uvSaQC4WFeHrxa+iKScNxEX2gpnJn+OiQ57vmu9qwERuddgNlvjoADAbPb/wkitYmqnLim4993N+Md7b2LU7lcwqm4Hzh16Hg2DHlB10y+V1CmPrhZjlUPqTcCZUyew7p370efYahxvlYqYR/6NcR6mgErhrXJqIyXsiIzIn6aPSRlMHJZ+M6qH7MPX7z6Jntmv4ru9q9B+2tsYPGKM3eMycwqtUxE/3lkMEaKqbW89UbtYtqeY6S6hlbtzC45mzkHXqn3Y1H4Cnqgbh9oz0TBfqq5x1gZ3x/On5Bm5xkRIkHG86bbNJMvh7qLRb9DVuLLfXvzn//6CrjlvYu+jS1Ey4k+4ZfoT1tIzb3TM0pLjrZUgjT97L7lQX1+Px19/A9fl/RPd6o/jwJX34db7/4aYmGZNHuuva50Q+atR3RLwya7j1hiW3q3pwsv+RsuYGhISgj899ARKzkzD2gV/xJVrHsV/N7+H5uNeQ9oN4zRorWtqtgmXwnGOedaOIpcd2crz5/HfJS+jw6730UEIQ8HN72HsxLmaTbFkpQaRMShNSqqpqFDzXCmxIzo6BhOffA97d98DceEcRP/reiz/4noMzPh/1rUwHDdgWJRTpGsiRG0FtKf37ezeZEybC9i26BlcUbgaQnRPNDywHtsON0etzVRSV21wdzx/Sp6Ra1wjxOBrhDijNvDOXLYHWTuKrCOiSuYLS503d+pEEX788Gn0OvI5Toe3h/mG+bjurlku1w/R0uU1Qi6XTjt2YNWW6Tk75uYfVuHMqnm4ou4Qvo+4Gu9E34P0YcMMuVe7UfnTfF3yLSUxPNDn82p9/uTu3IJDH/8JV5RvQ07UYJSNfBqPThnnl5+Z47XLch20XVflQm0tvvv4DcRtfQsx5ioc6TUDY+57CXHxrX3dfKKA5Ou+uNJrgpr1d7y5do/ZbMbaL5YA3z2PNnUn8VvyRFw986+Y8OVx6xQbABjeORZbHrxalzYA7tc30fL1TQLQsuEsXgr/GsNPrEJFaCwq0x7Hzfc8itDQUE0+e669FBiYCPFy8NWig6r25NPiJkDuaxz6LRe7Fz2Oq06twfGwjqga9geMmfKw0woJb94ESw3KnhImF+vqsP4/H6F2/dtIqdyLnyIG462ou7E/LAUAkBwXjSPPjtas3YGeKOAFhqTydQfaiPQ4fzKzC7Hw04/wWNUSXFl/BDsi+uHMoD/gkdmzERKi/5QZrdguKmubBDGLwHu3JKHd/uWI3ZWJuPpS/JY8EWmzXkaHxC4AAj/uEvmKv8bx6Ut345Odxdbp5sM7x+KnB0ZIigtaLHAtV92FC/j2o78jYeubaN5wHtkJN+L1hluRF9pY6fDh+D6YPUy/ihBPi2Vr8fpvf7kOFzb8E9eWf4sLQgTODH0YN894EhGRUdb4PbJrHCAAm/LKvXYfRMbERIiXg68WHVRfBE9PpHYQ9/+yE7mfv4yex75ClSkGx6+cjiHjHkCX5B7Wxzh+RsM6t8Ls1E66BBmpOxS4SpjclRKF9UvfRNzuxWhdfxq/xaeh4+1P4F+nEnXd0UDLGx0jdu6N+B0nYzJCB1qrc0ir19Hj/LG+plnEiIu7MbN6NUZc/Bl54V0hjpiLkXfd12QtKCNytutASGk+BhV+hiGnvoEAEUe63IUh9/y5yW4LTNAS6cMIcVwJNRUOvown1dVVWPP524je+j461hVha/QwVPS/Fw9lZCAkJETRjotaV1jLYTabsXXdVzjx7ZvoVboJZ0Jbo6x/Bq6f/hRatGwFgPGbnOMaIV7mbP9vuZ1dI+5XLXXRoCuuGoQrXvo3io/l4+CnryHx149QufddrG45GBHDpmHk7fc2+Yy2FVRYS/e0DlpSFyq1ndcYJl5EWt0O1H/0dxRUbkUnIRR5yeOQOPFJjO/VuHPBULMZgLY7GtjeJB0qqWpc5FGDuYlGXPDJiN9xIle0Ooe02tVLj/PHGisFAVvCB2JL+ED0vngY9zd8hRE/zsPhDc/hSPsx6HDdbAwfdbtXFlZVwjLHe9Mvh9C3ZB1SNn2FlMq9OBXaFoWDH8a1Ux7DYBdTYDgnnIhsZaQmITOnEFsv9VHlxAVfrhEUHR2DOzOeQcP0J7Huq4+QsHYBhm+Zi63Z87A57kZsrL8G+aFJsnZcVLsQqhIH9u3Gnm8WIv7AF2h/8ThKm/VB8W0fYPSd9zbZCYbxm5xhIsTLHG+8txaUY1HOMVknoxEXWJMbYDomdcXEp/+FC7ULsPG7pWjYtASJ/30E+394CqNbDsXZhgHYFD4I5aaWAPQLWlIXKh3eNgTFF7ZiZN1O3HDhJ7QUK/FLdD8cS38RaWNnY0hcgt3jtdjRwJHtzZYlSaTFjY4RLg6OI+EzhyQCMNZ3nMgVrc4hrXb10uMaYXmNzJxj2FpQDgHAvrAURExdjMTkcGxe/X+I3r0UcR/fhc1LW+Nk4rVoM+QODB09FtHRMaqPr4XCo4ewZ/1qtNz7NR4t3YoGIQSH24zCyRufQNpNk1xuoWjBBC0R2RIEAbNSO2Grmx1c3D5X5QLXaqsIQ0JDcP1dM4G7ZuLAvt04+dW/MOy3VRhr/gz7QpPxY3gqfs29Gg3j+8AUYnJb8aF2IVQpzGYz9u7eisM/fYmI/V8hufo3tA+Jw/GutyHuhgzcMTTd5XMZv8kZv5kaM3/+fERFRSE/Px8vvvgiOnTo0OQxWVlZeOKJJ5Cbm4t27dpJel1frBEy4t2fmixOJHVOoVFpUXJ2orgQ275aBHH/9+hWsRMhaMCe0J7IDu+HPaE9Men2O/DHGwbp9A7snTtbgV93bUbxnnUIPbweXc/vRRgasC+sO7a2GIXO196DB29L8+rfzLHcfWinWHRPiFE9N9EI5YJGaAPpK1BiuDNafX8dy6wFANOcTNWTQ+upb+7mRYuiiAUrvsH57SvQ7+wWpFw4jBohAvlxqRC6Xo2OfUei75CRmiVGPL23E8WF2L9zA87krkXLwg3odOEoahGO/NiBiBw0CdfcPkPWdB7OCadgF8hxXClfxgXLNcOSQJ8xOFFRFaGtGZ/twKFt32HMha1Ir9uO9uYSlIbE4bfYYfihNhk/h/XCkZAkiILJ7lqnx0KoDfUNOHJwLw7/vAnnf1mDDid/QnxDGSpMLXGs/Ui0HzkNI8bcJWkDBsZvcsYvEiHr1q3D0qVL8eGHH2LDhg1YtGgRsrKy7B6Tl5eHM2fOYNKkSdi2bZuhg6/eqyb7gtYB5mxFObLXrkLBltXoVPEzkuqPAwCKwxNRHt8XQtueaJHYE+2T+yC5Rx80a95c0XEqz59HwZH9OFV4ABXFB3Hx2B60LNmLjhcKEQIzykJicbztCDTrcxMGXTsWbdsnKn5PaumVLDDCxYFrggS2QIvhjrQ6h7Ta1cuWN5OMjse6rnUtbhZ+RueTm9C+fA9izWdxEaEojO6O6tZXIqxdT8R2ugKJKX3QJbmXx4oMC8vnnZlTiK1Hy9FSrERiw0nM7FaPTg0ngKLdaF3xK9rUnwEAHIvojIqkdLQbfAsGj7zV6SLdvmLENZqInAnUOO7Lc1DtsR0XawXUx3jbHRev6dIKj3avwqHNq1H/2//Qo/YAolCH80I0ckN7oKxFd/S6agASOvVG5x598F2xgMU7GvvrUhdCFUURC7cdxZa9+3FVWCl6hpxBdfF+hJ34GR3O7UdzsQoXEYKjza5EXcp16DbiDvQblGbY6ZfkX/wiETJv3jx06tQJc+bMQU1NDVJSUlBcXOz0sV26dHEbfOvr61FfX2/9uba2FrGxsV4Nvo5VIVqM+gW6UyeK8EvOepTu34zQE7loVVWANhdPwnQp/J8zNcP50FaoCY9FXUQszBHNIQohgGACTI3BUrhYA9OFcwirO4fw+ko0u1iB+IYy6zEqTC1xqlkK6tr3R6vuqeg+IA1dkntKWiTKG4yQsNALK0ICW6DFcD1pfZ57M8loeyxbCyf0xcwhicg7+CsO7lyP8we3ILL0N8RXFSDOXAEAqIcJFaYWOB/SEhcj43AxMhbmsOjG+C2YGv8HQLhwHherKiDUnkVzsRqtzWVoIVYBAMwQcCa0DUpb9YKYOBBteg1D74FpaN22vS7vVwuMfeQvjBzH1SQUfHkOqj22HlWE7o41d/ku9Kg/iv71v6HvxQPohWJ0qCtCjFgDAKhFOM6HtkRVaEvURsahPiIWYmj45RgumABzA0wXziG07jzCLp5HRN1ZJNSXIAIXAQB1CMWpiI6oiO+D8C6DkXjlcPQeMMJQCWwKHH6xRkhJSQl69+4NAIiKikJFRYXi13rppZfwwgsvaNQyZQRBwOzUTtimYE6hv9Eq0962fSLa3jkNuHOa9XdVVZX48JsNyD+Yi86h55EUVgVzVSmEqlKE1FYAYgMEUYQgNgCiGQ2h0TBHNEdty0RciGqJmuYJqG3fDW079UTnblegt8F3PNBiPqlRGXHdG9JOoMVwPWl9nntzXrSzxadt10xJ6dUHKb36AHgIQGPH+tFlW9Cl4TiSGk4g1nwWseI5XBldh3jxHEJrygCYIYiN/4MooiG8GUpDYnEirB3OCTEoNbVCUUg7HDO1w7zxo/D7a3o0bZgHvhwRNsIaTURSGDmOq1mw2pfnoNpjZ6QmYVN+mV0VoV4x/vKaeq2RjyG4dkgi7hjaCaIo4njRURQc3Ivy40dw4ewZNFSWQKwqRUh1KYS6cxBEEYAZgrkBEEyoj2iBuhaJON4QhcNVocg3x+GYqR2Oh7TF9YP74KO7vTMNnsgwiZCGhgakpzdd5KZv375ISEhAZWUlAKCmpgatWrVSfJz58+fj6aeftv5syUJ7W7Dc+Om5I8nnv5Th0RwRJqHP5W12r9Fnm13SVyAneYJFsMVwf+HNa42zBVXdJV825JWiKqQZ9pp6YG9YYwLDJAD3DHA/opmZXYjXbEZRh3eOxXOpSYrfmy93zuICfmQk/hrH1SQUfHkOqj22IAhYPKkf0rrG6R7jBUHA7KGdMXto5ya/T+yUjMROybJeLzO7EA+syIUQ3pjAsSRy0lOc79rFaYSkB8MkQkJCQrB582an/2aZlzhnzhzk5ORgzJgxAIDq6mpUV1cjISHB6fOcCQ0NlbSojt70uvHTKlBo9Tp6Ztq9uc2u1rwV0HnhIG8JthjuitHOOWfXGr3aaDlWRmpSk+k9zlhuAiwdYE+JEwtnyR017ffWiLCzzz1YBkXIP/hrHB+ZHGdNYppFIC1ZelLFl+egFsf214Ek27grAOgaF41nr0tx+Rn4MmFNgcu4vUkbo0ePxtq1a/HCCy+goKAAr776KgBg5cqV2L17N9566y1cvHgRr7/+Os6ePYt//OMfmDt3Lrp06eLbhvuAVoFCq9fRM9PuqQzbaGw7wSZBQNaOIt0DOi8cZATBFMP94ZzTu41SO+aXbwJKIQgCzGYR6d3iPd4M+Ov0IVefuz/exFDwMXQcd1ztUMbqh75MJPhrEkMLjnH32etS3H4OnEZIevCLxVL1ZIQdB7Sk1cJ4tq/jmKmVM/Km5wKfl3cOuFyGrcUuC3pxXBTL0l49FzDkbiwU6IwWw/3hnPOHNnqTtxai5udO5JzaOD79s934ZFextbJs2qCOyJoyQPN2+gOjVSW6IjfucmFp0oNfVISQdFqNbDmWLOeXVVtXppYTePQsy5Zbhu147JHJcYAIbMwv88rFwrEM0JIE0XMEkvPPibzLH845xzamJcciM7vQ8B1nvXhrVNYfvhtE/shkEqxFICLgd/FLy+SFpfJMQGPl2ab8Miye1M9wn4ncuMtphKQHJkICjFaBwvK8V9YeRn5ZtfWmXYtSNK3LsuUEU2fHltoOtUkUx07wjMGJEC91hvUK6LxwEEmjVUfUH845xzaKoojZK409nUcOo46I+sN3g8gfNZjN9msNOe7hbXBa9os35JVaPwsAyNpRhLSucX4d0wH1CWujXhfIt5gICTBajWxZXgeAXSmaFiNYRtmqzEJqO9QkUQDtF/iTQun3gRcMCjZadUT1rC7QuprO0sbpS3cH1NxrLf6WesTAYF4PgEhPo7ol4JNdx61xLL1bvK+bJIuW/WLH9fME+H9M14I/rN9F3sdECLmlxwiWkbYqA6RPT1GTRAH8qxPMCwYFG8fzOzPnmOESgHqVPAfalA0tbioYA4n8h6+rrdQmTrWMwRmpSdiUX4asHUXWyhBvxXQjD6JxsVVyhokQckuPm3ejbFWWlhwLiMCm/HJJ7VCTRNGSXhca29c9XFLFCwYFFcdRtK0F5Zi5bI+h5lbrVfLsLiYbqWMrtS1KbyoYA4n8k68HmtQmTrXsFwuCgMWT+iGta5zX+tmXNy8oxNaCCmuyHjBOAjnQEv6kDe4aY7AdB/RkpA6tO0Ztp+0K186SKN5qo14rZzu+LgDNj0GkNa1iuCiKGPHuT9hWUGH3eyN99y3nqEXj7gj67jxipJX6pbZF6S4wjIFEvuHrvrjafuf0pbvxyc5ia5J6eOdY/PTACEP0XW1Z3+eRUphMAhrMZozqlqC6D+t4bQLk7YzljX6/t3YHI//CipAg4i+lvkZtp7MRh9nDOnu9HXqV9znuajOscyy6J8TIHk3Q8oJm1KQYBR5BEDA7tZNdIkSrudVaLsTq7ZJnd/FGi/cl5zWkxj6lo8NaxUAi8i9q+53OKgoX5RxTdO3Qs99jO73SsrDsJ7uOA3D+fqW2xdXUcanXJz36/c7a7i/T08l7mAgJIo6dvEyD3mByHp97epX3Ob7urEsXDbm0vKAZNSlGgUmvRIOWC7F6u+TZXbyR8r48daTlfDZ6lzZrFQOJyL+o7XdmpCZZp4UA6vquevZ7HBMWrnaElDvVxTF2Du8ci1mpSZKvT3r0+9l/JCmYCAkijoFqa0E5sgvLDRcgPHV2g71KQK81VrR6XS0vaEyKkTfplWjQ8nvs7bnw7uKClPflqTMq57PRe30pXy+4SES+oTbJKggCZqV2wtaCCtWJWj37PZb3aVsR4qytlrht4SphYqF2V0Q9ktzsP5IUTIQEEdtAdaikEtmFFYYMEJ46o4GY5ZWT3NHrRkir19XygsbFrcjb9Di//Pl77O7zkPK+PHVG5Xw2eieBfL3gIhH5hhZJUK0SqXpeLy63sRSCIMBsFpHeLb5JW+VOdVEbOwNth0ryH1ws1Y8XS1VTGaH3Anh6Vm1MX7obn+4qtnaspS7GZGRGWpBQLbULUtl+d0Ymx/lsUVryD/4QwwN1kTYp78tTbPOXzybYKxGJ9OQPcdxbjBATHeO27VQXf4l7RvgcyfiYCPHj4Kvm5lnvAKHnjb2U1/a3TmsgJneUCqSkEOnPn2N4MAiUzijjEpF+GMed81VfNlDiNpEnnBrjxxwXP31l7SEAkBSw9C4Bbtq2w5Lb5omUEjpfT5+Re/FiCd9lnNdJwcKbWwb6KikcKNNNGJeIyNt81ZcNlLhN5AkTIX7McdGj/LIa6+JGvg5eTdtWrVnbpARoqZ1WOTcJch4r9+IVzIv0OX6uI7vGMSlEQcEbnVzb7RI/3lmMzJxCzErtxBE+mZisJiJv8/cErNJEvK8T+BQ8mAjxY5ab5VfWHkJ+WY11BWg5lSH6t+0w8suqPa44rTWpnVY5NyJyHiv34hXM2XfHz/XDCX2wcELfoEwKUXDRs3LO2TEAYGtBhXWLx2CMN0oFc7KaKFgY7Qbc3xOwSpP9vq7qpuDBRIgfs9w8A7CO+GlZGaLmguDYNm8HcamdVjkJCzmP9feLlzc5fq6b8sqRNaU/L3oU8PSsnHM8hi1/G1k0ws2Ju2S1EdpHROoZ7Qbc3xOwSita/L0ShvwHEyEBwFlliBaBQ4sLgq+CuNQKCzkJCzmP9feLlzcxaUTByhuVc5ZjZOYcw9aCcr85z2yTCyZBQNaOIsPcnDgy2s0TESljtBtwx76sKIrIzC70m6SrnP6dY8y3/A384XpF/ouJkACgV/WFFhcEo0/5kJOwkPNYo79vI2HSiIKVNyrnLMfISE1qsguAkdkmFyxTh4xyc+LIaDdPRKSM0QdmjJZ09VQNJ6d/5xjzZwxOhHjpb2D06xX5LyZCAojWN5RGvyBoQU7CIliSG94u8w6Wz5XIFW8kA7U6z2zjw8iuccClG3+tY4Xj+imWahkjXIu4wDNRYDL6wIzRkq6eEjNyrjuO700Ugawp/fVqOhEAJkICitY3lEa/IAQLbycmjDbiQBTo/CkZ6Cw+6BErHBPxakYHtY6hXOCZKDBpHYu1jj3OBih9uUaRlomZYBh8JeNhIoRcMlrnPJgWpPPl/HijjTgQGZ3esclIsc9xFxpAn1jhLBGv9D2rSe46++y5wDMRSeG4ffmm/DIsntRPcSxzFhd9OXilZfKCg6/kC0yEkCa80VF3DPab8stgFkWf3xjowZvz45uUeSezzJtIDr07okaq0nLs+AL6TFlRmoiXkriQE0OdffYcuSQyJiMljYHGxLFlah8AZO0oQlrXOMXx21lcdBXf1HwWUp+rZfLCVcw32t+UAgsTIaQJb3TUHeeMG3kXAbW8OT++SZn3eJZ5E8nheL6+svYQAGjWYTNSlZZtxzetayxwqSLCKLFC68SFs89+yeR+ADhySWQ0RkoaA023Lxegffx2Fd88fRbuEgxSP0dvVI4b7W9KgYWJENKE441Apg7ZW8dgb+RdBNTScn68J03KvPNZ5k0kh+V8tSQt88tqMHtFLhbmFGJ2aidd5oX7irOO7+yhnX3WHkdaJy6cffZGmzZKRI02HCm19g0bkw6lPj1PM1KTsCm/DFk7iqzXB63jt6uqDE8JdHcJBiMl343UFgo8TISQJhw7i1sLypFdWK5p9tY22AvC5YoQX98Y6EHL+fGeGOkmi8gfWc7XV9YeQn5ZjbUMeltBBbYVVABQFwOllB+zfLiR1okLzlsn8h8mk2CNvyLg8xgoCAIWT+qHtK5xusUQV/HNU9/OXYLBSP1CI7WFAo8giqLo+WGBq7a2FlFRUaipqUFkZKSvm+O3LJ3wjXllOFRSiezCCmtwvWdgouZbYNkeT69Egbe2ifQ1b3yWRHoxUgzPzC7E7BW5dr/TKwa6OrZtFVmgrqHkDuMZkf/RKo5P+2wXPt113JoMGdapFbY8eLWiGODvyWVPsdDxmrFwQl9rIsRIcdRIbaHAw0SIgTrRgcJdcPUnju8DgN+/J6JAY6QYbumwZeYcw9aCcmsptDfixfSlu/HprmKn6wr5S7zy9xsPIlJGqzjuLBmtNP4FSl/WFSYYiDg1hnQQKKXE3tomkogCg6VE2bKloTdjYCCsocRF8YhIjYzUJCzMKbROSVSzOGmgr03h72sdMXFOWmAihDTn78HVwlvbRBJRYPFFDFS7hpKSTqWz5wBQ3DkN9BsPItKXIAiYndoJ2woqVPfXuDaFsTFxTlpgIoQMwYiZXaNvE2nEz4yIfMM2+SKKouzF+ZR0Kp09B4DizilvPIhILa2qkgOlujlQMXFOWmAihAzBiJldo28TacTPjIh8T0lFipJOpbPniBAVd05540FEamlVkRco1c2BwnHwb2TXOCbOSTWTrxtA/kcURWRmF2L60t3IzC6EFuvtOutQk3v8zIhIK+nJ8dZYIrVT6ew5Sl7HwnLjkTWlP2YN7cQKNyIKGnr0rfXgq3ZaBv8+3VXcuCCu0LiA7T0DE7FwQl8mzkkRVoSQbI6VCCJECBBUTdFgSbR8/MyISCtKqjHcPYdVHURE0ln61gIa+9ab8suweFI/QySEbasxTIJgXYPKm9XIjoN/m/LKrUlzIqWYCCHZHIPRopwibC0oVxUU1ZREB+taGSwjJyKtKCkDd/UclpMTUSDSs7+5Ia/UuvU50LjgdVrXOEPEUtsBUF/tSsbBP9IDEyEkm2MwcpwTnqngIqFmLmaTChVRhCCoq1DRk1YXUs5fJQo+wZr4JSLyNT3XZrP0rS3UbP2rNdsBUEuyxtu7ks0ckgiAg3+kLSZCSDbHSgRRFO22KttaUI7swnKvlcw1qVDZrr5CRSvOgj8XOSUipfSYmkhERJ5ZqjbMl8o2MnOOaRZzM1KTsCm/DFk7iqzJBqNUPTgOgM4YnAjxUhLEm7uScfCPtMZECMnmWIlgqcDYmFeGgyWVyC6o8GrJnGOAhopdCyy0GnV1Fsi55RcRKeVpauKm/DKYRdFwSRFno3uLtxcxgUNEfsOxamNrQTkW5RzTpA8nCAIWT+one+tzW5Y4++OREoSYTDCbRaR3Ux9fnU3Fdvd6jvF+wxFtdiVjX5m0xkQIqWabGMnMLrSrDvFGNrtJhQpEbFXZBq2qNpwFcs5zJCKl3E1NFACfLGLnjGNHWBRF3Ldyr13CxihtJSKSIiM1CZk5hdhaUAFA+xt0tVOebRdcFdF4Tfh4l/r4Krddjn3oGYMTFe1Kxr4y6Y2JENKULxbwdFqhAkFVG7TKRDsL5N78jLieAFFg8TQ10ReL2Dnj2BEe1rmVw4r/HO0jIv8iCAJmpXZSPdimF9u+K3B5LQ9vx1fHPrTZLGLhhL6a7UpGpBUmQkhTRljAU4s2aJWJdlVO6K3PiOuREAUWd1MTBeFyRYivO+iOHWEBgt2IYFpyPPIM0lYiIqmMfINu6bvaVoT4Ir469qHTu8VrtisZkZYEURRFzw8LXLW1tYiKikJNTQ0iIyN93RwyCEslhdT5kEbgrPpjxuc/49NdxdYbkHsGJiJrSn9fN5VIM4zhlxkpbmVmF9ptt/jhhD52lXqWNUKM0FYi8i3GcW1Y+4FHSmEyCRBFESN9UA1spGsRkTtMhDD4kh/ytBuNWQQWTugLAE1+x+w6BRLGcGNiR5iIpAqUOM7pyET+hVNjiPyQ1N1olkzuB8CYJZxEFLhY1kxEwYbTkYn8i8nXDSAi+VztRuO4KrflZiRrSn/MGtqJIxNEREREOnDWNyMi42JFCAW8QCxV9PVuNERERET+SK9+YSBt+RqIfWciR0yEUMBzLFUU0bi9rm1wtzzOXwK+r3ejISIiIvJHek1hCaQBKU7zoWDARAgFPMdSxUU5RdhaUG4X3AH4VcBn0oOIiIhIPtt+oQDglbWHAED1IJinvpk/VVk4m+bDPicFGq4RQgHPce0MEWKT4M55nURERESBz9IvFACIAPLLajB7RS4W5RzT9biWKotPdxVj9opczFy2B9OX7kZmdiGMtomns3XniAINK0Io4DmWKoqiiG0FFU2Ce6DM6yQiIiIi5yz9wlfWHkJ+WQ0sKYjMnGO6Vmk4VqJk7SgybCVyIE3zIXKFiRAKeI6liqIoQhAEp8GdAZ+IiIgocFn6hUDjtGiLrQXlWJRzTLeEhONiqgI8Tz1RMp3G9jkju8YBNrsLSk30cAo2BQNBNFotlpfV1tYiKioKNTU1iIyM9HVziIhIBsZwIiL/5qs4LooiRrz7E7YVVABoTExMG5SIrCn9dTveopxj2JhXBkG4XBFiFoGFE/o6TTpkZhda17Bz9zh3zwEg6/lEwYIVIUREREREFFQEQcDs1E5Op0vrdTxLlYUoikjrGuexElnJoqW2z7HgoqdETTERQkREREREQcdXa2FInXriOJ1GSqLG8TkAFz0lcoZTY1hWTUTktxjDiYj8G+O4a7bTaSyJGqlrhGzMK0Na11hAADbllUt+PlGwYCKEwZeIyG8xhhMR+TfGcSLyBZOvG0BERERERERE5C1+s0bI/PnzERUVhfz8fLz44ovo0KGD3b8vXrwYu3fvRseOHZGbm4t33nkHcXGcB0dEZASM4URE/o1xnIgCiV9UhKxbtw6nTp3CvHnzMG3aNDzzzDNNHnP69Gm8+eabeOqpp9C/f3+8/fbbPmgpERE5YgwnIvJvjOOBSxRFZGYXYvrS3cjMLkSQr5pAQcQvKkLWrl2LwYMHAwBSU1MxderUJo956qmnrP9tNpsRExPjtfYREZFrjOFERP6NcTxwLco5htkrcmESgI93FgMAt9iloOAXiZCSkhL07t0bABAVFYWKigqXj62ursb69euxfPlyp/9eX1+P+vp668+1tbWatpWIiOwxhhMR+TfG8cBh2VVmQ14p0pPj8eOREuv2uiahcSthJkIoGBgmEdLQ0ID09PQmv+/bty8SEhJQWVkJAKipqUGrVq2cvsbFixfxyCOP4N1330WLFi2cPuall17CCy+8oFm7iYiIMZyIyN8xjqvnmGQwwna1jm0SRRH3rdxrrQCZMTjRmgQxi8DIZK7rQsHBL7bPXbduHZYuXYoPP/wQGzZswKJFi5CVlYXq6mpUV1cjISEB9fX1eOihh/DQQw+hV69e+OKLLzB27Ngmr+UsCx0bG8stu4iIdMIYTkTk3xjHpcnMLrROMzGLuJRkEH2aFHFs07DOrZBTWGFNftwzsCNGJsdjY14ZRibHGSJ5Q+QNfpEIAYB58+YhPDwcBQUFeOmll9ChQwd89NFH2L17N9566y088sgj+Prrr5GYmAgA6NChAz777DOPr8u9y4mI9McYTkTk3xjHPZu+dDc+3VUMswgIAETA50kR2zaZBGBop1hsLSi3tmvhhL6cCkNByW8SIXoJpOBLRBRsGMOJiPxbIMVxx+oLSzLEMSnizeSDY5s+nNAHAgRWgFDQM8waIURERERERP4qIzUJQOOCo4IAZO0oskuK+GJBUts22SY+WAVCwY4VIQGUhSYiCjaM4URE/i1Q47hlkVJnSRFORyHyPVaEEBERERERachSdTFraCeIooi0rnF2VRlE5FusCAnQLDQRUTBgDCci8m+M40TkCyZfN4CIiIiIiIiIyFuYCCEiIiIiIiKioMFECBEREREREREFDSZCiIiIiIiIiChoMBFCREREREREREGDiRAiIiIiIiIiChpMhBARERERERFR0GAihIiIiIiIiIiCBhMhRERERERERBQ0mAghIiIiIiIioqDBRAgRERERERERBQ0mQoiIiIiIiIgoaDARQkRERERERERBg4kQIiIiIiIiIgoaTIQQERERERERUdBgIoSIiIiIiIiIggYTIUREREREREQUNJgIISIiIiIiIqKgwUQIEREREREREQUNJkKIiIiIiIiIKGgwEUJEREREREREQYOJECIiIiIiIiIKGkyEEBEREREREVHQYCKEiIiIiIiIiIIGEyFEREREREREFDSYCCEiIiIiIiKioMFECBEREREREREFDSZCiIiIiIiIiChoMBFCREREREREREGDiRAiIiIiIiIiChpMhBARERERERFR0GAihIiIiIiIiIiCBhMhRERERERERBQ0mAghIiIiIiIioqDBRAgRERERERERBQ0mQoiIiIiIiIgoaDARQkRERERERERBg4kQIiIiIiIiIgoaTIQQERERERERUdBgIoSIiIiIiIiIggYTIUREREREREQUNJgIISIiIiIiIqKgwUQIEREREREREQUNJkKIiIiIiIiIKGgwEUJEREREREREQYOJECIiIiIiIiIKGkyEEBEREREREVHQYCKEiIiIiIiIiIIGEyFEREREREREFDSYCCEiIiIiIiKioMFECBEREREREREFDSZCiIiIiIiIiChoMBFCREREREREREEj1NcNkGr+/PmIiopCfn4+XnzxRXTo0MHu37/77jssX74cvXr1wrZt2/DGG2+gW7duPmotERE5YhwnIvJfjOFEFEj8oiJk3bp1OHXqFObNm4dp06bhmWeeafKYmpoavPzyy3jqqadw00034Z133vFBS4mIyBnGcSIi/8UYTkSBxi8qQtauXYvBgwcDAFJTUzF16tQmjxk3bpz1v/Py8tCzZ0+nr1VfX4/6+nrrz7W1tRq3loiIHGkVxxnDiYi8j31xIgo0flERUlJSgmbNmgEAoqKiUFFR4fRxZWVleOihh/Drr79ixowZTh/z0ksvISoqyvq/2NhYvZpNRESXaBXHGcOJiLyPfXEiCjSCKIqirxsBAA0NDUhPT2/y+759+yI2NhadOnXCnDlzUFNTg5SUFBQXF7t8ra+//hpLlizBypUrm/ybsyx0bGwsampqEBkZqc2bISIKQt6I44zhRET6YF+ciIKJYabGhISEYPPmzU7/bd26dVi6dCnmzJmDnJwcjBkzBgBQXV2N6upqJCQk4KOPPsL06dMBAF27dkV+fr7T1woNDUVoqGHeNhFRwPBGHGcMJyLSB/viRBRM/CIKjR49GmvXrsULL7yAgoICvPrqqwCAlStXYvfu3XjrrbdQV1eHhx9+GO3atcOePXvwxhtv+LjVRERkwThOROS/GMOJKNAYZmqMr9TW1iIqKorleEREfogxnIjIvzGOE5Ev+EVFiJ4seSCuWE1EWomIiIAgCL5uRlBgDCciPTCOew/jOBHpwVMcD/pEyIULFwCAK1YTkWY4quU9jOFEpAfGce9hHCciPXiK40E/NcZsNuPcuXO6ZP4tq2CXl5f77GLq6zbw+PwOBOPxOZLoPXrGcCA4v79GawOPz+8A43hgYxwP7OMboQ08fnB+B1gR4oHJZEKrVq10PUZkZKTPRxV83QYen9+BYD8+6cMbMRzw/ffH18c3Qht4fH4HfH180gfjeHAc3wht4PH5HbBl8nUDiIiIiIiIiIi8hYkQIiIiIiIiIgoaTIToKDQ0FM8//zxCQ303A8nXbeDx+R0I9uOTf/P198fXxzdCG3h8fgd8fXzyb77+/gT78Y3QBh6f3wFngn6xVCIiIiIiIiIKHqwIISIiIiIiIqKgwUQIEREREREREQUN40zS8VPLly9HTk4OqqurMXnyZIwcOdLu37t06YIuXboAAMaPH48HHngAR48exU033YR27doBAB544AGMHz9el+OvXbsWmzdvRkNDA/bu3YvVq1cDAObPn4+oqCjk5+fjxRdfRIcOHbx2fG+9/yVLluD9999HdHQ0AGDfvn0oLCxEZGSkZu9faRtOnjzplc+goaEBf/zjH9GxY0cUFBRg9OjRuPvuuwF45zvg6vje+g6IoojHH38ccXFxKCoqwtSpU5GWlgYAWLBgAcrKynD8+HE8+uij6N27t6Ljk3/zdQyX0gbGcX3juK9juKc2MI4zjpN7vo7jvo7hStvAOB44fXGlbQj6OC6SYmfPnhUHDBggms1msbq6WrzyyivFhoYGu8c8//zzTZ6Xn58vLl68WPfjl5WViXfeeaf159zcXFEURXHt2rXi7NmzRVEUxR9//FGcPn26V4/vrfe/ZcsW8eTJk9a2zJo1SxRF7d6/mjZ46zNYs2aN9W9QXl4utm3bVhRF730HXB3fW+9/1apV1vdZUVEhdu/eXayvrxcPHz4sXn/99aIoiuLRo0fF9PR01W0h/+PrGC6lDYzj+sZxX8dwKW1gHGccJ9d8Hcd9HcPVtIFxPDD64mraEOxxnBUhKmRnZ6Nnz54QBAFRUVGIiYnBkSNH0L17d+tjNm3ahL///e+orKzEfffdh8TERADA119/jZKSEtTU1OCBBx5AbGys5sf/9ttvERMTgzfffBNlZWWYMGECgMas8ODBgwEAqampmDp1qi7v39XxvfX+hw8fbn1sVlYWZsyYoen7V9MGwDufQUJCAkpLSwEAZ86cQb9+/QB47zvg6vjeev9HjhxBUlISAKBly5YoLy9HYWEh1q1bh0GDBgEAOnfujN9++w11dXUIDw9X9DmQf/J1DJfSBsZxfeO4r2O4lDYwjjOOk2u+juO+juFq2uCtzyDQ47ivY7iaNnjrMzBqHOcaISqUlJSgWbNm1p+bN2+OkpISu8e8/vrreOKJJzBt2jTcddddAIDWrVvjr3/9Kx5//HFcffXVmDVrli7HLyoqws8//4yHH34YTz75JCZNmoSamhq750VFRaGiosKrx/fW+7e1efNmawmWVu9fTRu89Rn0798fQ4cOxdy5czF37lzMmTOnyfP0/A64Or633v+wYcOQk5MDADh69CjKyspw/vz5Js9r1qyZ9QJBwcPXMVxKGxjHL9Mjjvs6hktpA+M44zi55us47usYrqYNjOOB0RdX04Zgj+OsCFEhISEBlZWV1p/Pnz+PhIQEu8dYMn0pKSkoKipCZWUlmjVrhiuuuAIAcPXVV2PixIm6HL958+bo168fQkJC0KJFC8TGxuLw4cN2z6upqUGrVq28evw+ffp45f1bbNy40W6emlbvX00bYmJivPIZrFq1CiUlJViyZAnOnj2L7t2748Ybb/Tad8DV8b31/tPS0lBQUIBXXnkFsbGx6N27NxITE5GQkIC8vDzr4yorKxEfH6+oDeS/fB3DpbSBcbyRXnHc1zFcShsYxxnHyTVfx3Ffx3A1bWAcD4y+uJo2BHscZ0WICkOHDsWBAwcgiiJqampQVVWF5ORkHDt2DEBjydOaNWsAAGfPnkVISAiaNWuGjz76CPv27QMA5OXloWvXrroc3/KlAxoXqSktLUViYiKuu+467NixAwCQk5ODMWPGePX43nr/Fh9//DGmT59u/Vmr96+mDd76DI4fP442bdoAaLwQhoWFAdDuM1B6fG+9/6qqKgwbNgzPPvsspk6dipSUFMTFxWH06NHYuXMnAKCgoAC9evViOXUQ8nUMl9IGxvFGesVxX8dwKW1gHGccJ9d8Hcd9HcPVtIFxPDD64mraEOxxXBBFUfTa0QLQ8uXLsXXrVlRXV2Pq1Kno2LEj7r77bmRnZ2Pv3r144YUXMHDgQBw6dAiTJ0/GjTfeiHXr1uHDDz9E3759sW/fPjzyyCPW+VFaHh8AXnvtNZSXl6O2thapqanWVYrnzZuH8PBwFBQU4KWXXlK1SrPc43vz/ZeWlmLevHn44IMP7J6n1ftX2gZvfQZnz57F3LlzccUVV+DUqVPo06cP5s6dq+lnoOT43nr/x48fx913340xY8bg/PnzeOCBB6xzgxcsWIDTp0/j5MmT+NOf/sTdBoKUr2O4pzYAjON6x3Ffx3BPbWAcZxwn93wdx30dw5W2gXE8cPriStsQ7HGciRAiIiIiIiIiChqcGkNEREREREREQYOJECIiIiIiIiIKGkyEEBEREREREVHQYCKEiIiIiIiIiIIGEyFEREREREREFDSYCCEiIiIiIiKioMFECBEREREREREFDSZCiIiIiIiIiChoMBFCREREREREREGDiRAiiS5evIijR4/6uhlERKQQ4zgRkf9iDCctMRFCJEFDQwNee+01tGnTRtbzTpw4gffee0+nVhERkVSM40RE/osxnLQmiKIo+roRRN6Sl5eHBQsW4O2338bjjz+O5s2bo6KiAtXV1fjb3/6GFi1aOH3e22+/jVGjRqFv376yj/ndd9+hvLwcU6dOVdt8IqKgxzhOROS/GMPJKJgIoaCzZs0a/PGPf8ShQ4esv3vwwQdx/vx5LFmypMnja2pqcO+992LZsmWKjzlu3Dh8+umniIqKUvwaRETUiHGciMh/MYaTEXBqDAWd9evX49prr7X73cmTJ2E2m50+fs2aNRgyZIiqY6anp2P16tWqXoOIiBoxjhMR+S/GcDKCUF83gMjb1q9fj4ceesju54MHD+Lrr792+vi1a9di3Lhx1p+XLl2Kp59+Go8++igSEhJw6tQpHD16FL/73e9w8uRJ7Ny5E0OGDMHEiROtz0lLS8OCBQtYkkdEpAHGcSIi/8UYTkbARAgFlcrKSuzYsQMVFRX45JNP8O9//xtpaWnYsWMHwsLCnD6nqKgICQkJ1p+nTJmCb775BocPH8YjjzwCAIiNjcW1116LyZMno1+/fpg2bZpd8E1MTMT+/ft1fW9ERMGAcZyIyH8xhpNRMBFCQWXTpk3o2rUr/vCHPwAAxowZgz59+uAPf/iDy+BbWVmJiIgIu9+FhoZiwIAB1p9btmyJfv36AQCioqJQUlJi9/jY2FhUVFRo+E6IiIIT4zgRkf9iDCej4BohFFR+/PFHuzmJ58+fR0lJCcrLy10+p3Xr1k7/PSQkxO3Ptqqrq12ugk1ERNIxjhMR+S/GcDIKJkIoqKxfvx6jRo2y/rx7924IgoDWrVvbrVxtq2fPnigqKlJ13JKSEiQmJqp6DSIiYhwnIvJnjOFkFEyEUFDYtm0b/vSnP2Hnzp1Yt24dfvnlFwDANddcgwEDBiArKws7duxw+tybbroJmzZtsv68YsUK/PTTT/jkk0+wY8cOvPrqqzh16hRefvll7N+/Hy+//DJOnTqFV1991fqcHTt2NFkdm4iIpGMcJyLyX4zhZDSCKIqirxtBZHQTJ07Ep59+6nLuoidz5szBs88+i86dO2vcMiIikoJxnIjIfzGGk9ZYEUIkwSOPPIKsrCxFzz1+/DiaNWvGwEtE5EOM40RE/osxnLTGRAiRBCNGjECbNm3w66+/ynqe2WzGP//5Tzz//PM6tYyIiKRgHCci8l+M4aQ1To0h0tGpU6cQFhaGuLg4XzeFiIgUYBwnIvJfjOHkChMhRERERERERBQ0ODWGiIiIiIiIiIIGEyFEREREREREFDSYCCEiIiIiIiKioMFECBEREREREREFDSZCiIiIiIiIiChoMBFCREREREREREGDiRAiIiIiIiIiChpMhBARERERERFR0GAihIiIiIiIiIiCxv8Ho/VlqH97JoYAAAAASUVORK5CYII=", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "surface0 = FourierRZToroidalSurface(\n", " R_lmn=[0.7, 0.1],\n", " modes_R=[[0, 0], [1, 0]],\n", " Z_lmn=[-0.1],\n", " modes_Z=[[-1, 0]],\n", " sym=True,\n", " NFP=field.NFP,\n", " M=6,\n", " N=6,\n", ")\n", "fig, ax = plot_surfaces(surface0, rho=1.0, theta=0)\n", "poincare_plot(\n", " field,\n", " R0=np.linspace(0.7, 0.8, 10),\n", " Z0=np.zeros(10),\n", " ax=ax,\n", " NFP=field.NFP,\n", " ntransit=50,\n", ");" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's setup the optimization problem to find the QFM surface." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building objective: Surface Quadratic Flux\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 1.28 sec\n", "Timer: Objective build = 1.30 sec\n", "Building objective: toroidal-flux\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 673 ms\n", "Timer: Objective build = 1.63 sec\n", "Number of parameters: 169\n", "Number of objectives: 625\n", "Number of equality constraints: 1\n", "Number of inequality constraints: 0\n", "Timer: Initializing the optimization = 3.02 sec\n", "\n", "Starting optimization\n", "Using method: lsq-auglag\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality Constr viol. Penalty param max(|mltplr|) \n", " 0 1 6.632e+01 9.991e+00 1.383e-02 1.000e+01 0.000e+00 \n", " 1 2 6.099e+01 5.329e+00 2.309e-03 9.376e+00 1.441e-02 1.000e+01 0.000e+00 \n", " 2 3 4.257e+01 1.843e+01 9.279e-03 7.151e+00 1.665e-02 1.000e+01 0.000e+00 \n", " 3 4 5.031e+00 3.754e+01 3.739e-02 1.582e+00 2.437e-02 1.000e+01 0.000e+00 \n", " 4 5 5.032e+00 -5.593e-04 1.384e-01 1.868e+00 2.530e-03 1.000e+01 0.000e+00 \n", " 5 6 1.301e-01 4.902e+00 2.761e-02 2.342e-01 1.653e-04 1.000e+01 0.000e+00 \n", " 6 8 3.489e-03 1.266e-01 8.836e-03 3.046e-02 8.797e-04 1.000e+01 0.000e+00 \n", " 7 10 6.393e-04 2.850e-03 3.736e-03 1.323e-02 1.053e-03 1.000e+01 0.000e+00 \n", " 8 12 3.011e-04 3.382e-04 3.605e-03 9.304e-03 7.633e-04 1.000e+01 0.000e+00 \n", " 9 13 1.259e-04 1.752e-04 3.131e-03 4.870e-03 3.205e-04 1.000e+01 0.000e+00 \n", " 10 15 2.756e-05 9.835e-05 6.664e-04 3.526e-04 2.356e-04 1.000e+01 2.356e-03 \n", " 11 17 2.609e-05 1.472e-06 8.462e-04 3.423e-04 7.418e-06 1.000e+01 2.356e-03 \n", " 12 19 2.486e-05 1.230e-06 6.017e-04 3.074e-04 5.537e-05 1.000e+01 2.356e-03 \n", " 13 21 2.382e-05 1.037e-06 6.531e-04 2.556e-04 7.293e-05 1.000e+01 2.356e-03 \n", " 14 23 2.298e-05 8.403e-07 6.647e-04 3.027e-04 8.195e-05 1.000e+01 2.356e-03 \n", " 15 25 2.221e-05 7.725e-07 6.710e-04 3.272e-04 8.953e-05 1.000e+01 2.356e-03 \n", " 16 27 2.160e-05 6.086e-07 7.265e-04 3.979e-04 9.670e-05 1.000e+01 2.356e-03 \n", " 17 28 2.109e-05 5.087e-07 7.709e-04 4.486e-04 1.033e-04 1.000e+01 2.356e-03 \n", " 18 29 2.059e-05 5.035e-07 7.631e-04 4.334e-04 1.090e-04 1.000e+01 2.356e-03 \n", " 19 30 2.009e-05 4.973e-07 7.334e-04 3.846e-04 1.140e-04 1.000e+01 2.356e-03 \n", " 20 31 1.959e-05 4.982e-07 6.979e-04 3.209e-04 1.182e-04 1.000e+01 2.356e-03 \n", " 21 32 1.910e-05 4.936e-07 6.665e-04 2.569e-04 1.219e-04 1.000e+01 2.356e-03 \n", " 22 33 1.864e-05 4.542e-07 6.539e-04 2.642e-04 1.253e-04 1.000e+01 2.356e-03 \n", " 23 34 1.826e-05 3.873e-07 6.632e-04 2.844e-04 1.288e-04 1.000e+01 2.356e-03 \n", " 24 35 1.792e-05 3.315e-07 6.758e-04 2.952e-04 1.323e-04 1.000e+01 2.356e-03 \n", " 25 36 1.763e-05 2.915e-07 6.806e-04 2.918e-04 1.358e-04 1.000e+01 2.356e-03 \n", " 26 37 1.737e-05 2.580e-07 6.816e-04 2.794e-04 1.392e-04 1.000e+01 2.356e-03 \n", " 27 38 1.714e-05 2.327e-07 6.830e-04 2.653e-04 1.425e-04 1.000e+01 2.356e-03 \n", " 28 39 1.692e-05 2.173e-07 6.857e-04 2.515e-04 1.455e-04 1.000e+01 2.356e-03 \n", " 29 40 1.671e-05 2.103e-07 6.885e-04 2.463e-04 1.483e-04 1.000e+01 2.356e-03 \n", " 30 41 1.644e-05 2.792e-07 1.710e-04 1.522e-05 1.493e-04 1.000e+01 8.624e-04 \n", " 31 42 1.636e-05 7.635e-08 7.517e-04 2.384e-04 8.010e-06 1.000e+01 8.624e-04 \n", " 32 43 1.607e-05 2.891e-07 1.714e-04 1.490e-05 5.003e-06 1.000e+01 8.624e-04 \n", " 33 45 1.602e-05 4.765e-08 1.724e-04 1.427e-05 5.063e-06 1.000e+01 8.624e-04 \n", " 34 47 1.598e-05 4.644e-08 1.729e-04 1.395e-05 5.526e-06 1.000e+01 8.624e-04 \n", " 35 49 1.593e-05 4.570e-08 1.733e-04 1.371e-05 6.047e-06 1.000e+01 8.624e-04 \n", " 36 51 1.589e-05 4.502e-08 1.737e-04 1.352e-05 6.579e-06 1.000e+01 8.624e-04 \n", " 37 53 1.584e-05 4.437e-08 1.741e-04 1.334e-05 7.112e-06 1.000e+01 8.624e-04 \n", " 38 55 1.580e-05 4.371e-08 1.745e-04 1.318e-05 7.629e-06 1.000e+01 8.624e-04 \n", " 39 57 1.575e-05 4.306e-08 1.749e-04 1.301e-05 8.139e-06 1.000e+01 8.624e-04 \n", " 40 59 1.571e-05 4.239e-08 1.753e-04 1.285e-05 8.644e-06 1.000e+01 8.624e-04 \n", " 41 61 1.567e-05 4.173e-08 1.757e-04 1.270e-05 9.145e-06 1.000e+01 8.624e-04 \n", " 42 63 1.563e-05 4.106e-08 1.762e-04 1.255e-05 9.639e-06 1.000e+01 8.624e-04 \n", " 43 65 1.559e-05 4.039e-08 1.766e-04 1.240e-05 1.012e-05 1.000e+01 8.624e-04 \n", " 44 67 1.555e-05 3.972e-08 1.771e-04 1.225e-05 1.061e-05 1.000e+01 8.624e-04 \n", " 45 69 1.551e-05 3.905e-08 1.776e-04 1.214e-05 1.109e-05 1.000e+01 8.624e-04 \n", " 46 71 1.547e-05 3.837e-08 1.781e-04 1.203e-05 1.158e-05 1.000e+01 8.624e-04 \n", " 47 73 1.543e-05 3.771e-08 1.786e-04 1.191e-05 1.204e-05 1.000e+01 8.624e-04 \n", " 48 75 1.540e-05 3.706e-08 1.790e-04 1.179e-05 1.249e-05 1.000e+01 8.624e-04 \n", " 49 77 1.536e-05 3.640e-08 1.795e-04 1.167e-05 1.295e-05 1.000e+01 8.624e-04 \n", " 50 79 1.532e-05 3.577e-08 1.801e-04 1.154e-05 1.340e-05 1.000e+01 8.624e-04 \n", " 51 81 1.529e-05 3.516e-08 1.806e-04 1.143e-05 1.385e-05 1.000e+01 8.624e-04 \n", " 52 83 1.525e-05 3.457e-08 1.813e-04 1.132e-05 1.430e-05 1.000e+01 8.624e-04 \n", " 53 85 1.522e-05 3.401e-08 1.819e-04 1.119e-05 1.474e-05 1.000e+01 8.624e-04 \n", " 54 87 1.519e-05 3.349e-08 1.826e-04 1.102e-05 1.515e-05 1.000e+01 8.624e-04 \n", " 55 89 1.515e-05 3.297e-08 1.833e-04 1.083e-05 1.554e-05 1.000e+01 8.624e-04 \n", " 56 91 1.512e-05 3.249e-08 1.841e-04 1.061e-05 1.592e-05 1.000e+01 8.624e-04 \n", " 57 93 1.509e-05 3.202e-08 1.849e-04 1.038e-05 1.630e-05 1.000e+01 8.624e-04 \n", " 58 95 1.506e-05 3.159e-08 1.856e-04 1.090e-05 1.666e-05 1.000e+01 8.624e-04 \n", " 59 97 1.503e-05 3.120e-08 1.865e-04 1.140e-05 1.702e-05 1.000e+01 8.624e-04 \n", " 60 99 1.500e-05 3.082e-08 1.873e-04 1.179e-05 1.737e-05 1.000e+01 8.624e-04 \n", " 61 101 1.497e-05 3.048e-08 1.881e-04 1.213e-05 1.772e-05 1.000e+01 8.624e-04 \n", " 62 103 1.494e-05 3.016e-08 1.890e-04 1.251e-05 1.808e-05 1.000e+01 8.624e-04 \n", " 63 105 1.491e-05 2.985e-08 1.899e-04 1.289e-05 1.847e-05 1.000e+01 8.624e-04 \n", " 64 107 1.488e-05 2.951e-08 1.902e-04 1.308e-05 1.889e-05 1.000e+01 8.624e-04 \n", " 65 109 1.485e-05 2.915e-08 1.904e-04 1.321e-05 1.932e-05 1.000e+01 8.624e-04 \n", " 66 111 1.482e-05 2.874e-08 1.901e-04 1.320e-05 1.975e-05 1.000e+01 8.624e-04 \n", " 67 113 1.479e-05 2.830e-08 1.894e-04 1.342e-05 2.018e-05 1.000e+01 8.624e-04 \n", " 68 115 1.476e-05 2.781e-08 1.884e-04 1.417e-05 2.062e-05 1.000e+01 8.624e-04 \n", " 69 117 1.473e-05 2.726e-08 1.872e-04 1.483e-05 2.107e-05 1.000e+01 8.624e-04 \n", " 70 119 1.471e-05 2.668e-08 1.856e-04 1.534e-05 2.154e-05 1.000e+01 8.624e-04 \n", " 71 121 1.468e-05 2.605e-08 1.837e-04 1.568e-05 2.201e-05 1.000e+01 8.624e-04 \n", " 72 123 1.466e-05 2.540e-08 1.815e-04 1.583e-05 2.248e-05 1.000e+01 8.624e-04 \n", " 73 125 1.463e-05 2.475e-08 1.794e-04 1.577e-05 2.294e-05 1.000e+01 8.624e-04 \n", " 74 127 1.461e-05 2.409e-08 1.773e-04 1.550e-05 2.340e-05 1.000e+01 8.624e-04 \n", " 75 129 1.458e-05 2.345e-08 1.752e-04 1.500e-05 2.385e-05 1.000e+01 8.624e-04 \n", " 76 131 1.456e-05 2.285e-08 1.731e-04 1.423e-05 2.429e-05 1.000e+01 8.624e-04 \n", " 77 133 1.454e-05 2.230e-08 1.714e-04 1.321e-05 2.472e-05 1.000e+01 8.624e-04 \n", " 78 135 1.452e-05 2.180e-08 1.700e-04 1.269e-05 2.514e-05 1.000e+01 8.624e-04 \n", " 79 137 1.450e-05 2.136e-08 1.687e-04 1.300e-05 2.553e-05 1.000e+01 8.624e-04 \n", " 80 139 1.448e-05 2.098e-08 1.676e-04 1.319e-05 2.590e-05 1.000e+01 8.624e-04 \n", " 81 141 1.445e-05 2.066e-08 1.668e-04 1.326e-05 2.625e-05 1.000e+01 8.624e-04 \n", " 82 143 1.443e-05 2.039e-08 1.664e-04 1.319e-05 2.658e-05 1.000e+01 8.624e-04 \n", " 83 145 1.441e-05 2.016e-08 1.661e-04 1.292e-05 2.689e-05 1.000e+01 8.624e-04 \n", " 84 147 1.439e-05 1.994e-08 1.661e-04 1.243e-05 2.717e-05 1.000e+01 8.624e-04 \n", " 85 149 1.437e-05 1.974e-08 1.661e-04 1.172e-05 2.744e-05 1.000e+01 8.624e-04 \n", " 86 151 1.435e-05 1.954e-08 1.665e-04 1.089e-05 2.769e-05 1.000e+01 8.624e-04 \n", " 87 153 1.434e-05 1.935e-08 1.670e-04 1.093e-05 2.794e-05 1.000e+01 8.624e-04 \n", " 88 155 1.432e-05 1.916e-08 1.677e-04 1.175e-05 2.817e-05 1.000e+01 8.624e-04 \n", " 89 157 1.430e-05 1.899e-08 1.683e-04 1.264e-05 2.839e-05 1.000e+01 8.624e-04 \n", " 90 159 1.428e-05 1.883e-08 1.690e-04 1.351e-05 2.860e-05 1.000e+01 8.624e-04 \n", " 91 161 1.426e-05 1.870e-08 1.693e-04 1.428e-05 2.881e-05 1.000e+01 8.624e-04 \n", " 92 163 1.424e-05 1.860e-08 1.694e-04 1.488e-05 2.900e-05 1.000e+01 8.624e-04 \n", " 93 165 1.422e-05 1.854e-08 1.690e-04 1.529e-05 2.919e-05 1.000e+01 8.624e-04 \n", " 94 167 1.420e-05 1.852e-08 1.682e-04 1.550e-05 2.938e-05 1.000e+01 8.624e-04 \n", " 95 169 1.419e-05 1.855e-08 1.670e-04 1.543e-05 2.954e-05 1.000e+01 8.624e-04 \n", " 96 171 1.417e-05 1.862e-08 1.653e-04 1.512e-05 2.971e-05 1.000e+01 8.624e-04 \n", " 97 173 1.415e-05 1.873e-08 1.636e-04 1.475e-05 2.987e-05 1.000e+01 8.624e-04 \n", " 98 175 1.413e-05 1.888e-08 1.616e-04 1.424e-05 3.003e-05 1.000e+01 8.624e-04 \n", " 99 177 1.411e-05 1.905e-08 1.597e-04 1.363e-05 3.018e-05 1.000e+01 8.624e-04 \n", " 100 179 1.409e-05 1.922e-08 1.577e-04 1.293e-05 3.031e-05 1.000e+01 8.624e-04 \n", " 101 181 1.407e-05 1.937e-08 1.559e-04 1.225e-05 3.042e-05 1.000e+01 8.624e-04 \n", " 102 183 1.405e-05 1.949e-08 1.544e-04 1.168e-05 3.054e-05 1.000e+01 8.624e-04 \n", " 103 185 1.403e-05 1.955e-08 1.531e-04 1.112e-05 3.065e-05 1.000e+01 8.624e-04 \n", " 104 187 1.401e-05 1.955e-08 1.520e-04 1.056e-05 3.076e-05 1.000e+01 8.624e-04 \n", " 105 189 1.399e-05 1.949e-08 1.511e-04 1.003e-05 3.086e-05 1.000e+01 8.624e-04 \n", " 106 191 1.397e-05 1.934e-08 1.506e-04 9.591e-06 3.097e-05 1.000e+01 5.527e-04 \n", " 107 193 1.394e-05 3.492e-08 1.658e-04 1.126e-05 1.813e-06 1.000e+01 5.527e-04 \n", " 108 195 1.392e-05 1.961e-08 1.500e-04 9.206e-06 5.305e-07 1.000e+01 5.527e-04 \n", " 109 197 1.390e-05 1.841e-08 1.500e-04 9.787e-06 5.650e-07 1.000e+01 5.527e-04 \n", " 110 199 1.388e-05 1.791e-08 1.502e-04 1.035e-05 6.695e-07 1.000e+01 5.527e-04 \n", " 111 201 1.387e-05 1.740e-08 1.505e-04 1.075e-05 7.835e-07 1.000e+01 5.527e-04 \n", " 112 203 1.385e-05 1.685e-08 1.509e-04 1.141e-05 9.021e-07 1.000e+01 5.527e-04 \n", " 113 205 1.383e-05 1.628e-08 1.514e-04 1.207e-05 1.022e-06 1.000e+01 5.527e-04 \n", " 114 207 1.382e-05 1.570e-08 1.521e-04 1.272e-05 1.139e-06 1.000e+01 5.527e-04 \n", " 115 209 1.380e-05 1.510e-08 1.531e-04 1.335e-05 1.259e-06 1.000e+01 5.527e-04 \n", " 116 211 1.379e-05 1.449e-08 1.546e-04 1.392e-05 1.380e-06 1.000e+01 5.527e-04 \n", " 117 213 1.377e-05 1.389e-08 1.566e-04 1.441e-05 1.497e-06 1.000e+01 5.527e-04 \n", " 118 215 1.376e-05 1.329e-08 1.592e-04 1.477e-05 1.612e-06 1.000e+01 5.527e-04 \n", " 119 217 1.375e-05 1.272e-08 1.623e-04 1.500e-05 1.719e-06 1.000e+01 5.527e-04 \n", " 120 219 1.374e-05 1.218e-08 1.659e-04 1.510e-05 1.823e-06 1.000e+01 5.527e-04 \n", " 121 221 1.372e-05 1.167e-08 1.697e-04 1.507e-05 1.922e-06 1.000e+01 5.527e-04 \n", " 122 223 1.371e-05 1.118e-08 1.737e-04 1.486e-05 2.020e-06 1.000e+01 5.527e-04 \n", " 123 225 1.370e-05 1.074e-08 1.775e-04 1.586e-05 2.102e-06 1.000e+01 5.527e-04 \n", " 124 227 1.369e-05 1.034e-08 1.815e-04 1.763e-05 2.172e-06 1.000e+01 5.527e-04 \n", " 125 229 1.368e-05 9.983e-09 1.853e-04 1.933e-05 2.240e-06 1.000e+01 5.527e-04 \n", " 126 231 1.367e-05 9.667e-09 1.889e-04 2.092e-05 2.304e-06 1.000e+01 5.527e-04 \n", " 127 233 1.366e-05 9.393e-09 1.922e-04 2.234e-05 2.362e-06 1.000e+01 5.527e-04 \n", " 128 235 1.365e-05 9.162e-09 1.951e-04 2.371e-05 2.424e-06 1.000e+01 5.527e-04 \n", " 129 237 1.364e-05 8.971e-09 1.977e-04 2.499e-05 2.485e-06 1.000e+01 5.527e-04 \n", " 130 239 1.364e-05 8.812e-09 1.999e-04 2.612e-05 2.544e-06 1.000e+01 5.527e-04 \n", " 131 241 1.363e-05 8.672e-09 2.018e-04 2.711e-05 2.601e-06 1.000e+01 5.527e-04 \n", " 132 243 1.362e-05 8.532e-09 2.033e-04 2.790e-05 2.657e-06 1.000e+01 5.527e-04 \n", " 133 245 1.361e-05 8.406e-09 2.044e-04 2.844e-05 2.705e-06 1.000e+01 5.527e-04 \n", " 134 247 1.360e-05 8.301e-09 2.053e-04 2.887e-05 2.757e-06 1.000e+01 5.527e-04 \n", " 135 249 1.359e-05 8.191e-09 2.061e-04 2.917e-05 2.822e-06 1.000e+01 5.527e-04 \n", " 136 251 1.359e-05 8.126e-09 2.065e-04 2.934e-05 2.891e-06 1.000e+01 5.527e-04 \n", " 137 253 1.358e-05 8.055e-09 2.066e-04 2.943e-05 2.959e-06 1.000e+01 5.527e-04 \n", " 138 255 1.357e-05 7.977e-09 2.067e-04 2.947e-05 3.029e-06 1.000e+01 5.527e-04 \n", " 139 257 1.356e-05 7.887e-09 2.068e-04 2.944e-05 3.099e-06 1.000e+01 5.527e-04 \n", " 140 259 1.355e-05 7.842e-09 2.066e-04 2.925e-05 3.188e-06 1.000e+01 5.527e-04 \n", " 141 261 1.355e-05 7.780e-09 2.065e-04 2.912e-05 3.274e-06 1.000e+01 5.527e-04 \n", " 142 263 1.354e-05 7.722e-09 2.064e-04 2.892e-05 3.361e-06 1.000e+01 5.527e-04 \n", " 143 265 1.353e-05 7.657e-09 2.062e-04 2.866e-05 3.455e-06 1.000e+01 5.527e-04 \n", " 144 267 1.352e-05 7.609e-09 2.059e-04 2.827e-05 3.569e-06 1.000e+01 5.527e-04 \n", " 145 269 1.352e-05 7.538e-09 2.057e-04 2.796e-05 3.693e-06 1.000e+01 5.527e-04 \n", " 146 271 1.351e-05 7.474e-09 2.055e-04 2.765e-05 3.821e-06 1.000e+01 5.527e-04 \n", " 147 273 1.350e-05 7.412e-09 2.052e-04 2.730e-05 3.954e-06 1.000e+01 5.527e-04 \n", " 148 275 1.349e-05 7.354e-09 2.050e-04 2.691e-05 4.083e-06 1.000e+01 5.527e-04 \n", " 149 277 1.349e-05 7.289e-09 2.048e-04 2.648e-05 4.211e-06 1.000e+01 5.527e-04 \n", " 150 279 1.348e-05 7.224e-09 2.046e-04 2.601e-05 4.334e-06 1.000e+01 5.527e-04 \n", " 151 281 1.347e-05 7.151e-09 2.046e-04 2.557e-05 4.460e-06 1.000e+01 5.527e-04 \n", " 152 283 1.346e-05 7.077e-09 2.046e-04 2.510e-05 4.588e-06 1.000e+01 5.527e-04 \n", " 153 285 1.346e-05 7.001e-09 2.046e-04 2.464e-05 4.717e-06 1.000e+01 5.527e-04 \n", " 154 287 1.345e-05 6.919e-09 2.050e-04 2.424e-05 4.850e-06 1.000e+01 5.527e-04 \n", " 155 289 1.344e-05 6.825e-09 2.053e-04 2.384e-05 4.988e-06 1.000e+01 5.527e-04 \n", " 156 291 1.344e-05 6.715e-09 2.056e-04 2.347e-05 5.131e-06 1.000e+01 5.527e-04 \n", " 157 293 1.343e-05 6.569e-09 2.055e-04 2.344e-05 5.270e-06 1.000e+01 5.527e-04 \n", " 158 295 1.342e-05 6.421e-09 2.051e-04 2.365e-05 5.395e-06 1.000e+01 5.527e-04 \n", " 159 297 1.342e-05 6.260e-09 2.048e-04 2.379e-05 5.508e-06 1.000e+01 5.527e-04 \n", " 160 299 1.341e-05 6.077e-09 2.045e-04 2.395e-05 5.621e-06 1.000e+01 5.527e-04 \n", " 161 301 1.341e-05 5.919e-09 2.046e-04 2.407e-05 5.715e-06 1.000e+01 5.527e-04 \n", " 162 303 1.340e-05 5.754e-09 2.054e-04 2.396e-05 5.808e-06 1.000e+01 5.527e-04 \n", " 163 305 1.339e-05 5.562e-09 2.058e-04 2.419e-05 5.894e-06 1.000e+01 5.527e-04 \n", " 164 307 1.339e-05 5.366e-09 2.060e-04 2.468e-05 5.969e-06 1.000e+01 5.527e-04 \n", " 165 309 1.338e-05 5.133e-09 2.055e-04 2.544e-05 6.049e-06 1.000e+01 5.527e-04 \n", " 166 311 1.338e-05 4.896e-09 2.044e-04 2.640e-05 6.102e-06 1.000e+01 5.527e-04 \n", " 167 313 1.337e-05 4.654e-09 2.036e-04 2.741e-05 6.162e-06 1.000e+01 5.527e-04 \n", " 168 315 1.337e-05 4.427e-09 2.032e-04 2.851e-05 6.215e-06 1.000e+01 5.527e-04 \n", " 169 317 1.337e-05 4.246e-09 2.030e-04 2.922e-05 6.270e-06 1.000e+01 5.527e-04 \n", " 170 319 1.336e-05 4.061e-09 2.028e-04 2.985e-05 6.319e-06 1.000e+01 5.527e-04 \n", " 171 321 1.336e-05 3.885e-09 2.024e-04 3.038e-05 6.358e-06 1.000e+01 5.527e-04 \n", " 172 323 1.335e-05 3.759e-09 2.022e-04 3.076e-05 6.402e-06 1.000e+01 5.527e-04 \n", " 173 325 1.335e-05 3.618e-09 2.021e-04 3.098e-05 6.448e-06 1.000e+01 5.527e-04 \n", " 174 326 1.335e-05 3.500e-09 2.020e-04 3.112e-05 6.481e-06 1.000e+01 5.527e-04 \n", " 175 327 1.334e-05 3.379e-09 2.019e-04 3.133e-05 6.499e-06 1.000e+01 5.527e-04 \n", " 176 328 1.334e-05 3.292e-09 2.016e-04 3.161e-05 6.498e-06 1.000e+01 5.527e-04 \n", " 177 329 1.334e-05 3.264e-09 2.019e-04 3.186e-05 6.501e-06 1.000e+01 5.527e-04 \n", " 178 330 1.333e-05 3.190e-09 2.025e-04 3.205e-05 6.510e-06 1.000e+01 5.527e-04 \n", " 179 331 1.333e-05 3.069e-09 2.025e-04 3.228e-05 6.523e-06 1.000e+01 5.527e-04 \n", " 180 332 1.333e-05 2.991e-09 2.028e-04 3.266e-05 6.529e-06 1.000e+01 5.527e-04 \n", " 181 333 1.332e-05 2.912e-09 2.026e-04 3.304e-05 6.533e-06 1.000e+01 5.527e-04 \n", " 182 334 1.332e-05 2.816e-09 2.025e-04 3.364e-05 6.544e-06 1.000e+01 5.527e-04 \n", " 183 335 1.332e-05 2.759e-09 2.022e-04 3.416e-05 6.554e-06 1.000e+01 5.527e-04 \n", " 184 336 1.332e-05 2.696e-09 2.020e-04 3.469e-05 6.565e-06 1.000e+01 5.527e-04 \n", " 185 337 1.331e-05 2.659e-09 2.019e-04 3.514e-05 6.567e-06 1.000e+01 5.527e-04 \n", " 186 338 1.331e-05 2.631e-09 2.020e-04 3.557e-05 6.567e-06 1.000e+01 5.527e-04 \n", " 187 339 1.331e-05 2.543e-09 2.022e-04 3.613e-05 6.576e-06 1.000e+01 5.527e-04 \n", " 188 340 1.331e-05 2.539e-09 2.024e-04 3.655e-05 6.582e-06 1.000e+01 5.527e-04 \n", " 189 341 1.330e-05 2.554e-09 2.026e-04 3.685e-05 6.589e-06 1.000e+01 5.527e-04 \n", " 190 342 1.330e-05 2.537e-09 2.028e-04 3.709e-05 6.598e-06 1.000e+01 5.527e-04 \n", " 191 343 1.330e-05 2.572e-09 2.026e-04 3.707e-05 6.615e-06 1.000e+01 5.527e-04 \n", " 192 344 1.330e-05 2.547e-09 2.026e-04 3.709e-05 6.632e-06 1.000e+01 5.527e-04 \n", " 193 345 1.329e-05 2.487e-09 2.029e-04 3.726e-05 6.647e-06 1.000e+01 5.527e-04 \n", " 194 346 1.329e-05 2.536e-09 2.027e-04 3.700e-05 6.662e-06 1.000e+01 5.527e-04 \n", " 195 347 1.329e-05 2.518e-09 2.025e-04 3.673e-05 6.680e-06 1.000e+01 5.527e-04 \n", " 196 348 1.329e-05 2.505e-09 2.022e-04 3.644e-05 6.699e-06 1.000e+01 5.527e-04 \n", " 197 349 1.328e-05 2.511e-09 2.023e-04 3.630e-05 6.717e-06 1.000e+01 5.527e-04 \n", " 198 350 1.328e-05 2.561e-09 2.022e-04 3.607e-05 6.738e-06 1.000e+01 5.527e-04 \n", " 199 351 1.328e-05 2.546e-09 2.025e-04 3.605e-05 6.757e-06 1.000e+01 5.527e-04 \n", " 200 352 1.328e-05 2.591e-09 2.027e-04 3.586e-05 6.780e-06 1.000e+01 5.527e-04 \n", " 201 353 1.327e-05 2.630e-09 2.028e-04 3.565e-05 6.801e-06 1.000e+01 5.527e-04 \n", " 202 354 1.327e-05 2.677e-09 2.026e-04 3.542e-05 6.813e-06 1.000e+01 5.527e-04 \n", " 203 355 1.327e-05 2.731e-09 2.022e-04 3.500e-05 6.832e-06 1.000e+01 5.527e-04 \n", " 204 356 1.326e-05 2.714e-09 2.022e-04 3.485e-05 6.849e-06 1.000e+01 5.527e-04 \n", " 205 357 1.326e-05 2.786e-09 2.020e-04 3.460e-05 6.873e-06 1.000e+01 5.527e-04 \n", " 206 358 1.326e-05 2.800e-09 2.016e-04 3.429e-05 6.903e-06 1.000e+01 5.527e-04 \n", " 207 359 1.326e-05 2.768e-09 2.016e-04 3.426e-05 6.930e-06 1.000e+01 5.527e-04 \n", " 208 360 1.325e-05 2.791e-09 2.015e-04 3.419e-05 6.955e-06 1.000e+01 5.527e-04 \n", " 209 361 1.325e-05 2.783e-09 2.017e-04 3.420e-05 6.977e-06 1.000e+01 5.527e-04 \n", " 210 362 1.325e-05 2.778e-09 2.018e-04 3.429e-05 7.003e-06 1.000e+01 5.527e-04 \n", " 211 363 1.325e-05 2.762e-09 2.017e-04 3.442e-05 7.025e-06 1.000e+01 5.527e-04 \n", " 212 364 1.324e-05 2.768e-09 2.016e-04 3.458e-05 7.032e-06 1.000e+01 5.527e-04 \n", " 213 365 1.324e-05 2.783e-09 2.018e-04 3.474e-05 7.024e-06 1.000e+01 5.527e-04 \n", " 214 366 1.324e-05 2.802e-09 2.015e-04 3.467e-05 7.020e-06 1.000e+01 5.527e-04 \n", " 215 367 1.323e-05 2.806e-09 2.007e-04 3.430e-05 7.018e-06 1.000e+01 5.527e-04 \n", " 216 368 1.323e-05 2.758e-09 2.001e-04 3.399e-05 7.027e-06 1.000e+01 5.527e-04 \n", " 217 369 1.323e-05 2.708e-09 1.996e-04 3.382e-05 7.038e-06 1.000e+01 5.527e-04 \n", " 218 370 1.323e-05 2.658e-09 1.994e-04 3.400e-05 7.049e-06 1.000e+01 5.527e-04 \n", " 219 371 1.322e-05 2.624e-09 1.997e-04 3.444e-05 7.055e-06 1.000e+01 5.527e-04 \n", " 220 372 1.322e-05 2.617e-09 1.999e-04 3.497e-05 7.057e-06 1.000e+01 5.527e-04 \n", " 221 373 1.322e-05 2.592e-09 2.006e-04 3.571e-05 7.051e-06 1.000e+01 5.527e-04 \n", " 222 374 1.322e-05 2.637e-09 2.011e-04 3.629e-05 7.042e-06 1.000e+01 5.527e-04 \n", " 223 375 1.321e-05 2.724e-09 2.011e-04 3.665e-05 7.022e-06 1.000e+01 5.527e-04 \n", " 224 376 1.321e-05 2.817e-09 2.007e-04 3.677e-05 6.990e-06 1.000e+01 5.527e-04 \n", " 225 377 1.321e-05 2.895e-09 1.999e-04 3.662e-05 6.959e-06 1.000e+01 5.527e-04 \n", " 226 378 1.320e-05 2.953e-09 1.993e-04 3.665e-05 6.921e-06 1.000e+01 5.527e-04 \n", " 227 379 1.320e-05 3.150e-09 1.985e-04 3.650e-05 6.876e-06 1.000e+01 5.527e-04 \n", " 228 380 1.320e-05 3.404e-09 1.971e-04 3.598e-05 6.821e-06 1.000e+01 5.527e-04 \n", " 229 381 1.319e-05 3.759e-09 1.949e-04 3.495e-05 6.750e-06 1.000e+01 5.527e-04 \n", " 230 382 1.319e-05 4.232e-09 1.919e-04 3.333e-05 6.662e-06 1.000e+01 5.527e-04 \n", " 231 384 1.318e-05 4.937e-09 1.871e-04 3.064e-05 6.558e-06 1.000e+01 5.527e-04 \n", " 232 386 1.318e-05 5.795e-09 1.807e-04 2.703e-05 6.434e-06 1.000e+01 5.527e-04 \n", " 233 388 1.317e-05 6.826e-09 1.715e-04 2.247e-05 6.302e-06 1.000e+01 5.527e-04 \n", " 234 390 1.316e-05 7.794e-09 1.620e-04 1.798e-05 6.165e-06 1.000e+01 5.527e-04 \n", " 235 392 1.316e-05 8.607e-09 1.541e-04 1.409e-05 6.030e-06 1.000e+01 5.527e-04 \n", " 236 394 1.315e-05 9.042e-09 1.488e-04 1.183e-05 5.904e-06 1.000e+01 5.527e-04 \n", " 237 396 1.314e-05 8.916e-09 1.474e-04 1.129e-05 5.787e-06 1.000e+01 5.527e-04 \n", " 238 398 1.313e-05 8.247e-09 1.488e-04 1.057e-05 5.692e-06 1.000e+01 5.527e-04 \n", " 239 400 1.312e-05 7.224e-09 1.521e-04 9.512e-06 5.621e-06 1.000e+01 5.527e-04 \n", " 240 402 1.312e-05 6.078e-09 1.572e-04 8.814e-06 5.572e-06 1.000e+01 5.527e-04 \n", " 241 404 1.311e-05 4.942e-09 1.652e-04 9.320e-06 5.545e-06 1.000e+01 5.527e-04 \n", " 242 406 1.311e-05 3.850e-09 1.785e-04 1.234e-05 5.547e-06 1.000e+01 5.527e-04 \n", " 243 408 1.310e-05 2.793e-09 2.003e-04 1.640e-05 5.569e-06 1.000e+01 5.527e-04 \n", " 244 410 1.310e-05 2.073e-09 2.232e-04 1.982e-05 5.570e-06 1.000e+01 5.527e-04 \n", " 245 411 1.310e-05 1.490e-09 2.561e-04 2.773e-05 5.607e-06 1.000e+01 5.527e-04 \n", " 246 412 1.310e-05 2.707e-09 6.750e-05 1.765e-06 5.595e-06 1.000e+01 5.527e-04 \n", " 247 414 1.310e-05 4.647e-10 6.954e-05 1.890e-06 5.596e-06 1.000e+01 5.527e-04 \n", " 248 416 1.310e-05 4.424e-10 7.134e-05 1.956e-06 5.601e-06 1.000e+01 5.527e-04 \n", " 249 418 1.310e-05 4.273e-10 7.285e-05 2.011e-06 5.608e-06 1.000e+01 5.527e-04 \n", " 250 420 1.310e-05 4.153e-10 7.412e-05 2.067e-06 5.616e-06 1.000e+01 5.527e-04 \n", " 251 422 1.310e-05 4.046e-10 7.509e-05 2.123e-06 5.622e-06 1.000e+01 5.527e-04 \n", " 252 424 1.310e-05 3.960e-10 7.576e-05 2.183e-06 5.625e-06 1.000e+01 5.527e-04 \n", " 253 426 1.310e-05 3.860e-10 7.643e-05 2.240e-06 5.637e-06 1.000e+01 5.527e-04 \n", " 254 428 1.309e-05 3.794e-10 7.702e-05 2.291e-06 5.654e-06 1.000e+01 5.527e-04 \n", " 255 430 1.309e-05 3.770e-10 7.753e-05 2.336e-06 5.671e-06 1.000e+01 5.527e-04 \n", " 256 432 1.309e-05 3.756e-10 7.786e-05 2.351e-06 5.686e-06 1.000e+01 5.527e-04 \n", " 257 434 1.309e-05 3.739e-10 7.830e-05 2.372e-06 5.705e-06 1.000e+01 5.527e-04 \n", " 258 436 1.309e-05 3.717e-10 7.845e-05 2.406e-06 5.729e-06 1.000e+01 5.527e-04 \n", " 259 438 1.309e-05 3.737e-10 7.849e-05 2.423e-06 5.746e-06 1.000e+01 5.527e-04 \n", " 260 440 1.309e-05 3.752e-10 7.822e-05 2.422e-06 5.757e-06 1.000e+01 5.527e-04 \n", " 261 442 1.309e-05 3.742e-10 7.800e-05 2.426e-06 5.766e-06 1.000e+01 5.527e-04 \n", " 262 444 1.309e-05 3.750e-10 7.782e-05 2.426e-06 5.773e-06 1.000e+01 5.527e-04 \n", " 263 446 1.309e-05 3.795e-10 7.799e-05 2.425e-06 5.774e-06 1.000e+01 5.527e-04 \n", " 264 448 1.309e-05 3.814e-10 7.814e-05 2.432e-06 5.775e-06 1.000e+01 5.527e-04 \n", " 265 450 1.309e-05 3.818e-10 7.823e-05 2.444e-06 5.776e-06 1.000e+01 5.527e-04 \n", " 266 452 1.309e-05 3.784e-10 7.825e-05 2.471e-06 5.780e-06 1.000e+01 5.527e-04 \n", " 267 454 1.309e-05 3.775e-10 7.835e-05 2.502e-06 5.787e-06 1.000e+01 5.527e-04 \n", " 268 456 1.309e-05 3.789e-10 7.852e-05 2.535e-06 5.794e-06 1.000e+01 5.527e-04 \n", " 269 458 1.309e-05 3.826e-10 7.883e-05 2.588e-06 5.804e-06 1.000e+01 5.527e-04 \n", " 270 460 1.309e-05 3.868e-10 7.922e-05 2.644e-06 5.819e-06 1.000e+01 5.527e-04 \n", " 271 462 1.309e-05 3.909e-10 7.944e-05 2.683e-06 5.840e-06 1.000e+01 5.527e-04 \n", " 272 464 1.309e-05 3.968e-10 7.971e-05 2.726e-06 5.866e-06 1.000e+01 5.527e-04 \n", " 273 466 1.309e-05 4.059e-10 8.010e-05 2.769e-06 5.898e-06 1.000e+01 5.527e-04 \n", " 274 468 1.309e-05 4.177e-10 8.042e-05 2.817e-06 5.929e-06 1.000e+01 5.527e-04 \n", " 275 470 1.309e-05 4.306e-10 8.067e-05 2.866e-06 5.960e-06 1.000e+01 5.527e-04 \n", " 276 472 1.309e-05 4.456e-10 8.093e-05 2.889e-06 5.988e-06 1.000e+01 5.527e-04 \n", " 277 474 1.309e-05 4.614e-10 8.125e-05 2.901e-06 6.013e-06 1.000e+01 5.527e-04 \n", " 278 476 1.309e-05 4.745e-10 8.148e-05 2.918e-06 6.039e-06 1.000e+01 5.527e-04 \n", " 279 478 1.308e-05 4.900e-10 8.180e-05 2.944e-06 6.067e-06 1.000e+01 5.527e-04 \n", " 280 480 1.308e-05 5.181e-10 8.209e-05 2.981e-06 6.091e-06 1.000e+01 5.527e-04 \n", " 281 482 1.308e-05 5.478e-10 8.266e-05 2.981e-06 6.126e-06 1.000e+01 5.527e-04 \n", " 282 484 1.308e-05 5.830e-10 8.307e-05 2.991e-06 6.163e-06 1.000e+01 5.527e-04 \n", " 283 486 1.308e-05 6.171e-10 8.340e-05 2.997e-06 6.206e-06 1.000e+01 5.527e-04 \n", " 284 488 1.308e-05 6.530e-10 8.365e-05 2.995e-06 6.251e-06 1.000e+01 5.527e-04 \n", " 285 490 1.308e-05 6.906e-10 8.385e-05 2.989e-06 6.298e-06 1.000e+01 5.527e-04 \n", " 286 492 1.308e-05 7.277e-10 8.401e-05 2.979e-06 6.345e-06 1.000e+01 5.527e-04 \n", " 287 494 1.308e-05 7.600e-10 8.411e-05 2.971e-06 6.391e-06 1.000e+01 5.527e-04 \n", " 288 496 1.308e-05 7.903e-10 8.394e-05 2.960e-06 6.432e-06 1.000e+01 5.527e-04 \n", " 289 498 1.308e-05 8.147e-10 8.385e-05 2.948e-06 6.471e-06 1.000e+01 5.527e-04 \n", " 290 500 1.308e-05 8.353e-10 8.371e-05 2.936e-06 6.511e-06 1.000e+01 5.527e-04 \n", " 291 502 1.308e-05 8.559e-10 8.361e-05 2.922e-06 6.551e-06 1.000e+01 5.527e-04 \n", " 292 504 1.308e-05 8.767e-10 8.349e-05 2.911e-06 6.589e-06 1.000e+01 5.527e-04 \n", " 293 506 1.307e-05 8.934e-10 8.339e-05 2.899e-06 6.629e-06 1.000e+01 5.527e-04 \n", " 294 508 1.307e-05 9.071e-10 8.328e-05 2.889e-06 6.674e-06 1.000e+01 5.527e-04 \n", " 295 510 1.307e-05 9.218e-10 8.319e-05 2.875e-06 6.720e-06 1.000e+01 5.527e-04 \n", " 296 512 1.307e-05 9.364e-10 8.313e-05 2.858e-06 6.768e-06 1.000e+01 5.527e-04 \n", " 297 514 1.307e-05 9.507e-10 8.314e-05 2.835e-06 6.819e-06 1.000e+01 5.527e-04 \n", " 298 516 1.307e-05 9.660e-10 8.314e-05 2.812e-06 6.870e-06 1.000e+01 5.527e-04 \n", " 299 518 1.307e-05 9.825e-10 8.314e-05 2.785e-06 6.917e-06 1.000e+01 5.527e-04 \n", " 300 520 1.307e-05 9.925e-10 8.307e-05 2.760e-06 6.960e-06 1.000e+01 5.527e-04 \n", " 301 522 1.307e-05 1.003e-09 8.292e-05 2.737e-06 6.994e-06 1.000e+01 5.527e-04 \n", " 302 524 1.307e-05 1.010e-09 8.282e-05 2.713e-06 7.028e-06 1.000e+01 5.527e-04 \n", " 303 526 1.307e-05 1.018e-09 8.281e-05 2.675e-06 7.074e-06 1.000e+01 5.527e-04 \n", " 304 528 1.306e-05 1.026e-09 8.279e-05 2.646e-06 7.118e-06 1.000e+01 5.527e-04 \n", " 305 530 1.306e-05 1.040e-09 8.271e-05 2.628e-06 7.146e-06 1.000e+01 5.527e-04 \n", " 306 531 1.306e-05 -2.684e-11 3.260e-04 3.805e-05 7.289e-06 1.000e+01 5.527e-04 \n", " 307 532 1.306e-05 5.295e-09 8.352e-05 2.447e-06 7.170e-06 1.000e+01 5.527e-04 \n", " 308 533 1.306e-05 2.180e-10 3.266e-04 3.541e-05 7.297e-06 1.000e+01 5.527e-04 \n", " 309 534 1.305e-05 5.018e-09 8.338e-05 2.265e-06 7.178e-06 1.000e+01 5.527e-04 \n", " 310 535 1.305e-05 2.350e-10 3.244e-04 3.770e-05 7.314e-06 1.000e+01 5.527e-04 \n", " 311 536 1.305e-05 4.812e-09 8.298e-05 2.162e-06 7.195e-06 1.000e+01 5.527e-04 \n", " 312 537 1.305e-05 1.566e-10 3.211e-04 3.962e-05 7.324e-06 1.000e+01 5.527e-04 \n", " 313 538 1.304e-05 4.631e-09 8.250e-05 2.353e-06 7.187e-06 1.000e+01 5.527e-04 \n", " 314 540 1.304e-05 9.167e-10 8.172e-05 2.473e-06 7.177e-06 1.000e+01 5.527e-04 \n", " 315 542 1.304e-05 8.952e-10 8.122e-05 2.555e-06 7.173e-06 1.000e+01 5.527e-04 \n", " 316 544 1.304e-05 8.776e-10 8.076e-05 2.613e-06 7.166e-06 1.000e+01 5.527e-04 \n", " 317 546 1.304e-05 8.603e-10 8.034e-05 2.662e-06 7.157e-06 1.000e+01 5.527e-04 \n", " 318 548 1.304e-05 8.415e-10 8.007e-05 2.696e-06 7.155e-06 1.000e+01 5.527e-04 \n", " 319 550 1.304e-05 8.265e-10 7.986e-05 2.720e-06 7.153e-06 1.000e+01 5.527e-04 \n", " 320 552 1.304e-05 8.111e-10 7.975e-05 2.738e-06 7.154e-06 1.000e+01 5.527e-04 \n", " 321 554 1.304e-05 7.969e-10 7.957e-05 2.749e-06 7.152e-06 1.000e+01 5.527e-04 \n", " 322 556 1.304e-05 7.821e-10 7.940e-05 2.755e-06 7.148e-06 1.000e+01 5.527e-04 \n", " 323 558 1.303e-05 7.668e-10 7.931e-05 2.762e-06 7.144e-06 1.000e+01 5.527e-04 \n", " 324 560 1.303e-05 7.507e-10 7.918e-05 2.765e-06 7.144e-06 1.000e+01 5.527e-04 \n", " 325 562 1.303e-05 7.345e-10 7.918e-05 2.769e-06 7.150e-06 1.000e+01 5.527e-04 \n", " 326 564 1.303e-05 7.233e-10 7.904e-05 2.749e-06 7.152e-06 1.000e+01 5.527e-04 \n", " 327 566 1.303e-05 7.006e-10 7.888e-05 2.718e-06 7.167e-06 1.000e+01 5.527e-04 \n", " 328 568 1.303e-05 6.793e-10 7.849e-05 2.690e-06 7.188e-06 1.000e+01 5.527e-04 \n", " 329 570 1.303e-05 6.623e-10 7.816e-05 2.667e-06 7.208e-06 1.000e+01 5.527e-04 \n", " 330 572 1.303e-05 6.439e-10 7.782e-05 2.639e-06 7.229e-06 1.000e+01 5.527e-04 \n", " 331 574 1.303e-05 6.239e-10 7.733e-05 2.658e-06 7.253e-06 1.000e+01 5.527e-04 \n", " 332 576 1.303e-05 6.117e-10 7.697e-05 2.680e-06 7.275e-06 1.000e+01 5.527e-04 \n", " 333 578 1.303e-05 5.986e-10 7.677e-05 2.700e-06 7.301e-06 1.000e+01 5.527e-04 \n", " 334 580 1.303e-05 5.857e-10 7.644e-05 2.712e-06 7.326e-06 1.000e+01 5.527e-04 \n", " 335 582 1.303e-05 5.708e-10 7.609e-05 2.710e-06 7.356e-06 1.000e+01 5.527e-04 \n", " 336 584 1.303e-05 5.526e-10 7.557e-05 2.701e-06 7.389e-06 1.000e+01 5.527e-04 \n", " 337 586 1.303e-05 5.353e-10 7.497e-05 2.694e-06 7.424e-06 1.000e+01 5.527e-04 \n", " 338 588 1.302e-05 5.182e-10 7.427e-05 2.693e-06 7.458e-06 1.000e+01 5.527e-04 \n", " 339 590 1.302e-05 4.954e-10 7.346e-05 2.690e-06 7.497e-06 1.000e+01 5.527e-04 \n", " 340 592 1.302e-05 4.749e-10 7.252e-05 2.702e-06 7.539e-06 1.000e+01 5.527e-04 \n", " 341 594 1.302e-05 4.557e-10 7.160e-05 2.706e-06 7.580e-06 1.000e+01 5.527e-04 \n", " 342 596 1.302e-05 4.344e-10 7.054e-05 2.719e-06 7.622e-06 1.000e+01 5.527e-04 \n", " 343 598 1.302e-05 4.127e-10 6.930e-05 2.747e-06 7.664e-06 1.000e+01 5.527e-04 \n", " 344 600 1.302e-05 3.932e-10 6.816e-05 2.760e-06 7.706e-06 1.000e+01 5.527e-04 \n", " 345 602 1.302e-05 3.741e-10 6.705e-05 2.756e-06 7.745e-06 1.000e+01 5.527e-04 \n", " 346 604 1.302e-05 3.560e-10 6.589e-05 2.739e-06 7.782e-06 1.000e+01 5.527e-04 \n", " 347 606 1.302e-05 3.368e-10 6.470e-05 2.706e-06 7.819e-06 1.000e+01 5.527e-04 \n", " 348 608 1.302e-05 3.186e-10 6.351e-05 2.660e-06 7.855e-06 1.000e+01 5.527e-04 \n", " 349 610 1.302e-05 3.016e-10 6.232e-05 2.600e-06 7.891e-06 1.000e+01 5.527e-04 \n", " 350 612 1.302e-05 2.855e-10 6.117e-05 2.531e-06 7.927e-06 1.000e+01 5.527e-04 \n", " 351 614 1.302e-05 2.708e-10 6.012e-05 2.458e-06 7.962e-06 1.000e+01 5.527e-04 \n", " 352 616 1.302e-05 2.571e-10 5.905e-05 2.411e-06 7.996e-06 1.000e+01 5.527e-04 \n", " 353 618 1.302e-05 2.466e-10 5.807e-05 2.368e-06 8.024e-06 1.000e+01 5.527e-04 \n", " 354 620 1.302e-05 2.357e-10 5.721e-05 2.349e-06 8.052e-06 1.000e+01 5.527e-04 \n", " 355 622 1.302e-05 2.250e-10 5.616e-05 2.296e-06 8.075e-06 1.000e+01 5.527e-04 \n", " 356 624 1.302e-05 2.147e-10 5.484e-05 2.184e-06 8.093e-06 1.000e+01 5.527e-04 \n", " 357 626 1.302e-05 2.036e-10 5.360e-05 2.065e-06 8.111e-06 1.000e+01 5.527e-04 \n", " 358 628 1.302e-05 1.965e-10 5.288e-05 2.039e-06 8.123e-06 1.000e+01 5.527e-04 \n", " 359 630 1.302e-05 1.884e-10 5.218e-05 2.008e-06 8.135e-06 1.000e+01 5.527e-04 \n", " 360 632 1.302e-05 1.806e-10 5.150e-05 1.962e-06 8.145e-06 1.000e+01 5.527e-04 \n", " 361 634 1.302e-05 1.727e-10 5.086e-05 1.901e-06 8.156e-06 1.000e+01 5.527e-04 \n", " 362 636 1.302e-05 1.657e-10 5.038e-05 1.844e-06 8.166e-06 1.000e+01 5.527e-04 \n", " 363 638 1.302e-05 1.570e-10 5.021e-05 1.854e-06 8.184e-06 1.000e+01 5.527e-04 \n", " 364 640 1.302e-05 1.534e-10 5.036e-05 1.942e-06 8.202e-06 1.000e+01 5.527e-04 \n", " 365 642 1.302e-05 1.503e-10 5.049e-05 2.028e-06 8.217e-06 1.000e+01 5.527e-04 \n", " 366 644 1.302e-05 1.474e-10 5.066e-05 2.114e-06 8.233e-06 1.000e+01 5.527e-04 \n", " 367 646 1.302e-05 1.450e-10 5.097e-05 2.219e-06 8.248e-06 1.000e+01 5.527e-04 \n", " 368 648 1.302e-05 1.429e-10 5.144e-05 2.344e-06 8.264e-06 1.000e+01 5.527e-04 \n", " 369 650 1.302e-05 1.413e-10 5.184e-05 2.450e-06 8.281e-06 1.000e+01 5.527e-04 \n", " 370 652 1.302e-05 1.399e-10 5.218e-05 2.538e-06 8.297e-06 1.000e+01 5.527e-04 \n", " 371 654 1.302e-05 1.394e-10 5.249e-05 2.614e-06 8.314e-06 1.000e+01 5.527e-04 \n", " 372 656 1.302e-05 1.383e-10 5.303e-05 2.743e-06 8.332e-06 1.000e+01 5.527e-04 \n", " 373 658 1.302e-05 1.384e-10 5.290e-05 2.743e-06 8.345e-06 1.000e+01 5.527e-04 \n", " 374 660 1.302e-05 1.377e-10 5.257e-05 2.686e-06 8.356e-06 1.000e+01 5.527e-04 \n", " 375 662 1.302e-05 1.365e-10 5.241e-05 2.646e-06 8.364e-06 1.000e+01 5.527e-04 \n", " 376 664 1.302e-05 1.346e-10 5.239e-05 2.635e-06 8.371e-06 1.000e+01 5.527e-04 \n", " 377 666 1.302e-05 1.330e-10 5.244e-05 2.632e-06 8.379e-06 1.000e+01 5.527e-04 \n", " 378 668 1.302e-05 1.316e-10 5.255e-05 2.642e-06 8.386e-06 1.000e+01 5.527e-04 \n", " 379 670 1.302e-05 1.301e-10 5.270e-05 2.660e-06 8.393e-06 1.000e+01 5.527e-04 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 1.302e-05\n", " Constraint violation: 8.393e-06\n", " Total delta_x: 9.170e-02\n", " Iterations: 379\n", " Function evaluations: 670\n", " Jacobian evaluations: 382\n", "Timer: Solution time = 2.38 min\n", "Timer: Avg time per step = 375 ms\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 6.632e+01 --> 1.302e-05, \n", "Maximum absolute QFM surface normal field error: 3.970e-02 --> 5.304e-05 (T m^2)\n", "Minimum absolute QFM surface normal field error: 9.255e-18 --> 1.113e-17 (T m^2)\n", "Average absolute QFM surface normal field error: 1.676e-02 --> 4.210e-06 (T m^2)\n", "Maximum absolute QFM surface normal field error: 5.672e-01 --> 7.577e-04 (normalized)\n", "Minimum absolute QFM surface normal field error: 1.322e-16 --> 1.590e-16 (normalized)\n", "Average absolute QFM surface normal field error: 2.394e-01 --> 6.014e-05 (normalized)\n", "Maximum Toroidal Flux: -2.117e-02 --> -3.501e-02 (Wb)\n", "Minimum Toroidal Flux: -2.117e-02 --> -3.501e-02 (Wb)\n", "Average Toroidal Flux: -2.117e-02 --> -3.501e-02 (Wb)\n", "Maximum Toroidal Flux: -2.117e-02 --> -3.501e-02 (normalized)\n", "Minimum Toroidal Flux: -2.117e-02 --> -3.501e-02 (normalized)\n", "Average Toroidal Flux: -2.117e-02 --> -3.501e-02 (normalized)\n", "==============================================================================================================\n" ] } ], "source": [ "# SurfaceQuadraticFlux objective is the one to use when trying to minimize quadratic flux for a surface\n", "qflux = SurfaceQuadraticFlux(\n", " surface0,\n", " field,\n", " eval_grid=LinearGrid(M=2 * surface0.M, N=2 * surface0.M, NFP=surface0.NFP),\n", " field_fixed=True, # field is not being optimized\n", " bs_chunk_size=10,\n", ")\n", "# Must include a ToroidalFlux or a Volume target to ensure we don't get a trivial solution of the surface collapsing to a point\n", "target_psi = -0.035\n", "tflux = ToroidalFlux(\n", " surface0,\n", " field,\n", " target=target_psi, # the same toroidal flux as used in the free bdry eq\n", " eq_fixed=False, # we will allow the thing passed in (QFM surface in this case) to vary\n", " field_fixed=True, # field is not being optimized, so we fix it\n", ")\n", "obj = ObjectiveFunction(qflux)\n", "\n", "opt = Optimizer(\"lsq-auglag\")\n", "\n", "(qfm_surf,), _ = opt.optimize(\n", " surface0,\n", " objective=obj,\n", " constraints=(tflux,),\n", " ftol=1e-5,\n", " maxiter=500,\n", " verbose=3,\n", " copy=True,\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can see that after the optimization, the normal field error is quite small" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_2d(qfm_surf, \"B*n\", field=field, cmap=\"viridis\", log=True);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We also see that the optimized surface is now a good approximation of a flux surface in this vacuum field" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "data = qfm_surf.compute([\"R\", \"Z\"], grid=LinearGrid(rho=1.0, theta=0, zeta=0))\n", "fig, ax = plot_surfaces(qfm_surf, rho=1.0, theta=0)\n", "poincare_plot(\n", " field, R0=np.append(data[\"R\"], np.linspace(0.7, 0.8, 9)), Z0=np.zeros(10), ax=ax\n", ");" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can use this QFM surface as the surface for a fixed-boundary DESC equilibrium solve, to find the equilibrium field which matches the vacuum field inside this surface. (Alternatively, one could also perform a free-boundary solve, though we know the surface should not change much from this QFM surface)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 785 ms\n", "Timer: Objective build = 1.15 sec\n", "Building objective: lcfs R\n", "Building objective: lcfs Z\n", "Building objective: fixed Psi\n", "Building objective: fixed pressure\n", "Building objective: fixed current\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Timer: Objective build = 627 ms\n", "Timer: Linear constraint projection build = 3.72 sec\n", "Number of parameters: 628\n", "Number of objectives: 3250\n", "Timer: Initializing the optimization = 5.54 sec\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 3.077e-01 5.878e-01 \n", " 1 2 1.529e-02 2.925e-01 3.453e-01 4.716e-02 \n", " 2 3 2.486e-04 1.504e-02 8.733e-02 4.858e-03 \n", " 3 4 1.790e-05 2.307e-04 4.783e-02 1.724e-03 \n", " 4 6 1.069e-06 1.683e-05 2.236e-02 2.675e-04 \n", " 5 8 1.688e-07 9.002e-07 1.693e-02 1.283e-04 \n", " 6 10 8.039e-08 8.838e-08 8.362e-03 4.745e-05 \n", " 7 12 7.182e-08 8.564e-09 4.095e-03 1.219e-05 \n", " 8 14 7.057e-08 1.247e-09 2.083e-03 2.967e-06 \n", " 9 15 6.924e-08 1.335e-09 4.119e-03 9.143e-06 \n", " 10 16 6.911e-08 1.321e-10 7.968e-03 2.805e-05 \n", " 11 17 6.546e-08 3.649e-09 1.919e-03 1.495e-06 \n", " 12 18 6.433e-08 1.132e-09 3.774e-03 4.709e-06 \n", " 13 19 6.351e-08 8.175e-10 7.287e-03 1.460e-05 \n", " 14 20 6.125e-08 2.261e-09 7.058e-03 1.307e-05 \n", " 15 21 5.933e-08 1.913e-09 6.925e-03 1.187e-05 \n", " 16 22 5.765e-08 1.681e-09 6.854e-03 1.091e-05 \n", " 17 23 5.616e-08 1.491e-09 6.833e-03 1.075e-05 \n", " 18 24 5.484e-08 1.322e-09 6.856e-03 1.091e-05 \n", " 19 25 5.367e-08 1.168e-09 6.902e-03 1.188e-05 \n", " 20 26 5.265e-08 1.023e-09 6.932e-03 1.299e-05 \n", " 21 27 5.175e-08 9.001e-10 6.927e-03 1.417e-05 \n", " 22 28 5.095e-08 8.040e-10 6.929e-03 1.487e-05 \n", " 23 29 5.024e-08 7.080e-10 6.989e-03 1.418e-05 \n", " 24 30 4.965e-08 5.915e-10 7.106e-03 1.168e-05 \n", " 25 31 4.918e-08 4.666e-10 7.230e-03 7.967e-06 \n", " 26 33 4.890e-08 2.811e-10 3.646e-03 1.824e-06 \n", " 27 34 4.868e-08 2.185e-10 7.366e-03 6.098e-06 \n", " 28 36 4.851e-08 1.745e-10 3.706e-03 1.335e-06 \n", " 29 37 4.834e-08 1.676e-10 7.440e-03 4.845e-06 \n", " 30 39 4.820e-08 1.382e-10 3.731e-03 1.041e-06 \n", " 31 40 4.810e-08 1.035e-10 7.477e-03 4.745e-06 \n", " 32 41 4.797e-08 1.232e-10 7.457e-03 4.953e-06 \n", " 33 42 4.789e-08 7.834e-11 7.499e-03 5.219e-06 \n", " 34 43 4.785e-08 4.797e-11 7.500e-03 5.338e-06 \n", " 35 44 4.781e-08 3.369e-11 6.864e-03 4.681e-06 \n", " 36 45 4.775e-08 6.522e-11 6.667e-04 1.524e-07 \n", " 37 46 4.775e-08 7.048e-13 9.092e-04 1.085e-07 \n", " 38 47 4.775e-08 2.572e-13 1.389e-04 1.616e-08 \n", " 39 48 4.775e-08 6.419e-14 2.677e-04 9.380e-09 \n", "`gtol` condition satisfied.\n", " Current function value: 4.775e-08\n", " Total delta_x: 4.078e-01\n", " Iterations: 39\n", " Function evaluations: 48\n", " Jacobian evaluations: 40\n", "Timer: Solution time = 46.2 sec\n", "Timer: Avg time per step = 1.15 sec\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 3.077e-01 --> 4.775e-08, \n", "Maximum absolute Force error: 7.819e+04 --> 5.939e+01 (N)\n", "Minimum absolute Force error: 1.524e+00 --> 1.821e-04 (N)\n", "Average absolute Force error: 4.272e+03 --> 1.594e+00 (N)\n", "Maximum absolute Force error: 1.824e-01 --> 1.385e-04 (normalized)\n", "Minimum absolute Force error: 3.554e-06 --> 4.247e-10 (normalized)\n", "Average absolute Force error: 9.964e-03 --> 3.719e-06 (normalized)\n", "R boundary error: 0.000e+00 --> 1.431e-17 (m)\n", "Z boundary error: 0.000e+00 --> 2.926e-19 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed current profile error: 0.000e+00 --> 0.000e+00 (A)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "==============================================================================================================\n" ] } ], "source": [ "from desc.equilibrium import Equilibrium\n", "\n", "eq = Equilibrium(surface=qfm_surf, Psi=-0.035, L=8, M=6, N=6)\n", "eq.solve(verbose=3, ftol=1e-8);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally, we compare the solve equilibrium's flux surfaces with the vacuum field Poincare plot and confirm that indeed, the equilibrium matches the vacuum field as expected." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "grid = LinearGrid(L=5)\n", "data = eq.compute([\"R\", \"Z\"], grid=grid)\n", "fig, ax = plot_surfaces(eq, rho=grid.nodes[:, 0], rho_lw=2)\n", "poincare_plot(field, R0=data[\"R\"], Z0=data[\"Z\"], ax=ax, NFP=eq.NFP, size=10);" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.13.2" } }, "nbformat": 4, "nbformat_minor": 4 }