diff --git a/README.md b/README.md index e221d23..902c5e8 100644 --- a/README.md +++ b/README.md @@ -60,6 +60,7 @@ Build Status ![Lintly flake8 checks](https://github.com/LFPy/lfpykit/workflows/Lintly%20flake8%20checks/badge.svg) ![Python application](https://github.com/LFPy/LFPykit/workflows/Python%20application/badge.svg) [![Upload Python Package](https://github.com/LFPy/LFPykit/workflows/Upload%20Python%20Package/badge.svg)](https://pypi.org/project/LFPykit) +[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/LFPy/LFPykit.git/master) [![License](http://img.shields.io/:license-GPLv3+-green.svg)](http://www.gnu.org/licenses/gpl-3.0.html) Features diff --git a/example/Example_EEG_NYHead.ipynb b/example/Example_EEG_NYHead.ipynb deleted file mode 100644 index dab7b68..0000000 --- a/example/Example_EEG_NYHead.ipynb +++ /dev/null @@ -1,300 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Example EEG signals from New York Head model\n", - "Demonstration of EEG predictions from single synaptic input, using a complex head model " - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "%matplotlib inline" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "import os\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "import LFPy\n", - "from matplotlib.gridspec import GridSpec\n", - "from lfpykit.eegmegcalc import NYHeadModel\n", - "from lfpykit import CellGeometry, CurrentDipoleMoment" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "# create LFPy.Cell object\n", - "cell = LFPy.Cell(morphology=os.path.join(LFPy.__path__[0], 'test',\n", - " 'ball_and_sticks.hoc'), passive=True)\n", - "\n", - "# create single synaptic stimuli\n", - "syn = LFPy.Synapse(cell, idx=0, syntype='ExpSyn', \n", - " weight=0.01, tau=5, record_current=True)\n", - "syn.set_spike_times_w_netstim()\n", - "\n", - "# simulate, record currents\n", - "cell.simulate(rec_imem=True)\n", - "\n", - "# calculate current dipole moment\n", - "cdm = CurrentDipoleMoment(cell=cell)\n", - "p = cdm.get_transformation_matrix() @ cell.imem" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - " We first plot the cell response to the synaptic input" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0.5, 0, '$t$ (ms)')" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# plot cell \n", - "fig = plt.figure(figsize=(12, 8), dpi=120)\n", - "gs = GridSpec(3, 3, wspace=0.3)\n", - "\n", - "# cell setup and sensor locations\n", - "ax0 = fig.add_subplot(gs[:, 0], aspect=1)\n", - "for xz in cell.get_idx_polygons(projection=('x', 'z')):\n", - " ax0.add_patch(plt.Polygon(np.stack(xz).T, ec='k', fc='none', label='__nolabel__'))\n", - "ax0.plot(syn.x, syn.z, 'o', label='synapse')\n", - "\n", - "ax0.legend()\n", - "ax0.set_xlabel('$x$ ($\\mu$m)', labelpad=0)\n", - "ax0.set_ylabel('$z$ ($\\mu$m)', labelpad=0)\n", - "\n", - "# somatic voltage\n", - "ax1 = fig.add_subplot(gs[0, 1:])\n", - "ax1.plot(cell.tvec, cell.somav)\n", - "ax1.set_ylabel(r'$V_\\mathrm{soma}$ (mV)', labelpad=0)\n", - "ax1.set_xticklabels([])\n", - "\n", - "# synapse current\n", - "ax2 = fig.add_subplot(gs[1, 1:])\n", - "ax2.plot(cell.tvec, syn.i)\n", - "ax2.set_ylabel(r'$I_\\mathrm{syn}$ (nA)', labelpad=0)\n", - "ax2.set_xticklabels([])\n", - "\n", - "# current dipole moment\n", - "ax3 = fig.add_subplot(gs[2, 1:])\n", - "[ax3.plot(cell.tvec, p[idx], label=[\"p$_x$\", \"p$_y$\", \"p$_z$\"][idx]) for idx in range(p.shape[0])]\n", - "ax3.set_ylabel(r'current dipole moment (nA $\\mu$m)', labelpad=0)\n", - "ax3.legend()\n", - "ax3.set_xlabel('$t$ (ms)', labelpad=0)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We now initiate the New York Head model" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "nyhead = NYHeadModel()\n", - "\n", - "dipole_location = 'motorsensory_cortex' # predefined location from NYHead class\n", - "M = nyhead.get_transformation_matrix(dipole_location)\n", - "\n", - "# We rotate current dipole moment to be oriented along the normal vector of cortex\n", - "p = nyhead.rotate_dipole_moment(p)\n", - "eeg = M @ p * 1E9 # [mV] -> [pV] unit conversion" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Closest electrode to dipole: 20.02 mm\n" - ] - }, - { - "data": { - "text/plain": [ - "[]" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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p5T4hxOMA9gOIAviKlNKjOhCDhgbgySeBV1+lgSM3F/jwh4EbbqAQdBVuvhn405/ivqVDQ0BzM9DeTgOFpgEVFcCGDen17R//EXjsMTpeKgIB4B/+Qf2YF18MvP++e+q+z0ft0oHD+BmGYRiGYUaN3bPUMAzoI5mYM6cdHFnKMBkiEqEoyMT5cjhM21Wt8uxkyrbPS3BVadfQoFbDpCHNJOW+PhJKDSO57oqUtH3zZo4wZTKDlPIzUsoZUkq/lHKmlPJ/pJTtUsoPSykXxu47bO2/LaWcL6VcLKVMs5rQach77wG33UZC58AAfYkHBujxbbfRfhVmzgTuvx/IyQF6e6kwU2trfBAyTaCtDfjIR9Ir8jR/PvCHP5DYmHihrOu0/Q9/oHaq9PQAjY3A//wP8LOf0f2bbwLd3STqBgLAF74ATJ2qfszmZgqtH4swfoZhGIZhmNMIexp+H08qGUVYLGWYDGB5iroxMBCf86qSqbohqlXu3dqpFvhOtxD44cNqIuzhw+kdl2GYcaahAbjvPlohclr5CIdpv+qKyoYNwL//O3D0qPMgEY3SwHrDDcCRI+r9vOoqYM8e4I47KJxe0+j+jjtoezqp/X/+M6XhP/VUfEUsEgEOHACeeII8Ve+5B1i6VP2YLS1AdXXyZ2hhhfGreK8yDMMwDMOc5ghbzdaWzhaXlgwTh8VShskAqoWT0ymwDKSeK6fbztIZNI3m7iUlQGkp3eflxe323ERLVaE3XUH4xAnv/ktJ7RiGmcA8+CAJhdEorbw0NpIw2thIj6NR2v/gg+rHfOQR7wEiHAZ++MP0+jp/PvDf/03Rn4ZB9//93+lFlB49St6mg4NxuwALKWnbT36iHtoPkD3AkSPxKn6FhfFbMEjbgZGF8TMMwzAMAyGELoTYIYT4U7b7wowPpoxPcuvb67PYE2YywWIpw2SAsRJLhfBuo9JO0wC/Hygupvm2ptFzNI0eFxfTfrcaJarWLulawCRqDKNtxzBMlnjjDRL7WlvjKfhAPBW/tZX2v/GG+jEffND7yx+NAr/97cj7PVK+9z3vQT0cBr7/ffVjNjbSQFxQQOn7QsRvgQBttwpfpRvGzzAMwzAMANwF4EC2O8GMHybiYmlLD0eWMmpwgSeGmcAEg+51SOzt3CgpIb3CSVS1thUUuIuu5eVkl+dFebl3Gzs+n5oQ6lUYm2GYLDM4SF6aqSJBpaT96XyZ+/vV2qXrP1VbS0Ls88+TkJuXB1x9NXDLLcCsWWrH+N3vvEPpDYPa/eQnasdsbyffVLfBOjeX3m+6YfwMkwZTp06Vc+bMyXY3GGbCsW3btjYpZZpXu8xEQQgxE8A1AL4N4OtZ7g4zTtjF0tYeXmxm1GD5gWEmMHl5amJpXp77/kyIrpWVZKXnlqqvaerFri1mz6aq926ZtkJQO4ZhJjD9/WqeGqoCKEDRlCrmzYGAdxuLt98mH9FoNL5S099PvqN//CPw3e8CF1zgfZxMVeCz4xbebycQ4HB7ZkyZM2cOtm7dmu1uMMyEQwhxPNt9YEbFfwH4OwCFWe4HM45I2/VpW39bFnvCTCY4DZ9hMoDbPF2DiRw9jCL/IIoCgxR9FQ57VzUCpbQXFbm3KSryTn0Ph71T9YVwzyjNzQWWLEk9l9c02p+b6/46Fn19VNS5tnZ4pmmqYy9cqHZchmGyhGrBoXQKEy1f7i0gahqwYoXa8WprSSgdGkoWG6NR2n7PPdTOi5wctddUbQdQ1K3KYB0IpB/GzzAMwzCnMUKIjwJokVJu82h3uxBiqxBiaytb3pxydPR3ZLsLzCSBxVKGyQCpxFKfMFDgDyGgGSQGWjsMg6KlFNIog0GgrIzm29YcWgh6XFbmnYIPZK5QVGkpsGoVMH16XKDVdXq8ahXtV6GpCXjtNaCmJv4R2N+bhRB0/PXrySaAYZgJjMICUFrtAOCii7xXg3Sd2qmg6oH60EPex7rgArW+qUSpWqgaVQPph/EzDMMwzOnNBgDXCSFqADwG4FIhRNIPvpTyASnlWinl2nJemDzl6BrsynYXmEkCp+EzTAbQdUqFt2dbajCR5wu7z33D4XjFJY/jWwWRR4IQaoKpyjw9N5cKRqdTNNpOXx/w3nvOOrH99TUNOOMMiihloZRhJgGJg6BbO1UuuQRobo77g9qFVk2jwfHTn6Z2Kjz/vJpY+txzwDe+4d7uttuAN990X/TSdeBLX1LrG6A+WGuaehg/wzAMwzCQUn4DwDcAQAhxMYC7pZSfy2afmPFBIn5t1RPuyWJPmMkEi6UMMxpMkwTPSAR+AEUaYAg/Bo0AAnoaZd7T8dsbAXl5ajaB6WgYI6W62juwTNOAOXOAefOAvXuBo0eBSATw+2nbsmXe9gQMw4wz110HPPGEt3h4/fXqxzzvPGDXLuCv/gp4911g924acwMBSr0/7zxg2jQKP1chkz6jl14K3HUX8KMf0Xu2v29dp9tdd1E7VUpLgQ6F9DDVMH6GYRiGYRjmJH3RNIuCMqctLJYyzEiJRpO89wQAn4ygUIsAuuLXaxwqGhcU0Nzfq4jSeERw1taq1YA5fhzYt48+Hqt9JAJ88AFw5Ahl3c6cOfb9ZZjThuZmirzctInGttxcYMMGqhI/bZr382+9FXj6afcxze8HPv959T6VlQE33kgi7LXXAtdcE99nRZbeeCO1UyGTK0cFBSTizpgR/9yGhsgjxfrcPvax9AbWqVOBzk7vwXrqVKXDRaMUzW+N/0LQWysoIHtUhmEYhjkdkVJuBLAxy91gxgl7ZGm/kUahUea0hi+VGWYkmKZ3kRJrZjoB8PlIS+jocJ6DC0H7x2PyrFrA2TCc20pJ2994g7QTjjBlmAywc2dyhOTgIPD665RqftddZEzsxuzZwH/9F/C1rw2vNA/Q4OLz0f7Zs9Pr28KFwB13AJs3J0eWrl+vLpQCJGA+9ZT7QOTzDRdl3ZgxA7jlFmDdOlrhiUbp+WecASxalP4KVDBIzz1+PPVgfcYZSmbVQ0PJY76UpBUPDMS9sBmGYRiGYU4XBkzFLCPmtIfFUoYZCW5l4ycoOTlARUX2o4x8PnXB1A3DAPbvV8++ZRgmBc3NJJQ6jWuWePqjHwH33+8dYXrhhSRG/va3wB//SMpcfj6tbHz+8+kLpRZlZSR0Xn31yJ5vccstwLPPug9Cug58Lg0Ls4ICYPVqumWCwkISiNvagK4uWpzTNKCkhCJKFYTSaDT14hhA2zs66DeBI0wZhmEYhjmVkbYLokHTI+CJYWLwJTLDpMIwSDywCwiBAN0iEe/nW4OyV3SpVzXlDOLz0Xy7pCT950YiQHc3ia2W0FpQABQXU2atKrNmATU17lmmUnrr0VJSOn44TKn5lqfpokXAypXUL4ZhFHj+eW87EMOgdl/8ovfxZs8G/vEf6TbRKCkh4fbpp0mETCwYpWm0fySD5CgIh0kb7e62tNEgiourMHVh1Ygsra1x2g0pqd04v1WGYRiGYZisMYShbHeBmSSwWMowTkQizgU+LPHUo3o9AJrxqgih6YT1GAalxoZC8W3BIHkLjqHoOjAAtLQkp3P29tJku6JCvTjUggXAiRPe2oxK8G4kQtGldk/T/fuBQ4eAK66gbFWGYTzYtElNLN20SU0sTaSxkaJNN26Me3pefDHw8Y9TGvt4cuAAMHcu8IUvAFu30oBhpfUvWwasXUvFkw4eBM45Z1y61Nub7OVsmmRd2tVFC0yFhekdM506ViyWMgzDMAxzKmPK+OI4i6WMKiyWMkwihuE901T1I/USTAMBNeEVoAl9b2/y9lCIboWFGFEIkgeRSLJQakdK2l9VpRZhWlAAnHsu8N579PHYjysEfRxexagSXz/xcTQKvPQS8KlPcYQpw3ji5b9sMTSCi8utWyl9Pxod7oX60kvAa68B995LAuV4cewYDRIlJcBll9EtESmpnZdYGomQmtnbG/9NKCykYyuG24fD7kXvpKT9CxakN7yPdPxkGIZhGIY5lWGxlFGFxVKGSSSTfqQ+H81w7UIBQAKqz6culBqGs1Bqp7eXJukZjjDt7lZL5+zuVi7QjOnTgUsvBaqrSQiwaqLMmkWiwN69lFrvlarvZjtoGMCuXcCHPqTWJ4Y5bcnNVRNMhQD+4z+A5cvVCis1NpJQao+Et7C8UO+/H/jxj9UjTDs6qNDTnj3xiFDV/gDqhsleViv9/eT1mhhu39NDY/G0aeTV6kFbm9r42tYGVFYq9DuGEGpC6ASpQcgwE5vWVuDVV4H3349Hx59zDvDhDwPl5WrH2L0b+O//pnvDoGu1FSuAr36V7hmGYU4RotEovv3tb+PSSy/FhRdemO3uAAAk4hdFIYQgpYTgiyDGA0WlhmFOI1TEUinVZqJW5GggQIKEdUsnohRQj/xSbZcGfX2ZbWdRUEDFta+9lrJxr72WHhcUUDasiubrpntISYIrwzAebNiQ/IUzTRIMh4biN8t7Y8cO4IEHaLXDDa+q8wCNtz/9Ka22eFFdTa+7Y0d8nA6H1fsDqNueuEWGRiLJQqkdKWm/gre1yttWbhezaWmv6cWmN6P4xS8kfvpT4Be/AN54w/kYqvYpzMRCCPErIUSLEGKvbVuZEOJlIcTh2H2pbd83hBDVQohDQoiPZKfXk5R9+4DvfIdsSKzo+qEhevyd79B+Lx57DLjtNhqrrIVzw6DHt91G+1U5cgS4806gqIiuI4uK6PGRI+m/N4ZhmDGgvr4eAPDGG29kuSdx7AWeQgihp7cni71hJgssljLMSPESS3Nz0xNE3XCKzHIik1GxMbKRzllUBFx0EekaiYt+VsRUKOT9mip1uBjmtOfqq4eLpVZxu0Qf08FB8vLs6qIv15NPUqRnKjZu9PZClZJCyR97DDh+PHW7jg56vUhkeFEmIC7sevUHIL9Sr0gCIahdKrq61MJBu7rc24RCME21gTPxLScRiQB9fTh00MSP/7cAu/fpiETEyV379wO/+93wj9gq0sdMSn4N4MqEbfcCeFVKuRDAq7HHEEIsA3ATgDNjz/mpEGL8KktOZlpbgV/+ksZDp3EnHKb9ra2pj7F7N/DDH6b+Epsm7d+927s/L7xAUai//GXc/qO3lx6vWEH7GYZhskxfLILG9Lx4yR41jTXZ7gIzCWCxlGFGQ35+cgSS30/b0ynclCnGwIBONUMh05kMM2dStOmiRfGP2Kp2H40qiAdQtg1kmNObadOAu+6iiHch3FcZLD/PUIiE0C1bUrdV9TiNRun24oupQyg3b1YrQuXWHwBYutR7EUvTgCVLUu/3skRRadfTAxw6BE2qTSRcuxzz2W7v1PDo03mIRAVMc/iAbNmW/PnP9BELQa4F2fiZYkaPlPJNAIkrA9cD+E3s798A+Jht+2NSypCU8hiAagDnjkc/Jz2vvuodHR+Nkv9yKv77v70vWEyT2rlx5Ahwww1k6p44RltFSW+4gSNMGYbJOpZIKieQMXpiX2pbarPUE2YywWIpwySiWkXDSqXPyaGiHtYtJydzEaXpMgbeK6qRR2MRoVRURFaEn/0scOutdL9+PQmmKsFhixZlvk8Mc0qyahX5h1ZUeLe1qrqZJnmHpiInR+21LcXOMICdO53b7NmjJji49QegMfrCCymS1ilsXddpv1v5+VQX/5FO4OAX6d6tXSgE1NQAUqJYdgIKgqlrobpYRsGm9wMwPA5lGJQ1XFGh/u9hJg3TpJSNABC7t77MVQDss8K62DbGi/ffVxt33nsv9X6ViFGVdt//vne6TCRCUaoMwzBZxDRN1KIWg8i8PVymaOxszHYXmEkAi6UMk0g6Yul4EQyqtRuDPhUXqwmT41l1fuVKb09TXad2DMMoMm0aiaAqdMYEQTeLkIsv9v6iChGvXORmNKxqMaJiWVJVBVxzDbBw4fCw9YULaXuVh46UakBs+wPQ/Rbdu7VrbQWkxKAZQG+/ho5OgY4OchDo708OoBXCo3he7LPZuT+QFFGaiJTAgQMcUXqa4XRSOCr5QojbhRBbhRBbW91Sy08XVKPj3cYdr4h41XYPPaQmlj74oNrrMQzDjBEb6zfif/A/eASPZLsrJ5EJP3tN3U1Z6gkzmeDLZebURUq6+LRH91iRQ27qn65T1YuBgdRt8vIyXnXeldxcNREgNzfjL+33UxRSS4tzoJQQtH88U96Li4ErrgBeein1v/iKK7wF3K4uYPt2smGMROg9LFkCrF4NlJSM5TtgmAmKqjhgRVu5LeR8/OOUnmoXAYJBEmWnTKEIfNOkRR6rOnQqUTQQUBNMVReWCgupmvU556i1T3xuT0JhACmBxl/R303/C0z/CwqNd6KzEx2RQhwYPAMmBOxaVihEt4ICIOA3ITQNs2aprYOFFPXkMbC2ZiYGzUKIGVLKRiHEDADWykcdgFm2djMBNDgdQEr5AIAHAGDt2rUTJ38yW+TkqI2JbuOOrqsJpl7XlGNVbZNhGCbDPHf8OQBALSZeqnsOcjCEITT3NGe7K8wkgCNLmVMT0yQfqUR1zzJu80qr8vtjs9WEGWogQNvH2wxT193TQgHaP0YCbl4eBVsVFsZ1ZiHocVVVdioqn3EG8KlPAcuWDQ8OW7aMtp9xhvvza2qAhx+mlFQrWCMSoccPP0z7Gea0QzU3W9Potnx56jYzZgD33ktCghAkHi5bRmGS1qKVJSR0dpKKl0oVXL5czWvUrT+ZoqQkecGt933AiHmURnuAvm0pV1wGo76YUKoj1WVYX59EQbQLCxZ4D/0WwQmYFMGMK88CuDX2960AnrFtv0kIERRCzAWwEIBL3jhzknPOURt3znWxgF2xIt4uJ4dWca2b3bbJapeKTHgiHTkC3HknjcWaRvd33sk+pwzDZJSAmLgXGgWgMbJ1kLMnGG9YLGVOPayIUjcSwxGd0HWK1LRf2Obmjm9EqZ1AgCbflvAA0H0wSNvHeAbs95PGMWcOFYqeM4ceZ7OIUnEx8KEPAV/6EvBXf0X3H/qQWkTpc8856+aWzv7cc97FrBnmlONDH1Ib40pLqd26de7t1q4Ffvxj8sSYP5+ek0p86OkBZs1y3rd+vZr3hld/MoHfT9GxdsG06X8BM+bNZQ4CnQ+nHBzrwxWxiFI3JCIhU21YjzVatSwMTXP/XdM0sqdlJjdCiEcBvAtgsRCiTgjxlwDuB3C5EOIwgMtjjyGl3AfgcQD7AbwI4CtSSsXc8NOcD3+YPCtMk0K+Bwbit1CItvt8wKWXpj7GV79K39HCwvj1m3ULBml7IEDt3Pjc57wvuPx+4JZbnPe98AItJv3851R8Tkq6//nPafsLL7gfm2EYRpE8PR5FM5GKPAFAPvIBAB3hxBqJDJMMp+Ezpx7p+ENNNuM2XR+bSkqnGdu3q9Vs2LEDuOSS8ekTw2SEtjbyp9i9Oz4WBoOkkF16KZVAd+O664CNG93HUU0jn9EbbvA+HkARpqtXqxU6GUxRDKCsjF7vySepb/YvsKbR2Kjan9HyxvVA/bPDtwk/4jaQEmj+M/BIgiBadR1w0TNoiZTCe61aQ0ukDAtU+hOzKNhwThjb9wZcxzZdBzZsUDkoZfNWVwO1tbSA5PORlr1gAf8MZRsp5WdS7PpwivbfBvDtsevRBKauDnjlFTqRTZPGi1mzgMsuA2bOdH9ueTlw/vnA888n7zMMul16KbVLRUEB3Zy+mNaCi9XGjRtuAJ59ltpZFibd3UB7ezw9xu8H/uZvkp975AjZojjZOZkmjbsf/zil1syf794PhmEYD3K1uC3cwMAA8vPzs9gbwvIstSJLe4wet+YMA4AjS5lTEdUVrAm20sW4MzhI1/ubNwObNtH9kSOptRUnOjqAP/6RtKCWFppj9PY660KmSV6mDDNpOHiQKibv2DH8pA6FgC1bKMLz8GH3Y0yfDtx9NwmsTpGcmgZcfjnwf/4PqWbp9E2FQ4dS71uwALj9dhJeLY/AYJAe3357ev2JRKjQ0tGjNJAcPUqPvQqoAMDK7wB5swHNZlkgE55n2oxBtRwg/wx6HgBDekWVIq12ls/2lFITn/nYAPw+mRRhqmkSfj/wmc+QXawXtbXAq68Cx46RUArQfU0N2dA2cV0EZjKwZQvwq18Bx4/HxUrTpMe/+hXtd6O2lhaf3HjpJWqXiocfVuvrIy6FUP78ZxqXS0qGW5iUlpK4WVxMfkhPPuksdn7rW96+96EQcN99an1lGIZxQdiyZ+pa6rLYk2QssbTX7M1yT5jJwCQLq2OYURKJ0Eq8lYKkaZQCVVamlMYejVK14sFBeroQlJmfnz/5glQnE52dpLXYAzMMgybsLS1UlKm01P0YH3wAPPbYcAcGKeMFVYqKkk8BLoTCTBra2oDf/jaubDnR10dfgq98xT0Cc/Vq4Ac/oJWFN96gAic5OcBFFwHXXkuCarqofpm82pWVAVddRbeR0t8PNDcPXzCTkmwAenspxd4tCqLkTOCj+4HNfwHU/wkwXIoB6nlA1bXA+v8BfHRMXReK9V4UxVLgpM/24iVh/PUX+7BpawA79wXIBjYIrFolsGGDmlDa1ARs2+a8nmi53Lz3HgXUcYQpM2GpqyORMdXCuJS0v6oqdYTpM8+o2To9+yyNq05s2aKWyrJ5s/O+6mrgG99wFjutdP6ZM4H/9/9S2wE8/rj769vbPfig877aWtr3/PNkQ5CXB1x9NaX9p7JPYRjmtMSwjZsnWk9g8dzFWezNcKw0/D5wMTzGG5Z3mNOHgYHkCbKVxtTTQ2mlLjO/oSES7exIGbevKi1Vr43CqDM4mCyU2rEiQFetIuHaiY4O0ojcgsZ6euI2jBZcCIWZNLz5ZvwEl9JZIBCCvlCbN9Mk143p04HbbqNbJlCtZj/WX7pIJPl3wI6UtH/WLHd/QF8+cMHvgMM/A7Z9DTAdhAwtCKz+PrDwjmGbKyqAxkbvrlZUeLcZRsxne8oc4Lo5wHU3pPl8kB6zbx/93jU309hpZS6XlZGOHAzStupq9j9lJjCvvOKdQSQltfvCF5z3796tdgw3ixGviE6LVOPjL3/pvggG0Bf0pZdSi6UqEfNufXj7beCee6gfVl/6+4GnnqJFte9+F7jgArXXYBjmlMew2WLXd9ZnsSfJWJGlfehDNBqFj6OdGBf47GBOPYRIvrhVmSA3NFDVIofJejSaLJQm0tlJtlUTesyNRKhqkRVZa5W0LynJbqUmFxoa1IIyGhpSW21t2qRmZTswEK88rWkUscowk4Lt2+k+lVBq7QuHaWLvJZZmmhUrvM2CNc27IrQT/f2k3NXVxc01Z86ktPzECNGuLjXxo6truA/h4CANMq2tNJjoOu3PW0aiqJNYqgeBsjVJm6uq6OfI66OoqnLv5ljQ2kof49Gjw/tnmhS83NFBBf6KiynQjMVSZsLilhqv2m60IiNAqwsqgmmqhaJXXlGLbn3lFe/XGAm1tSSUDg0l77PE03vuoahUjjBlGAaAYcbHrKauieHbk+hZ2o9+tLa2YsaMGdnsFjPBYc9S5tTDyWevu1ttgtzhXBmvv1/tpVXbZYX+frro7ekZnofe00PbJ2jnW1tH327XLm/BFRg+39E04Oyz1V6bYbJOKOQulFpImZ7Rb6Y47zy1avbr16d33OZm4PXXyYPQbq55/Dhtb24e3r5X0aPK3q6zE9i5k/LTLdHC8gHZ+yxgWoKKoLR7y6vLjAAdW5MOnZsLLF1KY4wTmkb7U0XKjyW1tclCqR3TJB/TUMg72I1hsorKj75XO9VFZLeI+HXrUn/ZLTQt9djnJFKm20417cmp3YMPen/Zo1HgoYfUXoNhmFMee2Rpc0+zS8vxJ4ggdOgII4ya+ppsd4eZ4LBYypx6WMb3dkYyQbahqi1kQ4NQQjX1VDWKYhxRiQj1aqeaBWfZ2Pp8wDXXUMAtw0wKgkH1onXZULnKyoAbbyTxIVE40DTafuON6VWz7+8H3n9/uBGxhWWu+f77wxeC0i0A6OUDMrgTMAdjRZxmA+c/DOTNosfGINDyluPTysrIGnbGjPjPla7T49WrvT+G9nbg6aepHss3vkH3Tz9N20eD21u1ME36uZjQWRQM4yVQqrRbsSJesT4VQrhHxN98s9pC0Wc/67xvNEKnxac+pXaMT386edvzz6uJpc89p/YaDMOc8tgjS1sHFKNexhgrslRAnIwurW6qzmaXssbPfvYz/Od//me2uzEp4Etd5tRE0+gC1ppEq06QU8wS051fD6O/n6ot19fHU0Srqihn3K2ISCYZaerpGDI4SFFMLS3xrNaKCsriskdU6bqaYOo2F1HNghMCOOssiihloZSZVKxeTX4TKmRiUaSzE9i6Fdi/n0KyAwFg2TJg7drU1dYWLgTuuIM8U3fvjj9vxQqKqkpHKAUo9V5F2auuBlaupMdONi1OWAKJlw9IaD8ADSj5MHDZ78jLdMblVPyp9vdA+/Bq26rjnhuHDlGBbcOIdy0UIl14+3bSZhaPsJbCiRNq7To6qN4Xw0xYZs2iCHOVdqm4/npKTXETC3UduO661PvnzQPuvhvyBz8AAgGIYPDkOCRDISAchvj616mdE5ddRoKl24WQrlO7VHzrW8Af/kBF/lJRUAD88z8nbx9wKWA3knYMw5zyWMIkAHSFurLXkRQUikJ0y24cb1f4jTgFaU7MumJSwmIpc+oiRDz0RdPUUrJSRBikO78+SXMzlRU2zfgBolGakdbVAWvWUMWMsSadyNpxEEvb20ljSaxu39hIH9myZfGqzeXllO3qhVu3V64kXcfLI3DtWuCSS9TeA8NMKD70IXWxVDVcOxVHj1KVaNOMf6ksL9S9e0lgSDXxLysjv9Srrx6+kLRpE034c3JoHLIWlmbPJpHVqfheXZ3aIlBdXVwsLSwk6xEvLPNiLx8Q/xlA8ReAkutOVrs/WfzpyK+A40/QwNbTg/bBXOzvngkTAlaqfqpxLxXt7SSUOund1r/j4YeBu+7yPpYTqkHHpkmWsAwzrvT2AgcOkBeENUbMnUu+FdZ31uKyy4Bf/cp9jBDCXWScNQv4i7+g4yRGsFtZTH/xF55eneHCMvinTAWiti+uELRCUliEcGEZUibyf+lLVLzJbdz2+ahdKubNA558kiJHBwaGDyB+P1W2/93vnMftvDw1m6a8PO82DMOcFtjT8HsiCtdc44iAQKEoBCRQ11WX7e4wExxOw2dODwoL4aV1ylg7J1QyXKWkdifp7yeh1C1FdNu28fEKHVVobGYZHEwWSu2YJu23LA2KiryPqWlAZWXq/Rs2qFmGbdjg/VoMMyGZOlXdX081rdOJzk4SSqPR5C+xadL2Z57xrojX3Ay88QYtHFkKnWFQ5JMQdItGSRR55RXnFRNVZc/erqRELa3WCi33EpanfQ8ovMa53bRPAZU/BLq6MBjWY0KphpOepjYSx71UvPWWWq2Xt992b5MKN+tFO36/s37NMGNGfT2leldXD/cnrq6m7fUJFZdnzgQ+8pHU33chaP/Mme6ve955FHG5Zk38CxII0ON//mfa70K0vhm+n/wIIhpJ+uYLACIage8nP0K0PkWkz4IFwL//O11gJqbQ6Dpt//d/9169+MhHKPT8zjspnD03l+7vvJO2f+Qjzs+7+mpIL88Ny7uIYRgGgCnj14e9pmLAzhhjj3YtAk0umwYnRvGpbBGZgPZ7Ew2OLGUmN9EoiY2Dg/Hq7rm5lN5uu7iLFpdB7+4BXCVTgWhxmeOXYkR1Ao4cUUsRPXJkZBWg02HEobGZp7ZW7WOpq6OgssZG0nbcahfMn++ewpqbS1Wbd+wYHuQL0FvWNNqfeIz2dgp427mT0lyDQWq3YcPIorYYZkw55xxKcfcKoV6TXKFdGa8QbYD2b90KXH658377QlIi1hjk81H0k7WwtHkzRYDZFTqfT00wtU/0/X6K5k/l4SwE7beE55H6gITDwyJfawfKYhGlqbHGvYULU7fZuVPt49+xgwJ8U1FfT8WrX3mFfj5zc+njnTPH291ACC5+x4wzvb2pVwqsMeKtt0iwsy96r1tHtkevvBK/+NA0igS97DJvodRi1izgK18ZUdejf3weQY8xRBgGon96Hr4vf9G5wUc+Qhc6v/wlvZehIbowuuwyiihVDfOeNw/4r/+imyJ9n7gFeX96DqKggKJHrevJgQH6vxgGjbGf+5zyMRmGObUxEb+I6DcnXgHhIkliaXtklEbvk5Rn8Ax60IMvd3wZ06dNz3Z3JjQsljKTl6Gh5Ogl6wJuYIB882IRVAORAIz8SpT0NwCQw6aslt1zV34l9EgARQ6imxXtY0Un2jVFa75tmglRQfX1auGo9fVjL5amm3o6hrS0qLVrbqYJvJR0HZ6XR/qDXRvx+SjAw17F3omGBgq827ABqKmhx1YGX2UlCQR5ebR9/nx6zqFDwKOPpvYF/MxnRu4LyDBjwkUX0QnqpnTpOqWkP/88sGcPfXksAdHC76cvwplnJod2u4WFW1hhkqnEUpWFJKuvlshgmsDhw8NVupkzyZPQK802URDJzyfxo6uLJvvWQlthIUWU2iN0R+oD0t4+rF8toWI4RZQm0tzsLpaqFqtzGxO3bKGCUJFI/OMdGKDgPJ+PxjW3iH6fj6PwmXHmwAG1cefgQVo0sjNzJvCFL5DR7ubNNO7V1pJfxfLlI/NLToPAe5sgTA+x1DQQ2LIJSCWWAiSI3n9/hnvnTjgMdOxvRl5FBWQ0AmFd/AoB5OdD5uVB9vTC+L/fgT+VFUFHB/DOO2TREonErRPWrgXOOEM9I4JhmEmDtF3/9GMCiqWxyNIusyu7HckChmlgB3YAAA7WH2Sx1AMWS5nJSTTqnebZ2UkTWJ8PQ0OA9BegvXAO8kIdyAn3QsCEhIahQCEGgmUw9ADEkPMk0RrzDSM5nVvKFNfwI0kRHStKSuKiQCrsqadjSDrV7e3/Yk1LnT3c2ekeIGLZDublkS/gsmWp282fTzrHo4+6+wI++ijw13/NEabMBGLqVODWW4Hf/Ga4yg/QF0jXgSuuAJ54Yvj+SIRCGoWIiwaHDlGI4SWXDP9yea1MqLRTWUiyQr6tAUNKStm3i6ULFpDo4TaoaJpz1JXfT78PXh7NlZW0wuMVrZvoA5KwOGVINdcjr/FRtVidPZ3e/hvV0EC1XpyOYRh0O3iQ6oUFAs6n0E03jam2xDDJHDs2/EIsVhjpJIEAfTmOHUsWSwEay558cvi4Fw5TCPbu3cANN4yZCa8IeXhrWO3CLukzo2SkWTKdBxox86H7oRnR5MwjISCEgJxajo7S+XB036+ujv/e2H37q6vJ+/rCC2mwGa9ipwwDQAiRA+BNAEGQFvKklPJb2e3VqcsABiCljC+2ZBkBgUJJwUHd6J5QfRsPOofik+uGzoYs9mRywJ6lzORE1ecz1u7kNbYeQG/edLSWLERLyWK0lixEb950GHpgWLtE7GOoacYnlYl6xLCx1svjKd12o8GKHHPz7rKnno4hblXrE9uNyP7AgXQEWoAmFSq+gKr1dBhm3Fi6FLj7bvLRy8mh73ZODj2+7TbgvfdIHHX60khJUUDRKP0djQKvvz5c+EvH1HLHDvIv/f3v6X7HDvIkHekCUeLz8vNJGNF1x4k8dJ32j2YinpsLLFmS2vRY02h/oodHwuerC7XBzGt8XLVKzX/Z0pQTF/OeeML74zcMWjdbu5ZEFSHofu1a4KtfBRYt8noXDJNhrJM2EqGF38TFmHCYtjtVZO/oIKHUadwzTdr+5JPUbgyQQRePIHu7wCi8pF04+k4Tjtz7AK548HP4p1034J8++ByuOP4Aqjc14cc/pnWxVPj/9BRgeAwYpgH/c88kb7c+d+v3xI7dOqG62nllmmHGjhCAS6WUKwGsAnClEGJ9drt0amH3LB3AAAacxuZxoKGhAVu3bgXg7Fnagx50dXVlo2tZI2rGx/T6znqXlgzAkaXMZMWrCoa9XXHxSYslPdSPvOZjyOlogDANSE3HUFklBqbNhRHMT6kljqgYaFUVRUJ5RXNWVam9l9GSTurpGFJRQT6kXkybRk4LKoKpl3ig60B3N00Kjh+Pp+CfcQalnFo2iJZQoeoLuHMncN113v1jmHFl6lTgE5+gm53nn/deBZCSxofSUnpsGMC+ffEiJsuWUSSWl6llXt7waDCrWNPx4zTWqK6E2HFaWJo2jaJfq6spOtb6cs+cSZFimYhYKi0llbKhgcLPDYMGi/Jyiih1MkzWtGHvsSLYjcahUnil4k+bBlcv7gsv9GH7dm+nhQsucM56ePVVtYWgN98E/v7vgWuvdW/LMOOCz0chkV4XYv399GNfXBzf9u67aif95s3A1VePvq8JhM/dgOCm111T8aWmI7xuAzItl/Zs3I6Z//09zJZR+ECvn2MOYu3Aczh32rfweP3DePTRS1NmyRTv2AjNw0JAMw0Ub38dwB3Dd2ze7L0yY5pksVBZ6R3lzzAZQlKOeF/soT92G/sKt6cRpu3iI4wwahtrsWTBknHvxy9+8QsAwNq1a4dtLwRFlvagByfqTqDUuuY9DbAL2Y3dChPy0xyOLJ3kCCFqhBB7hBA7hRBbY9vKhBAvCyEOx+5PvREgzeruOTlAoLsVUw5sQm5bHTTTgABd5OW21WHKgU3wd7XCMEhLTLy+KypSK6A8LIV//ny1ECDLJHM8sFJP582j1503jx6Po2fUrFlqH8vMmXG9xguvdv39wJ//TFlf9iK6R4/Sdku8ta7VM+ELyDATjj171ERKewSAlOQxarF2rfcXGKDBMFU0UdQhpTORRKVPCKr45kR+PvmwXnMNVTW65hp6nMnUztxcGjPXr6fc1fXr3SvLJfi5zMrrgOYxF9M0YGZ5iATZgYH452d5cbe2Ykr+EG6+mYbsxH+DptH2m28m4cPpX53OOiPDTBjmzlX/wd22bfjjvXvVVj/37BlZ3zzwXXs1pEfIuNR1+D6aYaG2qQl5/9/3EJChk0LpyT7NPgZtWhNu8P0tigabUmbJaCE1awAt7DBg7Nmj5ttfU0MLdAwzjgghdCHETgAtAF6WUm5J2H+7EGKrEGJrq+XlxSgjE7771Q3VWeoJMZhwUeOHHwWiABISB04cyFKvsoNhWwBr7Z845/a+fftw/PjxbHcjCRZLTw0ukVKuklJayyb3AnhVSrkQwKuxx6cWqt4isXZ56EfJsR0QpgGRMGEVkBCmgZKaHRCD/ejvJ4s6e/V1n48mn25Z7FOmJAQ+5edT1Wm3FNE1a047r6bcXApOc8tqXbaM2pWXq4nUiQEJoRBZGe7aBbzxRjygLpV28847JKhatoPBoNp7Uc1IZpgJgarYkPhFsadIlpaSIOnzOat1muZt6ZGuL4Z1bLfKRxONhB+MXF8Ey4rroMGEUwCLpgHLlhjIHfRIBe7sxOL5Udx1F3DuucPT5M89F7jrLvfCc6m03ZG2Y5hxYelS9VXMw4eHP86Ez/Io8FVNQ/Qrd8H0ByC14aKp1HSY/gCiX7kLvipH18+R8+yzEI6RnRJYeBgQgL7wEM5vexY7dzofQqYyik9s52Q1oPp5RiLqARAMkyGklIaUchWAmQDOFUKclbD/ASnlWinl2nKOek4bI+E6r6a1JjsdidHeHq96L2IZPlN8FE5/uPmw43MmEh0dHcPew2gwZPx/0zE0NvYzI+HJJ5/Er3/962x3IwlOwz81uR7AxbG/fwNgI4C/z1ZnxoTcXGdvKqd2AHwnjkFK98gCYZooaKtBd9WZJ637KiriAmhuLjB9Otn3WUE/VrZpUVEK69Fp06hC9ZEjVNTEShGtqqKopNNMKLWYMoUC1OrqqPqzldU6bRpFlFoT9WCQKtXX1DhfSwtB++3iZnc3tbcCSfbt89ZmTJMEcut1V63yLiquadSOYSYNgYDaBDZxhSJR+Jw3j6pLb91KVe/DYTr2smUUmu8VeWqtUljp+PYvtz1t3+qLplEkp+WXYccwKAzSLqQEg/RlVjVIViQSofGlry8+/hcUUMZvkjYcCNBgVld38j1NCfZjbdlR1A2UoTlUDENq0HURH/fCfYCKnWt/P6ZMKcb115NunQ4f/rC3G4OuA5dfnt5xGWZMKSxUb5soEPr9ap6YY7j6GThnFaLfvh/RPz2PwJZNEOEhyEAOwus2wPfRqxHItFAKAG++CR0OX/Sp7YCfPg8RCONs/5P4U/h2x0PIiy6GfPklTwsBefElSdtNnw+a0++NEMN/Y/x+9QAIhskwUsouIcRGAFcC2Jvl7pyy1HTUZOV1d2EXalCDa9uuHeZZCgBl/jIcjxzHie4TWelbOvz4xz8GAHzrW6OvQ2ZPw++OdI/6eKc6LJZOfiSAl4QQEsDPpZQPAJgmpWwEAClloxCiIqs9HAvy89XEUkuMbGiA8Fi5FpDI62xAd9WZAGh+29c3vEC8z0dVgNOqBJyfD6xYQTfmJLm5FCjmFSxWVESRUq2tVPXeNEk7KS2liFK7UBoKDRdKAUq1V8kEs2fgbdgAJV/ADRvcj8swGaOri9JLDx6Mi5NLllB0un2QcmP5ciqy5JWSajdfFsLZKqS0lBS1RFXt979X60s0Clx22fCFJF0nzxTLU9nno9T7hQudhVKrqEsioRDdCgszJoAMDNCCSqKu29tLvxMVFQme1QD1ed48KkXd0wOYJnIDBhZODWHhFAMIJIi53el5cadDUxPw7LNU38v6KK2C4omng98P3Hij+rG7umi8PHiQNCm/n07N1avVT02G8UTX1aLSExdJliyhVVOv1U+3kOwM4KuaBt+Xvwh8+YsAyL14bEo6xRhKkUK/4DCgxz5HzUBg/j4EUgw9+ic/DrnxNSDk8rn7fdA/MXzVJrTvMPyRKCQcXJqtQdQSTefMSU8MZ5hRIoQoBxCJCaW5AC4D8B9Z7takwDAMmKYJv4d9m5kw3jb2Zscb8yk8BQD489E/J+0r1cjDrWHg9KoIb0/D7zXYAsULFksnPxuklA0xQfRlIcRB1ScKIW4HcDsAzE7lBTdR8flost7ZmbpNaWk83FMx7VOYwyMSBgZ4sjcRCAYp8mrmTPd2LS3J8yHVIqv2wLQpU4DPfAZ49FE6dezH1DSai33mM84FERgm4xw7BvzpT3QiWidjOExefPv3Ax/9KHn6ebF+feriTLpOal9uLp3klq+o3w+ceaZ6X30+tWr3Pt/oFpIMw9vnrreXBvBRRphGIslCqR0paX9VVYoI0xkz6OZFml7cqmzfDnz/+/RvMYx4EFcwSLf+/rhW7fcD992nXnewpgZ47rnhp2YkQtrUgQNkHztnTlrdZRhnVKtDViTEB6xbRyejl1i6bp33sTs6qGDU7t3xRasVK6gAnscqev+JNgy8+CZKjm6HzwghqgfRNW818q78EPJnT/V+7XTJyQFWvQZUJnxmhoibsGkApjfhn3UBPGJrU3UdcNEzwIwZEPfeC3n//UA0CmG7lpa6Dvh8EPfeO3x86+iA/6knoLllc1ljmK6TxYLThXYkkvWCpMwpywwAvxFC6KBvweNSyj9luU+Tgp///OdobW31jHC0ojhzkIMhDKF1KLvemC3dLUnbSswSAEBbtG2ce5Nd7JGlfbLPpeX4YZomnsbTKEM60WjjA3uWTnKklA2x+xYATwE4F0CzEGIGAMTuk0cITG4/FsMA+qI56PSXY0jLgxlzIpVWXnx5OV0oWihOlqU2fP2AbZQmFx0O1iuq19SJPqWLFwO33QYsWhTX3H0+enzbbWMehMIwRFcXCaXRaPJk3zRp+5/+RO28KCsDbrghuTpQIEDKf17e8O1Wunx3Gmk6s2erGQ2PdoFuHCsVdXerRaen8zE5kqYXtxeaRhGl3/8+LQYlrhlagV35+fSv/+hHgV/+Uk0zAuiUe+4591PzuefUTk2G8eTMM9WqQyYu7lRUUJX7VD7LPh/tTxRZEzl8GPJnP4Pctj1uZxIOQ27bDvmznyV7pdroePcggj/5AaYc3gK/EYIA4DdCmHJ4C4I/+QE63lWOc1DnQx+CPLAc6M8FDNv71hN8+3X7anAOkH8GsPI78W1r10L8+McQV15JA0XsOltceSXEj39Mnkp23n0XcEnbt5AAjAsuBBYsSL5Q6+8n4/menuGF7np6aHt/v8IHwDDOSCl3SynPllKukFKeJaX812z3abJgFbtKLOCUiLXfqjrfGXUJbhoHOvrjE0TLs7TYoAydDnR4vp9s8x7ew7t4N6lQ1Uiwe5b2Y2KMpftb92MnduI1vIaQqj/5OMGRpZMYIUQ+AE1K2Rv7+woA/wrgWQC3Arg/dv9M9nqZeYZlXgof+n3F6Ec8JbEwFwgkntmVlcO845yQEBgorRy2jW2UJhdOgSPz5gEffOAudmha8vV+RwdFTc2ZMzwyqqcHeOQRCvYLhUiTX78e+MhHvOdazMRGCFEDoBeAASAqpVwrhCgD8DsAcwDUAPiUlHL8rvq2bfNOm49GKQw6J4cmnfPnk2CQUJEdAE1Mb78d2LKFvCeiUYrCTzXYGQbwyivAJz/pfLxEFi4Ejh93j+bPRLEm1YupDBRt6VNceO/rA6aOJkAsTS9uL4QA/vhH70BfSyu63dm2MCVeViUA7d+xA7gk2dKQYdJjzhyKQkwVJapptD8xlFnXyU+5pIROxkOH4lGhixcDZ59N14hui+odHZCPPwERTU5VEdIEIibt/6s7kiJM+0+0oejp38JnJj9XgwnNNFH09G/RX/X1lBGmXUfa0Pn0G6hs2IYAQggjiIbKNSj92EUomZ9i0LnuOoiNG4GXLwfWbANmNAE+N7PiPKDqWmD9/wC+BD/9GTOAO+6gmxe7d7tHlcaQmg/bfetxTn6CUBqJkJm9Wyh/czMwaxZHmDJMlhgYGEC+S90Nu1jailb0yJ7x6pojHUMdSZ6lhUZMyEUn2traMFEDxyJGBM/jeQBAfUs9FpyxYFTHs0eWDkDhmnMc6B6KRxs0tDZg7kyFbLlxgsXSyc00AE8JmuT6ADwipXxRCPE+gMeFEH8J4ASANNzHJjChEMyWVvg6O1EmTUihIZxXisHCcpi+eFigY+bl3LlAQ4PrBF4KDX1T5wzbluRBx0xoNC15DnXmmWSL6CYY+HzDJ/ODg87zsbo6YONGOo2s6/ihIeCtt4B33gHuvJNsIZlJzSVSSntOzr0AXpVS3i+EuDf2ePwK5h086J0+KgRNMK0CcgcOANXVdFI7eVeUlQFXXUW3t9+m13BbTTAMElZVTHoLCmj1YPPm5OJNXsWaxoIMRAuMUXZ8Mul6cSvw5pveLjSGQeOam1gaCpHVQEcH0NZGwWPbt8eL802fTtpF4m+madLpxWIpk5L2drIT6eyMp1uXlpLAafe6CQbJCDc3l36MW1vjJ2B5OY11S5cmp4kAJKrNnEkrmvaTMRCgm0f2UfTtd6EZRrL/pg1pGDA2bYbv2quHbR948U3kekRaaqaBgT+/hfzbPp60r+6VA6h44TcogAEf6LcgiBBmNWyG+dP3UXfVrZh52dLkg06fDtx9N/C970FuOx9i9mFg5W5AdxKag8Dq7wMLFcRQLxQXqIQRRQQOYmdXl1oof1cX/d8Zhhk3TuAEOtCB1tZWV7HUwoos7UUvpJQQWYpC6gkni7WF0bhYerz2+IQVS9sG4lOSDxo+GLVYavcs7Uc/hoaGkGPPxs0Cg+F4xGx1YzWLpakQQmgAvgFgHYDnpJQ/F0J8MbZNA/AHAP8opRx9qMgpgJTyKICVDtvbAXx4/Hs0hvT0ADU1EFKevFgV0kSwvx3BgQ70ls1BJDce9TQ4mDAXz8+n6AGruIntQkxCQAoNHWecDSMYH/itSsdZpaODRIc9e+KREMuXk9iQVpWpMWAC+kmVldFE3k5REXDxxckiJxDPwPviF4dHhNXXJ+tTPT10DCfR1TDo9tOfAv/yLxxheopxPYCLY3//BsBGjKdYmmriaQmP1t8W0SjdcnKA11+nculuEaHV1WoT08OH1SuaTZ9OxZsOHwZOnIiLuG7FmsaKVBfmoRBFJ7W3x6vGTZkCTJuWJLYIoSaEjnoOkK4XtwKparyk0667O1447/Bh4PHHh3s5GwatRTY20s9TopdzBoJ7mVOVI0fIe9mOlHTt8/bbwFlnDS8wV1QErFpFprpeFR8T0XUSWhUjs+1oe72jJTVpAnt2AwliacnR7dDg8VyYKDmyDcBwsbTrSBsqXvgNAkiOSiXh1ETFC79B19y7nSNMV68GfvADiD/+EdjZA5ias1iqB4GyNa59VCYQUPrSG3rA+VrJy4va3m6CihsMc6ryK/wKAPDZ45/FHBdDciuKswh0/dmLXvT19aFwHIu52VPr7YWMrDR8P/wo1orRbXZj34l9WLt6bdIxJgKD0biQeLzt+KiPZ48sNWHieNNxLJ6TXW+5qBGfXNe01mSvIw5MKLEUwL8A+AoojfybQoiq2OMfADAB/A2AEIB/yloPmfHHKnFuE0otBABIicKOGnRNW3wywtTxOq28nCb7NTVAQwNkNAqp+TBQWom+qXOShNKysrTmpJmnuhp48snhs9JwmATf3bvJe3DB6FaXRkx/f3KalOUn1dtLgkMa0U+ZoqKC5liJQufMmcB111HRkaNHSbsJBin1/pJLklNnWxxcfvftU4vQeukl4HOfG937YLKGBPCSEEIC+LmU8gEA06SUjQAgpWyMFdNLYswK5qWaeFoRpakYGiJxYN8+Kj6SCtUKaKrtLAoKaIHq7LPTe54qwaBaKn4gkLytu5sGAvtAYZoUqdbeTt4dtmrzBQVq8/eMaMA5OfRb1d9Pq37WQlRuLo2paf4o5eSo2bamCiqwfn5Nk8bWxx93PhWkpNuePcC55w6PMHX6FzAM2tuThdJE9u6lBdjECFOVio8ZREQUoyUd2vkMNcsQn5H83M6n30ABPKJSYaDz6TdR8refcG4wfToZrX8QAXa8CRhRAALQcwFjEIAEzAjQsRWYco5SX93orlyCwvqD0Hy2aF1rES92zWgKDa0zVjgWkpMO1/qOTHCPwUSuFEK2pdi3DfizlPLKce0Qw6SJXXw82nZUqW0BCiAg0Ic+nKg7gTOXplEwdJQMK2Rk9iWl4QPA9Jzp6B7oxqGWQ+PWr3SxR4Ke6Dgx+uPJ4b8phxsOZ10sDUfjv3/1nfVZ7EkyE00svRnA56WUfxJCLAOwJ/b4YQCIVXr/LlgsPb1obVWKfMrtbUV/6UzroTP5+ZSXfeaZEKBrxmgfYA4AkCd961FQkGWhtKODhFKnWalVdvjJJylvcrwjTMfAT2pwkKI5W1riWXUVFRQ8kk4QSDBIdmXW5N5OURFp5TffPEwHccRJFD161Ps0NAxKT2WxdNKyQUrZEBNEX4795igRE1YfAIC1a9dmbha3ZAkJBvYT2qvIiUUoRJFbbmKp368mhE40b7jcXDWxNHEACYWShVI7pkn7ly07GaVWXEx+pG7ffyG8xxVlfD462AgP2NYGvPYasHUr6a6mSdprb69zZLyuU/S9Ey0t8Y/qnXe8F4ykpPorVgE8TaNTmGGS2L+f7qVMbdkhBLW78MLs9DGG6QtAj3oLpqYvgMSE/qgehF9BMI3qgaSk9MqGbSdT71Phg4kZDdsApBBLLVreInFUywFypwGr/wvYdhcw1ELbW94CFv6VZz/d6Nl5FHnNNRA+ffhins9Ht1AIME1IoSP30vVJw3NnfT+KGxoherrjUcPFxSSWJ666TLKiAm0Atqb47RamORq3a4YZF+wiW2u3WnV7DRrykY8+9GH/if1ZE0tTFTKqzKnEoYFDONZ1bLy6lTb299Hc25zR4wHAsebsv3d7ZGlDT0MWe5LMRBNLZwDYDQBSyv1CCAPATtv+7bE2zOmEW0piDAEgMNB5UixVvYby+ShooaRkxL1LpqODFLPdu+Op8ytWkGChKmxu3qwWxrhlC/kOjicZ9pPq6Ej2BzUMSulsbiYLsnT04OJimpxb/nrW9XZZGQmwbll6Frqe/PGrBtZNsCJ+TBpIKRti9y1CiKcAnAugWQgxIxZVOgOAQ9zxGLJmDYkF9i+IVcbci2jU+8RdsCC1Z6muk7VGXh59iV56iQqhzJ07fpHjbisphYXuIZ+FhclehM3NalWJmpvJNgCkE1dUUBecPiYhaL8fEaCtO66sWl4uxcXjJjbv3w/87/8Or1CvadSN/HwSUhNT7n0+4NprnY/XES8gi927vT86KYGmpuFi6VgFFzOTHCuN3umkkpK+75qmdA041nTNWoHSmu2uqfim0NA5ewUSVa+ueasx5fAW11R8Exq65q9B4hVTAGoXFErt2rcAQgdmXh8v4jTjcmDzXwC1v6f9o6GzE3mvPAOfiEWu2on9XslgEEYoim1zb8S6ucMv7EK1zSjauQ3CHklrmvT/7+qiSGJ7Cu84pvNmBCFSR2GwVwkzCbCLbI29jcptS0QJ+mQfPmj+YMz65tWHfvQjB8kpNOU+GnUbQ+7vJ5vYRer2ofbRHy/BQ7uuo27Uxxwthm3S3T44+veYSRTDU8aNRgBnAYAQYjEAHcAy2/4zMd4TVSb7eM3OYoiEi9imJhLcmpoo69KrInBGOHwY+NnPqPKFdfETDtPjn/2M9quwZ4/ahH7PntH1dySk4yflQapCShamSftV0kjtBIMU2LpyJU3UV66kxypCKeDsOaqqdai+BjOxEELkCyEKrb8BXAFgL8gW5tZYs1sBPDOuHSspAT76UZpkqUaU2vE6cVescC5ukpMTt9OwXtcwqLDKpk0U8T/WdHTQ2NnYGF+9sFZStm8nUbKkhL50lngsBD0uKXHO/25XvAhLaJeXF9dn7S9VWEjb8zBAoq7l4QzQfW8vbVcp3DRK2tpIKA2Hk8dUK1Bv6tT4fF3X6aO65x4qdu2E/Tiq83lL4/L5gGuuyfBiJHPqkEooTbfNOBBeex6k5l4ESmo6ImvWJ23Pu/JDMD2ea2o68j6SHD0bhtoFhVK74qXAuQ8AFzwWr3bvywcu+B1tLxoeAl5fD/zwh/QdvvRSuv/hD2m7I1u3Qnj8ryQEdmMFXqheOHxHfz/8u7ZBR4oiWlLSb481CAkxOQcWTXO+McwkwC6ydQx1uLSMIyBQKkoBAEc73FP3M41dZLRHlgrbKFNsUgZPu9k+zGZgImEXfbvCXRk/fn1v9tPe7Wn4naHsL5DamWiRpQ8D+K0Q4o8ALgHw7wC+J4SYBvIsvRfAk1nsHzPWGAZNKkOheGSOYnUNKeiCQ8rhkzop6ZADA1QDYMwKvnV0AE884Z46/8QTwB13eIdKqs5KsxHGmMHS0E6FlBIxTWrnZc/a3k5V6XfupI8lGKQ6EBdemFxwxI69yrMVhVpYSPf2vs2bB3zwgfvb0jQSHf7t3+J9WLmS0v+zXY+L8WQagKdilTp9AB6RUr4ohHgfwONCiL8EcALAjePes7lzgVtuIYHwwAHvqHM79uIoThQVUTGmV16JV0DTdTphnSZxVsTXjh10Yo9VhKnqSsrq1emZhaoKLw7t/H4SGxM9jhGJpA47BWh7SwupqmMYYfraa96LgpbAOzREqffXXptaKAWGj4OKdVvg81FdnrPPnpx6BjNOjOK7CIA80vftI6uRSIS+W/Pnk9WSW1G7EVA2vwwnzr0Rs997AsI0hkWYmkKD1HScOPdGVM5P/qHPnz0VHR/7PIqe/i000xgWYWpCg6np6PnY51E2OzkTu6FyDWY1bHZNxY9CQ2PlGnjWDr74udT75v8F3WLsfL0DtU9sxu3le3DXujAGjQBeblqO37+6Hi+9VIb77gPWrUs4xv790IVHISsBLAscwZPdCTuOHAE8CmhBSsi2dpjTK6FXTpt41jBeuEWWMswkYJhoF+1ybWsXHktQAgBoGBjf9Gp7f6OIIozkC5i8EBmsd6AD3d3dKJmAFy3299FtJA6e6ZPo3do6OA7BDx7Y0/Az8R4zyUQbtb8FYBDAeQD+Pynlfwgh9gL4TwB5AP4I9is9dQmF6OLXjpTkOecRlSMBhPNKIaX7ZLGzkzLDXa9XOjvJ7G3//nga/bJlVA2otDT18959Vy11fvNm4Oqr3dupzkqzEcaYwdLQToWUUrVzE0sPHQIefnh4LaxQCHj/fdKXbr45nhZqx17l2cI0aXswSIKC9VbPPJOu593OLylJ47E0plCITqUdO4CbbgIWLVJ7v8z4I6U8CmClw/Z2AB8e/x4lUFJC4T2XXkpV7vft8/4eBgJ04noxaxbwyU9SpPrhwySAen1/TZO+PCrHT8XgIBlcJqbYz5qV2ZUUO4mrIG7tVOnuVrMm6e6m/+PAQHxwEYJW8PLyRj2R3rrV+60JQb+B//EfascsK6OIVYCCkLdvd38NXQeuuIIK5zGMK6NZeK2rA15/HdIwIKz9kQjkoUPA4WrgkksgZmWuAFQwCExZvxCHC+7A1OrNKK3dDS0ahukLoHPWCrQtWI/Ks8pSXpKVnbcE/VVfx8Cf30LJkW3wGWFE9QC65q9B3kcudBRKAaD0YxfB/On7gGsKv47Sj30oA++SaNtcjSVvPIkzpxnwa/S6+b4wrqncgY/M2I379tyA++5bgF/+EsMLNCku8gdEODnov74emkPxlURkdw+2inVYt3CSCaVARsRSIYQOYCuAeinlRzPSL4ZRxC7a2avLe1EsKXqzNTq+olxiurmTb2lBiBbb29GOY8eO4ewJ6Btkfx99Zl/Gj98RVYsSHkvsYulYvMfRMKHEUimlCeA7CdseA/BYdnrEjBuGkSyUWhQUxKsCp0IIDBWVK/lK9ve71M04ehR45pnhqV/hMJm17d0LXH89hRg6oWLoZprUzkssXb6cFDa342katRtvCgtT/68S23mgGiDn1q69nYRSt4Dehx8G7rpreISpvcqzE7pOmlFeHr1GUVFcp7KLsgD9K6QkLT1RY7H68NhjwFe/yhGmTAZYvZp8Rr3CCC+6SD3CyqqAtmEDeZOqVPJpaBi5WNrenuzFajcrVjWe9lpJSWTKFDULAbdw9ET6FC/sBgaSP1drhWVwMG4pMEJUEw3SSUioqIhH3Z9/PrBrl/vPks8HXHed+vEZJm16euiHOBpNStkWUgJGFPL11yGvvx6iOHMRpkVFQHBNGVpnX439nVefzEQpLQXmlnt/dfNnT0X+bR8H8HEAgB9I8ihNpGT+VNRddSsqXvgNNBjDIkyj0GBCR8tVt2Lm/AzVB+roQPHLT8KvJ19Q+TUTfpi4b/mTuH3r7XjiiTJ87Wu2BoqL/GEEkn2MFX2yhDQQSSqDNUnITGTpXQAOAMhs6DTDKGBPa++V7mKpPXqxSNLp2inHN706sZCRU2SpL+xDvpaPfrMfe2v2TkixVKVQVTok2g10mV2jPuZoGSaWyokllk4KoxQhxEIhxIQSdpkM4xY56vPR1WiqybMQEHPmYMhUm2Sm9L/s7CSh1F4Zw8I0afszz6QuNqCaOq/Sbv16Zx9BO7rukAc1DpSUeAsZin5SXm9Rpd1bb6kF9L799vBt9irPbuTlkUhw4YXApz8N/Ou/kgaVkxMPCjvjDLJ3dLN4MAyyemSYUVNcTIXdfD7n76KmAR/+8MjLkKuuYozUCHpwMFkotWOacUsAL9KxJADoi+oVNapp1E4V1Uh7Jw9VO11dozLXVtVZ3do1NgI/+Qlwww1klXvzzZTe39lJCz2f+hRlvyZ+hJb/6d//vXtaP8OcJJ3obfuCxL59kF7fe9OA3LdPOXhVlWCQ6gwtX04WO8uX0+OxTPKZedlSDNx5N2orz8MQcmBCYAg5qK08DwN33o2Zly3N3Itt3gyY7p+tTxj4RNUWvPxywo5ly07aYaUiKjXsiizDBRckHlRtimfAl9bQPOEYhWepEGImgGsA/HJM+8gwKUhLtIuNvQICpaCszC50YSixwuQYYhd37dg9SwUEZudRMc89jVmoA6JAKu/V0eKLxUz2QCEAaoyJmvFr30y+x0wwWQTIfaD0yAPZ7ggzRniFuuTkUO5gfz9NtO1L+uW0pC9t3y29vwf5R3cjt74aIhqB9PkxWLUA/fNWwMhPsSCrksNomtTu8suT96mmzntNmAGald5wA/Dkk85hjLpO+7MRpuj3k5DQ3Jy6NPQ0NT+pigqanKu0S8XOnWr/th07KDDYwqry3NFBDgp79sRdF5YvB847jz7ejg7KCrb35XOfo5vFv/2b9/WuaVJUVqqq0wyTFnPmAJ/9LJ3Yhw7FT97Fi8ks0gqf7+sDqqsp3T0apUnprFkUjZnK61PX1UTIkUbJ1NaqrVRYaepuqK64WASDlB1w9KhzHzSN9qejfqhYk6h+VgMDI/ZbXLuWxjKvhIS1a533bd0KfOc7dJpY//7BQQrie+st4Lbb6PT6q78iTWX3bvrpzs0l/9PrrmOhlEmD8nK6jlDh0CFgzRr6+8iReOp9CoSUwNEjMNedl/YQMREpmT8VJX/7CQCfAADkAN4epSNhz56Tqfep8GsmLp++Bz8+fNXwHWvXQuzdC0TdLAM0lF+1Njlwv6oK8sQJ1/+rCYGWQBVmJrorGAaM/kGIcAgCpNH0RYKI+nNRWKxPHGvT0UeW/heAvwPgnbbFMGNAolgqpYRIcY1mjywtBl2PdqELR48dxbKlyxyfk2kSI0tTcUb+GTjQdwDV3dVj3KORYU/D70c/+vv7kT+KegHW/6YIRehAB3rQg1AohGAWKxTbI0sz8R4zyYQSS4UQz6bYpQP4qRCiFwCklJzkdaqhsvzv85EAkCLl0pqvBltqUbLtFQgz7mUlohHknTiI3LrD6FpzGTBjVvIB3CKdLEyT2jmJpSqGbppG7VRYsAC4/XZgyxZS8qyKQcuXU0RpNvO58/NJcOnqild/tiqHlJQoG+9XVdFcyesjG+aLlYBqSmmijm2aZM+YqEeHw6Q/7d5NevTChcnHylQfGGZUFBeTSnXxxc77m5qA996jk9saY6NR8p84cQI491xg+vTk51VWkiegh/UJKitH1m9Vs2IV3FZSUlFcTD7Uzc1kB2Atvk2ZQgs96V4wFhTQOOhGqijgRIaGRiyWXnop+TS7jTM+n7OfaGMjCaVOY5lh0O0Xv6Co05UrKXCZYUbFmWeqi6W1tXGxVMVvKZ1240jPiS70bNyGivaD8COMCAJombIERRevQdHskmx3T/kiJU8PITc3YWNpKTouvB6Frz8DYZrw2UTXqKQIyqHLr8e8VQ7e//PnQ9TVuS7SSWjIPWv+8NcNhyF7e6HZ1tUEgEJ/CBIhtDYVonBKAHl5Sm9rbHEXS6cKIbbaHj8gpXwg/lTxUQAtUsptQoiLx66TDJMau2g3hCF0dHdgSom3ZVEAARSIAvTJPuw6umvcxNJEz9JUVAVpktkYVojeyQL292HCxOHaw1i1ZNWoj5uHPHSjG0MYwpETR7Bs4fj8X5ywR5ZGEcWRuiNYsVhRLxljJloa/kdBPiztCTcA6Ep4zJxKKPrTSYiU11K5uRRRWrLtFWhGNGmFWkgJzYiidNsrzp6bo02jP+88tdT59evVXgcgQfSqq4C/+zvgn/6J7q+6amIYX/r9FBkybx5VoJ03jx6nsYyfmwssXZo6KlPTaH/SRbkNVV0jMaC3q4uE0kjE2XUhEqH9XV3exx5pHxhmzOjrI6HUKZ3dqmj/3nvOfptz56qlqs+ZM7K+pZs679YHt5UUF6J6EF1Fs9Ew7WzUT1+Dhmlno6toNqL6CFbWi4vVPVa9GEXe8NSpwBe/SONM4r9P02j7F79I7RL5wx+8HQCiUeCpp0bcPYYZjlvBzETsY4bqNcaECSkkmjcfQ+7vH8SM9r0IIAwBIIAwZrTvRe7vH0Tz5mPZ7qLyRcqgEUyKGdjzTg/ef7YB0YIS6KVFkEXFkDk5GDSDeLV1BQ6s+wKKVqXw/M/PJzFc1yETxlITAqbQEV21BqVVtkgjw4Ds7YVA8vArBKAJoDy3Fx2txsTRzVOn4bdJKdfabg8kPHMDgOuEEDWgOh6XCiEeGufeM6c5iZGaB46nTvhN9MWcqtOFx/7G/ZnvWApUI0vLTJpTt6IVRqauTzNIJDp8ADtUf2hUx7P+NwIChbFA9V3Hdo3qmKMlUdg+UDdxksknmlh6M4D5AF6TUn7RuoHKQH7T9pg51VBQmySAkAiip8c5YCA/H8g/uhvCayXJNChSMxFVJStVu7Iy4MYbnQ3dNI2233jjxBA6JxBlZVSvZsaMuNas6/R49Wrvj2vVKjVdJ9Gze/t2Na/T7dtT7x8cBD74gILbvLQSTaOILIYZF6qr1SLlqx3SjvLz6Quj686zUF2n/alSZAYH6bjvvEP52++8Q48tw2jVvFg3PzeVlZQUDA1RcGt/f1yblJIet7TQ/rTw+90HASHUxdRRiq7LlpFv6PnnD/dVPv982r4sReCAVbjODcOgdgyTMUZiXD5/fpKglogUAnLefPdj9vSQb8VDDwH/+790/+67agUs06TnRBfK3v0T/IhCT6hsr8OEH1GUvfsn9Jzoyvhrp8Xy5Z6+oxFTw2uty3HjjfFtHbtqsXD373Fp1UHk+qI05GkC0UAuRFEh3utegm//pNTddmnaNOCiiyBmz45HYPp80M6YDe2SixCclWBWOjgIeKwtUZTpILq73duNC1ZkqdPNAynlN6SUM6WUcwDcBJonf87jaQyTURI9QKsbvdPWLX/QCh9lAVV3Zj/VXSSUBszpp4ITbWhDU1NTNrrkStLn3pyZz1BAoChWK+6Dxg8ycsyRkiiWZuo9ZoIJlYYvpXxUCLEFwCNCiKsA3CGlzL7rLDP25OUpzVAjIYncup3wNddCGlEIm/+er6AAekO1mpfV4cNU9dnOsmXeFe01LfVsE6Cc7TvuiBu6WT6CK1ZQRCkLpY7k5pLrQDpFrS0uvNDb/UDXkVRQYNs2NS1p27b448ZGisB6/XW6Tg8E6HRYvtzbtlDXk085hnGkt5cWdE6ciJ9UmkZj3YoVqb1G7dTWekcpSkntVq1K3ldeTidsTQ1Vvbf8TisrKaI0lVDa0QEcOJC6yv3SpepmxdOnU/WU+npSMQ2DvkgVFRRROgKhNBqlLqb6aKSk/RUVadrL5eVRn7q7KVrXsiYpKKDIU6vivRdWlTirqKBdwdR16pTH6tDUqbQuZxczvFAViFXeQm8vjZv79sUFaV2nemMbNqQXUMikTyz6rBeAASAqpVwrhCgD8DsAcwDUAPiUlONcmtiJ8nKyC1FpZ3HmmcDhasBwCYXWdMhlZ6beX1cH+drrgM2uCZEI5KFDwOFqiEsvQbI55sjp2bgN+XC/4NBgomfjdhR9/tKMvGZjI9Uk3biRvt85OeTYcv31Lt7C69dD7N4NRFL31ZA6Zt24Lh7U39ODwi2vwK8n/z/8moRfi+Kes1/B377zSfzxj0W4/XaXTufn02+cil1VKKRUa7QwEMaJPueI+nFl9J6lDJNVEiM1j7YcTdlWJqxkTJGUrl8/VJ/5jin2IRWBvgB06OhGN/ZX70fVCDOWxopowm/dsY7RZSE4+cke7Uj9vxwPEsXS0b7HTDLhRm0p5VEhxAUAvgNglxDiVniuHTKTHl0nn7aeHkhg2JqP9c8f7BpCwX6qXiGsrQn+e2I0XlZr1wJ79468OoZFWRlw9dV0Y8acKVOoYvPDD6euhXXzzUgqKKAqDljtnIqfhMOkie/dSz6AnZ0kDNiFGKsPN93EWjmjQEMDRWM6eUMcP05eohde6F1JR7Wqulu7/HwSJs50ER3sDA4mC6V2TJP2W36hXmPtzJmjW0lxwNIx3ZCS2pWUpHlwv59m5E6zciHUlMa8PBpgnOxeLPPQQCD9wlYe5OSodc9Ln66vB158kf69vb2x4K+YbtzeTmPljTeScwszplwipWyzPb4XwKtSyvuFEPfGHv99drpmY948WgjxGgvm2dK3i4qASy6BfD1B7ARFlELTYV58CVBY5Lyu0NMD+drrEA5iq5ASMKK0/2PXj9g/OJGK9oNJEaWJ6DBR3n4AwOjF0m3bgF//qBtXz9iOX607hBw9giHDjzeOLcZ3/n41vnBX8UkL2GHYiovKqAFhE0cipgZoOvquvAGr1tsuZnbvhpAG4CJc6pqBa2bvwUMbN7iLpWOAgByNu0lm8UqDUkBKuRHAxlEfiGHSJFEsPd51XPm5JWYJAKDFzKBnvSI6dBhInTpjRAxMD0xHfbgeW49txeUXOdQlySKJn3tTf+aiX0tQAgBoGGjI2DFHQqJtQybf42iZaGn4AAApZVRK+XcAvgzgUVCBJ+ZUJxgEysoQEjmw5FATAiGRg75wELn7d1DRpkTt3O6/p7pq6+RlVVpKS+5OkTuaRtuvv57DYiYgixcDd91F9WqCQZqYB4P0+K67aH8iVgCXFzk5w4ufJKaqWgFgr79OQXNVVXEdw+8nbf2rXwUWLRrde2ROA3p7gbffjgsHVvq2/WYY1MbJa9SO6liYyUiX+nq1cO32dhJM3VLsly0bUeSoFwMDmW2njM/nrb6WlNB79/LPDoe9P+c0ueQSNcttp+JQFr29wKuvxgOBBwaG2xwMDFAQ4aOP0sISM65cD+A3sb9/A+Bj4/bKoRAtaO/YQSrejh30OBSiiNHFi93HgsWLh0eWAhCzZgLXXw+5aDGk3w8J0P2ixTCvux6omglNc3a1iO7aB+nhOSENA9Hd+0b4hpPxQ80TP6DYzo3GRuDPD9Tgu6sfwWWV+5Hni0ATQJ4vgssq9+O7qx/Bnx+oSR3cHysuKtasjltkBYPwn7sa/q/cjqnrExauqqvh09zVSL8mcVHV4fQtTjKAhMiYpfSoGEUaPsNMBBKj/5oGUgtaiVGdJdESAEA72tHndf2aISwBLg950G1SUmIaPgDMLZwLADjUNjo/0LEg8XNvi7SlaKmGXZgsBWkarUbrqI45WsyEa9rRvsdMMqFHaCnlS0KIFQDOAjBx4nGZsUPXMagXYjBmOGyRW7dTbRJeWgq0tXlXcU5V4nzePOALX6Awwv3742n0y5aR6sVC6YRlyhTSsq+/Xq39RRcBL7/s7tOn65S2plL8xErZz88HDh6k4OVAgDKJVWuHMac5Bw/GT8iTpX1tF3VWiF40Chw6BOfQoBizZlHUvddYOGvWqLt9EtUq9y0tNCFfu5YiZZub4yn206bFI0rHANUIozGJRAoGaaAaGKCQdev/mZNDEaU+n/pgEY1mtGLcJz5BQqfbeOjzAR//eOr9+/fTz6+XzUFbG6UGux2LGRUSwEtCCAng57FiMdOklI0AIKVsFEJUOD1RCHE7gNsBYPbs2aPvSXc3cPTo8Os30wRaW2nRZN48uuXmksre1hYfC6ZOpdXHGTMcBSVRXAScdx7Mdecl7UsllAKAduwINI+ENQ0SOHoEuCD52CMhgoCSEBpGACMoMTeM15/uxteXvoAcx7R4E36Y+PrSF/DUM5/FZ+4odj6IVVz0qqu8X1AxoyvXFxm+SN3fj8EDx+BraYAPBkJRHdubK9FZMhfrLsn3TpsPBiGH3FPxpQR6wwEl55oxh9PwmUlOYoRje8S75rYlTJZKmj93oAPVR6uxasWqjPfPrQ9FKEInkldphRCQUmJW3iygHTg+oB4tO14kRl12GV0ZO7YllrbL7NZPt8T1HORgCEPoNCbOivqEH7WllO0A3sh2P5hxYnAQuQ31CHa1UCEmTUeopALB5hPJEaWJWIOJrrsrW7pOJpOpKC0FLr8cSaU+mVOK667zLmri8wHXXgv89V97Fz8xTRIL8vLi88JwGHjlFRIG7r6bClYxTEpqaug+VUEg+7Zjx4aLpf39tK2hgU5WlVAaTctYejsA9Sr3VrvcXFq4SrV4NQZ4eQvb240JPh+l9qZK7033M8wQM2YA//APyVYjQNwq9R/+wd394dgx77VKgPZv28Zi6RiyQUrZEBNEXxZCHFR9YkxYfQAA1q5dO7olg1CIhNJolAS1xJPK76f9y5bRok1Z2XDfhtxcWn10EZisenPpIAw1cU+1nQotU5ZgRvte11R8AxpapyzFaJ1Sp9Ruhz7NI+VfmCg7sQPAxaN8NdD/UUEwHYr6cbH1cq2tMLftgN8wT0al5vgNnFtZB8NswIO/OBvnX1/uWiIAubl0jrkgAfRGcjGt3LXZ+JGBNHyGyRaJYmmX2aX83AACKNVK0Wl2YtuRbeMiltqjW1OJpZYQOUOji5sm2QTDMKBn2OooE1hCYhe6RnUc6/8oIE6KpZ3oRE9PD4oyZD2TLkbs+qAIRRjCEHowcUoW8ajNTBw6OoDt2xHsaIyl2wPCNBDsaExvYnjZZXRx7VTF2eej/VkaDJiJw4wZwD33ULBX4m+irtP2e+6hdumkjiUGQBsGXc9/73tqdSyY05hoVF2ls4+Jra3Apk0UpWltl9LZbgSIKwznnqtWLMqJwUHgyBEqZrdpE92rTgStL5xp0oqCVfxocHBMUszt5OVltl269PUBO3cCf/wj8NRTdL9zp7erwniwdi3wk58AV15J79/Sqz70IeBv/5Z0q0OHKM3XKQA2ElG3L5gI7/dURUrZELtvAfAUgHMBNAshZgBA7H7sjeOam+mkGBpKvoYzDNoeiVA7n48KoU2fTj+606fT4zGIxDO1FOPiCNupUHTxGpgeUy4TGoouHv2K6oXlh+DX3MdQv2bigvIMpZsuWEBesS5ETIG3mhbi2msB9PdDbt8BTRpJ6fs+TSLoM3DLWTvw7GP9aHPLxNR1iMJCsmBwcOcyJdA6WIiycj3lT+G4wmn4zClGN7pT7nMqrjQzh5aCdtXvGrM+pcIqZJSKokHSBZrRjPr68StClQ7We+hBDwZVTOZTYI9ULUIRdOjoRz8OHcueBYHVpyLQ/6EHPejt7c1af+ywWMpkj1CI0q727aPZ4r59seJNwxGgMHklfD6KUPjkJ8lA0rpC8vvp8Sc/mdm0U2ZSs2YN8MMfAldcQaKAJQ5ccQVtX7OGTtPgaPPiQMf5u78DHnmEtC2GScKaNKmU+LXo7ycPQMNInjFqGqVq2ydkPh9Vs7/0UhIkRkJnJ43ZTU1xESTRPsCNior4KoKTiOK0PUMUFKh9vGORttnUBLz2GgUQW8kPVo3C115TXEyxJtzBYLyaXGJVuVEwYwZw553AE08Ajz0G/Nu/AddcEy9OZ5pAVxcFBCYKnn5/lm0OGAgh8oUQhdbfAK4AsBfAswBujTW7FcAzY96Z1tZ45J+UdPIk3oaGxv0HsbNsPpKvNIdjQqCzLHNVyIpml6DjvI8iAh+MhKmXAQ0R+NBx3kdRNLtk1K+VoyumxesZ8gdasQLCIwrLkDoqr1xOkenHjsE0PCJfNRMbqmrw+userx0IQJSUwAwEYUoRE0kFeiNBdKEEZdMDY7bwlTYsljKTHEsAzUc+ABJL+/v7lZ8/zT8NAHC0e3wqrzt5cwLOnqX+bj906OhEJ/Yc2jMu/VPFigTNRz506BjEIA4fO5yRY2vQUCboAm/rka0ZOeZIsCJLrfc4gAEcOjox/GN5hGayQ28vVXa2BjKPVBoEApChkOvlrYSAUTmLTuqiImDDBroxjAszZgC33w7HCq2W3dry5ZQ26hXw5pW1MTBAtXnefRf48peBs84aeb+ZU5A5cyha0wshSAR96SVvUVHT6MScNYu8AU+coEiu99+Pe4TOnq3uETo4SN6qqb4MlhKZSg3TNPIhVCliFAy6R6uGw+R72NND/dE0GvunTEnp5+nzkfCXyldTCNqfcv4ajZJAnWa6cF8f1SB0+nfZaxReeqGOgpwU/1NNiy8AOim+sf50dFCw765d8cWelSvp59ASPb0IhylQ2c17dNcuYPdu4K23SPPy++ljLyxMHdRswfrAmDENwFOxBWYfgEeklC8KId4H8LgQ4i8BnABw45j3xC6Uup1Io4iQGQnhRWdCtlcDMrVdkxQ6wovOzOjrTls/Fz2Vt6Bn43aUtx9AAGGEEUDrlKUoung1pmVAKAWAqPAjAG/BNCoCyIjrcVERZWy98gqkYUDY/tdRU0AKHQPnXYblK2MZXQ0N0IX7aolPk1g7owH3bToTN3qdqboOvSi+uiUATNjcMR74mFOAHOQgggjCCGP/0f04Z/k5Kdvahckp5hQAQGM0VXW5scGebp6KSCiCWTmzUDNUg/dq3sM1uGaceueNVfzI7r2649gOrFi2YmTHS7BTmKJPQWu0Ffsb94+6ryPF/h5LUYo2tGH7se1Yu3Jt1vpkMelGbSGEX0qZOSMhZvwJhYYLpYD3xDkvD8JLUNU0dE1dgJIoX4+kpLYWePBB4PnnSbnLywOuvhq45RaOuE3AslszTRIZdu4cvVhqiSKGAfz858A//3NSkV/mdGbJEjrp3PD54sKmavSllPHiKXbhwjAop7qpiZT7KVPizwmHSVHs7Y0LkYWFpPp5fRFSCaaaRhH+uq7Wd7ciRn19yWqeFfbY3U1FolKEh+bkUHBrX1+8YrsQNBwWFLj8fgwNJZdxt8q8DwyQ3/WwCiZxqqvVahRW1/ixaonDZyMEKZAeYbEfHJJ47HcChhF/vVCIahbu2AHcdBOwaBFtj0ZT15pqb3eP/jx0iKLkTTP+rwyH6dbfT7V53PT3s892fRvMCJFSHgWw0mF7O4APj2tnrGh3rzBiw6BxprDQvV2GmDKnCMebL8EZR1+HkMawYk8mSNw7Pu8SVM3JvORWNLsERZ+/FMClAIAgMGqP0kQi8xZDq94Pn0sqftTUEFm4ePRiaV8f+ndVw99UC39xCaKGAEJD8A31Q+o6fIsWAsuXo8xufaX4uxX0RT3jKCYVQrBnKTOpSUzfbkMbdtXschRLndLwSyMkWDajGQMDA8gbx7BvL7EUABYVL0LNUA32t2dPNPSiDGXoRCf2Newb8TGkSf8bS8guk7SKXtNTM+r+jRTrfBEQKBNlaJNt2N88Mf4PE3LUFkI8K4SY4rB9GYD3stAlJpOoVIBIRNeBoiLyJkqIL5UQkJqOrsXnwsgpUPZMyyiNjcBPfwp86lNUOehTn6LHjeO7eubK229Tv556imazUtL9U0/R9rffznYPTxIOU52aAwfIneHAAXo8nlXlm5vjYkNZGfDpT5NWkXitaz122peIXecwDODllzPXX+YUoLDQvYKOFcWYqgCUG5Z65mjuZgJ798YjvPr6KDe8uzv+JTBNehyNeocNAvGIVoDuZ8ygCmdlZaMvYqQS9lhX5zpg+HxASQlQWUmBrpWV9Ng1ojRRKE2kszNlccHaWrXCR7V1wlkgVig20NEBPPY7soFMFGZNk7Y/9hi1C4VIELUCZK3XHxyk7d0JVmTt7cCzzwL/9/8C//iPtOaWWAjK/j7a2lLXfPH5yBeVOQ1QvdY7cWJs+2EjGASmrJyJD5Zdj/Ypi2FofkgAhuZH+5TF+GDZ9ZiycmZG7HeyQf4FqyF87hcjwqchf8MoVyyammC88hoCjTUIaFFaz/FJICcHoaJyfHvbldga3JBcI0CxcEoo6pu0/wNHOA2fOUUQEChBCQDgYKNy/UCUhOg5LWjB4erMpJG7YRds3cRSLTZ5OyP3DADAidD4/R6li/U+jnaN3MogUcguM0ksbQg3jLxjoyRqu3a2xNtjXcey1Z1hTNQRugzAHiHEF6SULwGAEOKrAP4TwBNZ7RkzOqzIn5EQCECWTcGQvwg5bbUQRhRS92Fo6iwMVC2AkUNRREND41y/aetW4P77h88cBwcpRfa114B776XKGdmktpaqFTlVKopG6XbPPcDjj2c9wrS3N1lYME3SIbq6qHvjEYDS3j788aJFwFe+ArzzDqWfhsOkaaxaRf15911vDciugRgGHeuaa6iOBcMAIEHxxRedT6ZUUZZW1KFdxIxE6JaOiWRtLVkBNDSkfp4QNMB2drqHSko5djYoXmGP1uu3t7uLz+mg6svV3+/4hU6hoTq22/y+jqNHcxCJAH4fMO8MA8uWaygqchfIN23yHoMMg9bF1q1zb2f/eD/4AHj0UQyLVrUQwvlfISWN5fa0f0sr+Iu/oMhT5hQnnQWdjo6x64cDxcVAzsoitMw4D3s7zjsZPF9WBsyryIxPedYoLoZ+zVUwn38B0jChI/6lNaBB6Br0q68a3YVHXx/MLe9Bl0aS9unXJfy6gXs+9B7+5v9diqr/KBg+DFdWwjhR55qKHzUFtjZWZuzSORodQSbBWMDCKDOJcRIfqzurlZ+fI3NQopegy+jClg+2YOWKpCSIMaMA8UyjMIYvpFsp4FMNujBpRjMikQj8E6IyXLx/AEWWAkD9UOaKUE2RFJ/YghYYhgFdcUErkzj5yzaGJ0bA2UQdtT8E4B8B/FEI8QCA+QDOA/AXUsrHstozZuREoxTO4jTBDgQ8wwYlgKHSSvROW4De+atStxvPwhGNjSSUOuUKWfnW998P/PjHmZu0j4QHH4SMRt1LGkSjwEMPAd/4xnj1Kolw2D0Cy9JzFixIrRtlCqfTtKwM+OhH6WanqoosIL2EisSMEyvS68orgTPOGF1/mVOEggISGTdtSo4EDQSSBQhdj6d+2/dZ4qlViVrFI6KpiYRQlUE0N9ddQNT1eLV7e4hhJi4+e3rU22Vq3FX1VRwcdBQhfD41wVRKEielpP9lJAp8cNSHIzUSF10MzKxK/dxduwHT9ChcY9Jij5dYatHeTkKpU5So/XRzOmVCITo1Ld/UtWuBSy5hofS0obh4uAiaymcX8PaoGAOCQVp8HdH6cF8feTcfP05fbJ+PfsSXLHGtDtdd34vuLQcxbbAGARFFWPrQnDsHxeuWoLgqg6vAc+ZAu/mz5L1x6NDJ1V198WLywBjtCm11NaRhwu2iUtdMXLOkGk89tQp33mnbMXcutPoGwEx9wWSYGjbVz8GXPjm6bgL0E5joUW0lVg0M0HVdCveUzMJp+BMGIcQsAL8FMB2ACeABKeWPsturycUUxPxHPQStxGJKc/PmYkfvDuxo2DFmfbOwC3AaNOQiF4MYPFlVPpG8XpqkNaMZ1dXVWLp06Zj3UQXLY1RAnBRL28y2UR/PohzkB9eKVtTW1mLOnDkjPvZIMWy/B9Z7bDfbUzUfVybkqC2lNKWU/wrgfgBfAXAZgKtYKJ3EmGZcUHS6YFZZxhcaBkpdZopWszSzU0fFU095z4CjUeCZsS8864Z87nkIlX4+99z4dCgFKg4NVornWKN6TatpVFT87rvpNE6lSRUVJe/TNPrYX3wxOe2VOY2ZMYMU9Pnzh1exTxzcLJNJp7R8a5u1X2Wl2PIO9EII7zG7qopmo4kqm1OOuBNuA4GqsJJJAWaUZd5nzZQQHkVNpCRNw8kpIWoIvLER6HH596j6+6nYmVj/XpVoVcD5dzcaBf7jP4D/+i+6v/FGFkpPK+wTLusEscYl+2NgcolIjY2QL74I88jR+PVfNArzyFHIF19Mab/UuK0BeRtfQNXQEQRjaetBLYqqoSPI2/gCGrdlOAWyuBi4+GKqJvnXf033F1+cmVSW2lrPIk1+XeKS+bXJFe3z8yFWnw1T6IgmLO5ETYFQVMeDe8/GdTflj3q8iEZTF/MDaHtHh3rk/6jgNPyJRBTA30oplwJYD+ArMas/xgW7+Ogl2jl5lgLA7JzZAIDqXvWI1NFiCbZ/g7/B1/F15CPfsZ3skSjQCjCEIWw5uGXc+ueFU2RpBzqGpa6ng/V/tD6XfOQjX+QjhBC2frB1lL0dGXYf1ZNiKdoxOM4FIJ2YkFcnQoigEOLHAP4ewH0A3gBFmX4sm/1iRoF9wuyUQ63rVE04FZqGwTlLYQS8KzaPywqxxcaNanmPSVeL40ckAmBQ0cg1K4avcVQFw/EQFu21blTarV4N/OAHwOWXx699LU2ptNQ5ErY0ZqFjGFRAimFOUlAArFkDfPKTZJj7yU8mC56q3qGlpRQ+U1pKxpx5ec7ihBUNqoLbqlRODr1OKpy8UxOxwsidxNt0VjIyheoqXArVcEFlPzSFQ7gJmYYJ7Hfxu1dNHXaLym9vp7W9732PbocOUXu3jzLVRzOuv8XMxKOwkMaaRIHUwr59XL2TRkFfH8y3N0EYwwtDAYAGCWEYMN/eRJGnNrrrezH14Nvwa0aSyKgLCb9mYOrBt9FdnzzedZzoQ/XvtmLokd9DPvY7DD3ye1T/bis6TvQltR03FCfpuf6oc1B+eTm0CzcgMn0WItIHUwKDER/ea5iFV0Mb8LHbyrEsA9JVX5/aT03feHyULJZOGKSUjVLK7bG/ewEcAOAdjcMAIEHLiixtRzvCaRSUKDcpirEhOvb+mImCbQABFCH1b41pmphfMB8A8N7xiVMiJzFFXUCgE504UnNk1McD6P9Z6a8EAGw9nh2x1B5ZWoxiaNDQjW4cqj6Ulf7YmZBiKYBtAC4HsEFK+a9SystBUaaPCiF+kd2uMSPCfmFVXOw8u/L76eI6EIgPb7bCIIHpZcnPcWAci+s5e4A6kcWVke5uQOYofijj+uElk42AMSfq64EnngC++U2KGP3mN4Hf/z45olXTgGnT4o+nTwduu41EhunTSUgtLHQO6hMiHmVlpd4yjCuVlcmp9m4ins9HomswSCerlQYYDNI4bBdbhaCTVlVgTDUD1TTyyfDCEkxTFZxqbqaVntraZAVRVVjJpADjVtrdrZ1pAoODKMiTOHfFIHQtOcJUCAkp5bBiS05IKXDUxdN/5QpA09yVAU0DFi923nfoEPD//h9ZitgTQYJBGsfSmdPrOgWxMac5bovgdtJZqMki4T0HKf3cBWmYCO8ZPsHr3nIQmnB/niZMdG8Z/rwTWxpR8PaLmGMeRY5O0ag5ehRzzKMoePtFnNiSJU83xcFgMOJLPXTm5yN3zZnwX305tKuvQu51l+P8287E1TeMPqLUQnX9f9ziBDTN+cZkDSHEHABnA9iSsP12IcRWIcTW1tbWrPRtIlOCkpOC1uFj6sWaCgcoYKoZzWgbjzRBRUTsWnpR0SIAwAe9E2dSZhcS/fCjWBRDQmY0+nWGjyyrDrarF+zKJHZrAB98KBElAIDNH2zOSn/sTNQRejOA1VLKbdYGKeX3QaHy67PWKyYz+P2kMDlM8qWuQ+bnY2DhKkTWXwicfz5NvHNzT1YvdkLv6UDh28+j4tf/Ad+//1/K+Xv++bEvGqAaOqM60R4D+vqA3g9dDam7X9xK3UfVhrJINgLGEtmyBfjSl4AXXogLBqEQbf/+94EDB+J9mDcvOZqrvR04epRsJ1NlPgtB9mb256axMMucrsydq37yC0HjjltEV0FB/HhCpFc9raiIxFV7xfvp06nimUofpaRFtJ6euHBqmvS4ri6+wOTkuzFlinekpxDq4eEqqIo+ie1sX+zpUw1cur4fc6oi8OkSgIRPl5hTFUFfn1qwVqoK84A15rh/Lrru7Ffa3g488oizS4J1uuTnq59+Ph9w7bVqbZlTmK6u4d9VezSp/dbdnZlc6P5+GLv3wvzzS5AvvADjxZfQuWkvWmr6M/Ibq9Ue90w/14WEVlszbNu0wRql500bjD+v40Qfph/ZhIBuwJewCOLTJAK6gelHNmUnwnTWLBjSfayJGAKvH5mFSy4Zpz45MEr3lMzCkaUTDiFEAYDfA/ialHKYGbqU8gEp5Vop5dry8vLsdHCCYY/U1KGjVFB63LuH3k35nETP0oLBAmjQ0IEO7Nq3a2w6GiMxgtINSyydrZNNQK1ZC0PFg2gcSEybnypoNWlH7ch8XxM9SwGgzIgVjgplrnBUOlhp+BbTNIpE2lE/9t62XkxIsVRK+SUpZdI6n5RyF4AslxVnMkJeHjBzJk247d5VhUXom74Q0dxCDAwkZ7gHgzT/tTQAAAjWVmPKkw8g9+AOCOtqOBwmY/sHHgCqx9AX5eKLvb0AdR3ZvFqUEui5/hZIjwsy6fMBn/vcOPXKGVUrrbGqHl9fD9x3X7wmjh3TJCHht7+lv5ctS+7H4CCwdy/tt2wnp0yJCwyaRo8XLUoOehvrglXMKUB+PhXn0HVvsVD1hMrJoRPzrLNoYC0rUxMiy8vJU3X9elLp1q+nx+kuDLW3AzU1wLFjdN/eniyaJPpuBAL0+5Gqn0LQ/kx+qXy+uG9GKkpLkye+CepmQZ7EqiUhXHtJHz5+WR+uvaQPq5aE4FMsPurmvFA2ReCmm6hNoqipabT9ppvITjaRt99W8yZ1+kjt8xFdp9/pe+7Jbk1DZoJgP6ncfEtNU+0EdKO1FfLtTdDq66CZBgQAXRoo6anD1IOb0Ly3ddTp1rqpJugmtgsItecFRHy86HhXLRq1490spCkuWAChu08hDVPDcwcX4OMfH6c+JdDfZ6IoN4wZJYOoLB3EjJJBFOeFoWvJn+m41DpgsXRCIYTwg4TSh6WUf8h2fyYjUwQtSO+qTRY9U3mW6tBRFayChMSbH7w5pv2zSBRsnbB8QYv6aHLWiEYcP358TPulipmQzVAuSLz/oHN00a/2z6U0Qte3TWhCSNUAP4PYi1gBwDSQWHqkZ2RWA5lkwozQQojZaTQ/MWYdYcYGp1LAfj/lIcfybaQEwtIH04yH24XDyXNvn4+EpqIiUOToK08CUYdwG9Ok25NPArffTiJApvn4x4HXXnO/yPf5gOuvz/xrKyIEEJ0+Cy33fBcV370HIhqFMOL/C6n7IH0+tN7zXUwbUVnYzDF1KgWiuC0G2tPXM83jj7tHbgF0Sm3aBJxzTvK+EyeG972wkDSozk73YwpBAirDeFJeTuJkTQ3Q0pJaOA0E1ETPnBxgxYr4QBsIULp/Q4PzF1EI2m+pZoZBA7U9bGu0qfyJOKXnFhTAOGMeBnoiCCEHUmgQ0kQQQ8gr8kPPHYPVh5wcoLwcgx2DaGjW0NqbC0MK6BpQPlWiskTDSHMI5s2K4IOagOfYl5Mj8Mv/oXHK76dxY+XK+MLNokXAV79KY9SuXSeLYGPlSjptrJ/BkhIaay127vTOgrZS8hPdZ4Sgf2VuLq0fXnstC6WnJQMDQGvr8Jxm6+RwinC39lv3oVDyBd/gIP2wNjfTWKPrlJk0e/bwtv39kNt3QDhUWBeQENJAVcsOHPNvQGBx/ojXUSLwIQBv4ZPaxQlLH4IKgmlY+mFdAc80jsci0FPj0yRmGjUA1nge242Wmn60vncMc4MNyPEbGIroOBaqRPm5c1ExxyGqvqAA2rpzYWx+D2bUhN/Wz4ghYJgavvvmufjL/1Mw6rGgoyM+noVCNAYljmdJz2kzUJQThpaDk17RQgD5QQN5QQMdfQGEIvEVqnFzoGJhdEIgKIzwfwAckFL+INv9mSwkRThiKj7AB6juTi8oaUnhEtSGarG7bXfG+2gnlWDrhugSyBW56JW9eHfvu5g3b94Y9Cw9kqrXx3xf6yJ1IzqeU8SsdcwmNOHgBwexcvnKER17pCS+x6kmTfQbjLH3tvViIo3aNYDyWa0Yg8FMGPx+pRSrsDk8bMZJLB3G5s1qBZa2bAGuukqho2kyYwZw773A/ffT+7P3Rdfpwujee7M6cywooBopg6svQP0PH0fRsw+h8I3nIIYGIHPy0HvRNei57nPIXZhdoRSgSf2sWWRTmEqnmTVr7KIwX3lF7XR6+WXga19L3tfcnNzvKVO8BWBdp+xlhkkilVgwbx7dtm8fvddf4iBbUECVrDs6aPAwTRJACwtpdmp9ASMRZ7M362T3EmtVjeIcxNdQCOjpCwBafDCQQscQ8jHUBxRp6gWP0qGz14eDRwqHfeSGCTS1CLS0AUuWeAegOrFsYRhHagOuP5OmSVqU9dqRCBV8OnQIuOIKsvYA6F907bXuafBWlsbAAImfIwkksH7i7r6bfFCPHSONfedOYM8e0tTnzlV3MGAmMR0dNEYlEgioe8w0Nw/3tG9vB/buhTQlhDU9MAzIhkagqQnm0rOgV8SsNo4d8xwHhTRR2l2D9vYzR3xJdhxnYJ486ppSb0iBGsyBff2zOXcOqoaOeD6vOXcOrMiRoKYYjarYLhWH32nFrLYdKM2Li555AQOL9DoYuxtwuOFsLDzfIQ15+nTol12Kod3VMBtr4RdRDEZ8eOvYLLSVLsCXvjl6ofTYoTDaDnfg8jm9+OhCE6GIhl3HCvHuwTLs2BHATTclLzT395koygk7RusLAQgAZQVhtHQHYZjaSUeaMcfyDGcmAhsA3AJgjxBiZ2zbP0gpn89elyYfFWYFgPRFu9k+GuVqwjWZ7tKoMQ0Ti4oWYVfPLrxT8w5uxs3Z7lIS5ZLG42Y0IxqNwpeBRZg85GGKPgXtRjve2v/WuIuliWn4UyWJpc1oxuDgIHKzaGc4kcRSe5zWIgD/CeBnACwjjPMAfBnA349zv5hMYBUVcZiRWfPqATMIM8EZQkq6frYCoPLyEhZm9+zxFgpMk9qNhVgKAGvXAj/+MZUQfv11Ejdycyn1/vrrsx5iU1wcrwganT4LHbd/Ax23f2NYGyHGLrU9XQoLyaa2rY2yby2dpriYIkrHMl1dtQ5XqnZOQquVMVxXlyyYCkGCw5VXTpzPn8kiAwMkjDY10cmkafGoLAvDABpJLMBZZwFLl5KR7kgF01STt0CAPEinT3febxipxc7EPo+WhC+HYZC1qRs9PSQaermkpMPgIHDwYOqP2jRp/6pVNv3Z7/cOVwdQVOrDRRcBb7xB788+VlhZyqFQ8mtb1q8vvQR86lPpjSP2LI2cHPV6hdbv8UUXkSCr6xT5ZVnPAvQe6upIwwIoENqKcl26lH42U3mQM5OMgQFnoRSgi7ZwWG08sHvM2zxtEp8pIAFTQtu/F6HguQgW5wINDXFBNQUCEsV9DajuGblY2j9zCWRdDYDUq6oSGgZmDq+iVrxuCcyNx6CL1M8zpYbidfHnhUwfcnSVIAMfFN3zk2ip6cesth3I8Sf3y69L+HUDs9p2oKVmw7AI09YTg2jZUY+5BS3I9RsYKpmC6r4KVKytwpWfzsyktrexD1XRBsyaJ08KnzkBE2sWdOPs+T147M1KPPZYAb761eERpgM9UeR6jIMCQEFOFD2DAZSVjVPAp5WGz2QdKeXbgEJuNjOMxEjNCpBYaqVuBx1WqJ1S4EsHaUW5HvXo6upCyRhdDKTjWQqQb6mUEosLF2NXzy4c7M5OsaNEEiNBrc+9Fa04fPQwli5amt7xHDIwAGB+3ny097bj/br3R9bRUWAmXNxOxdST3rZ7D+3FOasc0jnHiQmzxCWl3GbdANwB4G+klN+WUr4Wu30bwNcB3JndnjIjxuejGaTPd7IIspV632fkIipTX0RISdfO7e0JeqtqxMJY+2/MmAHccQfwu98Bzz5L93fckXWhFKC5ekWFu71fRYW7F954Y2UCL10KnHkm3dszf8eKdApeh0Kka+3YAWzbRvdOn3FXF7B1K7BxI0Wuvv46CSqRCL23m26KR4QxpzFtbRQB39AQV93thY/sF33Wtr176WRcvZrGGnuxJdUv9EjCIAHvsdep0r2d3Fz1Qk0JvhvZqnDc0KC2NtdgzxpSHbQCAcycSeLjokXxf5/fT1FPTkKpHcOgNNWRsn69mv32pZeSs81DDwG33UaLWzt2JAu8AAnWhw8DH3wQP13CYVq7/M1v4kIqM8lxqxSt4q9sYT/BT5xIijRJQkoYx2opGlvR71ST0VEF4s9fWYC3zA2ISD2pwJEhBSJSx1vmBsxfOTxUsbiqEG1LLkDETPE8U0fbkgtQXBUvsFenn4Go6f7ZRU2BOn3OiN9P63vHHD087eiaiZb3ak4+rn6vA4XV27G4uBF5AQOaoEjUxcWNKKzejur3MlBYNRxGblcDAj6ZFCHq04GAT+KmDzWgKDeMTZtsO00TZYVhaGaUVpGsjK+EwUkIINdvoKJCvU5rRmDPUuYUohzlEBBoRzsOHD4wbJ9bCnxebx40aGhDG7bv3T7W3VTyLAXiRZ6qBBm7T5QiT4n2B0EEMUWbAhMm3tw7At9XK/kr4XOZqc8EAFT3j2GtlxQkCts++DBNJ9/SN/a9Me79sTNhxNIEzgXgZGSxG6M15mGySyzCdEjPR18/EP7gGALvvoGCd/6Moi0vIefIXmhD/QDo2sZpjOrqsmX0q05ExyIfcxKRl0dFPQoLE+ppFdL2cfNrmuBcdpmaYHDRRZT+ak+JNc3ka96aGqowvW9fPLjMMEhM2byZRBCOKGUwMBCPkrensPt8NHYFgzTWJUaBSkmeFbm5FI59/vnAhRfSfUWFtyeoVahpJKgsVFmirv19+f2Ul+3zxX033FZyHHw3VNe+Mr1G5qYJpWynad6rMLm5J/+3RUVUrf4znwE+/3m67+jwFmmlJFFypHzkI2pj3xVXDN+WKvu5q4vE2xMn6FZbS+8jEqH20SitK9p9U5lJin1Vwv6dt26q2E/A5malSNGc7iZ6ecUQclP4RpUJXVgILLpoBl4wr0S1OR9h6Tu56F9tzscL5pVYdNEMFBYmP3fGmkoMXHwV6nMWIGT6ISUQMv2oz1mAgYuvwow1lcPal523BKZ076wpNZSdt9i1jRtzgw3D/Ead8OsS84K0AtR6YhAz+w4gx286ipg5fhMz+w6g9YRimk4qOjo8//+akFi/uCO+SBSNwuzrh5b4PGsykXAuato465RWGr7TjWEmAYmClh9+lGvlVKzpgLpop5kaZufMhoTEG4eyK4TZsaIbC3tpAG9AA45NgFVdp+r1VX4SdN8/kX4UaKrI0rIQhejXy/pxF4kTBWEAqPTRb+LOxp3j2pdEJupyVg0ogvRrCdvvBDAxSpMxoyLQ3YqcXTtiKVbxvL1Acx0CrQ0YWHw2IiXlKYMFBgZiBZ6WL6ewFrcLck2jdqc5CfW0GAc+9SlKZ/Wq13X22c6nXDAYF0W7uoDnn3e26rVSar/7XeCHP5wQAchMNkmsDGaVLgeGC4m6TrdoNB652dSUbNo2NBQ/pjUbtB/Heq2qqrFfSJKSbAOsPsycOTyUZwS+G6qZVWlmYHmieu2Y1M7nI4E4HB6eku/3J4ngTn1WyOJPq50TBQXAJz9JUaOJuoIlKtx5J2nwdpzqgLW2kpVuYjB0Xx/Q30//1txceo2tW2mRijkFSBVNrupbar84UfyyCdPA0BBQVFkJWVvnKrBJCHQXVNK14yioqgKKri3A/v1r8Idja04WW5s7H7hkGRyFUoviqkIUf2ItgLUAgCBw0qM0kbLZBTgxfwOmH9kETZjwafH3FjUFTKmhaf4GzJ49csNNp/R753Z0IdOyox6lxe4CuE8z0bKzHuWzF8Q3hkIYONEKX28n/JqJobCG96pL0aGXY8MlwaRxBb290D00RJ8OrJrbi+e3TgdME3Jg8GQxJ0dMc1ihsagBjGtCFafhM6cIdkGryl+FllALttVuU3uuLdW9ZqgGO1p2jFU3R1TgCQC0bg15Ig/9sh9v7noTCxYs8H7SGOJkJ1AhadCs7k0/CjSVPUHpEGWaNaEJR48dxcIFC9M+9khxEnCnSYosrR4Y/0hXOxN1OetvAHxZCHFQCPHr2O0AyLP061nuGzNa+vuh76aqpYkXtgISwjSQd2gHjN7+lJPdk95qqrmD69aNvt/MKU9VFXDffaTlJJ5Wuk7bv/KV1BVY7UFkXho+QJrXH/846m4zk52mpuERpX6/c/Voa5t9wuUkKjQ1xaM5rVA+u/eJadL2/v6xe08WiYpZXV2ycJKm74ZqVm8mbVMBdf9Tx3aaRgNIYWH8lpPjKZQC6o4KI7VSiUSAlhZg/nxKrT/77LiGHgzS49tuo+JViSSefgMDVOAp1XuRknRx67Q8cMC5HTPJcLPdUFmQ0TT6AbZQ/LJJTaeXnTvXM0JPCg2dxXMwZYrSoV0pLKTLyptuAm65he7XrXMXSkfC7HUz0HfBlajR5mPI8MGUwJDhQ402H30XXInZ60a30joUUfuchyL0mzO3oMWxcJIdnw7MzW+Jb+jpgXnwEAK97QjoJqXAB01sWNKOq+cfwuO/7MGePQkHUYxIDvhN+pkIh9UWx2LHNU2gqzcLtYI5DZ+ZxDiJj1aRp+o+Z0ErMdXbEupm6VRU+Fj4WNreouPBsqJlAIC3a97Ock+chcQKgz73WrM2ye/TC6dIVQDIl/ko1ooRQggbd21Mu5+jwVEQjsYKiMk6hFVtF8eACTlCSylfFEIsAvBXAJaATJj/AOBnUsrarHaOGT0KVUthmshtqkHv7DMdd5/8TpWVATfckDocRtdpfyp1i2ESWLcO+OUvgSeeoKr3Vr2uyy8HbryRRAW309fvp9Pu0CHv09wwyMv09tsz+haYyYZdcVJV5KyoxJwcSuHXNKqYM3UqmTsnHt9JVG1rG7lhrkq0mJTJxqFSUv9GEU4dDKoVI3LVaKwCVaFQvCBVMEieJCn+B+XlpEN7MVJng1QsXEiiott8QojkAGNVurvjxy4ro1qITvUQu7vjwX+trTQ+btpEiz4+HzkmqGReSwn09tJrZfH6l8kUeXkUNpwKXafI6lSLM5oGLF48POJ82jTIhkbPSNGh4um0KJKfD7H6bMjtCRlLsXZSaKivOBvT5uaPufd5pimbXYCy2WtguZDlAMhUnNOxUCUW6XWuqfgRQ+BoqBJnIZ1I1Fi7UAjyWA00SGgOafs+XeK2K2rwbw8txrS/tUWYapqSYBqOaFi5EkAkopbNHhvoTAnkFY3zFNhKw2eYU4gpUVp9apANMAwDeuz6ySuqs7iPPMjqUY+GhgZU2RfLMsRIRFhN02CaJpYWLsXW7q040Jf9FV0rJd4uPE8zKOqyAQ2oqanBvHnz1A+YwrMUABbkL8C23m3YVLMJt+G2kXc6TZwE3GkmvccmNGH/of1YtXzVuPXHzoQdtaWUtVLKf5BSfkJK+XEp5TdZKD1FcMrbS0BAIqejIfV++/d7wQJSm1avHh4Os3o1bc9y+Dwz+aiqAr72NeC554DXXqP7r32Ntqss4GmaugigWoGaOYWxi3MqBVH8/ngJc6utaZIp5OHD6q87mkonKoqDlM4CiVcpew9UPZZTtguF6LMaGor/FklJjzs6UpqdVlZ6z3U1jdplkpUr1RIoVq4c2fHddC6ndnv3Av/6r8Dbb8dtRqJR8mg+ftzZeiQR67SYbMIV44DK6oDfT2GXwWD8S6TrwLRpwKpV8UJz1ng2ezbcc6qp7cCUWXGNtbwc4oINMKtmwdR8kAAM4UNX0Sy0LdmAaWeVo2DkGeunJOXnzoVhug9qhqmh4tw5ANKJRI21a22F6VGoS9ckLj2rFS+9ZNtYWOiZQBs1gN3HC7FhA6gYWKJXbmJhRJBGEI0CPUMB5BeM8xTYygrhyFJmkuIkPlZKuuBpQAM+OKxunJ7fl4+gCKITnXhj29j6lqoWeALivqXTw9MBAMdxHH2qF0ljhNPnXoQiFGlFGMIQXt/9elrHSxVZCgDzA/MBAAf7DqbXydHiIODmIhcVegUMGHhl9yvj2x8bE2aEFkKsBrBTSmnG/k6JlHLsS6cxo2bYdzsSAXq6abZlGErDljBTz7iSqle6hcMwTAZRDHhQtmkTglLxN2zgAOjTlunTlRaRAMTK+OamFlSlJGEiHPY+3miiXHSd1EinkvNWSm5np3NE62hE2thLFxW5a65FRSkERsPwFmt7eujLmHCA3FxKRT940PktaBrt96rnlC7FxVRYyfJTtv9bhYgXXhppsbh0PGBbW4Gf/9x5bLOOE4l4B1FJSfuXLk2/v8wEQ3X1Qtfpy7F4MRxVS/uYlpsLc+lZ0PbvBaRMihSFEOiaeRaMQO7wl8/Ph77iTGAFZSXpAEpV38fgICJHT0BrbYZmGohCR6M5DUPls1G1IBf5+aoHmjxUzMnH4YazMattB3TNHBZhGjEEDFND7dSzsXAOvfljfRVYXNzomoofNYBj/RU4EwA6O5W8R9ct7sQ9v5mJz30utrGsDKKnx3VwMqVA+cIyRAYjQL6E48TCbm8DGrffeD+IxUs0RJpps+VWU1qKsf8fszDKnALYBa0CFKBMK0OH2YFXd7+KpUvUftQ1aFhauBQ7e3bi9SOv47P4bMb7OVLPUgDI78qHBg1NaMJ7O9/DpRdcmsGepYeTWCogsCB3Abb3b8emY5vwl/hL5eO5pe2XD9Hi5wmcQH9/P/LH6YfPhHOf5ufOR0tfC95vSL+QVaaYSJGlWwFMtf39fuw+8Za9T4tRZtj3emAAaKgHenshpIRQnKBLLfVFBVdvZ7KFqt/ZOeeoZVSXlADvvQf86EfACy+oR3kxpxCzZ6sbbKqE4lkKmhejrfbm95PoYfXJ8kPt7ydVLVU5+gykIgaDpGfag2uFoMdlZS4p+E7ibhrtSkspEG769PhHrOv02B4gl2lmzyYbkGXL4t6kfj89/tSnRu6mAKTnAfvyy2q1d7zaWGLq2rVqr81McFS/0/Yva+ItAb1iCsJnn4vB0kqYmg4JwNR0DJZWon3+uQgXTkFJSYb0p/Z2yC3vQW9uhC4Nso4WBmZqjZjX/h4OvdOO1tbRv0xP8wBqXzmI8EsbIV95FeGXNqL2lYPoaVYcl8aAheeXo2fFBhwamIWBMPmiDoR9ODQwCz0rNmDh+fHI4YqzqxD1iESNmhoqVsVSahUXxnIC5vCfC8vHWiQbMRgmFbgKlVVi6nQdZTkD7mNYbPHOMIHGVj/OWq6drKtnjUOBAF17JTrYZBTrxZxunk8Vs4QQrwshDggh9gkh7hrDnjJMWszPpWjEd2vfTdrnFNUpYl/YpfkkrO7v3T+GvRshYWBOzhxISLy8/+WsdiVV9fqZYiYA4GBvelGgbpGlJf0lJ0Xi93eNn+QmU2QgWJHL2SzyNJGWuOYCaLX9zUxSkiJKW1sg7BuLiqhUuNsxIDBU5pzLmLGLYybzhNqBd24Gzn8YCGagisIEZNo0uqB2mwNoGgkbW7e6iwZCxMVX0wQ2b6agtosuIvGFOU3IywOWLyfvUcNwT8UPBNTULV13zofWdUqHzcujE7WpiaK98vNHNrBa0WK5uVT13mNsB4BRl6O2vbRVK0mZVAKuU7sUB87NpWJI8+en8boZoLgYuPBCumWqeFV7O7BlC3miWlW9Fyyg0zHx31RQQG1VxVK3glOFhcB119HvOXMKUFxMkeR2nE7S3Ny0KpEFi3MRPWsR+rtmQ29tQk5/O3Ij3chp7kVfcAr6zenQpuaMuLgZAGBwEHLvXghpJnVZExIaJFboe/HujnORt2HkEaZN+9owpWEP8iGhxyI4A7qBSrMB5u5GNFUux/QzR7mANUIq5uSjYs6ZAMWDIg/AWQ7tymfnorppKWb2HYBPM4dFmEYNEkrrCpZiwexYeL1iKs5QWEte4CooAObMgejoIJNj0wQ0Df8/e+cdJ0lZ5//3U52mJ8cNszkvG2CBZXfJWRdETHBHEBRF9NQ7784czlNP72f2PEXPnDOogIIgSRABWWDZXeIum/PMTk4dn98f36ntnp7qrurcM1PvfdVrtqueeurp7uqnnufzfIOnoQ6am6nz+zn48jDVThaotEZrRVW9H21xW5p6fTQqa31FMaZKTc6YHVHgvVrrp5RSdcCTSqk/a60rUGVymayks9ScpWfxBE/w0uBLtmUhYSlpurrv1rsZHh4mWGC3nFwTRyml0FqzqnEVOw/v5MmOJwvarmwxLUFTheeWkEwg9+l9hEIhAk6SKZKIgWqFDx/zq+azc2Qn9zx7D+edcV5ujc6SdAJuy4i8x/3sp6+vj/oCzR+yoWIsS7XWe/ToXT36/7RbudvqkgV9vePdaJqb7Wd6hkFs7vwxRgjBoAhLDvuCicvLL8M73ykzVcOQv+98p+yvdHb+EA7dDTt/VO6WFI1AABYuTG8MYBhyfN48eP/7pbyVkZ9SYi2WfD/H46I3PfaYa2E65Whtlexi+Vp7mlj5QVdVidpfU5M4ZiZh6ujIP4BuS4t93262a+9eCXC5d68odpFIftd2SjY+55OcF1+Er31NYpCaH38kImEGfvtb2JcUJV4p0cMKEWPZ44EbbpAE5i6ThNbWsb99KwtSQI+MoLPM6uUd6KF297MEBzowdBwFGDpO3UgHjfufpWtnj2ODcUv27k1r1WJioJmr9rF7d26X6DsyRMvBrfiMOB5j7LU8hsZnxGk5uDVvC9Oug8PsuPtlRh58DP3XRxh58DF23P0yXQeH86o3mcXrmulffAov9s1kKOwZtUT18GLfTPoXn8LidUnxhJqaiNlopdEYPP5iE6efbnHQ75eV4yVLJHzDkiXyetSbobUh7MiJQms4cCxI3Gbaq9R4zb+g5BizVGt9yAxBp7XuB54HCp8Rx8UlB1pDMm7dp/cxPOy8r6ntqUWhOMQhNj2zqVjNyypmKSRE1rnMBWBXdFdGgbHYpHs+tUXE6v8Qh3h6y9NZVCh/0n0uy2uWA/DU0dJFvTQ/89Q2tcXa8ODhKEf566a/lqw9yVSMWOoySRkYGP9T9PslU47VpHrUfVSdcjJ102uYNk3m9tOmiWY46S1K77oLTjxR0rH39yfSBn/3u7L/rrvK3UJrdu6E9/wLPPABeX3/++X1zp3lbVeRaGgQ99e2toTmZBjyesWKROzAU0+Fr3wFLrhgbLnmZrHesjJc6+4W0TSbPD0uk4Tqali5UrZ8XdUNQ+qZNk3+7/HIjWf6HlrR3e0sO086/H6YPTt9/UpJmdTESgMDskqQxSA7Z7LxOS8iZljX5M0phWjasWPwi1+IOJpq+KW13Ab33SeW7krJbeTzWcQLz0DqLWy6u954oywouUwi/H6YMyeza70anQYdPIgOOc+AqHe8LFafKYcUYBCnre9lug6N5L7ecuQIhk1sO0Np2j2HOZg+72hGerfutb8Gmt6te3O7ALD3mW5qt29mfvVhqnwSSqDKF2N+9WFqt29m7zOFUwHb5gZZefliqi88A+Ocs6m+8AxWXr6YtrkplmFtbRg2ibpiccX929p4xSuyb4cvizlBoMbraC2vaPOMzAmeWpVSm5K2m9JXo+YDJwOPF6mlLi6WpBO0psWmYWBwlKM8+uR4V/x0eGKe467udz5zZ0HbCvnFLAWo7xErxn3sY9tz2wrRpJxI54ZfTTWzfLOIEeOuLc71gUxu+ADtMfHs3RndWTKROF0cVR8+FgclUffdz91dkrak4oqlLsUl3QywtlbMShobwZAhpPZ4ZbB95pnOsqtONl5+Ga64Qqy8Ukf9kYjsv+KKyrMwvftuCdD58HeharSzC8bl9WmnyfFJSCAglqEnnyyi6Mknj7cUBZlDrl4tIuqqVfK3vT29hbSZwHVv7nMml4lOpsCYTrP4NDaKsjVvntygixbZC7BmBp8sLb/GUFsrStho3w7I34YGaU86MyDz2sW2MHXqmlBEF4Z8jFYLpeE+8oi9O30sJtans2Yl4oSvX28fDtfjkXJnnJGIKVtVJa8/+EHpA10mOLGYLOR2dsrvtrNT9tfXo+1uUq2h65iz38Hhw2AzsVPEqRs8Qm+vs6aPw+Fk0Ess57Wk6fHD4yxKU/EYmmnxwznV33VwmBk9L+D3xvGmdPNeA/zeODN6XsjfwjQUYnjHAcKbn0Vv2crwk8/y8K8OcPstIeuYroEAasF84iiiKR9zNAahiOI798znH94YYNq07JsTcfh9RKLO1x8LEFLbmswxSzu11muTtm9bV6FqgVuBf9Va22QqdHEpDX78zAvMQ6O5a+tY0S6d9aIx+kNbWSehPzZ1FM+yNFf8I37avG2ECPGHTX8oWzsyhRMw477+/fDfHdeXKcETQNOAxDbZxz5eeDG7eKjFYGlgKQCbuzeX5fqT3U7PpdyYqSatMN1rZswApRhomT/GO3TK8aUv2QsFkYiYKn7966Vpkx07d8I114iQe34YzNwzfuD8EHxDy/EnnpiSpkTDw/DccyKAejzO5mTm/Z+PgZ/LJCBdYMxQKGF1ng6lxrvzO7HaNPvr3btF0bfKWO0Evx9mzpTNxImrvdZiyug0i1ouVFc78yUvUhbBUluQJmPG4xsehqeesg8lqLW45CfHg7z4Ynj00cx9mccDr361rHleeWVh2u5SQYRC8jtNRmv5XVl5E6WgAN3XBzNm2pQEjh1zVF9duJO9A/Nyi2Li8OEcxZOz1aHPcCbI+h2WS6Vr60HqqzP/oA0jTtfWgzS35xhsub+f+O49+GL6eKzSoD/O6cu6iMW7+f4P5nH2pXWsSg12Wl+PsXwZI3s7iPd34zXijIQNntjeRLevjX+4MTehFKCz18/0psyu+LEYdPT68dY661Md5qTKjTzMVpVSPkQo/ZnW+rcFa5OLi0MyWWour1rOrtAuNnVusi0LCcFujp4DwMuxlwmHw/idJDF1SK4xSyERt/TkppO5p+MeHjn4SMHalS3pLEsBZkclydOO6A7i8fhxEToT0VjmCWZ1tJpWbyud0U7ueOIOVq5YmV2DcyDTdzUjJLFtd8Z3Eo1G8ZbYzdgVS12KS20tur8/42BXAxG/TMrD4ezc/LLm8GG4/XZ46CEZ2FdVwTnnSKaJcmfU+elPnYmlP/lJ+cXSv7wGDtwu///a6L4oCVt1AzgpDt8bAUbgsUXwGDDrcjj3tlK39jjHjolF1ebNMt8LBMSA78wzi6PP7NuXGHjPnAkHDtiLJWY27UkfcsIlNwIBsRbds8f6ZlJKjqdaRmYzaNQaDh6E+fMTme7zZXDQebliiqUej8R0SRV7kqmvtzefnGCMjIyNxefUgDfVyLitDd7+dvjWt0SESNaYPB7Z3v72qekcMiWIxTL/dpz2M04VKYfllI7nbrE9fTrxg4cyusnHteJgbAbt1nlHbYnEPfg99kJoOO4hF5v22YGOcRalqXgNKQc5iKWhEHr3Hgw0RkrX6PWA16N5y0V7+OzPlzD93wLjf/+BANVLZgMysa8Gzl2XfTNSqWv1E4+GydRbxzXUt/rp7bfPj2iGICkKefj4K0kf/j3gea31lwvaLheXAtAels7x5fjLRLP4ETX1NKFQ7GUvjz/1OGdvOLvgbcs2ZikkxLuFSgx9Xoq+RCwWw1OGsWG68AcArYOyQriXvby04yWWL13uoELS1mfuP6n+JO7ruo+/HihNnNBM4nrLcAsKxUEOsumZTWw4dUNJ2mRSkTZ8Sqnvj2b7S91fo5T6fjna5JIj9Q0OlnIV4WpxLQ2HxZurv9+xZ5RznnoK/v3f4d57xbRGa/l7772y/6nSBTK2xGlGn0rI/HPSf0P1XEieSKeOAZNfh4GaeXJemTCTmTzxRCIhdigkr7/2NTleaI4eTfx/7lxnuW+mTUskf3JxscTvH5+q3MzAM3++dKDPPw/PPit/cwm0pzV0dRWkucfrK2S5fAgEJH6r6SMOCV/x5uZJl0UwGh2ftMRp9nCvV/rG7dtlrTEclnAiH/84nHXWWDf7s86S/eMsy1wmD3aZlJyaQxfYJ1orI3dL7LlzUTZxNeMo9uo5zJ+f2yWOGDOIxe1jdx41clu0D3gdWq46LDeOzk7iNkmwPIbm3FWd/PnPOdQfjTJypJfI/sPog4cY2XOYJ+7t5d67oxw7lv60ugYPXSPVRKLj5wyxmLjfd41UU9fgoanJ/vGidWLBuuBkdsO340zgOuACpdTm0e3SIrXUxcWSTNZ/rcOtKBQHOJBVsiZ/1M/8qvnEiHH707cXopnHyTdmKUBzjySs28tetjy7Je/6ciFT3NBaXcs07zTChLntcWfGSHaWpQALEZH4xciLJYlbal7DSsCtooq5gbnEiXPbptIbXFWkWAq8CQha7A8C15e4LS5ZMmbA6vNB2zS0UuO6LA1oFMP109CexMzN9Obq6kqIWnlz+DB88YtSodWIKhSS44dzixdVEJy6vObqGltIGlfCZc/BZgPsvqMQsNkDr3pWzisDmZKZxOOy/xe/IOOg3AmhkMQaffppePLJsbdadbXk6Eo3LlZKwvgGAlJmyZL82uIySenvF+UqNUCf6cK+Z08iSxjI3+5uZ67nWo81JezvL1y7KySx0nE8Hsmw1toqZpCtrfJ6klmUgrVR77Jl9nN0pRLRU+JxueV275Zn88CA9FHXXANvfSv867/C61/vWpROejINyuJxZ5m9YfxiTzpaWmynuxro97fmPjQKBlGrVqGVQVyP7X/iWhHVBltiq1h+cpCamtwu0bB6LuNTVI0ljqJhdW6rpKGos34r7LDcOHp68NhZrnpg/dIeHs827dDICPGjHfgiQ/g8WhZf/JqTlw9xzgkd3PX7kYyL2dNn+Rjx1nK42084MvoYi8Dhbj8j3lqmz5L5RU2N3J5mXPhktE7cvrl+x45In+ApI1rrv2qtldb6RK31mtGt8BlxXFwcYCVoBQkyzz9PBK0nb8tY9vix0fHemvo1APy903nczVLhD/uZ7Z9NhAi/f+L3ZWmDXYzRlTUyt35438OO6nMSnqCpV1aN9rCHbc8XP7mVXZtWVEuw+8ePlj6vXUWJpUqpZqVUCxKCqGn0tbm1AZcBRxzUs1ApdYNS6pNKqc8rpd6vlLpQKVVMB2+XJMbMd6ur0TNnQW3dcdFUK0UkUMdg0yxi/vSx4fr6CmRhevvt9r410SjccUcBLpYjb3yjvbmPzwfXXVea9tjhrYGft8CvvJDOpTOCHP9Fi5QvE06TmTySR0ia3l6JT9rRIYPuri7JJv31r8OXvyx/n3kGTjhBXPKTc9+0tMDy5WIY6PHAhg2VoYm7VBihUHr3e0jM+KyOJ2egz0SyWFrI4G1OZ6BFnalOTazC1Z58sr1YahjjkzGFw6LVHz06Vo8/ehS2boWenoI02aVSSdeHxGLSxzhZbFAKmh2G2pgxA1TmG1Vj0F8z3XHuO0taWlDr1xGb3k5MedAaItrDft3OzpZ1LDujJa+FgPrp1RxrX00kboyzMI3FFZG4wbH21dRPzy1W8v5QG1Gb7joal3I54fBZEPDHszNyiEbR3d0Yavyt4/WA3wf/cHE3f/qjvYXprEVB/K0NqMYG/K0NzFoUpK5hbKUtLTK2CoflltVa/obDsr+YEWCOu+HnIJa6uFQCdpaay4PiAv74kccdWXWaAtms0CwAtse3M+wkvn6JMON/rmlYA8Ajh8oTtzRTzFKAuXFZZHsh8oKjEAhxm6SJANWxatp97USI8Lu//85ZQ/PA7n6ZE5bYti/FXyr5PVJpPXQnpsEhPGdxXAP/me5kpdS1wHuAtYioehAYBpqBTwMjSqmfAZ/TWu8pbNNdUkkWTEPaR6SqFarGR99Xfb34n30K384XIRKh1usjNH8ZQ8tOIV7XwNCQGPzkxUMPOVPL/vIXeNvb8rxYjrz3vfCjH2UOJufzwb/9W+naZMfVV8MD3xVfJyudNwoc8Eu5MrJ5s/1YPx6Xcpdfnn39oZDkujKvsX073HKL3FLmvnBYxIRnn5XkJ+eeKx6N4bAM2L1ecb1fssQVSl3S0NnpTPDUeryFZjwu5oDmzZV83KzTDE9iUshse/X1YuJol5jKqcVZnoRC8nH29MhHYxjQ2CgGppPMC9/yI29ogEsugbvukvef3D+a3qLnnTf22RuLZQ49G49L37d6dZFjj7uUD6uknfF4wuLUMOQHZKGYafP8WbPHxkIOh4kf60L194OOozEY9tcRr28m2FCFd/Ei9I6XQY+1zZTJgkFH/SKaZ1Y5Di2RlmAQ38qlgGTe9QGFjIYzY2Urfa3r6d26l2mxw/iNGOG4h6PGDBpWz2VGjkIpQPPqduLbj4KRfqATjxs0r84x6KphOBJMQ2Eju/5zcBAdz6yHGwasXzXII4805DQ+S6WmpkxrcmbH6uIySZkVFtHzpfhL1OJ8ItPY24gXL4c4xAOPPcCl5xcmwkQ+CZ4gKQlVdFSoi4lQFwxaOT8XD7Md6ax0pw9MB8QK9InNT3D62tPzqs/kpPqTOHjsYEmSW9l9V62DrXjwcIAD3P/Y/bzq/FcVvU0mlSaWno9Yld4PvAFIDpgWBvZorS2DrymlnkakmR8Cb9Ba70s5HgBOB64CNiml3qm1/k3B34GLJX6/tQbo2b+b4IN3QSyOGl3pUNEIVS8/R9WuF+g78xJCs+bnL5Y6cUHNplwxWLRIFLYrrpAPK/kD8/lku+WW8dmxy8l73gN7vsvx6PpxxJrUh9itG8BC4F/+pUwNFJxaOqQmM3HKkSOJeURXl3xNVve7KUrccQdcf72IM4YBa9dK8nMXl4wqXr5me5GIuNbX148VPMLhhGqfTN4dbxI+n/hod3SkT0zV1uY8mGYe9PePN9A1rcG7uyU/ViHfermx0rdA3ufVV8si0Ysvyi3g84nr/YoV4z8DJ/1oPA6HDklIkf5+eOEFcd2PRmVBaP58saKfTJ/vlCIQGD9OSn3YeTyilkcixxepNci+9lnHhVKlgIEB9MGDKK2PT9sUcarDvejOPnoG26me1kjVqpXEDh5BdXVKMidlMBBoJdo6nebWAgilJaJ+ejX105cDYoEVAOYUoN7m9iB7O5Yzo+cFDCM+JtlTNC5C6eHG5cxtz3Gg0dhIrLMroyt+NAaPv9TI+vVZ1Ds8bKsfej2wZukwn/9xYcTSspFHgicXl0rATtCaPjz9uKA1J4uezYuXE2pOYOvgVn63+XcFE0tNcknwlExTTxMGBvvZz31/u4/LLrysQC1zhl3M0GpdzfzAfHaHdnPrplttxVKnMUhnhyUh3wuxFxgcHKSmBKtM6b4rP35OqD6BbUPb+P0zv5+6YqnW+i8ASqkFwD6tHdgJJ/iY1vqPGeoOAQ8CDyqlPgYsyKetLtlhGCIGJVtOq75egg/ehbIwGVc6DrE49Y/cRdfGa6A1H/8qZJDuxGy73OYwl1wCW7bAV74iWe9NS7DrrhOL0koSSkFm1W88DcJ/keWMPuCXPrgqAvXITOC6dYnAd2UijaHLOHJN/J3sHvboo/ZGzPG4xDS9+GIRJVyhtLJRSm0EvoosC3xXa/3Zolyou1uSMSklm8eTSLTU3V2Y5EfRqPga7t5tb+XZ3Jz/9ZKI+YOEm2cRjipkXVTjDw/i90Tx1NeWRCh1Eslgzx6x8C6GhWmqcDkwINaY+/YlBMU5c2Dp0sJZmAeD6fPyNDSIlfu550pc5UxhuzMtJg0OinX9gQPyPnw+EUQbGuQzN42W9+2Tvu/88yVuqssEo7p6vFhq9cAzLUxHUUj4pTFCaTh8XChNRXoITePwQTqPzcc7vQrvwnkweyaxI52ovl7qGCDeNUR/TwOR+lYa2vzjnuGhvhAjBzqpjfRgECeOwYCvkapZrQTqJ5cJ+dyTmug6uIaurQeZHejA740RjnrYH2qjeXV77kIpQGsrRlc3ZHCVjMUVf9nWyjuzcX5y+Ezz+3XOi9kVhSuWukwCMglaK2pWsHVwK/vYl7FsKiurVrJ1cCub+jahtT4ezzQfCpHgCcCv/aysXcnWga3c+sytJRdLnVjInlh9IrtDu3n06KO2Ze3c+k3a+tvw4GE/+7n3b/fymotf4+i8XHDyXa0IrGDb0Dae6i1tQu6K7LVNF3mlVDviBeNPOf6QxTlphVKLsp2Iy79LCTEDp4fDYnDge/YpiNn7Rle/9DQsPC+/i59zjmS9z6RieTwyYyw3ixZJgMuvf73cLXGGby+EPdC/EL7QA8cGYF8jfKARWnaCf2+ZGwhr1kjW+0xeZIYh5XIhud6tW525/L/4Inz4w65QWukopTzAzcDFwH7gCaXU7Vprq1AxudPdLSZ5plCajNcr/VPyRMu0PtdajlVXy81kqnEjI6JQpfZ5hiGCRXu7CLPmIMzrFWWrri5xfcOwdunPgUjEFOw8JMbOinCgjjBQjXUkj0LjJJKB1lJu1qzitMH8ig4fhscfHxtmNhoVHXvvXoldPCO35NhjiEZFoNyzJyHIzpsnYmWyIFtTk97btr9f+jZTDPV65fNZuFCE0iefHPs+IhHR+Lu6pF5TB9dayv/xj1LPyvLk/HPJFY9HLNP7+rI/V+uxXUlXl+2PUaGpCXUxODiDBqMfvW8fRpIVqoc4DfFudE8PB/vn0Di77vg9PXCon2DHHurQmMnuPcSpi3Shd3cz0DaP2pmTy8S5uT1Ic/siQBbWq4DFhag4EEDNn0d89x7iMY03KRRoNCZC6ffvnccbrglkF9s1ndl7CuGwynkxu2JwLUtdpgArfCvYytasz5vZPxOAl3iJHS/vYMniyspye2LViWwd2MqT/U8WTMx1ihNxc9bIaNxXvZ2enh4aGxvTlrVLGGXix8+q2lU8M/AMt265tahiqRPMcAPb2c7+/fuZPXt2Sa5bkb32qEj6c+AcZBlTMXY5M2MEeaVUDXAqMBOIAbuAp3S+wStcnDM8LBPxjg6ZrHs80NaG0d5OVTBIVRXonS8ed71Ph9Jxqna/CJyXX3suvxwefDCzWOr1SjBJl+xoOAFWfQwWvQX+OeXYy9+HfbeWpVnJnHkmPPVUZhHT45FyuZAsMDi1fgiFRNvq7IT774dNm2RfICBu+RdcIJ7XLmVnHbBDa70TQCn1S+A1WMfVzo1wWJQzq8GXx5NQmpKPm6E54vGEwGkeV0purmBQMo8l35RmFpTaWvGJ7uoS1aqtbbxQq7Uc83jyirUWi6W3bDQZGpImFTsZvdNIBj09xRNLQQTDxx+3fiSZSUceewwuuig/C9Pdu0WYNJOZgHylO3fKsTPOkIRzTU3yCKyrk1smmQMHJOx3qqi7d69YikLmvnVwUOpN/m61hnvukc84w5jepRIJBMTqfGgIQqHjg3RbUvu3/n7b8xQQjPRzbKAZ3bsvoxVqe2wfew4sxr/Ajx4JEezYg0eNLy/CqSbYsYdQzZJJZ2FaNOrqMJYuIbSvk/hAD14jTihs8MSORnq8rVxxQ5ZCKUAwSHxgKOPjJRqDzS8Fc17MtqNk8avdmKUuExwn1n8zBnJb4a0P19PmbaMj2sEvHv4FH1/88ZzqSaaQss/03oRQt2PnDpYsKp2Y68RtvmW4hSpVRYfu4PcP/J43v+7Nacs6jVkKsMq/imd4hqcGniq5SJxKU6SJeqOevngfv3zwl7zvje8ryXUrtdf+H0TkXAEMAWcDVwLPAxvTnaSUMpRSnweOAg8gguuvgSeAXUqpKaWEKaU2KqVeVErtUEp9qGQX7u6WIGiHDydmgrGYvN68WY5D5kRGyUQK4HszYwa8730y8kmdjXs8sv997yuMGc9U47w/ilBqxaK3yPEy09Iisfl8vvFjVcOQ/VdfnXsm1OTznFo/BIPw3HPwuc+J674ZJiAUktef+5wcdyk7s4DkGNj7R/eNQSl1k1Jqk1JqU0dHR3ZXOHYsfRxPn8/a2tSceNXXy1+r40qJOGr2eUqNVeD9fpg+XTarOkySlbYccLqAUAo3S4cL6o7L5cr27c4s0Ldvz/0aPT0JC87Ur88UZB99VG4DMwJNc/PY26C/P5Ef0aqO1ORQ6bAKgxKPyyKRywTE4xEFvLUVamttp9AaxmfVcfgjU8SpHrY3CVdoGmOddHXByIFOlE2rFJqRA/k5mQ10hTjy9AEim59Fb9lKZPOzHHn6AANd2aSEn0AEAgQXz8K/ZiXGiasJrl3JOVfN4vIrchBKAWpqMiZ3ArlNHt9Wk/Nidib6+6WP7epK3I5m/Ort2+V4QfF6rTcXl0lCY7SRFk/2kymF4rT60wC4b/99BW1TvjFLAeoj9Uz3TmeEEX764E8L0CrnmGJppvfhxctJdScBcNsLtzmqzwmmSLyDHbyw/QXH5+VKpvdoYBy/R/60+09Fb0viupXJucAHtdYvIGOsDq31b4EPAv+V4bz/Bi4D/hF4JfBX4EOI6Ppj4DdKqVcUs+GVQpLr6CXI+79aKbWi6BceHpaMDukGwfG4HB8eRjmMT6cK5Xtzyinw5S9LoEjTXTUYlNdf/rIcd5m0LFsG//zPcNppoo0rJX9PO0325xM/z9SaQDJB2xkPeDywfj384AciEKX+XOJx2f+DH4jFg0tZsXpyj5uFa62/rbVeq7Ve25btrLGvL71VaSacxvg0+7s5c8ar+U4HTVkMrlKpJLHUqWFPsQ2A9u51Fg5gbx5RTOys6UGOb9mSeG1GaDBvx+eeK4xwnO67ff75/Ot2cU5RFtHr6u1DdSgl5ZJx+CPTGARDvY6sUOt1L/39SIxSmxMMBTWRHkdtsOLY7n6q9m2n1ejC54nL2pYnTqvRRdW+7Rzbnb/S1tcZZt8ThwhvfRH93POEt77IvicO0deZf2fZ0xFh16ZOQi/uRu/cRejF3eza1ElPh0NDhkLg9aKamojr8Y+YaAzCEfj1n5vY+CpvzovZyfT3S5967JgsJkWjYkVqpVea8audJgi1xXTDd8VSlwmKaamZSdBSKE6pPWXMa6fMG5kHwHPx5+hNdXHJgULFLDVZW78WgAcOPlDQeu1w6ja/XEviwM3hzYQzDKid1gdQH6tnlm8WIUL8+MEfOz4vW5x+V4vCEmJmW2wb/QVfzbKmUnvoIImYol3ANOAlxO3xxAznXQdcpbV+GEAp9TzwAvBVrfXHlVIR4BPAPUVqdyVRfNdRKw4edDY7O3hQ1Cm7mZhhFDYLxIwZ8La3yeYy5WhpkYgMhc6oGghI7L6dO+H000V8yHRbm+6uFrnNxhCNwgMPwJVXFra9Llmxn7EJi2cDBwt6hXQ3i8eTWYQwrU4zYS4KzZxpbfbs1GJ0kkSxaWwUqyEn5YqJ3W8/23JWZFq3NDHXL88/P7EvOUKDXR6wfJkUSVsmCMWKv6z8PnRrG7qzQ+KSJh3TcmFobUP5UxZ36urQvZlFUA0M++qojh7LUCqBQVxcqXE2GfQ4LJfKQFeIht49eI3xPw7JGK9p6N3DQNcSaptz8+U+vGOAluH91FTr41no/d447dU9xA/1crhnNjMW5xajY//2Iabpo9Q2JuKPBvyaOY39xLsH2N8zjdlLqnOqG6DnWIzug0O0N4fw+zThiOJgV4Cm9moaW1IWAauqMKa1MXJskHh4GI9HEw4rtuwI0her4ZLXJoTSvl5NX0+Maa0an08c1I52KuobPdQ3ZH4WHj2aGHuZOr1S0t/V1MjCdGrusoLGr3bd8F2mCPNH5ud0XutQK0EVpFN38qs//4qbrripsA3LkzlDMhXYFt/G4cOHmVEib1Sn4uaM/hl48LCHPdzzyD1cdr51IqpolgPLU2pP4UD3AR48/GBW5xWDaUPTqFJVHNFH+N0Dv+P6y68v+jUrtdd+AVg++v/NwDuUUvOAdwEHMpxXl3L8MBLfvGn09a3ASQVtaeVi6zqal9toOpzW09Ehlpx2AwfDgJNPzr9dLi5FpqFBMtsvWwb/8A/WLv9mxIcPflASPDkRMlw31bLzBLBEKbVAKeUHrgJuL+gVij2BSspCPdVpbXWmLxc7XrBTY6J8jI6cRrqxEiz9fllbdFpHrri3ZUk5voiutQ4D5iJ63qjqIMyYKS75ShzgtalEzZgpx1NJjflggUYxGGh23EfGMSSGuMPpTSzHadDgHmdu/oN7cnMN6esM0zK8H583IZSaeAzweTUtw/tzsjDt6YgwTR/F7xubqAnA6wG/TzNNH83ZwnT/zhDVoS7mtI0Q8EtSr4BfM6dthOpQF/t3Wphqer1UTW/AN2cGRvtMqubPYN1FDVz0yoRQeuRQnKAvyszpGr8/8VibOV0T9EU5cij9gKq/P5EnMfVWMjXM1lbr/tZpnGtHuJalFYFS6vtKqaNKqW3lbstEwqn134xQQkTsx7n1nwcPp9afCsDvXvxddo2zoNCpaqaNTKPeqKebbn705x8VtO5MOBVLgwRZVbMKjeYXT/4ifX3aecxSgLkDcwHYprexc9dOR+cUCy9eTqkTy+VbnytNTpRKFUu/Cpi/tE8BrwB2Au8EPpLhvK3AtUmvrwYGtNaHR18bwCQNJDQOW9fRvNxG0+HQVVPHYgx6Gxg5/xK014tODVpkGDKAuOSSREISF5cKJxCAuXNFLP3a12DjRklSbhr3rV8P110HAwPOXbsK5gLmkhNa6yjwbuBuJG72r7XWzxb0IvX19mXyoYwB2cG5IFYK4SwQkEzw6T4SpeR4QRN7WDB3rjPRdu7c3K/hNEpDps+9UJ+D1TWUghNOKEz9Lo4o6iK68vtQLS2ouXNR8+bJ35aW8RalJn4/qr39uLiajAbiKHqC7dS3+FENDY7iovapBurqYMDXSNzmhLiGQV+jo/eWSrPqGSdipuIxpFwu9O46hmFhtZqMYWh6dzmzuE2me0+vo7q792TvBttzLMa0qj78PtIIsTCtqo+eY9mFdenr1TQ3xPD5rNMO+HzQ3BCjr9f6fXV3O4wUUTd+f8HiV7tu+JXED8mQA8UlPzx4OIMz8OFjMYuzOnd5VGzlnoo+VRBXfChMzFKQmJkb6jcA8MfdpcvHkVVCJmMVAE8MPpE2Nmk2MUsBWiOttHnbGGCA7937vazOLQZLY0sB2BzazPDwcNGvV5Fiqdb6Z1rrH47+/ylgPnAaMFdr/ZsMp34c+KhS6kml1CNIZ/jJpOMbgaeL0WYTpVSTUmqlUmqhUnZhy4tK8V1HrXCaytiQcrE58xl+7TVEl61E+0ZnU34/rFwJ11wjvoAuLhOQmTPh7W+HX/wCvvc9eNe7YMOGhC7mdHxcbNHGxR6t9Z1a66Va60Va688U/AItLdYzObvESpGIMx/pTDeRUyE1D8G1ksRSkAnxkiVi2GZaGRmGvF6yxHrCXGiWLHHmWLEkj4Sry5c7u8by5emPn3RSYQyfrW5BjwfWrs2/bhfHlGcRPRO1taj589H1DWhljIqkBkP+BgZb51PfXivJxxyYhGsUPZ5WmpuhalYr2mZiqVFUzcrNhNxrOFPQnJZLZXpVnyMxdlpVX9Z1t9cNjBMyU/F6YGbdQNZ1dx/MnNkepD/pPjiUVb19PTFH9fb1WIsANTX2/ZhS43OQmfUWBNOE1WpzKSla64eQMH8uWeAkZqnJxVzMh/kwjTRmdY0ZgzMIqiBHOcpP784vkVKhY5YCLBxaCMCW+BYK5pVrQyzuXNxs729HoXiZl/nzX/9sWSZbN3yFYkOtiMR/PmRdZ6Fwcm/NHJyJDx972cstf76lqO0Bh2KpUuptSqnPK6VOTNn/TaVUX5rt64VqpNZ6SGv9lNY6oz+L1vo+xM3oT8CjwCVa6/9JOv5FrfWFhWqXiVKqQSn1EaXUVuAx4FvAr4E9SqnfKKXOz1xDUSi+66gVDgbXGog2Jcrp+gbCZ5zH4BvfTv+b/5nYjW+H885zLUpdJiyhEOzbB888A08+Cdu2jbdOmDPHXn8yjKkrJiilpimlXqeUepdS6i1KqXVlXoAqHn4/zJ49/oawW/116iNdnSH2nNMFLqfl0pyaqQkgx/O4RNYEAhKHbuVKScq2cqW8LtXiRG2tLJ5YhaVVSvZv2CDlcqUQkW7OPNP+e/F4ZPHHyr0VRIBIrsM0sLr88uLHhi03FdaPlWcR3Q6/H2PmDNTSJahlyzCWLaFmwQzqWvyJRUW/HzVnTkYr1IOeObTN8uP3Q6A+wHDbPGJajbMwjWuIacVw2zwC9bn94KNxZ1+h03Kp+DzORFa/w3JjzvE5ExCclkumvTnkTIhtzs5lZlqrdtQPtbVat9nps8VqTFbQPsq1LHWZIigURg42eV68rK9bD8CtL5XGzTobpoWn0Wg00ksv377z2yW5ZjbhBGqoYVX1KuLE+f7j38+7PpN5/ZJ861n9LDt27cj6fDuyEbYDBDi1TsI1/HzbzwvellRs72Kl1FwkIPwrgFTXwyqgNs120+i5JUVrvUVr/VGt9fu01sWVvxPcgrg2na21Xqa1Pmt0ZX4O8FngNUqpt5aoLUCJXEetaG93sHxrEJnWbnkoFpOkEq7rsctEpbdXEqZ0dopAmu5edmJZ5vWOTbwyFVBKna+Uuhv4I3AJMBNYAXwM2KqU+qRSqsh+62WgtlayhDU2js0+YQZnS0dVVeZ66+szzxRNZS4TdommHODzyVtMtR71+2W/U5fxycSMGXDRRbBgQWK+7PXK64sukuP50NgIr3qVtZBpRrp51asyiwHNzXDVVdYxmA1D9l9zDfzzP8vCTiAgt0ogAKedBm99q+z3JzmOnHgivOlN8j4nKxXaj5VnEb1Q1NWhFi8m3tBEfNQKNYZBr9HEscbFTFtYN2ZxoXZmHdH5S+j3NRPVBlpDVBvyev4SamfmbkLepRuJ2eiUsbiUy4VIzJnIEHZYbsw5EWd9udNyyRRLiHUcUiRNOadep6kaQkHjV7tu+BOKouT1mOAUw1LTiiUj4lKzObaZo0ePluSaTjEwWF8rYu4de+4oyTXNGKNOOWk0Pc+jw48ykpq1juwsVU1aYi3M9M5kiCFuvvPmrM8vNCeEJYbTpsgmuru7i3otJz30VYAH+IzW2urT1cDClH0XA99GYoZ+Lq8WTgC01hdnOPYk8GQJm5N87TuBO0t60WBQfPos0vBKVlSD0ILl6MD4YP/mOCISgb4+maSV0tLIxSVfQiHJHp1866cz/qutlRimjz8u5ZMH6aaQccMNxU80U4FcCrxNa7039YBSygtchjxjKm/JOV/8fonfMHPm2P2RiKjwAwNyo5iJUxoaZBYZi8HQkNyA5vFAwLm5pmHIOalu/6aQWqCYpx6PPCKCFrlesiIelzTxyTPgdOaNRUJr61h25kfplNpasewsVh7D+fPh2mvh6aflsRwOy222fLlc04nV1NKl8O53wyOPiLW8WcdJJ4nlaXOzlHv1q2WzasNFFxXwTU0MKq4f01pHlVLmIroH+H5JFtELid+PZ3Y7IAvuHsjo5BmoDxCon4UZmtULFMJnqWZeK3pfN2QQDzSKmnm5PcCPjNTTXp05LmosDkdH6seYCjvhYH8tcxr7M1qARmNwqL+WbNczwhFFwG8vqIQjCptlvjFEIs7CtIQjELAoNzgo4VUyPR60lnImBY9fbbrhu0wItNbfRrQM1q5dWxqV0AWAmeGZNBgNdMe7+frtX+dTN34qp3oKneDJZNHAIgCe0c+w5bktnLjiRJsz8iObmKUAc4fmEiDAfvbzsz/9jLe+dqy9nhmzNJtYrgrFuuA6buu/jXs67yEWi+Epo0gzOzSbWlVLp+7kO3/8Dh944weKdi0nYukFwBCQNi2Z1npP8mul1A+Bz4yeWzFiqVLqeWCJ1rpoy3ijoQrmk/TZaq1/W6zrVSRNTbBmDRw8KFnvYzG04SHa1EZkWrulUGrF0FBpYsdNKV5+Gb70JfjpT0V4qa2FN74R3vteWLSo3K2b8Bw9ml0ygBkz4MILYccO2LtXtJ9AQCyxzj9/SgqlaK3fn+FYFPh96VpTIfh8cjOkuyE8Huks8+kwzdWqUhCLieKWnIbd75fNbvBlnmu1PxZzVkeepBNKQfY7EUzjcREAkkNHeb3WFpz50tgo/Uk+VurNzenFUJfxVGo/VshFdB2Lo6NRVJKVijY8KK8XZRdwc4JT2xzgWN88Gnr3oBibsT4WF6G0t2EeLc25KW0NC1qIH+rFkyERUzyuaFjQknXdTfMaiHcPgCdz3U3zspeVD3YFmNM2Yi/EdgVYMCt9mVSOdipmTs/sih+LQUenYrZF3NGmJvuoNVpDf7/0v42N8rgteFgW14rUZQJTLPExFQODM2vO5M7+O7n9wO18Un8SlceifaESPJlMi09jvn8+u8O7+d97/pfvrvhuQetPJdvP3Y+fdbXreHjgYX6+7efjxNJ4jlnrFvUvQqF4gRe4+693c+m5l+ZUTyacflcePGyo3cC9/ffyu52/4wOUVyxdCTwxOrhzxOjq9XOIy5FjlFJ1Wuv+bM7JkpuB7EcWDlFKfR84EQlXYN6JGphaYimI6dCiRccFuKFBm/IWhEKuWFpQ7roLrrhCRozmqLG/H777XfjRj+CWW+CSS8rbxglOVw7h4mtrZW3h1FPhrLMK3qQJi1KqEbie8YtP/1KmJrkkE4tJJ50cZyIQkC3TjDYSkZWwVEzxtLo6vc9lPG4tlKbWEwgUzYInk1BqYieYRqPW4TmiUdkCgcxz6lgMhofHf/TBoOuNUWlM1n5MR2MQCaMYzRqltdyYcfl9aiCq/MR9fnwBz6Q0qGuZX8dA1xIG93TSrHvwGnGicYMu3UjNvNachVKA+lY/h3tm0zK8H8MYL8bG44pjwdnMaM0+K15jm4/9PdOYFjmKYegxwmY0JnUfVdOY3ZZ9bJSm9mrioREx+U1DPC7lsqG+0UM8Hs3Yv8XjUs6KujpZzIbxBp6mZ080CieckFWzsqOUC5IuGVFK/QI4D2hVSu0H/lNrXf403xOEQouPVizpF1f8Z3mWh594mHPWnZN1HcUMG3Ca9zR2h3dzf+/9RKNRvEX8becibi4bWcbDPMym2CZ27dnFgnkJP4GY07gkKdRTz0nVJ7F5aDPffPSbBRVLc/mulgwu4V7uZbPezFNbn+KU1acUrD3JOBm+tACH0xx7ivTxjg6TvTB5WCn1A6XUmVme5wit9de11p8sRt2jbBiNVfomrfUNo9tbini9CYOTPsQcrCS/dikQL78sQunQ0PjldVO8uOIKKeeSM1bPM6extqZPL2xbJgF3IgLDViSUSdlCmrikYMZKSVX8QiHZn86ExwwXkImhofQB5pxm8Mwy02c2OB2zZrI8tYvJHQqlPz8chp4e64++p8deS3YpOZOuH9Ox+Fih1DSTjseP71OAV4fxh/qJ9/Wju7vB3DL9xicYtc0Bpp88C9+alagTV+Nbs5LpJ8+iNg+h1GTG4lqGZy7k4FAjoajEXA1FDQ4ONTI8cyEzFuee/W32kmqGmmaxr6eOkbAkwRoJK/b11DHUNIvZS7ITM00aWzwcHaknHBHhNZloTNzkj47U09iS3apOfYOiq9dDJDL+1onF5Pbr6vVQ35BexJk2TcZj/f3yiDDnHP39sn/atKyalD1uzNKKQWt9tdZ6ptbap7We7QqllUcTTaysWkmUKF998Kvlbs44Fg4txIePXezip3f+tNzNGUd7tJ1pnmn00cfnb/v8mGO5xCw1OTEiIQceDT3KsWPH8mpjvkyPT2ehfyEjjPClu79UtOs46aF1unJa668BX8tQd7Zy1/uBG4CHlVIvAd8Ffqy1ziu6r5l5VOssI+Rmz6NKqRVa6+eKfJ0Jh8/nbP6aXKZAYfIKz969Yol5xx0y6K+uFt/EN70J5pY8p5kzvvQlex+kSAS+8hX4+tdL06ZsCIUkY1JPT8Jsq2h+UrljGONFjkDA/qM3DEmG7jKGKq31v5e7EROWaFQCsA0PJ+KYBoOSmjyfyVksJiE8MjEwYJ1YyqmSFw5bBzZ1KrBUsBBj1xckl0vt2mIxmdhnor9fukbXwrRimHT9mI5GE3ZFqavcSSitQWs8RMfYIekRsUiPB2vxVE3BzG5ZUN/qp751JpIfDAKQdYzSdDS2+WhsawUkvEsVZB2j1IrZCwP0HGum++AQM5tD+H2acERxqCtAU3s1s9tz65ymzzTo61X09cRoa9X4fSK+dnQq6hs9TJ9pP2mwilbTUjR/Qwsmo4m1y5ShVAmeTNbE14hl6fDDHDt2jJYsf6zFDBsQJMhpNafxt8G/8d1nvsubL39z0a6Vi2WpgcFZ/rP47fBv+VP3nwiHw/hHAz+bn0suFsLzIvNoMBo4Fj/GF279Ap+96bNZ11FI1rGOnezk/sH76e/vp64ILslOeu1OZFU8W+aPnusYrfU3tNanAScD9wAfAvYppX6rlLpE2QSsUErVKKW+o5TaopT6f6P7PgkMAINKqV8rpQoR2z0dP0IE0xdH27BVKbWliNebMBhGYuKX2neNjqeP5yYxCQQQgezWW+EjH5G4mh/5iLzuzOrWKhwPPwyve524rA8OJiLC33KL7H/44fK0y46f/tSZWPqTn5SmPdnQ3w/bt4uPu/nAiMfl9fbt9upBkejqEr3805+G//gP+fvcc+N1JMPInNDGMGDFigIkvZl8/EQp9Tal1EylVLO5lbtRE4KREYkXPTSU6FS1ltcdHXI8V+zMIjOVy0YsnaTkYxw7POzsXKflrAiH4fBh6VpffFH+Hj48qb+SYjPp+jEVjyWmWOkWJsyBHYybjikl+4yhAcIjWS5sRKPEunqJHzqMPniI2MHD9OzppeNQ1L1HK4jGFg8LVtdRNasVY1obVbNaWbC6LmuL0lTqGxSz53kJ1PhQfh+BGh+z53kzWpRWDK5lqYtLViwIL6DeqKeDDv7fb/5fzvUUK2zAiYNiZflE/AkeffrRolwDIBqTAWG272Pp8FICBNjNbr57RyKuaq4xS0FihZ5ddTYAtx66lYhTCwCHZPseF4UXUaNqOMxhvvrb4lggOxFLnwLWKKUcO4kqpWYAa0bPzRqt9TOj8ZzakVhPtcAdwF6lVKaUaJ8DLkRihL5yNNHUm4G3AW9BRNhP59Imh3wfuA7YCLwayXY6NdMhDAzApk0ibP7qV3DrrXg3byIYG8DrTYyjTaOEkZHxFnnVe5+HL34RHnssMfEOheT1F78Izz9f2ve0dy/8679KY1Nnsuab+Nd/lXKVhp0lWLblSkUoBHv2pI/JoLUcdyrgFIiXXhID3E2bxt6aL7wA990n4kIyPp/EJk12yfd4oL0dFiyQcz7wAXjPe+Tvr39dvvWACiIMfAF4lITr6qaytmgiEI2Kq2smurtzd1XPRyx1yQunH2muotHAAOzeDb29Y9elentlf6U9HiYIk7sfSzfpcmjREx8KOTcEHxlBd3RgjAxhoFEKPErT4BuiRXdwdN+Ie4+6VC6uWOoywcnHIjEXvHg5JyCxSn975LeEsxzcFNsSdgYzWB5YTpgwn727eBaWub6PKqrYUL0BgO8/+/3jImk+YinAiqEV+PCxgx18/47v51WXSa7v0YePM6skeucvdv+CaBHCcDkRS+9AXOoziZSpfGq07jtyaZSJ1jqstf6V1voVwGuAauCjGU55DfAWrfUngNciQuu/aK1/prX+BfBO4PJ82mTDXq317VrrXVrrPeZWxOtVJocOwZ/+BDt3Jibk0Sjs3Ilxz5+o6j6EzyfWL8PDYtCYOq6uj3Ti+cmPjsfBGoMZH+tHPyqtovSjH9kLDNEo/PjHpWlPNtQ6jG3ltFyp6Oy0n3RpXdL7oKsLfvnL9LdmLAaPP25tYVpTI8mczj1XkjlFIvDVr8Kjj44VXR99FD73ObFUncL8O7BYaz1fa71gdFtY7kZVPIMOs+k5LVdJOPUtn+I+6Ll4noXDcPBg5nWpgwddC9MccPuxNCgFfkLOLKGjUXR3t8RDTZmnKwWGgvZgt2th6lLZGIb15uLiYsnK4ZUECLCLXdz825vL3ZxxnBY9DYAHQw+ye9/u8jbGgtVDq1EontZP89v7JN+4aamaK9VUc3rwdAC+ve3beYuv+bJqeBUePDzHc3zv9sKHH3bSQ/8E2AvcqJT6f0qptLMQpZRHKfVZ4EZg/+i5OaOUqlNK3aSUegxJJHUIeF+GU1qAnQBa671AFNiRdHw7ZnCe4vCCUurnSqmrlVKvN7ciXq/y6OqCv/5VFCMrf/tYDB55hEBkgOZmqKpKDHyVktfNzRB49C/2cediMXjooeK8DyvuuMOZWHpHXmsExeGNb7TPNOTzwXXXlaY9TunpKWy5AvDII/a3ptawf39iDGwYEl51+XJoGA0E0tkJP/iBiA9Woms4DN/+Ntx2W0nfXiXxLGCTDchlHKXw1c4Vv8PMzenKObXAKaKljtN5bbpypXgLucT77upyti7V1ZVbm6Ywk64f04anYPY6CocCvIPFHQU0+gbde9SlMnEtS10mOKWOWQoSG9S0HPzei9/LKpN7MWOWmiyILWCGZwZ99PHRX2Wy5ysPrbRyatWpxInzxce+CCQsS/OxED5p+CQUimf0M/zmnt8UpK25Uk89Z1SdAcA3t32z4OKt7bBfax0B/hFxJfoAsEcp9WWl1DVKqYtHt2uUUl8G9iBJmsLAP46emzVKqXOVUj9CxNEvAtuAM7XWq7TWX8lw6h7grNE61iMJptYlHV+PiLjFIgiEgFcg7vemK/7UYGAAnnrKPl1wPA4vvojHI4HWW1uhrU3+1tWNGgU9+aSzep4sYVJZuyzOJpVosfXe9zoTS//t30rTHqfkm3q6CDzzjLNb8+WX4aST4OST5e+cOWMTttx/v732rjU88YQYNe/alX/bJxgxYLNS6ltKqf81t3I3qqyYqdQHBxNbaup0p4PDXAeRThOqWZXLVyw1DPs6/P6iWuooZV+9YaQXLO264UzlnH70Tj/mZJyGfk4t19sLf/mLLOzcfLP8/ctfZL8LMAn7MZUs7uT5W9M47IqGh22ndUpBvX+4XGHMJzX9vXEO7AoR7h5EDwwS7h7kwK4Q/b3ltSiaULhiqcsEp1wWhCeNnIQHD8/yLF/7Tbq84ukpZtgAA4OztcTw/OPgH9m1r3iTtVzfx2kjYv26Kb6JOx++syAicgstrA2sJUaML/z9C2W3Lj115FQMDLboLfzsrp8VtG5Hoxyt9ePAeYjQ2A68B7Ea/dPo9pPRfe3AAeB8rfVj2TZGKfURpdR24AFg6WidM7XWNzqs7/+A7yulHhht178B/62U+pJS6vPAt4CfZtsup2itb7DY3lKs61UU4bCY0tnFygMZGe/enblMJcbFq652Vq6mprjtyIVFiyQJVXX1+Fm4zyf7b7lFylUS+ZpxFYFCxQ3ctMmZxjswIKLq7bdPOQvT3wOfAf5GItZfCVdHKoxoVKxBreIlJ+93alaYi/kh5CeWejz2/Wh1dWY3eo9H6k4tk25/EcgkmGYSSs3jdh9hIGBdv9MkcLkki8tlXWrPHglJ8uyzifyBkYi8/uUv5bjL5OvHlMcAn1+Ezjx+b1pDmICzrsjh5M5Al3LtdEpw5GCUKoaZ0RLF7x8Nn+CHGS2y/8jBwseIm5SYD44c3fCVUhtHEwjvUEp9qMitLStKqeeUUh9VSlXYpGRqE9f5WyTmQgMNnOU/C4BvvPgNx0mFSmUJe0L8BNo97fTSywd++YGC15/v+5jOdNb41xAjxicf+GTebvgmG0IbMDB4Sj/FT+4qTILoXO+tRhpZ51+HRvP5TZ/PygLZDscKw6hguhhxsb8dEUVDo9sBJD7p25DYTLmmBPvX0XpWaa1P11p/T2vt2ExPa/1VJJHTNuAdWutvAFcBpwEXAF9BBq1FQSm1YNTq9rdKqdvNrVjXqyiOHZPBrNNRqp1JXT4T8mLx6lfbrwB7vVKuErnkEtiyBW66CerrZYBWXy+vt2yR45VGY2NhyxWAQll3ORVdzTliPC4C61RBa/0jq63c7SoLpkVpJkwL02IqaiBipF1s49ra9KKlme0s9Qfi94/PgpYO08I0GExsRbYoTUUpeYupmxPhx+uVJqc+TtLtNzG9MTJx3DsjS7Jdl+rtldDk0ah1xJ1oVI5PdQvTydqPKa8H/AG0x4v2ekU4HVNAOZreDeuAM0toh4s7cZQbArKA9PfGaa4J4fNar0/5vNBc41qYOiZHy9LREHg3A5cAK4CrlVIritzacnI1ktz5HqXU40qpf1VKtZe7US7lY114HQECbGc7n/lp0aScnDAwOCcuiajuGrqLp597uswtGs8Z4TNQKJ7QT9BBR0HqbKGF9f71aDRf2PQFxyK2FYUQtjeEN+DFyza28cVffjHv+kyyGlJorSNa6+9rrV+ntZ6rta4e3eZqrV87Km7mE1p9ltb637XWOac10Vr/XGv9z1rrX42+/ovW+hyt9Vqt9Se11sV8ov8e2A18DfhS0jb56euTv05HqXaDg1NPdebreOqpzq5XCN70Jmdi6fXXl6Y9ubBokaRx7+2VwJu9vfK60ixKTVpb7SdJSkm5EnHSSc5uzZNOylzGqehqvv14HJ5/3tk5kwGl1GVKqaeVUl1KqT6lVL9Sqq/c7SoLTgcgkYhzy/Z8LOB9PlloSb2JAwHZbyd4ejyiCjY0JLZgcEolZjItTGtqEls6i9Jk/H5ZGwoExsb7DgRkfy4u+GAvwqaW27zZWVjxzZtza89kYTL3Y8pjYAT8qJoaVG1twtoU0EoRM3yWbvZay9ava4njcbZuEwzaTqW0hr5w0PG97GJPX1cEw2YIZijoO5b7JHnKkJ8b/jpgh9Z65+g8+5dIUuNJidb6Ga31h7XWixAv03nAY0qp+5VSbytz86YspYgBmo4aajjbI+7u39r7LY52HrU9p5TtXaaXMc8zj0EGec9v31PWz8qKaUzjdN/paDQP8zBQGAvhDeEN+PDxLM/yyR9/Mu/68qGRRs72yj3y9R1fZ7BAYRErav01OcapUuq1SqmHlFKdo9vDSqnXOa1rNNnUdKVU6VQUGNFa/6/W+oFRkfYvWuu/lPD65cO0KHVg4aeVIjp7PsPD4j1qleCGc8+1nzh7PHDOOTk1NyfmzoX/+R/JQmVlElRVJcfnzi1dmyY7gQDMm5deMFVKjpfQwvjMM53dmmeeOX7/8DDs2AF/+xvMmuXMWCZZ05piWX7/B3gT0KK1rtda12mt68vcpvJgZ4mfXM7rhaamzOWamvKPk2a61Dc1JTY7F3qXgmAa9zY3Q0uL/M1kzOuE5mZn61LNzfL/F190lhDqpZdyb9Mk4X+YCv2Yx4OqDqIaGo5v3oZaIsF6QgSIjwqkcQ0hAvToeiL4nFtCO1jc0UBPpOb4PeqSP22NUUfjnbYm1xXflvzE0lnAvqTX+0f3TXq01o9prf8NuB5oAr5e5ia5lIl1sXU0qSYOc5h/+sE/OT6vFGEDFIpXxF6BQvFI7BF+8IcfFOUa+XBm5EyqqCpQa4QGGjjXOBeAb+3/FoeOHipo/dmyIbqBWlXLfvbzsV9/rCB12oqlSqm5Sqmshx5KqTVKqctzaZRS6r3Ar4AXkaRSHwBeAH6ulHqfzbmvUko9BAwCB4EjSqkepdRPlFLFVrG+qpT6T6XU6UqpU8ytyNesDExzmLY2+xmXYRBdtOz4y1hMPEjHWKm0toolp8833tTGMGT/m95UUotCAM4+G373O7jySpmdKiV/r7xS9p99dmnbMxWoq4MlS2SWnpxevrlZ9pfYjKS5Ga66KvOtedVVjJuwdXVJ/rNDh+ReX7rU3opMqbFvL1ersQnKPmCbrrTl2YlAVZX0xdXVY80Pq6tlf1VhB0suEx+/H9rbM69Ltbcn+iCnxs5TbIHHiindj/mrPPgaqhnyN9FNE926iSGq8QU82VlCe72opqa0lqpxDQeHm2ib6Z1qz8mikk9COpfxaJTlBrQqpTYlbTelnGrVM0/6PkUpddpoeLu9wCeBbzNFROJKJOp04b5I+PGzUW8E4A9Df+Duv91d1vakMotZrPeuJ06cTz31KXp6ewpSb6Fir9ZQw3nqvOOvQxQm78uG+AbajDY66eTG792YV135CsIBAlyoLwTgcOBwXnWZOFnO2gX8EHhr6gGl1FPAbVprK7vb9yCrQLnYOrwPeLfW+jtJ+76vlPo78CnAMhCBUuo6JKbLt4GHRtv8Q2APErv0SaXUGVrr7Tm0yQmrgeuQ+KimraQefT25qa0VV3zTEnDPnnEjWg1gGITXnomuGR/zLhSCkRE5LRCA4NIT8LzvffDQQ5L1PhSSA6eeKhalpRZKTebOhY99TDaX0hAIiCnmrMoYIy1dCu9+NzzyCDzzjAgCfr+43q9dK2Lo1q1iMW0Y8vM4eHCsBXVtLWzYAI89Zu3OakYXMCchSsEJJ5Tm/VUIHwDuVEr9BRJPdK31l8vXpAmE15twcXdxcUBtLcyfLws7/f2J/quuThZ/kkUon8+ZYOoKV24/5iTMsSOqqlBtbcT6BlGhYZTWxFH0R4JE/DVMm+MKpYUmEnH2G45EwP3oM2PGck5Dp9Z6bYbT9wNzkl7PRgyCJiVKqf8G/hHoBn4BnKG13l/eVrmUK8FTMstYxkrPSp6NPcu7//xunj7paWotNAUoXYKnZM6JnsM2trGHPdzwrRv43Qd+V/I2ZGKdXsef+BMA/fQXpE4vXjbGN/ITfsLd4bv51m3f4u2veXtWdRTyuzqJk1jUvIgvXVOYSJhOxFKF9YoWwBpgc0FaMpZa4AGL/Q+MHkvHR4C3mfFKlVK/B34HzNVa/59S6pfA54DXF7a5x3kdsDDPuK0Tk4YGmV1pLTHrli6Fzk7o7j4+41JNTehVq4k3TE9bjdcrg65QSLa6+lb8r389vL5YX5mLS240N0sur+R8Xn19sHv32HWCeByOHLHOfTZzJpx2mqwtHD4s5yklHod1deOtNdZmGkpPPj4DDABVTPV5mNfrzBU/X9d6lymP3w8zZsiWiWXLJOt9JntJpWQoMMVx+7FC4vXiaW4AZBHIAzSWsz2TnI4eLzNaMrvix2LQ0e1llk30l6mOjVhqxxPAEqXUAiSp8lXANQVqWiUSQpJZ7QPeCfyvUkoDfwW+qbUeKWfjpiqV4iDxytgr2cUudrCDN3/zzdzyvlvK3aTjVFPNq3k1v+AX3DF8Bz/44w+44VU3lLtZxzEweBfv4g7u4Ews4sXlyCIWsc5Yx9/jf+c/Nv8Hl667lDkz59ifWAQMDOq76nnqqac45ZT8HbwrdWb1e+AK4LMp+98AZMouPw943Hyhtd6klJoBzERW4L4MFNNm+xlk3GYfdXiy4fPB9OmiCpmmocmWgErJ8WB1WscRM5xPsrVKf7+EQXXD4LlUOqHQeKHUJJMFVnW1WIzOnZsQTFNRSsQLByGBJxPNWutXlLsRFYHP52yW5fpCupSINWvghRcy35Yej5Sb4rj9mMuEpb7ZR1xHM7oIxjXUt7jPHidYLZo7QWsdVUq9G5nDeoDva62fLWDTKgrTY1Up9WugD0mcDHA18BPgyjI1bUoTs8vqWCLqqefVvJpf8St+P/h7vn7r13n3G949rlw6cbe6upqhoaGitW8Zy1ir1rJJb+L9m97P+hPWs2LhiqJdL1vaaOMtvKXg9V4Uv4idaicduoM3fPcN/O3Df8NbRiOOo0cLI8dVVIKnJHYAH1JK3a2U+sTo9ifgw8CLSql/N7eU83YjGQMBUEqtRdzhj4zu6gKK+USfDrww2u7bza2I16ssqqth9myxLE2Ok1dfL/urq3Oqdni4gG10cSkSHR32CU8yUVMjgmlDw9jQrA0Nif1TjHuVUq7IAInU6ZlwkkrdxaVANDTAxo2ywJka59Rc+Ny4cUr2W6lM2n5M67GeQKGQvK4Q4yOXAlDXYNA1GCASHR8uKBaDSBS6BgPUNbjPHjtMy1Krzdn5+k6t9VKt9SKt9WeK29qKYZnW+sbRxMkPaK1vAlx/hTJRKWIpwAmcwFrWEiPGR7Z9hIc3P5y2bGrYgGIKpSYX64uZrqZzjGO8/ievZ2g4/2uWM/yBE/z4eb1+PV68PBF/guv+97qs6yjke5xh5yLlkEq1LH0zEqdkKWM7xW4g2ZZZI9aiJjcD31VKrQdGgLcAP9Fam7/uDUAxc7P+ZxHrrmwMQ5ZMfT4JtGgRT1RriOWgz7sJIlwmAt3duZ0XCMgkE+Tn09YmWzJKyXrDFONdwAeUUiEggoSD0ZMyk7QTvF7pZyORsbMrr9c625iLS5GZN0+S2W3eLFnvzdjNS5eKRakrlAKTtB+LxaxFnnhc7gOv1/UImixMb/fS32vQ1xmhrSl6PF5xR7eX+hYf09vdZ48T8nTDn6o8rZTaoLV+DGB0fv9Imds0ZYlExU2uUkS7jWykgw72sIerb7uah1ofYuHshcePZ4qDWVtby8DAQNHaFiDAP+p/5Dt8hxd5kY1f3sj9H7w/J0vLcsRezZV22rmcy/ktv+VX/b9i0Q8X8ek3f9r2vGK8x0OHDrGmAO5NFSmWaq0X5HjezUqpOPBGIAB8H/ivpCKPU4QYL0oppYW/2JUp9LUrBq/XkaoZ1elvuXQDiUn8qblMIjK5V2VKhlJVlRBL02EYsHhx7m2biGit68rdhorDtDC1szJ1scV83iT/bg3D2lLSJT0NDXDuubK5jGcy9mNORJ9oVH5P7m9pclDXYFDXEECmVhJ8141Rmj25uuFPYdYD1yul9o6+ngs8r5Taiiw6nVi+pk09KsmyFCSx0D/wD3yH73CAA1z4vQt55J2P0N7WbnvuwMAA7e3tHDxYvDxpzTRzBVfwc37Ow9GHefWXXs0f3/9HjElu3HAiJ3KEIzzCI3xuz+do+E0D77/y/SVvh69Aockm3beltf6m1vpMrfVarfVHk4NAa623a61fKMJlH1BK/bNSam7yTqWUXyl1gVLqR8CbinDdysH0u0uDBsLai7ZZjbIagLuDbZeJQKZnXyZtKzlTsJU7q8cjSaBqavJv40RAKTXf5rhSSk09O1uXghGLydpe6sTVtIqrsPmAywRkMvdjdkKpxyMLhFonfmvub8plqpOvG/4UZSOwADh3dFsAXApcBrw6w3kuRSBkZ9mRhqqqqgK3JEENNVzHddRRx252c843zmHvYdHW7WzUDh48yMyZM4vWNpDER6/n9SgUfxr5E6/+4qsrTnQuBhdxEadwClGifOy5j/H5X3++5G2IZEoYkgVOLUtrU4VAB8cyZa2fbGxEXP5/MZqpsAfJfOoB7gG+orXeXLbWlQqPRxQjC3Md5fXijStL41OzLwuFrK1I/W7+WJcJQFMTHDtmfcwwIBhMH3+3qgqWL4fOTti/X35CXq+43i9ePHWE0lG+oJQygNuAJ4EOpD9dDJwPXIiEPNlftha6TFhcqziXEjFp+7F01nHJa+bJYevN/0ci6XPQRSOaaDiG36tRSn6n4ajC6/fg9bk/RJeJj+uGnz1a6z3lboNLgnCOcfFGRkYIBAI5i612tNDC9VzPD/khL/MyG761gTuuukOeuGQOG3Do0CFmzpzJoUOHitI2gJWsJEKE27iNO4fv5KzPnsV9/34f1cHscrkUI/yBUspWVM6pXhSXcRlRomxhCx95/iMc/O5B/ufG/yn4tdJRqARPTsXSN4xuqegMx6YMo9ar3wC+oZTyAa3AsNa6p6wNKwdKpR0NezxiYRdNChSfvNKa7rcaDBaprS4uBaStDbq60t/HPp/8BqqrRVSNxeT1tGkwa5bc57NmwUknlbbdlYbW+kql1ArgWmQRaiYwBDwP3Al8JtljwMUlG5xOVqPR9MKOi4sdU7EfSxfCwtzn8SSee8mERuL4jBgB31iRNeDTaB0lNOIhUDXpHOFcpiCuG77LRCYUFrEzF9EuFApRVVXFyEhxHntttHEDN/AzfsYhDnHBLy/gmsWJyIuZRMFDhw4RDAYZLmJG6TWsIUCAW7iFx6KPserzq/jttb9lzeI1tucWM2ap1rpogqmBwWt5LUGCPM7jfPXAV3n2c89y+7/eTjBgLe4UUhAuVIgFp2Jpri2fctEmtdYRoHjLExMcwxhrKRoOZ852X1fnJglwmRgEAjB/PuzebS2YKgWLFkH9hE7rURq01s8BHy13O1yKQ6YxWbGtOZ1OVos5qY3F5LmXbGQRCMiCifu8mzxMpX7M6X2bKpZGIxqfEcNII7IqwGfEiEZUThamoZAmMhwl6I8fz0M6HDbwBb0EAq7FqkvpcC1LXSY6+QqdIyMj+P3+nC1U7WillRu5kV/wC/azn//b8X+AiI12YqAplPp8voK5b6dyAidwPdfza37NLnZx1s/O4sMnfJiP/kN5hwlaazweT1HCAxgYbGQjjTRyD/dw78i9LP/scn7wmh9wwZoLEm0ogmQ4bdq0gtRjK5Zqrd3lXJfs6O+HF14Q1cj0J54/X/yM68bmOvD7obFRJo7hsAwmlJL97sTRZaJRXw/LlkFHB3R3y8TMMMRFv60tfezS7m544gl49tlERumVKyVWaZObRMFlEmG3eG0+AyYr4bA8IlMJhWSrq3NDz7hUNqbomLrP7ndrxuBOJhoWi9KM542W8/qyy0k7NBCjyhPFV8VxMdbjgeqqOMTDDA14qa6tzEHm0KBmqD9KQ10crweiMejtN6iu81JdM4k7yEmMK5a6THSGhobyrsMUSotlzVhDDW/mzdzP/fyNvwEQxfkPLxKJFK1tAPOYxzt4B7dyK7vZzcee/xi//vSv+ekbf8rq+auLck0nxGKxorrkn87ptNPOLdzCXvbyytteyWUPXMZP3vETaoPWkTvzbU+hRPnsRh5lQik1CwhorXeWuy0uGRgagq1bYWfK1xSNwssvw/btkslm376EIrR8OZ5TT6W2sXF8fZ2d8NBD8NRTMosMBOCUU+Ccc6C1tSRvycUlEwMDsGOH3NLmusCcORJndLZF6o6eHrmdX3ghEb+tvV1+HvF4YgIaDsPTT8u2eDFceKEsKri4FBUzI0vy4MRUOAqgYDod80xWwTQWsxZKk+nvl996oRYKo1Ho65PHs/m5VlfLwk6GnIwuLmnxerGMP++E1N+1GaPU7hy/N7sJUyikqfJELRMvGgpQUEWUUMioOAvT7mMx6oJRqhoSiSN9XmhuiBPXYbqPeWlqya+DGByUrbFRvs9oVMYnNTVTLkZ6yXDFUpeJTiEtQoslRgJ48fIKXsFCFnIf93EyJ6ctaxgG8ZTVv2K2DaCOOq7neh7jMR7gAbbEtnDKj07h/Orz+dabvsWCaQsszytGzNJkiv2+TaH4bu5mC1v4fd/vmf352bxxzhuJMd6qNd/2dHZ25nW+ie1QWSl1DnBYa/1SNhUrpS4CVmit/zeLc+qBbwNnAw8icZ6+CtwEaKXUo8CrtNa9GeqoAa4BzgBmIKEAjgCPAL/QWg9m8z6yQSn1buBnWuvuYl2jYunsFGUn3Y05MiLmc0eOJPaFw7BtGzz3HFx2GSxI6hxeeAF+/GOZXZqdWCgEjz8OmzbB9deLpaodR47AnXfCI4+I+WowCGeeCZdeCtOnZ/8+Dx6EW26B++5L1HfhhXDFFaJ65cP+/fCzn8Fdd8nMtroaLrkErr3WWnmrRDo74cEH5TsyBe61a+G88/IXuIeH5fPv6Ej48rW1yeeeQ2DbaFTEzlQRobbWmYhw+DD8/e9ye5r9eTQqBtV798K6dTBjRqL87t3wxz+OFUUjEdnv8aR3+92xQ+p77WvH/kRcXI5jzsJSEuulDSJoRTxunbLarNtM4DfBsbKKS1eu0DgNhzU8LP1QIa537NhYkVprEUmGhqClxXnXGQpJ997Tk7CYb2yUbj2dxbzL5MRM5JSL8JM693HaPWW7eBIZFovSzJVKuYCdaWsJGRrU1AWjeC20UMMAA6gLRhkaNHK2MO3qEgv2qqokMdYn/UE8Lsebm3N/D5VOOfsyN2apy0RmcEgklGKLdoVi8ei/TKQKpaXCwOAMzmAFK7ibu3me5/nz0J9Z9s1lnBY4jU9c+gkuPvHisrStmNRQw+t5PWtYw13cRQcd3Lzv5uPHC3lvGQUayDup5UHgg1YHlFJdSqmvpTnvWuArWbbnv4GTgM8C7cCvgTMR8fR8oCldW0bbswJ4CfgS0AYcBA6P/v9LwIujZYrFDOAJpdSvlVIblZqMtjEWmBalAwPWx6NREUqtiMfl+B/+ICMXkFHMj38sSlJqJxaPy/4f/zi9MGuyeTN86EPwwAOJWerwsLz+0IfkeDb8/e9w000ivpoK29CQvL7pJjmeK488AldfDb//vcxkzRnt738v+x95JPe6S8Xzz8MXvgCPPpoIxhcKyesvfEGO50p3t3xfhw8nBJ1YTF5v3pz+/krDyAgcPZr4qCHxkR89KsczMTAgX3eqEZ5ZTywmx82fRE+PCKWpehYksgX7fOknhJEI3H574icyFVBK3aeUujRl37fL1Z6SobV84aZfdigkr9OtsMZisvBk1VeGw9YCqNU17cpZ3ewTEKfWlMWwunSaCLYQxhvR6HihNBmt5bgTwau/XxxDuroSt5kpqmzfnt5adnAQnnlG+r7bbpO/zzwj+6cKk7Uf83jEOcicizjpHqy6mWyszbMh6I9bxkFNxlBSrpIY6o86avdQf24mioODIpR6veMXhMz1tbq6yfsbzbUvKwTJCW1TNxeXicDwUPESIE1VGmnkH/lHbuImlrCECBH+Fvobr/jdK2j/ZDtXf+NqjnGs3M0sOAtZyD/xT7yBN9BCy/H9HgoXGidaoM7VqeSa7tHdCBTSYeNy4J1a668hYuurgY9orR/RWj8EfAB4fYbzbwb+CkzTWl+mtX6r1votWuvLgOmjx27OcH5eaK0/BiwBvge8GdiulPpvpdSiYl2zIti7V0YB6WaCTkZd8bj4J4O43juZuD/8cPrjR47AV79qLRaY4sJXvzrW0jUTBw/Cpz4l79GqvlBIjueSeW3/fhFvR0bGj5qiUdn/oQ9JuUqlsxN++MPMos0Pf2gvcFsxPCyWxulW/+JxOe7QbCsazZy1Xms5nqmP3bHD3kIgHpdyILe2k8XLdK63Wsv5mzbZ1zGJWAB8UCn1n0n71parMSUhW+HTiV9fNGqvNDgN6l6E4O+lxrSKy0Q2BrnFoBCadF+fM/Gqry9zmVAI9uzJ3F/u2TP+8X/kiKxL7tmTuEWjUXn9wAPOH72TgEnbj5mLfIGAc0vs1GdcOKoc3afhaHY/SKftqTRj+Ya6uG2bDEPK5cLgoP17NozJKZbm2pcVClcsdZnoDA3nH7PUxZp22rmWa3kX72I96wkQ4BCH+GXHL3mUR8vdvKJgYLCa1byLd3EN17CBDZzIieVu1jgqbJjANGAHgNb6IDAMvJh0fBswJ8P564FPaq3H2YWN7vv0aJmioSXAwuHRLYpYw96ilPp8Ma9bVg4fllFAuhGIk+x58XjC8tCJshSPw5NPpj9+553OBNc777RvG4jrvRNR4tZbndWXzM9+5qzun/0s+7pLxYMPOnsPDz6Yfd0HDzq7HxwK1QMDzkSEdIbSIDFKndSxb5/8P5PWa2KV/CKZ5J/IFKEHuBCYrpS6QynVUOb2FBcL4VMD2uNB+/yyKQOtdeLeczrLsitXLPOuCiXVKs7EMGR/uRMLFkKodZqHwa5cZ6ezvs5cBzOt7v/614RRdLLVoWld+MQTk1OQsaCHKdCPeTyJ79nK28L83lN/W16/xzYHrh4tlw1OPSsrzS3ayv0+n3KpNDY6E0snY4z0bPuyYmCGYUrdXErPqAfoi0qpHUqpD5W7PROBYmQsdxlLG21cwiW8j/dxFVdxIicet7ZMtsCcTBgYLGUpG9lIPfXlbs44Kk0sPQYkBza8DRlomtQCmdb8uoGlGY4vGS1TFJRS/6KUehL4PBIjdbXW+p+AU4E3FOu6ZccUJdPN8JxOsE3fw0L4Kj7yiDOx1Kl7+333Oavv3nud1ZfMXXc5Exrvuiv7ukvFpk35C9zp6OgoaLlCiAjZalSRiLPydhQwtvpEQGmto1rrdwK3Muo1UOY2FY9UoVQZ4POD4UnEalAKkkSnCasIVADhsITc2LEDXnpJ/h49WtzfmNN4eH5//tcqlP7tNPRHT4+sm957b2KRKPkayeHHYazl/SRnyvRjPt/Y8MmmR4Rp3O6zCA3q9SkicQ/xNCJrXEMk7sHry24FYThsELe5t+NaylUSUYfG+07LpVLOMCTlJpu+rBi4lqWVg1LKg3iaXgKsAK4ucpg+lwpi2rTKfwT78LGc5bye1/MRPsJ7eA8b2FDuZk1JKu1xuBU4DXgaQGt9TcrxU4EXMpz/HeBHSqn/B/wZSeykkViiFwMfAr5c4DYn0wq8Xmu9J3mn1jqulLqsiNctL6ZJQSBgbUWqlLOZmzlDDAScCaaZZpROM2k4sXrNpj6n5ZIplAlQOXEqcOfi31RgF+FCiAhOk1uYEw6fLz/B1FyHKISIMoH4P/M/WusfKqW2Au8qY3uKS5KSpCG9L3jSPk36GDku6envH++Oacat6+6GefMkbl+hCQaddYE55Ksbh9PHrp0Vq1OdfWQEHnssczccjydp/loiy5x0krP6JzBTqh/zeMZbj9pZageqDKIRRTQcw+/Vx++PcFTh9XsIVGXfy/mCXoiHM3eQerRcBdHbb9DckNkVPx6Xcq05BEGLRq1Fa6tyk228Ue61RSdRc1xKxjpgh9Z6J4BS6pfAa4Dn8qn0TZ98E3/hLwVoXmUyhMxDFQq/3080GrVNkNTa2ko8HiccDhMOh4nFYsTj8aJnXk+lqqqKSCSCz+ejrq6OqqoqQqEQkUiESCRCNBolGo0eb18l4cFDE00A+P1+YrEYsQKFxaqrqyMcDh9/75VAod9jvlTWKAHeCGS6Q48B/5HuoNb6E0qpYeA9SLIo85eoELf4/9ZaF80dXmv98QzHJq8D7YwZ4gJdXW0tPlZV2YuIhgEnnCD/P+UUyXqfqbMyDDj11PTHg0FnwmWVXbrUpPqciJW5zHKrq535I1ZXZ193qXAqcOeSatQU452Uc0AhRIQ5cySLfaZ6lJJyAMuXw7PPZr6lM+XYMYyxP5GpgNb6WymvnwTeUqbmlBanfuBOfxt2FEpZq4zLZMRp3LolSwqfGdnjERE2UxKRurrChAEo1GPFMJyJB2ZmaTvi8cT7mwrCwZTux7LA61N4fYkpiQKq8vj9BQKKoQEvVURBMSZpUlwDGkZiXqqDlbXcVF3nJa7DGd3+4lrK5UJPj2S9txNje3pgAhhfZYXTvqyYcWwrTIOZyswCkn0g9pMSpk8pdRNwE8DcuXMdVTrEEHvYY19wgtNAA2GHbjidxYxrkQUjo/pELBbj5ZdfLnNrcsfp5+6U/mJmtcuRQr/HfKkosVRrnfEXpbX+o4M6Pgd8Tim1ALEoBTistd5VgCa6WDF3Lhw6JJZQDQ3Q2zv2eE2NM7H0lFPk/+ecY+/W7fHA2WenP37mmZJFIpOQ4PFIOSdceKF9HFSPBy66yFl9yVxyiWS9zzRz9HqlXKWydq1kvc9H4E5HW5v4dzop54BCiAiLF0tes0y3g2FIOZBb+/nn7QfKnUT6dQABAABJREFUVvUZhohHhiEfs8sUwHS9d1LOiVhqN/vzeJwpVwVQ8ewE02InVsombt2sWYW/vt8v8QCHh8XlX2t5z36/rLUVKl5qfb2s79l91vU24aEaG8Xi1o7+fmdCeHKZyejq61I5VNd6CIUMIsNRgv74cbFsOGzgC1aeUApQXaPoPualLhjFUGO77nhchNL+YS9NLbm1vaZG6rETS2sKmbq3QnDalxUrXqtrWVpRWP2AxjzBtNbfBr4NsHbtWkdmkDe/72be3fHu/FtXofzwRz/EwGAWRRgcubhUKE6HqjOUUudkeWyGxb6sUUo1AYuBQ1prx+nAR8VRVyAtBdXVsHo1bN0qlpoej8zSQqFEoKolS2DXrvHRzE2TucsuS4xQWlvh+uvhxz8eH+jMMKT+66+Xcum49FJ46CF7cfPSS529xyuugHvuyVyf1wtvyCE07bXXwh/+YC+WXntt9nWXivPOk4wdmVaDvF4ply3t7RJM0E6IbW+3PBSJiH5vJnYyM/hmQimorU1/vLYW1q2TRCZmbLbkcw1Djpt1NDbCq14Ff/yj9U9AKSlz4MD4ejwe+Xv55ZMz6YLLKE7NXpJxOl+2U6XM7GJ2/WWBlMxyZprPJm5dMcRSkI8yU/9SCLxesSA7dsxaxFRKjtvdGq2tEprATnTN1sBZKZg9O7tzXFyyJRBQBAKJB74HqK1gJx2AphYPQ4MGQ31RGurieD0So7S336C6LnehFEQE7eoSC3Zz+G1ijk36+6G5uQBvpMJw2pdlmlrkgyuWVhT7GZswejbgLEtsBqbVTGNazSQzyU7iQR7M+hyfz4fP52N4eLjkrveZaGlpIRgM0tfXx8DAQMW53rtUDk7F0leObqnoDMeyRin138CntdZDSikfEnz5rciUUCulbgOuscp277D+1wANWusfF6K9Lkm0tsL69WJud/iwzMA8HnHRnztXBNWeHsl0//zzIqr5/eJXfMop41Wg5cvh3/8dHn5YkgKZ5U89VSxK7UYz06fDe94DX/2qzOKSZnLa8KA9Ho5d+x5CkelUd4l1TcZJY3s7fPzj8KlPyWgneWbo8cjJH/94WsEuI7Nnw2c/Cx/60Pho716vbJ/9bGXPLFtb4c1vhh/+MJHdwcQw5D28+c25jUKDQbkf0qWUNww5bhECYWhIdNbk57PWIqBmCgnZ3GwvIsyYARdcIElK9u2Tt+31iuv94sXjxZD580XvfvppeSvmLb18OZx8svwEenrEqDr1J7J2rSuUTnq83hyyCyn7ALrpbvRUTNU+OXU5JITUciqcBaTccetKSTAo/VRfX8LKVCl5HNs+80YJBCSGa7rQBUrJ8Zdfzk4ISLa8dykMSqlPAG8DzGyHH9Fa3zl67MPIeDoG/IvW+u6yNNLFEdU1iuqahMjrg5xilFrR3CzeNYODMq4wHyE9PSKmTkahFJz3ZYUOv5KMK5ZWDE8AS0a9UA8AVwGpeVJcCoAZE7SSmDFjBoedeCy6uCBZOjMXUGo3Kabp2aC1XuC4MUrFgJla66NKqY8A/wa8E3gcOBkRT7+ltf6vXNqilHoeWKq1LpCj2+Rh7dq1etOmTeVuRuE5ckTc5x95BD0ygvZXMXjymfSffSmxlunHi5lWNrYhRw8ehFtvlZS/w8NywkUXiUVpLkJpMvv3w89+Jlnvh4ZkRnvJJaKwVbJQmkxnJzz4oAjcoZCMOk89VSxK812uHx6Wz7+jQwQdj0dc79vbLb+4SEQsNTN1cabOnSwi1NZOTvdQpdSTWmvXkb8E5NyfxmIQjaI9Hseu+EoxNgW1iblIMUlEzkJhFzvYxDBg5crit2eiEApJ927GJjUMEVpaW6Wbf/ppcR6xMxwxQw6cdpqsaWaL24+lZ1QsHdBafzFl/wrgF0hSk3bgXmQsnNEeOJt+LBaTeyQ5dHkgIFuhQku4uBQCu77MCbn0Q4sXr9Vf+pL17+m1r3X7tVKjlLoU+B/E4Pz7WuvPpCs7aefIWfK///u/dHd3l7sZU4L58+ezceNGpk+fzic/+clyN2fC8p//+Z+OymXq020lAa31/OyalRfJs7orgQ9qrX8z+nqvUioAfALISSwFLkQWaF2mCtOnww03EL3uBg4fzpzU49gxscKxtTD953+WrdDMng0f/KBsE5XWVglZcMUVha87GIRFi2RzQG+v/cQ9FhOBtFhuVy4uWWHGXMjW/MRJbAkXoPxx6yYqgYCEJUgXmmDJErHYsnPHnztXrOUnY0zECuY1wC+11iFgl1JqByKcPlqIyiMRCXOTiime1ta63ZNL5WDXlxUL1w2/shi1ur+z3O2YSDQ3N7tiaRFZsmQJr3rVq2hoaCh3U0qGYRicc845PPjgg+VuSloq0X7KlDfmAH9POfZ3YF7OFWuddzwSl4lJX5+zpB59fZPXBWmqYTV5S1fOFUtdKgalUD5f2bPGT1bKHbduslJbCxs2wGOPpY/jvGGDLEi6FJV3K6WuBzYB79VadyOZnx9LKrN/dN84ss0AHYuNf9am9kuDg7LWWUz3ZheXiYArlrpMZGqLHWx9CmIYBhs3buTUU0/FsEvGOomora3lqquuYtboqlUxxNLqTJmas6ASxdJ/UkoNAGGgJeVYAxAaf8pYlFI1wKnATCQ+0y7gKV1JkYVdSsrQkPNyrlg6OXD6a3d7BZdKpNxZ4ycrlRC3brIyY4ZEpdm+XcKXm3Gc584Vy1N3npU/Sql7sU6g+lHgm4jnlR79+yXgLTjI/Hx8Z5YZoEMpI3KzX0rtn1Jd9KuqJByDi8tUQevJEQvbZeoSmGADo1WrVrFt27ZyNyMtl1xyCaeddhpqCg3og8Eg11xzDbNLEF6wuUCCTqWJpXuBG0b/H0LilP4l6fj5wIvpTlZKGcBngXcBVeZus26l1D9rre8oaItdJgSucDb1sBObksu5uFQi7r1ZHOrqRLzLN26dy3hqayVh3cknl7slkxOt9UVOyimlvgP8YfRlUTI/w1gBVKnxfZaVeKo1jIxIGPLkeKbxuFig+nzi2t/XJ1apZkzxmhpJTOa69LtMRFw3fJeJTqEs9YpNbW0tb3rTm2htba1IsXTx4sVceeWV+KfYiuHFF1/M6aefXjJxOFqgDreixFIH8VEfY6x4msp/A5cB/wiMAP8B/BG4Hcly9xul1OVa63vyb61LMYjFZACdmiQgGMwvSYArnE09amuhv99ZuXwJh0V46e1NCC8NDSK8TLFnoYvLhKBccetcXIqFUmqm1vrQ6MvXAeYs8Xbg50qpLyMJnpYwPsxVnte23me3P/m4YcjYb3hYhNJgUBJvmuO3kRHJ2Wkm4wyHpayZx84Uo4LB8c/dUEg8h/z+RNlwWGKWpy6OuPnyXIqBK5a6THTq6+vL3QRb1q9fzytf+cqKtda89tprWbx4cbmbUVJqa2u58cYbSx6LtVAO5RUlltqhtX7Mpsh1wFVa64cBlFLPAy8AX9Vaf1wpFUESRLliaTHJMdVkOGwtbpnuW3V1uQtP1dVioeCknMvkoKFBYqnZuTLn23f398O+fWOvE49LXMSeHpgzR+5duzpeeAF27064rs6fD8uX25/rkj+jWaTfBnSM7vrIaPB/lFIfBt6KhHT5F6313WVppIuLi0tmPq+UWoO42O8G3g6gtX5WKfVr4DkgCrxLa22Tiit7kuemmeapmURUkCGj6T2XLKoGg7L19spz0jDEyjS5jGmVGokkkogNDMixQGBs2UBA6olEEoumsZjsM61ZTWIxea57vfkt3DtheFjaHAzKe4zHZV9trexzmbi4bvguExlvxgzI5eeNb3wjixwmAS41NTU1vO1tb5tSyZsAli9fzhve8Iay3DvHjh0rSD2VfdenoJSaCfi01nvTFKkDDiS9Poy44zeN/v9W4ENFbeRUp79/fDC4eFzSD3d3SzA4C/UnFrO3AuzvF801l4Fqfb1YFdgJZxNg0czFIT4fTJsGR4+mj004bVp+Ln3h8HihNBmt5fjixemF/oMH4a9/HZsUJRqFl1+GXbvgrLOgvT33Nro45ita6y8m71BKrQCuAlYiFln3KqWWFkNocCktsdj4OIqBgGzFFkNcXIqB1vq6DMc+A3ym0NcMBMbHLTXJJIhmwjAyn2uO0zJZrcbj8nw2RU+rvBnJZUMheUZHIpnDCUQi6dtXCHp6RJCtrk602eOR17GYHG9sTJQfHpYxhMcjArNhyHs2jITY6lIZFMuyVCn1BeDVSK6Pl4EbtNY9hb+Sy1SnUhM8eb1ebrrpJtra2srdFEumTZvGjTfeiG+KxZA566yzuOCCC8pm5Vuo+2GiPUbvR5I1pWMrcG3S66uBAa314dHXBg4SRLnkSCg0VigNh+HQITGZe+45eP55ePRREU5TGB52dgmn5VLxehPuXFYoJccrfNHMJUuqq8XNtq5urEVJXZ3sz9eSuLPTPryD1lLOisOH4YEH5KcTichAOhaTc7SW///1r87CCbgUhdcAv9Rah7TWu4AdwLoyt8klT8x4iKkiTygk+yOR8rTLxWWikUt8Xzur00KglIwXh4bs61RKyoXDzup2Wi5bzJACHs94kdMwZL/XmxgHHzsGL70EbW0yfvV4EsJwPC7vyXX7rhxMsdRqy5M/A6u01icCLwEfzrtGFxcLqqqq7AuVGJ/Px7vf/e6KFUrnzp3L2972tiknlL7yla/kwgsvLGs4hEIlkZpo0tCHgUz2yx8H/qiUei0Ss3Q98L6k4xuBp4vWuqlOsnLU3w/791v7Jt93n5jLzZx5/FA6y4RU8hmkBoOSrbevL2FlqpQIZvX1rlA6WfH5JAJEa2vh6+7tdV4u1Tr0wAERSlPFVlMkNYzEpOfFF2Ht2sK02SUt71ZKXQ9sAt6rte4GZiGxsk32j+4bh1LqJuAmkMGRS3GJxeR5kPxM8Ptly2QZGouJi2smBgbkmZCunlhMniGhUOI5EgjIs8S1SnWZSng84h6enIgpX5yIm07qMMd0Turz+xNRo+zKFsuVemDAfgFXqUT/tWMHnHCCdZ9jvo9QKDGWMK1QDQOamhJWqKblqmuFWnyKce+k5OF4DLii8Fdxcak8sdTj8fCOd7yjYl3bp0+fznXXXVfx4QsyoZTKOvbnueeey4YNG4rUIuccOXKkIPVMqG9Pa/17m+P3KaXWIQmeAsAntNZ/Tjr+ReCL6c53yZOeHvkbDo8XSpOJx+GRR2Djxqyz6+Qbq9frFVclMx6Wi0s+OB34ppbr74e//CXz/RyPJyZ5u3e7Ymm+KKXuBWZYHPoo8E3gv5BYf/8FfAl4C2A1zbb81rTW3wa+DbB27drCRBV3sSQSEbEyFVM8ra5OH17D6cJcKGQtXJjWp8mYyWdGRkRkzcXazsVlouLzyWJ0qudPocTTXMnm2uniqOZbbzY4cZs33ev37ZMwQnZt0Vr6y4EBOWf+/LFhCZRKLCBVV481GhgakmF9VVVi4XZkRMIAlCq+fzQqQvzwcOJ+CgYlHu1E0x9s3PBblVKbkl5/e3RMkS1vAX6Vw3kuLrZUmlh644030lyhE/r6+npuuOGGKSeUnnzyyZx77rlFalF2tLS0FKSeCfENKqUuAv6mtbaYHo1Fa70F2FL8VrmMw1SEjh2zVzVNc7lTT81YzOjtIvj0o/hf3IKKhNE+P5x0Ipx+uqt4upSNUAg6OsYOfM0JiNXkJXUC9NxzzoTWeFysPly34PzRWl/kpJxS6jvAH0Zf7gfmJB2eDRwscNOmNGZsweR73OcTSy8r4cC06szE0JCsw1lZXOUjlsZi44XSVPr65NGUzsI0GpX2jYwkJv9VVeOFCheXiUQgkLD2Nkkn5JVKRDWHoU6upXXieWtHsSxLnVp2GobEYj/xRGeWsNGoWKEuW5bZCnV4WERIw0hEy0oWcD0eeW0uDBV7CD4yIs5oyWgt4ungoPTxEynPgI1Y2qm1TrsknmmxV2t922iZjyIJ3H6WZ1NdXCzxVJDrzBVXXMGMGVY/ifJjGAZvectbCEzglXPDMIhn+bCbOXMml112WVld75NZtWpVQeqZKEPzO4GTgOezPVEptRW4VGu9r+CtchmLufTsxDdZazGXGxVLrZIE+PZsp+6u30A8hhr9wapIGJ56Cp55Bq68EpYsKfCbcHHJTF+f3Lp27vPJpHqI7NrlzEraLDPFQt2UHKXUTK31odGXrwO2jf7/duDnSqkvIwmelgB/L0MTJyXRqHUcajObdTA4XkDMJq5goTNH24m0yeUs8hgSCiUcMEy0ls9geFgstvIdW5vxWJPdomtqRFRw+xGXYmJadJthjsxEQ5AQLJ0IpXZlnIigpjAVj8tvyq6suWBTX29ftr+/OJaV2Yi15ljDCVpLGCInn3s4nBCDMwmr5qJVdbX0XQdGU+s2Nibc+30+6Xty0Vei0fFCqYn5Pvr75TsrkPFQScg1PqndYq9S6k3AZcCFOltTMBeXMpKLKLd+/XpWrlxZpBblzzXXXFOy0AC5WH86IdvvxO/3c+2112IUIZ5LLvfI2WefzcKFCwty/YoSS5VS6SxCvcDvlVIhgNEg1k6ZD7hThFLQ2CjL0U5v6KRRQzA4Viw1eruou+s3qKiFSV08LttvfgPveIdrYepSMkIha6E0GdN9PjmhVGq81GwsRZUS1zmXovJ5pdQaxMV+N/B2AK31s0qpXwPPIRYb79Jax8rVyGyIxxMJw0zMBCGQ/ljyOCdTHVbjoXg8kajMxOuVSXNq+XjcPmFfsqWTSTnF0mysUlPF0mh0vFCaSk+PdaLBaFTcZFNjbdfWji07PCwW78n9k9Zy7uCgJIIxP5NIRK7X35+os65OHuM+n3x+x46J8GrGcqyvl/b5/c4+B5eph883dnEwHE5YUZtYiajm/uRj+aC13OumaGongFZXy/DViVBbLMvS4WH72KFmv+nxZCeutrQ4s0KNRKRPsOs7lRK7iOFh2LsXzDDdyd9rJCJl6uqcL9QMDsr34PONvzes2tDZKZ9Zofv6YlCse0cptRH4IHCuEw9MF5dcSedSnouYBZKcKZKl61xTUxMXX3xx1tfKhVyEyNNPP51FixYVqUVjyaV98+bNY8+ePQVvyzXXXENNTU3B64Xshdvp06dz3nnnFez6FSWWAicA9zI2oYYCVo7uP1qORrk4pLVVloJNC1M7kjpdj0cGVGbW7+DTj0LcRpOIxeCxx+DSS/NodA4cPQp/+hM8+qjMAqqqJCzAxo0SRKqS6eiQBFtPPJFo+2mnwYUXyky6UhkZgUOHZGRsztxbWyVJWAlj6KQKEekwJzFKwZw548UFn8+5YGoY4j7nUjy01tdlOPYZ4DMlbE5a0omX5sQ5uds1hYdkYrGx51odMxMkpbrUpitnEo1ai4lmtt9AYKywl43oWcifuJUXQ7pyqTgdk1qVy8YqNdm1dGQkIeIk1z84KGWbm+XziUQy909ay/GZM+UzPXJkfJ19ffIMrq8fm68REvkZjx1LlDcMEVdbW904rS7WmEnXUolERGhLXZwx3b7D4fHCZXIyteQwFlaCq3lt81qpi5jJZbWWOpubxUJy5sz0ZQ8dglmWKf7yp7Y2ff+c3I7aWhlqHjsmv71MIqjW8lvOJsGlGaM0E4Yhn9n27bB4sXV5c19ywrzBQVmkMRfQzAW2xkb5TsNha6FUqfF9m1LyWRw8CCXSJvLCxg0/H76O5On486j762Na63cU5UouU5p0VoO5CKVA1kIpwNVXX12ScACBQICQ0xXyURoaGrjggguK1KLxZCuUejwerrzySr74xfTpezweDzG7B1EKa9euZd68eVmdUyyUUlx11VUFtXCtNLH0fOBHwN+AT5uuBKNxWG7WWj+XQ50PAzb2Ky4FIRCAefNk5JLOf8bEwlzO75cB0/AwEqPUrvONx2HLltKKpVu2wM03j1UdRkbgoYckadW73iWBpCqRZ5+F73434ZsG0vZHHoHHH4cbb4RKdGvo6ZERefL9EI+LaN3ZKaEYGhtL0hS729pEa8k229pqPVFcsEDekt1zzjDgrLOsXXpdphZ24qVVghKrCaYd4bDcs3ZiZjgsXb454bUbUyZnZQbniwWRSOWIpU4/TyvLtJER+/PMcqZYGo2OF0qT0VqOT5smQqdd27SWPmxgIHP+xY4O6/2pj+R4XK7f2SkCR0+P3Isej7Rp1qyJYfHlUnp8vszWhoHA+IUhrzdh1V5TI33Q8LDsM3+b0ajcc8nP3dpa+c0PDcl+s6yZDM78rQcCsma8d68MKerqEv1bf7/c3+3txVsYCAYT1ufJSZhA2mC+v9paWYTdssXeBd20vswURzmVbGKnOnHs0lo+/+Hh8WERPB6pZ2gofWiBTBamSkl/NRHEUiiOWKq1Xlz4Wl1cKo8LLriAthIY9ni93qyFUoB/+Id/KFlCp1ysSl/1qldRU1OT9lylVNZCaU1NDa94xSuyOscpuVgsX3zxxTQWWBMofGCBPNBa/xU4FVgDPKyUmluAOi9NikXnUmzq6iRtt5NlaQtzOY9HBoJGJAuzo1Jx9KgIpeHw+OV/U8m4+WYpV2l0dIhQmhyQysTMsPLd71rPksvJyMh4oTSZeFyOO1Ui8iSbPru9Pb276ooVzlziLrxQ6nGZ2phipClYJW/meCfVktQUT3OJs+60WzUnftkIn/ni1AU8XTnzGZOJdMmhnIokhbJKzSRqJpc33eydYFen1Tg5k/uoGYe1oyNhwReJyJrpU08lEsW4uGSDYchvOBhMbKlJ3/x+cfmvqRHRs6ZGXlv99gMBWcBMLtvUNP63Wlcn6/jRqMQW375d/kajsr/YC5eNjdL3mOKhGQt9aEj2m3PAYFAsOnftkuNWwzrTYraxUaxQ7cYvZpxRp+OceFw+QydjGfP5ZZUE0xSGnWgMqeean89EwOxHrTYXl6lEVQ4r4PX19ZxxxhlFaM14ojmsaqxdu5b2Ek7YshVKZ8+ezZo1a4D04RRyiX362te+Fl+RAuJnK5S2tLSwfv36grejosRSAK11j9b6DcDPgceVUtciceRcklBKfUIpdUAptXl0uzTp2IeVUjuUUi8qpV5Z8sY1N4s5nOmHnIxSsv/MMzPPWPOdEReDP/3JflQWi8Hdd5emPdlw3332S9rRKNx/f2na45RDh+xHkvG4lCsB2VhcZKKuDs49N/NP5PzzoUITPbqUGNMl1YpkkTRdmWIlpjS7Q6fjykJY1RTi0eDzifVmqlASCGROhOQ0qYtVOaffQXK5bFz38wkRkIxVd5uuCx4ZSS/SmiLG88/bx6Z1cakkAgGxil65Elavlr+zZpUu1EQwKBautbWJ2MTJ8YZNWlpg6VKxHD12TPpXU5AzDDnX6xUr1NSwGlYoJf3myIizYVdXV3ZJppz0gZnqsxJK+/tzSyBVDkzLYKvNxWUqMZKDgctrXvOakrjf19qtplvg9XpL6n6fC5dffnnGLPW5fLYLFy5k8eLKMWx/3eteV5wEUwWvsUBorb8BvAL4MJUXLqBS+IrWes3odieAUmoFcBUS53Uj8A2lVOmHEjNnSgzPRYsSy8Ver7zeuFGOZ+LEE51Zp5bS5f3RR52JpY8+Wpr2ZMMTTzgb/f69whJ9d3Y6K2cG0isyTU2FKzdrFrz61RJFwBRnfD55/epXFy8umsvEwsx8DJktU0otlOaL04Xo1HIej71oWV1tP4E262lqSmx253k8Y+OJWmHG5kvFqSFFcrlsBNBifs9W7TCt3ezOi8USmbJdXFwKSzAICxeK1WtDgwirdXVjE+OZVqi7d2e2QjXjxTY2OrNod2KtmoxdH5WtJ4TWkkCqksPtp+KKpS5TnVxEuUWLFhUss3kmPB4PAwMDWZ938cUXE6zgmENr1qwZE77ASjTN1v0exK2/Uli2bBmzijRxrmgRUmu9VSl1CjATcIfbzngN8EutdQjYpZTaAawDSq/g1dbCqafKli2nnw7PPJN5JObxwIYNubcvW7IJOldpOG1TDjFaiorTkXiJ/LDa2jLHEAQZ7DsdvNfVwfr1srm4WGG6rlslbDIxRdSJYmEDYsHkxC3fykLU55PHSzg8NmSAmUymmJ+DmQhmaEi6y+SkM5nE1upqZxaWyUJwNjFSa2rExb5UOH2kaC2RaSrI+MDFZcrR0iJ9y6FD0l+Y7vNaJxaOTHG1ulp+32YsbKvYqSB1dHdLf2iXZCoH707b+o4ckfZMlFBFmcKZuLhMBQzDyEmUK1ZMzFRyaV9tbS1r164tUosKQ6rVq9frJZxnGMOTTz6ZZidBq0tEMe+RihZLAbTWYWBPudtRobxbKXU9sAl4r9a6G5gFPJZUZv/ovnEopW4CbgKYOzfv8LCFpbkZrrwSfvOb8UvhhiGjuyuvdBZdvlBUVTmbIZYwO7tjnLa90lIam9kV7CiRShQIwOzZsG+f9XEzb1mlfYwuExfTtTJ1smm1Lx5PZBkuBebPzutNWMeY8VWThVCfT34TycKnYYglUyYB0bR0SndtM5ZhqfF4ZKEjm/iFXq9YbJkJXKxobBwbt8/rhcOHE3FGzezPqaECzBiMg4P2Czm1tZlFVbsu17QoTV1Xy2QVNlFiCrq4TGZMK1QnmAtCvb3jE/k1NEifEwxKkim7YbhS8nzId5hmPvP6+qRd8TgsXz5xksiZbvguLi7OWbFiBdOmTSv6dWpra3O2Ki2G63cyuSRzMjnrrLOoSxmsFqK95513Xt51FIpTTjmlqMJtxbrhu4BS6l6l1DaL7TXAN4FFSDKsQ8CXzNMsqrL8hWmtv621Xqu1XluK7HJ2aC0T7FBodJu7hMiN7yB+8qlofwCNIu4PMLLyVAavfwexhUtK28DTT3fm23n66aVpTzacdpqzsAbr1pWmPU5pbXVWzi4lbIEYGJDIAFbWax6PxAazc9N1cckWJ0KpuT81/1wu4yuncUFNYc8U7iIR+Y2kWoya+1NFOK9XRL5UV3ufT/aXKKloyQgEpKsKBhPColLyuqVl7CJLdze8/LLE5EuOSdvfL8mTTBd4UwD1+cSiPZ1gaVq8NzdndnW1esSZ5cNhaZeVA0Im67GJZPHs4uIiVFdLxKzmZlnIaW6W16b1u+nev3evdaIi0wq1tlaeAU5c+zOV0Vqu1dMjQ8M1a5yHRqoUXDd8l6lMtgl7YLxVZLEYchokPon6+npWrVpVhNaMJVdxUynF6RaaRLoET0457bTTqK+gye4555xT1Pon2VTEHqXU/cCfgC9rrSv6EaW1vshJOaXUd4A/jL7cD8xJOjwbOFjgphWcWMx6wBBvaCZ20aWMnHXpOOuUkR6x7ClZjqeNG+GRRzKbyXg88MrS59Sy5cIL4fHHM6e59nqh0gJUz5wp6mSmB6xh2MfALQDhsIgUWsslDWO8yNPRIft6e2VAbyZaaGyUwb1rceqSL04mlKlilscjm5PxlrkQ4Pdn7i6SM1ObmYz7+jLX3dMjv4/kcZphiOF7JRrkFwOvVxZUMo0zh4fhhRfSd3taS18zaxZMn574PINB6Qr7+hJWpqaLfrI16vTp4sJqdR8ZhoiqnZ0icCSHGzDryxQOAsaLsSUwCnFxcSkDpnu/OTZqbEy495uLXh6P7B8ayrxQY1peplqpm32P3z+xQxa5lqUuUxnDMMaIpamvrTjhhBNoKYExTF1dHf39/Vmfd8EFFxTdqhRyD19w2mmnUW0R5D9fsfTss8/O6/xCsnr1ahoaGop6jaloWWoA7wS2lbsh+aCUSlaHXkfi/dwOXKWUCiilFgBLgArL2jMWuwGEUjKRthpk9feX0MVv2jR417vSmxX6/XK8EmeGbW1w441jFQ4Tw5D9N95YeZHyq6ok41G6h5FhyPESKC12sUpB7sVdu6SsOQYws8Zu3y73q4tLNqSOaeyE0nTJeMJhORYIyGbVhSXvT32drpyJ0xiW6bKnuyQ4eNA++ohpRZza9fl8ImDMnQvz5snflpaxCzs1NQkr+GQL1/p62d/amohHODIyXgS1EzxScZPVTU2iURHujx4Vcf7oUXntCkaTi2BQcrcuXix9R3Oz9DnJye7MhFNWyQjNWJ6GIedEIoly8bi8rq8vmQNR0ciUoNHFZbKTKow6sTI966yzitWcMaS632fKGm9SVVVVEqtSyN2y9IwzzrDcn0uSLZNVq1aNc+svJ6UQbqecZanW+jw4njV+IvN5pdQaxMV+N/B2AK31s0qpXwPPAVHgXVrr8kYMGx4W35kjR2TW7vGIacvcuRAMOh44+3zWlk7Dw+LmUxJOPBH+67/g7rsl6/3IiMxWTz9dLEorUSg1WbkSPvIRuP9+yXofConqsW6dWJRWmlBq0tgIq1dLZoJjxxL3UEuLmFGVyCTNTui0E/21hj17RDg4cEAEEfOttLfDggUyoXBxSSZdv5eKkyQaZtKO5PoCAZnspo6dolGxBDLFMnPRKl1MVCfJi8xyRV4EnvB0dDgrd+yYrBWlMjws/UtHR6KPaWuTfsaM72e67dfWSn905Ij89XhE7OjosL6fUi2+7DBj07pMLUKh8fF5tZZ7c3hYHuuup8XUoqVFFstMDwNTPI1E5H4wxz+TeRzkLhS4uDhj9uzZtJcge1sgECCU4o7lJEboGWeckZfomA1OxNtUVq5cmdbiMh/L0jPPPDPncwvNwoULKUUYyYoVS5VSc4GI1vpQ0r6ZgE9rvTff+rXWz+VbRznRWl+X4dhngM+UsDnpOXYMtm0bO5OPxUT4OnwYVq0iXmu/XKxUetEgz4Ru2TNtGlx3nWwTjbY2+Md/lG0iUVUlauKCBWVrgt0iqBML56EhiYYAY38O+/eLuHHyyZWrWbuUBzOfnd395TQeXGp/acaITg5pkovQ4TQ2aiGzIk9WnHpLWJXr7h7vwh+LyeP26FFJiGLG+evqguefH182nVCaSiaXfJMZM+zrcZlcRKOZE5mBHG9pmXxxiV0yU1MzucXQTLhu+C4uzimVVamVhasTq9dTTz21GM2xJBdxc8OGDWmP5SryzpkzhxkVNKhLZzlbaCp5mLIbeAFItgC9H1gKpP2WlcjvFwFnADMQy8sjwCPAfTrXdGIu2TM8LEKpVadjzty3bYM166Aqd9MT9xt1KQV2WaLtnq3RaHpXfq1FpHj6aTjzzKk7mXCxpqoqP/d1J1an/f0igmqdm9DhRDgzy7lkxok4bpZLxi7WaTwux9eskdepQmky5veU7jt18n0bBsyenbmMy+QjOU+G1e/dvG+GhiZ+QsRYTPpmcxFKa7HG93jEJb1kMfVdKh7TDd/FxSUz1dXVLF26tCTXiqRkJPV4PLbxQdesWWMZC7RYZCtutra2MitD/KNcLUtLJU46oa6ujoULF5bkWpUslr4F6EnZ92EgrQOfUmoWkujoROB5RCRVwDnAx4HNSqnLtdYHitFglxT27nVk7uQ5sI/Yotw7RXfy7VIK6uokcVOuJGe1Tkc8Drt3S8QEFxcT05XZqat7Kk4XlIaHnU/mUoWOYHCsSJIO1yXbnrY2sQR1Ui4ZJ7FO4/FEMhYn37VTETwVw4AVK9zveypixi+2inGbnCRseLj0Ymk4LNbX5vNYKXm2NzWNFTZHRiS+qplsyFxwqq9PRP4Jh8fWA/I3GExkbp8+Xep3cQHXstTFxUlip9NOOy0n1/NssXLBd5JIaX2JM81lK5Zu2LAh4+eXi1haVVVVMgHbCevXry/JPQIVLJZqrX9ose/3Nqd9AxFY52mt9ycfUErNBn4M3Ay8thBtdLEhXbrdZLTG03nYVizVWuIaWeGu3LuUguZmmTzlasnsREjSWoQMVyx1ScXrFYvjUKh4oUfCYeeTuZGRsUJHTY2ze9y1mranvV1c5jPNJwxDyiXjNNZpR0fxhFKvV1zvZ892hdKpiikeWs1jkvfF44nQ6emIROS5OziYqLemRvqe5KRlZtneXhgYSJStrZUYyT6f1HHkiFyvoSFxf4fDEgpn+nSpu7dX6jKMsSKo1lJ3KCT1mnHMU9+n+d4bGuR5vmCBO051cd3wKwWl1JXAJ4ATgHVa603lbdHUwomL+8knn1yCljBOKPX7/YRtBtitra0ld0XPJsGTYRisXr06Y5lcxNJTTjkl50RTxWCN6SJVAipSLFVKzdda705z7Ayt9d/SnHohcFaqUAqgtd6vlHov8HDhWuqSkXwCr1mQTix1J2QupcDvF3HCtMpKxc5N36no4A6mXdJhWph6vc6EyWxx4q6fXDYZrzeRQT0dTU1ujEInBIMSWzSdS71hyPHUZ182j9x83UGTv39THFq1auJnrHbJH6fGHoYhoWm8XhEgTYGzujqRFT01fq4pWA4OimW1+RsYGBDx0udLJPwMh2X/wIAsdnZ1JRZ4kkXQQEA2cxEhEsks9EYiYwXZTJ9DMAidneMXNqwIhaQN3d2J7PBNTfI+rQTlUEgWVbq6EuWbmyWsvps8q/Jw3fArhm3A64FvlbshUw0niZMWLlyYNjFRsbETSgHWrl1bgpaMJRsLylWrVuG3WZ3LRSwtlYDthKVLl1JTQsuLSp22PKOUepfW+qfmDqWUgawEfRBINwwYBpoz1Ns8WsalFDgMvKY8Hrze9CKRGQPKqn+tqxsft83FpVjU1sL8+TI56e9PTFDq6uTYrl1yy6cKCaaFihMhyhWTXOwwBYFwOGFlmqu7dDLJLqdOyqZSVSUT+8FBcbE1xYRgUCy23HvbOU1NElvULqt9MtnEOlXKubhqhVLS/3k8Ykk6Z467cOkiOJnXmWU8HuknzLldLCYLQWaMZp9vrAVpJCKb1vK7mDlTXo+MSLnka/v9sg0PyzO7tjazCFpbKyJoqsWqFekE1dR6nYqlfX2wb5+0YcaMRD88NAQ7dsjvK9mSv7dXytfUjC+/fbuUb2gQQfXIEcm1ao5XWlrEitYVVEuLa1laGWitn4fcMoy75IeTtDHlECPBWXgAwNZqsxhkI246sbj0OXnIJdHe3k5ra2tW5xSTUlqVQuWKpR8E/k8pdSnwDqAN+DkwC3hVhvN+CfxYKfU+4M9a62MASqkW4GLgC6P1uJSC6dMl632mzlEpmDEDz2AfxrZnYefLMgr1+ojNX4ReuRJVX4/XKwM9c/Lt98sg1BVKXUqN3y+Tk1QvjN7e8UIpJJI31dXJhCgTSjmzQHFx8XikD0wWqEyLp1zx+0XQdBIb1Yzbl4rXK5P0MhkGTCqCQVi0SDYnZBPrVGt5POeCGY/UtSJ1KQTJmoXHkxD9zflc8nFTPB0ZkTJmaJxMImgwmN4zKZVUwTVde50uTJmLCpkIheS3OG3a2PAFZsiB6mo5blrAmuXb2jKXj0REUDUM6Y9rahJtP3hQFmQaG529D5fC4IqlEwel1E3ATQBz584tc2smFosXL2bHjh1Zn+fxeFiyZEkRWmSPE7F02bJlJU3sZOI0ZmkwGGTevHkFq8/klFNOyap8MSnHPVKRYqnW+v+UUg8CP0PM5RuBPwOXaK27Mpz6XuQ9/QjwKqVMuwkPEAW+B7y/SM12SWXuXJm52YmlHg/cdhsqWWmKRvC+/CLs3gHnn0+tm1LXpYIJhSQxU6ZbvaZGRKhMkzbDEMtVF5dc8PnE+igUks3EnGDbYSYmcSKWlmG86GJDtrFOjxyxL9vcLFZppmXr9OluPFKXzGQrJlq9TidamvuqqsSKMhJxZrFeaBHUKVrL7ygTnZ3yO7MqZ4qhzc1SbtYssahtaspcvqkJDhyQBbDWVmtRNRSSxTUzbMHQkIQASPaEicelLre/zx/XsrR0KKXuBawCS35Ua32bkzq01t8Gvg2wdu3aAvcMk5s1a9bkJJauWrUq50zt+RJ18OM86aSTStCS8TiNFXrSSSc5KhvI0q3ghBNOyKp8MVm9enXJ75GKFEtHOQzsBlYBBvAnG6EUrXUY+Cel1AeBU0l0lIeBJ7XWNnZdLgUlGJQgZtu2jQ+GZ47cFiyAv/zFegRhjiweeABe85rSp011cXGInUABcjvPnSuiqmklbWK66p98spsAxyU/PB6Z2KZObv3+REISK5JDmjQ2Qk9P+rKNja5LfSWSbazTE06A559PX/aEE0SkcXHJhkBALD9zxal3rM8n/VA5RFCwj1lqLjzZWdlHo/Yu8UolhsmRiH3CKKVkyFxdnVlUHRqS/qC3V8RTM0RHcpneXvk+m5tdt/58cGOWlg6t9UXlbsNURSmVs+XfqlWrCtwaZ3g8HmI2cYkMw2Dx4sUlatFYnLrNn3jiiY7K2cU0TWb+/PllsaZNh9P3WEgqcrqjlDoH+ClwCFgJnA58bdQt/0bTvT4do6LoA0VvqIs9LS2wbp34Ah0+nDBPMYOcbd5sHzgtFoNnn4XTTy9Jk11cTMJhsbTo709MjOrqxNIi+VnTlXEZJ8HwMJx5pgimBw/K5MfrFUuv+fNdodSlePj9InIOD8t9nSmkSSAgXffQUCJetFJizVVd7QqllUw2sU6bm+GUU8QC7ejRRNlp08SCzbUedcmF6ur8xFJwJoBmGXbNMU5EUDNer109w8NiE5CJ6mpn79ecrzot73Q80dcnImgmUdVMPrV//1gh1hSi9++X/qSpydk102EmrRoZkWeTef2qqsmRINC1LHWZ7CxevDgrMc7E7/ezwK6zLBJOYqmecMIJWcf6LBROLCmrq6uZkRofLg3ZuOGXI0ZrOvx+v6MwA4WmUh879wKfBz6htY4CO5RSDyMC6lYgp6h+Sqm1QLXW+qGCtdTFnmAQli6VLZWXX7Zf8tdayiWJpbGYDEJTXU3dOKYuhWJwcHzIXa1lYtHfL4klzMmIU2uBeFzOWblSNheXUuLxJFwu7fB6ZULsGvRPPLKJdRoMwuLFsrm4FAKPR/qNTPFEC0U2dTsRQZ0mSauvF3ExeSE1uR6txSKzvd2ZFagTki0+neJEVHWarKqvT95Lc7O1W//ISMKt3xQ9w2EROpPDJ9TXy2d89KiUCwQSx8NhefYk7wMZ74+MSEiBibqI47rhVwZKqdcBX0PyofxRKbVZa/3KMjdr0rBixYqczlu1alXWsTQLhZPETivLOGlzIpauXLnScdKybNzYly9f7rhssVm+fLnjkASFpFLF0otSBU2t9e5Ri9OP5FHvT4ClSAxTl0rAadT9pHLhsLU7qRmnr67OZnDa1QWPPQZbt0plfj+sXg0bNrg+h5ORWGxs2nBIpMlN82AOhzPnJjOTo8ydK9UYhjPBtAx9vIuLiwXRqGs56+JSLAIBcT/v7S3udXw++2Gk1tm5rg8MJOpMFUHNa5oJ7hobZWHVHF5oLX2Kx5MYH0wEnFq22rn1m5/d4cPyWQaDY+seGZFxen+/1JUspELi80ode5llOjtloXoi9tGuG35loLX+HfC7crdjsrJs2bKczstVZM0XJy74Ho+nbC744MwNP5u4ok4tZCvNBb9cwm1FPm7SWX5qrePAp/Oo+nqgcr51F2cjXUD7fIyMJh3RWk6LRq3FrP5+GcBa6mA7dsAtt4iAZo5awmF4+mnYsgWuuMI1sZlMRCKiiKRiiqfV1Za+fN3dmQ2ezQz3L78sr51aerhavItL+QmFxsdkNV1mh4fl+eHG33NxyQ+/P72FqRMrT7vjXq9YNGaKr2xiLqKnswQ1Q+x4PCLyjoxIu00R0LQWra9PCKWQsKLNB3MYbPd+zaGK3y/DF7vyhcbpOKe3N2F5m66O2lrrNlqJ06n09U3csZRrWeoymZk9ezbBHEy/PR5PWdyrwZkL/tKlS8vmgg/YWox6vd6sPj+nYRIqKbGTUopFTtylikBFiqUASqlmYCMwFxjzrWqtP5VLnVrrJwrQNJdCsmgRvPhixpGdVorYvMQPRCkZJHu9Mum1WqkdHrZwN+3qEqHUSpyNx2W75Ra46aaJOxJzSRCLWQulyQwNyY2SoqxnSoRj3irJOHHdMwyJBeji4lI+olF7caWnR2K2TkTrJReXSiIQkOHU4KCM15yIeE5c95PFzbo662e2ea3khHdWcZutQjhVVY0VRYtJba19n6RUYkxbV2cfJ10p+cydxDfNRlh18r1UVTmzoLRLvJXu+NDQxByiu274LpOdXK1KlyxZUvIM5yZOXPBzfV+Fwu6zWbZsWVbu6U4/61wTdeWCUiqjcL1gwYKcYuEWgoqcCiilNgB/BEJITJEDwMzR17sBW7FUKTUPmAFo4IjWek+x2uuSBytXirVnphGE4SG6bGysEHPAZmZdTf19JXtcH+exx5wlk3r8cbjkEvu2F4uuLnj0UbF0NcMEnHiixGyt1BHiwAC89BLs2ZPIWjRvnsSpdRoksdBY3gRpyqWshGZyv0+XOTqTkbRhSAIn11rNxaVwmOshpghjCh/V1eljV9utnySXs7IYi0ZFhBgeTlwzGBQLt8kqrobD4v7a25vIgN3QIPEDJ4qbsUv5sLK+DIXEQjCV5JAYyTHpUzGFUkifvM5KBM0mbnOpSBZ87axezfJ2Frv19TImCYXsBc5oVOospKWqE1E1F6E0l7ZUCq4bvstkJ1fLv3KLkXaUUjS0wi6Wa7btcyKWNjU10ZRvxr4ssBNLyxk7tVIj6H0B+BkwCxgBLkAsTDcBn8t0olLq35RS+4CdwKPAY8BOpdQ+pdS/FrPRLjlQXw/nny+zzJTRlVYK7fESPvN8dF16Pyer37zl723rVvuRSjwu5crF9u3wf/8HTz2VEPvCYXn9f/8nxyuNQ4fgnntg586E6B2Nyut77pHj5SAbsTSFdAP9TLePx5MIg5p8fjwugv5LL8GuXflnCXZxsSIWkzWLY8cS28CAs2QlE5FQSNaVkhfLzHiBXV3phRanvz+rciMjkhF6aGjsNYeGZP9k/G3398t6Znd3ov+Lx+X1jh2ZrfBdXNJhWpwmx6w0Fx6am0XQNMNhJB8PBGR/qkhviqDNzWIVbtYxURJ+moJv6udRVWX9fs3PLzkmaPLnZ35ONTWJEAJW1NdLlnkneVYrRaQsZsKwYhONWm+FQCn1PqWUVkq1FqZGFxfn+P1+x9nYUymXGOkkIVJ7e3vZ43ZW2bg5LFiwIKv6nCTSKrWAbfddLFy4sEQtGU+l2kGcCLxVa62VUjEgoLXeqZT6IPBzREgdh1LqP4D3I4Lq3cARQAHTgFcAn1RK1Wqt84l76lIIQiExVenpkZnXihUy+zp0SEYOPh/Mn09s2Qp0bfqVDdMlP9Wiz/I351Q8y2TOUEy6uuA3v8kcJuA3v4F3vKNyLEwHBsQK1kqRMQN7PvoovOIVlWfOkYG6uvRWL5lQKpHsKfV2i8cl+2tnJyxZIhMZF5dCYJf0ziQ1EZmV5dVEIBaz/n0mY8a1S31vTif8qeWiUXlEZaK7G9raJpaFaTgs7U62ajPnBcmJbqzQGvbtkzDfroWpS7aYFpV1demPT6BhQ95k+37tPj+Q+oJBewt8M/FScpZ7SIikXq/0qTU19haoxRZVKyjfSFYU0w1fKTUHuBjYW5wruLhkZtGiRY6zsSfT3t5OTU1NEVpkj5N4pZVg9RrI4JbY1NREfb6Bsy1YunRpwevMRKZEW9XV1TSXUfeo1CF9ssxwBJgHPA8MAO0ZzrsJeNNoprtk9gKblFIvAF8jvyRRLvnS3y/u2smdlN8P06fDjBnQ3g41NSjAo8FDmLD2Esf5jN5y4mZGxbejXL7S6UTHZGIxCSdw6aWlaZMdL73kzFr3pZfglFNK06YC0NSUEA+cYurZ8XhmvT0eFwPh1atLFxPNZfISizm37kv9qZpiqpn8pFxk606fjSt9qpBg5/6ZXC6ZwUFn1xwcFBf1VKJRER9Nq1RTlKytzV9cjUREyBgcTNRdU5NwxY1ExIV+YCBxvLZWjnV0jP084vHE/eTEKllrWQBqzzQycykoSqkrgU8AJwDrtNabko59GHgrEAP+RWt99+j+U4EfAkHgTuA92slM0WXC40RUbW6Wvqm7WxbVzH4yHpfxUHW19FMjI/aWnUNDYy1erXBiyZqOIugCJaHIbvhfAT4A3Fa0K7i4ZCBX69BKECMzUWrR0IpMsToX55CU2s5S1TAM5s6dm3W9+ZAp5uqSJUtyEuILRaW64T8FnDb6/weBTyul3gT8L7Alw3ktwAsZjr8IlC4Ag8t4QqHxQmkyWsPBg8dFTXOV26+iKJyP6y2T8a1ebZ2eMxnDkHLlYMsWZ8Ljlkw/gRKT6bs00VrKlRqn6o9FOb8fZs507u6VPAjOZIllEo+XLzqBy+RieDj/Ovr7y+e+n4s7vVPjf6tyThcoUss5/Zytyo2MiFW5KWaC/B0clP1W7vvRqLz//fvFenP/fnmdapk0PCx9iSmEmnUPDMj+nh44cGDs4o/WIq4ePTq2+061Ckvt2k1ngWT30VjMWTZyl4KyDXg98FDyTqXUCuAqYCWSIPUbSilzueGbiEHBktFtY8la6zIhqK6GWbNk7DNjhvydNSthydnUJIJrJuvR2tpEPGc7shFMzf+3tk4sy/1UMrjhtyqlNiVtNzmtUyl1OXBAa/1Msdrt4mJHruJati7kpaS6uprp06eXuxkZhcRc4sTaCY9z58515KpfSAr9HgtJpT5yPgqYa6AfA36MWIS+BNyQ4by/Ax9XSr1Jaz3GhFAp5R+t9++Fb66LYzo7nY2QurvF0jQJr4oS0b5xRVMnj8mB8MewYYO9IOnxwPr1mdtXLPKIsVk2nPoUlSMFqFNL4jSiak0NzJ0rQkB/fyKxidXtk7zPqch07BhU8BjBpcKJxRIZppNJdaPMhVSL01hMJsDJ1yqEC3+u7vS5utKDTPydCJ+prp75uO93dWVeH+zqgmnTEiLA8LD0D6liweCgWG21tMhnH4mMtwxNxowtmu6YXdtTy8fj1kJJLCbtbWlJf75L4dBaPw+WE57XAL/UWoeAXUqpHcA6pdRuoF5r/ejoeT8GXgvcVao2u0wOamtlIWloKLHAZcZWNa1P58wRm4f6emu3fqVkMcfsY1OPgzxrzFQGZizWpqaJLZTauOF3aq3XpjuolLoXSVqcykeBjyCh5lxcyoLP58vJTdrr9TJr1qwitKgwLF68uKwWjSaZhMs5c+YUtD4oT3zQTGLp/PnzS9cQCyrysZPsUqS17gCcpib//+zdeXxkdZX//9epyr53et+7VUD2Bpq2G3BHxWVEHVFwnXFBENQZne8oOqOOjiM6K+7g8sOFRUZkRHEHN6RZuulmaZC9m97oPXs6SVWd3x+fqqSqUlWppJNUJXk/H488krr31r2fW6lUbp06n3MuBX4D7DWzPxGm8DvhH8zzgR5CTRcplWJTUDo7M4KlZhD1BLmS9mKxZPZp1Qhv3ltb4Y1vhB/9KLy7S3+3GImEO77xjaWrB3qEwb2SqKgoLhBaiivcaDRcjReas1uobTbhoZ43L3xB+PU8+eTwYEGqVimEAFN//1BX3nyma+MdmXj5OknD0HNuPK7vOjvDhwa5pqDnm8I/min1Y51OP9ap9BBeilpaCv8ramkZ/pI11mOmZ3zmk8oEbWkJL6fZgdLsbQ8cCJlfqW7YhfY7lnW5tk0vM5LNDJ5+Omw3R61FSmkxoalpyo7ksoHkz9nLRUatoiIEQvNNh29uDsHTvXvDdVB606qamnC/1tawvq8vs4lXqqHVVA6K5nMkNUvd/excy83sRGAlcF8yqLMEuNfM1rj7M2McqsioLFu2bExBxZUrVxYMkpVauWS95ute39TUNKbmU/n2l1KK4GS+AG5dXR2NhWrITIJp9e/I3R80s6OBtwFrgVS4/RngY8C17j5CHotMqJGmmcdi4R16T0949xWNhneFS5dC7fAXhNSb8KI95zlw4YVw112h633qSu3EE0NGaSkbJ510Uuh6X+gxikTCduVi+fLc0cN0ZmG7UqisDKkQqehlSlXVUOv6UaiqgiVLwpTY9FPOzp5I7b63N//F8VRrqiPloZhszPEMmI5Uq7OzM7y5jUZzB3FTU+oPHw5vktNLQo9mOn36tVJ1dXGd5/OVn66uDlmQhbKjsqWapIwkuwTMaALCLS0jB0BhaBp9sXVUxyq9bmG+QGlqPBDKBTQ2lq7s93RSKJPM3fPVJcz1F+8Fluc67oWE6fqTXrNMpo/q6nDZnk8qA3WmGe+ape7+AKGJMQDJLPLV7r5/fI8kkt9Yg4qlnl49knIJllZWVuZcPtagZqHAdiQSYVEJitDnC+CWw3VIWQVLzezmYrZz99cWWNdJqM309fEal4yjfPOYIUSWsucrxuNhPs/u3XDCidAa/oCj0XCxNaYPpFpb4ZWvDF/lZN06uO++kcsErF07eWMaydFHw9athdMkI5GwXalEoyGCkbOQ7eg1NMCznhWyIlKNULL/76Ru19bmzyzTlFUZi5GCb7mmSacynydqNlFvb3iuj3ZK/VinttfVFRcsLfRB2kjZUdnq64sLfGY3dR3tOY4muDqR7XkSiTDNv9hMqNRY9u6dmUGQ8ZYvk2wEOxhKEoCQZbYruXxJjuW5jnsVcBXA6tWr1QBKZJwcSWapSDkby1RwKJ9gZC7Nzc005+rWWQL5AonLx5iIVCibtxT1SmH8z3E8lVvu82uAE4EDI3wVzcxuMbOF4zxOGauWltzLCxV2S6a22IMPUJvoprY2ZO2Vceb+2LS2wnnnhWzI7JOLRMLy884rbfZrtoaGEOSNRnNHDKPRsL6hoTTjK8LAQCilu3UrPPVU+L5/f+FGTaNJSs1VNSESCc0TREarUDZmvsYbqcY8E9WJt79/dEG+lGKDt9nbRaMjBzmbmsY3e7uiItTMKyRXTb3RnuNogqtHEvxOv28iEQLeXV1DXz09o39jn6q/KiVzM3C+mVWb2UpCI6e73X030Glmay2klLwDdc0WmVSpYGmeBk/jdAxfoaxSmWwLx/CGpqamhrlz507AaMbHWLrMT5R8maBLlizJuXwkhYKhpahXCvmzZ8caiB9PZZVZCvwHYQr9C4D/D7ja3XcUvsuIXgCMT0qZHLk5c0LHiex3hOmtevNxD5Gs44+fsOGV3FFHwUUXwZ13hmZU/f0h2nbSSSGjtJwCpSkLF8LLXw6PPhq63sdiIWKwfHnIKC3jQGlPT+6O0J2dIWAwb17+7LSRsuhgqJZueoArEgm/5mK7coukK1TLcqSX0PSp1OOZbeo+tin1RzKdvro6vBwWWx91PNTUwNy5Yfp7quNzqvlIfX3u6ft1dcVNl09vdpIKbh8+PLypVk3N0GdTdXXhdWosIpFwjIGB4hpeFWuiAvIyxMxeT2h6Ohe4xcw2u/sr3H2Lmd0APATEgEvcPTXt42LgasL18C9QcyeRSafXR5luGhoa8ga6ChlrndPJUk5Zr7keXzMbc7C50OM+1gDskcoXwF2wIFc1oslVVsFSd/9HM7sMeDXwLuATZvZ74NvAT9y9QK6XTAnV1SGItm1b5jv7YtKS3MOU/BGCpRPVuXnStLbCq14VvqaKhgY49dTwNUUMDAwPlKZzD+sXLw5JvdlGe9EbiYTPChYuVKBUxi5fo6HRTslOBeQikSPP0jfL/HtIJMK+06tzRKPhK/1YRzqdPhoNgdfJrP1eUREamBQ7O6uhYeQp82ZDnynV1YXPE3MFQVNNtRoaQhZrY2MIxMZiuQOr1dVDj3c8Htanl26uqCiup+BoTLsZH2XI3W8Cbsqz7nPA53Is3wCcMMFDE5E8NA1fpqOxBtfKYXp1IaXuwJ4uV3Bzzpw5Yw42F5qGX4p6pZB7Gn5ra2tJSgJkK7vLWnePu/vN7v46Qoe/3wH/Cuw0s7GkqG2DnE3UpVQaG0NqXWvr0DurYt/pj3Cl0d8fuhxnZzn19YXl4/3GUKau9vbikpnb23OvKzYoYAarVsHpp8PKlQqUypEZ7+Y5qWzTWGyoD1p/f7id/veRqmGZatZ0+HC4nUiE7OnUNVs8Hu6fXcY4tTw9qFqK6fSTraIi/KvLd01rFtanrhNrakbOFu3qCttVVoYPAdvbc//P6+gIz5dU38Ts/3+x2PjXsS3HyQ8iIqU2GdPwRSbb4sWLx3S/cphenc+sWbOozy5AX0K5gptjfdwhfxZnS0sL1SXq0JkrWFqqLNdsZZVZmkM90AI0AF3k6d5ZiLvrk/RyVF0dUvZSf+y7dxduEpSSpwAwhLunGu7kk965WWa2rq7wdGpsDFNoUxl73d3heZK6gO3qChmh2ZqaQgB+JC0t6g4t46fYbMxi5ct2SQVRKyrCNrlq+KayR+vrw3O8p6dwrV8YCsSmXspLMZ1+stXUhJIeqVqgqXOsqwtZoun/1oqt+XnwYHhsduVs0zOkUPY8jL5WaiFm4TxFRCTbxl8lEpbjahIA1RmVKWks06TNbEx1TidLOXRgTzfewdJ8Snneuc6xVFmu2couWGpmtcCbgHcDqwlTjd7p7reOcL+V7v5UkccwYIm7bz/S8co4WbQIduwY+V1dgT+c9Lprke4Oap/YQtWOJ7DYAF5RSf+SZ9P77OPprW4q5zKaMkmqq0MQ1GwoYJCaDltfD/v2DT2nnnwyBFVbWoam5M+ePXJ2qpm63sv4ikbDc3CkoGQxiqlzOjAw8jZtbeF5PtKHVSkdHZkZiKWYTj/ZKirC60e+Hocphw4Vt79U6e+RyoEUGwTNV95hNJYt0wdDIiK5uPs5pR6DyHgbS7B00aJFebufl4NyKxGQa7r9/Pnzx7y/fNPwS5nJWZWjG/KRnON4Kqtp+GZ2FfAM8AHgOmCRu791pEBp0noz+7aZrSuw/1lmdjGh+P254zJoGR8rV448rzkSgRw1RBKJkK0UiSQbbbTtoOX3P6F62yNEYgMYEIkNUL3tEVp+/xN8+5H2DJOpzj0ESnM1uEk1vpk7dyjjyz0EeLZvH2rWUlUFS5YUnl67ZEnYTmQ8jVdQsZjgWLHb9PYWX8e3mBLVM1Wxj2EiMX6d58djKv7y5bkz8EVERGT6MTMaxpB9VE71QHMptxIBuRo8zZuAaTylzOTMVRqgXIKl5RbWfw/wNLAbeCXwylzRdHd/bY77Phf4BKEzaBzYmNzPYWAWcBxwLHA38Hfu/quJOAEZo/p6OOUU2LQpvAtMf4eeil6dckrYLk2qDl5qM+vsoPrPv8Piw+eVmjvEYzTc8ztYfO7IxfJk2kokRg4QmIWnSHpAwh327IGlS0N2X0MDPOtZcOBACKYmEuGp2tQUMu0UKJWJkKr12dExtGw8MgOPxEhNjNKVcpzlLhIpLmAaiZS+1l0kEl7n5s9XRqmIiMhM0lxsp8ssEzGFfLxUV1czu8ymBGYHS6uqqiaktuhEBGCLlR0sraqqora2tkSjyVRuwdLvMYa6pADu3gb8PzP7JPBq4CxgOVBLqAXzXeBX7v7g+AxVxt3cuXDmmbB1ayjElipst2hRyCjNCpSmMkrTVTyyBRIj1D5NxGHLFliXNwn5yLS3w+bN8MgjYQ5rZSUcc0zo8jPGfyzTXl9fmPd+6NBQxHHWrPCcmKB34cUESxsahmdvJRKwc2d47mXH9GfNCtOLFSSViZZd6xOGd6WfTKk6nMUEQse7qdB0MmtW+PCl2O0m+/cdiYQPiPSvTEREZOaaO3fumO5X7vVKx9plfqJklyw40mBurvNraGjImcE6WbKn4ZdTwLqsgqXu/jfjsI9e4EfJL5lq6uvh+OPDV38/7N8fgo9bt4Z3ac3NYa5fVVXOrJro1idCBmkB5g5PPDExwdJt2+CXvwwpr6lxDAyE4Oxf/gLnnBPmK8qQjo7w+81uvX3gQIhUrlhRsizg7P8nqaY3uXqRuYenakdHiO+rLq5MtFy1PmOxEEA9fHhyMzjNQhmUVJmKQurqJn48U9XcueFlb6RayHPnhm32T3BbkFQAXFmkIiIikjKWeqVVVVVjzkidDOXW3AmG1xidiAzQsfwux1N2oLaUWa7ZyipYKjKoszMUiMwOoB06FL5mzybRMAeiWU/hWJFdT8ajO0q29vYQKM0VxU21nP7lL+H880uXltPZCQ8/DE89NZS5u3IlHHtsabqr9PUND5Smcw/rjzmmJO/Q04dVTDOV1Ha7doUYrzJMZbJVVITPFlKfL/T1hQZMEy3V2X2k6fip8haSW3V1eO3I97JoFtZXV4fO8wcPFn5dKqbbvVloPNXWNpTYr8CoiIiI5DOWzNKFCxeWXeZmunKrVwrDM0EnIpBY6mzf7MzScqlXCmXW4EkECBml2YHSbAcOUN32DJGBw5nLK4pMIZ+IVPPNm3OnHKaLx8N2pbBzJ9xyCzz++FBANxYLt2+5JayfbPv2jZz+5h62m2Tu0NU1dDsVkEh1I0995ahJjfv4NV+R8WFm55nZFjNLmNnqrHWXmdnjZvaImb0ibflpZvZAct2XrJyv8PKorg6Br9raocBZKgs0vSN9PsWccapkRUVFOFahpmezZw81TpPcmprC50OzZw/1PUwFMI85ZijYnAqs5uuNGImEz8IK9U9M3+aUU+C008J3dbYXERGRfFqLuYjMUsqO68UoddCwGHMmoJtmqYOT2aUGxvLcmigKlkr52b+/qPmjdvgwVd2HMpo5xVc8Gy+mGOWzn32koxzukUeKC/w9+uj4H3sknZ3wpz9llgdIH1M8HtZ3dk7uuA4dGt/tipQvcJDOPbOBDoTgaCSSbCZmQ73HKiuHB4gm+6GUET0IvAH4Y/pCMzsOOB84HjgH+JqZpULgXwcuBI5Kfp0zaaMdR6ls03nzQrbgvHnhdnV1qH1ZSGvryAHQ1tahAGhtLSxYECqqpAdn6+vD8jKp1172qqthyRI48UQ4+eTwfcmS4QHM5mZ47nNDdZr0wOqcOWF5c3Nx24iIiIgUaywBrXIORs6aNWtYhmM5yM7TmIhAYqmnvWc/7uUULFV+h5Sf9vbhyxKJMHU+PXOzvx+qq6no62agLrzbix1zPNGnHod4gTbB0WioiTreip3an92VajI8/PDIc8gTiVBX9fTTJ2dMqWOO53ZFSgU5c+3WfSiZNb2iQkVF7oBRallFReZToFSNdiQ3d38YchY2Pxe43t37gKfM7HFgjZltBZrcfX3yft8DXgf8YrLGPBlqakL9y+5u6O0datRUWxsCnKkg6Lx5IdM6Nc3ebGjqfXamaEVFCKCW0bXOtFZdDUuXhq8j2UZERESkGGPpVl7OwdJyzXrNft/S0tIy7scodXCyOisTYNZImRyTSMFSKT/ZUaZ4fKjdc7pYDNuzh2hrbDBY6o1N9J/5Yqr+/DtIxDObPZmFQOmLXzwxRfMqK4sLmJbiU6unniou6/WppyY3WJovYplru3GWL2Aaj8OePSFQWlWVWbEhFgtf+R7KaHQonj8BQ5aJsRi4M+32juSygeTP2cunnYqKoQzEQtu0tIQvERERkanGzP4d+CugH3gC+Ft3byvpoKagsXRON7OyCoJlW7RoUamHkFN6sDQSiQybsn6kqqurieaqKTeJampqBn+ORqPjfo5HQm/npfykR5kSidyB0hR3OHgA6xuqXZpYtIS+c84l/uxj8NSLeWVlKPZ27rlhLuNEOOaYkQv8mcHRR0/M8QvJ1XQql4lofFVIsf80R/nPdWAADhyAp5+GbdvC9wMHhp9eKn6e/pWq8VhfPzS9PvVVUREy8XIFQlPB15RS9Mua6czst2b2YI6vcwvdLccyL7A837EvNLMNZrZhXwlq7IqIiIhIQb8BTnD3k4BHgctKPJ4paSwd7efMmVPWzZ3KNViarr6+ftz3WeqsUsjMLJ2IczwS5RO2FUlpbh6qUVkoeJdIhCntsRjVm9ZDNEp89nxii5YRaWkicuY67PnrJmfMAKtWhWnshQKT0WjYbrJVVBQXMJ2IxleFzJ0bOiGN1Kp5FB0Xe3uH941KNWvq7g67KjRzJBYbauyU/T89dbu6Gg4fzj/sVB1HmVzufvYY7rYDSJ+cvATYlVy+JMfyfMe+CrgKYPXq1SMXXRYRERGRSePuv067eSfwxlKNZSobS4Ct1E2ERrJgwYJSD2FEEzEFf+4o3mNPlPSSDuUQvE2nzFIpP3PmDEWl8nWXj8VC8bxYDCOkgFk8TsW+3dTcfzdVnQdGnAYdj4eg2IEDQ19dXSM3tM+ruRnOOSd3cctUWuI555Smm8bKlcVlva5cOTnjSUm1cy7UPWbFiqLbMg8MDA+UpkvVIi0Ug+/pKepQeTt6m8GiRaWptiBjcjNwvplVm9lKQiOnu919N9BpZmstfBT+DuAnpRyoiIiIiIyLdzHN6tBPltmzZxdcnyuDtJyDpeXa3CnbSI/7WJRDsDR92r2CpSIjqaoKXSjyBdASiZDWl4t7WP/ggyHFMI/+fmhrGz7Dv68vLB9zD6bly+H880MDqdSLblVVuH3++WF9KRx77MhFNCOR0Bp5sjU1hRIGs2dntmqePTssH0V92Y6O4kqz7tqVe1o+5H9qpUvFvrP3W1ERYrsNDUUPWSaJmb3ezHYA64BbzOxXAO6+BbgBeAj4JXCJu6c+MrkY+BbwOKG2lS6qRURERMpUMSWZzOwTQAy4Js8+VFqpgLEEtObMmTMBIynOSDVWy7W5U7aJCCRORAB2tNKDpaV8nuSiafhSnhob4TnPgfvvHx79KiaS6Q7btw+rD5pIhABZPD40FTtX057OztDIZEz1jpub4YUvDF/lorERnv98+NOfwoOQ3fgqEgnrS1Vos7o61JI9wn9W3d3Fb5tvWv5IwdZ8IhFYuHDyKxlIcdz9JuCmPOs+B3wux/INwAkTPDQRERERGQcjlWQys3cCrwFe6p77ql+llQobS83SUmYwNjY2cvDgwbzrp8IUfJiYLvHl0HQrkpbQNZbn1kRSZqmUr6qqMCU/WzG1N93hmWcyFsXjIXM0Hi+uaU+BxNSpafFiePWr4aijhiJ6lZXh9qtfHdZPcaMNdOaalj+W2uNmMG+eAqUiIiIiIuXIzM4BPgq81t2LLLwl2ZpGmPWXaxp+KYNyIx27nEsEpBvpcR+LiaiDOlrpwdKJOMcjocxSKW8LFoT50onE6O+bVnw01QsKim/aM+ap+OWssRFOPz18TUNmYwuYdnSEWf8QAucjBcrdQ8zeLEy5b25WoFRERGS0YrHwP7inJ/xvNYO6ulCBJ19tcBGRMfoKUA38JhnQu9PdLyrtkKaekbL/IpEIibT37g0NDRkBscnW2trKE088kXd9OdTtLMZEBBJramrGfZ+jlR5cV7BUZDRqauDZz4Ynnhh9wDRtDn0xyagQLsxTWYZjnY4tpVNfP9TJfjS6u4eCpXV1IwdLzUIcX2/kRERExqa3N3wenn695R7+J/f0hP/L6WVyRESOhLs/p9RjmA5GCrBlB0ZL3bSn0PGrqqpoLFUZulEa73GWS1Or9OdLQ5k1/tBbfSl/LS2hQdKePbB/f4hQjRT9TEWzANyJeJzK6NDVeNyNWCKKYxl3SQ+WjmU6toyzWCy8a+rtHUo5qa0NUdEckcqmprB5MYHu7N/vwYNDmSwtLaHRVz4tLQqUioiIjFUsNjxQms49rNcHkyIi5eFv/uZvOHDgwKjvV6rMzaqqKvr7+wtmws6bNy9n2YByFB1TM5X8yiUwmf74lzIDORddfsjUUFMTOskvXx4CZ3ffXTjT1AyWLg3bxONELTM4FsWJRmP0J6IkPPcfZcEPW7q64LHH4OmnwxV/RQUsWxbqf5bJC8+Ud/gwHDqUucw9pJv09MCsWeF5kaayMjRs2revcMA09VxIf06kYrKp1+hU8DzVD8ssHK6uTm/cREREjkRHx8gfbKbK5JQ4KUlERIDly5ezfPnyUd+vVB3X+5M19QplZE6VeqUToRyaO5U7veWXqae2Fk44AR58MFxJZ3d2Nwvra2oGM1Dz1SmtisTpi1tGhmn6YXJ65hm4887MrvKxGDz1FGzbBmvXDmW15nKkgdbubnj8cdixY+j+S5bAc54TMi4nQm8v7NoVopDxeChxMHcuLFpU3By5/v6QItLRER63SCSkcc6enTsqHYsND5RmO3QojCErcllbG7rSd3TknpJvlvv5kP1BlvtQlnGOuKyIiIiMUU+RrVV6ehQsFRGZSrKzA0vdRGikzNJy9/d///f4BNQHLLdgaamC6oUoWCpT0+zZsGYNbN8egpepAF5jY4hq7d8fgnONjSN236mIxBlIVAw27YFwt5yZ7l1dIVCa1jxqkHtYfuedcPbZuQOfRxpo3bMH7rln+P23bQuPxemnQ55PyMbcROHQIfjLXzIzeePxcC5798Jznxuiifl0dYXAbvqLfCIR5rm3t4dAb/Zj1d1dYECBO/Qd6KZidvOw8VdWhqdIUxPs3j106HyzLCKRwmUX8sRlRUREZAyKfd831erHDwyES5uurqFrLTWCFJGZJHu6eKmDcvUFkommQrB0opoelVNw8h//8R/HvczAeCivogAio1FbC0cfDS94QQgSLlgQon+pT7NS87d27MibwmAGURu6Eo9EQj3KvFPwH3ts5EZTiUTYLlt6oDX76j890JqvQ1F3dwiUFrr/PffkDDT29obYZno9z1QThWeeKdDQqLd3eKA0+1z/8pf8O+jvHx4ozR73jh1hu+zjjsAMquK9BcefmpafHgjNDooWWxqliPitiIiIFKHYEnFTpJQcEC41d+6Ezs7Ma63OzrC82GxaEZGpLDvoVarM0ne84x28+MUvLlgHs1T1VMtBOXWer62tLZuGU+kULJWpr78/TBEvFJDbs2doTnUe1dXh0/+CH2o8/XRxRbaefnr48iMJtEKYel/M/R9/PGNRsU0UcvbM2rWruGPu2pV7XaEDZw8ge1kRDC88foam5eercJBrWn4uRcRvRUREpAh1deO7XakNDITJNu7hQ9hodOgrEgnL9+4d8VJURGTKS2/YY2bUlKiW2cqVK3nBC16Qd31FRQV1U+WfzAQoVMtVAgVLZeo7eLC4gFx7e97V1dWFg6SJROg35PkictlybXckgVYonKGZfv8dOzIWjaaJwjD79hW+40jb5dxpEdsVmUri2OCmhbrXp6blH0mDvak2FVBERKRcNTWN/K/eLGw3FaQuMaPRoQ9h079S15gFLkVFRKaF9MzS2mJ6W5TIrFmzMgK7M42CpSNTsFSmvs7OI9rOIlYwiBaLhazCWAyIFlm0MldxyyMJtB7B/UfTRGGYXLVZc8m33UhZqfm2K+Ifqzv0UDv4Zuvw4fBVyJF8eDiD/5eKiIiMq4qK8CFmvv+tZmH9VKkV3tU1VP88VxPJVCPJfJWWRESmi/QAZKHmSqU2k6fgAzQU01h6hlOwtMyZ2XlmtsXMEma2OmvdZWb2uJk9YmavSFt+mpk9kFz3JZvuH5kUG5DLlxpYIKU0kYC+vvCzGcQWLcOLSYVYtmz48mKv+PNtN8b7H1EThWILLefbrthUzuztChTiTnGgy8N2qTciBw8WjinnymRxL+4xKuMPRkVERKac2tpQbr6+fuh/s1m4vWDB1Pq/Ox1rsIqIjEV6Zmk5B0vLqcFRKVRMlU8jS0jB0vL3IPAG4I/pC83sOOB84HjgHOBrZpZ6Zfo6cCFwVPLrnEkbbSkUG5DLdYWami+Vx8BAZiBtYOVRIx8vEoGjjhq+fNmy4uac5Qq0QugaX8z9lywZtqgYObcr9hO3fNsVO38ue7uKCkh2TszVyyrhcNBnEaeCaNRpbnIWLghf0YjnjYDmymQpNtZeRPxWRERERqGiAlpbw6XL0qXhe2vr1MkoTSmm/nmxNdJFRKay9IZKpWruVIzW1tZSD0HK3BS7FJl53P1hyExnTzoXuN7d+4CnzOxxYI2ZbQWa3H198n7fA14H/GKyxjzpGhuLKwKVXpcjVUAq11Vrb29oWLRvH1XxOFWRKLFZcxmYtwiva6Bv1VqqN98JiQSWFpBzDItGYO3a3N2EjjoKtm0rPLU9X6AV4DnPge3bR77/c56TsaiurrhO7jmnqC9aFDoSFIooRiJhu1xmzw6/m0Kpm6m5dtlqamDuXPoOdFMV7w3NnDB6qKXL64lTQXW10zqrwBsQ92ErUpksHR2h9IB7OL1CSbSzZk29N24iIiIyOZRZKiISpGeWzkomv5SjmZpZ+pGPfIRYseX9Zjhllk5di4Htabd3JJctTv6cvXwYM7vQzDaY2YZ9xTbyKUetrcV9nD97duj0U1kZIl+57nPoEGzeDM88A/E4BlgiTsWBZ6j9y2aiHYeIz11A75lnE1u6Eq+owAGvqODwwpVw9tkhEpdLQ0MIpOYK0qaCt/kCrRBSG08/vfD9Tz99WArkETVRqK2F5z43fzZtJBLW55srV1VVOCM2lQlbVZV7fUUFFbOb2cM8umtnQ3Mz9S1VzGsZoKW+n9aWxGCNsLzyZJhmZ7LMnRsCxulTAevqwvISNXEUERGRKUDBUhGRIL3DfDk3EZqpmaUNDQ1lnfFbTpQrVQbM7LdArgjbJ9z9J/nulmOZF1g+fKH7VcBVAKtXr566vb6rqkJm465duTMYzcL6fAG5lN5e+MtfcmZRGoAnqH7qLxx+1nOpOHSAiv7eEHGLRBlonUdv82JqG0YosLVgQQioPvZY6Hofi4XI3bJlIaN0pELL8+fDi18Mjz8eut6n7r9kScgozTFXPDX1/MCB/A9PwSYKs2bBqlWD2bbE4yEwO3dueFxHKirW0ADPehYcOIB3dEAigROht7IRamqo6+6B7u6QPV1TEyKUaYOpsDgLZvWDZwUyq+IwEAcqi6+tWkBFBTQ3hy8RERGRYh3RLB4RkWkkPZu0XIOlZpYR1BXJRcHSMuDuZ4/hbjuApWm3lwC7ksuX5Fg+vTU0wIoVocNPZ2cIeEYiYep9a+vIgVIIwcCRClgm4tQ8toUw6X5oWeX+3cw6sAdqjg3HS+ntDVPn9+7F43GIRDncPI+eec/Fl55CdXW4cB5VrK++Hk4+OXwVKdfU81TmZFNTEVPMa2vh2c8OX4UMDIRp911dQwdpaIDmZg7PWshBX4g7VFsfrZE2jIGhx9E9PF69vdDSAtXV4ffR3x+2yZFMO3jMVJtZERERkUnW1DR0fZVP3lk8IiLTSHrGZrl2XG9oaMhV5lAkg4KlU9fNwLVm9l/AIkIjp7vdPW5mnWa2FrgLeAfw5RKOc/JUVYWIYL5p8CMZqRSBe0aN0nSpzFMefhhOPTUEFw8cgIceGgzAGoRg66Hd1LTtoWPJcRxunM3hw+HiuTrRCzt3hhqhqezNefNg8eJxaQlbUQGt9X20du0JY0sFlGfPDhmr1dVHdoCenjD29MfIHTo78a4uuqPz8EgdUWK0RtqIFPr/1NYWxlVs96V4PG+wNEfZUhEREZFxc8SzeEREpon0LuvlGizVNHQphlKxypyZvd7MdgDrgFvM7FcA7r4FuAF4CPglcIm7pzr/XAx8C3gceILp3NxpPBVqnASF0wVSEokQ8OztzQiUpjPAPEHTjoeI9PcCcHjXQfzee2H37qFxxOPh9r33hozZI9XeHsa0b9/QuBKJcPuhh4prkpXPwMDwQGkac2dWbC9RH6Ah0pOzVsQwPT0j/05SCmznXvxuREREypmZnWdmW8wsYWar05avMLNeM9uc/PpG2rrTzOwBM3vczL5kSqeZEKlZPPX1mWWD6uvD8nH43FtEpOzVpr3YVZTpJ0QztV6pjE55PntlkLvfBNyUZ93ngM/lWL4BOGGChzb9RCLFZzIWkuoeP9K+PEH9wR10ty6haefDmOfZPhEyVuOrTqUnUUtf31C2ZNHT+Pv64Mkn848pkQjrjzuuYIZpLBZqcvX2Do2hthYa+9qJjBBMNpyGeDt1FYniMj0PHw7NuI6AO/T3Qyw+cjlYERGRKeBB4A3AlTnWPeHuq3Is/zpwIXAn8HPgHPRB+oRINZDU+3ARmanKtU5puvS6qiL5KFgqAiH1sLkZDh0an33t3TviZgZUt+0J1U/zBUqTPJGg/8mdHF7wnKFlHuKJg9P4C82i37OniHqsibDdsmU5Vx8+PPzhcQ8JoI2Huwrvm3C+dYkujCJTK4rJ5C1C7+Fx25WIiEhJufvDQNG11sxsIdDk7uuTt78HvA4FS6UIBUrRH+nn2SIyTUWmQB+JJhWQliKU/zNZZDL09YViUuMxMy0aLX7edyJOTcfeEaelG1DdkT8A29ExwiEPHChuPHm2i8UKx5GN4qKRhqe3xhphY8Oj0RH37IBHMlNr3ZPlUrsgkTAFS0VEZCZYaWabzOwPZvb85LLFhOafKTuSy4YxswvNbIOZbdg3Uh13mfZ6ekJlqc7OoQ+dk6Xo2bkzrBcRyZb6MK+cg6bNzc2lHoJMAeX7DBaZTH19oUHUkiVHHjCdN6/49vaRKCSKC6zaCNsVumj1IssL5Nuuu3uE+xUZAHWMw1ZTXAC0ugaiRSS/O/QnoiQS4SI+kQi/zrZ2GBgI41J1NhERmSrM7Ldm9mCOr3ML3G03sMzdTwE+TGgC2gQ5/0Hn/Dfs7le5+2p3Xz137twjPxGZskYoRY97WD8wMLnjEpHylwqS1pZxoWYFS6UYmoYvkq6xEZ797JBh2d4+1DG+uTkUB92+feR9zJsHiQS+e3fBEKIDA63zqWzbV1TANDt7MltfXxh+ThYZcao/kLejfG9v4bv1Rhuoi3eOeL590XqsIgqxkYdCXV0YT2UVPtAPZL7jS12/91sVXT1RKBAsrqoq4ngiIiJlwN3PHsN9+oC+5M8bzewJ4GhCJumStE2XALvGY5wyfbW3j1zCyD1sN2fO5IxJRKaGuro6AMr5QzdNw5diKFgqkq2qChYuDF/p2ttDcdCOjvz3bWoKaZhLlxZXJ7S6koHm2VQeKjwV34H+lnmD9aESieHT7gtd1PbWzaa2e9+Ix+itnU1drnU59h2JDGVsHrZm6nq7yJOskmRUN1Zi0QQWrQ7R3RxjAGinheZU98RoFKwa4jE8/aSjUYhWUEGkYKAU1IFWRESmNzObCxx097iZPQs4CnjS3Q+aWaeZrQXuAt4BfLmUY5Xy1zVyKfrB7RQsFZF0TU1NvP71r2fFihWlHsogM8PT3tBWquiyFEHBUhEI3ZFyBO8yHD4cAqmzZoU57/39Q9Xuq6qG2tJ3dMDChQwcdRyVjz0EiUTOIKU1NVHZ1x0yPs0KRzstwsDcxYPByUgkfMViQ3crNNW8p3E+tT0HCmeXWoSexvk5g6Wp4UWJUU83tfRiiVB/tM9q6YnU0149j+a+veSclG+GNTaGrFIIj1NNTZi/lQyAOkB1DV5fT028YvChHTrhKsjxf81GyHxobCy+KoKITH+xWHiZ7ukZegmvqwufdVXoqkjKnJm9nhDsnAvcYmab3f0VwAuAz5hZDIgDF7n7weTdLgauBmoJjZ3U3EkKKrbWu2rCi0guJ510UqmHkCE9WBrVG0Mpkt4WiEBxwdLUFWE0WmC+O2EK/v79VPb3hOzU9na8uxvLEVg1CIHAhoaQkZqVieoQgpjLj4VolJq23VT1diQDrBH6apvorp5NIlpFdXWBIVVW09b6LFoOPgmeGD6d3SK0tT6LRGXundTWQrznMC0cwhiaDm84Nd5DTbyHjugsDtYtpq6/nZp419D5NjSEwGj2FXUkwrBBV1RiFRVUjeJ/mBm0tIRSAdnx69paBUpFZEhvb6iykv5y5B5efnt6Qp8/ZaJLOXP3m4Cbciy/Ebgxz302ACdM8NBkGhnpM/z07UREppKamppSD0GmCAVLRSBE1BoaCs87KvLK0QG6u0NAsbJyKFhYSGVlaC6Vqqgfj+ORKP2z5tE/ZzERj9Ow70nwtKxNT1Dd00Z1TzsdTUuoa23Iu/uaGjhMM+21x1HTvoeqrgOYJ3CL0N8wm8PN8xmw6rzDrK+JEek5lLMjXGo8TYlDHIzOpatmDrGaOZnx5M7Owuef3I/HBoCawYvvjOzSAlK/PhGRfGKx4YHSdO5h/YIFyjAVkZmtoaGoSzdde4nIlNOgFy4pkt4OiKRUVoZ5mH19mVmm1dXh6/BhaGsbcTeWncoYK6abESGt6dhj4TnPAaCjPSyOxPqp27ctZGpmHwsAp6lzBzb3WRDN3cmopiY5Zd+q6Z27jN65y4ZtU+H5Y7oVh7tH7GAPUJfopivaXLjZlIhICXR0FNewpKMDWlsnZ0wiIuWouTnkDxSsEGVhOxGRqaS+vr7UQ5ApInfra5GZKhoNU+RnzRr6StUinT27uDTHsRaMztMMqqqrQCpUkqVSovKIxUYeulmBuG5vb8HmUBACt9XeC4xfDatiknk1BUxEitEzQiO40W4nIjJdVVbCvHn5r7HMwnr1SJGpxMw+a2b3m9lmM/u1mS0q9Zhk8jUqo0eKpMxSkWJVVYWp8jt25I/gVVeHWpxjked+Vb0dIwYqgcHGUrmMVI41fbu6XB2eiox+WjL/dNjFdWVlKDFQgANUjO6qW4FSESmWGpaIFG/jxo37zWzbJBxqDrB/Eo4zHqbSWGEcxltdXVM9d+6C+U1Ns1ojkUg0kUjEOzoOHdy375k9fX2Hi7y6LMpUemyPKfUAZMz+3d3/GcDMPgh8EriotEOSyWBpbxqbmppKOBKZShQsFRmNhgZ41rNCFmdHR8gGjUTC9P3Dh3MHPCsqipuKnzWXqaoqNCwq2ME+XZ7M1HRmYTjp9fhiseQU/UIBgqLrtYZ/RMOaTVVVjRgsHdwuz+FFRI6EGpaIFM/d507Gccxsg7uvnoxjHampNFaYWuOdamMt9RhkbNy9I+1mPRRVZUymgfRgqWqWSrEULBUZraqqkMGZncX59NO534lXVY0cLDWDOXOG3S0xEC/+Hf4IGa3pzefTgwGp4GlfX4F4a23tiHNTHaCmlkrLkZ0aiYR99Pbmvl/yvtnn4D4UjxYRORJ1daHrfTHbTUUDA9DePlRn0Cx8vtfcrKmyIiIiAGb2OeAdQDvw4jzbXAhcCLBs2fA+DzL1eNp7adUslWIpBCEyXvK98EYi+TsnQXhHu3TpsKzKqCWoq+zHiv30q8CUglSPKvM4FYc7qerYT1XHPqo69lNxuBPz+OA2ORX5T8Xr6mloyBPcrKgI+0m+a3fSpt7X1edtP61AqYiMh6am4mo3T8XZWT09sHNn6F6dej/gHm7v3Kk6rCIiMjOY2W/N7MEcX+cCuPsn3H0pcA1waa59uPtV7r7a3VfPnTspSfYywdIzS+um6qfiMumUWSoyXpqaQtpSrizQioqQrtTfj8fj4I5FIiHlZ86c3NPPY7Ewqb2pqbiWpLNn511dUQH091HZG2afDP27cKIDh4kOHGagtolIVZ5oaUUFzJqFHzqUdf+hzNBE8yyoqMAI2aDRaI79pALHNTUYIRMqtV3GPpM7TSTyxlBFZILFYqHaSE/PUKZiXV14SZqKf5cVFeFl8kCennmpl9Gpdm4DA7B3b/5/Ee5h/eLFyjCVsnRVqQcwClNprDC1xquxyrhw97OL3PRa4BbgUxM4HCkTkbTsGwVLpVhT7C2BSBmrrIS5c2HfvpzvWj0SCe/Em5qxqiLescbjRe0Xs9B4Kk+9TwCPx/M2ikotq+ztoD/aCuSKcgI1NSRa52I93dDXOxg98epavEBmaCGVlSEgmj3VPnV7qgUtRKaL3t7hQUX38HlQT094KautLd34xqq2FhYsmF5B4Pb2kSu1uIftsqq9iJScu0+ZwNNUGitMrfFqrDIZzOwod38sefO1wF9KOR6ZPJWVlfT39wMKlkrxpuDbApEyVlsbapm2tw+9EweoqgrT6evq8qRcjqCuDhYtCu/wswvSNTWF7wVE+4qbgxnt64HaxvwbVFTgTc04zfm3GaVIZPhUe029FymdWCx/9iWE5QcOhKDjVAwuVlRAa2v4mg66uorfTsFSERGZwS43s2OABLANuKjE45FJ0traSneycH3tVPy0X0pCIQmR8VZZGd6RLlsGy5eHr4ULobFxbIHS9P3Onh32t2JF+D57dlHzKqMDfTmzStNZcjsRmdk6OorLVOzoKLyNTI5i+v+NZjuRiWJm55nZFjNLmNnqrHWXmdnjZvaImb0ibflpZvZAct2XzEaqPDwh4/60me00s83Jr1eNNO5SMrNzkuN53Mw+VurxZDOzrcnf6eZUZ3kzazWz35jZY8nvs0o4vu+Y2V4zezBtWd7xleNzQHJz97929xPc/SR3/yt331nqMcnkaEhLLKqYip/0S0koWCpSrooNrBa1XbHvkvVuWmSmK7YZkJoGlYdiQ0eTH2ISGeZB4A3AH9MXmtlxwPnA8cA5wNfMLHVx83VCV+qjkl/nTNpoM/23u69Kfv0cRhx3SSSP/1XglcBxwAXJcZabFycfy1TQ/GPAre5+FHBr8napXM3w51nO8ZXjc0BEhosny9tFjyRxSWYcBUtFylWxn3oVs904vZsudnq8ptGLTF3KVJxaRqjCMurtRCaKuz/s7o/kWHUucL2797n7U8DjwBozWwg0uft6d3fge8DrJm/EI8o57hKPaQ3wuLs/6e79wPWEcZa7c4HvJn/+LiX8Pbv7H4GDWYvzja8cnwMikiU19b66Ok8zY5EcFNIQKVeRSMGmTUBYX0Rk0qqrR8wZ9eR2BfdjIx8uElEGk8hUpkzFqaW5eeTfhVnYTqRMLQa2p93ekVy2OPlz9vJSuNTM7k9O0U5Nwc437lIqxzFlc+DXZrbRzC5MLpvv7rsBkt/nlWx0ueUb31R4vEVmvIULFwLQ2FigN4dIFhVsECln0ShUV4eOK8npA4PLKyqKT+Gsq8MOHy64iSW3G0kqYJpIDF+nQKnI1FdXF7reF7OdlF5lJcybB3v35s72NQvriyhvLXLEzOy3wIIcqz7h7j/Jd7ccy7zA8nFXaNyEUgCfTR77s8B/Au+azPGNQjmOKduZ7r7LzOYBvzGzqdyRfCo83iIzXqpOqZo7yWgoWCpS7orJMB1JNApNTYU7sjQ1FV0n1ezIelWJSPlqagr1SAtNszcL20l5qKuDxYuhvT10vXcPv6OGhpBRqkCpTBZ3P3sMd9sBLE27vQTYlVy+JMfycVfsuM3sm8DPkjfzjbuUynFMGdx9V/L7XjO7iTBtfY+ZLXT33cnyC3tLOsjh8o2v7B9vEYFIMsFI0/BlNDQNX2SmqK6G1laoqRlK/zQLt1tbw3oRmfEqKmD27PxZ4mZhvZqJlpfKSpgzB1asgJUrw/c5cxQolSnhZuB8M6s2s5WERk53J6c7d5rZWjMz4B1AvuzUCZMMjqW8ntCoCvKMe7LHl+Ue4CgzW2lmVYTmQzeXeEyDzKzezBpTPwMvJzyeNwPvTG72Tkrwex5BvvGV43NARPKoqakp9RBkCtFbHZGZJBqFxsbwJSKSR20tLFgQktFTWaZmIYOxqUmBUhEZPTN7PfBlYC5wi5ltdvdXuPsWM7sBeAiIAZe4e6r20MWE7uS1wC+SX5Pti2a2ijC9eivwPoARxl0S7h4zs0uBXwFR4DvuvqWUY8oyH7gpxL6pAK5191+a2T3ADWb2buBp4LxSDdDMrgNeBMwxsx3Ap4DLc42vHJ8DIjLc4WQ5OgVLZTT0dkdERKY9MzsP+DRwLLDG3Tckl68AHgZSHZrvdPeLkutOY+hN+s+BDyU7Ms8IFRUh6by1tdQjEZHpwN1vAm7Ks+5zwOdyLN8AnDDBQyvI3d9eYF3OcZeSu/+c8D+r7Lj7k8DJOZYfAF46+SMazt0vyLMq5/jK8TkgIpmqkiXtmlRDSkZBwVIREZkJHgTeAFyZY90T7r4qx/KvAxcCdxLeeJ5DabKaRERERERkDI477jh6e3s5/fTTSz0UmUJUs1RERKY9d3/Y3R8ZecsgWaOuyd3XJ7NJvwe8bqLGJyIiIiIi46+2tpazzjqLShVyl1FQsFRERGa6lWa2ycz+YGbPTy5bTOhym7IjuUxERERERESmMU3DFxGRacHMfgssyLHqE+6er7PubmCZux9I1ij9PzM7HsjVCz5vvVIzu5AwZZ9ly5aNbuAyqQYGoL0durqGGlc1NEBzszrHi4iIiIiIgqUiIjJNuPvZY7hPH9CX/HmjmT0BHE3IJF2StukSYFeB/VwFXAWwevXqGdMEaqrp6YG9e0OQNMUdOjtD8HTePKirK934RERERESk9BQsFQA2btzYZWZF1/MbZ3OA/Tr2jDq+jj35jinRccuamc0FDrp73MyeBRwFPOnuB82s08zWAncB7wC+XMqxypEZGBgeKE3nHtYvXqwMUxGZXGZWC/wSeIm7x8d5378FznP3Q+O5XxERkelMwVJJecTdV5fiwGa2QceeWcfXsUtz7FIct1yY2esJwc65wC1mttndXwG8APiMmcWAOHCRux9M3u1i4GqgFvhF8kumqPb2/IHSFPew3Zw5kzMmEZGkdwE/Hu9AadL3gfcDn5uAfYuIiExLCpaKiMi05+43ATflWH4jcGOe+2wATpjgockk6eoqfjsFS0VkPJjZZ4H97n5F8vbngD3u/qWsTd8KvCW5zYuAfwH2AKuAHwMPAB8ifHj3Ond/wsyuBnqB5wLLgb8F3gmsA+5y979J7vtm4E8oWCoiIlK0SKkHICIiIjLRRsoqHe12IiJF+DYhgImZRYDzgWvSNzCzKuBZ7r41bfHJhODoicDbgaPdfQ3wLeADadvNAl4C/D3wU+C/geOBE81sFUBy+n21mc0e53MTERGZthQslZSrdOwZdexSH1/HnlnHFik5s/HdTkRkJMkA6AEzOwV4ObDJ3Q9kbTYHaMtado+77042IXwC+HVy+QPAirTtfurunly+x90fcPcEsCVru73AoiM+IRERkRlC0/AFGOzkrGPPkGOX+vg69sw6tkg5aGgIXe+L2U5EZBx9C/gbYAHwnRzre4GarGV9aT8n0m4nyHz/1pdjm1zb1SSPIyIiIkVQZqmIiIhMe83NI2eNmoXtRETG0U3AOcDpwK+yVyanyUfNLDtgOi7MzAiB2q0TsX8REZHpSMFSERERmfYqK2HevPwBU7OwvrJycsclItObu/cDvwNuKNDt/tfAWRM0hNOAO909NkH7FxERmXYULJ2BzOw8M9tiZgkzW5217jIze9zMHjGzV6QtP83MHkiu+1LyU+ojHccPzWxz8murmW1OLl9hZr1p675xpMfKcexPm9nOtGO8Km1dzsdgHI/972b2FzO738xuMrOW5PIJP+/kcc5JntvjZvaxiThG2rGWmtnvzOzh5HPuQ8nleR//cT7+1uTzdrOZbUguazWz35jZY8nvsybguMekndtmM+sws7+bqPM2s++Y2V4zezBtWd7znOjnuEi5qquDxYuhsXEoaGoWbi9eHNaLiIynZGOntYRmT/l8hWQjKHf/vbu/JrXC3V/k7huy17n737j7j5I/b3X3E9LuM7iO0CDqa+N5TiIiItOdudq+zjhmdiyhltGVwD+kLsDM7DjgOmANoQj8bwndN+NmdjehK+edwM+BL7n7L8ZxTP8JtLv7Z8xsBfCz9Iu+8WZmnwa63P0/spbnfQzG8dgvB25z95iZfQHA3T86SecdBR4FXgbsAO4BLnD3hyboeAuBhe5+r5k1AhuB1wFvIsfjPwHH3wqsdvf9acu+CBx098uTweJZ7v7RCRxDFNgJPA/4WybgvM3sBUAX8L3U8yffeU7Gc3ymM7NO4JFSj2MCzAH2j7jV1DMdz2s6nhPAMe7eWOpBiBQr+T/3Z8BN7v6REbZ9F/Dd8f5/bGbvdfdvjuc+RWYKM9sHbBvFXabi/1+NeXJozJNnNONe7u5zc61Qg6cZyN0fBsiRHHoucH2y8+ZTZvY4sCYZcGpy9/XJ+32PEPAal2BpMkv1TcBLxmN/RyjnYwCsH68DuPuv027eCbxxvPZdhDXA4+7+JICZXU845wkJlrr7bmB38udOM3sYWDwRxxqFc4EXJX/+LvB7YMKCpcBLgSfcfds4JGTn5O5/TAbb0+U7zwl/jguPuPvqkTebWsxsg85rapiO5wThvEo9BpHRSH4Y/awit83V/Gk8xqBAqcgY5Qui5DMV//9qzJNDY5484zVuTcOXdIuB7Wm3dySXLU7+nL18vDwf2OPuj6UtW2lmm8zsD2b2/HE8VrpLk1Phv5M2RTnfYzBR3kVm0Hmiz3uyz29QMph3CnBXclGux3+8OfBrM9toZhcml81PBnFTwdx5E3TslPMJmZwpk3HekP88S/YcEBERERERESl3CpZOU2b2WzN7MMfXuYXulmOZF1g+XuO4gMxg0m5gmbufAnwYuNbMmoo53iiO/XXg2cCq5PH+M3W3HLsada2KYs7bzD4BxIBrkovG5bxHGlqOZRNei8PMGoAbgb9z9w7yP/7j7Ux3PxV4JXBJcrr6pDGzKuC1wP8mF03WeRccVo5lqsciIiIiIiIigqbhT1vufvYY7rYDWJp2ewmwK7l8SY7lRzwOM6sA3kDo1Jm6Tx/Ql/x5o5k9ARwNjGr6XbGPgZl9k1BPCvI/BqNSxHm/E3gN8FJPFg4er/Mewbic32iYWSUhUHqNu/8YwN33pK1Pf/zHlbvvSn7fa2Y3Eaab7zGzhe6+O1lTde9EHDvplcC9qfOdrPNOyneek/4cmIGuKvUAJojOa+qYjucE0/e8RERkepiK/6c05smhMU+ecRm3Mksl3c3A+WZWbWYrgaOAu5NTeDvNbG2yvug7gJ+M0zHPBv7i7oPT/M1sbrIpDmb2rOQ4nhyn46WOsTDt5uuBVBfxnI/BOB/7HELtyNe6e0/a8gk/b0JDp6PMbGUy6/F8wjlPiOTz5dvAw+7+X2nL8z3+43ns+mRTKcysHnh58jg3k+w4m/w+Xs/lXDKypifjvNPkO88Jf47PdO4+VS8sCtJ5TR3T8Zxg+p6XiIhMD1Px/5TGPDk05skzXuNWZukMZGavB74MzAVuMbPN7v4Kd99iZjcQmv3EgEvSOnJeDFwN1BJqbI5LcyeG13MEeAHwGTOLAXHgInc/OE7HS/mima0iTD/eCrwPYITHYLx8BagGfpNs+HOnu1/EJJy3u8fM7FLgV0AU+I67bxnPY2Q5E3g78ICZbU4u+zhwQa7Hf5zNB25KPsYVwLXu/kszuwe4wczeDTwNnDcBx8bM6oCXkXluOZ9343Cs6wjNnOaY2Q7gU8Dl5DjPSXqOi4iIiIiIiExJlpwBLCIiIqNgZucBnwaOBda4+4a0dZcB7yZ88PFBd/9VcvlpDH3w9HPgQ17G/4jN7NPAe4F9yUUfd/efJ9flPMepIpnlfwXhg6NvufvlJR7SmJnZVqCT8LuIuftqM2sFfgisIHw48yZ3P1SqMRbDzL5DKFGz191PSC7Lex5T/TkoIiLTw1S4pjCzpcD3gAVAArjK3a+YCtcLydmXG4Cd7v6aKTLmFuBbwAmERJl3AY9QxuM2s78H3kMY7wPA3wJ1lNGYJ/NaUdPwRURExuZBQs3lP6YvNLPjCFnzxwPnAF9LldggNPm6kFD+4Kjk+nL33+6+KvmVCpQWOseylxzrVwl1hY8jZLsfV9pRHbEXJ39Hq5O3Pwbc6u5HAbcmb5e7qxn+N5HzPKb6c1BERKaHKXRNEQM+4u7HAmsJzW+PY2pcL3wIeDjt9lQY8xXAL939ucDJhPGX7bjNbDHwQWB1MggZJVxnlduYr2aSrhUVLBURERkDd3/Y3R/Jsepc4Hp373P3p4DHgTXJmrVN7r4+mU36PeB1kzficZXzHEs8ptFYAzzu7k+6ez9wPeGcppNzge8mf/4uU+C55u5/BLLLz+Q7j6n+HBQRkelhSlxTuPtud783+XMnIXi3mDK/XjCzJcCrCVmaKeU+5iZCib1vA7h7v7u3UebjJpSuq0024a4jNAEuqzFP5rWigqUiIiLjazGwPe32juSyxcmfs5eXu0vN7H4z+46ZzUouy3eOU8VUH382B35tZhvN7MLksvnJBo0kv88r2eiOTL7zmG6/QxERmZqm3P8jM1sBnALcRflfL/wP8I+E0gEp5T7mZxFKWP1/ZrbJzL6VbDhctuN2953AfxB6XewG2t3915TxmNNMyLWigqUiIiJ5mNlvzezBHF+FMgYsxzIvsLykRjjHrwPPBlYRLpz+M3W3HLsq+bmMwlQff7Yz3f1UwhTAS8zsBaUe0CSYbr9DERGZmqbU/yMzawBuBP7O3TtKPZ5CzCxVm3JjqccyShXAqcDX3f0UoJvST18vKJkQcS6wElgE1JvZ20o7qiN2RH+bFeM4EBERkWnF3c8ew912AEvTbi8hTGPZkfw5e3lJFXuOZvZN4GfJm/nOcaqY6uPP4O67kt/3mtlNhClGe8xsobvvTpaA2FvSQY5dvvOYVr9DERGZsqbM/yMzqyQESq9x9x8nF5fz9cKZwGvN7FVADdBkZj+gvMcM4Tmxw93vSt7+ESFYWs7jPht4yt33AZjZj4EzKO8xp0zItaIyS0VERMbXzcD5ZlZtZisJjZzuTk4L6TSztWZmwDuAn5RyoCNJXnCkvJ7Q1ArynONkj+8I3AMcZWYrzayKUPz95hKPaUzMrN7MGlM/Ay8n/J5uBt6Z3OydlPlzrYB85zHVn4MiIjI9TIlriuS157eBh939v9JWle31grtf5u5L3H0F4XG9zd3fRhmPGcDdnwG2m9kxyUUvBR6ivMf9NLDWzOqSz5WXEuralvOYUybkWlGZpSLTlJnVAr8EXuLu8XHe92+B89z90HjuV2QqMbPXA18G5gK3mNlmd3+Fu28xsxsIF0Ux4JK0v8GLCV0ca4FfJL/K2RfNbBVhyspW4H0AI5xj2XP3mJldCvyK0O3zO+6+pcTDGqv5wE3hupYK4Fp3/6WZ3QPcYGbvJlwAn1fCMRbFzK4DXgTMMbMdwKeAy8lxHlP9OSgiItPDFLqmOBN4O/CAmW1OLvs4ef7PlrmpMOYPANckA+hPAn9LSFYsy3G7+11m9iPgXsJ11SbgKqCBMhrzZF4rWmjIKyLTjZldAlS4+xUTsO93Akvc/XPjvW8RERERERERkVLRNHyRKcbMTk92pq5JTr/cYmYn5Nj0rSRT0M3sRWb2BzO7wcweNbPLzeytZna3mT1gZs9Obne1mX3dzH5nZk+a2QuTHbAfNrOr0/Z9M3DBhJ+siIiIiIiIiMgk0jR8kSnG3e8xs5uBfyVM5f2Buz+Yvk0y3f9Z7r41bfHJwLHAQcJUgG+5+xoz+xBhmsDfJbebBbwEeC3wU8KUjfcA95jZKnff7O6HkrU/Zrv7gYk6VxERERERERGRyaTMUpGp6TPAy4DVwBdzrJ8DtGUtu8fdd7t7H/AE8Ovk8geAFWnb/dRDfY4HgD3u/oC7J4AtWdvtBRYd2WmIiIiIiIiIiJQPBUtFpqZWQrHlRqAmx/reHMv70n5OpN1OkJll3pdjm1zb1SSPIyIiIiIiIiIyLShYKjI1XQX8M3AN8IXslcku9VEzyxVIPWIW2i4vIHTHFhERERERERGZFhQsFZlizOwdQMzdrwUuB043s5fk2PTXwFkTNIzTgDvdPTZB+xcRERERERERmXQWShOKyHRjZqcAH3b3t0/Avq8Abnb3W8d73yIi48nMaoFfAi9x9/g47/u3wHnJbH4RERERmQBmNhtIvfdcAMSBfcBzgO+5+/sn4Jh/Bxx09+8d4X6uB/7Z3R8bl4HJpFCwVGQaM7N3Ad+dgADBe939m+O5TxGRiWBmlwAV7n7FBOz7ncASd//ceO9bRERERIYzs08DXe7+HxN4jArgXuDUI51NaWYvBN7m7u8dl8HJpNA0fJFpzN2/M96B0uR+FSgVkZIys9PN7H4zqzGzejPbYmYn5Nj0rcBPkvd5kZn9wcxuMLNHzexyM3urmd1tZg+Y2bOT211tZl83s9+Z2ZNm9kIz+46ZPWxmV6ft+2bgggk/WREREREZJnlt97Pkz582s++a2a/NbKuZvcHMvpi8xvulmVUmtzsteT240cx+ZWYLc+z6JcC9qUCpmf3ezP7bzP6YvB483cx+bGaPmdm/JrepN7NbzOw+M3vQzN6c3NefgLOTAViZIhQsFRERkSnH3e8hBCv/Ffgi8AN3fzB9GzOrAp7l7lvTFp8MfAg4EXg7cLS7rwG+BXwgbbtZhAvlvwd+Cvw3cDxwopmtSo7hEFCdnBomIiIiIqX1bODVwLnAD4DfufuJQC/w6mTA9MvAG939NOA7QK4ZQmcCG7OW9bv7C4BvED6IvwQ4Afib5LXgOcAudz/Z3U8glIHC3RPA44RrUJkiFCwVERGRqeozwMuA1YSAabY5QFvWsnvcfbe79wFPEJrhATwArEjb7qceahU9AOxx9weSF7tbsrbbCyw6stMQERERkXHwC3cfIFy/RUkGLBm6zjuGEOD8jZltBv4JWJJjPwsJNVHT3Zy2ry1p15NPAkuTy882sy+Y2fPdvT3tvrpenGKUBiwiIiJTVSvQAFQCNUB31vre5PJ0fWk/J9JuJ8i8LurLsU2u7WqSxxERERGR0uqDkM1pZgM+1KQndf1mhEDnuhH2U+gaMue1obs/amanAa8CPm9mv3b3zyS30fXiFKPMUhEREZmqrgL+GbgG+EL2yuQ0+aiZZV/sjgszM0JH1q0TsX8RERERGVePAHPNbB2AmVWa2fE5tnsYeM5odmxmi4Aed/8B8B/AqWmrjybMTpIpQpmlIiIiMuWY2TuAmLtfa2ZR4A4ze4m735a16a+Bs4DfTsAwTgPuPNIuqSIiIiIy8dy938zeCHzJzJoJMbH/YXgg8xfA90e5+xOBfzezBDAAXAxgZvOBXnfffSRjl8llQ1nJIiIiItOLmZ0CfNjd3z4B+74CuNndbx3vfYuIiIhI6ZjZTcA/uvtjR7ifvwc63P3b4zMymQyahi8iIiLTlrtvAn6XzD4dbw8qUCoiIiIyLX2M0OjpSLUB3x2H/cgkUmapiIiIiIiIiIiICMosFREREREREREREQEULBUREREREREREREBFCwVEREREREREZEpzsw+bWY/SP68zMy6xqNuvZltNbOzj3yEMlUoWCoiIiIiIiIiMsOY2VvMbEMyqLjbzH5hZmeVelwAZvY3Znb7WO/v7k+7e4O7x8dzXDNBetB5plKwVERERERERERkBjGzDwP/A/wbMB9YBnwNOHcM+6ooZpnIVKFgqYiIiIiIiIjIDGFmzcBngEvc/cfu3u3uA+7+U3f/f8ltrjazf027z4vMbEfa7a1m9lEzux/oNrPnmJmb2bvN7GngtuR27zKzh83skJn9ysyWp+3DzewiM3ssuf6rFhwLfANYl8x6bctzHivN7A9m1mlmvwHmpK1bkdx/RfL2783s82Z2t5m1m9lPzKw1bfvXmtkWM2tLbntsnmNGzOxjZvaEmR0wsxvS95O17YvMbIeZ/aOZ7U1m777OzF5lZo+a2UEz+3ja9tVm9j9mtiv59T9mVj3GfeUdZ9pj804ze9rM9pvZJ5LrzgE+Drw5+djfl+vcpjsFS0VEREREREREZo51QA1w0xHu5wLg1UALEEsueyFwLPAKM3sdIfD2BmAu8Cfguqx9vAY4HTgZeBPwCnd/GLgIWJ+cSt+S5/jXAhsJQdLPAu8cYbzvAN4FLEqO90sAZnZ0clx/lxznz4GfmllVjn18EHhd8jwXAYeArxY45gLCY70Y+CTwTeBtwGnA84FPmtmzktt+AlgLrCI8HmuAfxrjvooZ51nAMcBLk/c91t1/Scg2/mHysT+5wLlNWwqWioiIiIiIiIjMHLOB/e4eG3HLwr7k7tvdvTdt2aeTmaq9wPuAz7v7w8lj/RuwKj27FLjc3dvc/Wngd4RA4YjMbBkhyPrP7t7n7n8EfjrC3b7v7g+6ezfwz8Cbkg2g3gzc4u6/cfcB4D+AWuCMHPt4H/AJd9/h7n3Ap4E3Fig7MAB8Lrnf6wmB3SvcvdPdtwBbgJOS274V+Iy773X3fcC/AG8f476KGee/uHuvu98H3EcI0AoKloqIiIiIiIiIzCQHgDnjUFd0+wjLlgNXJKe2twEHASNkRqY8k/ZzD9BQ5LEXAYeSgc+UbaMY7zagkhBwXJR+X3dPJLddzHDLgZvSzulhIE6o+5rLgbQmU6mg8p609b0MnXPGOJI/LxrjvooZ51gf+2lPwVIRERERERERkZljPXCYME07n26gLu32ghzb+AjLtgPvc/eWtK9ad7+jiDHm2ne63cAsM6tPW7ZshPsszdp2ANgP7CIEFwEwM0tuuzPHPrYDr8w6pxp3z7XtaGWMIznGXWPc15GMc6THftpTsFREREREREREZIZw93ZCzcuvJpsE1ZlZpZm90sy+mNxsM/AqM2s1swWEep6j9Q3gMjM7HkJjKTM7r8j77gGW5KkbirtvAzYA/2JmVWZ2FvBXI+zzbWZ2nJnVERpc/SiZqXkD8Goze6mZVQIfAfqAXEHdbwCfS5USMLO5ZnZukec0kuuAf0rucw7hd/SDMe7rSMa5B1hhZjM2ZjhjT1xEREREREREZCZy9/8CPkxoILSPkIl4KfB/yU2+T6hjuRX4NfDDMRzjJuALwPVm1gE8CLyyyLvfRqjB+YyZ7c+zzVuA5xGm938K+N4I+/w+cDVh+nkNoQkS7v4IoVHSlwmZpn8F/JW79+fYxxXAzcCvzawTuDM5hvHwr4QA8P3AA8C9yWVjcSTj/N/k9wNmdu8Yjz+lmfuMz64VEREREREREZFpysx+D/zA3b9V6rFI+VNmqYiIiIiIiIiIiAgKloqIiIiIiIiIiIgAmoYvIiIiIiIiIiIiAiizVERERERERERERARQsFREREREREREREQEgIpSD0BERGQ6mTNnjq9YsaLUwxCZdjZu3Ljf3eeWehwzhV7LRKYvvZ4WR6+DItNboddCBUtFRETG0YoVK9iwYUOphyEy7ZjZtlKPYSbRa5nI9KXX0+LodVBkeiv0Wqhp+CIiIiIiIiIiIiIoWCoiIiIiIiIiIiICKFgqIiIiIiIiIiIiAihYOiWY2XfMbK+ZPZi2rNXMfmNmjyW/z0pbd5mZPW5mj5jZK0ozahERERERERERkalFwdKp4WrgnKxlHwNudfejgFuTtzGz44DzgeOT9/mamUUnb6giIiIiIiIiIiJTk4KlU4C7/xE4mLX4XOC7yZ+/C7wubfn17t7n7k8BjwNrJmOcIiIiIiIiIiIiU1lFqQcgYzbf3XcDuPtuM5uXXL4YuDNtux3JZcOY2YXAhQD19fWnPfe5z53A4YpIKW3cuHG/u88t9ThEREREREREypmCpdOP5VjmuTZ096uAqwBWr17tGzZsmMhxiUgJmdm2Uo9BREREREREpNxpGv7UtcfMFgIkv+9NLt8BLE3bbgmwa5LHJiIiIiIiIiIiMuUoWDp13Qy8M/nzO4GfpC0/38yqzWwlcBRwdwnGJyIiIiIiIiIiMqVoGv4UYGbXAS8C5pjZDuBTwOXADWb2buBp4DwAd99iZjcADwEx4BJ3j5dk4CIiIiIiIiIiJeLutLe309LSUuqhyBSiYOkU4O4X5Fn10jzbfw743MSNSERERERERESkvN1666287GUv49Zbb+UlL3lJqYcjU4Sm4YuIiIiIiIjIlGdmNWZ2t5ndZ2ZbzOxfkstbzew3ZvZY8vusUo9VJsef/vQnAP7whz+UeCQylShYKiIiIiIiIiLTQR/wEnc/GVgFnGNma4GPAbe6+1HArcnbMgPU1NQA0NfXV+KRyFSiYKmIiIiIiIiITHkedCVvVia/HDgX+G5y+XeB103+6KQUqqurAQVLZXQULBURERERERGRacHMoma2GdgL/Mbd7wLmu/tugOT3eXnue6GZbTCzDfv27Zu0McvEUbBUxkLBUhERmTHM7DtmttfMHkxblreGlZldZmaPm9kjZvaK0oxaRCSTXstERPJz97i7rwKWAGvM7IRR3Pcqd1/t7qvnzp07YWOUyVNVVQVAf39/iUciU4mCpSIiMpNcDZyTtSxnDSszOw44Hzg+eZ+vmVl08oYqIpLX1ei1TESkIHdvA35PeO3bY2YLAZLf95ZuZDKZUsFSZZbKaChYKiIiM4a7/xE4mLU4Xw2rc4Hr3b3P3Z8CHgfWTMY4RUQK0WuZiEhuZjbXzFqSP9cCZwN/AW4G3pnc7J3AT0oyQJl07g4oWCqjU1HqAYiIiJRYRg0rM0vVsFoM3Jm23Y7ksmHM7ELgQoBly5ZN4FBFRPLSa5mICCwEvpvMoI8AN7j7z8xsPXCDmb0beBo4r5SDlMmTCpZqGr6MhoKlIiIiuVmOZZ5rQ3e/CrgKYPXq1Tm3EREpEb2WiciM4e73A6fkWH4AeOnkj0hKLZFIAMosldHRNHwREZnp8tWw2gEsTdtuCbBrkscmIlIsvZaJiIhkUbBUxkLBUhERmeny1bC6GTjfzKrNbCVwFHB3CcYnIlIMvZaJiIhkUc1SGQtNwxcRkRnDzK4DXgTMMbMdwKeAy8lRw8rdt5jZDcBDQAy4xN3jJRm4iEgavZaJiIgUJ5VZqpqlMhoKloqIyIzh7hfkWZWzhpW7fw743MSNSERk9PRaJiIiUhxNw5ex0DR8ERERERERERGZdhQslbFQsFRERERERERERKadVM1STcOX0VCwVEREREREREREph1llspYKFgqIiIiIiIiIiLTjoKlMhYKloqIiIiIiIiIyLSTmoavYKmMhoKlIiIiIiIiIiIy7aQyS1WzVEZDwVIREREREREREZl2UsHSgYGBEo9EphIFS0VEREREREREZNpJBUthaEq+yEgULBURERERERERkWlNU/GlWAqWioiIiIiIiIjItNbb21vqIcgUMe2CpWZ2vpn9r5ldZWanZa2bY2ZPlmpsIiIiIiIiIiIyOdKn3h8+fLiEI5GpZFoFS83sb4HvAwlgKXCHmV2YtkkUWF6KsYmIiIiIiIiISGkos1SKVVHqAYyzvwM+4O7fADCz1wDXmFm1u3+5pCMTEREREREREZGSUGapFGu6BUufA/wydcPdf2ZmrwJ+bmZR4LqSjUxEREREREREREpCmaVSrOkWLG0HFgJbUwvc/c9m9mrg58l1IiIiIiIiJZdIOAe6+5nTUIWZkUg4+zr7MIPZ9VUc7Bmgta6Sgz0Dg9vkup+IiOSmmqUyFtMtWHo38EpgffpCd789OSX/5yUZlYiIiIiISFIsluDhZzr42I338/Aznaxe3soVF6ziQ9dt4u6thwCor4rSOxCnpjJKXyzBactmccUFq4gAH7huExufbuOkxc18/W2nMr+pRkFTEZERKFgqxZpuwdL/Bs7ItcLd/5gMmL5zcockIiIiIiISMkKfae/l7P/6Az0DicHld289yJmfv41E2rbd/XEAepLf7956kHWfvy1jf5u2t7H287dxwqIm/u/9Z1BREc041oHuflrrKtnf1Z+RraqMVBGZiTQNX4o1rYKl7v4H4A8F1v8e+P1kjUdERERERCSRcPZ19XHptfdyTzJzdNg2R7D/B3d1cPJnf8N9//xyIhFjX2cfH7juXjY+3UZNRWQw8JrKVj15aQs/et86otHIERxVRKT8aRq+jMWM+O9oZp81s7mlHoeIiIiIiMwMqfqjAwNx/vrrd7Du87fmDJTWV0VZvbyFioixZsUs7vzYizllafOoj9fdF+fRvZ1c8M07OeMLt3H31kPEEz4YKIWQrZpw2PR0G+d+7c/E47lDtImEs6fjMDsPdHP7Y3vZfaibXW09PLyrnVgszr7OvowAhIjIVKDMUinWtMosNbPWXIuBjwI/N7M4gLsfnNSBiYiIiIjIjJAKkubK7Ex39Nxa/vv8Uzl2YRNgGQ2bbrz4TB7d08k5V/wp73EMOGFRA1t2d5FwiBq01lWycVsIko7kwZ0dnHflen500RlEIkONo/Z2HOZ9P9jAfTs6ct4vYpBwOHlxE//vnGNY96zZRKPRnNuKiJQTZZZKsaZVsBTYl2e5Abcnvzug/+YiIiIyfmLdcNeF8LxvQkVdqUcjIiUSiyU478r13L+jnXgy8zJXoBTg++9Zx/zm2sHbcxurB3+ORIyj5jVQXx2lu2/4/Vctaeaqd6wG4Hn/disAcQcz49RlLYNNolKOW9hAZTQyLAC6eXsbB7r7mdtYPTj2TdvbCp5jKg57384O3vbte4gY/OkfX8yiltrcdVD1+igiZUKZpVKs6TYN/xlCx/uzgZckv15KKAH0buDFyWUiIiIyjaUyu+LxxKini47pvvvXw7Zrw3cRmZESCR8MNqYCpRGDuqrheRprVsxiXlNNwf0d7BmgJ0egtL4qyo8uWse8phpm11fRUD2U//L+H2yguy+Wsf2Ji5v42Qeez03vP4uff/CsjHXu0FwdzRj7aCUczvzC7/jrr9+Re1q/Xh9FpIRUs1TGYrpllp4E/H/Ax4G3u/szAGbmwN3u/lApByciIiITJxZL8Pi+Lp4zt563fvtu7nnqILVVEXoHEqxePovrL1w3ONU0n0TCOf+q9WzYdojaygi9/QlOX9nKNe9+Hge6QzfpuY3Vw7Onnvnt0PcFL52gMxSRcnagu5/7drRlLPvppWdy9LwGTv7sb+jpT9BQFeXWj7yQeU01I3ajb62rpL46SldWwLSnP86h3hhzG6MhoDowtH7j9szM0RMWN/GTS84kEgk5MscubOKExU08uDNs58Drv3EH33rH6cMCpScvbuKrF5zC1kM9PHtOPQngfd+/ly27OqitjNAzkBkYvffpNt74jfXcePEZma+1en0UkTKhzFIp1rQKlrr7AeC1ZvYhYIOZXeru/1fiYYmIiMgYJBLOge5+Wusq2d/dj5EnUAn098c55XO/obsvTn11lN7+OAmguz+8mb976yH2dPSysKXwFNDdHb2D01dT971n68GMjKvTV8zih9mB1523AOA7f8belZ/C3YlELO94RWT6aampoKYiM4g4t7GGysoK7v/kK3h8XxdHz28YDFyO5GDPQO4p+EubmdNQBYSA6kmLm3NmhJ6wuImb0wKlEKbp/9/FZ3Dip39JbzIBdcuuTvZ0DA8gfPOdpzOvqYYlcxoGl9186VmDr8t7Og7z1P4uvvjLv3Dfzk4ANm1vY29HLwvSXmt95y2hFtrOn2GrPl/UuYuITARllkqxplWwNMXdrzCzPwLXmtmrSz0eERERGZ1YLMF5V61n89Nt1FVFBgOXq5Y0c+PFZxCNRga3e3RvJ//4o/sGgwrdfXGeu6CBvzzTlbHPl/7nH7jvky+nsjJ36fL+/jgv+88/DFt+3KKmjGyxC/3DRK6/K2Mbj1RhQKztEebfUpuxLrHor4i86OZRnb+IlK9UqY70TPNEwnnTN+/MCJSesrR5sA5pRUWE5y5sGtVxWusqM17/YOg1MHXMC75512Cg9KTFjVRVRLn36TZOWtzMj99/Rs7AbEVFlBsuPIO/+todg8v+8X/vy9jm5CVNGTVUU1IfAgEsmlXHoll1XDmvkbWfvw2Aby7/LAt+/pqM+8S8kkoLr4+V12Z9eLT4tfDCnxT/oIiIjFJqGn5tba2CpVK06VazdJC7bwJOI5zjDqC/tCMSERGRYiQSzpuuWs+mp9twyAgUbN7Rzmu/cjt72nsZGIhzymd/w6u+dDsP7uoc3Ka+OspPLzmTVUubM/bbM5DgDd+4g0SOLtGJhPPXV94xbFrpqqXN/OT9Z3DykpbBZV985h3s6J/L4UTV4DJLhMuMShsYXNabqGJH/zz+/i/n5TymiEwtsViCh3a18+Yr7+B5n7+VNf92K+d9/c/saT/M/q4+7t/RPrhtXVWE/33fuiPKLN/f3Z/x+veDd5+eEQA90N3PxqeHGjk9sLOTh3d3knB4Yl83iRzlQ1PmNGUGQh/d15Nx2wj1TIsxv6mG4xaE7NOh18fKwfWp18X010eP1ED9cjj534o7iIjIEaqtrdU0fCnatA2WArh7j7u/291XuvvjpR6PiIiIFJZIOI/u6WRzgSYjW3Z38rzP38Zrv/InOtMamRihkcn9n3wZlZUV/PjiM1n/sRdTVzl0ubNlVwf7u/qG7XNfVx9bdg3V+qurjHDnx17MTe8/k2g0NFM5ZWkzBjzWt5yXPfJ1ftuxhnikdti+AHri1fym43m87JGv8dNtrTzyTMeomkyJSPlIJJxdB3s4+TO/4lVfup17trUNrtvwdDvrLr+VS67ZSE3F0GtNb3+CQ72xHHsrXnaY9R3fvocLvnnX4IcvcxqqOG35rMH1xy9qpLs/ZNh39sV4fF8XY/XAzg4OdBeXa2JmfPG8k4H018fn0RMfnpkK4fXxF21riL3iAWg5fsxjFBEZjZqaGmWWStGmdbBUREREpo5Uc6VXXvGnwSBBxELAID3gmfLwnu6M299912puvvQsotEwzT4SMRa21HHfJ1/OCYsawzEcLr1uU0amZyLhfOC6TaQWnbCokQc+/XIWtNQNZoVFoxFuvPhMvvuu1QD0eg2XPv0xvnHgbfQmMgMCvYkq/mvPW/nY7svo9RoSDq/80u28/qt/zt0pWkTKViyW4K+/fgdnfPF3GVme6RIOG7a10ZvWaCm9ruhYzW2sZs2KVqLJ16EEsHHbocEgpjt86c2ruOUDZ3LXZS/hxvetG3xzFzV4ztz6vPs+0FU4ELp6Reuoxn/cwiZqK8I4U6+P/7XnrXlfH9+/9R+5e/thfYgkIhMufRq+MkulWDMqWGpmD5vZkX3EKyIiIhNib8dh7t56CAfiqffPDr/40PN54NOv4M7LXsLxCxvz3n9Ofe5mSpWVUb79zjVEkw2ZNm49mJFduq+rj41bDwIQjRjf+Zs1gwHXdJGIMac+841/U3wHEeIk3OhNVOMYNRXwkXWV3PYPLyK9B9TmHe28MU8ZABEpP4mEc96VdwxrnlRfFWXVkmYiFoKSELrK16Z9qBONWNHT2PMxM66/cC3rL3sJa1bMoiJinLZ8FnMaqpIfLt3J2stv49Vf/jOXXnsv53/rblLh3IRTMLM1njVH/7nzhhoynbykiWvf87xRlRCIRCL88H3rMpYtr9o9+PrYk6gm4UaEBMuqngHgLd++mzd8TR8iicjkUM1SGY0ZFSwFvgp8ttSDEBERkeEO9WRmOkXNOH1lK8csaCQajbCguZabLz1rsDZeurrKws1T5jVVc+rSFiAEYlPZpams0lRw9tRlLTmbmqQ8d2HTYJbr3IqDnD/71wDsGphL3+nfxeqWYkDt099hfmVbRq1TgM3b24ue2ioipbWn4zCbtrdnLDtmfj33f+pl/Pj9Z/LzDz4f0gKK6ZmnG7a18ZdxKL8RiRjzmmq4/sJ1rL/spVx/4VrMjH1dfWzYdjDjeOlB3VVLW/JmhiYSzif+b0vGMreht4X37ehg/xhep+Y31Qz+nP76uD8xn/7Tv8sBn4cBF8z+FXMrQq3VTdvbeeM31hOLJdjd3stDu9oHa1L/ZXcHsVicfZ19ykAVkSOmzFIZjYpSD2AyuftXSj0GERGRmSiRcPZ19WHA7PoqDvYMMKehKiNz6dlzMqeM/vmjL2J+c23GNtFohH/76xN53VfXZ2x720demLPrc0o87vQMDGVZpU9l3bhtqEFKT3+MRMKJRnNnVEUiEX77kRdyxuW/44PzrqPS4tzc/ny+038ZNx19Djz7NXDnu+DpG7At/8qPLvoyr//a7dy/MzSgqq+O0lpXmbHPVGdtdx/sNH0kTWFE5MglEs77r7k3Y9nxCxv46QeeP/hac8yCRk5bPou7nzqYaxe8+ku3s2ZlK9e9dy2RyJH9Tad3oc8uHQJwwqIGHtg1VKP0K29Zlfd15EB3Pw8/05mx7JE9mfVNvVB3qDzmNdVw+vJZbNh2aPD18aftz+d5599ES+tsEitfTecf3kHzvpv4wLzr+OSu9wOwaXsbr//qH3lg91BpFSNk60YI5QdOWdrM195yKtFoRK+RIjImqlkqozGjgqUiIiIyuRIJZ0/nYS7+/kY2JztFN1RF6RmIs3r5LK6/cB2RiJFIOG+6KjMA6mY53xB398UzbkcMZtfnzwZN7XvLrqHgQE1lZDBoWVMZGdznll2dnHflen500Rl5gxtz66uJGNRE+vmH7R/iR4dexjXvOS2MtaIezvohPPEK2PtH3OGJtC7TXX1x9nf1M785ZGDFYgnOu3J9VkZYM/974TraDseGBZRFZHIc6O7nvh1tg7drKuAnl5yV8aGMmXH9e9fy0O52/urLfyY799GBu58KZT/mpWVdjsfY0j/kOWFRE5f/9Ym8+st/HlzW0Rtj8axc9w6NoU5Y1Mh9OzpybwBcfM293HjxmaMK8poZP3zfOvZ39bHlpq/x0R0fYmvzm3nNrFYAIlUNNJ19I1/+1idYGLk7477pgVJg8LFMhWw3bW9n3Rd+B8CqJU3cePGZRKMzbZKkiIxFes3Stra20g5Gpoxp9x/GzE43s2vM7Ckz6zWznuTP15jZ6lKPT0REZLpLZUrG4wnOv2o96z5/22CgFKCrP07C4e6th9jbGT7hP9Ddz+asN+6H8kwDXbuyNfN4Do9kZUmlO9Ddz+an2zKW9fbHOdgzwMGeAXr7M4Ovm59uKzhV/tG9XSQc/t+Ov+dHh14GwJrlmWPi2e+CdVfz6N7Owe7UKanYZyyW4Nyv3T6sHuLm7e2s+tffsPbffsubr7yTPR1qgiIy2VrrKqmtHKpdfDgG+/I0RfrMzx4eDO4dt6Aho4u9A5dce++41iqe01DFSYubB28/tLuDpurMOsvZmfrpzIx/e92JBY9x3xhLhqTKBrzw7T/jHy7+wmDZgPRjX/Q3n+VT+/5h1PtO2byjg3O/ertqnUpOZrbUzH6X7Feyxcw+lFz+aTPbaWabk1+vKvVYZXJpGr6MxrQKlprZ64A7gHmE+qQXAhclf54D/NnMzi3ZAEVERKa5RMK54Jt3su7zt3LelevZkJb9lMvFPwhBhBCYyMxgyp6unhKNRvn/3nFqxrJDvX05t03t57jFmfVMT07W85vTUMXJyVqmKcctbmJ2fe5jA7gPf4PedjieY0uYlXUONRWhDEFoHJOZ7Zquuy9O3OHurQc54/O3cv5Vd6oxlMgk2tvZN+yDjuy6yhA+jLk37XXuoWe6hmWY3ptW9mM8uENF2ru4hMMrrrg9Y5vH93dTyJwCtZkBTl7anLfmaTEKlRRpOxzjcH/u18xs0YhRXzW84d6Duzp5rQKmklsM+Ii7HwusBS4xs+OS6/7b3Vclv35euiFKKWgavozGtAqWAv8KfMrdX+bu/+Hu33f37yV/fgXwaeDfSjtEERGR6SkWS3DXkwfYsO0QsYRz3/Y2TloylP1UVzX8smPz9jYeeaaDA939HB7IDDF88PrNeQOExy5qzrh91LzGnNslEs5bvnUXD+3soL4qSsTglGUt3HjROiw5zf9H71vHqctaiBjUVUXZsrODC755V95jz23MnE67aklTzqBCIuF86PrNGcv6YrC/q5+/PNPB5qyMUoD6qggGNNZUkJr9GnfYsO0Qdz15gMQY6giKSGGJhPNMWy8P72onkUjkrFcK8PEfPzAsODenoYpTl+WZ7550yhEGHrMd6O7n3qzGUz0DmeOaXV/4ePOaajhx0fBmeSnfeNtpE1YCJDxmLQW3iZpx+opZrP/YS7j/Uy/nrstewslZH3pt2dXJG79xhz5Ikgzuvtvd703+3Ak8DCwu7aiklNKn4SuzVIo13WqWPge4scD6HwOfmqSxiIiIzBj9/XFO+dxv6O6LE7WQDbR6+Syufc/z2N/dP9jY6dE9nbzyS0MZUA688ku3c/ryFlYtbc7oPL0xOR0+V3f6+c21nL68hY3b2jhteQvzm2tzjutAdz8bth0iAXT3xzGgwoC0ibLRaITr37OW137tdv7yTGhycs/W/HUGU01MNj59iJMWN/Pj95+RM6hwoLufjVnT/49f1MQl12xgw9Ptw7b/xQfP4uj5jRzsGaC1rpID3f1ceu29YR/uXPCtu6ivjrL5n15GZeXwTCsRGb3+/jhv+MYdPLgrlAGpq4zww/et5f6dw/9GN+9o57VfvZ2bLzlrsF6mmfHlt5zCus/fSr6YXcxDNuh4xR7nNFRx2rIW7t46lNEaMQaPX1sBcxoKZ46aGd98xxrWXn7bsHUnL24a1xqr2dwhVuBzn1OWNnPl21dnZKbOb67lyrevHjbeTdvbx70mrEwfZrYCOAW4CzgTuNTM3gFsIGSfDpv+YmYXEmaosmzZsskbrEy42tpaZZZK0aZbZukTwOsLrH898OQkjUVERGRGSCScN3zjjsEmSXGHH7xrDddfuJZoNML8phrmNdUQjUZ47sIm1qxoJTtmcM+2tmHZQbWVERKJRM56naGRyBnc9YmzueGi3MFKCFPw69KmcHryWPu6hqbtJxLOm79152CgFELQ4dI8dQZTTUzu+vjZ3HTJmRkNX9L3mUgkqK0cWldXaWzZ1ZEzULpmZSvPXdg02Ok5Go0wr6mG6y9cxw/etYZ4chjdfXFer0wqkXHR3x9n1Wd/PRgohZCh+VdfuYN4nr+xXNmM8xqrOX1FKxELzZZ+dsk6Vi0dyn7fvL094zXnSJkZV5x/Ssay9OH2xeFgz8CI+5nfXMPq5S3Dln/+DSdOaGO57OZZ6VYtbebGi89gXlPNsDHkazb1/ms26jVRhjGzBkIi1d+5ewfwdeDZwCpgN/Cfue7n7le5+2p3Xz137tzJGq5MAmWWymhMt2DpJ4HPmtmvzOwjZvY2M3tr8udfAp8B/qnEYxQREZlW9nYczgg21FdFed6zWnO+2TYzrr9wLX/+2IuHBUzv25nZ4KmrL84Zl/+ON+ep11moJh6EgOVje7voOhwbPo60nw9093P/juEBzI1Pt7E/T4Cj0LETCef8q+7kjMt/R1cygGxAz4APq2UIcPKSJq57z/Ny7isSMZ73rNaMmn0P7uxgX6cyI0SORCyW4LVfu33Y9PViZDc/MjOueffzOHlJCw/u6uA1X13PI89kdZof5yZt0QJd6k9N1mQeiZlxw/vO4I6Pvoja5HzDhuooz13YVPiORyhXrWgI53TV21fn/AAKYG5jNacvH17yYEPWB2AiZlZJCJRe4+4/BnD3Pe4e91B4/JvAmlKOcbpydz784Q+zefPmUg9lGNUsldGYVsFSd78ReAFwCPgg8G3gO8mf24AXpl4sRURE5MglEs7F12zMWHbrh1+Q980uhABgW89AzsBhtrg7dz91kL0do7u4TTWaeuUVfxq2rr4qmlHPL7uz9OCxE84lY8hY2tNxmLu3HiSeFhwptIcHdnYUzAKLRCL85sMvyFh20Q+USSUyVqkGa+nZ5ADVeapbRICatHUnLhneBO5Q70DG1P3erBrM4/33OrexmuMX5q45+tnXnVB0ZmgkYiyaVc8Dn34lv/zQ87n/Uy8v+Po9HlK1ok9Z2jLYwClisHr5rJxlV9Lv95W3nkquOLG7s6+zj3g8we62XrbsbGdPe2/OmQkyvVl48n8beNjd/ytt+cK0zV4PPDjZY5sJ9uzZw3//93/z2te+ttRDGZReszQej9PfP34N92T6mm41S3H39cD6Uo9DRERkuksknEf3dLI5rc5obaUNa4CU636f+sno3qNcfM293HjxGXmnYWY70N3PPVsP5gxS9g7EOdgzMPim3Mz4+ttOZe3nh9fu27CtbVT18PI1himkripKa11lwW3mN9ZQW2mDAZjN29t5dE8nxyxonNDpsiLT0d6Ow2xKa7B2zLx6vvuuNcxtrGFfVx/vuvpuHtqdVpYDOJzWvP3+HaEJ3HXvXTv4mpT60GVTjsZtAG29Ayws3AdqVMyMb73zdNZd/ruM5Q3VUY5ZkLvhXSEVFZEJzyhNF41GuPHiMzjQ3U9rXSUHewaY01A14uvZnPoqaquig2VfAI5b0MC7r76HLbs7qa+M0J2WLXz8wgZ+cslZVFSozvMMcibwduABM9ucXPZx4AIzW0X4/HIr8L5SDG66O3jwIAAVFeUXampsDK+NXV1dtLa2lng0Uu6mVWbpTGRmW83sATPbbGYbkstazew3ZvZY8vs4XpqJiIgMZW6+6oo/UZN2Pdw74OzvLvyJ/YHu/oxGTsW4f2fmtNeRtNZVUluV+83xyUuGT1Gd21CdMdU9xclfuzSXA939ORvDFNLbHx+xvuD+7v6MTLWaCnjVFX/i/DwlCkQkt0TCuegHmdnwV//tGha01BGNRljQXMtPL31+Rs3RbA5s2Hpw2FT8H120jhMWDQ841lXYmAKYI1nQXJtRc/T4RY3c98mXTXhm6HhJlTNJ1Wou5oOfgz0D9PYPBUrrKo2Hnuliy+5OgIxAKcCW3V2c9C+/5k+P7SUejyPTn7vf7u7m7ie5+6rk18/d/e3ufmJy+WvdfXepxzodxWKxjO/lpKEhZON3dXWNsKXINAyWmtlFZnaNmb03efutyaDh02b2uVKPb4K8OPlPYHXy9seAW939KODW5G0REZFxk8rcTAC9WdfDB7v6Ck59bK2r5ITF+TOY0psipdRVjpx9mZJIOI/s6czIPEr3jbedOuxN+cGeAXoHcm+/YduhvLVLs4Uu1cM/o6ypyB8EOHFJ87ApvekSCedg1vF7YyHb7Z6sgI2IFHagu58HdmXWE7WsjPVoNMKPLz6Ta9+dv6ThsQuHT8WPRiP85JIzOSUt0HrCoiYe+JdXTEgAM1Vz9K7LXsrdH38pP/vA84lGp3cGZWtdJXWVQ+fYMzDyh0U9Awne/u17OPqffkl/vwKmIhMpkQgfWJRTbdDUNWkqs7Szs7OUw5EpYloFS83sI8B/ADXAv5jZPwFfAq4GvgVcamYzId3+XOC7yZ+/C7yudEMREZHpKF/mZn1VlNd85c95Mx4TCect37qL+7IyS9NDFb05Gq5098eK6u6cSDhvvnI9r/rS7TnXn7K0OeeU+jkNVZy8pCX3Pr34bstmxpffcsqwmnqHY0P3HdbYans7F3zzrryP1wXfvJPXfOXPOTNfa4uYwi8iQ+Y0VHFiVvbn43s7B9/gp0Qixtpnz6YhTyHTB3d15HydC9PLz+Suj4cA5k8/cNaEBjAjEWN+c03O7vHT0f7ufrpGCHj+7NIzueXSM6jL+uAt7nDTpp3DftciMn5SgclyCpZCuD5LZZYqWCrFmFbBUuA9wIXu/tfAq4FPAf/o7p9z988AHwbeW8oBTgAHfm1mG83swuSy+alpBcnv83Ld0cwuNLMNZrZh3759kzRcERGZ6lJd5nuyMjfrqiIcjiWIJ5yN2w7lzHg80N3Phhy1RNNv11VGMKA+7Y3u6hWtRXV3fqatl3u2Hcq7/htvOy1nQCFVtzSfDdva2NvRO+LxAeY1VrM6q2NzbeXQMXOde/aU3pQD3f1s3HaIeMI5HEtQV5V56dbTF+exvV1qYiJSJDPjyreflrHsbd++h5M+/Wu27GrPCKRFIhE2//PL+eWHns/j/3oOP//gWRkfduR7nYtEjPlNMyeAOZlGejTXrJjF8YubOX7JLO7/1Cu45QNnZnx49dGbHuCkf/k1sZgCpiIToRwzS1PSa5aKjGS6BUuXA38GcPdNQBy4M239H4Bnl2BcE+lMdz8VeCVwiZm9YKQ7pLj7Ve6+2t1Xz507d+JGKCIi00Yi4Zx/1XpeecWfhmVP9vYnOG5hI9GIcdryWTmDm3Maqjh5acuIxzELU2MjhGzQ697zvBGDDrFYgrP/+w8510XNWLOytWCjpvlNNaxZ0Uo0z3Fe8l9/KOoNtnv4ithQ4PdZc3J3rU45eenwOqqQnNa/fBbRiHHcwkZ6+7Oy3wxeecWfePOV61W7VCSPRCJ0Sh8YiPPgztC0bfXylozAW1d/nFd/6XZO/PSv2XWoZ/ADiFTjo4qKKMcubOL0lUNNQfK9zsnEmdtYzZoVudsxGPCVtwyVWamoiHD84hb+8i/n8PnXnTC4XVdfnL/s6ci5DxE5MqnXzoGBkWcDTZbUmJRZKqNRfi3KjkwPUJd2ex+Q/bHBtDpnd9+V/L7XzG4C1gB7zGyhu+82s4XA3pIOUkRkCjCzrUAn4YO2mLuvNrNW4IfACkLn1De5e/60xWkqkXAOdPczp6GKfV193L01PATxtNhcBKivqWDLrg5WLW3h2jzBTTPjh+9dy0mf+VVGw6J0Pclp+F3JzNVN29vZ39XP/ObCHekf3ds5eN90q5Y2c9XbV4/YQMTMuP7Ctezv6uPC729gc1apgJ7+BI/u7eS4RfkbvwDs6+wbzG5NjSfVfCSX2krjhgvX5n28rnn383jTVevZvL2NhuoKuvtipM4y9Tu4e+sh9nX1MbehevB3pYy2mUmvZZlisQRvumo9m55uw2DwbydCyOqOWCi1kdLdH+eML/yO05e38MP3nTHY7R6SrxHvXcu+zj7MKLopkYyfUOrkVNb+263DsvRXr5jF3MbqYfepqorykmPnwf8NLXvTleu5/5OvoKJiuuUOiZRWuZa5MDNllsqoTLf/Do8AJ6ZuuPtSd9+Wtv4YYNuwe01RZlZvZo2pn4GXAw8CNwPvTG72TuAnpRmhiMiUo4Z5WVI1M9d9/lbe9I07eCxHNk4q6NB5OEbC4b7tbQWbDrUdjtFXRFOOdMXEI1pqhn8eesLiJn588RlFT4eNRIx5TTXceNEZOZtQzaod+TPX0cZO+gacQ9ldstIc6Onnvu1tJBw6+2IhwJNju8f2dPDmK+9g3edvzVszVmYMvZYRAqWv+/qfuffpNpyhQClpPyccfvCu1cNqAt+zrY2Hdrezt+NwRpmLia4RmsqCVWmN/OY1VnN6WnbpCYuauPNjL+aG963L+zuZ01BNXdrvuKc/wSN7O/VYi4yzcv57UoMnGY1plWUJXMbwTNJ0K4FvTtJYJsN84KbkRUEFcK27/9LM7gFuMLN3A08D55VwjCIiU9m5wIuSP38X+D3w0VINphRSNTNjCeeebW287dv3DNsmO4cg7vC+H2zkR+9bRzQ6PKw3p6GK1StmDWaojmTV0uac2UIZY0g47792U8ayExY1cfMlZ46pC3U0GuEn7z+Tc7/6Zx5M65x98bWb+PHFZ2Zkm2Wb21jNqqXNwzJT81m9Iv9U3lgswUU/2JiRxesMr3sKZPxuUrUUR3rcZMaYca9liYRz3pXreXDn0N+vkftv5z9/8xg//9CZvPvqDTy+r2dw+Wu+/GeAnFmmEyEWS3DeVeu5f0c7q5fP4rr3rp3wY05FYRbAOvZ19WEUl+G7v7ufwwOZdbbf+LU/czjmnLiokX845xiOntfI/OZaZQuLHIFyzSwFTcOX0ZlWmaXu/kd3v7fA+q+4+xWTOaaJ5O5PuvvJya/j3f1zyeUH3P2l7n5U8vvBUo9VRGQKUMO8LImE4+6cunzWqC8YNj3dxhvz1NFMvdG9/aMvoray8J5PWdrMjy8+Y8Q3r/s6+9i8IzM4WVMZYV9n/5iyHBIJ52DPAD++aF1GR+XN29vZ19lX8L5mxo0XncEpy1oKbldbGeGOj76IH+bJhkoknPOS04dHw4BTl83C3cs6w0MmjF7LCK8Jm7a3Dd4+YVETj3zmFfz00jM4YVFTRs3lTdvbeeG//5HH9/VQXxUdVrf4nm1t/OWZjgn9e0okfLBcQDzhbEh+4KFM09xG00QrkXA+cN0msv8d9cYcB+7f1ck7vrOBtZf/jtd99Xaeae/V4y0yRuX4t5MaU11dHWamafhSlOmWWSoiIjJWZ7r7LjObB/zGzP5S7B3d/SrgKoDVq1eX31XiGKSm32/cdohVS5r49t+cyruuvjdnVlY+920PjVTyNVX64HWb6c1RY/Q5c2r4nwtOZW5D8VNdc12cb9jWxhmX38apy1v4ygWnMq9p5OyjVGDi0mvv5d7tbZy0uHnYGONFZE1EoxFuvOgM9nX2kUgkePiZNt713czM196BBJdet5kfXXRGzqn7+7r6uC8t2FOso+bVEY/HOOPy2zhN2WkzkV7LgLhn/p1+8x2nUVVVwYlLZnHzpWexv6uP931/A5uG1SaO84N3n86//+oRNu8Yykp91ZduZ82KWVx/4boJ+Xs60N2f8fd+7MJGYvE453/zTu7ddkh/y0cgNUOiGPft6GDt52/jlKUt/Oii3LMjRCS/cs0sNTPMjIaGBmWWSlH06i8iIkJmwzwgo2EewExrmJc+/X7D0+38bZ5Aab7O8RBqAV563aac2aUHuvvzZkxeccFpnLB41qimQ+YLIMTduWfrIc74wm0j1vFMBYjP+MJt3LPtEPGEs2l727Dzbu8trsNrqrbhwll1LGiuz7nNpqdz13fNlwmVLt9j/+jeHjZu7yCW8MHp+DJz6LUs/P1cklWWI5pWjiNVm/hHF53BKUtbMrZz4K3fvgdz5+h5mX+3d289xN7OwxMy5lCepJWIQV1lhAd3drDu8t9x91MHw+vwtkPs7yqc1S65zWmo4qTFhRvzZdu0vY3Xfe3PxOPlGfgRKVflmFmarrGxUZmlUhQFS0VEZMZTw7zhWmoqOHZhY8FtTlrUSF11aJhRVxUhV7zy3jzBujkNVTkbKIV1o6+zObu+ivoCU/rTp7XmkwoQxwtEKCMGR81rGNP4cjlhcVPOeqUHuvu5N0cmVMTCYw1QVx1l9bLmnI97yrELG2mt00SimUKvZcGB7n7uS/swprYykrM5WzQa4caLz+Cuy17KLR84M+ON0aadnTy6t3vYfd599T0TEkAzM6559/M4blETPTky7uMJ59Jr71XjtjEwM77+tlNzrotGjJ9ecgbff9dqTlqU+dr+wM4O/vrrd+gxFxmFcswsTQ/gKrNUiqVgqYiISGiYd7uZ3QfcDdzi7r8ELgdeZmaPAS9L3p72YrEEp37utzyQ1hgll0jE6O4LXdx7+xMclyO4euqy3M2LzIybLj6D2srMSN/Ji5vyTtsvZH93P905AgzpTlrcnLeREoQA7qnLZuVdDyFb9kBPcZml6eY11XByVnC4ttL4v/fnrseabyzHLWyktz+cZ3dfjFgCjPzR0gd2drDqs78lFiu/Ny8yIfRaRvj7OXnpUCZh70Ai799BKgP8uEXNnDxCnWGALbs7eeM3JiaAdqh3gId3538Tv2HbIR7d00k8nlAd01Ga31TDmhVDr6n1VVGiEWP18lmcsKSF5x89n/+79AXcedlLOH7hUNB084529nT0lmLIIlNS+utSLBYr4Ugypa61lFkqxVKwVEREZjw1zMv0+L4uOg+PfIG7eUfH4DTx+uoKHtrdyXELGwanh0eAL1+wKu9U+oqKKPd/8hWcsKgRIzRzuumSM8fWibiIoME33nZqwX2bGV9+yykFMzWLPVauff/4/WdyytJmDDhhUSMPfvoVRKPRvNtfccGqwQu1qBnHLWjgod2d1FeHDLmEhzfy8RHG03k4xuP79MZgJtBrWWBmfP2tp2Us6+6P8+je/IFIM+NH71vHKUtbiEas4OvAfdvbJ6S8xZyGKlYvn1Xw2K/60p9Y9dnfsPbzt45YWkSGpBoL3nXZS7n74y/l/k+9nDsveynXX7h28P9CJGIsaK7li+etyrjvu797jx5nkSKlZ5b29PSUcCS5NTY2KrNUijLt5mWZ2VxgFbDZ3feZ2XzgPUA1cIO7P1jK8YmIiJS7o+c3UFcZyTkVNJ+uZIbpQ7uHgnIJ4APXb+b6Ak1JKiuj3Hzp8znQ3c+chqqxBUopHL+MmnHaillFZazOa6zm9BWtbCgwHX+syVxhyu+ZRZ1rIuF86PrNpH4DcXceeiY8tqnHulh1lRGOnj/60gEiU0WqMZtZKHlxsGeAeU3VnLa0mY1pDZzO+8Yd/PbDL2JBc+7Gcalp+Qe6+2mpqeDRvZ184qYHMho9AaxekTtj/kiZGde9dy37Og/zkv/8A9398czzTL72pD7MStUknts4+tIlM1Eqizgl3+N27IJG6quig4//Q7u72NfVx/wxzHoQmWnSM0u7u7tpaspdcqlUGhoa2LFjR6mHIVPAtAqWmtk64JdAI9BuZi8D/hcYICS4/D8ze767byjhMEVERMqccdS8Bu4bYRr+0NbkbP4EQzVLC72Zj0TsiN/sF+oQ/bMPnMlzFzYVFYhNBSseeaaDV37p9lEfq5hxFnOu+WqWDo6T/I95tqPmNyTvITL9xGIJzrtyPZuSneQbkkGu4xc1ceXbT+XML/x+cNvu/gRnfuE2Tl/RmrezfPrf6PGLW/jx+8/KmPKeWj/WD3ZGEgJ6tWz+55dx7lf/xEPPDK+bmnLi4mZm11dOyDhmskgkwi8/eBbP/48/DC5LqNGTSFHKMbM0PYCrafhSrOk2Df+zwA1AM/A5QgfQ37r70e7+HOA64BMlHJ+IiEjZO9DdP2K90nS5gnaN1RVEI8ZpyycmAyvbrNpKarI+Ao6asWZla9GB0pRIxHjuwibWrGgd1nG+pgJa6yY+ODGnoYrTls8iGjEaq4d/tj2a5NYHdnRMyJRhkVJLJJw3XTUUKAXo6o/jwIO7Ojj7v/7IKYszs6oTDvdsPcidT+4vqhFJKhtxQUstC1pqmdeUOyt1vFVWRvmPN51ScJv7drRx/lV3sqf9sOqXjiCVfVzs43SwN/M1c39330QMS2Tayc4sLRep1201eJJiTavMUuBU4APu3mlmVwBfAL6Ztv4rhG6gIiIikkdojtKSEYAYSXqmY9TgNx9+AdFI5Iim1hcrkXDe/M07SS+zumpJM1e9Y/WYM8BCfbu17O/q48LvbWDzjjCV93AMzrtyPTdefOYRZZgWc/zr3ruWA939xBMJzrz8NuLJB3g0WaUAJy9rmZSAtchk29fVx6a0rvfZegcSPLK3h/+7ZB2v++r6weUJh7d8624aqyvY9M8vo6KiPPNHnrugkcaairw1pBMOd289xBlfuI3TlrXw5QtOZV7TxGW9TlWJhHPBN+9k47ZDnLZ8Vt6s4vTtP3HTloxlET2mIkVJ/xCqnIKlKcoslWKV55XB2FUBvQDuPgD0APvT1u8DZpdgXCIiIlOGO4wUOzCgoTp0Ez59xSzuvOwlrFnZSkXEWL2ilflNNRM6VTXdge5+7k0LmNRVRvjRReuY11SDO+zr7Cuqe3Qq8yi1rVnoYn/jxWdwwqKhmlubtrezr2vis4xS033nN9WwekV4bNesaOXOy17C6cms0zUrZnH8osaC+6mwsddZFSlXiYTzgWvvHfzgoK7SWP/RF3Ha0sz6eD0DCSqjUZ63snVYMYrOvhh3bz1QtlmZkUiETf/0Mq59z5qC28UTPhg0VdOnTImE8+ieTjZsO0Qs4YN1XgvZ23GYB3dlzq6Y06C6sCLFKMdgafY0/O7ubuLxeIF7iEy/zNLtwEpga/L2+cDutPULgQOTPCYREZEpJTv4mC2VtZlqpJLKHr0+mQk5Gdmk6VpqKjKyLXsGEuzr6geDi7+/kc072qmvitI7EGfV0hb+933riEYzo8GxWII3XbWezdvbqK0MNQ9XLW3mfy9cR9vhGF+7YBUv+M8/Dm0/MHkX2elZpqnH9ofvWzd4O5Fwzv3an3kwT+mEe59uUxMYmXb2dfaxcVvb4O3DA05FRQX/e/FZ3L/9IK/7+p2D65qrIlzz7ufxxm/cMZglnvKWb93NKUtb+NFFw18XykFFRYR1z57DmhWtbNh6kEKFA+JpwUD9vQ9llG7YepC66gp6+uMjloaJxRK853v3ZCw7eUlTUQ0CRaT8p+E3NzcD0NHRwaxZs0o5JClz5XdFcGT+lxAQBcDdb3H33rT1fwXcPemjEhERKUOJhLOn4zB7OzLr3aWm4efz9bedipkNa3Qy0Y1P8nlif/ewaekX/2Aj6z5/22BgpLs/TsJD4PDcr/6ZeFqzjlgsweu+9mfufbqNhDPYAXnz9nZO/uyved6//ZZ3fW9jxv63HZzcpgX5Hmt3ONgzwP9lZb+mO3lp5jT87Azacs2qE8knkXAuvfZe4mnP3VSH+kjEqK7MzAc5+3/+xEO724cFSlM2bW/jjd+4o2xrf6bKgqy/7CU05KhhDOFDrIpJrBM9FRzo7mfjtkPEHXr6YtzygbO4/sK1ef9HJRLOeVeu58FdQ/UMT1jUyE3vP1OlDUSKVI6ZpelaWloAaG/P/f9AJGVaZZa6+ydH2OSLQO6iPyIiIjNIIuGcf9V67t4aOq6vWtLMlW8/bbB5yf++bx1vvHI9m59uywhEnriogfdfs4n7d7azuojab5NhxazaYcvyBUUgNH554zfWc+PFZwAk3xznzsrs6Q8X/Y/vy7zgP2VJ81iHO24Gs6a2HeKkJc18/W2n8Pwv/iFjm1OWhYw5MyORcPZ2HObiazZy34526qsr6OmLsbpAZ3CRcrS34zD3bDs0ePuWD5zJcYuaBwNaxyxopLbS6B0Ir16HY85rv3pHwX1u2t7OGV+4jZOWNPOjHNnnpRYaTdWy+Z9fxqN7OjjvyjsHP9gBuPLtpxGZpDrRU0WqUV6qVukxCxoLPja7DvZk1Oo+fmEDN196FpFIeT0XRMpZOWaWpo8pFSxta2srzWBkyphRr/zu3pmVaSoiIjLjpGq43bN1KNiweUc7z/v8bbzmS38iFosTjUa48aIzuOvjL+X0FUPTlJ7c38um7W3EE849Ww+WRZf1e7YfGnmjLPftCFPTD3T3c9+Otrzb5XtbvaHAfSbLge5+7tl6kHjC2fR0G+dccfvgutXLWrj74y/lxxefQSQSIRZL8Pqv3s7ay29j0/Z2Eg6dh2PEHTZsO8T+SajBKjIeEgnnoh9kZnrPbczsUB+JRLjvn19ObeXIb3XS/8ZTf0vnXbl+wup+JhLOnvbhGf3FqqiIcNziFjb/88s4YVETEYM1K1uZN4l1oqeKVAmT9Ze9tGBGKUB/f5yz/yfzw6Z/f+PJwwKlqcz8csxAFikH5ZpZmj0NX8FSGcm0yiwdiZktBf7F3d9V6rGIiIiUQiob8Z6nDuZcv2V3Jyd++lf89sMvHMys+tRfHce5X7mDuHtGJlN1hbGv8zCz6ytLmnnTWpd/yqkBP/vAmcxpqObiH2zg3u1DGaQtNcMvg05d0sTX3rYagEM9/bz6y7fnbI7UUlt5xOM+ErFYgn2dh6muGMqe6+4Lv5uoGf/y2uMHgzLuznu+t4Etuztz7iuenNJ8/YXrlF0qZW9fZ19G5viqJc0563NWVVVw60deyBmX/y7vvv5/9s48vK3qTv+fcyXLuy07jpckjkMpkARInMQJthOgLUtbKFB2CHSlZCFLf9PpzLS0bKUltDNtpySQBUo7LZBQCGUptAUSKGT3EickhK3FiZ3FcbzKsi1Zuuf3x9WVdbVZdrzIyf08Dw+RdCUdSdbRue95v+83MOs4kN2HWvnwWDuTCzIGVXwMdvTPKMzk+UXlA3KxJiRYeHnpvBHJiR5N6JEl0fB4VK5+bAvdnt6/huQEweSCjF5xFIkAlq3fTfWhVmbFSWWFiUm8EY/O0kBOd2fpzp07aWtr4/LLLx/pocQ9p5VYCmQD3wBMsdTExMTE5LSk0eGi8mBL1CYhXR7J3F+8Hfa2lASFzh7t3l09kise2UJ6kpWquy+lzeUZkZP2KQUZpNgUf8k8QKrNQrdHpaQoy1+e++BXp3HlSs19qUr4uLHD/2+dB6+bRr5dK+vPy9S60O8KIyznpo9Msw+9lP7SX/+DDpexyZT+2Xil5MpVW/v1uLq71GxiYhLvyCB5U89QDkdBZjKzi+xUBDSCMj5WpOeALz+yhTmTsgZ1E6HR4fILpaCV/t+wdjsbF5UP6DliEQJNoqOqkhvXbeeDYx3+65Ksgr33XgYIblm3g121ob8Blb7KCvP9NzGJTDyLpadrZmlpaSmA6Y6PgVNKLBVCfL2PQyYOy0BMTExMTEziEFWVLFtfjTdMeWmyVdDl6Xvh1NmjkmqzGBymjm4PVz26hY+Pd1BSlMUz3ymlpatn2IRTveT2ujXb2H+kneJCO39aUEpLl1G8HZNqdINmp4S6Q8cEXCeEYMOdpTQ6XIDmvqw+1MasIvuwiYqqKv3OMa9Xaz5SU9caIvIEfybRCHTTKYCKJhgvebqKZxcOTLQxMRkulKA5xRLF1S6E4NmF5TS0d/GFX/6Drp7I20SKMG6cAOyqbeF4e7d/AyXw+ziQuS3cXfbWt5mi2wjS5HSzJyCnFLSM2/lPVHDf1VOpPBi+CiMl0Rr2N8TExKSXeBFLzcxSk4FwSomlwO+BTiJvFJ9WGa0mJiYmJiaBNDndVB405nsqwKvL53F2XjoNjm6+9btdfNgQfXHrdHs5tyCN/Ud7nTgfNmj/3lXbwjWPbeH9Iw6mT8hg7ddK/E2jhpKEBAsvLTGWpI5NtxgPCh5DuDEFXac1VdGE0WcXlg9byavuIF30VCV76tuZPiETKSV7Doc2ogr+LCJxbkE6/33DNM7OS6fJ2UOz06U5bX2rpsqDraZoYxL3jEm1kZ5oxeHykJ5oZUxq9M7viiIosKew997LufxXb/FpS/h83kgRpYufrvY3g/M3VBufyerbZ5LXz7ltbHoicyZlUVHbQrJNweWRlJjd60eU7JQEUm3a31MgFQdb+MrKyA79TreX5s4ec740MQkiXsvw9bk6IyMDMMVSk7451cTSI8ByKeUL4W4UQhQDVeFuMzExMTExOdWxJ1kNzUwsiqCkKMufyzfOnsJryy/ihjWaezHZptDlVpk2Ph0QfqEuJUHwQRRBdf8RLRuzpr6dC1ZsZnZRFqvmzyQ3Y2ibj/RVkhr8zOFGEm10w1Xy6vGo3Lh2u6Erc2BGYzAfNDhJSRB0+rJLp4/PACR7DztITlDo6lEpLrSzcXGZP1s2L9NCbkYis4qyDI2+MhMt4Z7CxCRuONHh9gtbDpeHEx1u/4ZGNBISLKxfWE5plAzTcOw93EZjh4sW32aTV5XsrmuldMVm5kzKZsOC2HMrhRBsWFBGk9NNdkoCzZ3D58A3CU9zZw+dPbG58gNJtiqms9TEpA/iSSzVsVqtpKWlnbZl+Caxc6qJpVXATCCsWIrmnTBXIyYmJiYmpyUfN3bgDXBP/eHbsyk/M8dwom6xKGxcXB5yMn+srZuyhzcD+EW5WKk42ELpik2UFNlHtMw7OJ4pXFzTSEc4ud1ern5siyE/ry+8qqQzoLp47ddLyE1P6lOQEb5GUFc8ouW4SuD6tdt5ack8sxTfJG4JzixVZbQEZiN5mcnMKLQbNiKC0aMpdGYW2lm2fjeV4XIrDzb3O+s3cNPFdCWOPDlpNmYVZYXNpo5Gh9vLCaebPDPn2cQkLEIIOjs7R3oYQGg+p91uP+2dpVJKc6OuD061svT/AaJ1NPgE+PwwjcXExMTExCSuyAhyDX4mJzXsQkk/mbdYFMama27QWLSzqfmpFE/ICHubBCoOttLg6B7I0AeMv5OxlDGG2UvDfYYTj0dlxk/fiCiUTh+fwdT81D4fRxD+MwzH2blphs/2vcPtNDndAxm+icmQoqqSo61dfNxgjKK4849VeL2xCaZCCDZ85wJSbJFPgQIfSRFw/9XnUnWwBVWGluqrEpY+U40aqYbfJO7Rs6l3/vAS3v3Pizk7NyXisUnWoA2noR6cickoJjU1Na6cpYHroMzMzNNeLO3q6hrpIcQ9p5SzVEr5bh+3O4F/DNNwTExMTExM4gaPR+Xy3xh/JqM1Rgkmlt3n949pi+JUm4WuHi/nj8/gOxeewbL1e/zHtDjdFGQmx/y8J4Nezr6nvpVpEzJDbKPh3JOLnqoCBHsPtzF9gp3nF5VhsQzP3vJHxx2GJk1nj03BalE4cKyDFJslbF5pOPoj27R0eQxvi4IW12BiEi94PCofHXdwz4vvUXUotGxy3+F2vvrYVl68a26f31VVldzy2510unsl0WAnaSDJCRbue+k9f1M8i8Dgzgctp7nR4YopCmAkUFVJQ3s3rZ1uzspNo8nZgxBa9uuJDrf/37oDXUpodLgQQnO+Bl8+FZ1IgdnUf/t/n6OxwwVSokrJnX+sYp9v7u32SFJ80SazJ2WZzmATkzDoG81paWlxJZYGYrfbT/syfKfTSUpK5M0hkzgUS4UQBcBiYB5QAHiBT4EXgd9LKfsfKmNiYmJiYnKa80ljh0EgOG98RtQTveCuz2PTE5k+PiMmwU4X/PbUtxuEUoCsYcp4U1XJDWu2+bM+a+qMi+Liwkz/6y8uzPTfXlPf+/p217Vy/ZptvLB47rCUpQe/N17Vy0eNWglbrJ3uobdbeCydu3PSbJw3PoP3fJ+rCvzzhJPJBeEdwiYmw4nHozLjwTdCmu8E816MgmmT083egPxfXShNs1lwur0hGw1Ot5dKn0CrhBFKdbxq7FEAw0U4kVkRve7YtEQLHS6v/99dPSrnj88gwaL4c4xLiuwIBBW+xoCzi7JYddtMck9R0RR8wmlAaf3GBWVMuf/v/vets0dFgK9aQft/Y4cLwakrJpuYDIR4c5YGYrfbOXr06EgPY0RxOp2MHTt2pIcR18RVGb4QogQ4AFwBJABnAdWAE63E/l0hRPpJPP5dQoh7BmOsJiYmJiYmo4nPjk0l1aaV4acmWnjprnLDSZ1eeu71qjS0d3PL4zsoW7GJW9btwONROe5wkWA9+WWDMkwnko0OV9imSAI4d1w6a2+fCWhm09XzZ3JuQXrYksqaujYaHeG7Zw82we/NP5tif94kX8JCeqKVrOQEGtq6uWXddspWbOLmtTtoaO/G61VD4gWEEPx5cXnv34bNwlm5fZf6m5gMBweOtfcplOq8d7id69dsi1oSn52SQFJC7zymS5wdvs2IlISBzXFtXT0Dut9gERgd4nZ7effj4xQ/+DpXPLLF4MYNfGt0oVT/t1eV1NS1GRq+VR5s9QuloOVPlwf8LjS0d3O8vXvYI0uGk0+bO0PiF/yxMu3d3Lx2Gxc8tIk5D23ipjXbOdLSyYEjbahxKKCbmAwnKSkpcSOWmpmlocTLZxPPxJuz9H+BX0spHwAQQtwOLJVSlgohsoDNwE+B7w7w8ZejCbAPDsJYTUxMTExMRgWqKpn/xE6/O3FKXjpC9IoCHo/Kjeu2U3OoldREC51ur//kcNenzVy7eiv7j7SHnDAGE62cVWe4XDfhnibZKujySPYfcXDBirconpCJ1SKoPNjqPybJAt1BJs7hMgrF8t5Eeo/1MTvdHm5at4O99W14fScHu2qbKVuxiVSblQ6Xh+mFmWxcVO534CmKwpT8dCoPteJ0e7n18Z1sWFBmNnkyGVE8HpWb127v131q6to42trJ+Ozwgn9zZw9dAS5tQW9shQS6elTOLUhn/1EHKTaFLrfqvz3S/CeAs3LT+jXOwcTjUbnJN3+f73OJD6VM55VQUdvMNY9tYf8RBwAzCoc3smQ4+cyYyGWqjY4uKgJ+PyoOtlD+87cASEu08sb3LiI/I8l0m5qclqSnp9PQ0DDSw/ATnFlqluGbYmlfxNsv2kzgjwGXnwFmCiHypJQtwH8CNwz0waWUk6WUlr6PNDExMTExOXVocrqpCnAH7a5v8zfxUVXJTeu2s/tQKxLNYRQoCgg0x1awUJCWaAlxYvZ1gj67yD5oGW99NWEam57I7CK7//J549Lp9hiPralvMwiloImO5xb0Ch/RxjzYjaDGpicye1JW1GOC32OB9lnoTBufye66Vr9Q6r+fBIfLg0QTlG4IcOA1Od3sDnDhVh1sMZs8mYw4nzR20Nlj/IsvLszkwwcu57zxkWMiLv31O3g84WejnDQbJUXZ/svB39y0RCvJCQoWAVPzM3hl6dw+3aYSLft3uDBUAbR1c/2arVQfakUF9oQRSodiz0OV+IVS8EWWrN6KxxPqXh/t/Kspcjfvm9fuiHhbh8tD+YrN3LJuh9kAzOS0Qv/+x7MgqTtLT6W5qr+YYmnfxJuz9DgwHviX73I+2hj1ALGPgeww9zMxMTExMTGJQE6ajVlFWezylVfOKsoiJ80GaEJZzaHWiPcNPPE+d1w6HxzrwKtKutxe/rJsLj/6876w5e6BJFnh7e9/jrzMlEFx2Kiq5NbHd1BZ28z0QjvP3llKa7fHkM0phODZheX+LLmcNBvXr97G7rq+F+5PfnMOICI2NFFVyfH2bhY/XcXe+jZKJmWz/s7Sk3ZiCiF4dkEZx9u7+Nz/vEV3H/pL8YRMHrr2PK5atRUAiyJ46LrzueKRLaGPjVEYqqnTBPOx6Ym9fx+fNgPGvw8Tk5His2NT/bmaqTYLm753EXmZyQgheHnJPD481s6Xw/ytd/VoWZ1Tx2WG3CaEYOX8GZQ9tCns5o7T7aG6rg1VQuWhVq5+dGufjvrp49OH/Pui5w9npyQw/4mdVHzaTHKihU5XaM6qjgD+smwuZ41N458nnPzoz3uprtNOqQKzSyORZBUhG0zRqKlv57rVW9l/1MGsoiyeueMCWrp6omYmjwbOzksjNdGC0xWaG93Vx/sjgYpPmznR4SI3Iz4bgJmYDBWZmZm4XC5cLheJiSPbDC1cGb7X68XpdJKWNnKVASOJKZb2TbyJpS8Ca4QQ/wW4gB8D/5BSdvlunwwcHuiDC63mcIKU8tDJDtTExMTExGS04PVK7r/6XLJSErAoikEAzEmzUTzRTnWAYBoorKUnWnG6PRQX2nluYSnzn9hF1cEWZk6088BfDrCnD6H0vHHpvLRkLhbL4BV2NDpcVNQ2o0qoPtRK8YNv0O1RKSnKMoiWwY06nl9UzvVrtlFT1xYiHvo7HJ+RTW6UsklVldyybge7apv911XUDt7JsKII8u0pvHffl7h29Vb2Bbi3gtlT38b9fznArKIsqg+1Mqsoi8n56cyZlEXlwRZSEiz+LMYk3+vTKS7M9As8Qgg23FlKo8OFqqq0dvUgpRzVAofJ6EYrLd+B0+XlvPEZvLi4HKu1dw5RFMHkggxmF9kNZdA69qTIpzi56Ykhc16yFbo9kJxgMTRT0wXF4PkikDVfKxnS74o252yn6mAL54/PYE99OxLCincWRTCz0M6/XXoWF3wmGyEUblm3ncraFpJtve9fLEbH/gilOnt9jeJ2fdrMjWu3897hNmYFzcujDUVRqPnxZXz5kXf4pDGyyzQSKrB0/W42jOL3wMRkIGRkaBUADodjRMTSTz/9lI8//pjLL78cMJbh2+12AFpbW02x1CQi8SaW/hgoAP4MWIDtwO0Bt6vADyPdWQiRhJZ7ej3QAjwqpfxNwCFjgU99j21iYmJiYnLK4/GozPjpGzi6PaQmWqj58WWGBaOU8NhtM7nj9xXsP6oJc/opskXAG9+7CIui+N1B6+8spcnpRlVVyh7eHFFAAHh1aTlTx9sHVUhQVcnSZ6oMJ/u6uFFZ28xxR7dhvIFYLAovLJ7LRw0OrnjkXXSjgUUI3vr+51Ai3E9/3kaHi2ani8qDzcbbJCx5uopnF5YP2slwQoKFl5deyLHWLnbXtbBkfU3IMdL3mv+ybB45aYl+EXzDgjKanG68qsrchzfjlRiE0qn5aay5fZbhsRRFMCbVRvGDr9Ph8pKWaKHmnsuxDkJTLxOT/qCqkht90SAAB46009LlYWy6cfmuu8cPHG3jypVbDbc1d/UwLsLjCyF4bmEZ1zy2lX0+ca/Lo7ktA4VSnRmFdtbcPpNl63f73fmBNDndCCGQUtLa2cM5+ekoyuB9bxo7XP7nralvD7k91Wah26Myc6KdR+fPNGyGNbR3++8b+NpicZaGQ899TrKAUIwbMMHsrmsFoPJgCx81ODgnP33UbsAkJFj423cvYvpPXsfp1l5zqs0S9u8lHLs+babR0U1eZvJQDtPEhxCiEPgDWpWqCqyTUv5GCJENPAtMAmqBm3xRfyaDiO7i1MXS9vZ2cnJyhn0ckydPxu12hy21z8rSIo9aWlqYMGHCcA8tLujo6BjpIcQ9cSWWSik7gJt9oqfVdznw9tf7eIh7ga/4/p8J/FgIMRv4upRS/zUfnb/SJiYmJiYmA+CTxg4cvnpup8vLtau38vLSC1EUYShnT04I3UecVZRNXpDLUhfVbly9JezJdorNgsujMqsoa9CFUoDj7d1hnWSgNR657Nfv0On2hrhMA8d/Tn46syb2OtJmFtn75SZNSVBCshQrDrZyvL2bfPvgnQwrimBcdgoFWcnM3n7Q0KU6kCse2cKcSVlsWFCGENr9xqYnIqVkVlG2wQULcKi5i/KHN4fEB3zQ0O7vkN3h8kYsZTYxGUoaHS72+IQ2gOmF9ohl7ooimDouk6n5abx/rPe0oS+p0mJReOLrJZSu2Oy/Ltx8dt64dJ5fVIrFYmHl/JmUPrQpZIPoK0FCbUqCwpvfu4gC+8BjRwLL7ps7XOFfgyKYNiGT5xaU0tJljCHR708YkSDJ56IdCHrZebcX8IYKpbqYanw+hSseeZfZgxRXMlJYrRb23PtFPjruYEyqjZy0RBodLhY/Xc3ew22cPz4Dm0UJK6gDfOGXb7Ppe58jL9Ns+DQMeIB/l1JWCyHSgSohxBvAN4FNUsqHhRA/AH4A/NcIjvOUJjNTWz+0t4du8gwHbreWvS6lDBFMs7O1ZMempqZhH9dIk5SURHd3t+ksjYG4Ekt1pJTdA7zrzcCdUsq/AgghngH+BjwjhJivP/wgDNHExMTExGRU8NmxqYYS0n1HHDR2uMjLSPI3fvJK/OXaOhYBq+bPCJvXue9IK1V1xsWvQCvtfm5hWciJ+2DS2GFcIigCpk3I5L3D7XhV6ReGK2ub+ajBwVm5aTR3GnPztDVz79iE7zp9uAaholMrSa861HsC3O1ROW9cBvuPtBsWFSc6Blcs9Y/Pl2Xa6Ohm4R8r/WW40Cvw7Kpt4bijm/wA55Kez1i+YhPegIHqn7XeyGlseiKqKrnnxX2G581OSRj012JiEo1g53iqzcKfFpRGnUuEELy8dB7THnidzh6VNJuFyQWRG0Dp5GUkMWdSNpW1zRGb0+074uCWx3eyav5MxqbZOHd8ht+NGonOHpXyn7/N7CL7gNzmHo/KDWu3saeujdREC109KumJVjpcHtKSrHS6vcyaaNfG5HORBrpuPR6VG9dtZ299GzMLM0mzWQzze3+EUq2BnBbFEosTtcsjSbFZ6Ax4Pr/z/2ALjQ4XiiJGbY6p1aoYNpDy7clsXFxOk9NNTpoNKaHR0c0C3zwdiNOtMvfnb1EyaXTHEowGpJRHgaO+fzuEEAfQ+qJcA3zOd9j/AW9jiqVDRqCzdCTp6tISHQPnnDFjxgCnp1ianJxMd3e36SyNgbgUSyMhhLgLGCOlfDDCIQXAAf2ClPKQEOLzwGZgA/C9oR+liYmJiYlJ/NDS5QnZJdSXizlpNmZOtBucMGmJVjrdnrBuLo9H5YY120IaOp07Lp3ffXNO2BP3wURVJT96Ya/huleWzmVKQQa3Pr6TytpmUhKtOF0eUhKtXPHIu6QmWv1O06d9DUeklFQHiJ9Vh1r9J/F6A5XKgy3aSb/Lw6xJ2cycaPc7O3XX6gfH2g3lv3e/sJcXl140JCfBiiLIy0zmhbvmcaLDxYI/VlIT1Kzq27/bxSvLLsRi6fXV5aTamF5op6aulRSbJrjozJxoNzT62hskAg1mKbGJSSw0drioCnCOd3vUsCX4wSiKwrnjMqg82MqZuanhDJUhaJEVpZzocPGd3+9ib4R84IraFspWbGL6BDsbF5Qy66FNfgd2NPrrNldVSWOHi4UB3239eZxuD3/97oVhN3+CH+OmgAiDSC58HX2zyWZRqDrUSnKCxT9HzJmUxar5MxmTaqPJ6Wbp+t1UHWwh0SrodEcuv+90e0lOEHT1hDpMlz5TRXVdGzMn2ll160xyM0Ib6I02dCc/aBtueZnJ/PmueRx3dPPt3+0yOJ69UlIZsEllMvQIISYBM4CdQJ5PSEVKeVQIkTuSYzvViRexNJwoeDqLpQkJ2kZ4PDlLy8vLmTFjBo8++uhID8XAqBJLgeXAWUAksfQo8Fm0DBIApJQNQohLgLfQsktMTExMTExOG7JTEvwdpUE7Ae49sROsvHUmZQ9v8ruGzsxJQVEU9tS3cevjO/0OGFWV3LBma0hmXkqCwsuD3MApEo0dLvYeMS56x6YnoSiKP0s1OyWBj493cOVKLSYg0Gl647rt7K1r5fzxGZw/PsP/Ws4fl8HCP1bw3uF2phXa2VvXijfgvtUHW9j6X18AtJPhXlHY2NBp75EOv2t3qFAUQW5GEhsXlXPNo1vZd6T383j/WAdXr9rCy0vnYbEoqKpk/hM72VPfxvQJdlRVZc/h3m7Yq+bPNDT6mhUgnKfaFMakDm2HbxOTQFRVsuyZaoPLc1ZRVkyd5pucbqrr2pDAnvp2bly7necX9e3q1L9Pf14yj+se2+r/foSMTWoZnNet3c5r351HXXMXv/zbAarrNYE11Wbhb8vLufw3Ww05noufrmbj4r7HERiJ4g0j9KYmWjkrNw2LRYkqsjV2uKgJaFwVzLnj0tnvE4V1MVSL7MA/f55wuhFgyD7NzUhig2+OzUq2cuO6Heypa43oNg0WSkFzmOribUVtC+UPb2ZWkZ2V82eSmz76RdNAFEWQn5nMS0vmcf79f9NiC3xMm5AZ09+0yckjhEgDNgL/T0rZHuvfmBBiAbAAYOLEiUM3wFMUveR9pMvwdRyO0I2w01ks1T+feHKWbt++ne3bt8edWDqqLANSyslSymhnY28B84OvlFIeA74AnJ7pvSYmJiYmpy3NnT3+k/dggQw0kWzquN6S1b2H29l7uA2vKqn0dXkHONbaFSKUTs5L4737Lx8WoRQIyd8rnpDpFw50d4/FonBOfjolRVlYBKQnWbEogumFdvb4RNCa+nbDa6mpb6Omvh2vhD11rUwvtGNRhHZfoQk2uRmJ5GUmGbJNx6YnUjwhKNMzFkvbIGCxKLy0ZC7nFqQbrt9/1MH1a7b5XWqVtc14Vcnew20G5+jUcRmGE3atZH8muqbT7ZE0d/YMy2sxMQEtqzTQ5f7a8nk820cJvk5Omo1pAd/FPXWtWmZnjFgsCn9eMo8dP/wCxRMil/DvP+Lgol/8g9ue2IVbFbz7nxfz1+XzeO/+yynMyaDmx5eRFGBF2Xu4LaZxBEaihKPT7e3z++jxqCx6qipspIACzDkjm5eXzGPn3Zew6+5LeHZhmX8+C5w/8zKSwmY468dYrRY2Lipnxw8vYc4Z2VhidNInBVl0vFKyy+favXndDtSBdJyKc447XQah9Nxx6WxcVHZKCcPxihAiAU0ofVpK+YLv6gYhRIHv9gLgeLj7SinXSSlLpJQlY8eOHZ4Bn4LEi1ja0dERklmanJxMUlISzc3NEe4VPyxfvpyFCxcO2uPp70U8OUvjlVEllsbAg2gd7kLwWe4vBr49rCMyMRkm9E7NXq9Ko8MVtvPfSDyWiYnJyGJPspKUoP3cpyZaDW5B3Xm4/3A7yb5jJPj/7ZWwdP1u3G4v3/r9LsPjnpOXymvfvXD4hFJCQ8dX3z4z7EmnEIL1d5ay4+5LqbnnMnb88BKeX1RGcaG9z+coLrTz3MIydvzwEu2+d1/KhgiCjRCCx26fGXWMQ4nFovDy0nkhgmlNXRvHWjtZtn63X3xJTlD8Y0tOUNh/uJ1bH99pEChyUm2kJmqKRlKCQlbyaCtAMhnNyKBvT05a7G5DIQTPLyxj5kQ7FgElk7L77d7T3YAv3DWP15bP6/P4fUfaufzX73BmTqo/sqLd7SUg6SJmF6EeiaKgubp10hO1zZ6SPhy2qiq5MaD8PphXfcJzNDG0P+iO3A13lrL9B19gzqQsLIogNTHy70GkrFRVat3ij7d3+9ec+jp0tK4/PR6V9+pbueR/3jZc/8TXS8x4k2FAaH/cvwUOSCl/FXDTy8A3fP/+BvDScI/tdEIvw29ra+vjyKFFd5YGz3ljxowZFc7SlStXsm7dukF7PFXVttRMsbRv4nIVLIQ4CygH8tHOOxqAbVLKj6PdT0p5EDgY5fajaGHOJianFIHlWykB+XwDCZD3P1ZAXl9wx2QTE5PRgapKbn58B069w3m3h+bOHr8bs8npprK2GQmG0lGny4tFCC1f7dNmrl29lQ+P9y6qkq2C15ZfOOwnfcEzULQZKTBHTv//cwvLuH7NtpCsT53iwkyeX1SGoigh9x2MMQ0FumB69aot7D/aW2p2ya/+QbevK7VFCP/fAPR+1pW1zYbsvObOHjp8iobT5eWmdTtiKmU2MTlZVFWyfP1u/+XZRfZ+ZzpaLArPL+pttjNQMVBRBFMKMrjgjGwqPm0mMUz+pk5Xj2T6g2+w997LSUiw+GJPrDhcHlITLTwXozPW33ROaI2AQHO0vP5vF2K1WPp8PY0OY/l9qk1rRFR9qJVZRVlMLsgYEjejXzRdUOYv0b/JV6I/bUImuyPMtYFNB3UWPVXFe0famTnRjkDLkp5VlMWGUbT+9HhUPmho55Z1O8Lm2lpMoXS4mAt8DXhPCFHju+5u4GHgT0KIO4BDwI0jM7xTG32TIyUlBYvFMmLO0r66vo8WsXSwiccy/HglrsRSIUQmWq7oVYATzRovgLFAihDiFeDrUsqYv3FCiHagWEr5ryEYsolJXBBYvhWYzzeQAHldPBmMxzIxMRlZmpxuwwl0SqLF0OFcL10NPqFNsSmclZtOTX0bKhhEOIBN37t4WB2lOsEn+4uequaFu+bGfCJtsSi8sHgujR29jiWBJlTo4mp/BAVVlSx+qjrqGIcDXTC94pF3+LBBOyno8vRKEeePz+Dj4w6/CKMT7HrLTkkgJdHiF1ZrDrWac7/JsBBcgh8cFxIrgZskJ4PuTg/M8URq3ldVVbnkl//wf8e6elSuXbONl5fM40SHG4erd8OhydlDXmbfc2WT0031oRZDBqgKfPfZPWy4M7rg6nZ7+fbvdxrEx64elVXzZ6KI4ek8H/i+64L1mNQEblm3k8qDzQgwRAyEk571xoEVAX8Huz5t5sDRdsamJ/Z7fh5uPB6V4p+8Toc7fPOvGYWZ5lw6TEgptxB57/KS4RzL6YwQgoyMjBETS1NSUvxiaTiX+ukqlprO0tiJt+2tlcCZwIVSynQp5ZlSys9IKdOBC4HP+I7pD/H7q2pichKoqqShvZvj7d1kJVs5b7wxYyvFZjWIIrGinSwb91GSbBYyEy00tGnPN1rLokxMTjdy0mwUT7T7L3f3qIbcOynBGsbp4nSr7KkP7wgCsFqHXygFzeU5fXxvyXlNfRvH2rr69RiKIsjLSCI/M5n8zGTyMpPJtycPqCz1aFuX/wQfYNq4tBE7GbZYFH73zdlhb9tT3xYilAJYLYohYrW5s4fuAIdx8US72YjEZFgIXlfEwzIjOMczzzdnjMtKperuSw3Hvn+knSanG680fs+CowUioZfhB1Pl65weCY9Hpfinr7P/qNEhVFxoJ3eEBEb9fVMUhQ0LSnlt+YUnFU9y5cotzHloEzet2UZDW/yuQQ8ca48olBZPyGDN7bNGfbyAyenNd7/7XT772c/26z4jLZZCr4MyXBn+aMgsHWxMZ2nsxJWzFLga+KKUcmfwDVLKbUKIhcBfh39YJibxhcejcsPa3lLSNJslZIHW2ePlhNMds6tAVSVNTjdSSjqDHsvp8lL84Bt0+k6iiwsz2bioHIsl3vZbTExMAhFC8OydpRQ/+AZOt5cUm9FZ2uhwUV3XGva+kU7lApsq9YXeZMirqrR19nBOfvpJle4LIXjo2mlcuWqr/7o7/1DJk9+cQ27G8IkC+gnvgj9WGq73IpASTmYYqio53t5Nk9NFTlpiv0RcRYR/b6X/dkhOsOD0zfFVB1s40eEiNyMJ8G2WJVi0EmKbhT/FWEJsYnIyqKqkqdMoCMZz2bWqSub/zpjhPG1CJvYkK19dbTyFUfqRufrILTMoe3izYe49f3xGxA0LVZVs//QEnUEbITMK7TwfJ02EFEVwTn46xYV2qiPkqcZKxcFWyh/ezKxJ8Vear6qS/3p+j+E6Aby8tJyx6UksX7+b8p+/RZJVoavHy/RCO88vLDPX0SajikceeaTf94kHsTSSgzI7O3tUOUtVVR2U+Kt4a/AUuHkkpYyL3y6deBNL+yJcg8e+eAoY2RZsJiaDiKpKblq33ZC5F24n+/xx6Sx7ptqfVxUtc1TPKa062MLMoixmTMikMmhR2xngNqqpa+PGtdvNLDsTk1FAc2ePXxxzdHs43t5NQVYKqipZtr4ab5gOxMkJiiHDNJDVt8VWHut2e7luzVb2Hekt4U9NUNhz3xexWge+2MsJEmr3H3VQ9vAmf2OmoT759HhU3xzcSvBbd+CI46TK1lVVctOarVQe6p3fp4/PYO3XS8iLQTSNNh+n2SysuX0mX3uyovf5JCx9ppoNC8pQFMFxh6u3hNgdewmxiclAUVXJLet2sKu2191TMoC80uGkscMVknu8+raZ3Lh2O/sD5rv+lF3r83HwbGzzub+Dv/oej8qNa7eFRKi8umwuU8dlxtXJphCC5xaWccOa7eyOsDkXK14p2fVpMx8ca2fKEOWwDoSG9m7eP2Z0aUngwb8c4L6rzvVHTOi/xbsPtZrraJNTlkDxKzMzc8TF0kgOSt1ZGm8CXSScTifp6el9H9gHehl+vDhLA/9euru7SU5OHsHRGIm37axXgCeEEKXBN/iuW4fWxS5mpJSLpZQnBml8JiYjTqPDFbHbaSB76tvZVduCR5V9lnHpmaf6sV094cuIAtl9qJUTHS7jlR4nbL0NPJ193t/ExGR4CF7/XfKrf9DT4/Vl5LWGHJ9qs0QUSoGYxEi320vxg68bhFIAZ4/W/OJkyM1IomRipuE6VUL1oVZuWLvd0N19sNE7TlcfMgqlyQkKAph9Rv87cAfS4Og2CKUAew63U7piMzfF8NrGpidSPCEz7G0dbi9f/10Fwefl1b5cUo9H5Tt/qDDcFmsJsYnJQGlyuqk61GK4zqvKYS3DV1VJQ1s3x1q7+owaUlXJXU8ZHeWzi7JAYojkAPjZV8+L+QQ80nxcUdvCh8fag04mPXzpN++ECKUzCu1xJ5TqWCwKGxeXs/OHX6B4Qm9s1NSCtJC8tFSbwrkFRkHgM9lJhstXrdzKzet2DOl83x+aO8OvsXfVtvCVlVvC3lZT1xp1bW5iEq+4XK6+D2LkM0t10S1aZqnH4xmx8fWXwXKCxpuzVBdvIX4EXJ14E0uXAfXANiFEmxDiEyHEx0KINmArcBhYPqIjNDEZAgIzjPR/e71qSK6Rx6Oy4I8V/tPXJAuGE98Um8V/2VjGlcmY1Mj5pdkpCZw/XjvB9qrS0MwlOaF3mlCE9pz649/5hwq83t4JTj2+DQ4+g/f41pDXY+YzmZiMDGPTEzm3IM1/ubNH5apVW8hKtjKrKAtLwBwiICSGI5C+SvBVVXK0rYurVr1rcKMH4olhMyYaQgj+tGgury2fF3KSvacuzCbOINLY4WJPkDNKAG9//3Ps+tGlbDjJsvXjrZHzVytqWzhwtD2qmCOE4LHbZ0Z8DFUam6xYBMwqytLKhx/banDFQewlxCYmAyU7JYHkBKN7eU9dG01O97CsH3Rn6wUrNlH68GbmPLSJm6NsTDS0d1MVtKFx/9VTWfRUleG6JCtMLjBmyUcjUmapBL78yBaue2wbXq+K2+1l6gN/55NG40nujIl2Ni6Oj9L7SCiKIC8zmRfumsfOH17Cjh9+gbTEhJAtGS1WwHjtv5q7DZcDHabxsL7MSY28SRZpdMlBsTgmJqMFh8PR90E+MjIyaGuLnIE/lOjzYbTMUmDUlOIPlpAYb5mlgXN4vAi4OnFVhi+lbAW+LISYDJQB+b6bjgHbpZQfjNTYTEyGCr0EvrK2mWkTMkmwKFQdbCEl0Uqn20uJr4Qe4KZ129lT37v71e2FlASFzh7V5wbzMn1CJlJKagKO23u4jVsf3xm2FF9VJfOf2Mnew8YfMgGk+roip9q0jLskq2IQQPbUt/vLiABe/vsfuMYGv9v4BCuOuJlVlEWPV2VvfRslk7KjRgGYmJgMDUIIfvuN2ZQ+/Jb/ug8aOrhx7Q6eW1jGCaeLy379Do5uD6mJFs7KTQtxLOms/dqsiCfjHo/K9Wu2GuaocBxp66Y4wm16dnJfOcuKIphSkMGMicYcPFXC0vW7hyTPTiuT3R1Sej9joj2mXNFYXtvhKGIpaI1OAGZPyuJZX+l8MOEadukoAn9X6vREK2987yLGpiVyw5rt7Dti/NyKzc7NJsPAiQ43Hb7oB53iiXayUxK4ac12qutamFUU+e99oATmtAc7W3fVGrN8A2lyGjdjUmwKY1Jt7Dls/P5sXFTer2w5rdReO14RhMwzu+taufKRd7m9rNBw22fHpvL0dy4YUIO6kUITTZNodLioOtgScvs5+Wm8fzT8SXyiBVwB+21XPrKFGROHJ4IlGnrFQ3BlQDS63F6aO3vMedZk1OFwOMjJyYnpWLvdTmtr69AOKAKBDsrExNDvWXZ2NgDNzc185jOfGdaxDYTBEjd1J6fL5cLr9WKxjGzcUqBYGi8Crk68OUsBkFJ+IKX8nZRyhe+/35lCqcmpSpPTTWVtM14Ju+va2FXbgldq2YJeVVJZ28yJDhdNTneIowk0l5iCloOkSs2R0RO0yvZGKcXXS/CDcwvPzkvD6fIifY+tQFin2B5fGVFjh4sp8l2EgHkpO/FK7YRjd10bXgmVtc1muZGJyQiRl5nM9PFGl9Oe+lY+aexAAE6fWNHl9rL69lmcNy7UETWjMDOseACaUHrNY1v6FEoBLp2SG/Exrl+zjQseepPrHttKQ1tXVMeQnoM3Y6Ld4DCt+LQ5pGz1ZFFVyQfH2qn81Ng1dcbEvhupqKrkWGsX16/eqr221dsMjvxAIr03wVTUttDo6A5729j0RIoLQ0vxZxRm8uqyef7yZqfbgyIEJ5xu9tS3Go6dkp/KC4vLR434YjJ6CY56OLcgjecXlXG4qZPKQy2oUvt7rz8xeG4TzU26ndKH3mTRHyrCuki/8/tdIXOQqkrufmGv4bg3/t+FIZEBAjgnP3ZXKehrMW1+iVRZ/kFDBz9+8YD/siLgb9+dR15m8qj8ruak2ZheaDdcJ4APj3WQlqj5eVICq5swCqWguTarD7Vy5cp38XhOrmrhZNArHrb91+dDIgQiUVKUdVKxLSYmI0VfztLAeTM7O9ufCzrcBGZzRirDh9PTWZqQoLna48HJaZbhx4gQ4t+FEEUjPQ4Tk+Ek3GIxEK/PKZWdkhC2RAt6O58pApITLSGllAAzJ9rDLsq00q8sLIog1da7s/RhQwcpib1l/cGn9o8XPUjttK/wz/O/wthXksj7SzKTbIcBOCPxMLXTvmL4b/05D5uLQhOTEUIIwfOLyv0xGqCdlH75N+/yhV++7T85n+Gbi5ISQpcHD15zbtgTclWV3Lh2W8i8c25BOk/dMTvk+DZXqFCoN67b7csC3V3XxgUrNnPTmug5nRaLwsZF5Wz/4RdIS9RenF62Gq2Utj/oZbpXPLLFMA8WF2by/MKyqO4xVZXcvHY7pQ9vZnddm/bafI09wo0t3Hvz1B1zeG3Z3JDrF/6xMuxjCCF48JpzQ663CEFWam+pryphwR8qWfJUZYg4k5Zkg5CQAxOToefJb85BURS2/ct48hp8+WRoaO/2b0xX17eHLZPee8TBBSs2c9XKLXg8XlRVsv9IG3sPG+e5BKs1JK9SAh82ODjW2sWxti4a2vrOQu1rLRiOLf9xMVZrXBUJ9gt9w+v8gI086fvP4fKgoG3c6zNRtC6/HxzroPjBN/B4BtILeHBQFMG4rBReWXYhT90xJ+qxFiFYNT+2ZokmJvFGrAKbEILs7Gy8Xu+IiGDB2ZxmGX4vGRnavBsPea3xXIYfV2Ip8N/AP4UQfxNCXCuEGJAnWAiRHXS5XAgxTwgRP621TEx8CCF49s5Szh0XeSe6sraZxg4X4daAqTYLFkUwZ1IWry6bR1eEvEG3Vw3bMEG7TiKl9Hfp1Olye3l12TzmTAoVU39x7OvUu8fikr0CaKLiMfwfoEu10eDNY9bVj5qLQhOTEaS5q4fugK+4V+JzjvdOLAeOOShbsZnKg60h9x+bHt5V2tDeHabRSCavLJvHmTlpQdeH37RpdLioCeOcrzjYwvEIDkodRRFYFIXOIMvRrtoWGh0nn18argENwL7D7TR39kS9b2OHi4owZaY1EbJVc9JsfsFa57NjU5kyLpPZk7KMj1HfHvG9yQ3zWVUeaqVsxWYOHOsVe2rq28KWjVb30RTQxGQwUFXJ8vW7/ZdnT8ryu9evnzXOcGzw5ZN5zruerur7QB/7jrQz/SdvcO1jW7hq1VbDbTMK7YxNTyQnLbS888qVWyl9eDOlKzZzwQotC/WmNdtoaAsvmoYTDvtiyfo9cdPgaKBYLAov3jWXGWHc8Cpa3NO54zNCtm7OyU0JOb7D5eXj47FnKQ4ViiIoP3MM6T53bEKYpW+iVXDc0W1wVJmYjBb6I9plZWlrl+bm5j6OHHz66vo+2sTSwRQSdbF0pPJkAzHL8PvHUsACPA8cFkKsEEJ8NpY7CiHOEkJ8BDQKIbYLIXKEEG8BW4B3gAO+PFQTk7hBVSW3/XZnWDeo/xgJi5+uNogJyVbBjEK7P6d0/Z2lTC7IYPakbCwCiidkGMTN9w63Ry7DD+rsnGpTUIDZk7KZXJDBM98pZfqETLp6vMwotJNsFXzsKuKyD1fzRtscumV4EaXTm8gb7Rfwufcf5dY/dYz6Rb2JyWjGG3RSlmwNPYNzur1hXVbnFqSFLcF3u71888kdhuteXTaXF+6ai6rCogBRIsUqeG5haAMkLQu02j8HJQVtky76Y1Wfc0dOmo1ZRfYwt5z8nJOdksCUfONmlkBrjNSXW77HaxRwE32rLlXC0meqQ16XEII/LSglJeCzWfiU9vqfXVDGq0EO02/8dkfY0tPcjCRDUy8dPValL84fn2FWApgMOY0OF7tqezcTVt06wz8/JCQk8P69l/Pza8/n4wcv95cMDsZz1kTIZI6E0+0NiRiZnJfGY7fNoKFd27AoiVD5E0jFwVbKf76ZWyJ0cdeFw5kT7SgC0pOsKGiVQS8suCDk+L2H206JTQ2LRWHN7SVYwmTSSrSNKUlvQ1NFwEfHOwkXYXvPS/viYq2pKAq777mMv333Ql5cGloZ0Nmj8pWVW5n2wOsj6oY1MekP+jzcl6AVXIYPIyOWBjpLw21SjaSQOxAGswzfbrcD8SGWmmX4/eMFKeVlwGeBJ4GvAx8KITYLIW4RQkRbvf838ClwCfAB8Fe039lCYLzvup8P5eBNTPqLnhnaF3vrWpka4D7t8kj21mtlnXvr22ju7EEIwfo7S9lx96Ws+/psugK6Tkc6+c1JsxmcDAqw6XsXszOgs3NLV4/hubo82g9Ol0xitedn/OrYfLpUo7OiS7Xxq4bbWH7ov+iSSREzU01MTIaHtiAXZGFWbMUWqTYLLy+dFyJyejwqxQ++zofHOw3Xj01PQsrQhnQuFVq6jI1cQBMvKgPmwDPGphpur6lvo7GPDvdCCFbNnxVy8rx0/e6TOnHWG/C9f9QolLy2fJ5/fox230VPVRuumzim1w1VebAlrLu0tdtDYDW+3kgPQt29Hx7vDHuyLYTgpSXzDBtmkbCEeQkPXTfNrAQwGXKC80qDv6kpKQncfMHEQRNK9Y2ZwZDSak90UPbwW37nqEdKXl5S1md4hVeVVEZZD1ksCs8vKmfn3ZdSc89l7PzRpTy3sIwfv7wv5Ngp+emnzKZGbkYiJUVZYQVQHX0qV31VEeGm9sqDrRxvj16NMFxYrQqTCzKYUpDhj4kJpsPl5cOGkS+DNTGJhZQUbQ0Tq6Cll+HDyOaaT88AANARSURBVIql+niD1zVWq5WsrCwaGxuHfWwDYTCFxMxMzc0fD2KpWYY/AKSUn0op7wYmAjcAXcBTwOEod5sL/IeU8m1gOTATuFdKeVhKeRS4Gygd0oGbmMSIqkoaHS6ykq2cF6HsKsXW+xWdVZTNb79eYrjd65tcZk7sdTgpimBseiJjUm2kBJwo2yxKxDJ8W0AHURVYvqGGMam9HZv1XNPA59T57ddLmJXdgoIXVQq61ERUKVBQmWg75j/uvPEZZCVbaXS4RiTk28TkdOec/HR/WaACfNTYGf0OaA7Kzf9+cdhOmR80tIc0fZs9KYux6Ylhy+rDOTFVVbL0mSrDSe+HDc6QBhmxyHa5GYnMnpRtbPZU29Kn0BqNxg7N+aaPTwBzJmUxuSCjTzGxyenmwNHeioGUBIVPAt5zVcKSp0Nds5pLNqjk3le2PzY9MaQcv7NH5YMwJ9tWq4U3//3ivsWb4LzSRAuT82NrUGJiMppocrqpPtQa9ZhXlpZHjUXS6Q4yaNfUtXH1o9tDhNjp49NDHOGJVoWs5MhZo/o6zmJRGJueyPEOF+8fCz2BXHHdeafMpoYQgqfvuIDpE+yRj4nxsZqcJx+/MpgoikLNPZfz6rK5hoZVOjeu3W66S01GBamp2mZ2f0Q7XSxtaenbGDTY9FWGDzB27Ni4F0v1bOrTQSw1naXRCVFQpJReKeWfpZRXAp8BHo1y/0RAf4edaLpPYG1zO2DmlpqMOLpbqfShNyl+8I2IHaQ7fVmCFgGr5s8gLzOZ4glGYVXx3Ra8YG7u7MEZkOFXdag1Yhl+8MlDddCxQghWzp8RsuNfPCGDPFsrlyf9BYAjPWP57qHvc6QnBwHcOubvjLVqP4576tspfvANSh96M2IJmomJydChlwWu/84FMZ91zp6UHbb8XlUlbUFNTZ66YzZ/WliG1EVA31c8JUFhxw8+z7NhnJhapmer/7JFEcyelM1LS+Yyo1Drcn/e+AzGpPbtLNOd9a8tn2e84SQ2Z4I3dl5bPo9nF5bFJFDYk6xMLUhHoDn79953GXPOyDaUmlYcbA3JHRVCsOHOUrb/1+f9J9aqhLuerkJKeHZBGX8MapzV1ukOuwmVn5HE7EnZIddHQq8siNa0ysRksAj+Fg217KdvRFgVwewiO+eNM66nZky0c954O68svZCdd1/C9v/6PH9ZUjbgk6V3/uMiXlx6IVPHZRqyiDvdXm5cG9s6yONRufMPlWFvC5dNPJpp6eph7+HIJ+6B75Y+jabaLJw91vg+jEmNP7et1apw7ng7e+/7Iq8unYst4I+9063GRdaqiUlfDEQsHclS9+AGT+HIzc3l+PHjwzWkAZGUpM1xQyGWxkODp1OmDF8I8b0Yj8sQQvxpAOOJuk6SUh6SUt4f5ZB9wJ1CO4u5AzgB3BJw+3zgowGMy8RkUGlyuqk8qHVi7XD1nR83qyibsemJCCFYfdssw23TJ2gNBoLJTkkgNaDsZ1oEwSE7JYHzxxuD9WdODG3CkpueGLLjv+b2WYh9P0XIHiq9n+OyDx/j9fYyLvtwNa+3l5IgvCzLXe8/vsPlxSsjl5+amMQjQogvCSE+FEJ8IoT4wUiP52SwWhVKzxxDSZBzMRKP3FocNmP05rXbue23Ff4T1rREK+Vn5iCE0MrqAzZguj0qFoslvMAYJPC9snQuGxaUYrVaePbOUlISLew73E7xg2/G5LxRFKFlNwe8vmUbaga0OaOqkuUbavyXZ8foKAVN4Jj5szd573A7KYkWXlhUjtVqZf2dpfwlKL9u8VOh7lJFEVitFroDXnPlwVYaHd0oimDumTmk6S5hAbf9toJrH9uK1xtajv+bW4tjfs0lAQ12TE494m0uC/4uDbVLUt9Q2f7DS/jTonJeWuLLB0Vb92xcpG2EKIogLyOJgqwUzivM5oOffIn/+3YJZ4/V/Bb62io5XOeeAO78vyr2H2njeHs3j902w3BbTV0rHx5rj1ppo6qSG9duZ9/h0JPZ88ZlnHLf1XCu+nAIekvwnW4vHzUaN5zu+L/KsFnOI42qSlq6eshKs+EO+tjve3m/aSIwiXuSk7U5cLRllnZ0dESca0eDWKozWCXq8ZZZeio5S/9HCPGSECLiL5kQYhZQDVw/gPGcAZyMD/oB4P8BbuA3wI3AdUKIKiHELuBe4Bcn8fgmJoNCdkqCoUS+L75VXoTH46WhvZtl640ZeFYlvHGqubOHroAS2b317dzy+E7DYkxzuO5kb33vRGlRBKvmzww5aZFSe65Alj5TTVe3A3X2E2Rc+hxdvkZPXTKJpYd+wPfrvkuK0iuK6o/oVWXY5iYmJvGGEMKCVtHwZWAqcKsQYurIjurkEEKw8taZMbm4lDDiRUN7t7/DuyrhqTvmsPe+y/xuxOAF6fQJoZsvOsEzQHZA/Me/mpx+d7yj2xOz80bLL53pF3IrP20e0OZMY4eLyk+1xb0i4NEw82IkPjruwNGt5bM6XV7+eUJb4CqK4Oy8dEOWaE1d+CYtOWm2kA2qRT5hVSvrvIynvzPHLxrU1LVxw5ptIfOqJcYxR5r7TU4N4nEuy0pO8McNpSVahsURqJe4CyF680F/dCkbF5dHdFTbbBYuPjuPv/3b56n40aXsvfdyKn50Kfvu/xI7776EHT/4PNPDxCl9eNzJV1Zu5YIVm1m+voaSib0b0xL48iNbuDmKw7TR4WJ3UJyJzsYwzfJGO7qrfucPvxD2/dTpa+W4/6iD8+//W1yUtns8KvsPt7G3voXrVm9l9s/eZO7Db4UcFy3H1sQk3uhPZmlycjJJSUkjWobf2dmJqqph58zRIJbGEifQX1JTU7FYLHEnlo72zNIDwFXAbiFESPanEOK7wFa0cvkN/R2MlPKgPIkwQynl34EpaG7SKVLKLcBFwKvAO8BlUsqBOF5NTAYNVZV8fLzDfyIdC4uf2c1Z9/yd0oc2UXnIOKlVRznRnhXQndUrJbs+babR0SsaaJ1omw05pLMmhneqNjndVAd1kK081MbU125h+lMTuGrl1pD7PN9yGd+v/zf/5cAvt+kuNRklzAE+kVL+S0rpRvttu2aEx3TS5GYkMqOP7s2T81JD3OiqKvn0hHGxNibVZhAZlKC8jjW3RxbgopXhfnZsqmGRcm8/uhznpPVmNquE7zwfDVWVLHumGv1UO8UWu5CjqpL7XuptxqKgvRad5s4eg2M0JdFCdkqo618IwfOLygz5iXvqe+d7q1XhrFxjtmJNXVvIvJqVnMA5ecamWcFYBJQUZYWd+01OGeJqLlNVyU2P7/DHDXW6vTQHNaEbDgLF01iP1bNELRaFvIwk8u0p/HnJPHbefQlb/vNiJuelhdy34mAL9199Hq8um2uY5yoPNtPoCN+QKNop0T+b+s6cHo0oiiAvM5l1X58dsdlTaqKlz82+Lg980jiyDiWPR2X6A3/nypVbuHrVNmp8a+hwn+r0wsibiiYm8UJww6RYyc7OHlFnqZSSrq6usMfk5ubS1NSExxP7eflwM9D3PRpCCDIyMuJCLD1lyvCBEuAPaE2X/iGE+A8AIYRdCPEi8CvACyyQUt42mAONFSllrZRyo5TyoO9yg5TyXinl96WUoVt5pzDxVm5l0ptVesVv3h1QBla4Bda08ZlhF1i6eyz0+vD/1onkLMpJszEtqFxfH5PDFf0HJtyiNlJzExOTOGM8UBdwud53nQEhxAIhRKUQojLeg+JBmx+eW1gWsbkcwAcNTqY/8AYej4qqSo62dXH96m3c9sQu/0lseqKVc4KaAY1Jtfk7/6YlWshJiyzABX//A+eeli6PYc4Ll+8ZiebOHjrdvWWY/XXt6FEpOv0Rchoc3YYcVon2WnRy0mxMm9A7l3ZFeWyLReHFxXP9Zb+piVaDsDo2PZE5AQ2fJLDgD5Uca+tCSonHozLjwTf4sCHyTv2MQjvbf3gJG8JkypqcUsTVXNbkdBuqWqYUpJOVbOVfx9v539c/xOUaXZupeun+hOw0XvvuRez84RdCmvl8ZdVWfvTiPmYFOExVCZ//5dv09ISWjQdvPAWSnhR7dVK8oTc4jSYG52YkGjb8dZKtgk6X11CdFS4NISVBcHYY0Xo42X+0DWdP3+7W88Zn+CMgTEzimYE6HLOyskZULIXI2Zy5ublIKWlqahquYfWboRBLQcstjQex9JQpw5dSdkkpvwl8E+gBHhZCvA7UAFcDHwBzpJRPDO4w+4cQIlUIcZEQ4mYhxA1CiFniNPsFisdyKxM43t5NZW0LKjCQ4iBFQKqt92tbXJjJxsWRF1g5aTbD8cFlboGiBmiPHck9pbucigszDccrAn+H7bD3I3LJVNWhvjO7TExGmHBfrnDNCNdJKUuklCVjx44dhmGdPBaLwkt3zY3a+bnD7WXrP49z89ptlK3YzO66ViRaLMf671zAnoDye1WVNLR381GDwy9URhMCPR6Vy/73Hf/l2UVGV7tWhm4Uc+/4fUVILmc4slMSSA4QKlJt1rDuzWj3T7X1zmvJCUpM9/d4VL7z+wrDddMnZBg2tIQQbLjjAv8CTKA1g4pEa7eHbt/76XR5ONHh8gsNQgg2LCjjteXz/H+oNfVtlK7YzE1rtvHuP4/T4Y6c3XfuuHQ2Li4jNyPJPFE/9YmruUyrfukV+vcfcXDuvX/jC796l//d/Ann3Pcm7aO0+kR3R+659/IQV3dNXRsdbi//963e/PlOt8q1YSI0xqYnMrvIHvY5ak/EV6liLKiq5GhrF9c9toULfvYmN6/dHnHDXEoQQgmJEenySCRaVqlOT9BD/PSayex74Esj3qiurrnvz2hGYSYvL5k74mM1MYmFWEW74PO6kXKWBjoWW1tbI5bhA3Fdij/YYqn+ePEolsZbGX7k1XkUpJR/EEJUANuAS3xX/xm4XUoZ3uM8DAghFOBhYCmgn3Hp34pDQohlUspXRmRww4+/3ApACKGXW70/oqM6jfF4VC799T/8Je8KsQmm549L44dXTGV2URat3V6yUxI44XQjoM/SseDc0q4elebOHr8g0dftwVgsCi8snkujw4UQmtja3NlDdkoCjQ4XHzc6+NpvjUKBJLJgqkots2vOpCw2LCiL6qIwMRkh6oHCgMsTgCMjNJZBx2JReHnJPK5fs409dW0kJyh0BjlhvvG7qpD7FU+0U3rmGP/8o6qSW9ZtZ1et5sZMT7TS2eOlpCgrYmnhJ40dhgZ3D1x9rmE+E0Kw5vYSSh/e7L9u/1EHN6zZ7ssX7GPuc/e+js4eLyecbhQhyEmzRZ039agUp7vXDdrljj436ve7ce129h81Zquu/VpJyPP9s8npn/+9Ev55wsnkgvAuX63pSTa7aptRJVzyq3/Q5fZSMimb9XeWoiiCKQUZFE+0szugsVbFwVa+FeazS0lQ6OpRmV6YyQtRchpNTjniai4TQvCbW4opC/h+u4IWRU9uq+X/XX7OMI+sb1RV0tjh6nMdlpBg4bXlF3HDmu2G7NEPjnVw19M1JFsFXR5tdbTvcDsfHGtnSkATOSEEzy4sZ9snjdz+pHFt9bUnK9n2n5+nICt5VGx0eDwqN6ztLUUH2FXbwnFHN/mZySHHNzndVB9qMcRExcqlUwriYl6L1kgxyarw3MJSzh2fGRdjNTGJhf6KdvrclJ2dTW1t7VANKyJSStLS0ujo6IgoCo4GsVQXfQdTSBRCxI1YGihqOxyx9ScYLgY0O/saPP0C0C1mArgYuGyQxjVQHgK+AtwEfBHYAvwAzVn5B+A5IcTlIze8YaXPcqvRVjY62vnouMMgDERa/iloZZEWoXVnfWnphZR/diwJCVZDRlYsTqCcNJthsTZtfIYhgzAnzcbMAKdoNGHDPz5FkJepPX9gble+PZl5nx3LnElZWAQUT8j0TzB9LXXN/FKTOKYCOEsIcYYQwoaWif3yCI9p0FBVSXNnD88tKOOv372QPfdeRnFAiXg4zhsXWjLY6HAZytY7XB5eXTbPUNrt8ah8cLTdvygKziS9/5X3QxrQKYpg2jhjKeXew+FzmgPJTkng/ABXaqJFsPTpKkofiu5m8nhUblizjSseedf4msenh+S3BtPkdLP3sHHROW1cGkIIw665qkruf3m//3JgpmnwewS+SJX5M/zvVYfLi1caowWEEDy/sIzzxkWOVQBtXq655zL++t0LeX5hGU3OHtPZf/oQd3NZ8BImePWx+OJJwzWUmFFVyc1rt3PBQ5uY89AmvvroVvYfbjV8ZwOxWBQ2Li5n5w+/YHCZOt1ev1Cqc+UjW0LmJ0URlH82J6SkH2Def7/FLesiN4iKF1RVctO67QahVOc7f6gMWy2Qk2Zj5sTIYmMkpo/PIC+M+DoS5GWmUBIhG7zbo3LVo9tGxednYqIz0DL8kcws7avr+2gQS0+nMvx4E0v77SwVQswF1qPtSO8FbgVuB/4L+LMQ4hHgP6SUI5GS+zXgFinlu76xHkCLBviNlPJeIUQPcD/w+giMbbjps9xKSrkOWAdQUlJi/lIPIaoquefPe/2XBVAyKYuq2hZSEi10ur2kJlrpdGtOrGe+cwHNnT19OqD6QgjBM98p5fo1W9lT387uujZuWbeTDQs0N5LXK/ngmDbxptosPH3HBSf9fBsWlNHkdDMmNYFbH99J5cEWUmwWnC4P0yfYsSpaUyoppb+Lsyq1Biymu9Qk3pBSeoQQS4G/AxbgSSnl/j7uNirweFRuXLedmkOtpCZa6OpRKSnK4vlF5TR2dHPJL//hd5mm2Sw43V5f9IfRjaiqkmXrqwk830tLsnJWbppBKJ32wN/o7JHYBOy97zLaXKrBXV91qJUmp5ux6Yn+fOfK2mZsVuOcMDkvLapwqaqS+U/sZG99bz5VZ4/qzxHdVdtCY4eLvIykkPvduHZ72O7Tew87uGXdjqhzVHZKApPz0gzO0o8bnZSt2GRwgTY53VQFOEBVoMnZQ2aiZNoDf8ctIckC+x74Mlar9j7npNpITbIaGgOm2IyNoSwWhZeWzOWGNZp7K9Vm8ZfgpyQobP73ixmbnsT8J7R5OTlBwenyUjzRzvMLy7BYTHfTqUw8zmVK0HrjnR98nk63h5drjrL44kkkJsZfw7FGh4uKgI2hPfVtXLlyK6k2hTVfm0X5Z8ZgsRjzRPWy/FeXXUjxg28YNs4DkWjz04EjbUwdn+mfPxVF4c3vXUz5z42tF1TfpkmjoxtFUU56zThUNDnd1ATMeYHsO9zONY9t5aW75hrmIH2TqPShTX1uuAey7uuhTv6RQgjBnxaVc7y9myanFp3ylVXbDMfsqm3x/+6ZmMQ7Ay3DH6nMUlVVycrKor6+ntbW1rDHjCaxdLCFxMzMTPbt29f3gUNM4N9LPIi3gfRLLPU1CfqJ736PA8ullC7gR0KIt4GngOXAXCHEzVLKTwd5vAgh/gX8DfiRlLIl6OZ04HDA5WNAEpDl+/dGNKfpkOFz3Y4DuoBaKeVAoikHg7gqtzqdUVXJ+0fbqKrrPXGXQI9XZfsPLyEnrbeUPVAgHayFU0tXD+8FiAZVh3oXZp80dvibMznd3qiloLGid4sFWH9nKU1Ot+G1eb2Sr67eyr7DxqBt3V2aGyRgmJiMNFLK14DXRnocg4nu9NHLtvWT94raZj467iAnLZE9917Ox40djEm1kZOWGHEDRyuXbDVc53R5DGXr7x9ro9MXLOeWMPn+N3j33y8OGVOmL0O5yemm6mALXgldQYF0+486DJs+wegu16gn2GHclI0OV1ihVCfaHKWJuztDSvD1sVcd7J13M2yWECeRqqrMfOhN3L6ru72w90gLMyeOAbRYAWdQI73OoPcYdBfbXP+82+hw0dLp5qzcNFq6PDR2uKjwlfPrn/nuQ63cuHY7zy+KHm1gMvqJt7lMa1CWTdWhFmYVZZGXqZWU/7/LT24dMlDcbi9Vh1qYc0ZWiOCpE0mHc7pVvvbbChQB7/zn5yjISA6ZM61WCzX3XM7Hxx18/7ka9h8NLzhcuWorcyZlG+a4AnsycyZl+aNOdLyq9G1seZk2IZOfffU8phRkxFVpd3ZKgn+zRxEQbKTcd7jdMAd1ON38Yds/UayC6RMyqKlvD3lMiyKYkp/O+0fbSbVpsS+zirLibg2pKIJ8ezL59mSklMwozGR3kMM2wzZ6m3WZnF4MtAx/zJgxOJ1Ouru7SUoa3u+o7ixtbW0lMzO0ciorS5vv41ks1R29gyWWxltmqf76kpOTI4raI0V/naUPAQ5goZRyQ+ANUso3hBDTgGeAzwPVaCLlYPMOWln9fjRRMpD3gNuAB32XbwU6pJTHfJcVYNBrfYUQmcAS3/PZgEY0kTZPCLEDeExK+VaUhxgK/OVWaALyLcD8YR7DaU9wjl8g7x1uR1GEv5QdiFkgVVVJk9Mdk4sgOyWBlACH0ayJdn+p/WfHpmIRWmaeIuDMnJRBfe5A4VT/f0uXmwNHQyd7VcKSp6t4dqF5wm4CQohcYC69m0/7gMoR3IA6pYjk9ElKULjikS0AzC7KYtX8meRmJEbdwNHKJe2GeS64oVKgI1LnvSPtnDcunX1HtPlAAlc/tpVXl13oy+nMouLTZoRvjgqk8mBzWOFSVSVLnq7C20dZY7i5qy8zkirhrqer+FOYOaqxw0XlwVDXhEVouuwsX8SJx6NyzeqtBiH3vHHptHb1+Jti6Xx0tMMvluoNpxwBgumsCLEpgfNuvj2ZnLREXwlsK6mJ1hChAqAmwNVrMriYc1lktGqUUn8O+snidnupONTMmTmpfuG1P/c9596/+b+bHz7wRRLDNK8cm55IcQQBD7R5Yt7P3ybNplUNFU+081yAc9tqVZgyLpOXlsxj+k/eMDQqCqSitpmPGhyck5+OEMJfuXO8vYuyh98yzCH6+q6mTnO5JicI9t77RRIS4kOEa+7snd8iTc27fXNQsiI478E3DLedNTaFjxs7/ZcVgaEKK9hsEK9ojVLL+eL/vsMnjb3Zg5V1Lcz97OhoDGlyejPQMny9WeCJEyeYMGHCoI8rGrpA2tMTvtmooiiMHTs2rsVSXdxsa2tDVdVB2QwLzCzVG4aOFPrry8rK4ujRo4P2GgeD/o5iDzArWCjVkVI2AJcCDwBp4Y45WaSU35RSfg6YHObme9FcrlVCiK3A731j0fkSsHsIhvU8Wj7ohVLKc6SU83ydRAvRGk5dI4S4YwieNyK+GAS93OoA8KeRLrc6HdHdUYHo59jBJZSx4vGoXL9mGxc89CbXr95GT4/X3xk5GFWVfNjgMHRDfuSWGf4JsaXL419wqxKuXbM9YqdpVZUca+3i+tVbueChN7lu9baYulIHo4u30Pte6FT7Fssmpy9CiM8LIf4OvAp8GShA2yD7MfCeEOIBIcTI2I5OIexJVpJs2hJAEdp/54/PoDuguVPFwRZKV2ziuse2Rv2uCyFYeetMw/fZ4evarlN6RnbI/S4/N5cX75pLckLvHT841sH1q7chpeZMf+27F4ZVMVUJS56pDnFoNjpcVEYo99Rf65xJWWFFQc3llhUyLwVSebCVRodxz1VVJUufqQ4vAgjBa9+9kA0LSpESblizzR99ApCcIHhpyVzOyU8nLUiYuX5m737w8Q6XQShVBKyaP7PPRlXHWru45rEtVB9qRZVG0VrQOwcn2RSykgfU89MkAuZcFjvLN+ym/OHNA85v9HhUaj5t5ux7/8ZtT+yi9OG3uHF1aHf5aGyvPWEQIL+y8h9h7y+EYOPiucwIyHsPR4fbi4q2rrkhTE6y1Wphz72X8+qyeUwtCD1lksAVj7xreE80l2IKv7l1etTn7uqRXPnIPzjW2hUXmcT2JCuJ1ugn4kkJguyUBDZU1oXc1u1RSfX9XqUnWtn+gy+wYUGpITe/r4anQ42qyohr8UAsFoXff6vEcN0ZY/o2KpiYxAMDzc7UxdKRECTT0tL6nBtyc3PjVizV3/O0tDSklINaip+ZmYnX66Wzs7Pvg4eQQLF0sF/jydLflXGpr+w+IlJ7tQ8IIYbUSSmlDNnSlVJuEkLMAW4GEoH7pZRvBNz+P8D/DMFYIja2klJWAaHtaIeBeCu3Oh3RHVd6Vl6KTfF3aHZ2h5ZQ9kV3t4evPLrFvyNdfaiV4p++QXePyqyJdlbe2usC0/MIdwcJB4GOqJw0G9MLezsoB2dH6S7S7BQtf3RXba9zavehVr74v+/w1+XzSEiIfSpp7uzB6Tthl1J7Tzp978nMANeryWnLFcCdUspDwTcIIaxoTfwuQ4tVMRkAegm+/r1TJby2fB6T89O5Zd0Og0NUArvr2vrsQJ+bkcisgLkO4NJfvcPuey7DalWwWCx89JMvsfVfjXS5vVw+NQ+rVZs3Nn/vc5QFZPHV1Ldx4Fg7UwsyOCc/nVlBrlWdijCdlPs6UX112TwmB3SbDkR3bn14rJ0v+9y14Wh2uvzzLECDo5uKMOMDzcl/Tn46UsKBY+3U1BvLnd7698/5y31r7rmMfXWtHDjWzg0l40lI0DbTPB6Vy3/1TsjjRvvt0KoadhjmbIDURAvdbi+zirK576opXLlyKwCdbpUb125n4+K5prN/8DDnshhocrr90RAVtc39djh7PCrFP3ndsCkMUNlPt7QlaE74+ER32Gxj6I27+OBYu9+JH43dh1r54GgbU8ZlGuYeq1Xh3PGZvLL0Qq5a9S7vB5Xlq9IY4aFzxbn5LGdP1Of8qLGL0oc3M7vIPqIVO8G/N5Ho6pE0OLr5elkhP/3rB4bbjrS52Pqfn6e1q4ez89LixnGko6+399S1Mn1CJo/NnwlAc6ebnLREQ0NWVZW0dRkrLSxx9nriBSFECfAjoAhNsxBoUsO0ER3YaYy+xnK73bhcroi50sFrMT0XdLgbSkspURSFjIwM2traIoqmo0EszcrKoqOjg7a2trBxAgNBjyhoaWkhNTU1+sFDiO5Y7isyYSTo1+zcl1AadOw7fR/VP4QQeUKIe/t43r1Syh9JKb8fKJQOF0KIaUKIq4UQ1+n/DfcYTOIHIQSr5s/yu3c63arfVZmaZO2Xs9Tt9jLl/r8bSncAnC4vXlWyq7aF8oc3c/O6HZqouurdEKF0dpHRUSWE4E93lpJi650K9h1u58qV7+J2e7hl3Q5KV2zihjXbw5aYftLo5Ox7/o7LFXs/Nz27CjR3rb6AVgQ8etusuC6hMhl6pJT/EU5c8N3mkVK+KKU8rcWFk6XJ6WZPUGZaVrIVRVHYsKCMnXdfwmvL5xlu31PfanCKBqPPdYHfXofLw8fHe3eHbTYLn5+czxXTxvuFUtBKxYsnGA12Vz6yhWsf3crx9m5W3jojotvz27/bxeEWJweOtOF2e1j0dOS9ydmTsiIKpTqKIphckMHsSeFThFISFK5cuYXrHtvGe/UtHGl2csfvdoV/LJ/7s6dH5epVW7gySFQpnmDs2my1KhSfkc2tZZP8QinAR8cdBlepoO+5MlwswHnjM9hzz2XsuPtSnl1YSmbQ78+eujbT2T+ImHNZbNiTrP55Q/gu94ePjjtChFKAFJ9TMVYumBTqfvd4w5fIgzZXnJOXTmqMeZNXrNzKVx55B4/HV47ucyJ6vSrNnT28vGQexRN6Tw4VtDkkXNyG1WrlwH2XU5RtFHLPHBPaBb7iYCvHHd0xjXEoaOxwhWR0QmhlEcC3ntyFxWJl3z2X8R9fOIPCrCQsiqCkKIu8zCQmx1kWKxjzv1WpbS6W/fwtyn7+Fleu3MoFKzZz3WPbcLk8vFffylceece/SaVjrnsj8jTwO+B64Cq0DaarRnREpzn9bcSj/23rztLhFkv1MegiXCTGjh07ImOLhUCxFBiUTE/9MceM0aKempqaTvoxBwP9NcZDjqrOgGquhBAXo5V4lwFjgaeklHf4bvsicDHwSEBW6GCRD9yH1mQq7hBCPAlMQ8tT1bdQJfDCiA3KZMTRHFdZ/u6pej5Vp9vbL2fpzoNNYRuWpPhysQC8UrLr02Zm/uwNfxdrHU2MDC3bbO32GEpvQSuFLX6w9zF217UybXw6ew+H2uIlcM1jW3jtuxfH5FwIzK4KzOqaVRS+NNbk9EQIYQe+Dkwi4LdKSrl8hIZ0ypCTZqMkqFHIvF+8zYEHvoTNZiEvI4nc9ERmF/XOW6qEBX+sZO3tswwumUC0uS6TykO9i5x7X97Ps1E6yENvWes1j25l35HeopGa+jYuWLGZWYWZTBufGeLKBHj/WAdzf/52xMeeXZTFyvkzUHyZq7GclAoheHZBma/cXrL0md3+9yFwTrwqqKtxMNMmZJJhs1D809dDXFXnjcvghbvm9jkeVZXc95IxQWfWxMyIc6WqSo63d7Po6SpDLEBxYSYvLC7XsrnSLbjdXi7+xduG+5ZMCp+BanJymHNZdP55wunPJPZK+KSxgynjYneUjEkN/zfb2aNVxsTa8OeEMzTPbsEfKnll2UUh85dedaOqasj6KRr7j3Yw/cE3qPrhpdz65E72+HKEO91eSoqyeH5ROSc6tKZsZ+ak8q+mTs7OC19CmpycwJ8WlnPBis3+6/7Z1EVKghKy/vvO/1Xw0pJ5hm7zw4HHo7LwD5VhbwuXkPDhcSc3rNnGxsVzWXL5VBZfOiXmjPyRIlL+dyC761qZfN/fw67hZxRGns9NaJRSvjzSgzDpRVVVLBYLXq+X1tZWv2O0L0ZSLAX6dCmOBmepLvgOlpAohIg7sVT/nOJJLO33r6YQ4n5gM9ouzzggAQxmkh7gv3y39/exL4r2H1DS54NEf/wDQojYLXD9p9SXVfoNKeW3fP99ewifz2QUICV41NDFdHKCgqqqMedJ2ZPDOySCm4IAIQtlgOmF4cs29VL8vh4jnFCq80GDMyZHkqpKVFUlOSF06vF41XANqk1OX15DExfeQ4syGbFIk1MNvdz8sfkz/Nd5JVTUNhmOeXZhGa8tn+d3ANXUaeLlzWHy9/T7PHpbiWFBUFHbQkNbV59jslgUXloyl+IwOYBVdW1hhdK+UASsnD9jQCfZvU2SBPdfPbX/iyW096v4p2+ECKXFhZm8vHRuTA6po21dfqEWtMXWY7eXhH1Neul96cObqfE5uRQBf10+jz/fZXy+ioPNhqZZq+fP4NmFZXErSIxyzLksCmfnpZEekNd770v7+pU1mpOWSEqYNQVoTSNjfawmZ6hzfv/RDo61dRpcoEdbu7h+tZYbf8kv/4G3j4VL8NicLi9fefRdvxPR0e3Bq0oqD7bw8XEHY9MTsafYuPnxnVy5cgvXr9keMZs+Jy0xJDu1s0fl3HHphuv2HXFww5rw8/ZQoTsug+fus8amYomyeRbocNfn4Xiel3LSbBRPtPd5XHih1M7GxeVx/fpGmPuEEE8IIW41KzbjAyllTO6/4LkqMzOThISEERMkYxFLHQ4HXV19r1eHm6FwlurEq1g6mK/xZOmXs1QIcRVaE6U64Htonekbgg57C2hCs8o/2s/xvI32exLtV+NkfukfBcacxP37YrsQYqqU8v0hfA6TUUaT083eMCf6HS4v5T9/KyRrNBK56bG5IwLR16PFhXaeXxT+RFgIwfMLy7hxrdYtGSJ3K43EjMLMqI4k/URj2fpqqg61hu1Uvbe+zezGbBJIkpTyeyM9iFMVRRF88dw8LQDMd92Cp6qpuecyfwdlRRFMKciguNBOdYBzZldtC40OF3mZoXNSbkYixYWZhrLLS3/9DnvuvRyrNbo4aLEovLB4Lscd3dzx+wr2Hx14wLtFCGZMzGTRH6v8J+vnFqTz0pK5WK3Ry2Y9HpUPGxzc/cJe9hzWnK5pNgudPd5+z43dnt47pCQobP73i2Pu0u3xqFz+a2OiUXEUF1KT003VIWN26vQJmSHRA6oq+fWbHxmOu3RKrnnCPnSYc1kUFEXh9e9dxNwVm1GBqkOtNDq6DREV0TjhdNMVwd1ZdTD23NJIf/1zf/42syba2V3fRqJVMWxQhyv/D2TOpGyevmMOHx13cOOa7XT2qCgCPmkMbabhVSVffmSLIccdtLzT6Q++gatHZdqEDFbfPou8jCS8XsmNa7eztz6khQNIiSKMa7ndddHfV90tm5NmQ0r8efUD7TLf5HQbfjdAW5N+HBQlFcxoc7gLIXhuYRlX/OYffHi893NNENAjIUmBbhXD55FsFbz9H58jNyO234LTmG+hNXROwKzYjAuklGRnZ3PixImYBC3971sIQU5OzohklkKvCBctsxQ05+vEiROHZ3D9ZLCdpRA/YulQuWcHg/6W4S8HXMCXpJQHIPSPTkophRAfAZ8dwHhOAP8G/C3C7ecDmwbwuPrYVg30vjHyf2iC6TG098kMojbxlbxmU/FpM8HLeT1rtGzFJqZPtPP8wrKIZVK5GUnMmZRFRW0LyWHKrIJZeUsxZ4xNZWxQuHw4LBaF5xeV0+hw4fF4effjE/zgxX1RHz8lQaGrR6W40M7GxZEdSR6PqrkL6lojCg0KUDIpe1QtkE2GnD8KIe4E/oI2nwIgpQwNzzUZEBaLhVeWzOUrj2r5aU63l+vWbOOlJfP8Zaf6ieDVj25h/5Fe8TLSdCKE4E8Lypj2wN/p8gmFTreXitpmSs8c0+eJoaII8jOTeXnpvJCy/FhJs1nocHvZf7jNPwaA/UcdTHvgdfbce7lfEA4mUrOYDreXqQVpIQ1YYmVyfhqvLpvnb+bUF6oqqahtNkSVJFu1zyLSe5iTZuP8cRkGJ9ea20OzTbU801b/ZQG0dnsZ249GfSb9wpzL+iA/I4lZvtgPVRqbw0VDVSVLn6mO6KKY3sdGbiA5aREalaA1i4LwlTyRUIBV82eQkGDh3PF29t73RSpqm5n/xM6o9wvXCEl/3t11bZSu2EzJRDtdPd6IG0rvH+2guNDOnnrjumvhU1W8EKaJm75O21PXysyJdnq8kj31baQmWujqUZmcn8bPvnouDpeXM8ak0N7tJTPJSmu3B3uylfYuD+fkpxvc6/Yka4hgG22zqXhCJmu/FjnmJZ6xWBReXX4R037SG7nS43ut3b6P87yCdH523flYhIjL7NU4ZbqU8vyRHoRJL6qqDtjhmJubO2KZpbE4SwEaGhriViwdTNdlvGaWBjZ4ihf6uzKeBezQhdIo1APTBzCeauAzUsqwn5gQooXortOwCCHGRHrMQeZJ4GtopVaxhxiZnJIEdpL/1c3TqW3s4H83fRK2a7KK5h64etUWXl4aPldKL53VH/OE041XVWl1urn/lfepqG1BEVo5bapN4e4/78Ph8pCWaOHNf7uYvMzIC1Dd+bn0mWp/yafiG5fFt9gtmZTF/VdNJTvFhsWiMCbV1qfjwONRueYxo8gSTPGETP798rM4KzcdVZW+7qHxm09lMmy4gf9G64Sqn2JJ4DMjNqJTkLPz0gyX9x9p50SHy5DzZ7EovLh4LsUPvoHT7SXFpkRtnNLa7TE4KhUBtz+5i5KiLNbfWdpntnGH082Gyjqeu3M2Nz5Rwb7D/RNMO3s0YSFQKO29TQ0RhAOJ1CwGGLBQeu64dP68qJz99e3UtXTyxfPyDA2uglFVya2P76DyYItBbOj2SFq6PIxNDy+4er3SsEKaPSkrJK9RVSUn2o3NXqaNTzc3qoYWcy7rAyEED1xzrr+zvMPl4aOGdqaOt0e9X5PTTVWYNRXAOXmpMZc4q6rE4zEu2wNd95GYNi6dvb71TYpNocutkpJoocvlZfYZ2QZHq9WqUHrmGOackU1lbTPTJmRiVQQVARsXsVIZJiNzan4q7x/TXJsSUIRk+gSjy7+mro2PGhyck5+OlNrGiVdVWfDHKv88GzieDpc2F+4/4uCrj+2IOqZUm4XKH17Cpy2djEm1ccLp7tOJn5IgePPfLsJqtcZ9uX1fWK0W9txzOdeu2cb+w+0hfzt7jzi458V9vHBX+N8ek7DsMCs244vAMvz+Cloj2USprwZPeXl5ABw7Ntjtdk6eocwsTUxMJDU1NW7E0njMLO2vWJoMxPJXnt73IWFZC6RGuf0QmiU/LEKIG4BPpZRVQggr8BCwGEgRQnSileH/WEo5VLmlh8wgahPQRMIbfd0xk6zCLxz0tTzaf1TLldq4uDzsYqo3Rw/yfCfB4+wpfhHVnmTlnyecqFL6Tzo6XF7KHt5McWEmzy8qDxFiPR6VG9duo6auzbi4E7D+jguYPSmLli5PWAEzWmmbqmolYtGE0mSroKa+ja89qTUA0N+rGX24bE1OC74HfFZKeWKkB3Iq868mYzmoKmHp+t1sCBI1mzt7AprTqdy4dkfEeSonzcacM7LZ9Wkzifr852s+9+Gx9qgd6ds7XEz76ZsA/PSvH7Dpu/P4/gv7qKlrjclRD5CUoIR1Z+m8f9QRsTS3P92zo5HqK6WdXpjJhjsuMDTMA/jg/i+SFKbrt6pKPjjWzq5Pm/3zcZJV4PJI5pwR2X2vz7c1AcLIqltnhJTf3/r4DiqDxKUV100b1SLFKMCcy2Jgcn663xUOcNO6ndT04S61J1lJsIAraH8jySp4bfmFfbr3VFXS2OHbKA76XrywuJT5T+yKWOIPsOL6aVy9aiteCa4elb9+90LOyk2LuJEshGD9naWGcvdGhwuJRKoql/z6HTrdKikJCmfnpbP3cBvJCRaDwzwSulCqU3WoDUvw8wNf/s27lBRl4fZ42BMli76/ON1epj7wun/eSo2QIwuw9T8uxuFWOTsv7ZRyWCYkWHh5yTxO+P6mdgX9TdXUt9PY4fKv3036ZB7wTSHEvzArNuMCKWVMol24fhxjx47l008/HaqhRaUvZ2lBQQEAR48eHY7hDIjExESSkpIG3XU5ZsyYuBFL9dc4msXSo2jZIX0xFTjY38FIKf/cx+0taKXukXgI+Kbv3z9Cc3l+DzgAnAPcD3QBD/R3bDHygRDiGeAVjKVWZrbKaYR+0rrbl/8Z6LCKJe5uT32rf+c/1hPYQBF1ckEGqqqSnmTF0e3xP+/uurYQIbZ3rKGTUklRlr9sNpKTKRqNHS721LdGPSbY+aW/V7sPtXLNY1t56a65pmB6+rIfCA12MxlUzs5LI9Wm4AwQF6sOtoSIicFTUU1da4gDtfdYTRD44Fi7f9MGtHnoy49s4bxxGbx4VzlWq8XgwD/hdHP9Y1sMj3XZI1uYNdHOq8vncXZuGk2dPSAlyzbUUBXBnRVNKAWtS30k0bG/J+6zi+x4VMne+jZmFWXzyC3FKIrQnFUdbqSUXL9ue4jI++Kew9xYUmgQVdy+GITg6IFuj+S15fOYEkVkbnK6/ZnTOsHHNjndVB5sMTSkSUnQSkJNhhRzLosBRVF4dmEZV67UN3o9UeM7VFVy0+M7QoRSgI2LyyNGXuiVNBLJ8vW7qfSV/gczzp7Ce/d9kU8aOzgzJ0XbjKhvJyVB0N0jKZmUxZSCDEomZVN1sIVZRVn+dVu0jeTA9ZoQGLKf996rPZ/m+Bf+ubHR4aKxo5sbV2+jO/YkAJISFIPQqr/MwKZxfT6GhZifM/BtdIYRmS1CMGtSFuOyU/2faeDnoYj4b+jUF4oiyM1IYsOCMhod3Xzr97sMVQlqmIavJhH50kgPwCSU9HQtcqM/maUwMs7S4MxSpzN8ZnJ+fj4Q32IpaO7SwRYS40EsDRTX7Xb7qC7Dfwtth+dyKeXr4Q4QQtwMFAG/OdnBDYCJaBEAADcBdwUIsFuEEPXAYwydWJqMJpJeHnCdGUR9GqG7gnYHnbTqxFLWlZpo5YpH3qW40M5zA3RXKorC7h9fxq7aJuY/sct//Z56Y7ODJqc7RNB8ddk8xqYnDnjB6i/pX1/d72Yogew73G4Kpqc3XqBGCPEWxs2n5SM3pFMPRVH408Jyv0ABkKCEOizHpidSMjGTykPaIk2idZp+dmFkF3ykDMB9R9o5776/8ezCMu5/5QA1da2kJlpwurwh86MqtbLQr6zURNNV87VMuw0B7qxjbd2UPbzZcL+UIBdqLM3u9Nc5Z1IWlQdbQPadp7Ny/kxy05NCGqOoqmTx01URs5p/8Od9/PS1AzhdXooL7dz/lSncvG57RFEiJy36fJxhsxh+X2YVZoQINtkpCSQo4A14Uc8vnntKObviFHMui5EpBen+jV6LgPlP7GTGxPBroUjNM5OtWmO6YDwelY+OO7j3pX2GzN5wlBTZ/dmZ+mbCC3fNC9v0KNAperIin9WqGDYv9O9wvj2ZfHsy793/Ja5dsy3maJJYHKnhSLVZ6PaozCrK4ulvz+HD4w5UVaWt22PMLO3q4Qcb9/DeEU0MDG5iFLwh/u5/XExBVor/fdIrmwI37OdMymbDgr7jWoYT/W9H+10UIOhT2FUUQV5mMr/9+mzKfv6W//q7nq5mY5jcWJOw/AXYG/Dfe8A3gJ+N5KBOd4QQAxK0cnNzaW9vx+VykZg4fM18hRBkZ2cDkcVSm81GTk7OqBBLB0tI1OeueBBLdfR82dHsLP1v4DbgOSHEfwAb9RuEECnADcAjaDvojwzWIAOe4xogU0r5hwiHNAHj0cr1s4HaoNs/BfIHe1w6UsqIEQEmpzaBpVzBJY4AyQmCjYvLOWtsGjet28me+lZSE610dHsM4sCZOcl82tSFKqH6UCtXrnyXFxeV86/mTrJSErAoSswiptWqUHZmDiUT7f58q2Sbhazk3q+9PclKsk0TKUA7QZg6LrJ7KezrdrhQVZXWrh7OyE7hxsd3sC9MXpOOANISrTjdHkqKsvjNzcU0OV3cuHY7XT3GDq77Drdz/eptrP16Cbmj3G1g0m9e9P1nMsRMKUgnOUHQ5etI0e2RHO9wURDQNVkIwaO3lVC6YlOAO6mV445u8iN0Vx6bnshsX9OWYLq9cM1j2/2XO8LZwwLQRdPyn29m1kQ7K2+dSW6GNidYwpx0Bjs5pYS/fvfCPh37ejb0Rw0Ovvybd6OOCbQTZt0pFtjMLpbSWf01765r5ZrV2yMeV1Jk7zPy5Pq12wzC7k+vDS2tP97hMlQ6JCcIJucPNDXJpB+8iDmXxYS+0as3QpJoa6Eb1mzjZ9eez+SAJkL2JCs2i6AraDdiUk4KgRWgqippaO/m8l+/g8MVOYVLANOjNBkKdIQGfh8Drx9q+irzjkbwBlI0unu8vLr8Qn+2aV5GclgxeDzw0tKLaOxwIYCs5AQ+buxgTKoNKSWlD79lOH7B09W8vGQeUmpr5oV/qDQ0pAOoOhRa2TBSqKrkaHsXl/7ybf/vYyBTC9J44mslWK2WiGvzYJF/d10bjQ6XwVFsEpGLgWm+/24B1gPvY4qlI05mZuaAMksBTpw4wfjx44dgVJHRGxlFo6CgIC7F0kDX5VAIiWPGjOHgwX4XhA8ZA/nbGkr6JZZKKT8QQnwT+D2wGs2lKYHb0XZ6ADzA16SUQxFK8TBwNhBJLN0I/Ngnqr4ELBFC3Cl7/8qWAruHYFwACCHOAJYBkwh4b6WUVw/Vc5qMPHoOXHC3e0XAzMJMHvzq+YYuoRsXl/eWnXa4+Pwv3/aXjf7zRBfnjcvwl2F+cKyDyfcbTdwlE+08etssv1AQDU3gmEXZw5tQJThdXm5ct4ONi8oBuOnxHX6hVBHw2G2hnZMj4fGo3LBmW8hCN5DgTqgpCQpvff9z5KQlGpwZBVkpvHffl/zlbteu3u5/D2rq2yh7aBOzz8iOqTmMyamBlDJa5IrJIKIoCs8vLOfKVVv917UEiaUAuRmJFBcaG4Ys+mMVL9wV3iUjhGDlrTMoDXJ9ngxeVbKrtoWyFZuYWaSJpiBJtUUXJ4sL7TFHmyiK4Jz8dIoL7RGrBADSbBY8XpXj7d1kJSdw7ereEvqBOrrC4dUiX0OiEHQaHN3sC8iGTrEpnBNGBG3ucBkua5Espqt0qDHnsv6hN0IK/P7trmvjike2kJ5o5fXvXURuWiI3rdseNk/0wDEn16/exuqvzQJVsviZavbWt4V1eOsl9bOKtHXVaCgB18u8V86fSdlDm2LuJhurUGpRBCVFWZyVm8axtm7uerqavYfbmDY+k9W3zyQvSEhWFGHI4Jw6Tit3lVKGbJbtO9zO4ZYOFj9Tw/tH2sN/JjbLoGVHRyPQLaoCzU43As3Fn5uRhJRw05qt/mqKcLx/tIPyX7wNwIzCTP60oIzWbo8/VgYpUaU0NN+CyHO5iREpZTPwtu8/hBBnAT8ewSGd9gQ2GxpIZinA8ePHTbF0AOiO3paW2DfJYiGenKUw+svwkVJuEELsR5usvghk+B6nC3gT+ImUsmpQR9nLJUC0X9AfAW8AHwBb0UrxLxVCfAR8Fs1tennku580LwK/RcssNUNpTkH0fD1/MH+HixMdLi3zKujYV5fNC9vIxNCkKTOZTf92saFEZ8V15/Efz+3lg4bwnZcrD7VS9vAmSoqy2LCgrE/xUBM47FT73KU1h7RSfP3fOsWF0d1LgXg8Kl99bGtItl4g541L57++PJmv/bbCf91b37+YPJ8AE/xcgeVnT3yjhNIVvQKLClQebOHA0XZ/RIBe7joYpW8m8YcQ4ivAg2ixLlZ6g/3NgMUhYMq4DENzlR+9uC+kIZwQgucXlXP1qi3sP6qJczX1bVHdpUO1uaHNCa0h5feRWH3bjH7NE0IIHrttBmVBzqhAOtxeyn1zd3KCErURzMmwt641otPK41G58/8qDde99e8Xh4igHo/Kj1/c57+clmhhcr75VRoOzLms/wghWH37TMM6AMDh8lC+YrNPSI18ol5T30bZivBzg76JO6Mwk+cWlkVsYBnv5KYnMvuM7LAb9YnW/s9HFiGYWWTn0fkzGZNq45Z12w1Z0LvrWildsdmQOR0NIQSrbptJ2YpNBlH0wv9+J+r9Ol0emjt7htRZ6nZ7mfHT1w1Z3YFMzU/j+186O6pQGszuujamP/g6nW7VUKmhk+L7jZg9KSsuXLOjASHEWVLKj/XLUsqPhRAxN3cSQjwJfAU4LqU8z3fd/cCd9DasvltK+drgjfrUpz9l+IHzam5uLqCJpcOFLtrGKpa+//77Qz2kkyIzM5Pa2tqTeoxgIXvMmDG0tLTg9XojZn0PNYFjysnJ4Z///OeIjCMc/RZLAaSU7wE3C+0bMAawACeklINnpQj/vEf6uN0hhJgHfBu4Bq0MXwFsaNb91VLK+siPcNJ0SykHPX7AJD7o7SSsNRWxKCIk9yot0UJXj5bzFK3jcyD59mTD7vtVq7YxbVx6VKeUKmFXbUtMXTWFEKy/4wKm3P93VKktpO2+LsyK0FxLioAN37kgpvGqquSGME1IAkm1WVDAIJTOnpRFbkZ4QSWYvIwk5kzKpupQC8kJCh0uL15V+nMVS4rseH1NVUommY7TU5T/Ba4D3pPhtqhNBhVFUXjzexdT/vBmVLQTv3CZwRaLwpPfnM0FAUJENHfp2PREiidkUFOvzRcC+MuyuWSl2mjucPHjF/f73en9KRMdyOvrL5Z+3OdkhNLiCZn89KvnMiY1keZON1et3OoXPwRQMik7bEMqVZXcsNY4F8+YaA+ZZz0ela+u3urPOVSATd8LFVRNhoz/xZzL+o22DsgKKTWX0GfzyHAUT8hkxXXnc1ZumkEgHUgDy3hAz0s90eFi6frdVB9sYUahna4ej8FpHgszCjNZ+7USv7P2SEunQSgNZN+Rdqb95A323HMZCQnR37vc9ERmTwoVdMOh56SWFGVFbMA3GKiq5Lq12yIKpQDvH+vg27+vDnubImBqQUbYNbBeJRauZL/bo8YUBWNiYJ0Q4kzgMFpmaRKwTwiRIqWMpWne74FVhFak/lpK+T+DOtLTDLvdzscff9z3gQHoTZSOHTs2FEOKiBAiZrH02LFjqKoat+ujrKwsmpubB+WxAjNLpZS0trbG9D4NJfpndeLEiREdRyD9EkuFEBOBDp8tHt+iL+TVCCGygHQp5aH+DkgIkYrWuX6/lNIlhEgGrkVb32+OQTD1AOt8/w03vxFC3Ae8jjHEP/wvrsmootHhoqK2GVUS0dEwMTuZ331zTti8q0gIIVg1f6a/VB5g7xEHU/JS+cGVU8hMttLe5eGXr3/Ennrj4izWrpqfNnf6H9sr4Z8nnP5/gya+/qupM6auyA3t3SGl99PGpfP9L55DZqKVNpeHFa8dYG/AYl0R8Oj8mf16TzYsKOV4ezff/j9jJ1HAIFJX1DZH7MptMqqpA/aZ4sLwkZeZRPHEXhf6vsPtXLnyXf6ydJ7BRZSbkUTxhEz/PBDNXSolJATsVJcUZTE2PYmx6YmMs6fwwl1z/Xl32SkJfHV17M1LwqEIbf6YUZiJxyvZe7jN95z9d/IENnuaNj4TqyLYXd+GlPKkmtfNKLSz+raZ2niV3iYhqiqxWBRmBWyeTS/M5JkIG1kNjm5qAn6Lzh2Xzsag5lVut5erH9vCB8d659DiiXZzvhxezLlsAOj5wSc6XNz1VCVVh9pIsSl0eySzirKQqkrVwVamTcggwWqhIkBUDW6mOaMw0xA7MVoF0mD8ndd9TaaklJSt2OS/PZLjfXJeGulJVqrr2pg2IZONi8r8742qSu78Q2XIfQLpdHu5atUWXl1+YdQGnLqge7y9i/KfvxV13uzq8fLa8qEXE5ucbvafxG/M9EI7zy8so9HhosnpIjslgcXP7I4Y9RB4P1Mo7R9Sys+DX38oBqb7/r9HCOGVUk7u4/7vCCEmDfEwT0v6ys4M93NXUFAAjEzHeb3BUzQKCgrweDw0NTX5IwPigWDXZXNz86AKurpA2tTUNOJiKWivsa2tjZ6eHhIShj6SpS/66yz9FG2X5o4+jvsF8K3+Pr4QYjbwd8AO1AohLgdeRutyLwGPEOJLUsqd/Rv2sHE+8DXgC/SW4UvfZZNRjKpKlsXQ3f39ox0serqajYvK+5VJlJuRSEmR0UFxoMHJN57sXbCmJIROiq2dPRTY+378s30LY0e3h/QkK2fnpQGEva4vWjvdIdd90ujk67+LvLgeqFix+JnqEKE0GFXC0meqY4okMBlV/CfwmhDiHxg3n341ckM69QiMFhFC8NzCMq55rNeF+MGxDs5/4O/suedybDbtJ10IwdqvzTK4S7/9u1387luhG0VNTrc/d1ABPKqk/OHNzCrK8jvCA93xL901l6sf3cL+IGeUAJ6+Yw7/u+ljdtW2kGKz0OX2kuJzI80ozOTBa84zuMZONqpDF2uCO93bk6x80tjBPS/uY3d9G0lWhU7fWJxuLyVFdr536dnc9ttdIY3uzh2XzsbFZSGLXL1yoepgC+ePz0RBW0TsO9weUpKqqpLj7d3c8ftdhsd48huzDY/b3e1hxs9eN7iczhufwfM+QTX4szcZMsy5bIDoYuCfFs0N6UQf+P2WEkOzybNy02jq7AEpfe7R+M8iPRn0TRcpJSWTsqmsbWbquAz2R6gA+rChg5KiLF5ZOtfQNAu09/T9o+Gdqfq8BPBBQ0fY6oNwY8u3p3Dg/i9yzeqtfHisg0SrMDSbswhByaQsg5ioz0+RPvOBfJ6qKvGqKueOz+jXplx6ohWny0PxRDvP+4TlfHsy+XZtg/CFxXMjNt2yCOEXpE/lv8Fh4BUp5cv6BSFEbCct4VkqhPg6UAn8u5RycEMgT2Gkb04dSBl+SkoKGRkZIyKW2mx9u9UDxdx4Ekt1hBDk5OTg9Xppa2sjKytrUB43JycHgMbGRs4+++xBecyTQR9Pc3MzeXl5Izya/oulwvdfrMf2lxXAq8A9wALgr2gNmaajiY6/Ax5Cyy7tN0KIKcCrUsrPDOT+MXAt8BkpZaiaZDKqaXK6qQrI9wwmsHx0b31bvzt5CiF46tsXMP0nf6fLE16RDS5PTUu0hm3iEQ5FUai6+1KqDrUw54ws/8I43HV9cU5+OmmJVjoCuspGK51NtgqeviO2Ev9Ampxu9gY4WKOV6FYdipzpZzJq+RnQgVZ2NXQ1eacxgQKdLl5aLAov3TWXK1e+63cjdvVIin/6JnvvvRyrVZsngt2l7x/r4IIVm/0N6HLSbDR39jAmNYGZE+0+ETCDvYfb8KqSqoPhOx5bLAovL5nHDWu2s6e+ldREK51uLyVFWZR9NofSM3MMJ9CBJ9L6HKO7xoQIzUbuL4EZ04GPN2VcJn9aVB5xLABzzsim8mALKQkWnG4P0yfYwwql4PuNOdiCR9XcsNMmZPDe4XZmTrSTk2bzCwf2JCs3rt0e4u4vLsw0uEU9HpWZD71pEEon56fx8pK5KIoS9rM3N5uGDHMuO0nCdaIP/D4Kgb+7eIHv/DEv49Rwj/YH3cnZ5HQzJjWBWx/fSeXBFrxBO/0SqDjYwlce2ULJJGP+fU6ajakFaewP2qj+23cvJCPJQvnP3/Zft+9wOzes2cbGxeFjWAJJTLTy2vKLaHS4WPSHnew+rD2+Amz9r8+Rl5ns38Rp7HCxbP1uqmqbSfEJldMn2LEqWmXXzIlac79YGp3qj4eULH2m2h8vEOw+jobT7eG1KCX0fofvgjKOt3ez2NcUa9ZEO6vmzzzlxfqhxFdhuhPNUdqgXy+ljO6kiMxqtAxp6fv/L9Hi+4KfdwGaFsHEiRMH+FSnLllZWTgcjn67/4a7iVJ/CjoCxdJp02KOxh1WdCHxxIkTAxZLg98TXZBsaGgId/iwEOyeBe01jkaxNFbsBOye94NZQKmUslYI8QDabvxtUsoeACHEw0D0ZPDo2NAC9oeKPWivffiSi02GheyUBFJsFhzdHpITBJPzMwyl+N09KuePz+D9o44B5y39q8kZUSgF386228O08Rk8dN20EDdANFRVcvuTO/0nxhsWlAGEXBfLybKiKNTccxkfHXdw9wt72Xu4nVSbFUeAeBpIl0fyzxPOmEr8A8lJs1FSpJXATi1IDymbKp6QwYcNDrp65LB1TzUZVrKllEPZkO+0J1CgCxQvLRaFvyydx/kP/N0vtnW6vVTUNlN65hiEEGHdpdDbgC7FZsHp8jJ9QgYJFgtSwifHnf6T9vPHZzImNfx31mJR2Li4PMRVpD0vIaLJSG2ShBNwAseiixbhBN1gslMSOH98JrvrWvGqkk+OO9HXjkdbu1jyTDV76ttITgifZb329lkGR1ZFbTOdAcclJwheXTbP/5sR6bM3GRLMucxk2Aicl/RM0yVPV/ujPfQGV6C5RHfVtvhjVPRNmZ9+9VyuXd1bxDclL9W/OT+7yB7U+Cl6k7/gsSHwC6UACLBYLAgh8HhUblq3nd2HWv1CpqPb43ue3ufcVdtC2cObfGKktjl3osONRKII3WWruY2XPF0ZtlFT4Go70DFrUQRT8tM5cMzh/70qjrGEXnPRJvt/v0zX/skjpewCCgbx8fyKkBDiceAvEY7zR/qVlJSYESpBDNT9l5+fP+zO0li/gyMZExArgULiWWeddVKPpb8v8SCW6gTmy8ZLbmmfYqkvJySQtDDXBT7eFLSO858OYDwyzL8DFRgvURyrvq530eg7sOLkyAM+EEJUYCy1unqIn9dkiGnu7MHpW7B19UhUKQ2uKq3J0AV9nhBHI7BUPsWmsOl7FyERtDjd5KQlkpOWOODHb+xw+UuD9MZQ+r8Dr+urWZSO1aowdVwmL9w1zy8G9OY32QDJJb9+h0632q8S/0AiOSR0l9bHx51+IcfZPfTdU02GnTeFEJdLKV8f6YGcquSk2fyuzxmFmUgp/SVWVquFPfdcTvFP36TT7cUi4PYnd1ES4ELMzUgyNKfTUSV0uDShriYgZ7kjQLzbW9/GLY/vZEMER2M4IXK0EetrUFXJ/Cd2svdw7wm9/l7tqm2h/Odv+a8PJ5RqzfOS/I916+M7qDzYgsXXwC/FZmHvvZf6u5yqqvY5zyjMpPpQq9+9ajJkmHOZyYigz9OrbptJ+YpNeCVh46Tu+H0FL941l9uf3MWuT5tDTg5/ceN0/7rz2YXlHDjWzpWPbPHfvtgXPxXLhnuwqykpwUJWshWPR+Xa1Vt5L2hjPJIDVJVQcbCV0hWbSEs0btjPKsxERVBT19qnezTVpvibPc0u6q2M0Nec0yZk+qNLYiVw7jcZPIQQc4H5UsolJ/EYBVJKXQ27Ftg3KIM7zQgs3Q4nlkZydBYUFFBRURH2tpFGF0uPHInaHmfYieS6HCz0yIF4EEthaF7jyRCLs7QW4+/U9b7/oiGApwcwnirgB0KI+9FyUf8FLEPLPwVYTvRJ7evADiBS9kj/rG39574hfnyTESInzWZofLK3vt2/KFSAlbcWY7EoJ7U4UhSF3T++jE8aOzg7L83vABpnT/EfM+DHD/rRCrvkG0DvicAFYWB+E8Dee78Y8lpO5vGfvuMCKmqbue2JnagYRYNi82T/VGQJ8J9CCBfQg++cSUo51PP4aYP2lRdItPy5soc3G8RQm83K3nsvp6K2mduf3IVXlVTWNvNRg8Pvsnl2YRnHHd0sfqraXzbf0e3p8wTVKyW7Pm2m0eHyl8+erjQ53WFLZcORmqg5dkHr7r32a7P8ObGqKvmowUFlbTNeqTmk1t8xhws+k21o3qKLqSkJFu1zEgIp6VfOtkm/MOcykxElNz2RkknZVNQ2I+ht7qmz/6iD69Zs8wuVPSH3752jFUUwtSCDGYV2v9tzT13sUUhK0ETT6fZy5cp3SbQqvHc4NCtVYnTDhrs9uLKpKkIT1lRf1nVgoJMulFoUwaO3zfJvPOmb9aY7dGQRQhQD84Gb0IxYL/TjvuuBzwE5Qoh6tPP0z/keU6JpHAsHdcCnOPqGeqyCVvB3Ry/D1x8nnkhJSSEzMzNunaX9ed/7Q0JCAmPGjIk7sbSpqWmER6IRi1h6iF6xdCLQCUT6hNzAYeDPwKoBjOdutJzSrwONwOeBJ4UQDb4xZABXRbn/x8A6KeUfwt3omxyrBjCuqAghhNT4R1/HDPZzmwwPQgievbOU4p++gdPlJTXRwpT8dCoOtqICyzbURHRI9QerVel3uXpfqKpk6TO7/ZfnTOpttjRnUm9TqaXrd/PsIDZJGszXoqqS236r7fKnJmn5VfqCPzXRwp8WlMbdj67JySGljC2Q12TANDndVB9qQZW9pY7BJdlWq0LpmWO0SIzaZpJtFq545F1KAqI78jOTDWXzTU43C/5QYXCVRsL82mqbcdMmZLI7Si42aM2hXrprLk3OHn8cQWDp/S3rtmsiqE8QKCnK8scm6Ojl915V+gWGarMMf0gx5zKTkUav1PmowcEVv3k37DH7j7STFNR4CXqbiwaKG1KCoaeTBHtSbMluY9MTDZVZAB82OKPeJ4Z9pIik+poA6qX14ZLvLSK0EanpDh05hBBnA7cAtwJNwLOAkFJ+vj+PI6W8NczVvz35EZrobsT+inYFBQV0dnbicDjIyBj6/cJA6eXFF19k7969UY8f7kzV/jIYYmk4OSo/Pz9uMkvjrQy/T7uXlHKSlPIMKeUZaLvhz+mXw/x3jpTyC1LKlQMRBqWUFWiZonOAz0opD6AJpncDPwVmSCk3RXmIamBmtKdgYI2n+uItIcSy4HgCIYRNCPEFIcT/Ad8Yguc1GUZauz10+xoMdfWo3H/NeVh8C8fqg1oZe6PD1a8w6eGg0eEylMk+cssMf+bgb26Z4b++oraFRsdAooaHDlWVNDpcnOhw+U/wO91enrpjjn8Hp7tHpaUrfF6qyehDCDGpj9uFEGLCMA3nlCYnzcasoiwsAtKTrCgCpk0IzRLVT7RfWTaPDpcXVfbm3OnoJ5YWi0JuRhIbF89lakH4+I2UBAVFGDduTmeEEDy/sIwZhfaIx0zJT+WVpfOwWi3kZSb53aQ6DY5udtW2+CMQXlk2jw1hNpGyUxKYNiETxfeZWwTMGmDOtkl0zLnMJJ5QFME5+enMPiMbi4C0RAsCzbUJkJSghAiloDXwLP/5W1y3ehs9PV4aHS6Ot3f7K61Ay/v8uDG2fjtCCDYuLufcCL8PgaTaLP65ShHa5UDOG5eORa/yCjq7UwTMmGhnz72XseOHl/Dy0rmU+H7v0gIeZ86kLLb/8JKw86XJiPEBWjPnq6SU86SUK9Gi+EzihL5Eu2hl+ADHjh0bmoGFQf9eX3PNNdxzzz1Rj413sTQ1NZXExMRBERID57u8vLy4cJYKIUhKSiI1NTVuxNL+Nnj6Fpp7c8iQUjoJcH9KKbuJfRfo34GIZ15Syj3EIBAPgC+hddJbL4Q4A2hF63pqAV4Hfi2lrBmC5zUZRvSGQ1UHW5g50c79L+/H6/sxOG9cBsueqfbnv628daa/G/RIl/B4PJHXF8GjUtWRX4voAqmUkuUbdmvvaVEWxRMyqTykNT/59ZsfU1KURfWhVvNE/9Tjv4UQCvAS2m9BI9p8+lm0zbNL0Eqp6kdshKcIugja2OGix+tl0VPV1NS1csOa7Ty3sAyLRfE3/MhJs5GTZvx5XfxUNRsXh8+ps1gUXll6IVev2sL+o8bSys4eldXzZ3LplLGc6Di9yxwDu9x//4tnc9sTu0KOmZKXyqvLL4oYZ6KqkrueqjZcl5OmNTg50eHyv79685Saulamjstg7W0zSbBazE7NQ4c5l5nEFYFZ8NkpCXx8vMPvNO1yh/NcanhVye5DrRQ/+AbdHpUkqxLi9szqR5NNi0Xh5aUXct1jW9njK/3Xf0ZKirJ45NYZKEIwJlVbR+tN8rKSrdy4bgd769u0LNGFpcx/Ypd/XQ5Qdag1pAv92HRNHA187SecbgSY8198cj2as/QtIcTfgA0MjdnJZIDo7r/GxsZ+3S+widLZZ5896OM6WQoKCti+fftID8NAoPCsl+IPdol6Xl4eu3aFrj9HipycnFErlv4v8B5w0eAP5eSRUg7fNoXxebuBx4DHhBAJQA7QJaVsHYnxmAwNgYtMKSXlD/d2gd5T3+Z3Ou6qbaF0xSZSEy10ur0UF9r9wsNw4/GoXPa/7xiuCxQ2gkWOS371Dnvv+yJW6/CPVRdJlz5TZei0Clpp8FljU/2Xqw+2sO0Hl6Ao4rQWWk5FpJQ3CiGmArehbUIVoMW/HABeA37mm3NNBollz1T74zgAqg+1cvWjW1j3tVksfaaGvYfbmDXRzq9umk5KgkKnz2G/p76VEx0uf8ZbMBaLwm+/MZvSgLlSZ/Ez1ShCm1cDc1JPJwLzQ6WUEUtNf//tC6LmPjd2uNhT3+q/nJKg0OPxcsu67VQdamXa+ExW3VrMgqeq2H9EE673HW5n7i/eZs4kLU7BnEIHH3MuM4lHAsvLdaep3uTvwLEOOlweUhIUunrUkOxpPSs+XKM5Sz+z6S0WhT8vmUdDezetnW7Oyk2jpcsTsqYLbpK3cZGx03xgtqiURM0ZDXztsTY0NRl+pJR/Bv4shEgFvgr8G5AnhFgN/Nlsljdy6HEcNpuNzMzMAWWWQvx2nI/nTFV9PEMhJObl5Q2r27cvRrNYmgDUDcVAhgohxGPAvVLKYXnHpZQ9QHzOACYnjb7QklIyqyiLik+bUQnt1Cnp7QatCw9PfmP2SXW0HwgfNjj8wgbA1Pw0Q9nr2PREpuan8f4xrXyqs0flwwYH547PHPKx6Y6q7JQEGh0uFj9dxZ76trCCgVeVfNDQW+I1vdBObobpBjhVkVK+D/xopMdxOqBnWAaz/4iDuT9/2395V20L837xtuEYVWpZx9Hymsek2qJ2M0ZKKmqbo4qupyqNHS4qapuj5vEJIDslsnNeVSXL1u82PEZnj8rcgM9qd12r4XIgwRm1JoOLOZeZxDPBJoCyFVrSWVePSrJN2/CPhRmF9gHNIYoiKLAnU+BrDqo7QPu6T6RsUT3L2eTUwFdt+jTwtBAiG7gB+AFa1abJCDMQQSs/Px8YPrG0v9F4BQUFdHd309raSlZW1hCN6uQYM2bMoGeW5uXl4XQ6cTqdpKamhrnX0BI8pqFwzw6U/oqln6C5JkcTtwP/Q+SmVCYm/UZfYH54rJ0vP7Klz+P3H3FwwYrN/qD5mRPtrLp1JrkZif6dcL3MaDCFVCmNZVWKYux6LCWIIJEj+D4nQ6Agqr82KfE5SKuprmslyaqEdSlE4rzxGTy/qMwUSk1MBgE9tzTQWdofKmub+ajBwTn56WG/kx83doQVSgNRJSx5uopnF4Yv6T8VUVXJ0qer+mxcItHew6njQjewVFXyUYODytrmAY/DjDExMTm9CTQBlEzSXKaxNJwLZPVtM8w1mcmgI4RIRCvJn0SvZvH2SI3HxMjYsWMjluFHEimzsrJITEwcVmdpf+amCRO0GPHDhw/HrViak5PDnj17TvpxgjNLARoaGvjMZz5z0o89UPQxjRkzho8/HtLkz5jpr1j6FPCgEOIMKeWnQzGgIcD89TYZEhRFMLkggzmTsqmobUYRvu7sNoWz8zKoqWsl2abQGZADpYuCFbUtlD+8mRkTM/GqWjlrqs1KZ4+XWUVZPHPHBbR0nbxwOjbd6NTaf8RhcHA1drh4/4gj6n36S6BAeuvjO6k61EJKggWn28P0CXYsAnbXtfnzXoOF0lSfm2H6hEw+Pu7A6VaxCE1QKZ5oZ+OisqglqSYmJrEjhOCZ75Ry/Zqt7Imhe30wSQkWrnjk3YhxI2NSYxPiKg62svWfjZydmx7SvOhUQlUlx9u7+aTRERI3Eolw76GqSm5Zt53Kgy0kWrWS2f4yfUIG6+80m5qYmJgYXaZjUrX1W0VtM0kJvevYkol2Ons8HDjaQYrN4l+/LdtQw7MLyk6bzS6TYeMloA0t81nvQBtfXXRPY3Jycjh8+HDUY4LXF0II8vPz47YMv7CwEIC6ujrOO++8ER6NRjjX5WCXqOuO35EWS3Vyc3PjouEU9F8s/TUwD9gshPgB8KKUMr7aZ48gQoilwNNSyoFZdExGHUIINiwo9Tfo+LixgzGpWiOUE043qqqy+KlqaurbQu7rlZLKgJNlh0vr6L7r02ZuWLON9w63acLpd0pp6hxYEH1uRhIlEzOpPKQ9vwSWPlPNhgVlgJZVGDgFl0zM7HcpbKA4eqLDzdJnqqg+1Mr54zP9r1t/bbvrWqM8EhRPyGT1bTOxWBTGpNpodLhoiZJlZWJicvK0dPXwXhih9Nxx6Rw46mDWRDsIQUUY96lepll9qJUb1m5n4yKjOzQ3I4nZRXaDMKhviCQnCDp7emegr/22AsCfo3mqnXjrAmc4F29KgqCrRxoECIDZRfawc3Jjh8v/OJGE0uLCTBIUQdWhVqYUpPvzSnXeq2+nubPHLFs1MTEBjCXt6+8s5aMGB1c+ojWAUgR0e7y8f1SLROr29M47FbUtNDpc5GWeXlEqJkPOBCnll0Z6ECa9BGZ5DtThOJwd5/tbhq87S+vr46/vYuD73tzcjMfjwWrtr5QXuQwfiBuBMj8/H6fTSUdHB2lpaSM6lv6+wx+jOTWLgGcAhBDHga4wx0op5ZknN7xQhBBPAn+TUv4pluOllOmDPYYo5AMVQohq4Eng77K/31KTUYeiaB07Gztc3P/yfqoOtTKjUHOM1tS1MqUgjZeXlHHvS/upidG5pYuMu2pbuGHNNv/l4gmZbFxcHnOzKCEEj95WQtnDm/zlnpW+jDr93/7XIeCx20v6JUZ6PCo3rt1GTV2bv6GV/jzhBOJIFE/I4CdXncsP/vwe5T9/i+JCnwO1Xmsss3L+THLNjqWnFUKITcAvpZSvBVy3Tkq5YASHdUqSk2Zj6rh09gWJaU98vQSrxeKPzzjR4eKup6sMmzyB7K1vC8m/FELw7MJyGjtcSCkNHY6zkq3cuHYHNXWthk2bytpTM0ezyemmMkgoFeBz5ZbS0uXxbzpJKf3CRbh5r6+ZsLgwkxcWlwOCJqcbr9dL6cNvGY6ZUpBmluAPA+ZcZjIaURTBOfnp/tL88ydksiegNH9KQTr7Dveuac3lmckQsE0Icb6U8r2RHohJKHoZfn+bIRUUFPDBBx8M4ciM/P/27ju+rfJ6/PjnSN6O40F2bMfOJoMMOzvsHWgpfIEyO6CEFaDr20J/pZO20PbbllHKKmUUEnaBsvdMyB4kISGAE2c72yOxY+v8/rhXjmzLtmxr2Tnv10svW3c891xJvpaOnuc8bY3N4/FQWhq/U/T06dMHVaWsrKx+wqz2aG4Yfiw0Tpf5e7pu3bqVwYMHxyKkem0dy1qAkygF5726AL3d5cFukXAC8JCINJ1eN8ZU9efAEOCfwHeAz0Xk9yIS9qSxiS7/TO2Bf8z+ZXV1Pi68fx5Tfv8W80t2U+dzeowucRMAq7ZU8PW/z2Xd9koARvRJZ0xudwRnyL4AI/o2/63JsoCk49KNeznjjg+orQ29xmev7slOzzBXenICOWmJ5KQlkp586PuSovy2FeivqanjzDs/YEnp3voJrVqqvzeiT7cG5zymf3dG9HGKSK/bXsnX/zGXVVud+oZLSvewcMMe6nzK/JLdTPn9W1xw3zxqa33NPg/2vUSXUwj8VER+GbCsOFbBdGUiwn2XFAVd50/WeTxCr+4pPHnlVObddAJjcw/V0ExP9uL1OLPaB0u+eTxC7+4p9MlMpVf3FLxeDz0zkklI8PLM1U576UmH3o6kJXnx+Xxd6m/a51N8Ph9pSYcmMElP9DDvphN49pqpJCR46ZmRjNfroXdmCn2yUlssR9AzI5mJBQ3raU0YkM28G09g/s9O5LlrpuHxeA71FAvSToLXQxd6iOOZXctMp+Qfmj/3phN55qopTCjMwSswPj+L56+ZysSCbLzijAboal9umbgwHVgkImtEZLmIrBCR5bEOyjh69OjBgQMHqKqqarKupfdvubm5rQ7fj5XExET69OkTlz1L/QITieHSq1cvRCTm5RH873n9SeBwnmN7tbVnaWFEomgDVS0QkVTg+FjHEoyqqohsBbYCtUA28LSIvKGqP4ltdKY9fD7lwvvnsWj9booGZPPY5ZPYWVXDdbOXsHj9bkb3787yTftorWJchTu0ctXWyvpl+w/6UGD9jiq6JXupqK4jLdHDsD4ZLN+0j/H5WRys87G09FDC9LNtFRz1m9dZdvMpJCa2PnOoiHDXRUVMve1t6nxKVU0du6oOAoeG0Ho9wt8vLgr527faWh9jb3m9QT1WcL496Zac4NYnzWTN1nKqDvroluxl/c4qNOCclwX0SKhoZYInH04v2PPu/ZgVm/YxPj+bOy8aR4/0JC564JP652Z2C7Nym05nD3AicIeIvIgzWZ+JkISEpteSax5bwjNXNxxW7/EIfTJTefaaaZRVVCNQ31O0PWUyPB6hd2Yqb/3wOKbd9g51qlTU1DH1tnco7iJ/0/7/IQvXO1+mAXhFePvHx9E7M7VdbTolYKbUf1HUUi/U5ny6aV+X7MEbh/Zg1zLTSTUemr+zsqb+Wj9n5pQG940Js9NjHYBpXo8ezpzf27dvp7AweIoo2HUhLy+Pffv2sW/fPrp37x7RGNsjLy8vrnqWNk48+xOJW7ZsYdy4cWE5RmJiIr169YqbJLY/IRzr5C20MVmqqusjFUhbqOp+4OVWN4wyEbke+DawA3gA+F9VPSgiHpwSBpYs7YR2VtbUf8hdULKL8+6by/LSPdS5164lAYnMbm69ufQkb5MEYHqjWnRAfU/MyoCac1UHfSzbuJexeVk87iZmr3p0UYNh7VU1Ps6552Oev3Z6SIkEf+/SRet3U5SfVd/7K3BZWz4wr91e3iRRWjwgi9+eNYpBPdK54IFPWFq6p/78KqoPnXew3qfBHpvGj2WdT+sf6/klu5j6h7c4Ki+LZe5x/OUF7IN/lyGqWgtcIyLfAT7E+fLJREDPjOQmtUWXb2o6rN7P31s0cP+O6J2ZQnFBNgtLdlGnOL3Kv9rF9n376ZOV1qG2Y21b+QHmf7WrvtSAV6C4ILvN9aEbcxLNobXhaTzJAlBckGPD8KPDrmWmSwhMnAa7b0w4xUvewRwSOOQ+sIdjc8nSYAInURo5cmT4gwzQnhFKubm5rFy5MgLRdEzjXpftTSQ295j0798/bpKlnblnaUy5ScdcVd0Q61ia0QM4p/HFXVV9InJmjGIyHZSTlkhakpfyA7WkJnlZvnFvfaJUoMEH4Dd/dCxej8epO1dZQ53Px+7KGnp0S+aI9CTOvXdug16iXoE6hbQkT4Pko09hWekezr9/His27mVcXiYvXDuFC+77hCo3sbpy874GM9u35NB1URrdb7gslI4BviDZzke+W8Sdb3/B1+76iNG5mSwPSJT6+c/Rf85+Y/MyefrKKeyoqGFnZTU5aUn1EzztqjpInc/HtFvfbvKY16lTIzE1yUtldR1pSV5y0hJbPwHTWdzj/0VVHxKRFcC1MYynS/PXFt1efoCr/72YZRv3MCY3k+zUBMrKqyPec8g/3HNHRTVX/3shizY45T2m3voOq399KsnJnertSr2amjpO+r/36v9PpCd6eOvHx9G7hSH24eQvUwLKhAHZLC7dQ1F+FnddNL7NPVFNu9m1zBhjTJfSUtKutWH44EyiFOlkKbStZik48b366qttrsUaLf76oh1NJDY+t/79+7N+fWy+n2j8ejniiCNISEjofD1LA4nIFOA4oL+7aBPwrqrO7UCbKcDfgP8BdgN/V9XbAzbpCXwFtD72OAZU9RctrFsdzVhM+OyqOkiVO5t7VXUdY/OyWL7JSWDW1ml9j8+iATkNPgD7e131C+gV9ezV0xpMdJKdmsgXOyoZ0iudC++fz8L1u0hPTqCqpo4xuZks27jX6dG6fg9n/2Me43K7s7/Wx8rN5fgUZs1ewpwQhqmWlR+aOXm+O2up//fAZa31UgocTpqRnEBldS1pyV6+89Ci+uTo8o17GZOXxbKNe0lL9FJZU0txQQ6PXTaRL3ZUMrhnOjsrDzYZOtonK5U+WQ2HpPbMSEZVKRqQw/ySXQCMyc0kwSMs2biXo/pnsrR0j/vc1NrMzl2Iqt7b6P4i4LIYhXNY8A+xf+rKKZx331yWlu5h7G/foKqmjuIBbZ+h3ufT+usd0GByp2DJV39d1B+eMoyLH5jvtAF8/e6PeOWGYzrdcHyfTznnno8a9JqvOujD6/EEfQPu8yk7K2saTPIEtGuIvb+9b947lwXuRH4TBmTz8Y0n2GR5UWbXMmOMMV1Nv379gJZ7ODY3DB+Iq6HugfLy8qisrGTv3r1kZWXFOpwmUlJSyM7ODnsisX///nz88cdhbbOt/K8Xj8dD7969O2fPUhEpAB4DJvsXuT/VXT8XuERVS9oRzy+AM92fmcDPRWQC8C1V9Xe7C+kdvogcA1Sp6sKAZcVAmqq+347YzGGqR7ckigZkM79kNwp8vr0cVaW2zscKd/Zor8BdF41r9QNo46GrAMP7OvVa5sycXP9BeVfVQY5IT+TC+z9pMCx18Ya93HXROK6bs9S5v343ZRXVeERa7PnVeHGwzVoK3f8hXlVZ5JYkqDpYxx/OHs2Nz61oOLx0QDaPf28Su6oO1p+LPzb/ufbODP37DhHhzovGMfUPb1GnsGLzPkb3y0BVnefC3a6omclljDFts3v/QVZs3ItPD5XQmF+ym+3lB+gTQo1Nf5L02scWsTBgWD/gfMni1jS+++LxeD2eJonAyYU5DXrtr9lWQVlFdZNrZ7wrq6jmU/d/hF/xgKwG16nACequm72YRRv2kJbYtIxLcX4Wf7+kKOREp8+nrN66rz5RCrBo/W48IpYoNcYYY0ybBfYA7NmzJ16vt81Ju379+iEicTuJkr/na2lpaVwkS4P10u3bt2/Yk6W5ubns3LmT/fv3k5ravnr64dSnT5/O17NURLKBd4ABQCXwIvAFTgKzEPgaMBV4W0SKVHV3c20145vAFar6inu8x4FXgcdF5CJ3m1CLT7wLfAaMCFj2KDCUOO2ZauKTiHDnhePrJ0jyJw+Wbjw0QVHRgJwO92gMrP0UWEx/R0U1s2YvYeFXuxCBax5fglecSZnG5WVy5SMLWb5pb4s9v/wzJ/snQvK3H2xZYz6fcsF9c1m4fjdH9c9kXF4mi0v3gio/fW4FXnGG8BcX5HDXRePqEx+Nz6UjemUk1/curfNp/WPvfy48AnddNN6SAMaEQf0XRAF1NgGufGQhz7VSJ7m21sd5981lyYY9QdeXu730l5TuZcqt7wBOj8cnrjx07fJ6vbz/42M5+s/v1e9XV9fyJHDxqPEb3BdnTWVU/6z661Tjnp9+wSa8W7hhD5N+/xbj8rN4+sopeL2eZo/r8ynn3/MxCxs9B2PyMu0LJWOMMca0W+Pef21NaPlnnI9Gz9L21Cz193zduHEjo0ePDndI7Rb4GbdPnz7t7nXZUs1SgM2bNzNo0KB2tR1Offv2jYuEevPvtoP7CU6i9BmgQFUvUtWbVfXnqnoxUAA87f7833bE0xeoH67u1iY9HhgNzAHaUpDweJzJlgJ9CzihHXGZw5x/gqRgvAJ3XDi2wbDJcPEPS51zxWQe+96k+rqddQqPfHcCB31OGQCfukPpK6qDtiMiPP69ybx0/dHMmTkZcXsXNV4WTFmFM4Tfp7B0414O1imPfHdCg1ge+94knrhyMr0iUIfP51N2VNRwx4Vj8QY0LVB/Pz05gSPSLQlgTDj464e+fP30BsuXbdrHlr1Vze7n8ynnt5AoBUhLbPq2Y8H6pteu5KSG3+We9Jf3qa1tOKlcvKv1NYz3iG4Ne4WWVVQ3SZS2ZsmGPZx379ygtaP9Nu2tapIoHdWvO89cPdW+UDLGGGNMWDTXw7G1z8N5eXlRS4S1p2YpxG+ZAAhPz9JgNUuBmEzyFOz10pGEcDi1NVl6FrAFZ5j9zsYrVXUXcKm7zTfaEc8WYHCjNrcBJ+IkTB8JtSFVfU9VFzRatkBV32tuH2Oaowq/+vpIvEF6VI3Pz+b6OUuZ/Ps3+Z9/fExdXegf6P1DMOvqfA1+Nr5oeDzCpIE5ZKQ4CYRuyV6y05MaTBYFsKOi6b7+41z0wDzOuOMDLrhvHj6fBl0WTF2jD/xLN+4lOz2JbslOB+2MlAQmDcxpctEN9dxaUlvr49x7Pmby79/k+jlLGZ9/aALhkf0y6uukVtXUsbOyJuR2jTEt83icshkj+2Y0WH7SX97n4MGmPR99PmXttvL6GsKBUhKca8OIPumMaNRevUbXhZ4ZyQ2OXXXQx9rt5Y33ils+n3LlI4saLNtbdbDB/eauhd2SvRzZ26l17X/sAi0t3cPabeVB96+t9XHKXxpWGhrWO50XZk3D42nrWz5jjDHGmOBaS9o1l6jMzc2N22Rk37598Xg8cdGrsTl9+/Zl69atYe2kFctkqV/g66Vv375s37495iPL2vrOuQD4QFWDd18D3HUfuNu21TvARY0XqupWnB6huaE0IiJvi0hWkOXdReTtdsRlDmP+SY2+dueHpCV5CcyXeoDfnDWSRW5d0cUb9vA/93zMtr0HUNUG9eiaa3fS795kzG9eZ9Lv32Tsb99gUjNJV4/Hw5Kfn8zL109nRN/ubjwN/4S/ftdHQROf/t6hdQE9UIMtCxbjtY8tabAsLcnD1+78kBF9u/Py9dNZ9ouTm3wI9yc5A89pzG9eZ9Lv3mw2MRv4WPl8yra9Bzj33o9ZvGEPdQqLSnbx67NG1l+0Vm0pZ2xeFuDUc531+OIWe1sZY9pGRHj+2mmkBiTs9h/0cfLf3uPgwVrn73TfAbbu3c8F989jxu0fNGkjNVEY1S8TgFVbK1m4YW+TbQCum7O0wd+viHDnN8c02KZ7cuepoLNt3wFWbmmY3B3Sq1v97z6fcv2cpUH3raiuY/U2pwfvqH6ZpCY2/bAx4/YP+Oa989iyZz/b9zn/b2pq6nh6USn7Dx7635HihZevP9oSpcYYY4zpkMafZ/v27cvmzZvb3E5eXh6lpaVhH5EZDtEsExCK5mqW7t+/n3379gXZo338ydJ4SRL36dMHn89HWVlZTONo6wRPB4G0VreCVHfbtvotMDzYClXdIiLHAqeE0M5xQLAxuSnA0e2IyxzGdlbWOJMaqTPj+vPXTuWC+z6hsqaOtGQv2WmJjM7NrO/lubR0L1NufYsxuZkkej0sWr+bMXlZPHHFZPYcqKVHtyRU4bOt+1hQsgsfh2pvlh9w6vkt3rCHc++dyzNXTW1QHzAhwUPPjJT6BOKBGh8j+mawyv1QXudT5n+1ix0V1fQKmAyl8UftYN/zNV7m8ymrt+xjSUBPsWG90vl8eyU+N8aeGSlNPoT7fNqgZqH/nPznuKBkF2u27mN43+6oOo9vVkoC37x/HstK91A0IJuDdT6WueUF/I7KzWRwj3RSk71UVteRmuTlrovGcswf361PVO+srAlLjVRjjCMhwcuyX5zCmN++UZ+EK9m5nyE3v8bIPhms3Nqot2ej93T7DyqLWhiW77ewZFeDv9/aWh8z7vywwTbrd1WRe0S3YLvHnV2VTb982lFRQ58sp2j+zsoaFpbsarWdRRv2NCnU7r8uzi/ZxZRbne9/R/fNYMWWpj1v3/3f4/B6O0+S2RjTtfgnCG1pElJjTOfRuPdfWVkZtbW1JCSEnlbKzc2loqKCffv2kZmZGYkwgfbVLIXolgkIVeOapQBbtmxp8+PX3GPSvXt3unXrFtOepYH69u0LODVU/ecbC21Nlq4GjheRPm5vzyZEpA9OL9CVbQ1GVdcD61tYvwV4uLn1IjI+4O5RIhL4ScQLnArExyvAdBr+yU4Wrd/N+PwsfvHCKirdCTgqquuYcus7TXp4+tSZwMRv8YY9jP3tGxyo9TE+L5ODdU6t0cbSkjxU1TgJiWWlwZN/gfGMy8tk5eaG7Shw7WOLeOLKQ4nWQxM87aFoQFajCZ4aLoPmJx7ZsKuSogFZLCnd2+zs8zsra1gWkGANPCf/Y3P6HR8yNjeTRK+wuHQvKQme+sd0fknwGn5eEc6+52Mq3aRrZXUds2YvpWhANos37Gk2HmNMxyQlJbD8F6dw8t/eo2Tn/vrlTRKlzUhJEPbXtvyGNSXRg8/nQ1UREdZsK+dAo5E3f3tzHVMG9Wxxgql44PMpv35xVZPlOyur6ZOV6pZB8ZGS2PDaGEwojx0QNFE6sSCb3pmhfL9tjDHh5fMpZRXVXDd7CYvdiURnXzE57q/fxpjQ9e3bF1Vl27Zt9T0TIbSapeDUBY1kshTaXrMUnGTup59+GoFowsOfSNyyZQvDhwftZ9iqxo+LiNC/f/+4qVkaWDt2/PjxTdZHS1uTpf8G7gDeFJHrVbXBkHYROR64Haf36aPhCbFB+32BRHfip2AW4uSKFHg9yPr9wHXhjst0bf7JTnZWOhM4TfnDWw3WK1DZygdeoD4ZuGD9nibrPAJj87J49DvFFP/hbfYf9JGelEBOWtM5zQLj2VF+gNPv+LDJNgvW76Gsoprebu/SQ9cgbXS/4TL/dbO5iUf218KvzxpFz4yUZnsJ5KQlkp6UQHl1LamJHhbddAIX/2shS0v3NOgpGpgsrgwy+3NjjScsAVheuoePbzwRj0es14IxEZSY6OWN7x/D0Jtfa9LTMRiPONeqo3IzG3x50pyqGh9Tb3uHovws/vrNsfzvU0ubbLNg/W627d1P3+z4TgBuKz/AgiBf+vzvU8t44NsT+P4TS1m0YQ91ARfEke4IgcaPbXWdMi4vi+Wb9jolStR5bFuqOCLA3BuPp3dmql0TjTFR5y8zteArZ/QUOKMHGo96MsZ0boFJu8BkqV9LNUvBGfI9atSoyAXYTvn5+bz88sv1X+DHm0gNmY9VstQv8LEOTKjHUluLWN0DvAeMAN4QkVIReV9E3hORDcCbwCjgXXfbcHsb+KqF9YXAIJzPChPd+/5bf6C7qj4YgbhMF+fxCD0zkumZkUxxQQ5egVH9mpmopKV2glxvJxRkM++mE5l9+SSKf/9W/VDX8upadlQEn7TIH8+wPhn1Ey01FniowFICi9bvZmdlTdBlwfYN1C3Zy/A+GfTMSG72n8eOihrKq52h9/sP+hj/u7eYffkk5t10IhMKspts355OBmlJHjxAcUEOvbontxiPMSY8EhMT+OzXpzK0V3rrGyu8dN10nrlqCkX5WfWL0xI9jM3NRID0Rj3y63zK/JLdTLvtHVZtrQja7El/fZ/a2tAn0Yu22lofp/z1/aAJ5VVbK5h62ztOrehG2c7URA9j8zLxSMNrYlF+Fk9fNYWXrpteX+KgpURpSoKHtb89hT5ZaXZNNMbEhL/MSOCVuk5h1uwlVlvemE4sWM1SoM0zs8dLIqw5BQUF7N+/P+b1MiF4r8tIPX7xNPFWr169SExMjHk8bUqWqmotcBrwZ6ASJwE5HacOaK677M/ADFWNxNRVNwGXtRDfelUtUVWPqi507/tvWyIUkzmM+Ht1zvvZSbwwazoTC3LwiJNEFKBbUtOffhMGZDH3xhOYWOgkW8flZfLJTSfw5JVT6NEtmXPu+ajJcMvWPut6PB6W3nwKL103jTH9u9cvn1iQ3WBYfU5aImnJTkfytGSnx2qwZX7+Yft+Y/p35+XrprH8l6e0OlFI45j31yrn3PMRPbol88TMKXxy0wmMy8vEKzCxIIe5N57AhAHZeD1Ct+RDnd2L8zMZm3doaEZ6kgePwLj8LJb/4hQ++X8nMWfmZEsImA4TkV+JyCYRWereZgSsu0lE1onIGhE5NZZxxoPk5ARe/f6xzL3pBF6aNbX+yxp/ki8jJQGvR5hQmMOwPhl4PB7uuPDQ8Jmqgz4OupPXhdIjv7HKmjrWlQVPpMaDdWUV9XWa22Lhhr0sKd3LkF7dGiRD77xoPF6vh2F9MphQmIPXI2SkJOARSA/4osx/jV71m1NJTGw6IsEcHuxaZuJBj25JjHEn4Ay0uNEX88aYzifwc1e/fv0Amkzy1Now/H79+uHxeCKeCGtvzdLCwkIASkpKwhhNxwQ+7qmpqfTo0aNdj19Lj0l+fj6bN2/m4MH2TD3UfsFi8ng8cZG8beswfP9s9z8RkV8ARTgJUwE2AotU9UB4Q2xw7P+Euq2I5OEkcXvRKCmsqn8Jb2TmcOLv1QkwZ6YzHD4nLZFdVQcb/NzhDtv3qbK36iDD+mQAwp0XjkOgQW/IbXv3s3JLwwTA2NzMkCYrSkjwMLJ/Fs9dO52yiuombYPT27PKHepeVVPHrqqD9b/7f+6srKkfHiUizJk5hbLyakSatteSnhnJjM3NbDDMfuWWCrbvO0CfrFR6Z6byzNXTGrQ9+4rJrCurYOARaazbUckR6Un06p6CKvXbHZGexK6qg/XD7Xtm2KQlJqz+qqp/DlwgIiOAC4CRQD+cEjRDD/cv3jweoW9mKn0zU1l68ymsK6tgcM90du+vrb8GBpbF8DbqPt54lvi2SE/yMrR3/E7yNLR3N9LdSejaY822hv8HPO5jGFh+pcH/mYqaNl+jTZdn1zITUyLCU1dO4dx757J8417SkrxUVddabXljupg+ffrg9XqbTWg1974kISGB/v37RyUZ2Z73RgUFBQB89dVXTJw4McwRhUdeXh4bNjRXmbJ1wR6XgoICfD4fmzZtqn8MoqlxTHl5efGfLHWTjtnANlXd5l/uJkU/arRtbxEZCuxS1bAVURCR/oCE2qaIXAw8CNQCZTScn1cBS5aasAhMnPp/HpGeRFlFNbMeX8yikt2kJydQWVPLmNxMEr0eFm/Yw/j8LO68cDy9ujsfcHc2mjl5aK80nr1mapsu8B6P1NcoDeTzKdfNXlw/7LMo/9Cb1aL8bOaX7KLOp8x6fDFzZk6pL77v8Qi9M9teW0pEeObqqZx++3us3V5Vv3yXO7mJP6arH1vEslJnYqaDdT6WbdxLelICle4b6rsuHk+vjOQGMdhM9ybKzgLmuF8SfiUi63BKvMyNbVjxIyHBw/C+Tq92/xcYjf9OnZ7qOSwo2dVkeLpASDVQAYb37sZL109vtXd7LHk8Hpb+/GS+dteHfLat/T1gBZhQmNPgsQz2/6Y912hzWLJrmYkqr9fDM1dNbfAFj9WWN6Zr8Sc925O0Kyws5KuvWqquGDsDBgwA4qtnaWN5eXlhf/wCzzsWydLG8vLy+PDDpnOzRFOLnzhEpBuwCKdOaQhFykh3t/1ERFLbGoybbH1DRPaJyGwRSRaRh4FSYL2IzBeRfiE09Rvg/3BqlBaoamHAbWBb4zImFD6fsm3fAS64fx5Tfv8WC0p248OpPepTWFK6l/klu6l16/JNufUtvnnvXGprffzqhZX17aQlenjlhmOCJgRqa32s2ryXbXv3hzy0YGdlDQvdyZoEuOuicYgIIsKdF42rr0+6sA3Do3w+ZdveA2zds5/t+w40icXr9fDy9ceQlnjoHH75wkp8PqW21sc3/vERizfsoU5hfslulpTuxafuY4UzkcuU37/FN++dx7Yg7RsTAbNEZLmIPCgi/hoU/XH+//htdJc1ISIzRWShiCyMhxpH8cTpqT6Zl6+f3mRdSJNF4ZTfePmGo/F6479HeWKil5euP5pxeVnOcPmktsf88vXTecLKjJj2sWuZiQv+L3i8Xo/1fjemCwj2eSw/P7/dydJ4TUZ2796dnJycuIivuc/A+fn5YR+G70+Qrl+/vs3tRkJeXh6bNm2iri52g2Ba61l6MdAD+ImqftlaY6r6pYj8Fqdu6YU4vTvb4s9ADnA9znCh54G+OMPpfcDtwG3Apa200xt4wIYXmWgJNvNnq/u4icI128tZXOoMWRfgnR8fFzQhcOBALeN+90b9BFDj8jJ5+qqpeL0t97LKSkmoT4h6BLJTD9Wzy0lNxCNO4X1xt21Nba2P8+6dy5KAGa4nDMjiiSun1vdKBUhI8PLWj49j6h/eRoHFpXvZvu8A33t0IZ9u2tfqcXzA/JJdTPn9WxQXZDfo9WpMW4nIm0CfIKv+H/AP4Lc4ubvf4nzZdhnB5zoL+i5DVe8D7gMoLi627H4jHo8wvG93JhbkML9kV5P1I/p2Y8PO/VTUNPy3XTwgi7svLup0H7S9Xg/PXO30qspOTXCvmXsbbJOa6Km/ngeaWJjD8L7dO9X5muixa5kxxphYafzeJD8/n7lzGw5SCKWTS0FBAZs2baK6uprk5MiMHOxIZ5t4S+YGG6K+Z88eysvLycho+6TTwd5j5uXlISJRP+/mnqe8vDxqa2vZtm1bfX3caGstM/I1oBrnzVeo7gF+B3yDtidLTwLOUtX5IvJfYDtwqqp+BCAiPwCeDKGdl4FJQKsJXmPCIdjMnx5xEqKpicL+g81frH/2zHLSEr2UV9eSluzliPSm9Zxqa32M//0bDT5YLyndyzn/+Ig/nHMUw92JVIL5vKyCOvfwdQpf7KisHzb7xY7KBus+L6tgRL/MoO0A1NTU8fW7P+SzRjNVL1i/p74maaAeaUmkufX70hK9XPnvlhOlqQnC/lrF6z52ij9pupuyiuqgZQaMCYWqnhTKdiJyP/Bf9+5GIC9gdS6wuclOJiT+HqY7Kqq55rFFLFy/B3B6jT5z1RR8Pli7vZzstEREBI9Ip0uSBgocNv/M1dPYvu8AOyuryUlLwuv1kJOWyHn3zWPJhj0AFOdncfclnS8xbKLLrmXGGGPiRX5+Pk899RR1dXVNOvu09F6msLAQVWXDhg0MGTIkYvG19/1UQUEBK1eubH3DGMnLc/6ll5aWMmLEiLC0mZycTN++fWPWszRYQhicc4zXZOkYYIGqVobaoKpWich8YGw74ukObHPb2SEitcCWgPWbgeYzOYe8AdwmIiOBFUCDKb1U9dl2xGZMUD6foqqMzs1kaUDPIXGr8VXXKmPzMlleupfUJC+VjXpOLQ9IHlZW13HevfN45uqGvTTXlVVQFWTm6GUb9zHjjg9JS/Lw1g+OpU9WaoMLjc+n3Pzc8gb7DDwirf73wT3T8bo9SwHO/cdHLP/laSQkeBq0UVZejc/n48S/vhc0DoDdVTUNkqU+n3L+ffPqJzqpqK5l+camidL0JC/7a+o4Ki+T5f5JoUQY2jONNdsPXXp2VVTTy5IIJgJEpK+q+v/XnA186v7+AvC4iPwFZ1KUIcD8GITYZXg8Qq/uKTx55dQmE9J5PLT4ZU1n5vEIfbJSm3yh9MxVU9s1kZ4xwdi1zBhjTDTl5+dz8ODBNvf+C5xxPpLJ0vYqKCjgpZdeQlXj8r1Zfn4+EN5kKTjnHS89agOTpZMmTYpJDK0lS3sAH7Sj3U04hePbai1OEfo7RORMYD9wCofe7J0KhFLJ9l7358+CrFMg/ouemU7BP/x+YckuhvdpOENzndulvHhADrOvmMSuqoNkpybwjX983KB3pQJpSZ76JOSS0j2UlVc3mLijcVJzbG4myzburR9DV1XjY8pt7zBhQDZ3XDgO/zV9Z2UNi0sbJii/3FlV37N09/5aAnu+Vx1U5n21k8E9D53LdbOXsMCteRpoWK/0+mSmBxjSq+H5l5VXNxiqnxpwjn6j+nfnP1dPZff+Wo5IT+SC+z6pn3AqMFGalujhjDs+ZEJhDrOvmGzD8U24/VFExuL8OZYAVwKo6koReRJYhTNh4LVW3iU8mpuQ7nDT3on0jGmGXcuMMcZERLDEoT9pt2HDhvpkaajD8IG4neSpsLCQAwcOsG3bNvr0CVb5JjpaGqIOtLlebGvPzYABA/jkk0/a1GakBCZLY6W1ZGkt0HRMcOuS3H3b6k/AI+5w+77ARTiJ02lAHU4i9YetNaKq8TtVrulSysqrWVCyC5/Cyi0VTi/Jg3W4E8/jFWdCJX9xe4Dnr5nG/9zzcYNeqE17aza8kO3eXwsioIoA/3vqMAb2SOOkv31Q33MT3ImRbn272XgzUhIY2vtQUrNHtySKC7KZX3IoGXrJP1vvbJKe5OXmM47k0n8tRAHxCLv319bPhu2cQcNzaHyOY/MyefbqqXg8nvr97rxoHFP/8FZ9UtgjkJLopcrtjbugZBc7KqrpZUkWE0aq2mwdbFX9HU5pGWOMiWt2LTPGGBNNgcnSyZMnN1jXUo/M/v37k5CQENFkaUdqlvqTuSUlJTFNlvo1fiz79euHx+NpdyKxueemoKCg2bIKkdLc85STk0NaWlq7JhALl9aSiluB4e1odzjucPq2UNXHgWOBu4Dj3OHypwCVOLHOVNW/tyMeY8KuttbHlf9eWJ8YBaiqqePfl01kYkE2CR6huCCnPknq5/V6uOfiogazLaQmCOlJh/4cr31sEb6Ahnt0S6J4QDYenATixf+czym3f8jCG09kVL/Qijo//r2JLPvFyQ1qmzo1BKfwUpBZqoOZMCCL/86aBiiX/GshHnH+MIsHZNOj26HvVXw+ZdZji+rvpyd5SE04dMYC3HtJUZM6q70ykikuyCHBI0wsyObfl01kf0DZAp/CzEcXUlcX6jRaxhhjjDHGGGPCLTBZ2hZer5f8/PyID/nuSM1SIG6GpDeWkJBAv379wp5ILCgooLa2li1btrS+cZg1fq5EhAEDBsT0OWitZ+k84CIRGamqIVW4FZFRwAjgsfYE5E7m9FHA/VXAt9rShjiP9NXAtUAhMEpVvxSRG4EvVTWUSaKMaZZTj3Nug96hHiA9JYFL/7WAovwsPvrpCfTq3rQGnc+nXD9nSYN+l/trlcDepAs37GVb+QH6Zjr17USE2VdM5pMvd3LhA07X+PIDtSzeuIcHvj3B2QaYNXsJC0qaDpmfWJjDlEE9gv7D8HiEEX27M7Ewh/lfNZ2lesKAbO68cFz9/S/LKqh0e4nWKcz+3iQmDzqiQdvbyg+wcMOhx6ayUa9SxRne33iGe/95lpVXc93sxVz6rwV0S0mgsrq2Pim9tHQv5907l6evmmrD8Y0xxhhjjDEmBjIzM+nevXu7knaFhYVxOww/3ssEABFJNg8YMABwksS5ublhbbs9Bg4cGNPnoLVk6WzgYuAeETlRVWta2lhEEoF7cHIhs8MTYrvcAPwEuA24NWD5JmAW0OmTpSLyK+AKoMxd9DNVfdlddxNwOU7pgutV9bWYBNmF7aysYak7gzHgTuXkJDABFq3fjccjQZOTztD9pgnNxnZX1tQnS8FJak4amENGSgLlB2rx4PQwBSeheddF45lzxWR2VNY06M4eyozSIsIcN0nZYF+PcER6Ejsqapj1+OL62qUenFnqM1ISmDQwp0nbeypbvFQAsKBkd9Ah9R6P4PEIi9bvpk6hsrqWEX0z+HRzef02SzfsYWdlTZNeu8YYY4wxxhhjwqu5yY7y8/MbJEtDHf5eWFjICy+8ELb4wik9PZ2ePXvGvGdpS4/lwIEDef/998PWHhxKEq9fv57p00MbeRpJ/nOM1URbLQ7Dd5Nv7wNTgXdF5KjmthWRMcB7wBTgQ3/iLpxEZIyIhFKQ/irgClW9nYa1UxcDI8MdVwz9VVXHujd/onQEcAHOeZ4G3C0iNqFVmPXolsTY/Kz6+w37hUJacgJZKQn1yUefT9m27wBb9+7nmscWEsq/kCPSm5YL9ng8LPn5ycz+3iQCx/E7tUrf4tx7PgZVendPoU9mKn0yU+nVPSWki4t/ohH/jM29uqfg8ynn3vMxU259q+EkT+L0KG08rN9vWJ8M0pJaftkpcPWjC9myZz/b9x2of5zKyqvJTk0gLdn5Lic1ycvKgEQpwNj8rAbD/o0xxhhjjDHGRFd+fj7r169vsry1z58FBQVs376dysrKFrdrr47ULAUnvnjpWRrssRw0aBClpaXU1LTeSSmU9uBQWYVoJolbep4KCwspLy9n586dUYsnUGs9SwHOAz4GJgNLRGQFsADY7q7vBUwARuOkb74Ezg9/qPVCSSkPAD4NsvwgkBpkeVdyFjBHVauBr0RkHTARmBvbsLoWEeGpK6c0majJr7K6lvPvn8eKjXsZn5+Fz6csDOiJ2pox/bs3O4lRQoKHyYOOoHhAw4mZfApLSvcy6Q9vM6pfd/5zzVQSEtqXJ6+pqeOcez7m0837gq4vHpDdZOh9II/Hwxs/OJppt73b4nEWle6tn5CqOD8Lj0dYvGEPo3Mzqax2vuc4cNDHmNzuLN3oxJKW5OHJmZNj8u2SMcYYY4wxxhjHwIED+fDDD9vc+6+wsBBwejGOGDEiIrF15PPioEGDmD+/9YmPY2XgwIGoKuvXr2fIkCFhaTM1NZU+ffrEJEkc7LkaOHAg4JRD6NGjR7RDaj1ZqqplIlIM/B2nx+JR7i0wBSw4o3LnALNUtfUxxkGISPPTeDu60Xia8OC+BMYDjb/imAGsakdo8WqWiHwLWAj8yH3c++PUmvXb6C5rQkRmAjPh0LcIJnRer4d7Lylm6m1vU+dr+LIc0bc7yzfupc6nDRKaLfFfHsbmZfLM1VNbHzY/cwplFdWgylWPLWZJQDL20837GPPbN1h28ykkJLQ2j1tDtbU+xv3uDSqrG3biHpeXxT8uHo/H0/qwfoB+WWlMGJDFwvV7SEkQty5r8wKTycs37mVE3+58unmf+9hKfamD6lpl9/5aemZYh2ljjDHGGGNMQyLyIHAmsF1VR7nLcoAngAKgBDi/vXkLc8igQYPYt28fO3fubFNCy58s/eqrryKWLO2IIUOG8OSTT1JTU0NSUvyNaPQnEr/44ouwJUsBBg8ezLp168LWXkf4z/HLL79kwoQJUT9+KD1LUdW9wCUi8guci04R0NNdXQYsAl5S1S86GM904L84tUWD6eEeuzV/Bu4SkTScHNQUEbkUp47pZR2MMWpE5E2gT5BV/w/4B/BbnPzRb4H/wzm3YBmsoFkqVb0PuA+guLi4Y/3UD1O9uidTPCCbhSW7qAt4BFdt2UdaopeKmqZVI9ISPVQdbDjh0V0XjeW0EX3Yvb+WHt2SQh827/Y+fTpIL9fK6jo+317Okf0y23ROa7eXN0mUOgncKUGH3DdHRHjiyqnsrKwhJy2RD78o49sPLmywTbDHAiA1wcOqLYd6ta7YvI9x+Vks37iXogHZNgTfGGOMMcYY05yHgLuARwKW3Qi8paq3uhM/3wj8NAaxdUrN9RwNTNr16NEj5OHvgfvFoyFDhuDz+SgpKWHo0KExiaG1mqXgJBLD0Z7f4MGDeeONN0JuM5L8CfW2nGM4hZQs9VPVL4E7IhQLwGrgZVV9INhKERlLCEP8VfVfIpIA/B5IAx7FScBer6pPhC/cyFLVk0LZTkTux0kyg9OTNC9gdS6wOcyhGZd/9vbt5Qc4+a/v10/w5FOCJkpH9evOc1dPYcYdH/B5WVX98sIj0klI8La7t6TX6+HZq6exZW8V0297tz47/osXVvJEoxnnW+LzKb98fuWh8wM++ulx9M1Ka9cwBn8vVIAe6Q0nYxrSM42Xrz+as/8xt8lw/8aPXVqSlyeumMyeA6Enk40xxhhjjDGHH1V9X0QKGi0+CzjO/f1h4F0sWdphgwYNApyk56RJk+qXt/Z5rVevXmRkZLB27dqIxNXRmqWDBw8G4PPPP49ZstQv2GPZp08fUlJS2pVIbOm5GTx4MA899BBVVVWkpaW1ue22aul56tatGz179oxZ7di2jc+NvMU4w+ebUw1saGF9PVW9X1UH4NRU7aOqear6zzDEGBdEpG/A3bM5VKP1BeACEUkWkUJgCBC/xTa6AI9H8Ho8VFXXtrjdqH7deWHWNBITE3j08kkN1uWkJYYljqSEhAbdiBeU7KasvDrkNsrKqxtM5KRAYkJCWJKTWY3O8dHLJ5GYmMDz105jVL/uLe5bVV3LngO1IQ3/N8YYY4wxxphGeqvqFgD3Z68Yx9MltKeHIzgJu6FDh/L5559HIqz6Y7SXf2h7JOPrCI/HQ2FhYdh7XfqTxNHuzdncczVw4MCY9SyNt2TpVcCPm1upqqtVtbAtDarqDlXd3vqWnc4fRWSFiCwHjgd+AKCqK4EncWqzvgpcq6pNuziasOrRLYmiAdnNrh/ZN4MXZk2rH8beOzOVorxDw+NPuf1DamubDkdvq5y0RFITG15o2vKtWuNrlABZKW3qgB5Uba2P027/sP5+UX4mvTOduda8Xg/PXzuNkX0zmt3fht4bY4wxxhhjIk1EZorIQhFZWFZWFutw4l5qair9+vWrH07fls+eQ4YMidtk5BFHHEFmZmbc1O8MJhKJRH+yNF7O25KlLlWtVtWq1rdsmYhki8jtIrJcRLaKyPbAWzhijTVVvVRVR6vqUar6df+3ZO6636nqIFUdpqqvxDLOw4WIcOeF4wkc7Z6e5MUjMC4/ixevm96g3qeI8NuzR9ffLz9Qy2fb9vHZln34fO1Pmu6qOsj+gw3/QYU6BB+gZ0Yyo/odSloq8MWOynbHU1vr47Mt+1i7bV99iQKAW74xusG3R16vhxdmTWdcXhYecR67+vgF7rpovPUoNcYYY4wxxrTXNv/oTPdn0LyAqt6nqsWqWtyzZ89gmxyWWprtftCgQU1qj4by2W3IkCGsX7+e6urQR0JGi4jEPJnbWuJ54MCBfPHFFyEnqEPZzl9WIV6S2IWFhWzYsIHa2pZH8UZCx7uMxadHgJE4tUi20cwER8aEU6/uyUwoyGFhyS7G5GXx5MzJDSZs8vmUnZU19OiWhCockZ5ERkoC5QdqSU/ycOF9n1BeXUu3ZC9v/uBYememtDlBmJOWSLdkLxXuBE3F+Zn1NUNDISI8PXMKR/7qdRTwCgzumd6mGMCpfbp93wFO+ut7VFTXkZGcQHqSh8oaHxnJCeSkJ6GqqFL/mHi9Hp652pkQKjs1gfPvm8ey0j0UF+S06RyMMcYYY4wxppEXgG8Dt7o/n49tOF3HoEGDeP3119u8n38SpS+//JIjjzwyrDF1tGYpOL0s58+PfUXDloaoV1RUsGPHDtqS2G8px5CVlUWPHj2i1rM0lIRwXV0dGzZsqC/5EC1dNVl6HHCsqi6OdSDm8OGf7Mmf/BOR+gmbfD7lwvvnsWj9bsblZVLrg+Wb9jI+L5NfnzUKgBl3OMPUK6rrmHrr24zJy+SeS4ro1T20pKnPp3y+vYKqgMmR6lRQbTq8vqU2Lnxwfv23Cz6Fz7dXMLxv95Bj2L7vAFc/tohlpXvx95Etr67lpeumIwK/fP5Tpt72Dkf1zyTBA0tKnRnuZ18xucGEUE9fNbXBY2mMMcYYY4wxrRGR2Tg5gR4ishH4JU6S9EkRuRxnHpTzYhdh1zJw4EA2b97M/v3727Sff+Kkzz//POzJUuhYzVJwkrlPPvkkNTU1JCXFX0k4f/Lwiy++aFOytDVDhgyJ+jD85p4rf+3YtWvXWrI0TL4gzkoMmMNDYLIv0M7KGhat302tT1mwfk/98kUb9tCjWzI9uh3qZQrgw0kiTvrD24zLy+Lpq6bg9Tb/kvYnYxd8tavB8uWb9rKzsibknpk7K2tYvnFv/X0FTr/jQyYWZDNn5pQWh/TX1vo47965LCnd02RdRkoCR/bNoKyihkUb9uBTGmy3aP3uJnE291gaY4wxxhhjTHNU9cJmVp0Y1UAOE/6h219++WWba5ZC/Az5bszf87WkpKQ+sRtPAh+/yZMnh63dwYMH895774WtvY4YNmwYAGvWrOG0006L6rG7akLxBuAPIjJGRLytbm1MhPXolsT4/Kwmf3A+hVmzl+Dzwes/OIaXr5vGuICJn8BJKp5771xqa31s23eA7fsOUFfno6y8mro6Z9marftYuH43PiCw4mlKooecRrPQtxZnUX7TiaoWrt/NZ1v3NTi2qtbXJK2treO8+5omSsflZfLSddN48wfHoArXzV6Cr9H/Tw8wPj/LJnAyxhhjjDHGmDjUWs1SoEHd0lB6debk5JCTk8PatWvDE2SY+Sc7ilUyt7XE86BBg/B6vXz22Wdhac9v8ODBlJaWcuDAgZC2j6RevXqRmZnJmjVron7srtqzdB2QCiyGpn+oqmoJVBNVznVJQKBb0qGaogALvtrF2f/4iFVbyikekM2TM6dw3n1zWVp6qIfnstI9nHvvx/XLuiV5qaypIz3JS4U77L5bspfK6jpSkzxU1Tgp0/01deyqOhhyD00R4c6LxjHlD281SGqmJHjqywR0S/JSVVNH0YAsVm8tp6K6jvRkL1UB5wQwNi+Tp66cwsX/nM/C9bsZ0TeDTzfta7BNtyQvVQfrQNpWLsAYY4wxxhhjTOwF9nD0etuWaonUJErhqFkaLz1fm0s8JyUlMXDgwDYnEltLZA8ePBhV5auvvopIeYRArT1PIsKwYcNiklCP256lInKMiBQ3WlYsIseEsPtsIBO4HvgmcH6jmzFRtbOyhsUbduNTqKqua/CHl5rkYcWmfdT5lAUlu/hiRyXPXDWVj288nlH9u+P1CGPzshoMj6+oqUPdn/XLqp1lVTU+0pO8eD3ChIKcNvfY7JWRTPGAnPr7KQlC1cFD/VUraurwAQvW76lP+lZW19XHOi4vi5evm8bTV05hXVklC0p2UedTVmzaR2rSoTP3AFU1dfgUFrvD8I0xxhhjjDHGdB45OTn06tUr5B6OgYYOHRqxZGRHa5YeccQRZGVlxW3PV3CGqYe716U/SRzN3pwtPVeROMdQxG2yFHgXZ1b7QI8C74SwbzFwoar+XVWfVtVnAm/hDtSY1vTolkTRgGwSPEJxQTbFBdl4BEb1786BgERkapKXM+78kAvvn8f35yxj9eZ9jMnN5MmZkyke0HR4fHP2H6zjpeumM2fm5Db/k/D3LvW6ux2obf7bnjQ3+ZmRksBzV0/l45+eQKJX+NrfP2bcLW8y444PSE069O3igYM+RvXrjkeofxwSPELRgGwbhm+MMcYYY4wxndDw4cP57LPP2tyjc8iQIWzcuJGqqqoIRdZ+IlJ/XvFq2LBhfP7559TV1bW6bajPzfDhwwFYvXp1h2ILl6FDh7Jx40YqKyujetx4HoZ/PND4L+ZbQFoI+64Cuoc9ImPaSUSYfcVkdlbWkJOWyIX3z0OAFK+QnpRAeXUtaUkeDhz0UedTFpbsRjxCncLyjXvZWXWQOy8a79SKwan9uWjDHsblZVLng2Ub95AWMLy/uCCHYX0y2v1tWq+MZIoLcli4fjdpSd76iafG5maS4BGWbHRmsH/ssol8XlbBEelJeL0ePB5h8YY91Pm0fp8DB32kuaUB0pMSSEkQ/FE9/r3J7N5/0Ga8N8YYY4wxxpg41VLNUnASbM8++2z9/VA/2/knTvr8888ZM2ZMx4KMgBEjRvDSSy/F5NihJDeHDx9OdXU1GzZsoLCwMKR2W3tuMjIyyM3NjZtkqX+Sp88//5yxY8dG7bhxmyxV1SbTb6nqghB3/znwFxH5ObACONionV1B9zImgvyzu5eVVzsJRXVmvPdfAvfX+BiTm8nSjXvxARlJXiqraxndvzvXPb6YxRv2UDQgm9lXTGbOzCnsrKyhR7ckVKlPwu6orEGAnhnJHUo+Nk7u7qioQcRp1388/7F//eIqFq3fzfj8bO64cCzj8rJYsH53fVuj+3VnmVtCoLKmliWle6lTWLxhD7v3h15P1RhjjDHGGGNM/Bk+fDg7duxgx44dbdrPXxNz9erVYU2WhqNmKTjJ0gcffJBdu3aRk5PT+g4R0NoQdYDPPvss5GRpKI488khWrVoVtvaaE8rz5D/HNWvWRDVZGpfD8EXEIyKegPt9ROR7IjItxCZeBiYCrwObgTL3tsP9aUzMBA7JH5+fxVH9MwHwzwHl9TgXw4oDtYxwE43zS3ZT69Y0XbutvD5xKSL1SViv10Pv7in06p4Sll6aDdrNPNSuf7kqrN1WzoKSXdT6lPklu5h269vU+rS+56jX40xq5b8EHtU/k/H5WTb03hhjjDHGGGO6CP/Q7bYOWR86dCgej4eVK1eGPaZwfCYOTObGo8BEYjiNGDGCzz77DJ/P1/rGYdDScxWLGqoQvz1LXwJeBW4XkW7AQiAd6CYil6tq41qmjR0f6QCNaS9/r82yimqum72E5esPdXReXrqXI/t2Y+WWChSazB4PcMadH1Ls9jD1eGIzdN3nUy68fx4LA3qQAm5v2T3194f3Tmd56aGJqZZv3EtxQQ4f3XgCvTrY+9UYY4wxxhhjTOw1rnMZ6ue8lJQUBg8eHJVejO0xYsQIAFatWsW0aaH23Yuenj17kpWVFVIisS29bY888kgqKyspLS1lwIABHQmxw1JTU8nPz7dkqasI+In7+znAPqAQuBj4MU0nfmog2BB+Y+KJxyN4RFi8fjf+72o8AmlJXlZuqWiwrXCoZ6ZPAVUWurPHx2oI+87KGhau302dr+EFNzBWgJVbKuiW7K2f9d4HLN6wG4+IJUqNMcYYY4wxphNorWbpgAEDSElJaddkSCNHjoxIz9JwyM/PJy0tLSbJ3FCSm/5JqNqSSAzlc3hgj9pYJ0vB6UEb7WRpXA7DBzKAPe7vpwDPqepB4G1gUCgNiEhvEfmNiDwtIk+JyK9EpHdkwjWm7QKH408syOal66ZTVdNwFrsx/bszJjezyb5H5WbGdAh7j25JHBUkrjG5mYzp33ButaqaOl66bjoTC7Jt+L0xxhhjjDHGdDEej4dhw4a1q1boiBEjWLduHdXV1WGLJ1w1Sz0eD8OHD49pz9fWkpvDhg1rV5K6Jf4etZEuPxDq8zRixAhWr14dtbIAEL/J0g3ANBFJB04F3nCX5wBVre3s1jZdB1wE7AcOAJcAn4vIlIhEbEwb+Yfjz73pRJ64cgrD+3aneEB2w208worNh4biewTG52fxzFVTYtozU0R4+sopjM/PIrASwIrN+5BGpQGKB2QzvG935sycwtybTmTOzMnWq9QYY4wxxhhjuhD/UPy2GjlyJHV1daxduzas8YTrM6c/URevRowYwZYtW9i9e3frG4eoR48e9OjRI2pJ4taeq1GjRlFVVUVJSUlU4oH4TZb+BXgU2AhsAt53lx+DM7t9a/4MzAaGquqlqnopMBSYA/xf+MM1pn38kyWJOyx9zswpvHz99PpJnlZs3MtRuZn1vU/n3XQiz1w9FY8n9n+6Xq+Hp6+ayrybTqzvNXpUbiYrNjo1Sr0e4ZXrp/PElVMaTAxliVJjjDHGGGOM6VoCk6Vt+cw3cuRIgLgdin/kkUdSWlrKvn1N5xOJB6NHjwbg008/bXG7tva2PfLII+MmSew/xxUrQkkHhkfsMy5BqOq9wBTgMmC6qvr72n4B3BxCE2OB/wvYD/f3vwDjwhutMeHj8QhHuj1MEzxCcUEOT185pb73abhmug8Xj0fo1T2lvtfoM1dNobggx4nd7VEaT/EaY4wxxhhjjGmb1mqWwqGh2201dOhQPB5PWHsxhmsYPhw6r3APdW9NqOcwatQoIPREYqifz0eMGMGqVavC+li2l/85aC0hHE7xOsETqroQWNho2Ush7r4XZ0KoxhVgCzlUC9WYuOQfnr+zsoYe3ZIQkZhN5BQqf69RoEnsxhhjjDHGGGO6Nn/vv7ZKSUlh8ODBYe9ZGs5h+OD0fJ04cWJY2myL1s4jNzeXzMzMsPe6PPLII9m9ezfbtm2jT58+YW3bL9REbEZGBgUFBVFNlsZlz1IAETlDRN4XkR0iUiYi74nIjBB3nwP8U0QuFpFCESkQkUuA+3GG5xsT1zrzkPXOHLsxxhhjjDHGmLYbMmRI/e9t/Sw4cuTIuB2GP2jQIFJTU1m+fHmsQwlKRBg9enTYk6VHHXUUQFTOO5TXy6hRo2wYvoh8D3gOZ9j9T4Ebga+A50TkshCa+AnwNPAgzkRPXwAPAE+5bRljjDHGGGOMMcaYMEhIaP/A5REjRrBu3ToOHDgQxojCw+v1Mnr0aJYtWxbrUJo1evRoPv300xZ7arZ1OP2YMWMAWLp0aUdCC5vRo0ezZs0aampqonK8uEyW4iRIf6iq31XVf7q37wA/JoRkp6rWqOoNQDZO/dJxQI6q/kBVo/PIGmOMMcYYY4wxxnRyodQs7YgxY8ZQV1cXtt6l4a6zOWbMGJYuXRrV+p1tOdbo0aPZu3cvpaWlrW4b6vOYk5NDXl5e3CSJR40aRW1tLWvXro3K8eI1WZoPvBpk+SvAgFAbUdUqVV2hqstVtSps0RljjDHGGGOMMcaYet/5zneAtvcyHTfOmYd7yZIlYYslnMndsWPHsnv37pCSkeEW6hB1CP8ESP4kcaS0JSEcqXNsTrwmSzcAJwdZfgqwvrWdRSRZRH4gIi+IyDwRmR94C3u0xhhjjDHGGGOMMYexBx54gM2bN5OSktKm/QYOHEhGRkZYk6XhNHbsWIC46WXZmD+RGO6anmPHjmXNmjXs378/rO02FkpCeNiwYSQkJEStdmz7i0pE1p+BO0VkPPAxoMB04FLguhD2vx84E3geWOXub4wxxhhjjDHGGGPaKJSEltfrpW/fvm1u2+PxMHbs2Lipj9nY6NGjAad+59e+9rUYR9NUdnY2ubm5LSYS21NCILA8QnFxcUdC7LDk5GRGjBgRtYR6XCZLVfVeEdkO/Ag4x128GjhfVZ8PoYmvA2ep6nuRitEYY4wxxhhjjDGmq4tGrc5x48bxz3/+k7q6Orxeb4faCne8GRkZDB48OKo9S9t6DuPHj2fRokWtbteW8gSBPWpjnSwF5xxfeumliNfQhfgdho+qPqeq01X1CPc2PcREKcB2YEck4zPGGGOMMcYYY4wxHTd27FgqKytZt25dWNoLdzItVj1fQz2PoqIi1q5dS3l5ediOPXDgQLp16xax825rQrioqIiysjI2bdoUkXgCxW2yFEBEThCRWe7thDbs+jPg9yKSHanYjDHGGGOMMcYYY0zHRWKSp3AaM2YMX3zxBfv27Yt1KEEVFRWhqs0+fu3pbevxeDjqqKMi3qM21ITw+PHjAVi8eHEkwwHiNFkqIoUisgR4HfiJe3tdRJaIyMAQmngdSAW2i0ipiHwZeItg6MYYY4wxxhhjjDFdSqSHPY8YMYLExMS4TZbG+yRPRUVFAK0OxW/r8+jvUevz+dodW7iMGTMGj8cTUrmBjorLZCnwT2AfMFBV81U1HxgI7AEeCGH/R4CRwN+A24G/N7oZY4wxxhhjjDHGmFZEo2ZpUlISo0aNCsuQ70jE66/ZuWDBgrC3HUxbz6FPnz7069cv7InE4uJiysvLWbt2bVjbbY/09HSGDx8elZ6lcTnBEzAFmKyqG/wLVHWDiPwAmBvC/icDJ6jqJ5EK0BhjjDHGGGOMMcaEx/jx43nuuefCMoFPuHvC9unTh/z8fD75JLpppracR1FRUdiTpZMmTQJg/vz5DB8+PKxttyepXVRUxJtvvhnWOIKJ156lG3CG0TeWApSGuH91WCMyxhhjjDHGGGOMMRExefJkdu3aFbZJnsJt0qRJzJ8/P9ZhNKuoqIg1a9ZQUVHRZF17e9sOGzaMjIyMiCaJ25IQHj9+PFu2bGHLli0RiwfiN1n6I+AOEZksIl73NhlnWP2PQtj/B8AfRWRwJIM0xhhjjDHGGGOM6eoiXbMUnGQpwLx58yJ+rPaYNGkSJSUlbN++PdahBFVcXNziJE/Q9ufR6/VSXFwcN0niaJVDiNdk6WxgLPARcMC9fQSMBx4TkX3+WzP7PwUcB6wRkarA7VvYxxhjjDHGGGOMMcYEiEbNUoAjjzySjIyMDidLIxXvxIkTAaKSOGzPOUyYMAEg7L1AJ06cyLJlyzhw4EBY222PoqIiEhISmDs3lAqd7RevNUtnxXh/Y4wxxhhjjDHGGBMlXq+XiRMnhqVnaSR6whYVFeH1evnkk08488wzw95+MG05j169ejFo0CA+/vjjsMYwadIkDh48yLJly+prmIZDexLCqampjBs37vBMlqrqw7Hc3xhjjDHGGGOMMcZE1+TJk7n11lupqqoiLS0t1uE0kJaWxujRo6M+yVNbTJs2jddee63JJFkd6W3r71H7ySefhDVZ6tfWxPbUqVO57777OHjwIImJiWGPB+J3GL4xxhgTNiJynoisFBGfiBQ3WneTiKwTkTUicmrA8iIRWeGuu0OiUajJGGNaYNcyY4wxsRKtfx+TJ0+mrq4u7LO6h8vEiRNZsGABPp8vosdpb3Jz6tSpbNu2ja+++iro+vY8j/3796d///5xU0t2ypQp7N+/n+XLl0fsGJYsNcYYczj4FDgHeD9woYiMAC4ARgKnAXeLiNdd/Q9gJjDEvZ0WtWiNMSY4u5YZY4yJumjVLAXqey52JDEXyXgnT57Mnj17WL16dcSOEag9vS4BPvroo7DGMX36dD744IOovhaa4z/HcJcbCGTJUmOMMV2eqq5W1TVBVp0FzFHValX9ClgHTBSRvkB3VZ2rzjuCR4BvRC9iY4xpyq5lxhhjurqePXuGpe5mpHrCHnPMMQC8//77rWwZGyNGjKB79+5hTyQec8wxbNy4kfXr14etzfYmXvPy8ujfv39E65ZastQYY8zhrD9QGnB/o7usv/t74+VBichMEVkoIgvLysoiEqgxxrTArmXGGGO6jGOOOYb3338/4kPd22PgwIH079+f9957L9ahBOX1epk8eXKTZGlHe4QeffTRQGSSxO1JbE+dOvXw7lkqIr1FpN1xdnR/Y4wxnYOIvCkinwa5ndXSbkGWaQvLg1LV+1S1WFWLe/bs2dbQjTGmnl3LjDHGxKNolrw+7rjj2LVrF59++mnUjhkqEeHYY4/lvffei+iQ9I60PW3aNFasWMHu3bubrGvv8zhy5Eiys7PjpkftMcccw/r16ykpKYlI+3GZRBSRRBH5o4iUA5uAAnf5bSJyTaT3N8YY0/mo6kmqOirI7fkWdtsI5AXczwU2u8tzgyw3xpiIsmuZMcaYeBPtOpXHHnssAO+++2679o90vMcccwxbt25l3bp1ET0OtC+5efzxx6OqYe396vF4OProo+MmWXr88ccD8M4770Sk/bhMlgK/BL4GXAJUByyfD3wnCvsbY4w5PLwAXCAiySJSiDP5yXxV3QKUi8hkd+bobwEtJSqMMSaW7FpmjDEhEJESEVkhIktFZGGs4zHBDRgwgMLCwnYnSyGyPWH9ydx4HYo/adIkUlNTefvtt8Pa7jHHHMPnn3/Oli1bwtJeR5LaI0aMoFevXmE/R794TZZeCFzlfoMeWKTiU2BoFPY3xhjThYjI2SKyEZgCvCQirwGo6krgSWAV8CpwrarWubtdDTyAM1HKF8ArUQ/cGGMC2LXMGGPC4nhVHauqxbEOxDTvuOOO47333ovLuqXDhg2jV69ecZssTUpK4uijj26QSAxHb1v/5FbhPu/2JLZFhOOPP5633347Ij2J4zVZ2g8INsVWgnuL9P7GGGO6EFV9TlVzVTVZVXur6qkB636nqoNUdZiqvhKwfKE79HWQqs7SaI8/MsaYRuxaZowxJlaiWbMUnGHWu3btYsWKFVE9bihEhOOOOy5iiTroeHLzxBNPZOXKlWzdurXB8o48j+PHjycrK4vXX3+9Q7GFywknnMDmzZv5/PPPw952vCZLVwLHBFl+PrAoCvsbY4wxxhhjjDGma1HgdRFZJCIzG68UkZkislBEFpaVlcUgPON33HHHAfDWW2+1ed9ofC946qmnsnnz5ohPQtXe5OYJJ5wAhLemp9fr5aSTTuL111+Peh3bYPx1SyMxFD9ek6W/Bu4Ukf8HeIHzRORfwI3Ab6OwvzHGGGOMMcYYY7qWaao6HjgduFZEGnSyUtX7VLVYVYt79uwZmwgNAHl5eYwYMYJXXmlf9ZhI94Q99VRncMerr74a0eO017hx48jKympXsrklp556Kps2bWLVqlUdbqujCdfBgweTm5vLG2+80eFYGovLZKmqvojTC/QUnJqjv8QpVP81VX0z0vsbY4wxxhhjjDGma1HVze7P7cBzwMTYRmRaMmPGDN5//30qKipiHUoT/fv3Z9SoUXGbLPV6vZx44om8+uqrqGrYeoKecsopAGEdit/exLaIcPrpp/PGG29QU1MTtnggTpOlAKr6mqoeq6rdVDVNVaerasjPRkf3N8YYY4wxxhhjTNcgIukikuH/HadzVWTHUHch0a5ZCnD66adTU1MTsRnPO+q0007jww8/jEgyNxzJzTPPPJNNmzaxbNmy+mUdfR7z8/MZPnw4r732WkfDC4szzjiD8vJyPvzww7C2G7fJUmOMMcYYY4wxxpgw6Q18KCLLgPnAS6oan90C40gsa1NOnz6dbt26tXkofrRiPvXUU6mpqeHdd9+N2DE6ktw8/fTTERH++9//hjEip3fpe++9R1VVVVjbbY8TTzyRpKQkXnrppbC2GzfJUhEpF5F9odwisb8xxhhjjDHGGGO6JlX9UlXHuLeRqvq7WMdkWpaUlMRJJ53Eyy+/3OYEaDR6wh599NGkp6fz4osvRvxY7dG7d28mTpzIf//737AmkL/2ta9x4MCBDtcKDUdM3bp147jjjgt7sjQhrK11zKwY72+MMcYYY4wxxhhj4sSMGTP4z3/+w/LlyxkzZkysw2kgOTmZGTNm8Pzzz3P33Xfj9XpjHVITZ555Jr/4xS/Ytm0bEJ4k8rHHHktWVhbPPfccZ511Vofb62hMZ5xxBjfccANffPEFgwYN6nA8EEfJUlV9OJb7G2OMMcYYY4wxxpimYlGzFOCss87iqquu4plnnom7ZCnAOeecw1NPPcW8efOYNm1a2NoNV0/QM888k5tvvjmsPS8TExM588wzefHFF6mtrSUhIbapxTPPPJMbbriB559/nh/+8IdhaTNuhuEHIyIniMgsEblWRI6L9v7GGGOMMcYYY4wxh6tY1iwF6NWrF8ceeyxPP/10yPtEM+YZM2aQlJTEs88+G5H2O5qkHjNmDIWFhTz55JNhishx9tlns2vXLt5///2wttseAwcOZOzYsW16jbQmLpOlItJfROYDbwA/BW4E3hKRT0SkX6T3N8YYY4wxxhhjjDGxd+6557J69WpWrVoV8j7R6gnbvXt3Tj75ZJ599tmYJ5aDERHOP/98Pv3007C2e+qpp5KSksJzzz3X7jbC+Xide+65zJ07l02bNoWlvbhMlgJ3AHXAYFXNU9U8YIi77I4o7B83ROQ8EVkpIj4RKW607iYRWScia0Tk1IDlRSKywl13h8Sqv7wxxhhjjDHGGGNMB5x99tmISFh7DobTOeecQ0lJCYsWLYp1KEF985vfrP89XOmh9PR0ZsyYwVNPPUVtbW2H2gpHTP/zP/9DUlJS2J6DeE2Wngxcq6pf+Reo6pfA9e66SO8fTz4FzgEa9G0WkRHABcBI4DTgbhHxVxP+BzATJ0E8xF1vjDHGGGOMMcYY02ax7IPVt29fpk+fzpw5c+Ky9+bZZ59NcnIyjz76aNjaDOd5jh07ltTU1LC153fJJZewbds23nzzzbC33VbDhw9nx44dfP3rXw9Le/GaLG2OL8b7R52qrlbVNUFWnQXMUdVqNym8DpgoIn2B7qo6V52/rkeAb0QvYmOMMcYYY4wxxnQF8ZKcvPTSS1m9ejULFixoddtox5ydnc3XvvY1Zs+ezcGDB8PadjiS1CJS37t069atHW7Pb8aMGWRnZ7c7SRzu5ykjIyNsbcVrsvQt4A4RyfMvEJF84HZ3XaT37wz6A6UB9ze6y/q7vzde3oSIzBSRhSKysKysLGKBGmOMMcYYY4wxxrTX+eefT2pqKg899FBI20e7J+y3vvUtysrKeO2116J63FBdc801gDNhVrgkJydz/vnn89xzz1FeXt7uduKxcmS8JkuvB9KAL0VkvYiUAF+4y66Pwv5RJSJvisinQW5ntbRbkGXawvKmC1XvU9ViVS3u2bNne0I3xhhjjDHGGGNMFxfrhFZmZibnnHMOs2fP5sCBAzGNJZjTTjuNHj168PDDD8c6lKAmTJhAaWkpl19+eVjbvfTSS9m/fz/PPPNMWNuNtbhMlqpqqaqOB2YAfwb+ApyuqkWqurHlvTu+f7Sp6kmqOirI7fkWdtsI5AXczwU2u8tzgyw3xhhjjDHGGGOM6ZS+853vsGfPHv7zn//EOpQmEhMTueSSS3j++efZtm1bh9uLRCmB3NxcvF5v6xu2wdSpUxk+fDj33HNPWNuNtbhMlvqp6huqeqeq3qGqba4Y29H949wLwAUikiwihTgTOc1X1S1AuYhMFuern28BLSVdjTHGGGOMMcYYY5qIl5qlAMcffzyFhYX8/e9/b3G7WMV89dVXc/DgQe6///6wtRnrHr2tERGuvvpqPvnkkzbPRB9Pr63G4jZZKiLfEJH3RWSHe/tARM6O1v7xQkTOFpGNwBTgJRF5DUBVVwJPAquAV4FrVbXO3e1q4AGcSZ++AF6JeuDGGGOMMcYYY4wxYeL1epk1axYffvghixcvbnHbWCQZhw4dyimnnMI999wT9ome4tm3v/1t0tLSuPvuu9u1fzwmhOMyWSoiPwKeANYAP3FvnwGPi8iPI71/PFHV51Q1V1WTVbW3qp4asO53qjpIVYep6isByxe6w/gHqeosjed0vTHGGGOMMcYYY+JavCS0LrvsMtLT07njjjtiHUpQs2bNYtOmTXFZKiBSMjMzueSSS3j88cfZuXNnrMMJi7hMlgI/Bmap6hWq+qB7uwJncqYfRWF/Y4wxxhhjjDHGGBNHsrKy+Pa3v83s2bPZunVr0G1i2V9sxowZDBw4kD/96U8diqOz9Xm7/vrrOXDgQNwmsdsqXpOl3YB3gix/x10X6f2NMcYYY4wxxhhjDmvxmLT7wQ9+QG1tLX/+85+b3SZWPWG9Xi833ngjCxYs4M03Oz51Trz06G3NyJEj+cY3vsEdd9xBeXl5SPvE42vLL16Tpf8Bzg2y/H9wJjaK9P7GGGOMMcYYY4wxJs4MHjyYiy++mLvvvpvt27fHOpwmvvWtb9G/f39uueWWWIcSVTfddBN79uzhnnvuadN+8ZgQjtdk6TrgRhF5TUR+5d5eBW4C1ojID/23CO1vjDHGGGOMMcYYY4i/hNbPf/5zqqur+dOf/hTrUJpITk7mJz/5Ce+//z5vv/12rMOJmokTJ3LyySfzxz/+kb1798Y6nA6J12Tpd4DdwFDg2+5tmLvsu8B17m1WhPY3xhhjjDHGGGOMMXFo6NChXHLJJdx1112sX7++wbp4GN49c+ZM8vPz+fGPf4zP52vz/vFwDu3xhz/8gR07dnDbbbfFOpQOictkqaoWhngbGIn9jTHGGGOMMcYYYw538Zy0u+WWWxARfvKTnzRZF+uesCkpKdx6660sWbKERx99tN3txPo82qqoqIiLL76Yv/71r2zYsKHFbeP5tRWXyVJjjDHGGGOMMcYYY5qTl5fHT3/6U5588kk++OCDWIfTxAUXXMDEiRP52c9+FvKkR13B7373O1Q1aBI7mHhMCMdNslRE7hCR9IDfm71FYn9jjDHGGGOMMcYY01Q8JrQA/vd//5e8vDyuvvpqqqurYx1OAyLC7bffzpYtW7jxxhtjHU7UDBgwgJtuuoknnniCl156KdbhtEvcJEuB0UBiwO/N3UZFaH9jjDHGGGOMMcYY00mkpaVxzz33sHLlSn79618D8TW8e/Lkydxwww3cfffdvP/++yHvF0/n0B433XQTI0eO5KqrrmLfvn2xDqfNEmIdgJ+qHh/s92jtb4wxxhhjjDHGGGMO6QxJuxkzZnDZZZdx2223cdZZZwHx1RP2lltu4YUXXuC73/0uixcvJjMzM+R94+k82iIpKYl//vOfTJkyheuvv56HHnqoyTbx/NqKp56lxhhjjDHGGGOMMca0yV/+8hdyc3M5//zz4y4Jl56ezsMPP8z69eu5/PLL4y6+SJk0aRI333wzDz/8MP/617+a3S4eE8JxlywVkVQR+aWILBeRChEpF5FlIvJzEUmN9P7GGGOMMcYYY4wx5pB4TGgFyszM5Omnn2br1q0A1NXVxTiihqZPn86tt97KM888w9/+9rdYhxM1v/jFLzjhhBO45pprWLJkSazDCVlcJUtFJAF4G/gZ8BVwJ/B3YD3wC+BNd5uI7G+MMcYYY4wxxhhjOp8JEybw97//HYCKiooYR9PUj370I8455xx+9KMf8dxzz7W4bVfpfer1enn88cfp2bMnZ5xxBuvXr491SCGJt8ThTGAwMF5VVwauEJFRwDvuNndHaH9jjDHGGGOMMcYYQ+dL2n3ve98jJyeHSZMmxTqUJkSERx99lJNOOokLL7yQ119/nWOOOabVfTq73r1788orrzBt2jROP/103nvvPXr27BnXr6246lkKnAv8rnGiE0BVPwX+4G4Tqf2NMcYYY4wxxhhjTCd1zjnn0L9//1iHEVRaWhovvvgihYWFnH766bz55puxDikqRo4cyfPPP09JSQnHHnssW7ZsqV8XjwnheEuWjsQZRt+cN4FREdzfGGOMMcYYY4wxxgSIx4RWZ3XEEUfw7rvvMnjwYM444wyeeeaZWIcUFcceeyyvvPIKpaWlHH300axduzbWITUr3pKl2UBZC+vLgKwI7m+MMcYYY4wxxhhjTMT07t2bd955h6KiIs4991xuvvlmfD5f/fp4HqLeEcceeyxvvPEGe/fu5Zprrol1OM2Kt2SpF6htYb3P3SZS+xtjjDHGGGOMMcYYum7SLh7k5OTwzjvvcNlll3HLLbdw0kknUVJS0mCbrtijd/LkySxcuJDk5GQAEhMTYxxRU/E2wZMA/xaR6mbWJ0d4f2OMMcYYY4wxxhhjIi45OZkHHniAqVOn8oMf/IDRo0dzyy23cMIJJ8Q6tIgaMGAAu3bt4uWXX6a4uDjW4TQRb8nSh0PY5pEI7m+MMcYYY4wxxhhjAnTFHo7xQkS4/PLLOfnkk5k5cybf//73Yx1SVKSlpXHuufE5B3tcJUtV9bux3N8YY4wxxhhjjDHGmGjLz8/nlVde4ZVXXuE73/kOZWVlZGRkxDqsw1JcJUuNMcYYY4wxxhhjTHywmqXRJSLMmDGDzZs3s3jxYoqKimId0mHJkqXGGGOMMcYYY4wxxsSJhIQEJk6cGOswDlueWAdgjDHGGGOMMcYYE2kicpqIrBGRdSJyY6zj6UysZqk5nFiy1BhjjDHGGGOMMV2aiHiBvwOnAyOAC0VkRGyjMsbEIxuGb4wxxhhjjDHGmK5uIrBOVb8EEJE5wFnAqo40umfPHi6//PIwhBefamtrYx2CMVFnyVJjjDFdnoicB/wKOBKYqKoL3eUFwGpgjbvpPFW9yl1XBDwEpAIvAzeoVbg3xsSQXcuMMaZD+gOlAfc3ApMCNxCRmcBMcGYmD0VdXR1r164NU4jxaezYsUyZMiXWYRgTNZYsNcYYczj4FDgHuDfIui9UdWyQ5f/AebM8DyfBcBrwSqQCNMaYENi1zBhj2i9Y0c0GXx6p6n3AfQDFxcUhfbF0xBFHsGLFio5HZ4yJG1az1BhjTJenqqtVdU3rWzpEpC/QXVXnuj2wHgG+Ean4jDEmFHYtM8aYDtkI5AXczwU2xygWY0wcs2SpMcaYw12hiCwRkfdE5Gh3WX+cN9R+G91lQYnITBFZKCILy8rKIhmrMcY0x65lxhjTsgXAEBEpFJEk4ALghRjHZIyJQzYM3xhjTJcgIm8CfYKs+n+q+nwzu20B8lV1p1vX7z8iMpIQhmk1WNGOIVvGGBOMXcuMMSYyVLVWRGYBrwFe4EFVXRnjsIwxcciSpcYYY7oEVT2pHftUA9Xu74tE5AtgKE7vq9yATW2YljEmKuxaZowxkaOqL+PUbzbGmGZZstQAsGjRogoRCbkGVpj1AHbYsQ+r49uxo29YjI4b10SkJ7BLVetEZCAwBPhSVXeJSLmITAY+Ab4F3BnLWI0xpjl2LTPGGGOMCR9Llhq/NapaHIsDi8hCO/bhdXw7dmyOHYvjxgsRORsnQdATeElElqrqqcAxwG9EpBaoA65S1V3ublcDDwGpODNH2+zRxpiYsmuZMcYYY0zkWbLUGGNMl6eqzwHPBVn+DPBMM/ssBEZFODRjjAmZXcuMMcYYYyLPE+sAjDHGGGOMMcYYY4wxJh5YstT43WfHPqyOHevj27EPr2MbY4wxxhhjjDGdgiVLDQCqGrNEih378Du+HfvwOrYxxhhjjDHGGNNZWLLUGGOMMcYYY4wxxhhjsGTpYUlEzhORlSLiE5HiRutuEpF1IrJGRE4NWF4kIivcdXeIiIQhjidEZKl7KxGRpe7yAhHZH7Duno4eK8ixfyUimwKOMSNgXdDHIIzH/pOIfCYiy0XkORHJcpdH/Lzd45zmnts6EbkxEscIOFaeiLwjIqvd19wN7vJmH/8wH7/Efd0u9c8GLyI5IvKGiHzu/syOwHGHBZzbUhHZJyLfj9R5i8iDIrJdRD4NWNbseUb6NW6MMcYYY4wxxnRWoqqxjsFEmYgcCfiAe4Efu7OkIiIjgNnARKAf8CYwVFXrRGQ+cAMwD3gZuENVXwljTP8H7FXV34hIAfBfVY3YzK0i8iugQlX/3Gh5s49BGI99CvC2qtaKyG0AqvrTKJ23F1gLnAxsBBYAF6rqqggdry/QV1UXi0gGsAj4BnA+QR7/CBy/BChW1R0By/4I7FLVW91kcbaq/jSCMXiBTcAk4LtE4LxF5BigAnjE//pp7jyj8Ro/3IlIObAm1nFEQA9gR6tbdT5d8by64jkBDFPVjFgHcbgQkTJgfQxD6KqvYzuvzqWrnpddT0PQjutgZ3y9WMzRYTFHT1viHqCqPYOtSAhfPKazUNXVAEE6h54FzFHVauArEVkHTHQTTt1Vda673yM4Ca+wJEvdXqrnAyeEo70OCvoYAHPDdQBVfT3g7jzg3HC1HYKJwDpV/RJARObgnHNEkqWqugXY4v5eLiKrgf6ROFYbnAUc5/7+MPAuELFkKXAi8IWqrg9Dh+ygVPV9N9keqLnzjPhr3LBGVYtb36xzEZGFdl6dQ1c8J3DOK9YxHE6a+/AQLV35dWzn1Xl05fOKdQydQVuvg53x9WIxR4fFHD3hituG4ZtA/YHSgPsb3WX93d8bLw+Xo4Ftqvp5wLJCEVkiIu+JyNFhPFagWe5Q+AcDhig39xhEymU0TDpH+ryjfX713GTeOOATd1Gwxz/cFHhdRBaJyEx3WW83ietP5vaK0LH9LsDpyekXjfOG5s8zZq8BY4wxxhhjjDEm3lmytIsSkTdF5NMgt7Na2i3IMm1hebjiuJCGyaQtQL6qjgN+CDwuIt1DOV4bjv0PYBAw1j3e//l3C9JUm2tVhHLeIvL/gFrgMXdRWM67tdCCLIt4LQ4R6QY8A3xfVffR/OMfbtNUdTxwOnCtO1w9akQkCfg68JS7KFrn3WJYQZZZPRZjjDHGGGOMMQYbht9lqepJ7dhtI5AXcD8X2Owuzw2yvMNxiEgCcA5QFLBPNVDt/r5IRL4AhgJtGi4S6mMgIvcD/3XvNvcYtEkI5/1t4EzgRHULB4frvFsRlvNrCxFJxEmUPqaqzwKo6raA9YGPf1ip6mb353YReQ5nuPk2EemrqlvcmqrbI3Fs1+nAYv/5Ruu8Xc2dZ9RfA4eh+2IdQITYeXUeXfGcoOuelwmuqz7fdl6di52XaYvO+LhazNFhMUdPWOK2nqUm0AvABSKSLCKFwBBgvjuEt1xEJrv1Rb8FPB+mY54EfKaq9cP8RaSnOykOIjLQjePLMB3Pf4y+AXfPBvyziAd9DMJ87NNwakd+XVWrApZH/LxxJnQaIiKFbq/HC3DOOSLc18s/gdWq+peA5c09/uE8dro4k0ohIunAKe5xXgC+7W72bcL3Wg6mQa/paJx3gObOM+Kv8cOdqnbWNxYtsvPqPLriOUHXPS8TXFd9vu28Ohc7L9MWnfFxtZijw2KOnnDFbT1LD0MicjZwJ9ATeElElqrqqaq6UkSexJnspxa4NmCG7KuBh4BUnBqbYZnciab1HAGOAX4jIrVAHXCVqu4K0/H8/igiY3GGH5cAVwK08hiEy11AMvCGO+HPPFW9iiict6rWisgs4DXACzyoqivDeYxGpgGXAitEZKm77GfAhcEe/zDrDTznPsYJwOOq+qqILACeFJHLgQ3AeRE4NiKSBpxMw3ML+roLw7Fm40zm1ENENgK/BG4lyHlG6TVujDHGGGOMMcZ0SuKOADbGGGNMG4jIecCvgCOBiaq6MGDdTcDlOF98XK+qr7nLizj0xdPLwA0ax/+IReRXwBVAmbvoZ6r6srsu6Dl2Fm4v/9txvjh6QFVvjXFI7SYiJUA5znNRq6rFIpIDPAEU4Hw5c76q7o5VjKEQkQdxStRsV9VR7rJmz6OzvwaNw66lnft1bNfS+GPX0ujrDH8HIpIHPAL0AXzAfap6e2d4jbujLxcCm1T1zE4ScxbwADAKp6PMZcAa4jhuEfkB8D2ceFcA3wXSiKOYo3l9s2H4xhhjTPt8ilNz+f3AhSIyAqfX/EjgNOBuf4kNnEm+ZuKUPxjiro93f1XVse7N/+G+pXOMe26sf8epKzwCp7f7iNhG1WHHu89RsXv/RuAtVR0CvOXej3cP0fRvIuh5dPbXoGnArqWd9HVs19K49RB2LY2aTvR3UAv8SFWPBCbjTH47gs7xGr8BWB1wvzPEfDvwqqoOB8bgxB+3cYtIf+B6oNhNQnpxrg3xFvNDROn6ZslSY4wxph1UdbWqrgmy6ixgjqpWq+pXwDpgoluztruqznV7QD0CfCN6EYdV0HOMcUxtMRFYp6pfqmoNMAfnnLqSs4CH3d8fphO81lT1faBx+ZnmzqOzvwaNy66lnfp1bNfSOGTX0qjrFH8HqrpFVRe7v5fjJO/6E+evcRHJBc7A6aXpF+8xd8cpsfdPAFWtUdU9xHncOKXrUt1JuNNwJgGOq5ijeX2zZKkxxhgTXv2B0oD7G91l/d3fGy+Pd7NEZLmIPCgi2e6y5s6xs+js8TemwOsiskhEZrrLeqszQSPuz14xi65jmjuPrvYcmqbsWhr/Onv8jdm1tPM/h7HQ6R5DESkAxgGfEP+v8b8BP8EpHeAX7zEPxCm78i8RWSIiD7gTDsdt3Kq6CfgzzlwXW4C9qvo6cRxzgIhc32yCJ2OMMaYZIvImTm2nxv6fqj7f3G5BlmkLy2OqpXPEGer6W5w4fwv8H07Npbg8lzbo7PE3Nk1VN4tIL5zJAz+LdUBR0NWewy7NrqV2Le0k7Frq6MzPYSx0qsdQRLoBzwDfV9V97mS4cUlE/LUpF4nIcTEOpy0SgPHAdar6iYjcTuyHr7fI/RLvLKAQ2AM8JSKXxDSojuvQ36YlS40xxphmqOpJ7dhtI5AXcD8XZxjLRvf3xstjKtRzFJH7gf+6d5s7x86is8ffgKpudn9uF5HncIYYbRORvqq6xR22vD2mQbZfc+fRpZ7Drs6upYfYtTR+2bUU6OTPYYx0msdQRBJxEqWPqeqz7uJ4fo1PA74uIjOAFKC7iPyb+I4ZnNfERlX9xL3/NE6yNJ7jPgn4SlXLAETkWWAq8R2zX0SubzYM3xhjjAmvF4ALRCRZRApxJh+Z7w4LKReRyeJ8jf8toLkeVXHBfcPhdzbORCzQzDlGO74OWAAMEZFCEUnCKf7+QoxjahcRSReRDP/vwCk4z9MLwLfdzb5NnL/WWtDceXT216BpnV1L459dSzsPu5ZGTqf4O3Cvl/8EVqvqXwJWxe1rXFVvUtVcVS3AeVzfVtVLiOOYAVR1K1AqIsPcRScCq4jvuDcAk0UkzX2tnIhT1zaeY/aLyPXNepYa00WJSCrwKnCCqtaFue03gfNUdXc42zWmMxGRs4E7gZ7ASyKyVFVPVdWVIvIkzpuiWuDagL/Bq3FmcUwFXnFv8eyPIjIWZ8hKCXAlQCvnGPdUtVZEZgGv4cz2+aCqroxxWO3VG3jOHUaXADyuqq+KyALgSRG5HOcN8HkxjDEkIjIbOA7oISIbgV8CtxLkPDr7a9AcYtfSzvs6tmtpfLJraXR1or+DacClwAoRWeou+xnNvDbiXGeI+TrgMTeB/iXwXZzOinEZt1su4GlgMc61YAlwH9CNOIo5mtc3cSaRNMZ0NSJyLZCgqrdHoO1vA7mq+rtwt22MMcYYY4wxxhgTKzYM35hORkQmiDObaoo7ZGiliIwKsunFuF3QReQ4EXlPRJ4UkbUicquIXCwi80VkhYgMcrd7SET+ISLviMiXInKsOLO2rhaRhwLafgG4MOIna4wxxhhjjDHGGBNFNgzfmE5GVReIyAvALTjDz/6tqp8GbuN29x+oqiUBi8cARwK7cIYCPKCqE0XkBpxhAt93t8sGTgC+DryIM2Tje8ACERmrqktVdbdb++MIVd0ZqXM1xhhjjDHGGGOMiSbrWWpM5/Qb4GSgGPhjkPU9gD2Nli1Q1S2qWg18AbzuLl8BFARs96I69TlWANtUdYWq+oCVjbbbDvTr2GkYY4wxxhhjjDHGxA9LlhrTOeXgFFvOAFKCrN8fZHl1wO++gPs+GvYyrw6yTbDtUtzjGGOMMcYYY4wxxnQJliw1pnO6D7gZeAy4rfFKd5Z6r4gES6R2mDhThfbBmdHVGGOMMcYYY4wxpkuwZKkxnYyIfAuoVdXHgVuBCSJyQpBNXwemRyiMImCeqtZGqH1jjDHGGBMmIpLqTvbpjUDbb4pIdrjbNcYYY2JFnNKExpiuRkTGAT9U1Usj0PbtwAuq+la42zbGmHASkVTgVeAEVa0Lc9tvAue5vfmNMSZuici1QIKq3h6Btr8N5Krq78LdtjHGAIjIEYD/s2cfoA4oAwYDj6jqNRE45veBXar6SAfbmQPcrKqfhyUwExWWLDWmCxORy4CHI5AguEJV7w9nm8YYEwmWIDDGdGUi8ltgh/8aJyK/w5mg845G230MXKSqJSJyHPBrYBswFngWZ2LPG4BU4Buq+oWIPIRTn344MAD4LvBtYArwiap+x207G/hAVUdF8lyNMQZARH4FVKjqnyN4jARgMTC+o6MpReRY4BJVvSIswZmosGH4xnRhqvpguBOlbruWKDXGxJSITBCR5SKSIiLpIrJSRIJ9UL8YeN7d5zh3GOqTIrJWRG4VkYtFZL6IrBCRQe52D4nIP0TkHRH5UkSOFZEHRWS1mzzwewG4MOIna4wxzfsnTgITEfEAF+DUtK8nIknAQFUtCVg8Bic5Ohq4FBiqqhOBB4DrArbLBk4AfgC8CPwVGAmMFpGxUF8rP9nt+WWMMVHjvrf7r/v7r0TkYRF5XURKROQcEfmj+x7vVRFJdLcrct8PLhKR10Skb5CmTwAW+xOlIvKuiPxVRN533w9OEJFnReRzEbnF3SZdRF4SkWUi8qmIfNNt6wPgJDcBazoJS5YaY4wxptNR1QU4ycpbgD8C/1bVTwO3sQSBMaarc69vO93yS6cAS1R1Z6PNegB7Gi1boKpbVLUa+AKn1j04PUwLArZ7UZ2hiCtweqyuUFUfsLLRdtuBfh0+IWOM6ZhBwBnAWcC/gXdUdTROL/kz3ITpncC5qloEPAgEGyE0DVjUaFmNqh4D3IPzRfy1wCjgO+57wdO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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "x_lim = [-100, 100]\n", - "y_lim = [-130, 100]\n", - "z_lim = [-160, 120]\n", - "\n", - "t = cell.tvec\n", - "\n", - "plt.close(\"all\")\n", - "fig = plt.figure(figsize=[19, 10])\n", - "fig.subplots_adjust(top=0.96, bottom=0.05, hspace=0.17, wspace=0.3, left=0.1, right=0.99)\n", - "ax1 = fig.add_subplot(245, aspect=1, xlabel=\"x (mm)\", ylabel='y (mm)', xlim=x_lim, ylim=y_lim)\n", - "ax2 = fig.add_subplot(246, aspect=1, xlabel=\"x (mm)\", ylabel='z (mm)', xlim=x_lim, ylim=z_lim)\n", - "ax3 = fig.add_subplot(247, aspect=1, xlabel=\"y (mm)\", ylabel='z (mm)', xlim=y_lim, ylim=z_lim)\n", - "ax_eeg = fig.add_subplot(244, xlabel=\"Time (ms)\", ylabel='pV', title='EEG at all electrodes')\n", - "\n", - "ax_cdm = fig.add_subplot(248, xlabel=\"Time (ms)\", ylabel='nA$\\cdot \\mu$m', \n", - " title='Current dipole moment')\n", - "dist, closest_elec_idx = nyhead.find_closest_electrode()\n", - "print(\"Closest electrode to dipole: {:1.2f} mm\".format(dist))\n", - "\n", - "max_elec_idx = np.argmax(np.std(eeg, axis=1))\n", - "time_idx = np.argmax(np.abs(eeg[max_elec_idx]))\n", - "max_eeg = np.max(np.abs(eeg[:, time_idx]))\n", - "max_eeg_idx = np.argmax(np.abs(eeg[:, time_idx]))\n", - "\n", - "max_eeg_pos = nyhead.elecs[:3, max_eeg_idx]\n", - "fig.text(0.01, 0.25, \"Cortex\", va='center', rotation=90, fontsize=22)\n", - "fig.text(0.03, 0.25, \n", - " \"Dipole pos: {:1.1f}, {:1.1f}, {:1.1f}\\nDipole moment: {:1.2f} {:1.2f} {:1.2f}\".format(\n", - " nyhead.dipole_pos[0], nyhead.dipole_pos[1], nyhead.dipole_pos[2],\n", - " p[0, time_idx], p[1, time_idx], p[2, time_idx]\n", - "), va='center', rotation=90, fontsize=14)\n", - "\n", - "fig.text(0.01, 0.75, \"EEG\", va='center', rotation=90, fontsize=22)\n", - "fig.text(0.03, 0.75, \"Max: {:1.2f} pV at idx {}\\n({:1.1f}, {:1.1f} {:1.1f})\".format(\n", - " max_eeg, max_eeg_idx, max_eeg_pos[0], max_eeg_pos[1], max_eeg_pos[2]), va='center',\n", - " rotation=90, fontsize=14)\n", - "\n", - "ax7 = fig.add_subplot(241, aspect=1, xlabel=\"x (mm)\", ylabel='y (mm)',\n", - " xlim=x_lim, ylim=y_lim)\n", - "ax8 = fig.add_subplot(242, aspect=1, xlabel=\"x (mm)\", ylabel='z (mm)',\n", - " xlim=x_lim, ylim=z_lim)\n", - "ax9 = fig.add_subplot(243, aspect=1, xlabel=\"y (mm)\", ylabel='z (mm)',\n", - " xlim=y_lim, ylim=z_lim)\n", - "\n", - "ax_cdm.plot(t, p[2, :], 'k')\n", - "[ax_eeg.plot(t, eeg[idx, :], c='gray') for idx in range(eeg.shape[0])]\n", - "ax_eeg.plot(t, eeg[closest_elec_idx, :], c='green', lw=2)\n", - "\n", - "vmax = np.max(np.abs(eeg[:, time_idx]))\n", - "v_range = vmax\n", - "cmap = lambda v: plt.cm.bwr((v + vmax) / (2*vmax))\n", - "\n", - "threshold = 2\n", - "\n", - "xz_plane_idxs = np.where(np.abs(nyhead.cortex[1, :] - nyhead.dipole_pos[1]) < threshold)[0]\n", - "xy_plane_idxs = np.where(np.abs(nyhead.cortex[2, :] - nyhead.dipole_pos[2]) < threshold)[0]\n", - "yz_plane_idxs = np.where(np.abs(nyhead.cortex[0, :] - nyhead.dipole_pos[0]) < threshold)[0]\n", - "\n", - "ax1.scatter(nyhead.cortex[0, xy_plane_idxs], nyhead.cortex[1, xy_plane_idxs], s=5)\n", - "ax2.scatter(nyhead.cortex[0, xz_plane_idxs], nyhead.cortex[2, xz_plane_idxs], s=5)\n", - "ax3.scatter(nyhead.cortex[1, yz_plane_idxs], nyhead.cortex[2, yz_plane_idxs], s=5)\n", - "\n", - "for idx in range(eeg.shape[0]):\n", - " c = cmap(eeg[idx, time_idx])\n", - " ax7.plot(nyhead.elecs[0, idx], nyhead.elecs[1, idx], 'o', ms=10, c=c, \n", - " zorder=nyhead.elecs[2, idx])\n", - " ax8.plot(nyhead.elecs[0, idx], nyhead.elecs[2, idx], 'o', ms=10, c=c, \n", - " zorder=nyhead.elecs[1, idx])\n", - " ax9.plot(nyhead.elecs[1, idx], nyhead.elecs[2, idx], 'o', ms=10, c=c, \n", - " zorder=-nyhead.elecs[0, idx])\n", - "\n", - "img = ax3.imshow([[], []], origin=\"lower\", vmin=-vmax,\n", - " vmax=vmax, cmap=plt.cm.bwr)\n", - "plt.colorbar(img, ax=ax9, shrink=0.5)\n", - "\n", - "ax1.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[1], '*', ms=12, color='orange', zorder=1000)\n", - "ax2.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[2], '*', ms=12, color='orange', zorder=1000)\n", - "ax3.plot(nyhead.dipole_pos[1], nyhead.dipole_pos[2], '*', ms=12, color='orange', zorder=1000)\n", - "\n", - "ax7.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[1], '*', ms=15, color='orange', zorder=1000)\n", - "ax8.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[2], '*', ms=15, color='orange', zorder=1000)\n", - "ax9.plot(nyhead.dipole_pos[1], nyhead.dipole_pos[2], '*', ms=15, color='orange', zorder=1000)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "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": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/example/LFPykit_demo.ipynb b/example/LFPykit_demo.ipynb deleted file mode 100644 index 232c65b..0000000 --- a/example/LFPykit_demo.ipynb +++ /dev/null @@ -1,358 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Demonstration of LFPykit\n", - "\n", - "\n", - "### LFPy \n", - "- LFPy is for calculating brain signals (EAP, LFP, ECoG, EEG, MEG) from biophysically detailed neural simulations\n", - "- Built upon NEURON\n", - "- For both single cells and networks\n", - "- Is also a python wrapper around NEURON, to control simulations, insert synapses, etc.\n", - "\n", - "\n", - "### The problem\n", - "- There are other softwares for biohysically detailed neural simulations that might want to calculate some of the same brain signals\n", - "- If you have developed a network model outside of LFPy, it can be complicated to combine with methods from LFPy\n", - "\n", - "### Our solution\n", - "- Neural simulations and calculations of brain signals are done separatly\n", - " - Starting point for calculation of most brain signals are transmembrane currents and their locations\n", - "- Extract \"forward models\" from LFPy, and into new software independent of LFPy and NEURON \n", - " - LFPykit\n", - "- Transmembrane currents and cellular locations are given to a generic GeometryCell class\n", - "- Standadrized calculation of different brain signals" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "%matplotlib inline\n", - "import os\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "from matplotlib.gridspec import GridSpec" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Running the neural simulation\n", - "Here we use LFPy for the neural simulation, but other simulators that have representations of locations and transmembrane currents are equally valid" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "import neuron\n", - "import LFPy\n", - "\n", - "# Load the L5PC model from Hay et al. (2011)\n", - "neuron.load_mechanisms('L5bPCmodelsEH/mod/')\n", - "cell_parameters = {\n", - " 'morphology': 'L5bPCmodelsEH/morphologies/cell1.asc',\n", - " 'templatefile': ['L5bPCmodelsEH/models/L5PCbiophys3.hoc',\n", - " 'L5bPCmodelsEH/models/L5PCtemplate.hoc'],\n", - " 'templatename': 'L5PCtemplate',\n", - " 'templateargs': 'L5bPCmodelsEH/morphologies/cell1.asc',\n", - " 'passive': False,\n", - " 'nsegs_method': None,\n", - " 'dt': 2**-5,\n", - " 'tstart': -159,\n", - " 'tstop': 100,\n", - " 'v_init': -60,\n", - " 'celsius': 34,\n", - " 'pt3d': True,\n", - "}\n", - "cell = LFPy.TemplateCell(**cell_parameters)\n", - "cell.set_rotation(x=np.pi/2)\n", - "\n", - "# Insert synaptic input\n", - "syn = LFPy.Synapse(cell, idx=0, syntype='ExpSyn', \n", - " weight=0.03, tau=5, record_current=True)\n", - "syn.set_spike_times_w_netstim()\n", - "\n", - "# Run cell simulation\n", - "cell.simulate(rec_imem=True)\n", - "\n", - "# Extracting currents and their locations\n", - "I_memb = cell.imem\n", - "x = cell.x\n", - "y = cell.y\n", - "z = cell.z\n", - "d = cell.d\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Example 1: Calculating extracellular potentials\n", - "This part is independent of NEURON and LFPy" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "from lfpykit import CellGeometry, PointSourcePotential\n", - "\n", - "ext_elec_params = { \n", - " 'sigma': 0.3, # extracellular conductivity (S/m)\n", - " 'x': np.array([35]), # coordinates of electrode contacts (um)\n", - " 'y': np.array([0]),\n", - " 'z': np.array([0]),\n", - "}\n", - "\n", - "cell_geometry = CellGeometry(x=x, y=y, z=z, d=d)\n", - "\n", - "forward_model = PointSourcePotential(cell_geometry, **ext_elec_params)\n", - "M = forward_model.get_transformation_matrix() # get linear response matrix\n", - "\n", - "V_e = M @ I_memb # compute extracellular potentials" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - " We first plot the cell response to the synaptic input" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# Plotting the results\n", - "fig = plt.figure(figsize=(12, 8), dpi=120)\n", - "gs = GridSpec(2, 2, wspace=0.3)\n", - "\n", - "# cell setup and sensor locations\n", - "ax0 = fig.add_subplot(gs[:, 0], aspect=1, frameon=False, \n", - " xticks=[], yticks=[], ylim=[-300, 1300])\n", - "ax1 = fig.add_subplot(gs[0, 1], ylabel=r'$V_\\mathrm{soma}$ (mV)', \n", - " xlabel=\"time (ms)\")\n", - "ax3 = fig.add_subplot(gs[1, 1], ylabel=r'V$_e$ ($\\mu$V)', \n", - " xlabel=\"time (ms)\")\n", - "\n", - "for xz in cell.get_idx_polygons(projection=('x', 'z')):\n", - " ax0.add_patch(plt.Polygon(np.stack(xz).T, ec='k', fc='none', label='__nolabel__'))\n", - "ls, = ax0.plot(cell.x.mean(axis=1)[syn.idx], cell.x.mean(axis=1)[syn.idx], 'go', ms=10)\n", - "le, = ax0.plot(ext_elec_params['x'], ext_elec_params['z'], 'D', c='b', ms=10)\n", - "\n", - "ax1.plot(cell.tvec, cell.somav, c='k')\n", - "ax3.plot(cell.tvec, 1000 * V_e[0], c='b')\n", - " \n", - "ax0.legend([ls, le], [\"synapse\", \"extracellular electrode\"], \n", - " loc=\"upper right\", frameon=False)\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Example 2: Calculating EEG signals with a complex head model\n", - "We now use the New York Head model to calculate EEG signals from the same neural simulation.\n", - "Note that this is just an example of the framework, and we do not expect single spikes to be measurable at EEG electrodes." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "from lfpykit import CurrentDipoleMoment\n", - "from lfpykit.eegmegcalc import NYHeadModel\n", - "\n", - "# calculate current dipole moment\n", - "cdm = CurrentDipoleMoment(cell=cell_geometry)\n", - "p = cdm.get_transformation_matrix() @ I_memb\n", - "\n", - "nyhead = NYHeadModel()\n", - "\n", - "nyhead.set_dipole_pos('parietal_lobe') # predefined example location\n", - "\n", - "M = nyhead.get_transformation_matrix()\n", - "# We rotate current dipole moment to be oriented along the normal vector of cortex\n", - "p = nyhead.rotate_dipole_to_surface_normal(p)\n", - "eeg = M @ p *1e9 # [mV -> pV]" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[]" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# Plotting the results\n", - "\n", - "x_lim = [-100, 100]\n", - "y_lim = [-140, 110]\n", - "z_lim = [-170, 120]\n", - "\n", - "t = cell.tvec\n", - "\n", - "plt.close(\"all\")\n", - "fig = plt.figure(figsize=[12, 6])\n", - "fig.subplots_adjust(top=0.96, bottom=0.17, hspace=0.4, \n", - " wspace=0.3, left=0.1, right=0.99)\n", - "ax1 = fig.add_subplot(241, aspect=1, xlabel=\"x (mm)\", \n", - " ylabel='y (mm)', xlim=x_lim, ylim=y_lim)\n", - "ax2 = fig.add_subplot(242, aspect=1, xlabel=\"x (mm)\", \n", - " ylabel='z (mm)', xlim=x_lim, ylim=z_lim)\n", - "ax3 = fig.add_subplot(243, aspect=1, xlabel=\"y (mm)\", \n", - " ylabel='z (mm)', xlim=y_lim, ylim=z_lim)\n", - "ax_eeg = fig.add_subplot(248, xlabel=\"Time (ms)\", \n", - " ylabel='pV', title='EEG at all electrodes')\n", - "ax_cdm = fig.add_subplot(244, xlabel=\"Time (ms)\", \n", - " ylabel='nA$\\cdot \\mu$m', title='Current dipole moment')\n", - "ax7 = fig.add_subplot(245, aspect=1, xlabel=\"x (mm)\", ylabel='y (mm)',\n", - " xlim=x_lim, ylim=y_lim)\n", - "ax8 = fig.add_subplot(246, aspect=1, xlabel=\"x (mm)\", ylabel='z (mm)',\n", - " xlim=x_lim, ylim=z_lim)\n", - "ax9 = fig.add_subplot(247, aspect=1, xlabel=\"y (mm)\", ylabel='z (mm)',\n", - " xlim=y_lim, ylim=z_lim)\n", - "cax = fig.add_axes([0.25, 0.07, 0.25, 0.01])\n", - "# Finding closest EEG electrode\n", - "dist, closest_elec_idx = nyhead.find_closest_electrode()\n", - "max_elec_idx = np.argmax(np.std(eeg, axis=1))\n", - "time_idx = np.argmax(np.abs(eeg[max_elec_idx]))\n", - "\n", - "fig.text(0.01, 0.75, \"Cortex\", va='center', rotation=90, fontsize=22)\n", - "fig.text(0.01, 0.25, \"EEG\", va='center', rotation=90, fontsize=22)\n", - "\n", - "ax_cdm.plot(t, p[2, :], 'k')\n", - "[ax_eeg.plot(t, eeg[idx, :], c='gray') for idx in range(eeg.shape[0])]\n", - "ax_eeg.plot(t, eeg[closest_elec_idx, :], c='green', lw=3)\n", - "# print(nyhead.eeg[50, :])\n", - "\n", - "vmax = np.max(np.abs(eeg[:, time_idx]))\n", - "cmap = lambda v: plt.cm.bwr((v + vmax) / (2*vmax))\n", - "\n", - "# Making cortical crossections\n", - "threshold = 2\n", - "xz_plane_idxs = np.where(np.abs(nyhead.cortex[1, :] - \n", - " nyhead.dipole_pos[1]) < threshold)[0]\n", - "xy_plane_idxs = np.where(np.abs(nyhead.cortex[2, :] - \n", - " nyhead.dipole_pos[2]) < threshold)[0]\n", - "yz_plane_idxs = np.where(np.abs(nyhead.cortex[0, :] - \n", - " nyhead.dipole_pos[0]) < threshold)[0]\n", - "ax1.scatter(nyhead.cortex[0, xy_plane_idxs], nyhead.cortex[1, xy_plane_idxs], s=5)\n", - "ax2.scatter(nyhead.cortex[0, xz_plane_idxs], nyhead.cortex[2, xz_plane_idxs], s=5)\n", - "ax3.scatter(nyhead.cortex[1, yz_plane_idxs], nyhead.cortex[2, yz_plane_idxs], s=5)\n", - "\n", - "# Plotting EEG signals\n", - "for idx in range(eeg.shape[0]):\n", - " c = cmap(eeg[idx, time_idx])\n", - " ax7.plot(nyhead.elecs[0, idx], nyhead.elecs[1, idx], 'o', \n", - " ms=10, c=c, zorder=nyhead.elecs[2, idx], mec='k')\n", - " ax8.plot(nyhead.elecs[0, idx], nyhead.elecs[2, idx], 'o', \n", - " ms=10, c=c, zorder=-nyhead.elecs[1, idx], mec='k')\n", - " ax9.plot(nyhead.elecs[1, idx], nyhead.elecs[2, idx], 'o', \n", - " ms=10, c=c, zorder=nyhead.elecs[0, idx], mec='k')\n", - "\n", - "img = ax3.imshow([[], []], origin=\"lower\", vmin=-vmax,\n", - " vmax=vmax, cmap=plt.cm.bwr)\n", - "plt.colorbar(img, cax=cax, shrink=0.5, orientation=\"horizontal\", label=\"pV\")\n", - "\n", - "# Plotting dipole location\n", - "ax1.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[1], '*', ms=15, color='orange')\n", - "ax2.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[2], '*', ms=15, color='orange')\n", - "ax3.plot(nyhead.dipole_pos[1], nyhead.dipole_pos[2], '*', ms=15, color='orange')\n", - "\n", - "ax7.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[1], '*', ms=15, color='orange', zorder=500)\n", - "ax8.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[2], '*', ms=15, color='orange', zorder=500)\n", - "ax9.plot(nyhead.dipole_pos[1], nyhead.dipole_pos[2], '*', ms=15, color='orange', zorder=500)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "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": "3.6.9" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/Example_EEG_NYHead.ipynb b/examples/Example_EEG_NYHead.ipynb new file mode 100644 index 0000000..186e524 --- /dev/null +++ b/examples/Example_EEG_NYHead.ipynb @@ -0,0 +1,324 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Example EEG signals from New York Head model\n", + "Demonstration of EEG predictions from single synaptic input, using a complex head model " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "## if running on mybinder or similar, uncomment and run the two following lines to install LFPy. \n", + "## Then restart the kernel.\n", + "#!conda install mpi4py -y\n", + "#!pip install -e git+https://github.com/LFPy/LFPy.git@2.2.dev0#egg=LFPy" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import LFPy\n", + "from matplotlib.gridspec import GridSpec\n", + "from lfpykit.eegmegcalc import NYHeadModel\n", + "from lfpykit import CellGeometry, CurrentDipoleMoment" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# create LFPy.Cell object\n", + "cell = LFPy.Cell(morphology=os.path.join(LFPy.__path__[0], 'test',\n", + " 'ball_and_sticks.hoc'), passive=True)\n", + "\n", + "# create single synaptic stimuli\n", + "syn = LFPy.Synapse(cell, idx=0, syntype='ExpSyn', \n", + " weight=0.01, tau=5, record_current=True)\n", + "syn.set_spike_times_w_netstim()\n", + "\n", + "# simulate, record currents\n", + "cell.simulate(rec_imem=True)\n", + "\n", + "# calculate current dipole moment\n", + "cdm = CurrentDipoleMoment(cell=cell)\n", + "p = cdm.get_transformation_matrix() @ cell.imem" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + " We first plot the cell response to the synaptic input" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 0, '$t$ (ms)')" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# plot cell \n", + "fig = plt.figure(figsize=(12, 8), dpi=120)\n", + "gs = GridSpec(3, 3, wspace=0.3)\n", + "\n", + "# cell setup and sensor locations\n", + "ax0 = fig.add_subplot(gs[:, 0], aspect=1)\n", + "for xz in cell.get_idx_polygons(projection=('x', 'z')):\n", + " ax0.add_patch(plt.Polygon(np.stack(xz).T, ec='k', fc='none', label='__nolabel__'))\n", + "ax0.plot(syn.x, syn.z, 'o', label='synapse')\n", + "\n", + "ax0.legend()\n", + "ax0.set_xlabel('$x$ ($\\mu$m)', labelpad=0)\n", + "ax0.set_ylabel('$z$ ($\\mu$m)', labelpad=0)\n", + "\n", + "# somatic voltage\n", + "ax1 = fig.add_subplot(gs[0, 1:])\n", + "ax1.plot(cell.tvec, cell.somav)\n", + "ax1.set_ylabel(r'$V_\\mathrm{soma}$ (mV)', labelpad=0)\n", + "ax1.set_xticklabels([])\n", + "\n", + "# synapse current\n", + "ax2 = fig.add_subplot(gs[1, 1:])\n", + "ax2.plot(cell.tvec, syn.i)\n", + "ax2.set_ylabel(r'$I_\\mathrm{syn}$ (nA)', labelpad=0)\n", + "ax2.set_xticklabels([])\n", + "\n", + "# current dipole moment\n", + "ax3 = fig.add_subplot(gs[2, 1:])\n", + "[ax3.plot(cell.tvec, p[idx], label=[\"p$_x$\", \"p$_y$\", \"p$_z$\"][idx]) for idx in range(p.shape[0])]\n", + "ax3.set_ylabel(r'current dipole moment (nA $\\mu$m)', labelpad=0)\n", + "ax3.legend()\n", + "ax3.set_xlabel('$t$ (ms)', labelpad=0)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We now initiate the New York Head model" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "New York head model not found: /Users/ehagen/Repositories/LFPykit/lfpykit/sa_nyhead.mat\n", + "Should it be downloaded (710 MB)? [y/n]: y\n", + "Now downloading. This might take a while ...\n", + "Download done!\n" + ] + } + ], + "source": [ + "nyhead = NYHeadModel()\n", + "\n", + "dipole_location = 'motorsensory_cortex' # predefined location from NYHead class\n", + "nyhead.set_dipole_pos(dipole_location)\n", + "M = nyhead.get_transformation_matrix()\n", + "\n", + "# We rotate current dipole moment to be oriented along the normal vector of cortex\n", + "p = nyhead.rotate_dipole_to_surface_normal(p)\n", + "eeg = M @ p * 1E9 # [mV] -> [pV] unit conversion" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Closest electrode to dipole: 20.02 mm\n" + ] + }, + { + "data": { + "text/plain": [ + "[]" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "x_lim = [-100, 100]\n", + "y_lim = [-130, 100]\n", + "z_lim = [-160, 120]\n", + "\n", + "t = cell.tvec\n", + "\n", + "plt.close(\"all\")\n", + "fig = plt.figure(figsize=[19, 10])\n", + "fig.subplots_adjust(top=0.96, bottom=0.05, hspace=0.17, wspace=0.3, left=0.1, right=0.99)\n", + "ax1 = fig.add_subplot(245, aspect=1, xlabel=\"x (mm)\", ylabel='y (mm)', xlim=x_lim, ylim=y_lim)\n", + "ax2 = fig.add_subplot(246, aspect=1, xlabel=\"x (mm)\", ylabel='z (mm)', xlim=x_lim, ylim=z_lim)\n", + "ax3 = fig.add_subplot(247, aspect=1, xlabel=\"y (mm)\", ylabel='z (mm)', xlim=y_lim, ylim=z_lim)\n", + "ax_eeg = fig.add_subplot(244, xlabel=\"Time (ms)\", ylabel='pV', title='EEG at all electrodes')\n", + "\n", + "ax_cdm = fig.add_subplot(248, xlabel=\"Time (ms)\", ylabel='nA$\\cdot \\mu$m', \n", + " title='Current dipole moment')\n", + "dist, closest_elec_idx = nyhead.find_closest_electrode()\n", + "print(\"Closest electrode to dipole: {:1.2f} mm\".format(dist))\n", + "\n", + "max_elec_idx = np.argmax(np.std(eeg, axis=1))\n", + "time_idx = np.argmax(np.abs(eeg[max_elec_idx]))\n", + "max_eeg = np.max(np.abs(eeg[:, time_idx]))\n", + "max_eeg_idx = np.argmax(np.abs(eeg[:, time_idx]))\n", + "\n", + "max_eeg_pos = nyhead.elecs[:3, max_eeg_idx]\n", + "fig.text(0.01, 0.25, \"Cortex\", va='center', rotation=90, fontsize=22)\n", + "fig.text(0.03, 0.25, \n", + " \"Dipole pos: {:1.1f}, {:1.1f}, {:1.1f}\\nDipole moment: {:1.2f} {:1.2f} {:1.2f}\".format(\n", + " nyhead.dipole_pos[0], nyhead.dipole_pos[1], nyhead.dipole_pos[2],\n", + " p[0, time_idx], p[1, time_idx], p[2, time_idx]\n", + "), va='center', rotation=90, fontsize=14)\n", + "\n", + "fig.text(0.01, 0.75, \"EEG\", va='center', rotation=90, fontsize=22)\n", + "fig.text(0.03, 0.75, \"Max: {:1.2f} pV at idx {}\\n({:1.1f}, {:1.1f} {:1.1f})\".format(\n", + " max_eeg, max_eeg_idx, max_eeg_pos[0], max_eeg_pos[1], max_eeg_pos[2]), va='center',\n", + " rotation=90, fontsize=14)\n", + "\n", + "ax7 = fig.add_subplot(241, aspect=1, xlabel=\"x (mm)\", ylabel='y (mm)',\n", + " xlim=x_lim, ylim=y_lim)\n", + "ax8 = fig.add_subplot(242, aspect=1, xlabel=\"x (mm)\", ylabel='z (mm)',\n", + " xlim=x_lim, ylim=z_lim)\n", + "ax9 = fig.add_subplot(243, aspect=1, xlabel=\"y (mm)\", ylabel='z (mm)',\n", + " xlim=y_lim, ylim=z_lim)\n", + "\n", + "ax_cdm.plot(t, p[2, :], 'k')\n", + "[ax_eeg.plot(t, eeg[idx, :], c='gray') for idx in range(eeg.shape[0])]\n", + "ax_eeg.plot(t, eeg[closest_elec_idx, :], c='green', lw=2)\n", + "\n", + "vmax = np.max(np.abs(eeg[:, time_idx]))\n", + "v_range = vmax\n", + "cmap = lambda v: plt.cm.bwr((v + vmax) / (2*vmax))\n", + "\n", + "threshold = 2\n", + "\n", + "xz_plane_idxs = np.where(np.abs(nyhead.cortex[1, :] - nyhead.dipole_pos[1]) < threshold)[0]\n", + "xy_plane_idxs = np.where(np.abs(nyhead.cortex[2, :] - nyhead.dipole_pos[2]) < threshold)[0]\n", + "yz_plane_idxs = np.where(np.abs(nyhead.cortex[0, :] - nyhead.dipole_pos[0]) < threshold)[0]\n", + "\n", + "ax1.scatter(nyhead.cortex[0, xy_plane_idxs], nyhead.cortex[1, xy_plane_idxs], s=5)\n", + "ax2.scatter(nyhead.cortex[0, xz_plane_idxs], nyhead.cortex[2, xz_plane_idxs], s=5)\n", + "ax3.scatter(nyhead.cortex[1, yz_plane_idxs], nyhead.cortex[2, yz_plane_idxs], s=5)\n", + "\n", + "for idx in range(eeg.shape[0]):\n", + " c = cmap(eeg[idx, time_idx])\n", + " ax7.plot(nyhead.elecs[0, idx], nyhead.elecs[1, idx], 'o', ms=10, c=c, \n", + " zorder=nyhead.elecs[2, idx])\n", + " ax8.plot(nyhead.elecs[0, idx], nyhead.elecs[2, idx], 'o', ms=10, c=c, \n", + " zorder=nyhead.elecs[1, idx])\n", + " ax9.plot(nyhead.elecs[1, idx], nyhead.elecs[2, idx], 'o', ms=10, c=c, \n", + " zorder=-nyhead.elecs[0, idx])\n", + "\n", + "img = ax3.imshow([[], []], origin=\"lower\", vmin=-vmax,\n", + " vmax=vmax, cmap=plt.cm.bwr)\n", + "plt.colorbar(img, ax=ax9, shrink=0.5)\n", + "\n", + "ax1.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[1], '*', ms=12, color='orange', zorder=1000)\n", + "ax2.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[2], '*', ms=12, color='orange', zorder=1000)\n", + "ax3.plot(nyhead.dipole_pos[1], nyhead.dipole_pos[2], '*', ms=12, color='orange', zorder=1000)\n", + "\n", + "ax7.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[1], '*', ms=15, color='orange', zorder=1000)\n", + "ax8.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[2], '*', ms=15, color='orange', zorder=1000)\n", + "ax9.plot(nyhead.dipole_pos[1], nyhead.dipole_pos[2], '*', ms=15, color='orange', zorder=1000)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/example/Example_LFPy.ipynb b/examples/Example_LFPy.ipynb similarity index 99% rename from example/Example_LFPy.ipynb rename to examples/Example_LFPy.ipynb index f23faae..7925510 100644 --- a/example/Example_LFPy.ipynb +++ b/examples/Example_LFPy.ipynb @@ -24,12 +24,24 @@ "cell_type": "code", "execution_count": 2, "metadata": {}, + "outputs": [], + "source": [ + "## if running on mybinder or similar, uncomment and run the two following lines to install LFPy. \n", + "## Then restart the kernel.\n", + "#!conda install mpi4py -y\n", + "#!pip install -e git+https://github.com/LFPy/LFPy.git@2.2.dev0#egg=LFPy" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "/Users/ehagen/Repositories/LFPykit/example\n", + "/Users/ehagen/Repositories/LFPykit/examples\n", "sinsyn.mod\n", "sinsyn.mod\n", "\"/Users/ehagen/anaconda3/envs/lfpy/share/nrn/libtool\" --tag=CC --mode=compile mpicc -DHAVE_CONFIG_H -I. -I.. -I\"/Users/ehagen/anaconda3/envs/lfpy/include/nrn\" -I\"/Users/ehagen/anaconda3/envs/lfpy/lib\" -D_FORTIFY_SOURCE=2 -mmacosx-version-min=10.9 -isystem /Users/ehagen/anaconda3/envs/lfpy/include -march=core2 -mtune=haswell -mssse3 -ftree-vectorize -fPIC -fPIE -fstack-protector-strong -O2 -pipe -isystem /Users/ehagen/anaconda3/envs/lfpy/include -fdebug-prefix-map=/usr/local/miniconda/conda-bld/neuron_1579771171236/work=/usr/local/src/conda/neuron-7.7.2 -fdebug-prefix-map=/Users/ehagen/anaconda3/envs/lfpy=/usr/local/src/conda-prefix -c -o mod_func.lo mod_func.c\n", @@ -51,7 +63,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -66,7 +78,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -75,7 +87,7 @@ "1.0" ] }, - "execution_count": 4, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -105,7 +117,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ @@ -129,7 +141,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 7, "metadata": {}, "outputs": [], "source": [ @@ -142,7 +154,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ @@ -164,7 +176,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ @@ -180,7 +192,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 10, "metadata": {}, "outputs": [], "source": [ @@ -210,7 +222,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 11, "metadata": {}, "outputs": [ { @@ -219,7 +231,7 @@ "Text(0.5, 0, '$t$ (ms)')" ] }, - "execution_count": 10, + "execution_count": 11, "metadata": {}, "output_type": "execute_result" }, diff --git a/example/Example_LFPy_MEG.ipynb b/examples/Example_LFPy_MEG.ipynb similarity index 99% rename from example/Example_LFPy_MEG.ipynb rename to examples/Example_LFPy_MEG.ipynb index c26657a..af0bdaf 100644 --- a/example/Example_LFPy_MEG.ipynb +++ b/examples/Example_LFPy_MEG.ipynb @@ -22,6 +22,18 @@ "execution_count": 2, "metadata": {}, "outputs": [], + "source": [ + "## if running on mybinder or similar, uncomment and run the two following lines to install LFPy. \n", + "## Then restart the kernel.\n", + "#!conda install mpi4py -y\n", + "#!pip install -e git+https://github.com/LFPy/LFPy.git@2.2.dev0#egg=LFPy" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], "source": [ "import LFPy, os, numpy as np, matplotlib.pyplot as plt\n", "from matplotlib.gridspec import GridSpec\n", @@ -31,7 +43,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -55,7 +67,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ @@ -77,16 +89,16 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 5, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, diff --git a/example/Example_LFPy_compare_forwardmodels.ipynb b/examples/Example_LFPy_compare_forwardmodels.ipynb similarity index 99% rename from example/Example_LFPy_compare_forwardmodels.ipynb rename to examples/Example_LFPy_compare_forwardmodels.ipynb index bdb5dd5..53a6e30 100644 --- a/example/Example_LFPy_compare_forwardmodels.ipynb +++ b/examples/Example_LFPy_compare_forwardmodels.ipynb @@ -29,12 +29,24 @@ "cell_type": "code", "execution_count": 2, "metadata": {}, + "outputs": [], + "source": [ + "## if running on mybinder or similar, uncomment and run the two following lines to install LFPy. \n", + "## Then restart the kernel.\n", + "#!conda install mpi4py -y\n", + "#!pip install -e git+https://github.com/LFPy/LFPy.git@2.2.dev0#egg=LFPy" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "/Users/ehagen/Repositories/LFPykit/example\n", + "/Users/ehagen/Repositories/LFPykit/examples\n", "sinsyn.mod\n", "sinsyn.mod\n", "\"/Users/ehagen/anaconda3/envs/lfpy/share/nrn/libtool\" --tag=CC --mode=compile mpicc -DHAVE_CONFIG_H -I. -I.. -I\"/Users/ehagen/anaconda3/envs/lfpy/include/nrn\" -I\"/Users/ehagen/anaconda3/envs/lfpy/lib\" -D_FORTIFY_SOURCE=2 -mmacosx-version-min=10.9 -isystem /Users/ehagen/anaconda3/envs/lfpy/include -march=core2 -mtune=haswell -mssse3 -ftree-vectorize -fPIC -fPIE -fstack-protector-strong -O2 -pipe -isystem /Users/ehagen/anaconda3/envs/lfpy/include -fdebug-prefix-map=/usr/local/miniconda/conda-bld/neuron_1579771171236/work=/usr/local/src/conda/neuron-7.7.2 -fdebug-prefix-map=/Users/ehagen/anaconda3/envs/lfpy=/usr/local/src/conda-prefix -c -o mod_func.lo mod_func.c\n", @@ -56,7 +68,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -73,7 +85,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ @@ -122,7 +134,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ @@ -141,7 +153,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 7, "metadata": {}, "outputs": [], "source": [ @@ -168,7 +180,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -254,7 +266,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ @@ -269,7 +281,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 10, "metadata": {}, "outputs": [ { diff --git a/example/Example_LFPy_pt3d.ipynb b/examples/Example_LFPy_pt3d.ipynb similarity index 99% rename from example/Example_LFPy_pt3d.ipynb rename to examples/Example_LFPy_pt3d.ipynb index ec8d77e..8ab61f1 100644 --- a/example/Example_LFPy_pt3d.ipynb +++ b/examples/Example_LFPy_pt3d.ipynb @@ -30,6 +30,18 @@ "execution_count": 2, "metadata": {}, "outputs": [], + "source": [ + "## if running on mybinder or similar, uncomment and run the two following lines to install LFPy. \n", + "## Then restart the kernel.\n", + "#!conda install mpi4py -y\n", + "#!pip install -e git+https://github.com/LFPy/LFPy.git@2.2.dev0#egg=LFPy" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], "source": [ "import numpy as np\n", "import neuron\n", @@ -41,7 +53,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -68,7 +80,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ @@ -78,7 +90,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -87,7 +99,7 @@ "1.0" ] }, - "execution_count": 5, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } @@ -129,7 +141,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 7, "metadata": {}, "outputs": [], "source": [ @@ -160,7 +172,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ @@ -180,7 +192,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ @@ -206,7 +218,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 10, "metadata": {}, "outputs": [], "source": [ @@ -242,7 +254,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 11, "metadata": {}, "outputs": [ { diff --git a/example/Example_NEURON.ipynb b/examples/Example_NEURON.ipynb similarity index 99% rename from example/Example_NEURON.ipynb rename to examples/Example_NEURON.ipynb index b23c21b..6e47b40 100644 --- a/example/Example_NEURON.ipynb +++ b/examples/Example_NEURON.ipynb @@ -25,12 +25,24 @@ "cell_type": "code", "execution_count": 2, "metadata": {}, + "outputs": [], + "source": [ + "## if running on mybinder or similar, uncomment and run the two following lines to install NEURON and LFPykit. \n", + "## Then restart the kernel.\n", + "#!pip install neuron\n", + "#!pip install .." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "/Users/ehagen/Repositories/LFPykit/example\n", + "/Users/ehagen/Repositories/LFPykit/examples\n", "sinsyn.mod\n", "sinsyn.mod\n", "\"/Users/ehagen/anaconda3/envs/lfpy/share/nrn/libtool\" --tag=CC --mode=compile mpicc -DHAVE_CONFIG_H -I. -I.. -I\"/Users/ehagen/anaconda3/envs/lfpy/include/nrn\" -I\"/Users/ehagen/anaconda3/envs/lfpy/lib\" -D_FORTIFY_SOURCE=2 -mmacosx-version-min=10.9 -isystem /Users/ehagen/anaconda3/envs/lfpy/include -march=core2 -mtune=haswell -mssse3 -ftree-vectorize -fPIC -fPIE -fstack-protector-strong -O2 -pipe -isystem /Users/ehagen/anaconda3/envs/lfpy/include -fdebug-prefix-map=/usr/local/miniconda/conda-bld/neuron_1579771171236/work=/usr/local/src/conda/neuron-7.7.2 -fdebug-prefix-map=/Users/ehagen/anaconda3/envs/lfpy=/usr/local/src/conda-prefix -c -o mod_func.lo mod_func.c\n", @@ -52,7 +64,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -66,7 +78,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ @@ -195,7 +207,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ @@ -222,7 +234,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 7, "metadata": {}, "outputs": [], "source": [ @@ -239,7 +251,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ @@ -283,7 +295,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ @@ -306,7 +318,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 10, "metadata": {}, "outputs": [], "source": [ @@ -325,7 +337,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 11, "metadata": {}, "outputs": [], "source": [ @@ -352,7 +364,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 12, "metadata": {}, "outputs": [ { @@ -361,7 +373,7 @@ "Text(0.5, 0, '$t$ (ms)')" ] }, - "execution_count": 11, + "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, diff --git a/example/L5_Mainen96_LFPy.hoc b/examples/L5_Mainen96_LFPy.hoc similarity index 100% rename from example/L5_Mainen96_LFPy.hoc rename to examples/L5_Mainen96_LFPy.hoc diff --git a/examples/LFPykit_demo.ipynb b/examples/LFPykit_demo.ipynb new file mode 100644 index 0000000..04a64bc --- /dev/null +++ b/examples/LFPykit_demo.ipynb @@ -0,0 +1,437 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Demonstration of LFPykit\n", + "\n", + "\n", + "## LFPy \n", + "- LFPy is for calculating brain signals (EAP, LFP, ECoG, EEG, MEG) from biophysically detailed neural simulations\n", + "- Built upon NEURON\n", + "- For both single cells and networks\n", + "- Is also a python wrapper around NEURON, to control simulations, insert synapses, etc.\n", + "\n", + "\n", + "## The problem\n", + "- There are other softwares for biohysically detailed neural simulations that might want to calculate some of the same brain signals\n", + "- If you have developed a network model outside of LFPy, it can be complicated to combine with methods from LFPy\n", + "\n", + "## Our solution\n", + "- Neural simulations and calculations of brain signals are done separatly\n", + " - Starting point for calculation of most brain signals are transmembrane currents and their locations\n", + "- Extract \"forward models\" from LFPy, and into new software independent of LFPy and NEURON \n", + " - LFPykit\n", + "- Transmembrane currents and cellular locations are given to a generic GeometryCell class\n", + "- Standadrized calculation of different brain signals" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "import os\n", + "import sys\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib.gridspec import GridSpec\n", + "from urllib.request import urlopen\n", + "import ssl\n", + "import zipfile" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Running the neural simulation\n", + "Here we use LFPy for the neural simulation, but other simulators that have representations of locations and transmembrane currents are equally valid" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "## if running on mybinder or similar, uncomment and run the two following lines to install LFPy. \n", + "## Then restart the kernel.\n", + "#!conda install mpi4py -y\n", + "#!pip install -e git+https://github.com/LFPy/LFPy.git@2.2.dev0#egg=LFPy" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "import neuron\n", + "import LFPy" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Fetch Hay et al. 2011 model files:" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "if not os.path.isfile('L5bPCmodelsEH/morphologies/cell1.asc'):\n", + " #get the model files:\n", + " u = urlopen('http://senselab.med.yale.edu/ModelDB/eavBinDown.asp?o=139653&a=23&mime=application/zip',\n", + " context=ssl._create_unverified_context())\n", + " localFile = open('L5bPCmodelsEH.zip', 'wb')\n", + " localFile.write(u.read())\n", + " localFile.close()\n", + " #unzip:\n", + " myzip = zipfile.ZipFile('L5bPCmodelsEH.zip', 'r')\n", + " myzip.extractall('.')\n", + " myzip.close()\n", + "\n", + "#compile mod files every time:\n", + "if \"win32\" in sys.platform:\n", + " pth = \"L5bPCmodelsEH/mod/\"\n", + " warn(\"no autompile of NMODL (.mod) files on Windows.\\n\" \n", + " + \"Run mknrndll from NEURON bash in the folder L5bPCmodelsEH/mod and rerun example script\")\n", + " if not pth in neuron.nrn_dll_loaded:\n", + " neuron.h.nrn_load_dll(pth+\"nrnmech.dll\")\n", + " neuron.nrn_dll_loaded.append(pth)\n", + "else:\n", + " os.system('''\n", + " cd L5bPCmodelsEH/mod/\n", + " nrnivmodl\n", + " ''')\n", + " neuron.load_mechanisms('L5bPCmodelsEH/mod/')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Set up simulation of transmembrane currents" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mechanisms already loaded from path: L5bPCmodelsEH/mod/. Aborting.\n" + ] + } + ], + "source": [ + "# Load the L5PC model from Hay et al. (2011)\n", + "neuron.load_mechanisms('L5bPCmodelsEH/mod/')\n", + "cell_parameters = {\n", + " 'morphology': 'L5bPCmodelsEH/morphologies/cell1.asc',\n", + " 'templatefile': ['L5bPCmodelsEH/models/L5PCbiophys3.hoc',\n", + " 'L5bPCmodelsEH/models/L5PCtemplate.hoc'],\n", + " 'templatename': 'L5PCtemplate',\n", + " 'templateargs': 'L5bPCmodelsEH/morphologies/cell1.asc',\n", + " 'passive': False,\n", + " 'nsegs_method': None,\n", + " 'dt': 2**-5,\n", + " 'tstart': -159,\n", + " 'tstop': 100,\n", + " 'v_init': -60,\n", + " 'celsius': 34,\n", + " 'pt3d': True,\n", + "}\n", + "cell = LFPy.TemplateCell(**cell_parameters)\n", + "cell.set_rotation(x=np.pi/2)\n", + "\n", + "# Insert synaptic input\n", + "syn = LFPy.Synapse(cell, idx=0, syntype='ExpSyn', \n", + " weight=0.03, tau=5, record_current=True)\n", + "syn.set_spike_times_w_netstim()\n", + "\n", + "# Run cell simulation\n", + "cell.simulate(rec_imem=True)\n", + "\n", + "# Extracting currents and their locations\n", + "I_memb = cell.imem\n", + "x = cell.x\n", + "y = cell.y\n", + "z = cell.z\n", + "d = cell.d" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Example 1: Calculating extracellular potentials\n", + "This part is independent of NEURON and LFPy" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "from lfpykit import CellGeometry, PointSourcePotential\n", + "\n", + "ext_elec_params = { \n", + " 'sigma': 0.3, # extracellular conductivity (S/m)\n", + " 'x': np.array([35]), # coordinates of electrode contacts (um)\n", + " 'y': np.array([0]),\n", + " 'z': np.array([0]),\n", + "}\n", + "\n", + "cell_geometry = CellGeometry(x=x, y=y, z=z, d=d)\n", + "\n", + "forward_model = PointSourcePotential(cell_geometry, **ext_elec_params)\n", + "M = forward_model.get_transformation_matrix() # get linear response matrix\n", + "\n", + "V_e = M @ I_memb # compute extracellular potentials" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + " We first plot the cell response to the synaptic input" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Plotting the results\n", + "fig = plt.figure(figsize=(12, 8), dpi=120)\n", + "gs = GridSpec(2, 2, wspace=0.3)\n", + "\n", + "# cell setup and sensor locations\n", + "ax0 = fig.add_subplot(gs[:, 0], aspect=1, frameon=False, \n", + " xticks=[], yticks=[], ylim=[-300, 1300])\n", + "ax1 = fig.add_subplot(gs[0, 1], ylabel=r'$V_\\mathrm{soma}$ (mV)', \n", + " xlabel=\"time (ms)\")\n", + "ax3 = fig.add_subplot(gs[1, 1], ylabel=r'V$_e$ ($\\mu$V)', \n", + " xlabel=\"time (ms)\")\n", + "\n", + "for xz in cell.get_idx_polygons(projection=('x', 'z')):\n", + " ax0.add_patch(plt.Polygon(np.stack(xz).T, ec='k', fc='none', label='__nolabel__'))\n", + "ls, = ax0.plot(cell.x.mean(axis=1)[syn.idx], cell.x.mean(axis=1)[syn.idx], 'go', ms=10)\n", + "le, = ax0.plot(ext_elec_params['x'], ext_elec_params['z'], 'D', c='b', ms=10)\n", + "\n", + "ax1.plot(cell.tvec, cell.somav, c='k')\n", + "ax3.plot(cell.tvec, 1000 * V_e[0], c='b')\n", + " \n", + "ax0.legend([ls, le], [\"synapse\", \"extracellular electrode\"], \n", + " loc=\"upper right\", frameon=False)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Example 2: Calculating EEG signals with a complex head model\n", + "We now use the New York Head model to calculate EEG signals from the same neural simulation.\n", + "Note that this is just an example of the framework, and we do not expect single spikes to be measurable at EEG electrodes." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "from lfpykit import CurrentDipoleMoment\n", + "from lfpykit.eegmegcalc import NYHeadModel\n", + "\n", + "# calculate current dipole moment\n", + "cdm = CurrentDipoleMoment(cell=cell_geometry)\n", + "p = cdm.get_transformation_matrix() @ I_memb\n", + "\n", + "nyhead = NYHeadModel()\n", + "\n", + "nyhead.set_dipole_pos('parietal_lobe') # predefined example location\n", + "\n", + "M = nyhead.get_transformation_matrix()\n", + "# We rotate current dipole moment to be oriented along the normal vector of cortex\n", + "p = nyhead.rotate_dipole_to_surface_normal(p)\n", + "eeg = M @ p *1e9 # [mV -> pV]" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[]" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Plotting the results\n", + "\n", + "x_lim = [-100, 100]\n", + "y_lim = [-140, 110]\n", + "z_lim = [-170, 120]\n", + "\n", + "t = cell.tvec\n", + "\n", + "plt.close(\"all\")\n", + "fig = plt.figure(figsize=[12, 6])\n", + "fig.subplots_adjust(top=0.96, bottom=0.17, hspace=0.4, \n", + " wspace=0.3, left=0.1, right=0.99)\n", + "ax1 = fig.add_subplot(241, aspect=1, xlabel=\"x (mm)\", \n", + " ylabel='y (mm)', xlim=x_lim, ylim=y_lim)\n", + "ax2 = fig.add_subplot(242, aspect=1, xlabel=\"x (mm)\", \n", + " ylabel='z (mm)', xlim=x_lim, ylim=z_lim)\n", + "ax3 = fig.add_subplot(243, aspect=1, xlabel=\"y (mm)\", \n", + " ylabel='z (mm)', xlim=y_lim, ylim=z_lim)\n", + "ax_eeg = fig.add_subplot(248, xlabel=\"Time (ms)\", \n", + " ylabel='pV', title='EEG at all electrodes')\n", + "ax_cdm = fig.add_subplot(244, xlabel=\"Time (ms)\", \n", + " ylabel='nA$\\cdot \\mu$m', title='Current dipole moment')\n", + "ax7 = fig.add_subplot(245, aspect=1, xlabel=\"x (mm)\", ylabel='y (mm)',\n", + " xlim=x_lim, ylim=y_lim)\n", + "ax8 = fig.add_subplot(246, aspect=1, xlabel=\"x (mm)\", ylabel='z (mm)',\n", + " xlim=x_lim, ylim=z_lim)\n", + "ax9 = fig.add_subplot(247, aspect=1, xlabel=\"y (mm)\", ylabel='z (mm)',\n", + " xlim=y_lim, ylim=z_lim)\n", + "cax = fig.add_axes([0.25, 0.07, 0.25, 0.01])\n", + "# Finding closest EEG electrode\n", + "dist, closest_elec_idx = nyhead.find_closest_electrode()\n", + "max_elec_idx = np.argmax(np.std(eeg, axis=1))\n", + "time_idx = np.argmax(np.abs(eeg[max_elec_idx]))\n", + "\n", + "fig.text(0.01, 0.75, \"Cortex\", va='center', rotation=90, fontsize=22)\n", + "fig.text(0.01, 0.25, \"EEG\", va='center', rotation=90, fontsize=22)\n", + "\n", + "ax_cdm.plot(t, p[2, :], 'k')\n", + "[ax_eeg.plot(t, eeg[idx, :], c='gray') for idx in range(eeg.shape[0])]\n", + "ax_eeg.plot(t, eeg[closest_elec_idx, :], c='green', lw=3)\n", + "# print(nyhead.eeg[50, :])\n", + "\n", + "vmax = np.max(np.abs(eeg[:, time_idx]))\n", + "cmap = lambda v: plt.cm.bwr((v + vmax) / (2*vmax))\n", + "\n", + "# Making cortical crossections\n", + "threshold = 2\n", + "xz_plane_idxs = np.where(np.abs(nyhead.cortex[1, :] - \n", + " nyhead.dipole_pos[1]) < threshold)[0]\n", + "xy_plane_idxs = np.where(np.abs(nyhead.cortex[2, :] - \n", + " nyhead.dipole_pos[2]) < threshold)[0]\n", + "yz_plane_idxs = np.where(np.abs(nyhead.cortex[0, :] - \n", + " nyhead.dipole_pos[0]) < threshold)[0]\n", + "ax1.scatter(nyhead.cortex[0, xy_plane_idxs], nyhead.cortex[1, xy_plane_idxs], s=5)\n", + "ax2.scatter(nyhead.cortex[0, xz_plane_idxs], nyhead.cortex[2, xz_plane_idxs], s=5)\n", + "ax3.scatter(nyhead.cortex[1, yz_plane_idxs], nyhead.cortex[2, yz_plane_idxs], s=5)\n", + "\n", + "# Plotting EEG signals\n", + "for idx in range(eeg.shape[0]):\n", + " c = cmap(eeg[idx, time_idx])\n", + " ax7.plot(nyhead.elecs[0, idx], nyhead.elecs[1, idx], 'o', \n", + " ms=10, c=c, zorder=nyhead.elecs[2, idx], mec='k')\n", + " ax8.plot(nyhead.elecs[0, idx], nyhead.elecs[2, idx], 'o', \n", + " ms=10, c=c, zorder=-nyhead.elecs[1, idx], mec='k')\n", + " ax9.plot(nyhead.elecs[1, idx], nyhead.elecs[2, idx], 'o', \n", + " ms=10, c=c, zorder=nyhead.elecs[0, idx], mec='k')\n", + "\n", + "img = ax3.imshow([[], []], origin=\"lower\", vmin=-vmax,\n", + " vmax=vmax, cmap=plt.cm.bwr)\n", + "plt.colorbar(img, cax=cax, shrink=0.5, orientation=\"horizontal\", label=\"pV\")\n", + "\n", + "# Plotting dipole location\n", + "ax1.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[1], '*', ms=15, color='orange')\n", + "ax2.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[2], '*', ms=15, color='orange')\n", + "ax3.plot(nyhead.dipole_pos[1], nyhead.dipole_pos[2], '*', ms=15, color='orange')\n", + "\n", + "ax7.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[1], '*', ms=15, color='orange', zorder=500)\n", + "ax8.plot(nyhead.dipole_pos[0], nyhead.dipole_pos[2], '*', ms=15, color='orange', zorder=500)\n", + "ax9.plot(nyhead.dipole_pos[1], nyhead.dipole_pos[2], '*', ms=15, color='orange', zorder=500)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/example/environment.yml b/examples/environment.yml similarity index 100% rename from example/environment.yml rename to examples/environment.yml diff --git a/example/requirements.txt b/examples/requirements.txt similarity index 100% rename from example/requirements.txt rename to examples/requirements.txt diff --git a/example/sinsyn.mod b/examples/sinsyn.mod similarity index 100% rename from example/sinsyn.mod rename to examples/sinsyn.mod