{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# H-He Mixture\n", "\n", "In this notebook we will calculate the diffusion and interdiffusion coefficients of Binary Ionic Mixture (BIM) of Hydrogen and Helium. This notebook tries to reproduce the data obtained from Hansen, Joly, and McDonald's [paper](https://doi.org/10.1016/0378-4371(85)90022-6).\n", "\n", "The YAML input file can be found at [input_file](https://raw.githubusercontent.com/murillo-group/sarkas/master/docs/examples/BIM/input_files/BIM_cgs.yaml) and this notebook at [notebook](https://raw.githubusercontent.com/murillo-group/sarkas/master/docs/examples/BIM/H-He_Mixture.ipynb)." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Using matplotlib backend: Qt5Agg\n", "Populating the interactive namespace from numpy and matplotlib\n" ] } ], "source": [ "# Import the usual libraries\n", "%pylab\n", "%matplotlib inline\n", "import os\n", "plt.style.use('MSUstyle')\n", "# Import sarkas\n", "from sarkas.processes import Simulation, PostProcess\n", "\n", "\n", "# Create the file path to the YAML input file\n", "input_file_name = os.path.join('input_files', 'BIM_cgs.yaml')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Simulation" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# sim = Simulation(input_file_name)\n", "# sim.setup(read_yaml=True)\n", "# sim.run()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## PostProcessing\n" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "postproc = PostProcess(input_file_name)\n", "postproc.setup(read_yaml=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Thermodynamic Check\n", "\n", "Let's make sure that the equilibration phase was $NVT$ and the production phase $NVE$." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# Equilibration check\n", "postproc.therm.setup(postproc.parameters)\n", "# postproc.therm.temp_energy_plot(postproc, phase='equilibration')\n" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Production check\n", "postproc.therm.temp_energy_plot(postproc, phase='production')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Pair Distribution Function\n", "\n", "Let's look at $g_{\\alpha \\beta}(r)$. Just for fun." ] }, { "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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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "postproc.rdf.setup(postproc.parameters)\n", "postproc.rdf.parse()\n", "postproc.rdf.plot(scaling = postproc.parameters.a_ws, \n", " y = [(\"H-H RDF\", \"Mean\"),\n", " (\"H-He RDF\", \"Mean\"),\n", " (\"He-He RDF\", \"Mean\")],\n", " xlabel = r'$r / a_{\\rm ws}$')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Static Structure Function\n", "\n", "Let's calculate $S_{\\alpha\\beta}(k)$ up to $ka = 5$ and angle average it." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "\n", "===================== Static Structure Function ====================== \n", "\n", "k wavevector information saved in: \n", " Simulations/HeH_sim/PostProcessing/k_space_data/k_arrays.npz\n", "n(k,t) Data saved in: \n", " Simulations/HeH_sim/PostProcessing/k_space_data/nkt.h5\n", "Data saved in: \n", " Simulations/HeH_sim/PostProcessing/StaticStructureFunction/Production/StaticStructureFunction_HeH_sim.h5\n", "Data accessible at: self.k_list, self.k_counts, self.ka_values, self.dataframe\n", "\n", "Smallest wavevector k_min = 2 pi / L = 3.9 / N^(1/3)\n", "k_min = 0.2279 / a_ws = 9.2974e+08 [1/cm]\n", "\n", "Angle averaging choice: full\n", "\tMaximum angle averaged k harmonics = n_x, n_y, n_z = 12, 12, 12\n", "\tLargest angle averaged k_max = k_min * sqrt( n_x^2 + n_y^2 + n_z^2)\n", "\tk_max = 4.7377 / a_ws = 1.9324e+10 [1/cm]\n", "\n", "Total number of k values to calculate = 2196\n", "No. of unique ka values to calculate = 354\n" ] } ], "source": [ "from sarkas.tools.observables import StaticStructureFactor\n", "\n", "ssf = StaticStructureFactor()\n", "ssf.no_slices = 4\n", "ssf.angle_averaging = 'full'\n", "ssf.max_ka_value = 5\n", "ssf.setup(postproc.parameters)\n", "ssf.pretty_print()\n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Inverse WavelengthH-H SSFH-He SSFHe-He SSF
NaNMeanStdMeanStdMeanStd
09.297400e+080.6025290.602529-0.301900-0.3019000.1514760.151476
11.314851e+090.9508660.950866-0.477511-0.4775110.2402350.240235
21.610357e+090.7399900.739990-0.372485-0.3724850.1881290.188129
31.859480e+090.7523970.752397-0.379395-0.3793950.1922140.192214
42.078962e+091.0025721.002572-0.506872-0.5068720.2574130.257413
........................
3491.785972e+101.1926801.1926800.4363840.4363841.3594681.359468
3501.826649e+101.2377961.2377960.4050550.4050551.1275941.127594
3511.831376e+101.3511961.3511960.4690200.4690201.2218881.221888
3521.880283e+101.2424061.2424060.3641080.3641081.0862011.086201
3531.932428e+101.3156481.3156480.3056020.3056020.9408710.940871
\n", "

354 rows × 7 columns

\n", "
" ], "text/plain": [ " Inverse Wavelength H-H SSF H-He SSF He-He SSF \\\n", " NaN Mean Std Mean Std Mean \n", "0 9.297400e+08 0.602529 0.602529 -0.301900 -0.301900 0.151476 \n", "1 1.314851e+09 0.950866 0.950866 -0.477511 -0.477511 0.240235 \n", "2 1.610357e+09 0.739990 0.739990 -0.372485 -0.372485 0.188129 \n", "3 1.859480e+09 0.752397 0.752397 -0.379395 -0.379395 0.192214 \n", "4 2.078962e+09 1.002572 1.002572 -0.506872 -0.506872 0.257413 \n", ".. ... ... ... ... ... ... \n", "349 1.785972e+10 1.192680 1.192680 0.436384 0.436384 1.359468 \n", "350 1.826649e+10 1.237796 1.237796 0.405055 0.405055 1.127594 \n", "351 1.831376e+10 1.351196 1.351196 0.469020 0.469020 1.221888 \n", "352 1.880283e+10 1.242406 1.242406 0.364108 0.364108 1.086201 \n", "353 1.932428e+10 1.315648 1.315648 0.305602 0.305602 0.940871 \n", "\n", " \n", " Std \n", "0 0.151476 \n", "1 0.240235 \n", "2 0.188129 \n", "3 0.192214 \n", "4 0.257413 \n", ".. ... \n", "349 1.359468 \n", "350 1.127594 \n", "351 1.221888 \n", "352 1.086201 \n", "353 0.940871 \n", "\n", "[354 rows x 7 columns]" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ssf.parse()\n", "ssf.dataframe" ] }, { "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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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ssf.plot(\n", " scaling = 1 /ssf.a_ws,\n", " y= [('H-H SSF', 'Mean'), ('H-He SSF', 'Mean'), ('He-He SSF', 'Mean')], \n", " xlabel = r'$ka$')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Interdiffusion\n", "\n", "The interdiffusion coefficient is calculated by the Green-Kubo relation \n", "\n", "$$ D_{12} = \\frac{\\mathcal{J}}{3Nx_1x_2} \\int_0^\\infty dt {\\rm{{ACF}_{ID}}} = \\frac{\\mathcal{J}}{3Nx_1x_2} \\int_0^\\infty dt \\langle \\mathbf{j}(0) \\cdot \\mathbf{j}(t) \\rangle, $$\n", "\n", "where $\\mathcal{J}$ is the thermodynamic factor\n", "\n", "$$ \\mathcal{J} = \\frac{x_1x_2}{S_{cc}(k = 0)} $$\n", "\n", "and $S_{cc}(k)$ is the concentration-concentration structure factor that can be decomposed into partial structure factors as\n", "\n", "$$ S_{cc}(k) = x_1x_2[x_2S_{11}(k) + x_1S_{22}(k) - 2\\sqrt{x_1x_2}S_{12}(k)]. $$\n", "\n", "Calculating the interdiffusion coefficient $D_{12}$ is two-fold in that we must compute the auto-correlation function $\\rm{{ACF}_{ID}}$ and the thermodynamic factor $\\mathcal J$.\n", "\n", "We will calculate $\\mathcal J$ first by fitting the following function to $S_{\\alpha\\beta}(k)$" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "# Define fitting functions\n", "from scipy.optimize import curve_fit\n", "\n", "def poly_fit(x, a, b, c):\n", " return a*x**2 + b*x + c\n", "\n", "def lin_fit(x, a, b):\n", " return a*x + b\n", "\n", "def inv_fit(x, a, b, c):\n", " return a*np.exp(b*x) + c" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As you can see from above $S_{\\alpha\\beta}(k)$ are pretty noisy. Therefore we choose only those $ka$ values for which we have averaged more than three $S_{\\alpha\\beta}(k)$." ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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IO/z9/et1/uHDh4mJiSY/P99JI3Jtc+feyaxZVyk9jCZR39gTorFMnz5D6SGIFs56b6X6TMOT2BNKkWSpGXvjjde5/PLL6dSpEwDx8fHodG7s3bunyrmzZl3F3Ll31ni9SZMm8tBDD1Y5vmzZskbZ5PLXX39lzJjRhIaGEBgYQO/evfnHP/5uc85nn33KkCGDCQwMICQkmIEDB/Dss89abl+69HN0Orcqf9599506j8N8jZ49e1S5beXKleh0bgQGBjj8PM0KCgrqdX6fPn0YOnQYb7/9doMf21XNnXun3fg4cOAACxe+xZIln1vOrS7e7V3TXpK1d+8edDo34uPjq73vxo0b0encSEtLq3Jb//79efHFF+v2xOqpvrEnRGOx9/+PEPWRY5Us5dejsiSxJ5SiVXoAwr6CggI+++wzfv75Z6WHUifr1q3jpptu5Nlnn+N//1uERqMhNjaW33771XLOkiWLeeSRR3jzzTcZP34CJSUlHDt2jJ07d9hcy8vLixMnYm2O+fn51Ws8Hh4eZGVlsWnTJsaOHWs1hiW0b9+e9PR0B56lLUfmT99+++3Mm3cvCxYsQKuVHz9HTJw4kcWLl9gcCwkJcal/T5m7L5SSnJyk9BBEC5dlkyzV/XeZxJ5QilSWmqmVK1eiVqsZOXKUIo+/ffs2Jk6cgL+/HzEx0dx//301duD644/lDB06lCeeeILu3bvTpUsXZsyYwSef/M9yzu+/L2fWrFncffff6dy5Mz179uS6667j3/9+0+ZaKpWK8PBwmz9eXl71Gr9Go+Fvf/sbS5YsthxLS0tjxYo/+Nvfbqn38121ahXjx4+jTZtQwsLacMUV0zl58qTldnPV76effmLatMvx9/ejb9++rF271uZxJk+eTEZGBhs3yk7kjnJ3d68SH1qt1qZCNHfunWzatIkPP/zQUn2qqULUFEpKSvjnP/9Jhw4xBAT4M2LEcFavXq3omIQQoqllW0/Dkw9+RAvgOh/FWin4d1dFHtfr/07WfpLJ1q1bGDhwICqVyokjsu/w4cNMnz6dZ599jo8++pjMzAweffRR7r77br777ju79wkLCyc2NpaDBw/Sr18/u+eEh4exfv0Gzpw5Q8eOHZ35FAC44445jBo1knfeeRdfX1+++upLRowYQadOto9dl+ebn5/PAw88SJ8+fSgsLOS1117j1ltv4dChw+h0Osu1nn32WV5//XXeffc9XnvtVW655W+cPh2Hj49xXxydTke/fv3YtGkTEydOdPq/QX0dvzCp2tvCAx4m0Mc4ZzwzbzlJWW9Xe26PthVJ4tnkeykqPVXreY1p4cK3OHXqFN26deOll14GIDQ01CmPVVd33TWXM2fOsHTpF0RFRfHnnyu5+upZbNu2vdqfmep4e3s7aZRC1GzYsBFKD0G0cDbJUkndp+FJ7AmluGSy1BKcO5dAeHi43dsmTJiAWm1bFCwqKuLmm2+u9bqLFi1i6dKlNsfKTZvDmS1c+B9mz57NI488Yjn23nvvM3ToEFJSUmjTpk2V6953331s3bqFIUMG07ZtW4YMGcrEiRO4+ea/WRKFp59+hkOHDtG9ezc6d+7MkCFDmDRpMjfeeCNubhVrpvLz86usKcrMzKr1uVXWq1cvevXqxffff8fcuXexZMkSHnvs/ygvL6v3873mmmts7rNo0SKCg4PYvXsXo0aNthx/6KEHmTHDmFC89NLLfPnllxw8eMDmnIiISM6di6/38xFGq1atsomP0aNH8/vvy23O8ff3R6fT4eXlVe3PUU3XBNDr9XUeU5cunascKywstHwdFxfHd999x6lTp2nfvj0A8+bdx19/rWPRov/x3nvv1/mxwPgz60rTDkXzkZOTrfgHD6Jls+6GV1ReTplej1Zd+0QniT2hFJf837Y+FR6lFBUVEhZWNSkBWLr0C3r16mVzbN68ey1ff/3119x33zzL97//vpzRo41v1mfPns3TTz9jc9/Vq1fx8MMPW77ft28/cXGn+eGHHyzHzPu6nDkTZzdZ8vb25tdffyMuLo6NGzewc+dOnn76af71r3+xdes2wsLCiIiIYPPmLRw5coTNmzexfft27rtvHu+++w4bN26yTLXz8vJi9+7GWcg5Z84clixZQp8+fbhw4QLXXHMNP/zwvc05dXm+cXFxPP/88+zevYvU1FT0ej16vZ6EhPOMspop2adPH8vXkZGRAKSkpNo8nqenB4WFRY3y/BpbXSs9gT4zLFWm2nQI+7AhQ6pizJgxfPBBxTU9PT0b/ZoAR48eZfbs6yzf9+vXj4SEc0DVBG3NmjUEBATa3P/KK6+0fL1//34MBgP9+vW1Oae4uJjx48fXe7xFRUW4u7vX+35CNNTx48fo1KnqhwNC1JX1miUwVpcCPDxqvZ/EnlCKSyZLLUFwcHC11ZS2baPo3Nn2F4b1mp6ZM2cydOhQy/dRUVGWr/39/avc9+DBgzbf6/V67rzzTh588KEqj219LXs6depEp06duPPOuTzxxD/p1asnH3/8sU3Hu969e9O7d2/uvXceW7duYfz48fz44w/cdtvtgHHNUuUxOur662/gscce46mnnuKGG26w+8a6Ls/36quvJioqkv/+9wMiIyPRarX069eX0kqdfKwrZOYplJUrFJmZmURHRzf4ubkqLy+vRouPmq6ZnZ1l8/1vv/1maaxQOY5iYjoQEhJic8x6eqZer0elUrFt23abGLF3LSGEaM1yKidLpaV1SpaEUIpTkqXXXnuNn376idjYWNzd3Rk+fDivvfYavXv3rvF+H3zwAf/+97+5dOkSvXr14u2332bMmDHOGGKz17//gCrT5erK19cXX19fhx97wID+HDt2rMFvSGNiYvDy8iI/P6/ac3r06AlAXl715zSEn58f11xzDV9++SWvv/663XNqe77p6emcOHGcd999l3HjxgGwf/8+ysrK7J5fm6NHjzJr1iyH7ivqTqfTVZli2hANSXD79++PwWAgOTnZEkMN4SFvLIRCunbtpvQQRAtXubJU1454EntCKU7phrdhwwbmzZvHtm3bWLduHVqtlkmTJpGRkVHtfb777jseeughnnzySfbv38/IkSOZNm0aCQkJzhhiszd58mROnDjeKC2u6+uxx/6P3bt3c99989i/fz+nT5/mjz/+sJnqV9mLL77IE088wcaNGzl79iz79+/n7rvvIi8vjxkzZgJw//338corr7Bt21bOnTvHzp07uPPOOXh5eTFp0mSnPZ8PPviQS5eSGDRosN3ba3u+gYGBhISE8Omnn3L69Gk2bdrEfffd59Cakfj4eBITE536fIVRdHQ0u3fvJj4+nrS0tHqtQWpsXbt25aabbuKuu+aybNkyzpw5w969e1i4cKFD2wPIeiWhlNBQ+9PDhairHNOapUB344c+eXXca0liTyjFKcnSqlWrmDNnDr1796ZPnz588cUXpKamsnXr1mrvs3DhQu644w7uvvtuevTowXvvvUdERAQffti46x1aij59+jBkyBC+/95+9zln6tu3L+vWrePcuXNMmjSRwYMH8fTTT9GmTVi19xk7dizx8fHMnXsnffv2YcaMKzh37hw//fSzpTo4ceIkdu/exc0330yvXj2ZPXs2YGyT3rVr3ToUmlt0L136ee0nm3h4eBAcHOzw81Wr1Xz11dccPnyYAQP68+CDD/L88y+g09V/zch3333H5MmTZRpeE3jkkfmm7oN9iYyMUPyDl0WLPuW2227nySf/SZ8+vZk1axabN28mOrp9va/lrEqsELXZunWz0kMQLZy5shRpav5U1454EntCKSqDeSW7E126dInIyEg2b95saTRgraSkBC8vL7755hvLG2gwdlg7cuSI3T1pPvnkEz755BMALlxI5PXX/wUYp3X5+fmzc+d2AP797zc4cOAA2dnZgHEdiZ+fH/n5eZSVGafo+Pr6UFJSSrHpB9jT0xO1Wk1+fj5gXIfi6elp2XfHfI28vDzLNB9fX19KSoopLjb+0Ht5eQIqCgoKAOOUIA8PD8s11Go1vr6+5ObmWj7x9vPzo6ioiBLTL44tW7bw+OP/x+bNW9BoNLi769Dp3MnNzQWMewn5+PiQk5NjaUjg5+dHYWGhZW2Ft7c3er3e0pnL3d0dnc6N3Fzjmy2tVoO3t+01/P39KSgosLlGeXk5RUXGpgQeHh5otVrLGzatVou3t7fl39h8jfz8fMtUNR8fH8rKymyuodFobP6Nvby8an2d1q79i+uuu5bNm7fQo0cPRV+nrKxMvLy8TevFDBQUmP+N7b9OqampDB06hI8//oTJkye36tepOf481fV1agk/T3p9OV5e3hQVFTF69Gg+//xLm997YWHhDBo0mBUrllv+zadOncbWrZvJzMwEYOzYy0hMTCQu7jQAvXr1wdPTkz17dgEQGRlFnz59WbVqpem5ejB58hQ2bdpITo5xbOPGTSA+/izx8WcB6NevPxqNhn379gLQrl17unXrztq1q03P3Yfx4yewfv06y/TcSZOmEBt7gvPnjcnswIGDKC8v5+DBA4BxPVhMTAc2bFhnek38GTv2MtasWU1xsfHfcOrUaRw+fIiLFxMBGDx4KIWFhRw9ehiATp06ExUVxaZNxv9LAgMDGTVqDKtWrbS8LtOnz2Dv3j2WjS+HDRtBTk42x48fA4xTgEJD21jesIWEhDJ8+AhWrFiOXq9HrVYzffoMduzYTlqasanLqFFjSE1N4eRJ4ybblf9/aomv088/L2Pw4CHyOjXz16m5/jwdPXaUu84nYADGRUax4WIi94eEMrV9dK2vU15eHgMHDpLXSX6enPY6vfHGK+zZU7XBWJMkS9dffz2nTp1iz549aDSaKrdfvHiRqKgoNm7cyNixYy3HX3zxRb766itiY2NrvH7//gNYu3aD3dumTBnPzp27GjR+Jb3//nvMnHmlVCJMnnhiAV5e3jYNI5SSn59fr/1uTp48ycaNG7j77r87cVTCFVjH3rBhQ1m9er3CIxKuYseO7QwfLvvdCMdkFxfT+dNP8NXpmBrdgR9PxfL+hEnc0L1HrfeV2BPOdvnlE+0mS06f+D5//ny2bNnCli1b7CZK1ipvwGowGBTZlLU5uf/+B5QeQrPy+utvKD0Ei/puDNq1a9c6TzcUoiayKa1QirxZFQ2RZaqK+Ovc8dEZO4Pm1bHBg8SeUIpT1iyZPfLII3zzzTesW7eOjh07VnteSEgIGo2GpKQkm+MpKSmEhVW/TkYIJVlPkxKiKUnsCaWYp84I4Yhs09Rqf3d3fNyM2yvUtRuexJ5QitOSpYceeoivv/6adevW0b179xrP1el0DBo0iDVr1tgcX7NmDSNHjnTWEIUQQghRD0p2lRQtX7a5suRuXVmqW4MHiT2hFKckS/fddx+LFy/mm2++ITAwkKSkJJKSkiwLmN9///0qCdT8+fNZsmQJixYt4vjx4zz00ENcvHiRe+65xxlDFEIIIUQ9qdVOnZAiWrlsU+OfAHd3vE2VpbySulWWJPaEUpyyZumDDz4AYOLEiTbHn3vuOZ5//nnS0tKqNG244YYbSE9P5+WXX+bSpUv07t2bFStWSGMD0Wz5+/srPQThoiT2hFKmT5+h9BBEC2ZuG+7n7o63W/0qSxJ7QilOSdMNBoPdP88//zwAzz//PPaa8M2bN4/4+HiKi4vZu3evTWc8IZobcytsIZqaxJ5Qyo4d25UegmjBzBvSBri74+NWvwYPEntCKVLTFMJB5j1vhGhqEntCKea9VIRwRJbVNDwfnXkaXt0qSxJ7QimSLAkhhBBCCKczr1ny01VUluraDU8IpUiy1IxlZmbStm0UcXFxSg9F2OHj49Po11yw4HEeeeThRr+uK5g7905mzbpK6WE0CWfEnhB1MWrUGKWHIFqwbDuVpfw6rlmS2BNKkWSpGXvjjde5/PLL6dSpEwDx8fHodG7s3Vt1d+FZs65i7tw7G/R4zr5+QUEBTz/9ND16dMfX14eIiHAuu2ws3377reWc1NRUHnjgfrp06YyPjzdt20YxdeoU1q5dazln0qSJ6HRuVf5kZWXVeSzma7z66qtVbrvpppvQ6dx46KEHa7yGM6ZCPfbY/7F06VLOnDnT6NduDebOvdPua3/gwAEWLnyLJUs+t5w7adLEWl9D8zXtJVl79+5Bp3MjPj6+wWNu7OvLNDyhlNTUFKWHIFowc7Jkvc9SXdcsSewJpUiy1EwVFBTw2WefMWfOHKWH0mjuu28eP/74A2+++R8OHz7CihUruPnmm8nMzLCcc8MN17N7924+/vgTjh49xi+//MLUqZeTnp5uc63bb7+dhITzNn/q2yGsXbt2LF36uU2zkfT0dJYv/5127drVev+ioqJ6PV5dhIaGMmnSZD755ONGv3ZrMXHixCqvfe/evfH39ycgIEDp4TUJZ8SeEHVx8mRs7ScJgbHZ112rVvLw+r8sx2yTJVODhzquWZLYE0qRZKmZWrlyJWq1mpEjRzl0f4PBwJtvvkn37t3w8/NlwID+fPXVV402Pkeuv3z5ch5//HGuuOIKYmJiGDBgIP/4xz3ce+88ALKystiyZQuvvPIqEyZMIDo6msGDhzB//nxuuOEGm2t5eXkRHh5u80elUtXrOUydOpW8vDw2btxoOfb1118xdOhQOnToUOvz/eGH723OefLJJ+nVqxd+fr506dKZJ554wuZN7Ysvvkj//v357rvv6N69G0FBgVx77bWkpaXZXGfGjBl899139XoursTd3b3Ka6/Vam0qOHPn3smmTZv48MMPLdWnhlaIAI4dO8ZVV11JUFAgUVGR3HLLLSQlJTX4uk11fSGEaCo5JSX8Gnear44fsxzLskqWvOvZDU8IpThln6XmTvfa64o8bsk/n6jzuVu3bmHgwIH1TgDMnn32WX766Sfeeeddunbtyo4dO7j33nsIDAxk+vTpDl2zodcPCwtn1arVXHvtdXarQD4+Pvj4+LB8+e+MGjUKDw+PBo+zJm5ubtxyyy0sWbKYcePGAbBkyRIefvgRPv98ic251T3fyMgoy/P19vbmf//7hMjIKI4fP87999+Hu7s7L7zwguU6587F88MPP/D99z9QUJDPLbfcwrPPPsMHH3xoOWfIkCEkJiYSFxdnmYLZVIJXzqr2toW97uX29lMB+DxhFfOPfljtuenTfrF8PWHrfA7m2J9WaH1eY1q48C1OnTpFt27deOmllwFj1a4hLl26xMSJE7jjjjm8/voblJaW8uyzz3LNNVezZcvWBm+YWJ/rO/tnQ4jq9OjRU+khCAV9eewofyWc45PJU3HTaGo8t0yvt3xtMBhQqVRkW7UO99RqUatUFJeXU1peXuv1JPaEUlwyWWoJzp1LIDw83O5tEyZMqPLGrKioiJtvvhkw7sHyzjtvs2LFSkaPHg1Ahw4d2LNnNx999GGtyZKzrv/hhx9y++23ERERTu/evRkxYgQzZ17JpEmTANBqtSxa9Cn33nsPixYton///owcOZJrr72WoUOH2Vxr0aJFLF261PL9zTffzH//+0GNz8ue22+/gxEjhpOTk8OpUyc5d+4c1157rU2yVN3z3bVrp83zfeqppyz3iYmJYcGCBbz11ls2yVJZWRmffvqpJVmcO/culi6tWGcDEBkZCcC5c+eaPFlqCVatWkVgYIDl+9GjR/P778ttzvH390en01kqkPW9JoDe6j96gI8//pi+ffvy2muvWY4tXryYsLA27N27hyFDhjbZ9TW1vKkQwln8/GRDZFf2yIZ1APwZf5aZnTrXeG5Jebnl61K9Hp1GY9MNT6VS4ePmRk5JCXmlpQTW8ntNYk8oxSWTpfpUeJRSVFRIWFgbu7ctXfoFvXr1sjk2b969lq+PHz9GUVERM2ZcYVOZKi0tJTo6BoCZM2ewZcsWANq3j+bgwYONen17xowZQ2zsSXbu3Mm2bdvYsGE906dP46677rJUVq655hqmT5/Oli1b2LFjB6tXr+Ktt97ixRdf4oknKl632bNn8/TTz1i+9/Pzq/Zxa9KjRw/69u3Ld999y8GDB7n++uvx8vKyOaeuz3fZsmW89967xMXFkZeXR3l5OeVW/1mA8d/auqoWGRlBSortolVPT08ACgsLHXpODVHXSs/t7adaqky1WTdqYQNGVNWYMWNsKnHmf6/GvCbA0aNHmT37Osv3+/fvY/PmzVWSHoC4uDMUF5cwc2bFDvP//e8Hlg8YGuP61slSfn5+vdfoCdEYdu7czowZVyo9DKEwQ+2nUFQpWdIbDBSXl6NTq/HUGt9++rjpyCkpIb+0lMBaKuYSe0IpLpkstQTBwcFkZmbZva1t2yg6d7b9RMf6Db75E+uff/6lSqMCN9Mc4Y8++tjyZtx8rDGvXx03NzdGjx7N6NGjefzxx3n11Vd5/vnnePzxBcTExADGKUaTJk1i0qRJPP300/zjH3/npZdeZP78+ehMrUb9/f2rjNFRd9xxBx999BFnz57ljz/+qHJ7dc83NzeXoKAgAHbu3MEtt/yNp59+hjffnIK/fwDLly9nwYLHqzx/ayqVqkqFISPD2PAiNDSk4U+uFfLy8mq0176ma2ZnZ9l8r9frmTZtOm+88UaV+4eFhaHVatm9e4/Nsca8vhBCNBde2trfPhaXV3TtLNPryTV18fR3d7d88Oijc4N8yKtj+3AhlCDJUjPVv/8Am2lm9dGjR0/c3d1JSDjH+PHj7Z4TFRXl8Njqcv26X6sHAHl5eTWeU1ZWRlFRkSVZakyzZ1/Po48+SnR0TJXpfsbHt/98CwoKLEnktm3biYqKspmKl5BwzqHxHD16FDc3N3r37uPQ/YWRTqerUtlriP79B7Bs2Y9ER0dX+6FAQ5K4ulzfrLbbhXCWsLDap7WK1s9TW/vvoOIy28pSjlVzBzNL+/CS2ps8SOwJpUiy1ExNnjyZJ5/8J+np6QQHB9frvr6+vjzyyHwWLFiAwWBg9Ogx5OXlsWvXTtRqNXfddXeDxubo9SdNmsgNN9zAoEGDCAoK5vjx4zzzzDN07dqNHj16kJ6ezk033cjtt99Bnz598PX1Ze/evfznP/9hwoQJDk+1q8vziY8/V+06kLo83y5dupCYmMjXX3/N8OHDWbNmtcMd7bZs2cLo0aOrTAcU9RMdHc3u3buJj4/Hx8eHoKCgBjVhuPfee/nss0+5+eab+b//e4yQkFDOnj3Ljz/+wL/+9W98fX0bNN76XF9iQyhl0KDBSg9BKMR6mw1vt9rfPhbZVJbKbTrhVVzH3BGv9sqSxJ5QirQOb6b69OnDkCFD+P57x95wv/DCCzzzzDMsXPgW/fv3Y/r0afz888/ExHSo/c5Ouv7kyVP46quvuOKKK+jTpzcPPvgAo0ePYuXKlWg0Gnx8fBg6dBjvv/8ekyZNpH//fjz77DPceOONfPXV13Ue24svvohOV79P3v39/fHx8anX8/3hhx8sz3fGjBnMn/8ojz32KIMGDWTt2r947rnn6jUGs++++44775zr0H1FhUceMU7b7NevL5GRESQkJDToepGRkWzYsBG1Ws2MGTPo378fDz74IO7u7rhb/effFNfPzs5u8OMJ4YgVK5bXfpJolQqtNsNWq2p/+1hcac2SuROeTWVJV/e9liT2hFJUBuuPClqo/v0HsHbtBru3TZkynp07dzXtgBrJqlWrmD9/PocOHZLuV/Vw551zSEpKYsWKlU59nOzs7EZfZL9ixQqeeOIJ9u3bh7YOc8KFa7KOvWHDhrJ69XqFRyRcxfLlv8kiexeVXlhI98WLAPhr9o30rWU7htXxZ/mbKcHZcfOt7E9J5t61q7m6cxc+mXI5APPWruaHk7G8N2ESN3bvUeP1JPaEs11++UT27NlT5bi8G2vGpk6dyr333sOFCxeIjo5WejgtgsFgYMOGDfz55yqnP5aje2DVJD8/n0WL/ieJkqiRM2JPiLqQ9XKuq6CsfpvHWleWyvR6S9vwAPeKrnfmNUv5ddiYVmJPKEXekTVz99//gNJDaFFUKhVnzpxtksdyxhqq2bNnN/o1RevjrPV7QtRm6tRpSg9BKKSgtKz2k6zYTsOzv2bJMg2vDmuWJPaEUmTNkhAOys+vvoOfEM4ksSeUsnXrZqWHIBRSUIfqj7WiMtvW4fa64XnXoxuexJ5QiiRLQjiorKzx2lILUR8Se0IpmZmZSg9BKKSgrCGVJb39ylI9uuFJ7AmltPpkSaVSU1rPT0OEEKIlKC0tRVWHrlRCCNFQ9V+zVJFcler1ZBcXAdW1Dpf3aaL5avX/y4aFhXP8+HGlhyFaIV/f6luNC+FM5tg7fvy4bNQomtTYsZcpPQShkPpOw7OpLJWXk21qDx5gs2bJPA2v9sqSxJ5QSqtPlubMmcuCBQs4dOiQVJhEoyqpwxxrIZwhP7+AQ4cOsWDBAubMkT25RNNJTExUeghCIQ2fhmeqLOmqTsOrrRteQWkpFy5cqNfjC9FYWn03vPHjJwDwzDPPkpychMGgV3hEorUoKCjEy8tT6WEIF1RUVERMTEf+8Y95lt9xQjSFuLjT9OjRU+lhCAXUu7JUZts6PKfYWD3yt1dZquHaibm5jPzmS4Z5ePB9z171GoMQjaHVJ0tgTJjkDYVobLJBnlCKxJ4QoqkV1rOyVFRpzVKWnTVLlspSDdPwTmZmUlBWxv7Cwno9vhCNpdVPwxPCWXr16qP0EISLktgTSpHYc10NWbNUUl5Orikh8jNVk6BiU9qaKkvmpCurvJwk2TZBKECSJSEc5OkpU/CEMiT2hFIk9lxXvbvhWVWi0ouKMAC+Oh0adcVbT+86tA63rmgdTE2t1xiEaAySLAnhoD17dik9BOGiJPaEUiT2XFdBaX2n4VVUltIKCwDbTnhQt254NslSSkq9xiBEY5BkSQghhBBC1Kj++yxVJEvppvVGfjrbZMlDo0GjUlGi13MwNYWZPy9jd9Ilm3MKrR73QKokS6LpSbIkhIMiI6OUHoJwURJ7QikSe61fckE+s375iT/OxNkcr3frcKvz00zJUuXKkkqlslSXfoiNZceli3x34oTNOUVWXfUOpKRgMBjqNQ4hGkqSJSEc1KdPX6WHIFyUxJ5QisRe67fz0iW2XkxkyZHDNsfr2+DBdhqeMVnyr5QsQUVHvAt5uQCcyc6yud26spRaWEBSfn69xiFEQ0myJISDVq1aqfQQhIuS2BNKkdhr/cyVm7M52TbH6z8Nr2plyX6yZKwsJeZWlyzZVrRkKp5oapIsCSGEEEIIG+dzcymxqg7Vt8GD9aa01TV4APDR2VaWEvPybBIk89fuKhUAByVZEk1MkiUhHOTu7qH0EISLktgTSpHYcx16g4GEnBzL94XVVJbO5WTztz9+Z09Sks1x62l4OaZud/YqS+b24WlWm86es6pqFZmSpa6mtvUHpCOeaGKSLAnhoMmTpyg9BOGiJPaEUiT2XIv1lLjqKku/nj7N6nPxfHHsqM1x62l4ZjVNw7N53KyKxzU3eJhu2hD5UKo0eRBNS5IlIRy0adNGpYcgXJTEnlCKxJ5rOZNdUeGpbs2Sefrcxfw8m+PWrcPN/HXVN3io7nHNFa3ypEsEuLuTWljIxTzjY61PSJC9l4TTSbIkhINyKi1+FaKpSOwJpUjsuRbbypL9ZMmcuCRVSpaK7LQatzsNT2ensmT1uIWmClVZURH9Q9sAxnVLmUVF3Lzid679/ZcqTSCEaEySLAkhhBBCiCrOmqbD6Q0GmzVI1hLNlaW8OlSW7CRLIR6eVY5ZT8OzbvDQ15QsHUhN4VJ+HmV6PdnFxayOP1v7kxHCQZIsCeGgceMmKD0E4aIk9oRSJPZci7l9eE1tw81JUk5JCXmmRg7lej2len2VcwPsNAiJ8fe3fK0y/W1dWTJXqIYNGkL/NqZkKSWFjKIiyzk/noytw7MRwjGSLAnhoHj5JEsoRGJPKEViz7WY24dX19yhoLTUJmm5ZJqKZ6+qBODvXnXKXYxfRbIU4++Pm1rNpfx8y7Q/c2UpMyWJfqbK0qHUFJvueWsTzpFu9b0QjUmSJSEcJG8ahFIk9oRSJPZci7l9eHXrlS5VWqdkrjJVlyz52FmfFO3vZ/k62MOT9n7G7+NNVS1zZSn14kXa+foS5OFBelERh6z2WyrT6/kt7nRdn5YQ9SLJkhBCCCGEsOtMdla1DRQSK61TupifD0C+neRKBXhrq3a+a+PpZXNOR/8A4+Oa1i0VmB5bp1Khslq3tC4hAYAYU3L1QzVT8b6PPcFnRw7ZvU2IupBkSQgH9evXX+khCBclsSeUIrHnes5kZ1e7ZqlKsmT63npqnpmPTodKpapy3PpYVnFxRbKUbVtZGtinL4ClI97R9DQAbu7REy+tG7uTLhGfbdutsbS8nEfW/8U/N2+SjnnCYZIsCeEgjUaj9BCEi5LYE0qR2HM9Z7KzamgbbuyE52uaXmduH55ZVHX9kK+dzWcryyouooOp4cM50zQ8c5JjbjHeLzTU5j7tfP24omNHoGqjh4TcXEr0evQGAyXVTA0UojaSLAnhoH379io9BOGiJPaEUiT2XIenVgvA2exsy1S4ysyVpUFtwoCqlSVfqzVKPrqqU/DMzE0eYvz8CfIwdszLKi62dNVTAYcP7Aegv+mxzII8PLiuazfAOBXPYDBYbrPuqifJknCUJEtCCCGEEMKGOYE5W0NlybzH0uDwcAAumitLxcZkqY1XxXokXzvNHcy+nTGT2V278f6kyfiZ9mLKKSmxbEjrqdVaputF+fgQ7FHRgjzYw5OxbdsR6unFmews9qckW26z3q+pzE4rcyHqQpIlIRzUrl17pYcgXJTEnlCKxJ7riPbzQ61ScT43l+ziYrvnmCtJg8MjALiUZ56GVzVZ8qlhGl6ngEA+mDSFjv4Blul6uSXFFJZWJEvm2FOpVPQz7bcEEOzpiVat5pouXQHbRg82lSW9VJaEYyRZEsJB3bp1V3oIwkVJ7AmlSOy5DjeNhna+vugNBk5kZtg9xzwNr19oG7RqNelFRRSVlVmm4Vl3urPXNtweP9NeTDnFJRSZKkseWq1N7PUPrZiKZ562N7ubcSreL6dPUWqacnfGquFDablUloRjJFkSwkFr165WegjCRUnsCaVI7LmWDqapeEfSUqvclltSQm5JCZ5aLcEeHoR7eQNwKT/fqrLkbTnfx636NUvWLJWl0hKbypJ17JmbPHhqtXiZrts3JJSugYGkFRay4cJ5wHYaXqlMwxMOkmRJCCGEEMJFGQwGS3vuyjoEBABwLD29ym3m9UqRPj6oVCoifHwA49Q8e9PwalqzZM2yZqm4Ys2Sh6nZhNnAsHDc1GrLuiowTs+zNHqIPUFxeTkXTGMEmYYnHCfJkhAO8vb2UXoIwkVJ7AmlSOy1Pi/v2E7Xz/7H2Up7FAF0NLXxzi0pqXKbeQpelClJivQ2VpGS8vPsNnioac2SNW83N1RAQVkpeSXGxhKeWjeb2Av39uaPq69j6bQrbO57bRdjsrTy7BmOpqWit+qMJw0ehKMkWRLCQePHT1B6CMJFSewJpUjstT77U5IpLCtj56WLVW4zbxBrT2KuubLka/rbVFnKz6tYs+RAZUmtUlnWN6UWFgDgqdVUib0BYWHE+PvbHGvv58fwiEiKyst5d/8+m9ukdbhwlCRLQjho/fp1Sg9BuCiJPaEUib3WYcGmDby6cztQMT3NunOcWYdKyYi1KpUlu9PwrNYs1bDPUmV+pmQppcCcLLnVOfZmm6bi/XEmzuZ45TVLOcXFlnEKURNJloRwUL5pPwkhmprEnlCKxF7Ll1dawmdHDvO+qfJinp5mbxpeez9/1Kb9jawZMHA6KxOAaNO6oQjTNLkLVq3GQz09LffxreM0PAA/nXHdUnJ+PgAeGk2dY+/KTp3Rqau+vbVOlvQGA9N/+pEx335d7R5SQphJsiSEEEII4SKKy4yVpFK9npLyckpMLbXtVZbcNRramqbZWcsuLuZQqrFDXt8QY2c6c7J0PCMdA+Dv7o67VmO5T11bh1ufm2KehlfHTnoAAR4eTI7pYPnenDiVWk3DO5qeRmxmBskF+exOulTnawvXJMmSEA6aNGmK0kMQLkpiTyhFYq/ls167k19aSql5Gl5WFgarhghmHa2m4kWaEqLYjAzic7Jx12joGhhovM00De9cTg4Age4euKkrkqW6rlmCiml4qeZpeBptvWLPPBUPoItpfNaVpfUJCZavNydeqPN1hWuSZEkIB8XGnlB6CMJFSewJpUjstXxFVslSQWmpJYnIKy0lrbCwyvkdrJo8dDS1El99Lh6AnsHBuGmMCVGYlxfWE/ba+friZjUdrn7T8IznJheYpuFpNfWKvUnRMbT18SXS24cY0/itk6V1CecsX29NTKzzdYVrkmRJCAedP59Q+0lCOIHEnlCKxF7LV6WyVF6RRNibitcxoKKy1MmUeGw1VWP6hbax3Oam0dg0dIj287NJlurT4MHXToOH+sSeu0bD2tk3sO76G/E27dFknoaXV1rCrqRLqFUqNCoV+1OSybPTGl0IM0mWhBBCCCFcRFF5xQa01tPwwH6TB+vKUidTZclcpekbGmpzbqSPdbLkj8YqWfLS1qcbnrHBg7nS5WG19qmugj09Cfb0RGuaClhiGvPWxERK9XoGtgljQJswyg0Gtttpmy6EmSRLQjho4MBBSg9BuCiJPaEUib2Wz6ayVFZqMz3NbmXJas2SOVky6xvSxub7SKuNY6P9/Gxu865HkwZzZcm8qayn1s3h2NNpTA0eTEmheQre+HbtGR3VFqiolAlhj1bpAQjRUpXLBndCIRJ7QikSey1fcaVpeNbJ09nsbHoGh9ic397PH41Khd5gsEmW3NRqugcH25wb4VM1WfrPZeMpKCvDz929zmOs3AzCU6t1OPa0lm54xqRwvWk63/j27SkoLeXtfXukyYOokSRLQjjo4MEDtGvXXulhCBcksSeUIrHX8hWV2U7DK6tUWTInT+6m6WvuGg2vj7mMovIy2vlWVIu6BwXjrrGdHhdhU1kyVqRu69W73mP0s5MsORp7OtPzKNXrOZudzdnsbALc3RnQJoyS8nJ0ajWHU1PJKioiwMOj3tcXrZ9MwxNCCCGEcBGVGzyUWCdLWVmWTVo93So+T7+jdx/u6TcAnUZj2Wi28nolMCY1ZkENSDwqV6E8tI5/tu9mNQ1v/XnjFLyxbduhVavxcnNjUHg4BmDbRemKJ+yTZEkIB8VYbXonRFOS2BNKkdhr+Wyn4ZVYKkv+7u7klZaSkGvcJ6m6hgzmqXbWnfDM2nh5Wb5WqVRVbq8re9PwHI09N6tpeOb9lcZbVajGmNYtbZEW4qIakiwJ4SB50yCUIrEnlCKx1/JZJ0tZxcWAcV2PuZHD0fQ0wLZKZG18u/b4uLkxoX3VKXFXdOzEPf368+2MKxs0xsZNlozT8ArKSi1rkya0j7bcPsqSLMm6JWGfJEtCOGjDhnVKD0G4KIk9oRSJvZbPOlnKLCoCQKdWW1qEH01LB8DLzX6y9PTwkcTd9Q/LmiRrWrWal0aNYaJVMuIIc+twM0+t1uHYM0/D23YxkfzSUroFBhFp1YhiUFg4HhoNxzPSSTXt6ySENUmWhBBCCCFchHWylG1VWYoyJRDJBfmAsV13ddQNmGJXF5UrSx6aBqxZMlWW9qekAMYueNbcNRqGRUQCsFXWLQk7JFkSwkF+dj5VE6IpSOwJpUjstXzFVpvSmqfh6TSaKgmQdzWVpaZQpRuem9bh2DPvs2Q23k5HvVFRUYDstyTsk2RJCAeNHXuZ0kMQLkpiTyhFYq/lK7FZs2SchmdugmCtpsqSs+k0Gjys2pJ7arQOx17l5zY0PKLKOWOi2gHIfkvCLkmWhHDQmjWrlR6CcFESe0IpEnstX1FZ1QYP5qlq1rwa0K67MVhPxfPQah2OPevnplGp8HarmgT2Cw3F282NuKwsLuXlOfQ4ovWSZEkIBxWbPpEToqlJ7AmlSOy1fDaVJVODBzdN86osAfhaNXnw1Godjj3rypKPTme3pbmbRsNw07ol6YonKpNkSQghhBDCRRTZW7Nkr7Kk4JolqFi3pMLYhMFRblb39a4hAZT9lkR1JFkSwkFTp05TegjCRUnsCaVI7LV81pWlcoMBMHbDq0z5ypLONA4tKpXK4djT2VSWqn9Oo03J0taLUlkStiRZEsJBhw8fUnoIwkVJ7AmlSOy1fNatw80qd4wDZbvhQUVlycO0dsrR2LNOBH3cdNWe1zskBH93d87l5JCQk+PQY4nWSZIlIRx0UfZjEAqR2BNKkdhrWcr0eo6np2MwVZDAfrLULCtL7u6mcRiTJUdjT2c1Da+mypJGrWZkpKxbElVJsiSEEEII0Qq9tXc3Y7/7mjXn4i3H7FaWmmM3PDfbypKjrBNBe53wrI02tRCXZElYk2RJCAcNHjxU6SEIFyWxJ5QisdeyxJumk8VmZliO2UuW7HbDqyWxcDY/94o1S+B47FkngjVNwwMYbdqcdkviBZtqnHBtkiwJ4aDCwkKlhyBclMSeUIrEXstSVGbsfJdRWNF2u9iqG55Z5X2WNCqVTWMEJZjXLHlqjMmSo7FnnQjWlix1Dwom2MODS/n5nMnOcujxROsjyZIQDjp69LDSQxAuSmJPKEVir2UxJ0vpRRWJRom9ylKlxMjcgU5Jlm54pkYTjsaeWx274QGoVSpGSQtxUYkkS0IIIYQQrZB5T6WMoorKUlFZ7cmSl8JT8AD8dOYGDw0bi/U0PO9aKktQ0UJ884XzDXpc0XpIsiSEgzp16qz0EISLktgTSpHYa1kKTYlRRmHVypK5cgO2G7eC8s0dAC5r246pMR24rWcvwPHYq0+DB6jYnHbrxURZtyQAUP6nQYgWKsq0EFSIpiaxJ5Qisdcy/O/QQXZeukhBaQkA6UXWa5aMyVKQhwe5JcbbK69P8lK4bThAgIcHX06fYfne0dizaR1eh2SpU0AAYV7eJBfkcyIjgx7BwQ49rmg9pLIkhIM2bdqo9BCEi5LYE0qR2GsZ3t63h1/jTnMsPR2ADKs1S+ZkKdDdw3KscoMHT4U3pLXH0diz2ZRWV/s0PJVKZakuVddCPK+0hHK93qHxiJZHkiUhhBBCiFYit6SElIICAMyTyLKKiykzvbk3d8ML8rRKljTNr7LUWKyrZnWpLAGMMlWxttpJlvJKSuj7+WKm/fRD4wxQNHuSLAnhoMDAQKWHIFyUxJ5QisRe83c6M9Pu8aziYjKKCskqLgYgyN3TclvlTWk9m8GapcocjT3r9Vh1WbMEFU0e1p1PYNnJWJvb4nOyyS0pYX9KCvmlpQ6NSbQskiwJ4aBRo8YoPQThoiT2hFIk9pq/U1n2k6WUgnwm//C95ftAj4rKkrYZdsOrzNHYc6vnNDyAaD8/ru/ajcKyMu5Zu5q/r/6TTNO6L+tEcl9ykkNjEi2LJEtCOGjVqpVKD0G4KIk9oRSJvebvdDXJ0qr4syTk5li+93evSBx0mqr7LDU3jsaeWz274YFx3dL7EyezcNwEvLRu/Hz6FGO/+5oN5xNsztuVdKnKfQ+mpDDnzxXsulT1NtEyNb+fBiFaiFIpvwuFSOwJpUjsNX+ns7LsHj+ZYZtEWe85pFWrLY0foHlWlhyNPevNdT00dX/bq1KpuLVnL0ZHteW+tavZnZzE7N9/5abuPSzn7KyUEK2OP8vdq/+koKyMs9lZrL/+JsU39xUN55TK0qZNm7jyyiuJiopCpVKxZMmSWu/z/PPPo1KpbP6Eh4c7Y3hCCCGEEK1SXDVrls7mZNl8b11lqbxmqTnss+QMAe7u9b5PB39/frv6Wv45dDgA35w4brltT3KSpSve4iOHuXXlHxSUlaECjqansztJpum1Bk75acjLy6N3797cdttt3HbbbXW+X7du3diwYYPle02lTdKEaE6mW+3/IERTktgTSpHYa970BgNnsrPs3hafnW3zvXVCVHlT2uY4Da8hsbf7b7dRXF7ucMVMq1Yzf/AQPj96hIv5eZbjuSUlHMtI5+dTJ3lv/z4AHhs8hOLyct7bv4/FRw4zNCLC4XGL5sEplaXp06fz6quvct1116FW1/0htFot4eHhlj+hoaHOGJ4QjWLv3j1KD0G4KIk9oRSJvebtQm4uRVbT6axZb0wLtpUlt2a4KW1lDYm9GH9/ugUFNXgMfey8L71j5Qre278PrVrN2+MnsmDocO7o1QcV8FvcKdIKC6teSLQozarBw5kzZ4iKiqJDhw7ceOONnDlzRukhCVGtZOmCIxQisSeUIrHXvFXX3KGyv/ftZ7NmqXKy1Bw3pW0Osdc7JKTKsYTcHHzc3Ph6+kz+1qMnAO39/JjYPpoSvZ5vThxr6mGKRtZsfhqGDRvGkiVL6N69OykpKbz88suMHDmSo0ePEhwcXOX8Tz75hE8++QSApKQkli//DYAePXri5+fPzp3bAQgLC2fQoMGsWLEcADc3N6ZOncbWrZvJNM3rHTv2MhITE4mLOw1Ar1598PT0ZM+eXQBERkbRp09fSycWd3cPJk+ewqZNG8nJMZa1x42bQHz8WeLjzwLQr19/NBoN+/btBaBdu/Z069adtWtXA+Dt7cP48RNYv34d+aaS7qRJU4iNPcF5U7eVgQMHUV5ezsGDBwCIielATEwHNmxYB4Cfnz9jx17GmjWrKS42fmI0deo0Dh8+xMWLiQAMHjyUwsJCjh49DECnTp2Jioqy7IQdGBjIqFFjWLVqpWXx5PTpM9i7d4/lF9OwYSPIycnm+HHjD3zXrt0IDW3D1q2bAQgJCWX48BGsWLEcvV6PWq1m+vQZ7NixnbS0VMDY8jM1NYWTpv0KWsPrtGfPbnmdWsDr1Bp/nvLy8jh5MlZep2b+OrXGnyf5vde8X6eEiEgANID9+hK8OWo0wefPcyB5h+VY7PFjnC8ssHyfmpjI8vj4ZvU6NYffe0UFFf9GACog1MOD90eMJP/QAZYfOmB5nXoVFrAW+GjPbu7rP5CNG9bL770mep3AsZ+n6qgMBoOh2lsbgY+PD++//z533HFHve6Xl5dHx44deeKJJ5g/f36N5/bvP4C1azc4PkghHJCamipTRYUiJPaEUiT2mrfHN21g8ZHD9A0N5VCq8c2rCrB+o7d02hVM69CRI2mpjP/+WwA+mTyVo+lpvGN6I7loyuVc1blLE4++Zs0h9uKzsxny1VIAOvoHsHTaFYR7e+Nvp3FEuV7PkK+Wcj43l2+umMmk6JgmHq2or8svn8iePVWnezaraXjWfHx86NWrF6dOnVJ6KELYZf70QoimJrEnlCKx17zFmabh9Q2pSCraeHnbnOOnM76xr2kaXnNsHd4cYi/az8/ydUpBPt2CguwmSgAatZrbevYGYMnRI00yPuEczTZZKioq4sSJE0RIFxHRTJnL1EI0NYk9oRSJvebtdGYWAH1D21iORfrYJkvmzWhtGjxomn/r8OYQeyqVijZeXgDk1WHfp7/16ImbWs2ac/Gct9oQWLQsTkmW8vLyOHDgAAcOHECv15OQkMCBAwdISDDOzXz//ffp3r27zX0ee+wxNm7cyNmzZ9m5cyfXXXcd+fn53H777c4YohBCCCFEq5FfWsrF/Dzc1Gq6W3V+C/PyRm21MWpFZalldcNrLuw1eahOqJcXMzt1Rm8wsPToUSeOSjiTU5KlPXv2MGDAAAYMGEBhYSHPPfccAwYM4NlnnwUgLS2N2NhYm/tcuHCBm266iW7dunHNNdfg7u7Ojh07iI6OdsYQhWiwrl27KT0E4aIk9oRSJPaar4OpKQB0DQzCV1cxxc7LzY0gDw/L9+ZpY55aLeYUSld5n6Vm2A2vucRen5D6rZu6o5dxKt5Xx49SUk1bd9G8OeWnYdy4cdTUN+L555/n+eeftzn27bffOmMoQjhNqNU0ByGaksSeUIrEXvO1O+kSAEMjImzWHHlotAR5eJBWWIgKLImUWqXCU+tGQVkp2hZQWWousTcmqq2lEUZdDI+IpHtQECcyMvjjTBxXd+nqxNEJZ2i2a5aEaO7MrTSFaGoSe0IpEnvN1+4kY/vnoeERNsmOu1ZDoKmy5KvT2UzJM0/F01XeZ6kZrllqLrF3Wbv2vDp6LMuunFWn81UqFXN69wFgsamtt2hZJFkSQgghhGjBDAaDpbI0JDzcZj2Sp0ZLsIcnQJXObebztOpKDR6aYTe85uTuvv0Y27Zdnc+f3bU7Xlo3tl+8yImMdCeOTDiDJEtCOCiknvOWhWgsEntCKRJ7zdOZ7Cwyiopo4+VFe18/m252HlqtZc2Sn9VaJoBewcF4abW09fVBb7V8ojlWllpy7PnqdMw2rbmSNuItjyRLQjho+PARSg9BuCiJPaEUib2mFZeVyS0rlnM4LbXG83aZpuANCY9ApVKhUatxNzVt8NBqCDJVlvwqVZYWTZ3GwdvmEOThSVFZRfMB66l6zUVLj707ehsbPXwfe4K80hKFRyPqQ5IlIRy0YsVypYcgXJTEnlCKxF7TunH5b6yKP8uttfy7W5o7hIdbjpnXLXlqtQR7GitL/jrbZEmrVhNgqjoVlNW+b5CSWnrs9Q4JZUh4BLklJfx08qTSwxH1IMmSEA7S6/VKD0G4KIk9oRSJvaYVn2PcyDSzqKjG8yrWK0VYjnmZ2n97aLRE+fgCEOHtU+01CsvKGjRWZ2sNsTfH1EZ88dHDNXaNFs2LJEtCOEitlh8foQyJPaEUiT1lBHt6VntbdnExJzIy0KnV9LVqr22uLLlrtUzr0JH/TpzMo0OGVHudgtLmXVlqDbE3s1Nngjw8OJKWxt7kZKWHI+qo5UeeEAqZPn2G0kMQLkpiTyhFYk8ZITUkS3uSjeuV+rUJs6xTgoqOdh4aDTqNhuu7dSfMy7va6zT3ylJriD0PrZa/9egJwOIjhxQejagrSZaEcNCOHduVHoJwURJ7QikSe8owt/62x956JaiYhlfXznbNvbLUWmLvtp69UQG/xp0mo6hQ6eGIOpBkSQgHpdXSnUgIZ5HYE0qR2FNGiJdXtbfZW68E0C+0DTq1mq5BQXV6jIJmXllqLbEX4+/P+PbtKS4v55vjx5UejqgDSZaEEEIIIZqZcquGBkHuHnbPKdPrLWtfBleqLL04cjSxd95NR/+AOj1ec++G15rc2bsvYNxzSS+NHpo9SZaEcNCoUWOUHoJwURJ7QikSe00nw6oDnkZtf9+j4xnp5JeWEuPnV2U9kkqlwqfSJrQ1ae5rllpT7E1qH01bH1/ic7LZcD5B6eGIWkiyJISDUlNTlB6CcFESe0IpEntNJ70O61mqm4LniOa+Zqk1xZ5GrebWnr0AWHL0sMKjEbWRZEkIB508Gav0EISLktgTSpHYazrphRXJ0nv79/HtiarrW3ZfMnbCa4xkqblXllpb7P2tZ0/c1GpWxceTUlCg9HBEDSRZEkIIIYRoZlILbStLD6xbW+Wc3cnmylJ4ldvqq9S0Rkqtsj/lTzSuMC9vhkVEojcY2Gtq/y6aJ0mWhHBQD9NeCUI0NYk9oRSJvaaTXljzNLyk/HzO5eTg7eZGj6DgBj/enN59AJjXb0CDr+UMrTH2BrQxbiK8P0U2qG3O6tZ8XwhRhZ+fv9JDEC5KYk8oRWKv6aQV2k7N8qvUrGGPab3S4LBwNOqGf/b9yqgxzO7ajQFtwhp8LWdojbHX3/RvvT+l9azHao2ksiSEg3bubB0b5ImWR2JPKEVir+mkFxbZfF9UVobBqs307iTzeqWGT8EDcNNoGBIegbYREi9naI2xZ64sHUxJsXltRfPSPH8ihBBCCCFcWFqlbnglej1/W7GceWtXozcYGrUTnlBGWx9fQjw9ySwuIj4nR+nhiGpIsiSEg8LCGufTPCHqS2JPKEVir+mYp+F9NX0G0X5+AKw5F88PJ2NZevQIB1NTUGGchucKWmPsqVQq+ocaq0sHTOuWLuXl8fjGDfx6+pSSQxNWZM2SEA4aNGiw0kMQLkpiTyhFYq/pmBs8tPP1I8TTk3NWlYentmyiRK+nZ1Awfu7uSg2xSbXW2BvQJoy1CefYn5KMu0bDw+vXkVlcxLJTsVzeoSPuGo3D1y4oKsLLw6MRR+uapLIkhINWrFiu9BCEi5LYE0qR2Gs65mQp2NOTYA9Pm9tKTG2+XWkKXmuNvf6mdUtLjx3l9j9XkFlchFatJqekhL/OxTt83T+3b2LE3Nl89NM3jTRS1yXJkhBCCCFEM1Ku15NRVIQKCPLwIMTTy3Lb5OgYy15IjdXcQSjH3H0wv7QUnVrNK6PH8uSw4QD8dOqkw9c9cPI4eoOe//74Jd//tbJRxuqqJFkSwkFubm5KD0G4KIk9oRSJvaaRUVSEAQj08ECrVhPsWTGVanqHjjw1bAT9QtswOSZGsTE2tdYae6FeXlzRsRP9Q9uw6rrr+XvfflzduSsAq+LPkldS4tB1M3KzLV+/8tkH/LW79XUTbCqSLAnhoKlTpyk9BOGiJPaEUiT2mkaaeQqeafpdqFVlKcbfnwcHDmLt7BsIqjQ9rzVrzbG35PLprJl9A71DQgFo6+vL8IhIisrLWXn2jEPXzMjOAmBYr37oDXoWvP8v9scea6whuxRJloRw0Natm5UegnBREntCKRJ7zrXsZCwbzyeQbmobHuJlTIaCPSuSophWuDlrXbha7F3TxVhdWubgVLzMXGNDkPk338l1Ey6nuLSE+998gbgLCY02RlchyZIQDsrMzFR6CMJFSewJpUjsOc+5nGzuWbua637/tUplydtqClqEt7ci41Oaq8XelZ06o1Wr2XA+wRIP9ZGZY5yGF+QXwFNz5jFu0DBy8vO4541nSc5Ia+zhtmqSLAkhhBBCKOykVTJg3mPJPP0u0Kr9s0Ytb91cQbCnJ+PatqPcYOD3uNP1uq/BYCAz15ws+aPVaPjX/Y/Tv2sPktJTueeNZ8nJz3PGsOvs6JlTLabKJT9xQjho7NjLlB6CcFESe0IpEnvOcy6nYkH++ZxcAEtjhxERkfxz6HC+n3GVImNrDlwx9iqm4sXW6345+XmUlZfj7emJzlSV9HT34P3HnqNDZFtOnz/HQwtfptjB5hENUa4v53+/fMctzz3Kgv/+i5LS0iYfQ31JsiSEgxITE5UegnBREntCKRJ7zmNdWTpjWpxvXqukUqmYP3gI49u3V2JozYIrxt60Dh3x1GrZeekSF3Jz63w/83qlIL8Am+P+Pr58tOAl2gQGs+f4Yf75wZuU68sbc8g1upCSxJwXn+Dd75dSVl7OkB59MRgMTfb4jpJkSQgHxdWzLC5EY5HYE0qR2HOe01bJ0tlsY5XJen8lV+eKseej0zElOgaAn0/XvdGDeb1SoG/VZiCRoW34cMGL+Hh6sWbXVt5Y+onTExaDwcDvm9dx3T/vZ//JY4QGBPHxEy+x4La/467TOfWxG4MkS0IIIYQQCjuVVZEsxeeYkyXXaQ0u7Lu2azegfhvUZuRkARDk52f39q7tY3j30Wdw02r5ZvVyPv39hwaPszrZebn833tv8OSH/yG/sJBJQ0by0xv/ZWTfgU57zMYmyZIQDurVq4/SQxAuSmJPKEVizzlyiotJys+3fF9cbpwaJclSBVeNvQnto/F3d+dIWhonMzLqdJ8Mc2WphjbzQ3r25bV5j6FSqXjn28/5ddPaRhmvtR1HDnDNE/exasdmvDw8efHvD7Pw4ScJ8LWfxDVXkiwJ4SBP+U9MKERiTyhFYs85TmfZb4sd7EKbztbGVWPPXaNhRsdOAPxUx6l4FZ3wAmo8b+rwMSy47e8APPfJO2w+sMfxgVopKS3lza8WcferT5GSkU6/Lt358bX3uHrcZFQqVaM8RlOSZEkIB+3Zs0vpIQgXJbEnlCKx5xzWVSUzFRBk1TLc1bXm2Hv8vTf4x2vPoNfr7d5+rbkr3smTdVpflJFd/Zqlyv429UrmXjmbcr2eR995lSNxjm2Ca3bqfDw3PfMIn//xMxq1mvuuu4Ulz/6LdmERDbqukiRZEkIIIYRQkL1NR4M8PGRPJRdgMBhYtWML2w7vI/6S/Y5/IyOjCPPyJj4nmwMpKbVeM8Nqj6W6eOiG27lyzEQKi4u579/Pc66acdREr9fz5cpfufHphzmZcJb2YZEsff7f3HPNTWg1mnpfrzmRn0IhHBQZGaX0EISLktgTSpHYa7ivjh9jxZk4m2OpdpKlYBeddlad1hp7hcXF6A3GitLhOPv7KWnUamZ17gLAsjo0ejB3w6trsqRSqXj+7gcZ1XcgGTnZ/OP1Z0jLtj811J6UzHTueeNZ3vjiE0pKS7l2/FR+eO1d+nbuXudrNGeSLAnhoD59+io9BOGiJPaEUiT2GiajqJBH1v/FHX+uYF3COcvxtMICAGKs3txKsmSrtcZeQVGB5evDNUyBu6aLMVn6+fRJyquZrmdmXrNUU4OHyty0WhY+/CS9OnYhMTWZeW88R35hQa33W7NrK9csuI/th/cT4OPH2488zfN3P4hXK1pvJ8mSEA5atWql0kMQLkpiTyhFYq9h0goKMQAG4J41q0nIMW4eap6G1ykgwHKu7LFkq7XGXr5VVfHwafuVJYABbcKI8fMnpaCAbRdrniZnXrNU18qSmZeHJ//9v+dpFxbB8fg4Hnn7VUrLSqsZdwHPfPw2899+ley8XEb1G8RPb/yXiUNG1OsxWwJJloQQQgghmkBGcZHl68ziIu5ctZKisjJSC4yf4Hf0D7DcHtKKPpkX1csvqkiWTiacpbikxO55KpWKa8yNHmqYimcwGMjMNSbhdWnwUFmwfwAfP/ESQX4BbD+8n2c+frtK44kDJ49x3T8f4JeNa3B30/HP2+/hw8dfIDQwqN6P1xJIsiSEg9zdpUuRUIbEnlCKxF7DZBUZk6Wh4RFE+/lxMDWFJ7dsqqayJMmStdYae9bJUll5Ocfj46o919wVb/mZOMteXJXlFuRTVl6Gt6cn7jqdQ2NqFxbBB48/j6e7B39s3cDb3y4BoLSsjP/++CW3v7CACylJdI/uyHevvMPNU2e2yJbgdSXJkhAOmjx5itJDEC5KYk8oRWKvYTJMyVIHf38+mzodD42GL44dJTbTuNmodbIka5ZstdbYyy+wXRdUU+vurkFB9A4JIbu42GbNmzXLhrQOVJWs9erYhbcfeQqtRsPi5ct497vPuf2F/+Ojn77BgIE5M6/lqxcX0qlt+wY9TksgyZIQDtq0aaPSQxAuSmJPKEVir2GyTNPwAj086BsayvXdKrqFqZAGDzVprbFnriyZKzOHqumIZ2aeivdTNVPx6tsJryYj+w7kxb8/DMD/fv2ew3EnCQ8O5dOnXmX+TXeic3Nr8GO0BJIsCeGgHNMvJCGamsSeUIrEXsOYK0sBpill7hqt5bYgDw+bTWhDJVmy0VJir7SsjG/XLK9z621zstSrg7HbXW2bwl7d2ZgsrYo/S16p7fqmgqJC/ti6HmicZAlg5pgJPPa3u9Co1UwbeRk/vvYeQ3q2zs6E1dHWfooQQgghhGiorKJiAEtSNKBNG8ttIZ5e+Oh0qDB2y5PKUsv00/pVvLL4Q7Yd2s+7jz5T6/kFpvbc/bp05/SFc5xPvkRWbg4Bvn52z2/r68uwiAh2XrrEn2fPcl3XbpTry/ll41re/+EL0rKMSdrw3gMa7TndfsXV3Dj5CofXQLV0kiwJ4aBx4yYoPQThoiT2hFIk9homs9hcWXIHYGpMB8ttBgyoVSqCPT1JLyykjZe0DrfWUmJvx5EDAGzav4u0rAxCAmruEGeuLPl5+9CzQ2f2xR7lcNxJxvQfXO19ru3SjZ2XLrHsZCwRhXm8+fWnnD5vXMPUu2NXHrtlLoO6926cJ2TiqokSyDQ8IRwWH39W6SEIFyWxJ5QisdcwmaZpeObKkp8paQI4mWmsCLwzfiLvTJhEkLQOt9ESYk+v17Pn+BEAyvV6ft+8vtb7mPdZ8vb0pHcn4xS72qbizezUGY1KxV/n4vn7f17i9PlzRIa04V/3P85XL/6HQd17szc5iSk/fseWxAsNfFZCkiUhHNQSfnGL1kliTyhFYq9hLJUlq7VJi6ZcDsBLo0YDMCWmAzd179H0g2vmWkLsnb6QQFZeDmqV8e31TxtWYzAYarxPgamy5OXhSZ/O3QA4VMPmtKmZGbz3xSdo01MwqFQYItsz/6Y7+e3Nj5k28jLUauNj/3r6FPtTUvj76j9JqdRxT9SPTMMTQgghhGgClStLAFd17sLIyChZo9QK7D5+CICpw0ez69gh4i9d4OCp4/Tv2rPa++SZ1ix5e3rSx6qyZDAYbPYuKigq4vM/fmLx8h8pLC7GK6wtxUGhRA8exZyZ11a5blJ+PgCphYU8sG4N31xxJepWvBeSM0llSQgH9evXX+khCBclsSeU4uqxl1VUxMGUFIfvn2lq8BBYaYPVUC8veSNbi5YQe3uOHQZgRJ8BXDl2IgA/b1hT430s0/A8vIgMaUOQXwBZeTlcSEkCoFxfzs8bVjNj/t18sOwrCouLmTB4BD8/8k88NBr2pKSQmJtb5brJpmqSCliXkMD/Dh1srKfpciRZEsJBGo1G6SEIFyWxJ5Ti6rH3yIZ1TPrxO2IzMup93+LycgrKStGq1Xi7yP40jam5x571eqXBPfowa+xkAP7csdky1c4e823enl6oVCpLdelwXCzbDu/n+icf4tlP3iE1K4NeHbuw+Jk3eGf+0/RqH2NpEPLz6VNVrmuuLD05bAQAL27fypG01EZ6tq5FkiUhHLRv316lhyBclMSeUIqrx545STqfm1Pv+5qn4AW6e9hMrxJ109xjz7xeKTw4lLZtwukY1Y7+XXtQUFTIqh1bqr1fflHFNDzA0uThtSUf84/XnuZkwlkiQkJ5/b7/4+sXFzK4R0WXu5o2qDUnS3f27sMdvXpTotfzjzWrKCgtbZwn7EIkWRJCCCGEqIMU0/qSgrKyet/Xkix5uNdypmiJzOuVhvToY0mGr77MWF36ZWP1U/EqpuEZk6W+piYPWXk5+Hh68fCNd/D7m59wxahxluYNZhOjY/DT6TiclsqpzIpqZ15JCQVlpXhqtfjqdLwwcjRdAwM5mZnJ89u2NtIzdh2SLAnhoHbt2is9BOGiJPaEUlw59grLysguNq45cuTT+Ywi8x5LHrWcKexp7rFnXq80pGcfy7Gpw8fg6e7BvtijxF9KtHs/Szc8U2VpSM++zLpsMrdOm8Ufby1i7pWzq93jyF2jYUbHzoBtdclcVQrz8kalUuHl5sZHk6eiU6tZfPQwK8+eaeCzdS2SLAnhoG7duis9BOGiJPaEUlw59lIK8i1fFzpQWUozVaVCZbNZhzSn2NPr9VW+t16vZObt6cXU4WOA6qtLlm54psqSm1bLS/94mMdvvZsgP/9ax3JtV+NUvGWnTlralCeZYjXMuyLW+oSE8syIkQA8vP4vkvLzar22MJJkSQgHrV27WukhCBclsSeU4sqxZ71XjSOVJfP920iy5JDmEntFJcVMf+QunvpooeVY5fVK1sxT8X7b9Bdl5eU2t5WWlVFSWopapcZD59j0zFGRUbTx8uJsdjYHU42dGpNNlaVwL2+bc//etz/j27Uno6iI+/5ag76WPaCEkSRLQgghhBC1ML8BBSgoa0Cy5CnJUkt2+vw5ElOT+W3TX5ZKjr31SmYDuvUkJiKK1KwMth60bVJR0QnP0+GmHxq1mlmduwDG6hJUTMML9/axOVetUvHexEmEeHqy6cIFPjiw36HHdDWSLAnhIO9Kv4SEaCoSe0Iprhx7yTaVpfpPw0stlMpSQzSX2POxqtYkpRtbcdtbr2SmUqmYZaou/bzRtjpmae7QwAT6WlNXvJ9PnaJcr7c7Dc8szMubd8Yb94B6def2Bu0b5iokWRLCQePHT1B6CMJFSewJpbhy7NlMw2tIZUmSJYc0x9g7fSGh2vVK1q4cMxGNWs3GfbtIz86yHLe0DTetV3LUgDZhxPj5k1yQz/ZLF6udhmc2JaYDd/XpS6lez9/XrCKvtKRBj9/aSbIkhIPWr1+n9BCEi5LYE0px5dhLLrCehlf/ypIkSw3THGPvTGJCjeuVzEIDgxjdbzBl5eUs37LecryistSwZEmlUln2XFp2MtZSWQr3tp8sATw3YhQ9goI5k53F01s2N+jxWztJloRwUL50khEKkdgTSnHl2LNZs+RQgwfj/dtU82m/qFlzjL3TFxJqXK9k7epxpql4G1Zb1jpZ2oY3sLIEFRvU/n4mjvM5uYBxyl11PLRaPp48FXeNhq+OH+O3uNMNHkNrJcmSEEIIIUQtzBvSQv2TJb3BQKqpihDSwCqCUE5KZjq5VknbmcSEGtcrWRs7YChBfgHEJSZwOC4WsGob3ggx0S0oiF7BIWQXF3Mhz5gs1VRZAugRHMwLI0cDMH/DOhJzcxs8jtZIkiUhHDRp0hSlhyBclMSeUIorx15yvvWapfpNw8sqLqJMr8ff3R0Prbaxh+YSlI69tOxMZv3fvdzzxrOWY3GJCbWuVzJz02qZOWY8AD9vMO651FgNHszM1SUAT60W32o2s7V2Z+8+TImOIbu4mHl/raG80h5SQpIlIRwWG3tC6SEIFyWxJ5TiqrFXrtdbutkBFNaxwUNeSQknMzKkbXgjUDr2Vu3YTG5BPjlWlaX8wsJa1ytZM3fFW7l9I4XFRRWtwxthGh7A1V26WL4O8/KuUztylUrFOxMm0cbLi20XE3l3/95a7+NqJFkSwkHnzycoPQThoiT2hFJcNfbSigptNvCMz87hyl+WsfLsGcuxvxLOMfzrL1h2MtZy7N61qxn17Vc8ttG4qF+aOzhO6dhbuW1jtbfVtl7JrHPbaPp27kZ+YSFrdm616obXOHHRztePYRERQO1T8KyFeHry/gRjIvfGrp3sTU5qlPG0FpIsCSGEEELUwFwZ8tK6AZBZXMT2ixe5beUflnO+Pn6MuKws7lm7mvf278VgMFg66O28dAmQZKmlSkxN5uCp6itbta1Xsnb1OON0wp83rmm0bnjWruvSDYAYf/963W98+/bc268/5QYD96xZRV6JtBM3k2RJCAcNHDhI6SEIFyWxJ5TiqrFn7oTXwd+v2nOsP41/cfs2ntyyiXJTNSrUNP2uY0CA8wbZyikZeyu3G6tKapX9t821rVeydvnwsXjo3Nlz/DCx54yVycbohmd2a89evD1+Ik8MGVbv+z41fCS9Q0KIz8lhwebqK2muRpIlIRxUXl6u9BCEi5LYE0px1dhLNlWWYvwD7N5+KS+PxLw8/HQ6Pp48FZ1azaLDhziUmgrAp1Mv59sZV/LgANdMNhuDkrH35/ZNAFwxalyV28KCQuq0XsnMx8uLKcOMHei2HtoHNG5lSaNW87cePYny9a33fd01Gj6ZPBVPrZbvY0/w06mTjTaulkySJSEcdPDgAaWHIFyUxJ5QiqvGnnmPpBg/+5Ulc1VpYJswrunSle9nXoW3m5vldneNhonto/GyOibqR6nYO5OYQOy5s/h6eXPr9FmW4+3CIpgz41qenjOvTuuVrM0y7blk1lgNHhpDl8AgXh41BoDHNq4nISdH4REpT5IlIYQQQogamCtL4d4+eGg0luNepjbge5OTARgUbqwwjIpqy9969GziUQpnWGFq7DBp6Eg6t21vOV5cWsL8m+9k3KD6T3cb3L037cMiLd83VuvwxnJrz15c0aEjuSUl3LN2NWUu3k5ckiUhHBQT00HpIQgXJbEnlOKqsWdesxTm5WVTHQoxvcndY6osDQqrmI5lnSwVuej0xcakROwZDAZWbjNOwZs24jLctG5oTclySka6w9dVqVTMumyS5fvGnIbXGFQqFQvHTyDc25vdSZd4a+9upYekKEmWhHCQq75pEMqT2BNKcdXYM3fDC/P2xtNqU9lgTw9Ky8s5mJoCwKCwMMttPYNDCHB3ByDGr36dyURVSsTesbOnSUi+SLB/AEN79QWgY1T7Wu5VNzPHTLQ0jGis1uGNKcjDkw8mTkYFvLlnNzsvXVR6SIqRZEkIB23YsE7pIQgXJbEnlOKqsWdesxTm5WVpHw7GytKx9HQKy8ro6B9AUKW1J3tvuZ0dN99CpI9Pk463NVIi9sxT8KYOH4NGbawodWrbOMlSeHAIc6+azZj+g4mOiGqUaza2MW3bcf+AgegNBu5du5qc4mKlh6QIbe2nCCGEEEK4JuN+SabKkpc3eio2p/XSai1T8AZbVZXM/Nzd8TNVl0TLotfr+XNHxRQ8s06NVFkCePD62xrtWs7yxNDhbL5wgQOpKTy2cT0fT55a74YWLZ1UloRwkJ9MqxAKkdgTSnHF2MsrLaWwrAwvrRZvNzcKS8tsbjd3wjM3dxDO0dSxty/2GCkZ6USGtKFfl+6W48NM0/FchU6j4aPJU/HSuvHz6VN8H1v95rytlSRLQjho7NjLaj9JCCeQ2BNKccXYMzd3aOPljUqloqCs1HJbXmkpWxIvALbNHUTja8rYMxgMrNi2AYDLR4y1qaT079qT1+Y9xtcvLmyy8SitU0AAr40ZC8CCzRs5m52t8IialkzDE8JBa9asZvLkKUoPQ7ggiT2hFFeMvbSiQgBCTR3LCkorkqW/Es4BxjeTvYJDmn5wLqSxYy8h6SJ7TxwhNSuD1MxM0rMzTV9nkJ6dRVGJcX3O9JFVk7QZo8c32jhaipu69+CvhHP8Fneae9asYvnV1+Jm1Ua/NZNkSQgHFRcXKT0E4aIk9oRSXDH2MgqNyVKwKVkqqbTnTKinF99ccSVatUzWcabGjL2CokJuee5RMnOr33DV092dcYOG07W9a3aArEylUvGfy8azNzmJfSnJ/HvPLp4cNkLpYTUJSZaEEEIIIaqRXmR8k165053Z0mlX0MHf9dZytRR5BQU89dFC9AY9785/BpVKxc8b15CZm0P7sEgmDR1JaEAQIQGBhAQEERoQSEhAYLPbKLY5CPDw4MNJU5j168+8vXcPl7Vtz6io5tnJrzFJsiSEg6ZOnab0EISLktgTSnHF2Eu3VJY8ALimS1d+OnUSgM+mTmOwNHZoEo7G3vx3XmX74f0AJGekExoYyJcrfwXg4ZvuYPLQUY02RlcwIjKKhwcOZuHe3cxbu5oNN9xEoIeH0sNyKqkZC+Ggw4cPKT0E4aIk9oRSXDH2MkxrlsyVpYXjJvDl9Blc+Mc8ZnbqrOTQXIojsZdfWGBJlAAupCSxbs8OLqQk0bZNOBMGD2/MIbqMxwYPYXBYOBfz83h043oMBkPtd2rBJFkSwkEXLyYqPYR6Kykt5VJaitLDEA3UEmNPtA6uGHsV0/CMn557u7kxNaYD7i6yuL25cCT2EpIv2Xx/PvkSS5b/BMCt02ZZNpoV9eOm0fDhpCn4uLnxe9xpvjp+TOkhOZUkS0K4kBc+fY8pD87h9IVzSg9FCCFahMoNHkTLcS7pos33f2xdz6HTJ/Dz9mHWZZMVGlXrEOPvz7/GjgPgqS2bOJ2ZqeyAnEiSJSEcNHjwUKWHUC8Gg4GtB/cCcCbxvMKjEQ3R0mJPtB6uGHsZlSpLQhmOxF5CkrEaFejrB8DOowcBuGHSdLzk9Wyw2d26c12XbhSUlfGPtasoKS9XekhOIcmSEA4qNH3a2FJcSkslPTsLgOy8XGUHIxqkpcWeaD1cMfbMa5aksqQsR2LPXFka2Xeg5ZibVstNU2Y22rhc3RtjL6O9rx+HUlN5becOpYfjFJIsCeGgo0cPKz2EejkUF2v5OjtfkqWWrKXFnmg9XDH2zGuWgqtpHS6ahiOxl2BKlkb1G2Q5dsWo8YQGBjXauFydn7s7H02egkal4v0D+9h4PkHpITU6SZaEcBGHT1ckSzl5eQqORAghWobi8nJyS0rQqFT46XRKD0fUkzlZGty9N75e3gDcNn2WgiNqnYaER/CYaZrkfX+ttbTbby2ckixt2rSJK6+8kqioKFQqFUuWLKnT/T744AM6dOiAh4cHgwYNYvPmzc4YnhDVKiwuYv7br/LH1g21ntuphbWMPRJ30vK1TMNr2Vpa7InWw9ViL9OqbbhKpVJ4NK6tvrGXW5BPRk427m46woJCWPjwk7z9yNN0aRfjnAG6uIcHDWZYRATJBfk8vP6vVtVO3CnJUl5eHr179+add97Bs45zfL/77jseeughnnzySfbv38/IkSOZNm0aCQmtr5zX3JSWlSk9hGbj+Nk41uzaykc/fV3ruVEtaNfq0rIyjp09bfk+S5KlFq0lxZ5oXVwt9tILTVPwPKUZgNLqG3vmqlK78AjUajXDe/dn4pARzhiaALRqNR9OmoKfTsef8Wf5/OgRpYfUaJySLE2fPp1XX32V6667DrW6bg+xcOFC7rjjDu6++2569OjBe++9R0REBB9++KEzhihMlm9Zz/C517Ht0D6lh9IsGDB+EhJ/KZGs3Jwaz920aWNTDKlRnL5wjqKSYsv3Ullq2VpS7InWpbXHXrleb/N95Q1phXLqG3vnTJ3wosMjnTEcYUc7Xz/evGw8AM9s3UxsRobCI2ocWqUHAFBSUsLevXt57LHHbI5PmTKFbdu22b3PJ598wieffAJAUlISy5f/BkCPHj3x8/Nn587tAISFhTNo0GBWrFgOgJubG1OnTmPr1s1kmnrCjx17GYmJicTFGT9579WrD56enuzZswuAyMgo+vTpy6pVKwFwd/dg8uQpbNq0kZycbADGjZtAfPxZ4uPPAtCvX380Gg379hlbNbdr155u3bqzdu1qALy9fRg/fgLr168jP9+4fmTSpCnExp7gvGlx3MCBgygvL+fgwQMAxMR0ICamAxs2rAPAz8+fsWMvY82a1RQXGz/9mjp1GocPH7Js3jZ48FAKCwstCyM7depMVFSU5ZfOj7s2UlJayvd//EpGwgUApk+fwd69e0hOTgJg2LAR5ORkc9y06VjXrt0IDW3D1q3GaZIhIaEMHz6CFSuWo9frUavVTJ8+gx07tpOWlgrAqFFjSE1N4eTJ2Gb9OuVT8R/loq+XMqhrz2pfpz17djfZ6xQYGMioUWNYtWolpaWl9X6ddp4yHuvcLprT589x4dJFVqxY3mJfp+b689TQ1wnq9vOUl5fHyZOx8jo189epNf48taTfe/V9nbYdO8pzly5xU8eOPDpwMDt3bmdXfj5gbBtufp/REl6n1vjzVN/fe+uP7QdAU6a3vHbyOjn/dRo3agzTIyJZcekiNy37ni8vMzbUaAm/96qjMjh5UqGPjw/vv/8+d9xxR7XnXLx4kaioKDZu3MjYsWMtx1988UW++uorYmNjq70vQP/+A1i7dkMjjdi1XPV/93Am8TzXjJvCC39/SOnhKG7viSPc8eICAP5x9Y3cP/vWas/dunUzo0aNaaqhNcjTH73Fr5vWMmfGtSxevow2gcH89d+lSg9LOKglxZ5oXVpz7L2+awf/MSWDqfMeAOCtvbt5decO7urTl9fGXKbk8FxefWPvnx+8yfIt63n+7ge5dvxUJ45MVJZXUsL4778lPiebf/Ttz8ujW8bvjMsvn8iePXuqHG9W3fAqL540GAyyoNKJSkpLOXfJ+IlEalbTlErf/+ELHvjPi+grTXVojg6drjlJb0lvGA6b2oaPNrVPlWl4LVtLij3RurTm2PPXuVu+LjVtrrnr0iXA2O1LKKu+sWdes9RepuE1OR+djo8nT0GrVvPxoQP8lXBO6SE1SLNIlkJCQtBoNCQlJdkcT0lJISwsTKFRtX5nEhMs87PTsjKb5DG/XvU7G/buJCWz+c9jPXw6tsakzlz+be5yC/I5e/ECWo2Wfl16oHNzo7i0xGYNk2hZWkrsidanNcdeUXlFs6Mz2dnoDQZ2m6YnDZVkSXH1ib3ikhLOXjQuLZA1S8oYGBbOgiHDAHjgrzWkFBQoPCLHNYtkSafTMWjQINasWWNzfM2aNYwcOVKhUbV+p85XZPrp2VlOf7zC4iJyC/Kd/jiNJa+wwPLL1h7znN/m7uiZUxgMBrpHd8Rdp8Pf2xeQ6lJL1lJiT7Q+rTn2sooqPkA6npFObEYG2cXFRHr70NbXV8GRCahf7H38y7fkFuTTuW00oQGyAa1SHhgwkFGRUaQWFvLQurUttp2401qHHzhwgAMHDqDX60lISODAgQOWNuDvv/8+3bt3t7nP/PnzWbJkCYsWLeL48eM89NBDXLx4kXvuuccZQxTAqQvxlq/TszMp15c79fGaqnrVmA6dPqH0EBrMvBltn85dAfD3MSdLsjGtEEKYZZgWzgPEZqSzK8k4BW9YhFSVWpLYc2dY/PuPqFQqnp17vyznUJBGreaDSVMIcHdnbcI5Fh0+pPSQHOKUZGnPnj0MGDCAAQMGUFhYyHPPPceAAQN49tlnAUhLS6vStOGGG27g7bff5uWXX6Z///5s2bKFFStWEB0d7YwhCuCU1RzScr2erFznVhpSMtOden1nOHiq+mRp+vQZTTgSxx2KMydL3QDw8zF2fMnOq7k1umi+WkrsidanNcdeVlFFsnQiI4Ndl4xrXoZKstQs1CX2ysrLefaTdygrL+fGyVcwoFvPJhiZqEmkjw9vjZsAwAvbt3I0LU3hEdWfU5KlcePGYTAYqvxZsmQJAM8//7zdUty8efOIj4+nuLiYvXv32nTGE43v1Pl4ADzdjZvtpWU7t/KT2oIqS+5uOgAO1lBZ2ru3aseU5sZgMFgqS307GZMlmYbX8rWE2BOtU2uOvQybZCmdnabK0lBZ89Is1CX2vljxC8fOniYiJJSHbri9CUYl6mJGp87c2rMXxeXl/GPNKgrLymq/UzPSLNYsiaaXnZdLckYaHjp3enfqAkCak5supLagylLndtFoNVriLiSQV82iRPO+BM1ZUnoq6dlZ+Hn7WDoCWabh5cs0vJaqJcSeaJ1ac+xlWiVLp7OyOJeTg4+bGz2DgxUclTCrLfYSki7y3x+/BODZuffj7enVFMMSdfTSqDF0DgggNjOD57dtUXo49SLJUjORnJHGzEf/wRcrf2mSx4u7YFw/1jGqHW0Cjf8ROL2y1AI64Jm5u+noEdMRg8HAkTMnlR6Ow8ztz/t06mqZtx3gI5UlIYSoLMu0Zsm6893gsHC0anmr1NyUlpXy7y8X8fMG44aiBoOB5xe9S3FpCTNHT2B0v8EKj1BU5u3mxkeTp+KmVvPZkcOsMm0W2xLIb4Bm4q/d24m/dIHP//i5SbqFmKfgdWkXY+kU4+wGDE21l1Nj6dvZ2ISkuiYPw4aNaJTHOXT6BMkZzpnDe7jSeiWwbvAgyVJL1VixJ0R9tfTYyy8tZZ+dCoXBYCCz2NgN787efSzHZb1S82GOPYPBwKtLPmLpip957fOPKdeXs2z9KnYfO0yQnz+P33q3wiMV1ekX2oanhxtfx4fWrSUpv2V0SJZkqZkwNxJIzkjjTOJ5pz+edbIUEhAINEGy1IIqSwB9uxgTjEOn7G9Om5OT3aDrp2dn8di7r/O3Zx/loYUvN+ha1Tl82lgV69OpIlnyk2SpxWto7AnhqJYce4VlZQz58nOmLvuB/cnJNrfllZZSptfjpXVjWoeOeGndABgWIeuVmgtz7H239g9+XPcnYNySZPvh/fznq08BeOK2fxDg66fYGEXt7uk3gHFt25FeVMQDf61B3wLaiUuy1ExYVy+2HNzr9Mcz77HUpV00wf5NlCy14MqSvWrf8ePHHLquwWBgxbYNzPq/e1m1Y7PxWmfjKLRqW9sYSsvKOHb2NGCchmfm723shpcja5ZahNhzZywfbpg5GntCNFRLjr0nN28ktbAQgFOV/r/LKDIeD/LwwMvNjVdGj+HWnr0YGRnV5OMU9h0/foxdRw/yxtJPAIgMaQPAgvf/TV5hAeMGDuXyEdIYrLlTq1S8N3EywR4eqNUqClrA3m2SLDUD6dlZXEipmBaw7dA+pz6ewWCwnYYXaJqGJ2uWbESFhhHkF0Bmbo7N69MQKZnpPLjwJRa8/2+y8nIY3rs/UaFh6A16TlttEtwY4i6co6ikmHZhEQT6+VuOyzS8lqOsvJw5Lz3BXa88pfRQhGjR8kpL+PrEccv32cXFNrebN6QN8HAH4JaevVg4boKsV2pGMvJyePSd142/F2dey63TZgHGD/68PT15as59sqdSCxHu7c3Ka6/nmyuuxEenU3o4tZLfAs2AuarUuZ1xT6k9Jw43epXBWnJGOrkF+QT4+BESEEiIpbLkvGSmsLiI3IKWMTfVTKVSWabiHTh1vMrtXbt2q3KsOgaDgZ83rGbW/93Lhr078fH04oW7H+STf75s2Qfi+LkzjTNwk0NxVafgQUWylCXJUrOXm59HbkF+lT2x6hN7QjSmlhp7+5OTbab7ZFX6P9bcNjzIw6NJxyXqJr+wgO92rCcrL4cx/Qfz0A2326zFnX/zXMKDQxQcoaivDv7+qFtIcivJUjNgXhMzbsAwenboTElpKXtPHHHa41mqSu2jUalUTbJmydlT/JylXxfTVDw765ZCQ9vU6RqpmRnc8/qzPPvJO+QW5HPZgKH88u8PuWb8VFQqFd2jOwIQG9+4yZJlf6XOlZIl2WepxaiuvXtdY0+IxtZSY293ku3sgMwi28pSpil5CnSXZKm5KSgq5J8f/IeElCRiItryxv2Po1Fr6NmhM0N69mHaiLFcN36q0sMUrZgkS83AwdPGqkXfLt0Y1XcgAFsPOm8qnvUUPAA/bx/ctFryCgucVtFKaUF7LFnrV0NHvK1bN9fpGq8v/Zhth/fh7+PLa/Me473HniUsqOITsO4xnQA40ciVJXOy1NtqvRKAv495zZIkS81dda9RXWNPiMbWUmNvt2mD2Qnt2wNVK0vmPZYCpbLUbBgMBhb9+j1THpzD+r078HDT8d5jz+Lr5Q2Am1bLZ0+/zr8eWIBapksKJ5LoUlhZeTlH4k4BxoYCo/oNAmDrIec1eTAnS53bGqf9NUV1KbWFVpZ6deyCWqXmZMJZikqKa79DJQaDwVIlXPLsG8wYPb7KnGpzZenU+bOU68sbPmggr6CAMxfPo9VoLdc38/LwRKvRUFhcTHFJSaM8nnAOacIhRN0cTkvlsyOH7DbjMRgM7DV1v5scHQNUTLszMydPAVJZajbW7NrKO999TnZeLv279uDO8VcQEyENN0TTk2RJYafPx1NYXETbNuEE+wfQt3N3vD09OXvxAompybVfwKHHNHfCi7EcM69bSndSk4fUFlpZ8vLwJMDXl7LycvIKC2xuCwkJrfX+KZnppGdn4evlTaeo9nbP8ffxJSIklMLiYs5dutgo4z569hQGg4Hu0R1xr7R4UqVS4Weaiidvxpu36l6fusSeEM7QXGNvwvffsmDTRv5KqNooZ8eli2QWFxHm5U1fUwe1ypWl4nLjB1UeWo3zByvqZOP+XQDcc81NLH3u3wzo3kvhEQlXJcmSwg6ZpkqZ18a4abUM790fgK1O6IpXVl7OmYvGfZy6mBpKAIQ4eWPaltY23Jb9BYjDh9e+OaO5dXfPDp1r7NLTzVT9OXEuzoHxVWWegtenc1e7twf4mtYtyVS8Zq26ZKkusSeEMzT32MusVDHKLi7m/r/WAnB9t26WBg7Wa5aOpqXxxbGjAIR4ejXRSEVNDAYD2w/tB2Dy0NGoVKpmH3ui9ZJkSWHmzWjNe/oAjOxrnIq3zQlT8RKSEikpLSUqNAxvq/8UzNPwnDVdrqW1Da+LFSuW13rO0TPGKZY9O3au8bwe0Y27bumQJVmy37lKmjy0DNUlS3WJPSGcQcnYKy4vZ+bPy3hz9y6b49Zd7sK8vW1uW3L0MAm5OfQPbcMTQ4cTYEqWzJWlg6kpXP3rz6QVFjKhfXuu79YdobyT5+NJzcqgTWCw5YNd+b0nlCLJksLMjQPMlSXA0uRhx5EDlJaVNerjnbTajNZaiJM3pm2NyZJer6/1nIrKUpcaz7NUlhqhI57BYOBwnKkTXqdqkiVTkwdJlpq37Dz7yVJdYk8IZ1Ay9laciWPHpYu8sXunzfF000azAO4a22l0WxMTAZjXfwA6jYYAd+M+SlnFxexOusQ1v/5MZnERU2M6sHTaDDy1Wic/C1EX20xNrkb0GWCZlSG/94RSJFlSUFZuDvGXEvHQudO1fQfL8ajQMDpEtiW/sNBuF7aGOJUQD0DntjE2x0NMG9M6bc1Si56GZ19t3XcMBoMlWerVoZbKkqkjXuy5M3YXKNdHckYaaVmZ+Hn70D480u45fvXYmDY9O6vRGk+I+qmusiSdn4RSlIy9NKukyFpyNXv4lev1li54wyOMvwu1ajW+Oh16g4HpP/1ITkkJMzp24rOp06okWkI55iZX5g+PQX7vCeVI5CnIPFWqZ8fOuFX6NGuUaSre1oONOxXv9AVTZal95cpSAOC8pMZcWXJ3a/47NdfV9Okzarw9OcPY3MHP24e2bcJrPDciJBQ/bx8ycrIb/BokpacCEBMRVe06qbpOwzuZEM+Eebfyry/+16AxCcdUlyzVFntCOIuSsVd5PZJZUr79ZOlIehp5paVE+/kRYaqmg+1eSkPDI/jflMvRSaLUbBQUFbEv9igqlYoRfQZYjsvvPaEUSZYUZJmC17nqHOlR/Uz7LTVyk4fKeywBZCdm4pZajmeRhvS0xq8sFRYXkVuQj5tWi7+potEa7Nixvcbbj501rlfqEdOpxuYOgM3mtCfiG6fJQ02P6W+pLNXcDS8xNQm9Qc/+2GONMiZRP9UlS7XFnhDOomTsZVbqYJdXWsKTmzfxxxn7vzN3XDR2Fx0WYVtht95LaXy79milYtFs5BUU8NY3iyktK6NXhy4E+PpZbpPfe0IpMjlXQRXNHaquKxnUvTc6NzeOnT1NenYWwabKT0MUFBVxISUJrUZrs1fBns+2sO3dtcykA2yG175+DM8ALzyDvAjuHMZ1n86xnLv7081o3bV4BnmbzjH+7RXkjUZnP5zM66BCA4Ioa0XTudLSUmu83TIFr2PN65XMukV3ZNexQ5w4d4axA4Y2eHw1saxZqmM3vITkixgMhlqTPtG4qkuWaos9IZxFydirXFn6PvYE/zt80O65+5KTeGefcWbG8MrJkmndEkDf0ObZCt3VnElM4I2l/+PY2dNk5eUAcOOUK2zOkd97QimSLCmkXF9esQi/S9XKkqe7B4O792Hb4X1sP7yfGaPHN/gx4y6cw2AwEBMZhZvWzXLcK8ibkO7hnD9zAV2pBopKyU3KJjcp2+b+BoOBNc/9Qnmx/aYTU166mmH3jAMgfusp9i7eimegF1n6fLqeCyCsPIC0khzKiz3Ql7f+hZpHz1S0Da8L87qlxmjyUJv6dsPLLywkPSfL0gikuTIYDFxKSyUiJLRVJHayD5YQFSpXljSqqhWhMr0evcHA1GU/WI6NqJQs+VklS/3atGnkUQpH/LJpLdsOG2fS9OvSnQW3/r3abq5CNDVJlhRyJvE8+YWFRISE0iYw2O45I/sOZNvhfWw9tLdRkiXLeiWrKXgAI+6bwIj7JjDq7hvIyctj7VtL8CjTUJhZgEFf0WzAoDcw5M7RFGYWUJBZQGFGPoVZBRRm5lOYWYC7X8XUhrTYJI79ut/yfX9C4KSeCHwAH+uH58vr/ktmfDqegV54BXrjYfV3u6Ed6TTemEyWFpaQeykbz0AvPPw9USk8dWLUqDHV3mbd3KGuyVLFXktNkCzVo8GD2fmkS80+WVqxbSNP/PffPHnHvdw0peXPb6/u9akp9oRwJiVjL8tqbySAEE/PKuekFhaSYtXwwU+no1NAgM052cUV1wnzsm01LppGWXk5GTlZlvc/SelpAMy9cjYP3XC73Q+75PeeUIokSwqxbEbbuUe154zuN4g3v1rEtkP70ev1De4Ec9K0XqlrpWTJLDQgiJz8PLJL8glrH4N/2yCb29UaNZNfvNrufQ0Gg01i1XF8D67++DYKMwvYsWsPu/YcoFtIe9IupVNWXIpaU/Fcss5lkHUunaxz6VWuO/Tvl1mSpUsHz/P5zHeNN6hUeAZ44hnojWegF56B3kx74zoC2ht/8Z7feYaCjHy8gn3wCvbGK9jHmGDZ+QXs6L9tamoKgYH2k4fkjHQycurW3MGsQ2RbdG5unE++RG5BPr5O/E/cnCzVp3JxLimRAd16OmtIjcK8DvDQ6RM1JktbD+7l099/4IW7H6JdWESdrx+bcJZXl3zIYzfPdfqnnqVlZRQW21/QXlPsNe4YSnn8vX8xqt8grptwudMfTzR/TRV79mRU0+DBWnJ+Pgk5FR8yDIuIrPJ7PyE3p9HHJuwrKS1FpcJmNgvAP//7Jqt3bmHxM68zsHsvUjKM//8P792/2lkBSsaecG2SLCnk4KnjAPTtUv0bro5R7QgLCiE5I40T587UuUJRHXPb8MqVJbOQgEDiEhNIy8qga3v751RHpVKh0lT8ggvqEEJQhxAANnud4kBuGmOvn876tX+QkpHO01b3nbvmUWOVylShKsjMp8j0d9vBFS3VDeUGAqKDKcwsoDinkMLMAgozCyrGoK54/B0frufEH4dsxqjWqvEK8qHTxB5c+e7NFBQV8ux/3ybl51P87dqraduhLekFqfjn6tDkG9CXlaPWVt8h6eTJWLp2tf/6WTaj7dC5ztPB3LRaOreN5tjZ05xMOMug7r3rdD9HOFJZSki+5KzhNJoLKUk2f1fnk1++Y1/sUT797Qeev/vBOl9/5baN7DtxlHV7djg9Waopka0p9hrT0TOnWbt7GycT4iVZEoDzYq9cr0dTy4dWWZU+PLC3zUJyQT7nrZKhyuuVAJ4cNoK7V//Jk8OGOzhaURfl+nImP3AHAb6+/PrvjyzH1+/dwZ87NgGwePmPDOzei+QMY2UpLCik2us11e89ISqTZEkhh06ZKkt21iuZqVQqRvcbxLL1q9h6cG/Dk6Xz9qfhmQU7aWNac9vw0MAgu7d7BnjhGeAF1LzQNnpUZx7Y8ywA+rJyCrMKLQlWYWY+Pm0quuZEDoymvLScgvQ80598inOLyEvJoSSvmAspSTz4n5dIPHmBGbEx7Hp1LeY94afSHnaU8Mri+dz49d8t1zz9xxG277qAV7AP3iE+pCdc4rTHMbxCfPAO9cU/quITr/pOwTPrHt2RY2dP89fu7U2TLJkaPBSXlLB65xbGDRpWbUUrIemi08bTWBJTkgE4X0Nil52Xy4GTxg8rVmzbyP/dchfenl71ur6Bhu2FVReOrlcyGAyUlpWhc3Or/eRaZORkAXAxLYVyfTkatbRXFo3vmxPHmb9hHT/OvIpRUW2rPS+r2HYa3rmcqhWi5Px8fHUVW1TYS5Zmde7CsPAIwr1lCp4zpWZmkJGTRUZOFqVlpbhp3SgoKuK1zysSp437d5OQdJGUTGNlKSzI/rIEIZQkyZICcvLziEtMwE2rpXt0pxrPHWVOlg7t4+5ZNzj8mOnZxl9Y3p6eRITYT0pCTeXttEbemNacLFW3NssRaq0G7xBj0gLGf9Pc4gICdMaEadSDk6rcp6y4jIKMPA6cOMZNTz9CVl4Ovu4eHO2QQZegtvSN6ELK+WTOnj6Ht94dt2KVKYkzStqbwOGvdtlcM2GRsaV2YEww9+9+tuLcfx9gZH44XpocNpxbYRxrqC/eIb6EdA3DO9R+C/Upw0bz88Y1fLHyFzzc3Xlg9q1OaVTg4+mFRq0mv7CQ0rJSVu/awpMf/ocx/QfzweMv2L1Pc0+WDAYDianGZCY9O4uCoiK8rFoEm207tA+9wdhgpLC4iJXbN9W5anIxLbnxBlyLmpKlHj2qnw75+tKP+XHdn/z+5idEhjZs8XpGjrHJS1l5GSkZ6USEyGJ4V1dT7DnqwXVrAZi/YT07/3arzW2LDh/ES+vGzVaPG2Bq0LDT6neSCjAAyQUFeFjtWzigmgYO1vsuCecw7/kHkJ2fR4h/IB/99DWX0lLpEdOJzm2j+X3LOj786WtKSkvx8fTCy6PqOjQzZ8SeEHUhyZICjsSdBKBHTOdaP/0d1qsfGrWag6eOk1dQgI9X3T4Br8zc3KFz2+hq33ybF+839sa05uuFBNivLDWUwWDghqceIjM3mw/+7wUGdu9l9zyNTsPyQ5v51xefUK7XM7rfYOZeOZs5Ly0gu42Ol95+jb0njvDRiwsY2K0Xi59+3XjHT41/dbmqL+37dSA/zVitykhMQ59vrF75t6uoKpUVl+IRX0ZbfEj58wwpf9o2bJj2xnUMvtO4UPXYr/vZ8vYafEJ98Qr1xSfUl4fCZ/Lrvg38vuh38vMLWHD73xt953KVSoWftw+ZuTlk5+eRa9rUcfOBPew8epBhvfpVuU/l9uGZOdn4+fjUu9rgrBbk6dmZFJVUfPJ8ISXJ7nTSTQd2A8aq37Gzp/lx3Z91TpYupDSPZMnPz9/u8cTUZL5b8wflej1xiQmNkCxlWb6+kJosyZKoNvYaQ1ClDzeyi4v55+ZN6NRqZltNvwpwd0dvMLDzkrGCvPtvt5FXWsL4778lKT/f8vvli2lX4CabzSrmYlqK5eucvFzSs7NYuuJnVCoVz931ABq1mt+3rOOPrRsAaFNLVcmZsSdETSRZUsBB82a0NUzBM/Pz9qFv5+7sP3mMnUcPMnHICIces7b1SgDBAcY3/OlOmobXppppeA2+flaGZY3KPW88y3//7zmG9Oxrc05pWSmvLP6QZetXATBn5rU8dMPtGAzgoXPnQkoSmTm2rdKtm1AAhPVrS8jYiqRo+fLfmDHjSg6eOsHnf/yE15b1TB0+htSsDNYNvkCQ2ocnrrmLgvQ88lNzLX8CYyrmZGeeSyf5SCKV34IPoQ3laj1fB/9OOXqenjOPxTPeJikhiZCoUAIjg/AO8cW7jS/eIT5E9m9PRL92gP15/Pb4+/iSmZtDTqV1S//56lO+ffntKglafmEhGTnZBPsHsD/2GHe8uIC7rrqeB663/SS4JgVFhVz9+Dx6d+rKfx76Z53vVxeV1yldSLlUJVkq15ez5YBx75Xn7nqAu155kqNnTnE8Ps7Sur06hcVFNsmDs9W0nmznzu3MmHFlleNfrPiFcr39tvwlpaWkZmUQFRpW5zFkZFf8TCSmJDGkR58631e0TtXFXmMIrJQsmafZlej1nM7Kshx3U2s4nZlJRlERYV7eRPv5kVZYCBjXLJWZKscx/vLmWkmXrPZFysrNZeE3n1Gu13PTlBmW/QcHde/N3hNHgNpnnzgz9oSoiSRLCrBsRluHZAmMLcT3nzzG1kN7HU+WTJ3wakqWQk2Vn8achldYXERuQT5uWq1lnYw9y7esR6vRcPmIsfV+jLMXLwCgVqkpLC5i3r+e591Hn2FEnwGA8fnMf+tV9p88hrubjufvftCmFXvPDp3ZF3uUI2dO2Z22VZs3v1rEgZPHWbNrK+9+/zkDu/UiLbCILn16MGRuza1OB946gg5ju1YkU2mmxCotl9SMDLTac3y35g8emH0rF49dQJ9bStKlBJJIsLnOqIcnW5KltD2JzFrfAXaX8fn+d/EJ88OnjR8+bXzxCfOnx4x+6Hzc8fP2BQNk59lWMI7Hx/HHtg3MHD2hynjPJ18k2D+Alds3ojfo+WPr+nolS4fjTnIxLYXM3OxGqTCZ58G/9vlH/LxhTaWxVm3ycCTuFFl5OUSFhtEjphNXjpnIV6t+Y9m6P3n6zvtqfKyLqSk13t4QBoOBzQd206dTNwJNn57Wd81Sdl4uP21YVe3tz//vXX7fso5f//0hHaPa1+maNpWlWppmCNFQlZMl60YNhyttSGqegjc8IgKVSkWwpydatZqs4mLL2qa2vtX/nyOc75LVNLzFy3/k4KkThAYE8cD1t1mO33L5lZZkqabmDkIoSZKlJqbX6zlsahvev47J0uh+g/jvj1+y7dA+h99gWpKlGrrchZgqS6mZjZcsmZtFhAYEVTvu/MICnvpwIQBDevYl2D+gXo9x9uJ5AGaOmYBGreanDau5/80XePuRpwn2D+ChhS+TlJ5Km6Bg3p3/jOUTLbPenboak6W4kwzt1dfeQ9gVFhbOuUuJHDh5HE93d8KCQom/dIE/0jYAdWvuYGx9Xv0i46/u2UVGTjZl5eUk3urBwf1xTO45jOuGTaEgNZe81FwK0vJoOyTGcp/ijAJ0ZRrIgoTtcVWu2WVKL3S44+/jw+gDEay+cin4ahmTF4HBV0OWqoAfX/qWHk9HgnnWpwFQwbmki/Tv2pMdRw4Axmlf55Mv1bn9dqxpD6nC4mIyc3MIasC0ig9/+ppFv37Pu/Of4etVv1uOe7p7UFhcZHlzX64vJ/bcWbpHd2TTfuMUvLEDhqBSqZg0dBRfrfrNsoFwTczroZzho5+/4YMfv2LikBG8/YixV2RNyVJYWNV29N+vXUFhpQXw1o7HG2Mh9tzZeiRLVpUlJz5/0XLYi73GEuhumywl5FSfLG1NTASMrcEB1CoVbTy9uGj6uQn28MDHTYdQTpLVa7Zhn3G97+O33m3TRGjcoOFEhrThYlpKrdPwnBl7QtREkqUmFn8pkZz8PNoEBtf5U5QeHToR4ONHYmoy8ZcS6RBZfbcge/R6PacvGCsRXdpGV3ueec1SeiNWlmrrhAfGzmXmBfcb9u3k2vFT6/UY5spS57btuW361bhptXy3dgUPLXwJjVpDUUkx/bp0562Hn7I7jj6dugJwOC62XsnSoEGD+WDZVwBMHjaal/7+MBv27eSz33/kRPwZJg8dVa/nUZPSsjL2JByj0KcEOnnR++qB1Z4bNaULz236lH7hXXjm+nvIS84hLyWH/BRjcuUZaMyA/H18KS7WUpJbCBkQgTekQyQecBZ+/c9PDHzGWF3yzXdj0q52HNm/muToA4SfLyPAPYQi93L+fG85Nz98k6XZRk0JfWzCWcvXiSlJdU6WSsvKyMzNtkzT+OGvlXzwo/HfvvImvkN69mHT/t2cTzGuZ/h2zR+8/vnHPHPnfWw2rVca038IAB6mrll16W5XW7Lw/doVfPzLt3zyxMt0alu3ZMTM/Fz+2r3dcqymZGnQoME23xsMBn7ZaFwk7+3pSb5pSpI1c2tec9epuki3qiwlNuF6LdF8VY69hrKeNlxlGp5VZelQasUb73KDgfXnjf+njW9X8bMW5l2RLLXzreiOKpRhXVkC4+yPSZX+X9RqNNw/+1Ze+ux9Rvap/v81aPzYE6KuJFlqYoes1ivVtUKkUWsY0XcAK7dtZNuhffVOlhJTkyksLiI0IIiAGv4D8ffxRavRkluQT1FJMR4693o9jj0ppuYOoTU0dzhvNb3nr93b6p0snUk0VpY6RLZDrVbz1Jx5uGnd+PLPXymljKvHTebpOfdV20yjtylZOhJ3kjou9wFg+R+/s3zLegCuGjMRtVrNhMEjmDDYsamSNTl0+kSNVYP4S4l8/sdP3Df7FlQqFSVuekqCVHQY07Xa+wT4+vH10PPcOf4afMvd+fbnXxnbaSBRHsFs2LgNPy83zP91eZRocStXo08rJjntPO2o6CSVdPoIeTdlW5KlPx79jlOrjuIb4Y9PuD++4X74hvvjG+bPhZ1WyVJaSp33Knpl8QcsW7+KHjGdGNV3EIuX/1jtucN69WPT/t0kmuJqw96dgLGd+/H4ODx07gzpWf+1N4mpNU9D+3PHJlIy0vlmzXKenjOvzte1bkoxsFtFc5KakqUVK5bbzN0/df4cCckXCfLzp1t0R7Yf3m9zvnk6LBg3TK4r6zVLMg1PQNXYa6iCsjLL115a27ck56upLMXnZKM3GIj286NTQIDluHUr8JGRUY02RuGYS2m2U5dDA4PQ2mm4MXPMBGaMHl/re6LGjj0h6kqSpSZmWa9Uzw0tR/cdxMptG9lycC9/u7x+vyzqsl4JjB3SQgICSUpPJS0rk7ZtGl7yTjV9il1TZcm6JfWOIwfq3fXPXFkyJ5EqlYrHb72bLu2icde5M33kZTX+Eo4KDSPQ14/M3Bwu1mOqUXzKJRJTkwkPDmWwkxe+7zxysMbb3//hC1bt2Iy3pyeThoys0zXH9h/Clyt/5ecD65gz41ouhRagGhbAzKuvY+G8X/HxzGeW3pg9lrZz42ffM/Rq05F2niEc2HeE0R37c/TgcXzLPfAOr1gbkJeUTV6KsZrFwfM2j+kXXIw5A7uQkMi79z6PT7g/6fpcjqfHM2vmNKK7tscn3J+Ifu3wCvImJz+P37esA4xTyczTyYL8/G2miZkN693feP2UZIpKitkfa2zvvuWgsbHD0F59HfogoLY1SwlJxkrW6h2bWXDr33HT1u3Xq/Vra73HSH3WLP21exsA4wcNJ8lUQbKWYpUgJdu53Z5yfTlZpk/2tRoNqVkZjfYhSl2kZWey4L1/ceOUGY1apRXNS2ZRUbW3JVhVlnJLSixf602fak1ob9vdtY1nRbJ0RceaG7YI58rOy7V8QGNW02waZ3RIFaKxSLLUxA6dNm9G26Ne9xvZ19isYM/xwxSXlOCuq/tcbMtmtO2rn4JnFuLfyMlSXSpLVhuIlpaVseXgnjo3esgvLCA5Iw03rZZIqy5fKpWKa+pYoVKpVPTu1JXN/8/eWYdHcXZ9+J6VbNzdQyAJBAjuUNxpS6lQd7ev/rZ969637u7eUqNAKVLc3ROIEnffJCvz/bHZTZbYxtgEnvu6uNideeaZZ3dPZvfMOed39u3iYL2suy3sTzfVuSyYMKXLpb1PZfvhfS3u0+n1bK53BDbs3WmzszRm4BBiwqNIyki1SLeCSeLd19OLwtISSzQlPCiYA1XHOFGTTYahkOLAShY/dTm3vfwkBwqySCvNZaCPKWp50Zc3mJyl3DIqcsuoyC2nIreMrOQs9h/bYDlPTkoOZJZQlmlK+4zCjf3vbMLsOlz6/c30nT6Af7ZvIjzZmf4VAQRFBZFZU4hXqDcKZzV/p21Fn2edctYnOMyy/lU7NlOrM/3IMjsJk+pT8NpLa5GVmrpay/wlFeVsP7yPCQktp4zU1tWRlptFTFgk/+7e1uwYc8PgU8kuyCe3zFref3W9szRt5Di+Xflnk2Map96ZH3/w6/ds3LeTT//7QrMOUFllJUbZiKerO24uLpzMyyG7IM/meqfO8v3Kv9hx5AA7jhzg4HfLTss5BW2j7oJmx40pqW1wlqr1Osvj5NISjhW33sZi+infadmNbjCMCBT1LfbEXNfamECfzgk4dLXtCQS20r2/8ARWVGmrOXEyHZVSSf+o9t318vX0Ji6iDzV1texOPNyuY22NLJnO4wl0Xd2SrTVLAOMHm0IOjes22iItx1TkGxEU0mx431YGRZsifYdsdJa0tTUczkoDYMHEaR0+r62kt9IQdl/SESq11YApytacClxzSJLENfMuABqK/82YZbTN273c3HF1cqZSW01xeSn+3j5EBYdZFAcbfzEq1Uo8QrwIGR5J3LwERl4/kamPzsfzun4kRpbiVF/EnSUXc8eux7l66V3sHlHE3tgCasY6M+iiEURO6IdnhCnKsnTTWjwqHXDKNlK6OQvX3bXo/sih9usMpuwOofjtI5Zz+3l688uVnzJivy+Djvuw+o3lBOe74FWmwbFWCXJDvVJ7yS5sObJ0qiO1fPP6Vue645WnuPA/d7B211bW721odNw4Ra6lyNKD77zEOyuWkJJlqtnIyM0mKSMVVydnxgxs2h/r1HnNUaZ3f/mGAycS2XX0YLPHmJXwvD08LHLjp7PPVEeUKQXdz6xZc7p0vsaRpY2ZmZbHC//4rdXjHBQKxodYp6QH1GckhLm5oRCRCruybo8p/blx1kVn1e662vYEAlsRztJp5FDKcYyykdiIPh1KZRlX70yYowi2cuJkQ0PatjA3ju2qxrQNPZZaVrnJqHeWrq7/4b5x/07qdLoWxzfGkoIX1L46rlMx1y2dKhbQEmt3baNKq2Vw39h215B1NWaFN3Mag/m5LcweO7HZz6Z/pEnJ71haSv3cEB4YbNk/duBQJEmyOEun1sg0R1K6qV5pQsJwALKL8vGK8EET40GyVwnHw8vYHZXH+e9dyZW/3YFvvwAy83PZc+wwKXFVXPTjjZz/wZVMf/I8Rt8yGeUwTwo8tagjG+qnwjwDOLH6CO5JMv3TvPBdr2PC/iBm7Ajj3A1RjK6OtDRqTdt0nINvbaZfugfuyTK7V+7i829+4M3vv+SNH76wSlerrK5ute9Reo7JmY2st8M1u7Za1SKditm5fOeXbygsLcHN2QUnjSN7Eg9bRDBacpaKykoxGI2WejnzzYVzho1CrWr+zqv57xBMkaXqmoZonJdb8yIbxWWlAHi7e1qcpdOpiNe4H1RtoxQsgX3ZvHljl85X3MhZ2p6bQ3l9bWZOVUMKl3szmRTjQkJxOSXS8MjosTw4chRrLlrcpWsUtA+dXm/5Hjr/nOmW7Z2NLHW17QkEtiKcpdPIgeO2N6NtDvOPzC0H9th8TJ1OR1pOJgpJYZNCl1k+vLCLGtOanS7fFtLwauvqyCsuRKlQMKL/IGIjoqjSapsN4TdHSnaDuENnGFgvJ6436NsYaWLpxjWAqTD1dOHt7tnsdnNk4oLJMwHYfMB2Z1qtUjdbA9c/sg/QIJ4BEB7Q4CyNqa8LGjVgMJIksTfpCNralmsPoEEJb8rwMYApnUyWZatzZBXkWepkAItDMG7iKOKmDmTQohGMvX0qM59ZiOM1Efw7MguvGxrq/4IDA7j851txuSqKg9FFJIeUke1bRYlbLTVqAzGDGmTj07ee4MR3+xia5EfYalh+xddk3rOV0rt2k/XQdn5avcIyduPHawjPccWv2BGXahWyzrrx68k8k7M0fvAwBvaJobpGy/o9O2iL1PrXPn/CFBZOngHAt3//AUBFGzVLyzavw2g0WlLwWku/bJyGpzcY2Jd01PJc2UIKqbkezMvNndB6yd7uEHnILshHbzA02d44UtyWuIbg9FHSha0lwDqypDca+fdkBrpT7CGsmX5J05pJK/dzduaBkaObqOoJTi/7ko5QXlVJZFAog/s2/N7pbGSpq21PILAV4SydRhrEHTrmLA2J6Y+zoxMnMtPJPUWSsyVSs09iMBoJDwyyKZpllg/vMmfJEllq3lnKKshFlmWC/QJQq1RMG2H6wbd2l22peGmniDt0FC93D5trtPJLith6cB9KhYLZY9rfRLejjG4mxepkXg6p2Zm4Obtwx0VXoJAUTYpq2+LCqbNxdnSy2ta/vkeUWdIdrCNLYwYNAUyKegOi+qLT69lzrPX00MT6yNLQ2AEm2XJdHUVlJVbOEphU68AkKbx0o0nY4VwbUx1Dg4PoMzmOvucN4mifEnYPKGDT0BxWjTnJn5NTmXJ5wzzRU/oTf9tYjoeVUh4JpZ51aB30SEggQa2uITK097X1jDkUyJTdoczbHEnlvft5Ne4RPpryMgd/2WWJjgY5eDHZYyBuVWqWr1tnOf7Bd17mwbdfAqwjRgaj6f2dPHwMl886F0mSWLZ5HblFhWhra1stes4uzGflto0cOHEMRwcN4wYPb3HsqaIOO44caPO9LLKk4XkS6mf62zA7LTsO7+eSR++29M3qKDuPHmTW3dfyn3f/1+o4s3iGPSirrLBy4AVdizmypKp32lelp7GvkZjK9suvbFYG/NR6JUHPYW19HeaUEaNxd2mI/Af6+NlrSQJBpxDO0mlClmUr2fCOoFapLX2AbI0uJbWjXgkaIkBd4SyZ5YrVKhUers13Ujf/CArzNzU1nTrSJLv97+5tGIxN7zafijkNr09I5yJL0NBvqS2WbVqHUTYyfvDwVqXYuxJHB02zdrOhvm/QuMHD8PX07pBtubu4csEUU1TKSWNyqIN9/a2+5AAi6p2lmPAoi1MNDVGmrYesU/EOJSfx7i/fUF1TQ2FpMcXlpbg6ORPiF0CwrykVLqsg3+Ismc9tdpYOnEgkIy8bP0/vZh3F5jCnbjVukmuOnLg5uzCkkbBK6IhIYq4axt64Qo5OrOafkRmsmpFD6EcT+HdElmWc0WDEZVIgGQEVFHpoqXLUgQKqi6rIO5SFTltnUXR0TDWQ//IB5myJwPfVQv7X7z98NPllyt9NIvfzI+QVFFjGOtQpkIzg6uTMyP4DCQ8M5pxho6jT6bj4kTsta26NB995GYDxCcNarfExR5ZcnExO8U4bnCWzbLhPozQ8c2Tp+uce4UjqCZ7/8oM257HMV17G9sP7rfrq/LNtEwArt7WeXtNazV5Xsu3QPt5f8h3GeifWYDRw2WP3ctEjdzUb/TobmTTpnC6dzxxZuijGFCFem5FuaTh79YCB9PHwJNLDOlW0j4enlWS4oOcgyzL/7qp3loaNsfoeCWij6WxbdLXtCQS2Ipyl08TJvBxKKsqt8v87woT6u8ebbKxbak+9EjRKw+sCgQezw+Xn6d3iHXJz49CwQNOP25iwSEL9AykuL7NKFWoOvcFAeq7pSzUyqPM9NQba4CwZjUaW/Ps3AKNjBnT6nLYyLDYeh2bqUTbsMTlL5wwdBcCkYR0TL7jzoiu559JruWzWAsBU/2QWeTAzefhoJg0dyW2LLrfa3lC3tM9q+3Ofv88Hv37Pk5+8ZYkqxYRHIUmSJYqXXZBHcr1Qgbk/1eGU40BDquO88ZNRKmwT7witd7obRwnj+8RY1tmSnHdukSnyEujjh0KtoNah4YexQqmgZoY72wbnkTTfwLKJ6Ry+Ae46+CTXr7qPmFkDyahPwwsODyRifF90nhIGhZGaUi15h7MIKXQhMtudpKw0yw//KbtCWLQmmtnrQvnm3Hf59aYvGZ0eQt8MD+SsGjRqBxZNtU3RcVobCohmZyk+ypSGaH6Pm38vCsgrLmwQeGgUdc3Kz7Nydk7m5th0UwNg4YO3ccNzj7Bx3y7AlKpzJLVhHa2lcZrTHLubG59/lPeWfMuf9bZ3JOUEGXnZFoVQAWRlZbW47+/UFNLKmsr5t4ZZDW9MUDBhbm4UaLV8eGAfAONDTNf1CPeGm1J9PDz5as48ITXdQ0nKSCWrIA9vdw8G94tFrVLRLywSP0/vVoWebKE12xMIuhPhLJ0m9negGW1zmEUeth3aZ9OdTosSXnikTfN3Zc2SLUp45shSeH0kQJIkptVHl9pSxcsuyEOn1xPo49ckjawjmBXxWmPT/t2k52YT5OuHh8J2+fbOYo7eNKa6RsvOoweQJInx9fVsZqepvTg7OnHdggut0iTi6uuWzLi7uPLuA09aPh8zQ/r1x9FBQ1JGqsXJLi4v43D9D+EVW9bzxg9fACZnCbCILGQV5JGa3VC3A6bIUp1Ox4qtJpnx+e2oCwv1N92I8PX0wt/bx5Ke2C8s0uIINodZXjzIt+H1bzmwl0c/eI0H337JUhd00/mL8ff24XDqCf45vI3gIeGoPR3JLTLV3Y1ZPJGrfr+ThI/msGRqCpk3O3P9qvvYPDiHPXEFJGakWiJLkiyhQEJRbiRzZyqHf9tD6vcHGJboxx0DFrL105+46+Kr8S92YuamUL696D2W3v0doQfURGW54V/khGuVGklu/nP/d/c27n3jeapraix/i+YbAub0v1Oprqlhxp3XMO+eGy01S94enni6uePs6ESlttoqjbCgtJjrn32kSfPJ5jA7X9/9s5QrnriPK598wNJKARrSNJsjI+/0puFt3m+K3DeOluaX2Naf6kwnOflEs9s3ZWVy5YpljPz2q3bNZ44seTs6Mj0iEoBCrRYPjYbZUaZrUKR7Q2RpVmQksd6d+9Et6D5+XfcPADNGT7Dc5PrxuTdZ+dZnNt/0aomWbE8g6G6Es3SasNQr9WtfM9pTCQsIIiIwmIrqKg4lJ7Y61mg0NvRYsjUNrz69qqisxJKK0lHybemxZI4sNUqbaly31Pgu9qmY07e6So0uLrJPi8XuZr6r72GzeMb8Nsd2DSbHurk0tG2H9qHT6xkUHYt3/Y+JvqERlhS3zmJWxGsLjYMDw2LjgYYGq1sO7EGWZYvzbVYZjI2od5Z8TU7N4ZTjFJeX4ezoxJiBQ3HSaMguzOfPjWsor6okNiKK2HoHyxbMaaSSJPHFYy/x3TOvM3bQUH596V2Gxw1s8/hgX3/c6tNGjp9M488Na1ixdYOlRnBo7AAeuOJGAN788UtKysua1N2BSWxBpVKxLfUQhDiSFVBFenAFiWmplmjo3+Mz+G1mKtdsvI+rfr+T8969gimPzGPY1eMYMXukRdnOtVqNW5UDKesS2ffddsIPahh5JIDJe0KYuyUCX2dPS6rL+v+twGONltg0T7Z9u5E9/+xmxco16PUGPFzdrP7OmsOsalirq7OKLEmSZImIp2abBGMAPF3d2X3sEIv+cwdLN6616Zqxef9u9h8/hruLKzeedzETh5j6UbUW7cqwIQ3PaDTy85oV7Rah2H3skCX104z5eWOhmcaKgoKm7MrtmAiH2VnycnRkRr2zBHBxTBxO9X9PjZ0lQc9FW1tjqTO9aOpsy3a1StWiUqdA0BsQTWlPExYlvA6KOzRm3OBhpOdms/nAHoY0SgUzGo0kZ2Ww88hBdh01/SupKEejdiAswDbxAo2DA27OLlRUV1FWWYFXJ76kCupTf1rtsWSJLDWIByT0i8PHw5OsgjwS01OIOyUdzExqF4k7mHHSONIvLLJF+fDU7Ew2H9iDo4OGRVNmUVzQ/Xear563kOzCfOIi+jT5MWmWZj2nUeqdJElMGjqKH1b91elz9z8lstQaYwcNYcvBPWw7tI954yezab8p1era+YvIzM/l+39M6zE7PuYf3uYfo32Cw1AplcRFRLM36Qhv//Q1AAsm2BZVkiQJWZZpHLRtyzFojkAfP+aNn4xaqaKmrha1So2D2vQv1D+QyKAQIgKDWTJwCNsO7ePNH79k8rDRQEN0FMDD1Y0JQ4azbvd2zn/wVsv2Y+nJVnVIwwYMJCyudZXK9KAKSrxq+fSOZyjLKuGDz75GLq3DuUaNg07BlHENKXhHft+La1IdCTSoTh3Z+Q+LpGgKB8oWmXhNnZLAQmeqnHRU5VZgDDOiUCpYv3e75ThzzZJZhTHUP5DjJ9PYdfQgRtlIsK8/3z/7Bk9+/Bb/7t7GI++/yge/fs9tF17OvPGTW31N3u6erHjjE5wdnfhx1TI27tvVqrOUU1hAnU6HQytNKZdtWcfTn77D1BFjefPe/7Z6fjM6vY6bX3gMJ40j6z/4FqVCgcFoJCMvm+qaGvYmNqQCN+5V1Z188sdPRAWHNYng9hTi4wc1u73KxnYPp2JOw/PSODLYzx9nlYpqvZ6r4uMtY8IapeHpOnkTT9B9rNq+mYrqKgZFxxAbYfv3h620ZHsCQXcjnKXTgLa2hqSMVBSSwlI/0RkmJAzn+3/+YtO+3cwYNYGdRw+w68hBdh09RGmltWqTv7cPV805v13hb19PLyqqqygsK+mcs9RGZElvMJBdaOrbEuLfUMelUCiYMnwMv6z9mzW7trbsLOWYIkt9Oikb3piB0TEtOkvf/W2KKs2fMAUPVze0le1TnesI1y24sNntsixbaj8mndJkdcrw0fyw6i9cHJ07de6IoBCcNBq0tS33CzJjEXk4uBej0WgRIJmQMIKwgEAycrPJLym2fIGaP29zM12zQEd8n37sTTpCcXkpCknB3HGTbVqrhIRMy1FIWwny9cPRQcO5k1pW35MkiYevvoVF/7mDJf+utLyGsEYOP8C8cZNZt3s72toaQv0DyczPJT0329KUF2DKiDFtrsmglCl1rcMY68xvJ1ayPTQTxz4aFs+Yx44jB3j8kqssY6f+dwEff/YNeSm5ONeocNaq8Da6oKwy4OTmaCmw9irXMPqw6TNYvuBz/lYpcAvypFKby0i1PwdiGmqWnAxqDHV6y2dmdnBD/QPxdvfgzXv/y+/rV/Phb9+TkZfNw++9QkRgsFUN4Kn1SPF9+lpSZ83jDqUk8dLXH7HzyAEumDzLyqk0ykayCvJavTFi/nuwtbE0mPrB1OrqqNXVkZGXQ3RoBEn1Evfr92y3aiXQ3shSanYmaTmZFqn8UzE591KTY9788UsADn63rF3nO104OTWf8txRZ0lnMDk/GpUSJ5WKr+fOp7S2lrhGYgCaxjLyrfQ7E5xe0nOy+GnNCq5bcCE+Hp78stZUz7uoUVSpK2nJ9gSC7kY4S6eBwyknMBiNxEX06ZKu9CP6D0atUnEoJYlF/7ndap+/tw+jBgxmZP9BjBwwmFD/wHbXSPl5epOanUlBaYnN6XvN0VbNUk6hqb9KgLdvE1nzaSPHmpylnVu5/cIrmj2+qyNLYFLEM1/wT2VtvcKPuS/Rrl07mD+/aY+i08Gx9BTyS4rw9/Zpcgdv7KChPHfLvfSPat7JtBWlQklMeJQlhbQ1YsKj8Hb3IK+4kGVb1lFSUU6wrz9RwaFIksT7Dz0NNDTOPTVV0OwsDYhqSP0bO2hIpwuC20uQjdK2fULCuHreQj7982eLkltEoLWzNG3kOK5bcCH+Xj5cPH0Olz52D4npqZaGsPdffj0XT5vb6nkUkmSJ9F74nzsAk2rg4nHTuPfy65uMj50ziMoDGvapG6Kek4eNYuPOnZw3fpolslSnNlAUZUBZZkRTKeFUp6LsZDFeOOCFA3vjCqjVVqNSKll9zxJSNySh9HJgijGEmsN5DNR4E+biTM7+kwQlhLFw8gwWTJzKS199xA+r/uLWl55gyojRrN21jTsuuoJJQ6xrqhp/zv3CIlEpVaRmZ1r+pl9oRmXvZF52i3/rRqORbfUphPklRRSWlVgpNtrC0dQTVr2dPlv6C2BqqJ1fUmTVq8oWzr3/ZgC+fvJ/VhkAAFXaas5/8DYmDhnB49ffYdmuaHSt1un1LQqS2JOWrnsddZZOZVJo6ze/0sqEjHtPQJZlHv/oTfYkHiarIJc7LrqSvUlHcHZ0Ys7Y7mmpYc/vXMHZjahZOg10VjL8VJwdHS3KYf7ePsyfMIWnbryL5a9/wuq3v+SF2+7ngimzCAsI6pCYhE99nUlRJ0UeGnosNS8XejKvab2SmdHxCbg6OXP8ZJplXGMaNzPtbEPaxowbPAxXJ2cG9Glar2OUjYyOT7BZWbA7MTc8nTRkZJPPWJIkzp00rVOOrhlb65YUCgWj66NLb/9kKvAenzDcsjZJkqzW6ezohFcj2fXmnKUFNvZW6kqC2lHvddP5i60EMcIDre1YrVJxz6XXcvnsc1Gr1FZObVxEH66ed0GbP4YVCgVfP/kKF02bg4uTE56u7nz8yPPEBLVs82YnwSwTnlWQj0Ep4x/sh6ebOw5qNcUetfR7cAx3rnuUXYuq+GVqMisnZrJ+WBY74vOQHUyfVZ+QcIx6A5IEhuJa/EqdCMt2ZUCqN8rfC9n1+SbLeUtTC/H/rpJxB4MI36PmwNfbcU41sP7vzeTnW/eFa/w5O6jVxDQSoLl05vxmX1fjlLhTOZqWTEmjXkjH0pJbHNviHOnWx5gjzGbhkfY6S2Z2N9N/bM3OreQWFfDzmhVW21WN7KGwtHfVSFXVi6S0hFGWeXzzRn4/cZzfTxxnwvff8ndq+/t0pZe3T21P0D1sP7yfPYkm216zcyuPffAGYFIv7QrBJYGgJ9HzbludgXS2GW1zvHDb/Tx05U34enp1uYRqVzWmNafh+baQhmd2gsKbcZbUKjWTho5i+ZZ1rNqxuUk6WklFOeVVlbg6OVtEBLqCQB8/Nnz4vdUd5sZcMfs8y+Pg4M7LlXeUjfX9lSYN7ZhUuK0MMEenbLCxsQOHsGLLenIKTT+MJyS03CQVIMQv0PIDNzrEVLcTGRxCsK8/Or2eqTakqHUlkiS1q8O8s6MjD115I/e88TzQNA3vVOIi+vAnJknq8MDWxzYmOjScx6+/g/9cdTMGowEnjSOGipZTQB+44gYumT6X39ev5qc1yy2KmP5ePkiShL+XD5n5uUQEhhAZFMJXT7zCTS88Smp2JmWO8NHDzzK4byyHU44THhhCoI8vBp2Bg3sOc+8TT+NSn943OWoYEeMbnJ6SlEJy92USigvQqD/UvmqWfvURbmPVVLiaog/OyQb2HtuKZ4QPnuE+DO03gCOpJ1g4eQa3X3iFpcYNTCISpZXl/LFhNbdfdEWzf5ubD1i3UjiamsyEhBHNvj8n83K45pmHuPn8xRZHCOBYWtMf7k4aDTNGjeezpb902FlqLn2vqKy0zePyiova5byfLlq67lXr9c1uN/NXSjLv798HmBrQ6o1Gbl610ubvr/HBIWzOziLmNEebBU2RZZn3l3wHmLIKkjJSOZRiSn+9sJtS8MC+37mCsxvhLHUzXdGMtjnUKlW3pSiZa4wKOnlnsyGy1Pw6M1qJLAHMHjuR5VvW8cvav7l63kKruitzVKlPSFiXO4st3e0P9Q9k4tCGH2CDBg3u0vPaSnF5GQeTk3BQqxkdP6RbzzV1xFjW7NzKBZNntjm2sby5SqlkdHzrjWSD/fw5lGJ6HeZ6GKVCyQ/PvoFRlq1qe04Hvh5erQoINMe0keO4dOZ8CktLmqThnUpco8hSW2Obw7Q20/pasz0PVzcG9Y0lIiiEo2knOFhfw2P+u44JjyKrII/4PqaeS4E+vnz5+Mv83xvPoa2pYUT/gfUNsBs+P6VaSeyQGAq8tZhjRI89M9+qLil8bDRXL72L0pPFbN2wA2WZkb3bD+Bao8atTkO1U8OP6eM/7iNtY4Ogg6RUcKVvAoFaJXu1mxu2G2F4WH+SS7JIy81k476dzdYAbTlgSsGbPHw063Zv52grkaVnP3uP/OIinvns3VOcpWSrSCHAsLiBlh5TKVkn2XJgj6V9g60052QVlbd9IyqvuGdKlbdke22l4e3Ny7M81huNhLu5k1Fhe0rdxzNn8+6+PVw7UBT52xtzVMnD1Y3P/vsC1z37MEkZqfSPjLaKGnc19vrOFQhEGl43k12YT2FpCZ6u7u26m2xPuqIxrba2horqKtQqFR6ubs2OaS0ND0xRkxC/AE7m5bBpn/WdY3NvnsgurFdqi8tmLbBy2FauXNHK6O5j++H9yLLMyAGDu6QGrjU8XN1454EnWixSb0yQr7+lOfDQ2AG4OLUuMGFWxIsMCrV6X73cPfDx8Oz4ojtI4x5LtiJJEo9ccyuv/d8jKNqQko9pJIHe2WuBLbbn7uLKhw8/S2xEFEqFwvK38vyt9/LbS+9Z1f94uXvwxWMv8eNzb7Yo8eukcbT6XBo3/gXQuDkSPiaawReN5Oa3b+f6L+9g57gilo9Px+ONoRiUDQIcsXMGM+jikYSN7oNbkAeyUaY2r4r0TScoSW5I2XOvcsDnrSJG/+jMrC1hrLntF/5+eAnbPviXY8sPUFtRg9FoZP9xU4reNfMuALBylvYmHqGskSiAuV3BqZRUlDdRvBs7cIjV9evmFx9r9tjWMDddrq6p4c5XnuKHVX9ZlAZbo6c6Sy3ZXlvO0vFTMhWWXbCIof62R878nJ15ctwEIoSMuN355I+fANPfm4erG8/ecg+DomO4+5Kru/W89vrOFQhEZKmbOdCov1Jv6TjeFTVL5hQ+P0/vFl+3JQ2vhR+OSoWSS2fO55VvP+Wbv//gnGENReLdIe7QEgn94kjOzOD8c2Z0+7lswSwQcKoKXk9g0tBRpOX8ZpNzFVrvJEeHti6dfbro7pQnD1c3gn39yS7MtziV3Y2bsws/PfcWpZUVll5cLk7Ozb7ntlyfQvwCKSorxdXJucWbII3nC/D2JS0ni8SMhoaz/SOjGXWjdQG4vlZPWWYxpelFGF0U8OYPADjolBgdJRQ1RjzqNJCiY2fKBstxfs8OwynUDb3BQHyqNykv72BIsh8VJ6s5uHwv23OO8Paq73B2ceaRa26lukbbbA2kGbMCoJkxg4Z26LrduD+cOQq++cBu1u3ZwaGU48SEtd077HRJlXcVbdUsJTVKR3RWqQhwduHL2fOY/suPlNXW4nmaI8mCplTXaNm0fzdTho9pMcMiLSeL7Yf346TRcMmMeYDpb/q7Z14/nUsVCE4rwlnqZrqjXqm78at3ljqThteWEp4sGxsiS/4t98NZOHkm7/7yDdsO7eNEZrpFXMHiLLVS6N5VvHXfY+gNhia1Eho7f7l3d71SR7j9wisY3DeWaSPHtTl21ugJpGaftCnF73RgqxJeZ3joqpvYf/xYp68H7bE9hUJhcZQ6S6h/IAdOHLNZZdPsLDUWT5g1ZmKTcSqNCp9of3yi/a2iQAXeWkru9eXF6+/jijvvpjKrFBetGhetChetmiVrf7ZErPyKnDi2dD8xmF7r71d/AcAioskIrOQR7asAKA0SQYXOOAS4UFtuLWl+KjHNiKTo9Doeeud/jE8YzqIps5o9rrlr5556oYfC0hJq61p3LMC2yJIsy+w6doiYsMg2ndeuoiXbaxxZOlZcxMs7d/Do6DFE13+fpDaKpgW7uiJJEkGurmy45DJKamrw0GiazCk4vfy8ZgWvfPspd158JTedv7jZMb+sNUV3Zo+dZCXvfzqw93eu4OxFpOF1M+Z6pcF9Y+28EtvpCoGH/DZ6LBWUFlOrq8Pb3QNX55bTtdxdXDm3XhXtu5VLLdvNaXinI7IENFtUPmOG/X7kR4eEN0mD6gk4Ozoya8zEFgUyGuPh6sZDV97UJap9XUFgB9Lw2svUEWO559Jr20zZawt72Z65tsxW2zMLZuTXR0mGxcZzzfwL2n1eR3cn4sfHk+VfRdFg0M/zxunmPvj5NwhyHIwr4vz3r8RxQTCpweXke1VT5ahDBvyCfJk3fjKSJOFWrWbcgSBGrHLnnfgnOW9dFNO2hzLmQAADT3jjVKNkaMwAXvu/R5p1CHccPsCqHZt58uO3WlxvcmZGk227jx2yPK6obrtHW74NkaWV2zZy3TP/4aYXbGvC2xW0ZHuNnaU5S35mafIJ7lm3FoBag8FqbLCrq+Wxj5MTfb26TqRH0HFKK0w3Ktbs3Iqxhea/Ow4fAGD++CnN7u9O7PmdKzi7Ec5SN1JbV8fRtBQkSWJQdO9xljxc3VAplVRUV9l0B7Q5CtuILGXkmqJKoa1ElcxcNmsBAEs3rqWssoKaulqyC/NRKZUt1judDjZsWG+3c/fEqJK9qNN3TX+X0xFZ6irsZXvDY+NN/8cNtGl8gLd124D/W3xNuxpkN+apm+5m79d/su79b/numdd57f8esZLxL3WvY9CFI7jn4/uJvW8s60Zks2xiOiOWnM+TS57mxdsfQJZNrYuz/CrR+ylROarR6JT4lDsSnudmkkQ3KHjoqpuYMWo8yx/4ifcnvMD4vUEMSfSlb4YHa79dg2uVGoURqyhYY051lkoryklMT212rCzLPPf5+yz5d6XVdlsiS39sMKkrHkk90ebYrqIl22ushldZ7zhV1pn+Tz1F/S/IxRVBz+VI6gkSrljA/W+9SHlVpdU+c4qpmx0+Q3t+5wrObkQaXjdyNO0EeoOevmERrUZPehoKhQIfDy/yigspLCuxFOK3h/xS013RliJL5iLrU3vTNEefkHDGDRrGloN7+PXffxg3eCiyLBMWEGTXpo3lduz3MWnoqLYHneH0jzDJmi/b9C+mn8Cd49RGuT0Ze9ne+IThbProB5tTvk6VYvfqZDrgqRHLU50x85iHrroJJ42GSm01cyZMtorklbnVsXlILtNH9uHBW+5h8hWL8apzxlWrwqFcotqpwfnOP5pDYWIuIY2l0BOzmEsE2b5VJKanMDQ2ntqKGg58sx2vSB+8In1JTkmzWtPqnVswykacNBq0tbWW7Y4OGlKzM/lhlUkqfcUbnzacu6QIo9HIxn27+ObvP3j5jgebvH85hfm2v3ldhNn2imu03Lr6HxbH9mdhvxj09ZEIB4WCuvrHkR6m9R4rtk5LDDlNKYOCzrFy20YOnkjk5Tsf6lI1345iz+9cwdmNcJa6kf3HEwFI6EX1SmZ8PeudpdKOOUtt1SydzG27Xqkxl88+ly0H9/D9qqWWObuyGW1vws3ZhSEx/e29DLszY/QEQn78kvTc7C6Zryf2tOmJtKc2pomz1KgRcVcwOj6hSUTGzF02KHNJkkSNxkCpuw7/8BBLjamZxd/dRElaEa++/T7ph9Jw0apx1apxrVZT6azjwIlEHv/oTTxLHYhf3lBzowDOVUdS6aynyknH6r/XAXDupOn8vHIZRgmQoKau1sqRaxxN0hsM5BUXcscrTwHw2vefc87QkThpHHFxcqJ/ZF9yiqyb/Z5Ofk5MZG1GBhV1Ohb2a5CQd1SpqKvPSDheUszly5by70nrSFvjNDxBzya7MJ9rnn6Quy6+mqvnLcQod/7GlEDQ2xDOUjdilrPtCXdk2ktn65Yaeiw1vfMLDZGlMBsiS2BqcBoRGEx6bjZfLvsVOH31Si0xefLU03o+RwfTj7EJQ0bYVBN0pqNSKrlm/gU89/n7nZ7LSeOIey9KDTrdttdRAnwanCWVUtnl7/HI+Ia+K4YWaixaw2hs+OEXFxndxFlydHciaHAoE66YzMoP37A+WIaTf/9BUVkpZdVqvOOCGRMcT1VWOXnHc3DUqXAsU+Fb5siypKPgbJIiz33nAF7ZKiqddVQ469j0v5VEZLtR4VzH0SPHrU7xRf21DuD39av4ff0qy/NpI8dalDGdHZ3a/do7itn21mSkA5BWVkZdo5qk8kap28eKizlWXIxCkgh2cSW7PqUryOX0CgMIWic1O5OtB/dSo6u12j5+8DCiQyP4avlvvPb9Z7z/63doa02iKPbQ9u0t1z3BmYeoWepGDpyojyz1RmfJ3Gupg4p4ZjUo3xbS8Mw1S+EBtvWbUSgUXFpfu3QsPQWwv7OUltZ8DUJ3MW3kWO6//AbuvfTa03rensz558zolNKbuYA/yNev10j7w+m3vY7SOLLk5ebR5e+xr4cXkUEduw6s3rmFc269zPK8f2R0+yaQoKi+FkfvqWBjWDqr+6ex8I8bWDI1maUTU1k7IpMdA/KodjTV87g4OaOpVeKgV+Jd7khErhupX+9n9OEApu8MI+WNHZbp1ToFB9/fQniOK95lGhx0CpwdnRhbL2e+Ye9Oy9jqGi3nPXBLh2tM20NaWirVOh1bsrMAKNBWc8M/Lfe/CXV14+DV1/HTgvMs20Qann3RGww8/ek7PP7RG6RkneSWFx/jhS8/4Id//rIad+BEIg9ccQPv3P8EHq5uaGtrcHN2YdrIsUQ3qhc8XfSW657gzENElrqJ3KJC8ooLcXN26fCXuT3pbGPahshS886SuZ9JewQazp80nbd/+ooqreluah87p+GlpaUy8DR2k3d2dOLqeQtP2/l6A44OGq6YfR5v/fRVh46PCY9kxqjxvU4w43TbXkfxcnNHrVKh0+s7Xa/UEqPjB5OWk9mhY+saKbjFRfTp8Bo+/e/z3PPG8+xNOsJdrz4DEsQOjmFCwgje+flrq7EbR+RgrNTjWq3GrVrN+JBBpOxPxrVaTbmktYxzq1LTP9laJU6vkYnI9satPJpNAWno6gNKktHUzymrIJc+Ia33LcspzOehd/7HNfMvYOqIsTa9vjU7t7LlwB7+c/XNpKWlkuPmZqVwtyK15R+xrg5q/J2dKalpkGkXaXj25fXvP+fnNSYH97d1DdFK/SmqhWbVxnOGjWLNO19RVlXRau/E7qa3XPcEZx4istRNmCXDB0XHdlom2B40RJba7yxVaaupqK5CrVK1Wt/g6uTcrhoGFydnFp7TIB0aaefIkqBncMmMeXi5uePv5YNCat/fmlql5rX/e6THNBw+0zA3poWur1cyM3rgkC6Zp19YpE3prdcuWMSccedYng/sE8PgvnH8746HUCoUHE0z9ZQK9g2wulkkSRIhfgFo62qpdTBQ5FlDWnAF+SMltg7OY9WYTLaHZFnGv/X4UwQsiqE0SqbEtRad0oiqViJrdzqe1tl6jD4UwHnrolh51Xf8fvs3bHh1JYd+20PO/pPUVlj3kvp6xR/sTTrC3a89a/N788YPn/PTmuVsP7wPgLX1KXjtoaJR1MtT9FSyG4VlJXy1/DdUSiXTRjY4y49eeyuB9Yqgl81aQGRQKM/dcq9lv8bBAX8vn14VgRcIugoRWeomzLnvvTEFDxpU7Nqbhmc0Gnny47cB6Bsa0eqFNSwgqN0X3stmLeCHVcsI9Q847Q3xTiUhYYhdzy8w4e7iys8vmGzubPki7022F+DtS2Z+bpc1xj2VUQMGtz3IBhzUauIiojmUkoSLU8vqpXERfbj30utQKhT8telfZo81NdkdFhfP/y2+hle/+wwwRXDCAxvSjF++86FmI+nm5tynkjBmEAljBvHa95/x+dIlIMOUmBHcN+tK9m09wM+7GuTCnWpVaHRKCg/kUHjAer7YuYO4+MsbANi5ez+HP91GiNKFSmcdddW1ODg377iUVVaYUhWHjbKIqKRknWRKwnCe3rAOgCF+/uwrsE2Rz1HV4IieLX+nPZGq6mrA5My/cc9/ScpIo7SijFHxCUwZPoa/t27k/HOm8/DVt9h5pU3pTdc9wZmFcJa6CUsz2n69p79SY3wsAg+l7TrunZ+/5u9tG3BxcuLZRnelmqMjPZLCAoL44bk3cDmNBc0toRQiCz2GU1XXznR6k+3518t7dzQNT2qjlNzD1Y0P//OMTXP99vJ7rNy2kQ9+/b7Z/c/fdh/JmelEBoW0OEdEoGnf3ZdczcA+MVw8fY5l39XzLuD7f/4iuzCfiKAQhsXG8+rdD9M/MrrJ9U6SJGRZtojdmPFyc+f9h562PL/r4quZNmIcsmykf2RfNA4OhIyO4r9XNsiM/zsiC6daJW9e9RCOFQqKUgsoTjH9K3Op465Xn+HOi6/kpVfeJuGwK30xpcG9FPkgHqHe+ET74d3Hn75XDuHez//HnLGT+PC3HzDKRs6dNM2kgKZQkJJ1kpi+A0gtK8NTo+GCfjE2O0sDff14ffJU4pqRexfYj5jwSMvjAG/fHp3q3Zuue4IzC+EsdQM6vc7SJLA3NaNtTEdqln5bt4qP//gJpULBq3c9bHURbo6ONpSNDY/q0HFdzZ49uwkObvlHlUDQXfQm2wutbz3QkjJmW8TaUEs0bvAwm+bqGxpBanjL9U1RwaHNCsfIjeSSzdGiQB8/Lp99rtU4SZJY8uK7/LxmBdNHjUOSJGaOntDsuRL6xbEv6ailBtPMVXMXEt+nn+W5SqlskqHQOF0woV8cZZWVpOVkEjAyHC83d4L1Onw9vXjzxy9NUandsOvoQaiuwzG8DrdqB1yr1XjUaig7WUzZyWJS1iVSNAzScjJ5/9fvGHXIH69yDaUHE4kNiqMoxIOUA1n84GoSlhgXGMTmretoz8+IKwbE2zxWIDiV3nTdE5xZCGepGziWlkKdTkdUcGi7epL0JBrXLMmy3GbaxPbD+3n6U1Mq1CPX3Mr4hOFtniO8g86SQCDoPVw2awFOGkcumDyz7cHNMHHIiC5eUVPaur7llzSkI7eV/uvq7My1Cxa1uP/qeQv5ctlvPHDFDdzy4uOWInqAey69lsUz5tu4ahNBPv6UVZokuTfu28WHv32PtraGfmGRHE1LRqlQEN+nn0md1QX2xxZZjr1q9vlcNXoe73/0JYGyBye1DX2ePCo1eFRp8KiCwFw97C0iPRoODDU5d7lH9pFx7CAMn2j9+tOSGOXpzlrPQJtfw5HUE3zyx0/ce9l1hPrbfpzAdmRZ5nDKcbs2chcIeivir6YbaJAM772NQx0dNLg5u1BRXUVZZQWerRRnp2RlcM/rz6E3GLh63kIunj7XpnOEBdomG95TCQtrXXVKIOguepPt+Xp6c+P5l3ToWG93z/ZLeneAts6RnpPV6v72cN9l13PrBZfh4uRMqH+gRRAixC+A6xZc2O75QvwDLO0UXvn2E8v2o2nJuDm78Po9jzI8biB/bVpLlVaLq7Mz//3gdQCOpCfzh/sGluRsAmC8vylCd9uiy1nZZz/pBXW4aTW41jjhVaQj16+OxFpTL56Th/ag1OubrMc1M4X0YhcYZnJ6bOlhesmjdwOmfmfP3dp6+nZLJKansP/4MS6aNkfURDXD699/zud/LWF0fIK9l9JhetN1T3BmIZylbsDcjHZw396ZgmfGx8OLiuoqCstKWnSWispKue3lJ6mormLayLHce+l1Ns8f5t+7I0uxsb1TvEPQ+zlbbG9CwvDToiY6feS4VvcPiR3A0k1r6RcW2elzSZJkEZAICwiyOEvt5d5Lr+OPDau5dv4i1uzcapn7jouuYNygYazctpFFU2db6q8aKz5OSBjB5Fsv53DKcfYlHbVsT6t3Ct2iYticVwSn3M+S9DpTSqLRiFqvJ8jXj5LSQuo8rWsGfd09ML+qijZ6PzVOcTRHPQxGA8VlZfi10HqiOS58+E4Agv38mZDQ/dHInsq63dtxdXZhRP+Blm1fLvuNz/9aApiyQHorZ8t1T9Dz6H2a1r2AMyGyBODnZUrFKyhpXhGvpq6Wu197hqyCPOL79OOF2+63+YeNRu3QYg+m3sLq1f/YewmCs5SzxfYm2JDO2xU0llBujgsmz+Sd+5/g88de7NLzdrRuE0wS5r//7308XN0YFB2Dp6s779z/ODedv5iB0THcd/n1LQpV+Hh4MjRmANraGvQGU3TI09Wd7MJ8lEolz+zbazVeWV2Fk6oW2aEhYnP7RZdz0bQ5eB3ahdQowuTi5GQRCAIorrGuyTqVtEZRO3O92PtLvmPaHVdZnMD2kF1Y0O5jzhTyigu567VnuPaZh3jtu8/Q6fWs2bnVEnFsLN8fF9nxvmL24my57gl6HiKy1MUUlhaTVZCHs6MT0aH2bZraWXw9WhZ5MBqN/PeD19l//BhBvn68c//jOGkcbZ471D+wV/afEggE3UvjFCpbhRvaQ019Glljgnz9Wz1GpVRyzrBRXb6WrqrPee7WezEYjTb1iTLz9v2P89A7L7P5wB4ASivLAfANCWd/jXVvpohQKAo+hFzhRk26SXzihnMv5mhaMhIgN7qWV2m1JgfMYAClkpr6RqeyLPPFX78SGxFl9bnuPHqw0ZlMn/2Hv/0AwP+9/ixbP/kZV+cGKfd1u7cTGhBI39AIy7bGzYUd1Q42vwe9kdTsTFRKZbOO9r6ko5ZI3ed/LeFgchI6vem9ufPiK5GQLA2877joytO3aIGglyN+rXYx+4+bokqDomNQKnq3zKVPvchDUTONad/5+WtWbtuIi5MT7z7wJL6e7YsShQX27hQ8ABcX0YVeYB/OZNtzd3HlkhnzuOOiK7tFICczP9fquT1rODoTWWqMJEk2O0rFNVruXLua45VVvP/Q03zx+EtW+50DGkejjDgEZlAQfhCjSoek0oPCCIBCoSAuso9J5dDsLBlN+w6cSEShs06/W7VjM699/xk3v/iYVerfriMHrMZpa60dtbE3XMSSf1eaxh49xJ2vPs3CB2+zGpNX3CBMUamttul96I2UV1Wy+L//x6L/3G71Hpox93ecNnIsvp5e7Dp6kP3Hj6FSKlk8Yz4XTJnFoOgY7rvsumZVH3s6Z/J1T9CzEc5SF7P/RH29Ui9tRtsYc2PaglOcpVMlwjuSx9/b65UApkyZau8lCM5SznTb+++1t3HzwsXdMreDWm15fM7QUbx850Pdch5bsMd18J29e/jh2FHm/PozkiQ16VFmcPMEQHKowbnfYTSB2UhITFeNRZvcH4wNTplSoeSz/75geS4ZGtLxFHprZ+nvrRssj6966gEOpxwH4HBKQ3PdbYf2WdpuNOapT97mcMpxVmxZb7XdWO+c5RY1pN6VV1W2/gZ0ksLSYrbUR+NON2t3baW6Rou2tpbb//ckx0+mWe0393e8eNpcq8jRsNh43F1c8fHw5LtnXuea+S2rNfZkzvTrnqDnIpylLuZAfWQpoW/vd5YsaXiNnCUrifBrb7NJIrw5ws+AyNK//6619xIEZynC9jrO4hnzuHTmfL556lXeeeAJvDvYLLcrCPDxQaU8vdnwunoHoyVKVGqUrmW4xh1E6VKFsc6Bz+P+w2N9F2NOk6NRqmREo7ooZV1DiqOiUWrcziMH2HZon+W5LMv8uHoZYBJzMLNp/y6e/vQdABZNmcXPz7/FoimzkGWZl7/+mF3HGlL2vv37T4ZfvZB9SUfIaVSn1FiKvasxGo3c8tLj3PziYxZnr7uQZZnSinKqa2osqXVmhzPA25fyqkqufupBbnjuER59/zXe+vFLi1jIwOgY5o47xzLXiAGDunWtpwtx3RPYC+EsdSF6g8FyAe3tSnjQ0GupqL5mqbFE+DXzLuDiaXNaO7xVwgN6t2w4QFU338EUCFpC2F7HcXFy5pFrbm3S6NUeKBVKQvxar5fqavp4eFoeG+odpzpXD/QaJ2Qgq7YOg9YFyaBCV+JNVeJgJnkPJNTLpyG17hRp7ojkI6jLS/E8ts+yrXEa3h2vPN3EiVmxZQNllRWW549ccysAKVknAdN3aFxkNPddfj3e7h7sSTxs2QemVHC9Qc+VTz7A1kMNghStRZZ+XrOCRf+5g+l3XE12QX6T/UajkS+X/dYkYmNm/d4dJKanAnC4mQhYV/LsZ+8x8eZLGX3dIkZft4gl/65k26F9qJRKvn36VcYOGkpFdRXbD+/nz41r+PiPn6jT6egbGoG7iytOGkeeuvEuhscN5JLp87p1racLcd0T2Ash8NCFJGWkUlNXS3hAMF52vFvZVfha0vCKm0iE33PptR2a00FlSoGJaEGlSSAQCM4mQgOCSM/NPm3nc2mUhphRUUFGWRnFQ8aidCzFc+tBqg0GAl08cMgeS0aJFk195EuSJFz1dZQ3I6BQm5OBT04GYIp65BUXotA3RJaqm1HEq6mr5aPff7Q8nzhkBDedv5iPfjeJOwyqv+Ho5uzChIQR/LlxjdXxjWuT/tr0r+VxS87SV8t/43/fNPShWrltY5Pmwev37uCVbz9h1N7BfNoovRBMkZ6PG603NfskaTlZhPoHtktYozV0eh03PP8ooX6BbD1ocgBVSiXa2lqe/PgtAGaOnkCAty8f/ucZUrJOkldcSF5xIbnFhRSVlTJ7zCTLfBdMmcUFU2Z1ydoEgrMZ4Sx1IZn5uTio1T3ijmVXYI4s5RcXcderJonwgX1i2iURfioPXXkTWYV5hPgFdOVS7cL06TPtvQTBWYqwvTMHe9ZvJpeWsCozDYegdBz8czAqXaEKEvz8uTVhKI9t3sjrjepE/BQKypuZR5IkZFkmLCCIF2+/n+yCfB5f/y+p9fvPGTqK9Xt3WMaff84Mlm5cw1fLf0MhNXyX3HbhZeSXFFGlrSY6pKEBaWiA7aqBzTlLqdmZFkdpaMwA9iYdYfuR/U2cpWNppua+R1JPYDQarb7nth7ax8HkJMvzb1b8wTcr/uCyWQt4+OpbbFpbdY2Wh997lemjxrFgQtP6m8T0VPYcO8yeY4cBU5PeG8+72KJg5+bswoNX3giY3vPo0HCiQ8+eRq3iuiewFyINrwuZOXoC2z79mQeuuMHeS+kSPF3dUCmVVGqrOXDCJBH+9v2PtUsi/FQmDx/N5bPO7cJV2o/ExGP2XoLgLEXY3plDWDscga5mU9Ex/lD8hiYgBwAHjSsg09/bh/EhIay9eDEJjdIEwxpJeDfm40eeI75PP9667zEG941j9thJeGkaIlCv3/Moj157q+X5VXPP54kbTE1kjXJDDZVSoeSZm/+P1/7vEStHpbm07ZZUDJtzlrYf3gfArDETefXuhwHYc+ywRVbbjDn9rlJbTVZBnvVrrI8qnTtpmtX271YubXYdzbF041rW7trKI++9iq5Rbyozp4pb9AuLQFI0pDzevPDSJoIcZxPiuiewF8JZ6mLUKvUZkYIHJmlY7/r8dlcn5w5JhJ/JnDyZYe8lCM5ShO2dOXRVryVbqdbpQDLiEHiSr7XfUKeuwFjriPZEPE7F0YBEnHfz1/k4L69mt4+OT+CHZ9+w6n3Uz9nJ9MBoRK1S0T+yr2Vfn5AwFk6eya0XXGbZJp1SB9WY8GYk1m+54LJmpdebc5bMMtsj+g/Ez8ubPiFhaGtruOrJB/nfN5/w/T9/sXHfLtbt2W455lh6iuVxcmYGu44exM3ZhQcuv8Eq7c6vhe9EWZbJKcwnPSfL4hg1roVqLHhhpqmzFMnxjHTL8wunnt0pdeK6J7AXIg1P0CoDIqMpLivj1bs7JhEuEAgEgpYJDzRFTU5HXz6dwcD7h3biHHMIpVM1sgx1+YHU5oSh0NZR6aoGvYHYFpylIUFBUNi0715z9PPwwmft3yhqa4C7iQmPJDIohDEDh1pe662LLkNGJiM3h+BWGgOb3yMzs8dMYkT/gdyy8FIe/eA1q32tOUtDYwYAMGpAAilZJzmUksShlKQm4wGOpiUzY9R4APYfNx0/fvBwPN3c0Tg4oNea6rDMtVU/rV7O7+tXERMeRVZBHkfTki0CFn6e3vz28nuWPkgASzeuYeKQEVbnbOIshUfi5ebO8i3rWDh5Bi5OzUf2BAJB9yKcJUGrvHr3I5RXVYiIUjMMG9Yx2XSBoLMI2ztziA4J57oFF1puRtUZDKgVilYjLR3li8OHSCmuxMlDg1FhoCYjGkOVu2mnQqJIb0AhSfT1bD6CFB0QjPc3n4EsA3e2ei4fD0/UlQ0VTk4aR5a++pHVGEmSuP3CK9pcd+PmxHPHTeaF2+4DTClxof6BaBwccHdxZf69N1Fdo+XzpUt47fvPCAsI4rxJ08kqyMPVyZm+YabI1+WzzyU1+yQDovri7upKZl6upfGtmY9//5FhsQOYkDDCUqs0MDoGgCptg2DF2l1b+fj3H/no9x+pqau1qmvydHWntLKcgtJijqYlk5SRZtm3YusG3F3deOjKG1EqlOw+dsgi/W0mJiyS4XEDiQmPsqrhOlsR1z2BvRDOkqBVHNRq4Si1gMFgaHuQQNANCNs7c5AkyaIuqtXrGfHNl8R4efPbeQu77By7yhNxV7nwR/JxQOKZqOv574ZNNOohi9HBVIsa5e6Bo6r5nwah/gE4VJTadM6hsQM6uermyczPsapnGhYXb3ns5uJCWWUFr33/GQAn83J45+evARjcN84S0YoMCuGTR5+3mnfzgT1WzW0Bbn3pCR6++hYO1TtAg+qdpcaqfYBFgMHT1Z3rz72Q8MBgBkT1JcDbl8seu5dDKUkcPJGIUTYysE8MF0+fyzOfvcOPq5ZxLC2ZOWPP4cWvPgQgIjCYWp2OsspyYsKjUCgUVumNZzPiuiewF8JZEgg6yP79+wgLE3f7BKcfYXtnJimlpeRXV5NfXY0sy52OLpXrq3nyxNf8XrwBJ50XFQUmBybeM4i3psxiT34eTkYjrx88YDmmpXolMLWTGBszkP6xbSu+xvfpx/sPPdXlPfUycnNa3Ofu4mpJfZs3fjJjBw3lx1XLOJicxMwxE1qdd+qIMXy3cilzx03G1cmZ4yfT2Jt0hBe/+hAJCaVCQVxkNAC3XLCYSm2VlbiDJEl8+t8XiAmPbHb+z5b+ApjqphZOnkHf0HDuffMF9h8/ZpWed/W8Cxg1YDDa2hqriJpAXPcE9kM4SwKBQCAQ9ADcHBoU5PK11QQ4u7R5TH51Nb5OTihOcaz+KdrFEylfkKcrQZYlSoucqTPocFFrCHd3Z0RgIAv7xXAoJ9vKWWqpXsnMuSPGM3++bYqmExJGtD3IRvy9fMgvKUKhaNmBdHdxtTyeM/Yczhk2inMnTqO8qtJqX3Pcfck1jOw/iAlDRuDooAHgg1+/591fvkFGJjY8CmdHU/RNrVIzNGaAxVm6YPJMFk6e0aKjBCaFvb5hEdxw3sWAqdbpx+fe5NaXHrfUKr32f49Y6qQEAkHPQThLAkEHiYyMsvcSBGcpwvbOfNLLytt0lrblZLPgtyVcEhvHO9NmAHCyJp9nUr9mdckeAAxVrrgWxvPp+PMIcnEl1M3Nyilzc7E+R5y3T6vntJftffjwMzz1ydvcs7jlhujmpufQkAYoSZJNERpnR0emn+Ko3LxwMblFBSz5dyUj+w9u8diLps2x1DO1RIhfAB/+5xmrtXi7ezAkpr/FWYoKDm1znWcz4ronsBfCWRIIOoi4cAvshbC9M5/08jJGBbXesPadvSaH6MfEY7w+eSpGycAFB5+gSFeOi8IROT+CvExPnps8janhttW9xHq1Hlmyl+31DY3g6ydfaXVManam5XFbkSRbkCSJx66/ndljJ1nqlcyUV1dZHsdGtPyezBg9HqNs5OU7HsTfq6kjWqdr6PXU1SmLZxriuiewF6LPkkDQQdatW2vvJQjOUoTtnfmkl5uU5Kp1Og4VNggP5FdXM2fJz7y9dzeZFRX1W2USvvocnQFuCTmXc33Hca3jteRlehHj5c3iuP42nVMpSfRtoZeSmZ5se6X16nsqZdfdB1YqlIwZOKSJbHdOQb7lsbpRROtUrltwIT8+9yYRQSHN7j+Z11CD5aBueR5Bz7Y9wZmNiCwJBAKBQNDDSCsvA2Dxsj/Zmp3NzwvOY3JYOK/t3smuvFyOFRehV1bjGJWCocKDgsJAoj7+kCgPDyLdQ/m7wNQb6L9jxqFS2HZfNMrDA42y+/s9dRduzi5UVFcR5OvX7edaNHUWa3Zt4dr5F3ZqnsbRMIFA0DMRzpJA0EHc3T3svQTBWYqwvTOf9PJyZFlma3Y2AFuys4j29OSrw4dAYaDOOxOHgGwkhRGlUxW6Qn9AQWpZGallJkdrZGAQs9uRuhTbRr0S9Gzb+/yxF3nl20+5//Lru/1cof6B/PnKh52eJ7+kCOjaaNiZSk+2PcGZjfjrFAg6yKRJ59h7CYKzFGF7vRujLPPIpg2MCAjkwpjYZsekl5eRWFJseR7r5c2ru3Yge+ThFnwS1HUA6Ep8cCyMYfcVV6GXjegNRtZlnmRLViYPjx7bLvnx1mTDzfRk24uN6MPHjzxn72W0i/svv4FXvv2Ep2+6295L6fH0ZNsTnNmImiWBoIOsWvWPvZcgOEsRtte7+SctlU8PHuDW1S1/jjlVVaxMS7U8P1Saxe+Gn3CKSAZ1HYZqF6qPD6AmvR/7LruZcHd3+nh4EuPtzU2DE/hizrw2ZcBPpS1xBxC219VcPW8h6z/4jgUTp9p7KT0eYXsCeyGcJYGgg9TW1th7CYKzFGF7vZukkhKbxn1z5Ijl8Tu7DiEDjrIzr/a9heqkgRiq3AFw6SJhAFucK2F7XY+3SC+ziV5je0Yd0rFfQVvc9th6pOPLURz5pRsXJegM3eYsvffee0RFReHo6Mjw4cPZuHFjq+OffPJJJEmy+hcYGNhdyxMIBAKBwC5kVlY0u90gy5bHklJHjut+JHWteQvatH78Hv8CC/0nAran19mCUpKI9mxdCU8gELSN4uhvqDY8g3L1A9Dob7pFZCPKDU+h3PQcVOZ1/wIF7aZbnKUff/yRu+++m0ceeYS9e/cybtw45syZQ0ZGRqvHxcbGkpOTY/l38ODB7lieQNAlzJo1x95LEJylCNvrfRRqtYz+9mue2LyJrAprZ2lHTg5pZWX8nHgMlHocAk/iMmAvDv65aIIbvjefHjmdGE9fq2P9na0lrduLt6MTTioVwwMCbVLCE7YnsBe9xfak9PUAKHL2IKWuafsAbQmSwVSDKOXt68aVCTpKtzhLr732Gtdccw033ngj/fv35+233yYoKIj333+/1eNUKhWBgYGWf35+3S//KRB0lIMHD9h7CYKzFGF7PR9ZljEYjZbnK1KTSSkr5YvDh6hs1Ii0SKtl3m+/MPL7z3kv609c++9FE5iFpDQyxKk/NwcvoJ+nF/8suphbEoY2OU+Ym1un1unm4MCOy6/kx/nn2jRe2J7AXvQK29NpkXJ2WZ4qt78B+tqWxwNUN/RRk3L3dtPCBJ2hy52luro6du/ezcyZM622z5w5ky1btrR6bEpKCiEhIURFRbF48WJSUlK6enkCQZeRnZ1l7yUIzlKE7fV87l//L4O+/IxCrRaANenpAFTrdWxp9PkdKSpE6VaCS/99KALSkFQG9BXu/DLoSX4d+l/+O3QGWy67gqEBAc2eJ9S1c84SQKCLK64ODjaNFbYnsBe9wfak7B1IhjqMvv2RvfoiVWShOPRd68c0cpYUufu6eYWCjtDl0uGFhYUYDAYCTrmwBwQEsHr16haPGz16NF988QVxcXHk5+fz7LPPMm7cOA4fPoyPT9PeDx999BEfffQRALm5ufz1158A9O8/AHd3D7Zv31p/3kCGDx/B8uV/AaBWq5k1aw6bN2+kpL7IdtKkc8jKyiI5+QQA8fGDcHJyYteuHQAEB4cwaNBgVq5cAYBG48iMGTPZsGE95fWNAydPnkpaWipp9epFCQlDUCqV7NmzG4CwsHBiY+NYXa9+5OLiypQpU/n337VUVVUCMH36TBITj3HypCntYtiw4RgMBvbv3wdAZGQUkZFRli7W7u4eTJp0DqtW/WMpfJw1aw4HDx6wXFRGjBiFVqvl8GFTSmN0dF9CQkLYsMEUJvby8mL8+ImsXLkCXf3dzrlz57N79y7y8nLrP5uxlJeXcfSoqdg4JiYWPz9/Nm821aH5+voxZsxYli//C6PRiEKhYO7c+WzbtpXC+s7z48dPpKAgn6SkxDPmc9q1a6f4nHrB53Qm/j1VVlaSlJQoPqce/Dl9lWFyjl5at5bxej1rMk/SHMeKi5DrNEgqHYYqF2pzwjFUupOtO0o2R1v8nMw4VFej0+nEdU9c96w+pzPt7wl6x3VvSOlSogBdyHh2nqxjAieQd34IMQv4d/uBZj+nyKpdWGLGRUn8/edPhPbp32s/p97899QSkizbUn1mO9nZ2fUfzgYmTpxo2f7UU0/x/fffc+zYMZvmqayspE+fPvznP//h3nvvbXXskCFDWb16XWeWLRC0m9zcXCFCIrALwvZ6Pn7vvQ3AYD8/nh43kfP/+BWVQoHeqEflXYjKtZyajGiuiR/EF4cPoXCqwqh1BiRuSRjCM+Mntjr/67t38t3Ro/y96CJ8GjlP3Y2wPYG96HLbq8wBgw48wrtmPllG9d0cpKo89Au/QfaLR/n33SgyNmCMPR/DOU80e5hi94cod39gea6f8y5y2LiuWZOgXcyePY1du3Y12d7lkSVfX1+USiW5ublW2/Pz85tEm1rD1dWV+Ph4jh8/3tVLFAi6BG19eo1AcLoRttezya+utjw+UFDA2ox0kIyMGaBgr3EfCof6hrLFvpbGs+o6d56cOJ4rBwy0SWjhnuEjuWf4yO55Aa0gbE9gL7rU9ooSUf15A8h69Bf/Bq5d4ISVnECqykN28kH27Q+AYey9SJlbkBL/gPhLwDeu6XFVpoiM7OCGVFeBlLtXOEs9jC6vWXJwcGD48OGsWrXKavuqVasYN872D7+mpoZjx44RFBTU1UsUCLoEc6hbIDjdCNs7fdQZDFZCDbawOj2t4YnCwIryDbgM2Mt+1RYUDnUYahzRpkdjqPQgsdjkLAU4u3DDoASbHCV7ImxPYC/abXvFx6Ewsen2imxUK+5A0lUi6WtQ7PnE9jll2fTPoGsiC67IMKWqyWHjQar/ee0RgTF+MRIyyq2vNCslbq5ZkiOnmJ6LuqUeR7eo4d1777188cUXfPLJJxw9epS7776b7OxsbrnlFgDeeecd4uKsvev777+f9evXk5qayvbt27nwwgupqqri6quv7o4lCgQCgUDQKgajkVlLfmLCD9+2y2H6pz5HHmRcYg+S63YQhVpHuDoIbWo/qo8loC/xAySKa3pJo02BoDdRW4Hqj2tR/XkN1JQ1bK8pQbX8dqTqQox+8ciSAkXiH1DefE2hFXWVqH5YgOqLCag/HYVyxR1Wu6WMTQAYwydYbTcOuwlZ44kiZzdS2tom00pV+aZxfaabnucfMjljgh5DtzhLl1xyCW+88QbPPvssQ4YMYdOmTSxfvpyIiAjAJAKRmGjt7WdmZnLppZcSGxvLBRdcgEajYdu2bZZjBIKeRnR0X3svQXCWImyve9AZDBb1OoB1mSc5VFjIidJSsiorbZojuSqXf7PS6p9J6Ep8MFS5Up0Sy1OBd6Ev8wEk+nh44ufUuR5J9kDYnsBetMf2FCeWI+mqkPQ1Db2OdFqUf9+NVJaG7BODYd77yP3mI8l6lLs/bHNOKeUfpIosJJ0pzVaRuQXk+psoteVIeQeQJRVy6BjrAzVuGEfeCoBy2+tNpcTNkSXvGGTPKCRDDVKRbfX9ra43ZzeqnxchpbQsriawjW5xlgBuu+020tLSqK2tZffu3UyaNMmy78knn+RUXYkffviB7Oxs6urqyMrKYsmSJQwYMKC7licQdJqQkBB7L0FwliJsr3u4cdVK+n/+CSfqFZl+OHbUsi+1rLTVY/dXJHNX4tvM2v8AOvcGieO63BCqj8cTRiQDfRt6B4a6uRLn7d21L+A0IGxPYC9stj1ZRnHsV8tTRfLfACjXP4Ei/yCyaxD6Oe+AgxuG4TcjK1RIx5dDSXKr0yoSlwJgGHpDw8aKbACkk1uQZANy4BBwaCrnb4y7oHkpcaMOtMXISODsbTqerum3JCX/g1SSgnLNw0gnN3d6vrOZbnOWBIIzHbMcp0BwuhG21z0sSzH9WPr44H5Ka2pYkdrQ6+/CpX9YPQcwykZWFe/ikkNPs/Dg4/xVtA2jLCOpTQIOCX7+xHr5cm38YP69eDE+Tk4s6hcDwG1DhhHTC50lYXsCe2Gr7UkFR5CKkpA1HsgKNVL2Lig+jiJlFbLSAf3c98C5/saFWzDGuIWmmqJd77c8aVk6irx9yConjEOuxRgy2nSuegdLcdKUgieHt6BiqVBhGHuf6eHeT6G60LS9uhgJGZy8QaHGaHGW9tn0WltDKjO1L5BkPcp/7he1UJ1AOEsCgUAgEDRid14ev504Tq3BYLX9qhXLLI9XFe9i+t4HuPnY6+wsT0RhVFGXF0TlkSHU5UTwn1GjWX3RJWy69HJePmeypenru9NmsOfKq5kWHkGcV+9zlgSCno7i2BIAjDELkMMnmByhzS8DIPsPAs9Iq/HGoTcgKzUoUtdA4dFTpzPNWR9VkvvMALUzslc0UO8sGQ2WyI0xfHyL65JDx2AMn4Skq0K56z3T8eaGtPXOmxxo6rgk5e5tVgyiPZidJWPoWCRDDcq/74SiZgQvBG0inCWBoIN4eXnZewmCsxRhe93L/oJ8SwrerMioRnuM1BoMLPrzN347kUhaTS6SzpGarAjKDg1BWRDNhVGD+Wn+eS3KeisVCsLc3AF6ZWRJ2J7AXthke3VVSCdMaXfGuIUY+84BQJFj6p1jdkascPHHGH8xAMqd7zbdbzSgOG5qoGqMPdc0j9lZKk5BKjyCVFOK7BYMnn1aXZ5hzL3Ikgrp2O8mpT5zvZKLv2mAWyiyky9STSnUOzsdQl8DlXnIkhLDzNcxRk5FqqtEtfx2KMvo+LxnKcJZEgg6yPg2mkYKBN2FsL2u45sjh/nteBIAMY1+jO3Jz8PNwYGbEgah8izEqe9hHMNSuWLZUjZkZvLzrkIGVE+k/HACkboBvDtlDoevvZ73ps9kSng4Cklq89y9sWZJ2J7AXthie1LySiS9FmPgUPDqgxw+EdnB1bJfDhrW7HHGIdciq51RnNzcJF1Nyt5p6p/kFtrgbHmZnCKpJBmpXjLcGDYB2vq794zAOPCSeinx/1mU8GRzWqAkNapb2tPm622R8kxTep97CKg0GKa9gDFkFJK2CNXyW6H+vALbEM6SQNBBVq5cYe8lCM5ShO11DVq9nvvW/8stq/8hs6ICJ5Xask9S1xITW8a9WS/iFHkClWsFSvdS1mWZ7/Yq2J6kAyRenzKVi2PjcFU7tOv83o5O+Dk5dd0LOg0I2xPYC1tszyzsYIy7wLRB5Yhh2kvIkhJZ7YzsP7j5Ax29MA663DTHznesUuAUSX+a5oyZb+mfZI4sUZqKIn2DadspkuEtYRx2s0VK3CJE4dIg/mJ2yBRp60HXsUa85hQ82aNeUVrpYIow+Q9Cqsg2OUw1pR2a+2xEOEsCQQfR6UQfBIF9ELbXNRhkI0ZZxijLfHn4EAAKTTWOUYm4DNhLknI/xfpyDFpnak5GUXV0CMjWX5vTwyMYHRTc4TXEevt05iWcdoTtCexFm7ZXmIii4DCygxtyfc8iADlsHPqLl6A/7ytwcGnxcOOgK5Ed3Ez9kLK2mzbWViClmnojGWMWNAzWuCG7+CMZapGKEpGVGuTgEba9kEZS4lKRKaptiSwBxuDhACgyNqD6ZgaKDc+aei+1o4ZJqk+1kz3CGzaqnTHMfgvZK9qkkrfiTqirsnnOsxnhLAkEAoHg7EZh4Jujh6kzGJCRUHuUgCwx32cMPw58nOrEQeiKAsCoZExQMNsuu5I3p0wjwc+fp8bZdje5JWJEDZBA0CVYokr95oLK0XqnRwR4R7c+gcYNY8LVprl2vguybOqtZKjFGDwK3KxvisheDX2f5OCRoLI9SmySEm+0nkaRJXxi0U951hQF0lWhPLYE1e9XovrlYhQHv4WakjbnN0eWaOwsATh6op/7HrJbMIqCQyj/ubdp3ydBE4SzJBB0kLlz59t7CYKzlLPF9k7tx9cVFGm1XLZsKUtTE/mtYANOfQ/j3O8whdpqjhYXIdc6oU2PJqF0Pm/F3slI91igoQ5hZGAg0Z6eXNZ/AKsvuqTTIg1xvSyydLbYnqDn0art6bUoTiwHwNh/UYfPYRx4GbKTN4qCQ0jp6xul4C1oMlb2ahBzsDUFz4JChWHs/Q3HN4osAcj95mE4/yt0F/6CYdAVyI6eSCUnUG59BdU3M1GuftCkwGc0nDqzCUtkKaLpPhd/9PM+QHbyRZG9A+Xah8Gob9/6zzKEsyQQdJDdu3fZewmCs5SzwfZSy8qI/+Iz3tvXiSLnUzDIRm7c/AMbjWu4K/NZnkj7HJVrBQqHGktvJIAvxl7LD7MvbHaOEQGBXbYegJheJh9+NtieoGfSmu1JKauQ6iox+g8C734dP4naCeOQ6wFQbnkJRd4BZLULctS0JkMbR4aMLfVXagU5dAyG+EswBg0DrxaiXt7RGMfeh/7yf9BP/x/GsPEgG1GkrEK14g5U389Hses9KM+yOkxqzVkCcA9DP/ddU9ph2r8oNzwDsrHdr+FsQThLAkEHycvLtfcSBGcpZ4PtLU0+QYG2mie22N55vlCrxWBs/gs/seokE3bfxT7n1ah9CpCURoa5xqDN6EPd0ZG4SW6WsQHOzjiqVJbn4fVS3wAjAoM68GpaJsHPj0AXFxL8/bt03u7ibLA9Qc+kNdtTHDULOyzs9HmM/RchuwQgVZrOZ+qt1DTFTvYbYPrfu1+TFD2bzzX+PxgWfApKdesDlWrkPtMxzHkH/aXLMYy4HdktFKkqF+Wej1H/MB/lspuRTqwAbTGStghZqQGXVq4rPjGmGiaVI4qkP1Fse63TvZ3OVFRtDxEIBAKB4PQS4d7goKSUldLHw7PV8avT07hi+V9c3n8Ar06eysmafDYUHOP7XflU1unwdFRT5FuJsU6DrsQXTWUQ7194MwM2fYqzSs1l/Qfwwf59zc49IzKSTw8eAMDf2bmrXiIArg4O7LniapQKce9SIOgQxcko8vab1O6iZ3V+PpUGw7CbUG18BmjordQEnxj0s99qOXrTXbgGYBx2A8ah1yHl7EZx7Hek1DUosnagyNqBrKyv1/IIt6j3tYQcOATDjFdRrrwb5cFvQeOJcdgNp+FF9C6EsyQQdJDRo8faewmCs5SzwfaUjfqVrM1Ip88gzxbHVurqeGD9OoyqGn7IX82xPWs5WpMKRgUVecPBqARAKohHrtMAEnXAgC8+tcxxTfygFp2lfp4mEYaudpTMqJXKbpm3OzgbbE/QM2nJ9hTHfgMwNaBVd83fqBy7AGPKSlBqkAOGtDyuA+l3XYakQA4eiSF4JNT+B8WJFSgSf0cqNDXUblxT1Rpy2DgMU59HufohlLveBY27pUmvwIRwlgSCDlJeXoafn1/bAwWCLuZss721GRncMCih2X3Fugpu3vEVxUEHcHWpBOBoDWBUoCvzIs7Xg8dGTEatUHLxX3+0eI5oT08Wx/VnVVoqUadEsa4YEI+zWs2UsPDmDz6LONtsT9BzaNb29LUojv8FNOqt1BUo1Bjmfdh183U3GjeM8RebnJzCRBRZ2zBGTW/7uHrkPjMwTKxAtfEZFJtfRNa4Ifed040L7l0IZ0kg6CBHjx4hOrpv2wMFgi7mTLI9WZaR2uh6vykrk8yKCo6XlBDl4YGXswoPtalfSqmukt3SFpQuoEZFXbkHNcVe6Mu9wKhkxQ2X4+pgW7PYN6eYirgVp6xHo1RyaVz/Dry6M48zyfYEvYvmbE9KW4tUW4bsEwf1NURnPb6xGH1j232Y3P8CDLXlKHe8ifLfxzE4uNo3ctaDEM6SQCAQCE47BqORd/ft5a29u7l/xEhuSRjKztwc/kpORqVQUGNokLLV6nUM//k9VB7FqDyLUQARhVPo6+nFUP8A6vKDkKvdOHjJQ/x89DgPpa4HWcZZpcKhHSlupzpJAoHAjshGpMTfkYNHgXtos0Mswg79uzCqdBZjHHIN1Jah3P8FylUPYJj7HnLQMHsvy+4IZ0kg6CAxMe2/cyMQdAWny/bKa2tZ8NsSpoZH8MS48Z2aq9ZgIK+qinB3d5JLS7hjzWp21atbPbZ5E45KFf/dvJFaQ33fEMmI0rUclUcpKvcSFJqGxomyQcmRslwOFxXxR/IJIAKlJOGidOSagYOY1yea1RnphLi6tstZErSNuO4JThdS6hpUG55BdvJFf94X1rZnqENKWooiZxeyytFUryToEoyj7kKqLUdx7FeUf9+NfsHH4Btn72XZFeEsCQQdxM+vd0j9Cno3Px47ilKh4MJGPxROl+1tysrkSHERx0tLuHPYMLwdbe9QfyoX/vk723KyuXFQAl8fOUSNwUCQiwt6o0yBtpoHNqwDZGZGRPFPehpKtzKc+yRajjfqVBjKvXh75KVM9BxIRkwl92/4lwMFBU3O5efs3K60OYUIKNmMuO4JThdS9k7T/9pCVMtvJazfxSg2/oJUcBip+DhSfSNV4+j/AwdXO670DEOSMEx4BOoqTP2clt+G/tzPwfM0q/71IIRWqUDQQTZv3mjvJQjOcCrr6rjr3zXct26t1fbTZXsHC02OiM5o5M8TJzo117acbAA+PrifGoOBi2Pj+PeSxXxy/jjC+hTj3O8gkQOyeXOqqSjZUOGOodqFsJoB/DLoSf6Kf4Wvh9zL+YGj8XF0YWhAAGGubq2dsgnjgkOa3b5A1ODYjLjuCU4XihxTQ2rZyRep/CTuu19FefQXFIVHwWhA9ozCMOY+jPGX2HmlZyAKJYYpz2EMHYtUU4Jq+S1Qefb2WBORJYFAIOihnCgtwSjLDalpp5nGUZtfjidyzcBBrY7PraoCINDFxWp7XaP1S6o64sJBCj3KtP0/UW6oBndQAqhVKKhviigrqU4aRFRUH4a59YNm/KLL+g9gWWoKAAYbmin+dt5CUkpLmfPrz5TWNqT1PT9xUpvHCgSCbkRbjCLxD4xx54OjF9SUIJUkIysd0J//JcotL5OdV0hQwkxkvwHIvnEimtTdKNUYZrwKy29BkXfAFGGa90HrjW7PUERkSSDoIL6+Qj5X0L2cKC1tdvvpsj1zZEkhSWzPySG9vAyAIq2WN3bvoqKuzjL226NHGPHNl4z7/htSykot28v1VewvyrI8V3kVkum+h+VF2yk3VBPpGMjVgTP5JO5+1g97DUUbTRQbMzMyiqnhtst5KySJvl5eJF13Ix9Mn8kw/wA2Lb4cV7VtankCcd0TdA/KtY+g3PEWynVPACDl7gNA9h8EbsEYZr1BasztGBOuQg4eIRyl04XaCcPst5G9+yGVpqL68XwUez4CvdbeKzutiMiSQNBBxowRzRkF3cuJ0pJmt3fE9g4XFrIlO4vrBw22qL61JtudX11NTlUVrmo1MyIi+e3EcZYkJXHviJGM//4bimpqKNRqGRMUxHfHjrIqPQ2AWrmOi9Z+RkiAgSM1yciOlcx0aYjcGCo8OcfDm6neQ5jkNZgIxwCr89bpatr1up6fcA5jvvsaPyfb66kkSWJRTCyLhFhBuxHXPUF3oMjaDoB0covpf3MKXiMlNmF7dkLjjn7u+yg3PY8ibS3KXe+jOLoEw8g7kfvNhXbc4OqtnPmvUCDoJpYv/8veSxCc4Zwoad5Zasn2ZFnmqS2bGfPd1+RXV1vte2DDOh7ZtIF/0lIBeHjjekZ88xWVjaJDjTFHlQb6+nFRrEkJ6ZekRAxGI0U1JofmwwP7uHblClalp+Hsn0vcsAzcBu2kJGA3h9iH0bECWYZsbcPrcNC58Xn8A1wZNKOJo9QRoj092XrpFSxdeGGn5xK0jbjuCbqV+ps3Um69sxTY4CwJ27Mjzj4YZr6Kfv7HyL79karyUa17DOVvVyDl7Lb36rod4SwJBB3EaDTaewmCM5yW0vCasz1Zlnl66xbe2beH5NJSDhTkW/bVGgzsz88DYF3mSbR6PZ8cPEBGRTmHiwqbPcfB+nqlwX5+TA4Nw9fJieOlJbx7YCdKt1IcAk8iKXUM8vXj6XETWBAfRJYxG4WkwFDlilwQij51ABUHR+BY2CA7+/jYzkmQN0dfLy+iPT27fF5BU8R1T9CtSAqoq0IqPIYsqZADEiy7hO3ZHzl4BPqF36Cf/DSysx+KwqOolt6A8p/7oCzD3svrNkQankDQQRQKca9B0H0YZdmq9qcxzdnehwf28c6+Pc2OP1JYSF39D40NJ0+yJaKhhshZrW72mAOFBYBMqJeaZcXbCOuXR3VtGq9XbcM52jTmyWEzuTHSpF53oNKDRYETGOEWQ3WdjIeDhkuXLWVTWSb/Zpi+RO8ZPoIbByc0e76WUIm/sx6FuO4JuhcFUt5+JNmI0T8e1A3ptcL2egiSAjlmAfqo6SgOfIVi/xco0tYiZWzAGL8Y47AbQeNu71V2KcJZEgg6yNy58+29BMEZTHZlJVq9vtl9p9peblUlL2zfBoCPo6MlTc7M7vwGydfjpSV8e/RIs/PWGnVszU8mzDGAgwX5oDDyatm7GMtkUIDSCWRZwlDlzLzAYYz3a5DcHuzax/LYrf6bZXxwCJuyMs36dtySMMSWl27FtIjIdh8j6D7EdU/QrUgSUsFhAOSAwVa7hO31MNROGIffjDFuIcqd7yEl/Yny4Dcokpaatg+4EBTN34zrbQhnSSDoINu2bRUFp4JuoyVxB2hqey/v3EG1Xs+8PtFo9TrWZlinQ+zNM6XgKSQJoyyzNPkEIKNw1PJPyTZ+KivkQGUKh6vS0OsVVB0aDkholA6Mdu+Po9KB4W4xfLw9jcx88HJw5q1p17cZ9RkfEgKmvpL4ODq2u6mtm4MD54oeSD0Kcd0TdCuSAqnI1Ixa9omz2iVsr4fi4o9h8pMwcDHKra+iyNmFcsvLKA7/iGH0/yFHnGOpReutCGdJIOgghYUFbQ8SCDpIa85SY9tLLC7m26NHUEoSj40ZyyObNjQZvys/FyQjC/vGseR4EiqPIhzDk5GURt4tOGAZJ8sg6zSgNBDo6ME18YO4b+BIy35t7g5ezNvOzMhIm9LjhgUE4qhUUmMw0M/L29aXbmFRvxhcWkgTFNgHcd0TdDn6hp5nGPVIRUkAyL7WapXC9no4vnEY5n+EMX09yu2vI5Wlo/rnHozBIzGMuQ98e6/6qHCWBAKBwM7IssyW7CwG+frhrtEALYs7fHX4EL8VFTKuRou3oxPPbNuCUZa5duAgoj29kDGi0FTzQ8563s/5FbWLlrzQJJydArklYTFLjidh1DkgKY1IOkd0VS7oq1wwal1Q1rjxv4kzmDO+D16Ojk3OffuQYbg7aDi/bz+bXpdGqWRkYBAbszLp5+XV7vfliv7x7T5GIBD0MmrLLA8lQy2Un0RWqMEz0n5rEnQMSUKOnIw+bDyKoz+j2P0hiuydSL9eihx7LoYRt/XKprbCWRIIOsj48RPtvYR2U6mrI7mklAT/3nex6gmkl5fx4vbt3DN8BDHe7Y+UtMQda1bxU1IiNw5K4PmJpp5EyS3Ihr+zbw+pVVXM+uVnbhoSz8q0FFzUDtw/YhR3J73Dbq8duHgbWGusjxhVgEIFbu5GBvv5m2qaqo086H43twwchVGWKdRqyamqJMjFFX9n5xbX6ahStVug4fy+/diYlcnEkFCbxrtrNJwTGoaXoyOD/UQD1J5Gb7zuCXo4jZwlC959m9S7CNvrRSjVGAdehrHvPBR7P0Zx6EcUiX8gJf+Dccg1GAdfCar2pWXbE+EsCQQdpKAgH68O3C23F3qjkQv//J3deXmsuOAiRgQG2ntJvY7ZS36mUKulqEbLTwvO6/A8uVWVLEtJ4er4gSxLSeanJFOO/t9pKTw2dhxOKpV1ZEkycrw6k+PVWVR5nMDRq4QCp2peKF+JpB7GnUPH4O/sjAIFsmTAWKvBoHXGqHXBqHXGoHVhUexwFJLE3cNG8FdKMov7moqnFZKEv7Nzq05SZ7hyQDzTwiMIdnW1abxCkvjl3PO7ZS2CztPbrnuCnoniwFcoDn6PYfqLYNA12S/7NE3ZErbXC3H0wDj2fowDLkK5/a1e29RWOEsCQQdJSkokJqb35OB+uH8fu+sL/ddmpAtnqZ3I9REYMDmep1JnMJBYUsxAH1+kNopZB335OQAZ5eV8cfiQZfvJyjIGfPcmPk6OZFYaUUgSOFbiFHOIWftMHe7xBvP9VtkooXCo4ZaEoQA8FLEYbWYES46lNDmnl8aUVnfrkKHcOmRou157Z5AkiRA3t9N2PkH30tuue4IeiCyjOPgtUlU+ypX3YEy4pumQZpuCkwAAe/tJREFUZpwlYXu9GI8IDDNfxZi9C+XWV5GKjqFa9xjGQ99hWPAJqLvnZl1XIZwlgeAsILm0lBd3bLM835qTbcfV2B9Tk9Z8hgcEoLSxd0diSbHl8ZBm0hjvWbeWnxKPcVFMLK9PmYZGqWx2noq6OgAkjZaP0leh8NXSx1eBQV1FsbEEJJn8Mk8oiGN8cAgbc9MAGWOtBmONE4YaJ1x1rtRo3aiuUnHv8NEWEYRAjTevTJzBbYPKGOTrS1p5OZ8dOkBJTQ3/N2xEu94jgUAg6BaKjiFVmZpmSzUlKHa81WTIqeIOgjMDOXgE+gu+RTr+F8od74BrYI93lEA4SwJBh+nff4C9l2ATRlnmnnVrqDEYmBERyar0NHbn5VJnMODQwg/6MxmdwcDiv/5kU1Ymw/wDeHXyFAb6tl0bsyo9zfJYwjpylF9dza/HTQpOPyclkllZwaezZlNFBak1ufyTfYRcfSHPx13OtowiADQBWai9CwEoAJDrozAOfiRExHLvuMsId3Pj8S2bWJvhjdGoIMjFhasHDqQ/UOrqyt68PG46pYbIVe1gqfWJ8vDgGZHnL+hCest1T9BzUaStB8DYdw5SURJSSXKTMbJ3UxEZYXtnCJICOeZc9FEzQFdl79XYhHCWBIIO4u7uYe8l2MRXhw+xNTsbPycn3pk2nXm//sKJ0lIOFBSccal4m7OyuHX1Sl6eNJnZUX2aHfPopo1sysoEYE9+HtN//pHnJ07iuoGDmx1vZnV6epNtWkMtlQYt3x87gd5oJCHInTTX3RxQ7mP0nt9Akq3G/52TwKaUagAMle44qOGKPiMY5tmHGOdQohyDcFQ6WB3z3IRJwCSrbQUFBcT5+TEmKLjVNQsEXU1vue4Jei6KdLOzNBd55B2ofr8SSdsQuZfdw8ChaY2jsL0zDLWT6V8voOdXVQkEPZTt27faewltklVRwVNbNwPw4qTJeDs6WX5gbzsDU/Fe3bWDnKoqHt+yCUOjuiJZNjktnx86yOeHD6JRKvllwXlc0X8ABlnmh2NHAdDq9Rhlucm8u0uT2aXdj0NAJo7hJ1gm/8qYnbcTv/067jv+Ad8cMXWc/78hYzC6FKFwrDE5SjoNfsZg6goDqMmK4Lv9aRanS1fsz1cDH+Cpfldynt94+rtENHGUWqI32J7gzETYnqBTVOYiFR1DVjkhB48Et2D0c9/D0P9CjLHnAyD7xDR7qLA9gb0QkSWBoBFGWebdfXsYExTMyMAgey+nU8iyzH3r/6VSp2Nen2jOje4LwNjgEL45eoSt2VncMXSYnVfZNTyw/l+OFRdbHMDUsjL+TD7Bwn4xfH/sKI9t3shVA+J5b99eAF6fPJVzwsJRq+C7lF1UOeRz3vp32VWUhsKhDgdHHc9GXc+l0cMBeDXldzQRJyznywfQgQolRTVa0srLCXNzY05EPz72uA8vhQfPb9rH+oxsKhqtcx/lACT4+bP6oktOx1sjEAgEPQZFuqlpthw6FlSmnnL4xGKc+ChS2jqkxD8whk2w4woFgqYIZ0kgaMT+/Hye3roFZ5WKpQsvbLXPS0BA16SwGWUZCdpUUGsvPyclsiYjHQ+NhhcnnmPZbo4s7cjNwSjLJsW1Vqisq8NFre7y9XWGAwUFfHH4INuys3l32gwrRbkAZxfyqqt4Y88O3F1l/m/bbygc6/ggMxXJw4E7o2ZyUWwcydXZXJH6MC79IQfTP039RyoDP6fvw8HgypGiIo4U6NApvQnT+JNRrENf44Cx1hFZ58BuSQHIXNE/HqVCwTRvkwP6w9wofkw8RmVdHdGenhwuKuTZbaY7o3NbSBG0la6yPYGgvQjbE3QGyZyCF3lOk31y5GT0125qseBf2J7AXghnSSBoRI1BD0C1Xs8Vy5fyz4WXEOji0uzY4cM7ri6WUlbKmvR01mSkszkrkwkhoXw7b0Gbjout5FdX899NGwF4ZvxEq9cQ5uZGsIsr2VWVHCsuYoCPb4vzJJeWMP77b7kqfiAvT5rcJWvbm5eHt5MjEe3MP9fq9fxx4jifHz7A3sIsJHUdkrqO99NXgMIARpNYxfjhWlaV7OakSseNqStwaZTR4a4L4NHRYwGTcpxaUlFbo8JY54BcpyFU40uCVzi/H81go7acjcf+qT/SBbUijm8uvRwPBw0bMk/y78kM1p3MIKeqCmeVmstOKT5WKRRc3mjb5LBw/kw+wbGiIs7r27R4uT10xvYEgs4gbE/QYeoqkbJ3IEsK5JaiR60oownbE9gL4SwJBC2QU1XFVSv+4o/zF+Gkavqnsnz5X8yff65Nc2n1erZkZ1kcpJSyUqv9qzPS+ejAfm5JGNIFK4eHN66npLaGKWHhLI6Ns9onSRJjgoP59XgS23KyW3WWjpeUYJBlvjx8iBsHDaafl3en1rUnL5fZS34m1M2NHZdfhapetrustobtBRmEezlSpCunUFdGkMaHUe6mtb+4fw0fFf2EUVGHFKDDNaihrmi1PhGFwyCMNS7EeHnh5aSFCh2yDLLOAVmnxqhzQNZpuG/kXItUuIvSke+iXmT2r79Y5rpm/ESGBwTy78GluLtoGODjwwAfH/r7+DLcP8DSL2hhvxgW9otBlmWOl5SgUSlbdKrNqBQKfj/vAoprtO12FE+lPbYnEHQlwvYENlOZZyrg17gDIGVuRTLqMQYOBaf2f5cI2xPYC+EsneWkl5fxxaFD3DF0GD5O3a9Kct+6taSUlfHLgvNs7m9jD2K9vKkx6Nmbn8+da1bx0czZHY76fHrwAE9t3YxWr7ds89RomBwWzrTwCGTgrrWreW7bFqaFh3faIUkqLubP5BM4q9S8OnlKs+lzY4NMztLW7GyLClxuVSV+Ts7Nfi5GWeaVXTv5cMYsANLKynh62xYW9YthXp/oJuNlWabSoKVUX0mxroJSfSVFunJe3rsJGRdOVlSwJiOd5XXL2FZ2lIK6MpMgQkbDHBf4TWS4awyPbd7Ep0m7cOlfaVGkcVe6oDBoKCw3MNgrlB1G056rBgxkYXgENwedx7yf/6Rap+e7uQvYkp3J5f3jCXa1VlhSnNI5fE5UH8Ld3Um87kab3mtJkojxtv3zcnNwwM3BNhEHgUAg6LXUlqP+bjayxgP91euABhU8OaJpCp5A0JMRztJZTJ3BwDV/L+dQYSFag96qrqU7SC4t5at61bC86uomP1x7Ep6OGl45ZzZzf/2FP5JP0G/ndh4aNcZqjLq+EWhr7MnL5dFNGzDIMoP9/JgWHsH08EiGBQRYoioAm7My+THxGLevWcXyCy6y2tdeSmtrAYj38SHMzb3ZMWOCGxTxZFlmdUY6ly1bSrSnJ7cPGcpFMXE4nhJN+z19P3MyfVCqDTy+/V/yastYtX8tk8uCuSbiHEutzt9FO7k76W10sqHpid1BUg5HNqj5+shh1JHVFOhKQQJZrwS9A0O8Qwl18maAcxTX/L2cv9NScVA6c6fH9VzcdzC+anc0Cgee3rqZt1P2MHPMOLbXbQHg4tg4vBwcwQHWXnQpRlkm2NWV8SEhbb5v8T4+hLs3/371NGyxPYGgOxC2J7AFqcjUd06qLTNtMOqRMjaZHnbQWRK2J7AXwlk6i3lj9y4OFZqaYv6alMRT4yag6cYmpT8mHu22ubuDOG8fPp45m8uWLeX13bu4fcgwXBtFBWbNmtPq8dU6HbetWYVBlrktYShPjW9Z4ef5CZPYlJXJ3vx83tyzm/tGjOyy1wFQZ9RTrq+i3FCNr9qDGC9vvDSO5BvzeCnlFw6V5KIJTSVLqefRjG08mWMk2sOLe31usMzh1O8I92bsNz3xBcf67Zu12Xhlu1qcJRelIzrZgJPCATelC34O7ngoXdmVXURlNdw5dBjv7znMqvQ0/h5zCcrcWP5ITMNZ6UC1Xo8qNIxHp03n8uV/caCgAC+NI1/Mmcu44LYdHvdGn09baXGnMqeTogunk7ZsTyDoLoTtCWyiKr/hsb4WqeAQUm0ZskcEeEZ2aEphewJ7IZylHkRyaSkhrq5N7uh3B/sL8nl9zy4A/J2dya+uZlVaKvPr5aW7GoPRyI/HjnXL3N3JtPAIfBwdKdBqqdbrrZylzZs3Mn78xBaPfXrbFpJLS4nz9ubh0WNaHAfgrtHw1tTpLPrzd17ZtYMavZ7hAQEM8w/Av/5Hf2ZNATm1xVQba6gy1P8zaqky1OCr9uCSgCkAaI01OPc9RIrmMGN3radcX43WWGs511sxdzDfdyyjg4JYU5XCR3m/A+DQqHRJBk7UVJBZYRK+HujrS4rWFUOdDlmvQi1ruCA6nmP55ezOLuKP2lKu8ctlWEAgY9z7c3DUp1y1fAUbMjOpcHYm2tOTouxsYry8eHjEJFJLtCxNPsG3B1JYnpSJAiVLzl3IZcuWsi7zJOO+/5aKujoi3T34Yf4Coj29Wn3/FJLUbH+k9tBSE9ueSFu2JxB0F8L2BLYglTXKqa4rb1DB60QKnrA9gb0QzlIP4fNDB3lwwzr6eXrxw/xzuzUdqNZg4K41q9Ebjdw4KIEwNzce37KJHxOPdZuztCkrk+yqym6Z216UlJS0uO+3tEN8fnwbDq4yN4wZwr9le6iud3D6OAUzwXMgACnaHP6X/iNVBpPTE5pQRImuik/qtvNJtpHqfwcx1rsfv563kPuOfM7Omv3Nni/KIZQ/dlVy97DhOEhqlK6V1AF5dab9ShS4q5xxV7mglEzRw2sHDmLtuoPU5QchG1TIBiWTgqK4KX4Yb+zcz/bMAl5gGwAhrm6MdL6Qzw8dRClJfHfu+UwICcUYI3PHmlX8nJTI4r+W8sf5F9Dfx4fntm1jQ2YmEiZlvvzqagCeGDselULBVQPiWZp8gi+PmCS/z+/bjxGBgTw/cRK3rv6Hiro6RgYG8dWcefi2UUsn03EnSaNS1r8+Vwb7tiwT39NozfYEgu5E2J7AFqTyRs5SbTmK+hS8ztQrCdsT2AvhLPUA/klL5T8bTXddjpeWMOfXn/l+3rmt9vjpDK/u2sGR4iKiPDx4dMxYqnQ6ntq6mVXpaeRXV+Pv3LJ0Z0f5wY5RJYNspMZYR61RR42xDhmZYAcfTpSW8O/Jk+ytPsqsqHBQyBypyEPtm0uhcwWvZ/zCVK+hlnm2lx/m17R/0Rpr0RrqKHAv5KXda6g21FKlr+VxrwdwdXDAUankgZR3cIkzRWWeyj5otZ6L/SdbnCWtoZaVxTsbdkqgaFT/LykMbM7O4s/kE2xNLUFydyXQyZ1hviG4Kh1xUTpRotXx2+EMDhSmsSHzJNcPHEz1iXjiPQP4Zvb5uKtccFZomgg9TA2PYPN5t/Hyzu38kpSIDMSExDLVexgDJ8Yx6YdvKaqpsYy/f8QosioqWBQTy4SQUMAU0XlzyjTK6+pYmZbKRUv/4NaEIby7by8qhYJfzz0fD42GtRkZuDk4MCMiEoBJoWFEuLuTXm5q0nrHEFMK36J+MaSWlVKt0/PQqNGtRlm9HU1O1Ft7dnc4qtTf24cnxo5nRGBgj+ojJRAIBL2aRpElqaoAqTQVWaFCDhhkx0UJBB1DOEt25kBBATf+sxKjLHP7kKHsy89nc3YW5/6+hM9nzWVKeHiXnm9vXh5v7dmNBLw1dTouajUuajXTIyJZmZbKr8cTuSVhaJvztEWdUU+FoRqdUU9xbRXLsg6icNThoJLQyXqMstEydlPpIQrqSqiT9dQZ9ega/d/POZTZPqb6ndzaYl47+Qt1Rp3VmDqjjlqjjicir2GwexQAL6f/wDe5q6k11jURGnAzekHycEuky3XwdlYmN/zYdgyFfODtzMN4qRtEKIr0ZawvbRTZUQEN2W3cve4fkE2RCsdINS5KN/p7+eOidMRV6YSL0hEXpSPD3Roa/4Q5+vNOzF2WfS5KJ4sT5KLUkJD4JUXUcMeaVdQagiEvmPED4nktbipgSqdcuPY3tHV+xHh5kVRSwnv79wJuaFzdCdL4tPo5RXp48N70mdw+ZBhLjidy1QCTE+fv7Mz/zpnCdStXWMb6Ozvz7bwFTeZQK5V8MnM2ly5byqasTJ7cuhmAp8ZNYGx9ndGp8uQKSeLy/gN4fvs2JoaEkuDvD5jU5R4YObrVNZu5On4g23KyWZmWatP45pAkiTuGDuvw8fZi0iShJiWwD8L2BG0iy1ZpeFJe/femRwQoOi7SIGxPYC+Es2RHsioquGzZUqr1Oi6OieWJseOpMxq5a+1qfj2exGXLl/La5KlcGte/S85Xo9dz59rVGGSZWxOGMCbIpIi2pngPjsHpaHRpvJubTbLzdupkPTqjHh+1B89EX2uZ46KDT1Jh0DZxauqMOh6IuISrg0zS0ssKt3LfiQ8sx6liGoxNDdTKOsu+tzN/ZWd5YrNrPtd3nMVZqjLU8Ev++hZf3+zfvyNGE8VQ/wAK3POoNGgt+ySjEqNRQjYqKKk1oK2qxNfJiUmhYayqPIHOaGCgdwBBzm78k5pBkLM7V8QNYohrXyATgBGucXwSdz9OSgecFY58v3MPX6dmoDPAIO9AYvv5Uq03UKXToTJG8OLQc9rsp+Oucmaub8vOgYQp2lFrMODt6Ehxo0jPiZISFv/1JxV1dZwX3ZcPZ8zizT27eWHHtlbP2Rzxvr7E+1o7NAui+3JRTCw/JyWibkOdz1Gl4us587jgz9/Ym5/Phf1iuXHQ4FaPuW3IMJxUKs6N7liDVjcHB76eM4/PDh3kiS2b8NBouqypb08nKysL9072ahIIOoKwPUGb1JYi1VVYnpqdJdmrc3WhwvYE9kI4S3aioq6Oy5YtJa+6inHBIbw2ZRqSJKFRKnl/+kxCXF15e+8e7lq7muzKSu4dPqLTaUIv79xOYkkx0Z6ePDx6rGX7jvJjrK3egoMfVAFLChruCIVr/K3mSKrOosJQ3ez8WkOd5bGT0hEvlStqSUWJto4avZEQF3fyq7To9DJyo7SpCR6D0GpVSLKCgd5+aJQOOEhKHBRq4pwbImv+Dp68EH0jGoUKtaTCof7/v06k8M2RYxhqnDhcWcThoiJQyCCNAKMCZAkwvbdjgoI5JyyMycPDiffxRSFJrEyL4Yrlf7E7De4aNpzaLCUBQUHcHbao/szr6s/vzUDnUOoMBv67aSOfH8sFHLhu4CCeGT8Rh25UEhwfHMLcPtE8umkDAJkVFVy49HcKtVqmhofz3vSZKBUK7h0xkiBXV+5bt7bT/ZoAXpo0mUAXF+Y300vpVFwdHPj1vIVszc5mcmhYm/aqUSo7HcWUJInrBw229Ho6W1LpkpNP0L//AHsvQ3AWImxP0BZScbL189x9AMhebX+PtIawPYG9EM6SHdAZDFy3cgVHiovo5+nFl7PnWkl2KySJx8eOJ9jVlUc2buDFHdvIqqzg5UmTO9x/Z3deLu/u24tCknh76nScGtWCTPEago/anb9T09iWlcukkHAWx8bjIKlwU1kX138/8FEkFI0cFrXFcdFIDeH12T4jme0zkuTSUsZ89zXOKjX/XHsd4777hpyqKpzHOVrGjlCO4umdpuiNKtSbj2bMbrZBrpvKmUsCJltty6uu4pp92zDo3Ph6zjy8HB3Zm5/P3vw89ubn4axScU5oOOeEhTEmKBjnZvo0zIqM4qGRo3lp53be3LO71fcxqbiY29esYl9BPirg1SnTuKwbL95X9I/naHER702bwe8njgNQqK3mwqW/k1VZyajAID6bNdfKUbs0rj/zovpYKfd1FDcHBx4fO97m8a7qhrqk00l7ZcIFAoFA0D1IhdY1ypLelOXR2ciSQGAvhLN0mpFlmQc3rGPdyQx8nZz4bt4CPB0dmx17w6AEglxcuWXVSr4+cpjcqio+njkbl3Y2ZtPq9dy5ZjVGWeaOIcMYGRhktX+MxwDGeAxgtDqf6Qd+ZF+VxFdjxzQbKRngEtmuc5t7K53bty+u6qY/3mVZtqSNKSSJDZmZzPjlR76YPc8mgYsXt2+jSqdjVmSURfp5dH16YXu4d8RIDhYWsDw1pcUxnxzcz/v79lJjMBDq6sYzgwYzv5vvcj06ZmyTbStSTTU68T6+fDdvQbP24K7RdOu6BPYlPl4USQvsg7A9QVtIRSZnSXYPQyo/adkue3bOWRK2J7AXHQtTCDrMW3t3883RIzgqlXwzdz6RHq3n387rE82ScxfipXFkVXoa5//+q0WG2VZe2rGN46Ul9PP04qFRLdfHDPbzo7+3D0U1NaxOT2vXOZqjcW+lxbHN112tzzzJ1uxsPDUa1l9yKUP9/TlZUcG8X3/mp8TWFfQOFhbw7dEjqBQKnhpne/SjORSSxDvTZtCvlX4+r+/eRY3BwOK4/qy/5FJGdMAp6yqiPDz4acF5eAin6KzEqQ05dYGguxC2J2gLqSgJAGPwKMs2WaECj84JVgnbE9gL4SydRn47nsSz27YiAe9Pn8nwgECbjhsVFMTyCy4kwt2dfQX5zPv1Z5JLbes3sCMnh/fq0+/emTa9VSlmSZJYHBcHwA/1EaHOYO6tFOHuztjgpo6FLMu8sN0UVbpj6DDivH348/xFXN5/ADUGA7evWcUjGzegMxiaPfa/mzYiAzcMGtxm01JbcHNw4Ou584j38bWq0VFIpj8TPycnvpozj7enTsddo2HXrh2dPmd7MKdOBrq48MuC87tF4l3QOzjdticQmBG2J2gVfS2UpCBLCuSgRkqjXtGg7LgSHgjbE9gPkYZ3mtiWk82da1cDJknl9jZ/7evlxfILLuKyZUvZX5DP3F9/4f3pM/HUaCjUaimqqaFIq6VIq6WwRmt5fKK0BBm4c8gwhtngnC2KieXprVtYlZ5OoVbbZkPQ1jD3VrokNq5ZlbKVaansyc/Dz8mJGwYlACZVtdcnT2WofwAPb1zPxwf3syHzJM9NmMg5YQ13pZanprAlOwtvR0fuGz6yw2s8lWhPL9ZdcqnVtnuGjyCxpJgHR47u1PvRWeb06cNT2vHMjYru1qbFAoFAIBB0BOnkZiTZgOwZBS4NAlGyT6wdVyUQdA7hLJ0GkktLuWr5MmoNBq4dOIhbEoZ0aB5/Z2d+P38hN678m9UZ6Vzy1582HTcyMIgHW0m/a0yAswtTwyNYlZ7GkqREbu7gWstra1mWalLEuTg2rsl+oyzzYn2t0t3DRljV3UiSxNXxA+nv7cPta1aRWFLMhUv/YF5UH54aP4FAF1ee3GLqBv7QqNEt1nx1Fde3IIEdXN9D6HThqnbgtiG9ryeQoOs53bYnEJgRtidokdpylJtfAMDYfxGyxs2yS/btvLMkbE9gL4Sz1M0UabVcuuxPSmprmBERyfMTJnVK3thV7cDXc+fz9NbNrEhNwV2jwcfRCV8nJ3ycnPBxNP3vZ37u5ESEmzvKdqjoLY7rz6r0NH5IPNphZ+mP5BNo9XrGB4c022toafIJDhcVEeziytXxA5udY1RQEJsuvZwP9u/ltV27WJaawuqMdEYFBpFWXk6sl7eliao9GNRGHyGBoLsQtiewF8L2BC2h3PoKUnUhxoAEjPGLoTrfsq8rIkvC9gT2QjhL3UiNXs+VK5aRWlbGIF8/Ppo5q8PS341RKRQ8PX4iT4+f2AWrbMqsyCg8NRoOFRZysLCAQb5tq9I1pqKujm+OHAZosaHum3t2AXDfiJGt1lFplEruHjaCS2LjeHrrFn5OSmRjlklm/OnxE7rk/ewoK1euYP78c+12fsHZi7A9gb0QtidoDiljI4qkpchKDYZzngSFEhwa0sVln5hOn0PYnsBeCGepmzDKMneuXc3O3BxCXF35bt78ZqWzeyIapZIL+sXw2aGD/HjsGIMmtO0sFddo+Ts1lb9Skll/MoM6oxEXtZp50c03oSuqqSHS3b1FZ+pUAl1ceW/6TK4dOIiXd+4g1subqeER7XpdAoFAIBAIupjqApQbngHAOPI28Iw0bXdwwTDwMlA5gYNby8cLBD0c4Sx1E89t28rvJ47jqlbz3bwFBLq42ntJ7eLSuP58duggvyQd4/Gx45rtuZRXXcWKlBT+SklmU1YmBlkGQALGBgdz/4hRrTqID4wcjbqZeVtjZGAQPy84r13HdBcaTffWSgkELSFsT2AvhO0JLOhrUOz/EsX+L5H0WowBgzEOvNxqiHHcA112OmF7AnshnKVu4Osjh3hr726UksRns+YywMfX3ktqNwl+/sR6eZNYUsyajHTm1Dd8zaqo4K+UZP5KSWZ7TjZy/XilJDE5NIz50X2ZE9WnTVnrGC8vFvXrfFjensyYMdPeSxCcpQjbE9gLYXsCM8r1T6FI/hsAY8RkDBMeNqXfdRPC9gT2QjhLXczajHQeWL8OgP+dM4Up4Z1rwmYvTD2X+vPU1s18evAAJ0pL+Cs5mT35eZYxDgoFk8PCmR/dl9mRUXjZoEpnjlA9NGpMu0QneiIbNqxn0qRz7L0MwVmIsD2BvRC2JwCQUtegSP4bWeWIYfbbyMEjuv2cwvYE9kI4S13I4cJCrl+5AoMsc/ew4Vw5IN7eS+oUF8bE8sy2LazPPMn6zJOAqTHqtPAIFkT3ZUZEJG4O7avDenLseJLLSq2avvZWysvL7L0EwVmKsD2BvRC2d3YjHV+G4uRWpMwtABhH3X1aHCUQtiewH8JZ6kIyKsrRGY0s7NuPR0aPtfdyOk2giwtXDxjIH8nHmRIWzvw+0UwNj8BZ3fEu3O1txisQCAQCgcD+SIl/olr/hOW5MWgYxviL7bgigeD0IMmyLLc9rGczZMhQVq9eZ+9lALC/IJ9YL+9W5bAFZwaVlZW4uvYu4Q7BmYGwPYG9ELZ3diKlrUO56n4k2WDZpp//8WmLKoGwPUH3M3v2NHbt2tVke+8uGumBJPj5C0fpLCEtLdXeSxCcpQjbE9gLYXtnIbXlKP/9L5JsQEaybJZdA07rMoTtCeyFcJYEgg4iLtwCeyFsT2AvhO2dfSiO/oKkq8IYPBJ8+jXscPI5resQtiewF8JZEggEAoFAIBA0xVCH4uD3ABgTroG66oZ96tZbhAgEZwrCWRIIOkhCwhB7L0FwliJsT2AvhO2dXUgnVvD/7d15fFTlvfjxz3POTBYSspEQIIR93wRBNgURERTXitWqrdr2Vqt1aa3tbW17tdZrf12u3ay91S5ar1ur1gVQBJFNBNlB9n0LAQLZ15lznt8fZzKTIZNtSHKyfN+vly/DmTMz32S+s3zneZ7vo8rz0GmD0b2nQHmea7FI7gm3SLEkRJRMs+U23xOiPpJ7wi2Se52ItjG3/gMAa8wdoBTKX+FcZMa2ejiSe8ItUiwJEaWNGze4HYLopCT3hFsk9zoPdfQTVP4BdEJ39MA54RfGp7V6PJJ7wi1SLAkhhBBCiDDGFmdUyR51O5jh+yvqVm7uIISbpFgSIkrZ2X3cDkF0UpJ7wi2Se52DOr0d48R6tDcBe/gXap/gwsiS5J5wixRLQkRp6NBhbocgOinJPeEWyb3OITiqNHwexHStfUKX1h9ZktwTbpFiSYgoLVnyodshiE5Kck+4RXKvEyjOQR1cglYe7FG3RTzFjWl4knvCLVIsCSGEEEIIwJmCp7SNzpoIiZmRT0rIaN2ghHCRFEtCRCkhIdHtEEQnJbkn3CK51/Gp0tPODxEKJWviQ9iZY7GHXNvKUUnuCfd43A5AiPbqsstmuh2C6KQk94RbJPc6PnV6BwA6fXity+yxd8HYu1o3oADJPeEWGVkSIkoff7zU7RBEJyW5J9wiudfxqbzqYmmEy5GEk9wTbpFiSYgolZaWuB2C6KQk94RbJPc6uKpSKDiENjzoboPdjiaM5J5wixRLQgghhBACdWY3Cg1pg8GMcTscIdoEKZaEiNKsWbPdDkF0UpJ7wi2Sex1bfeuV3Ca5J9wixZIQUdq9e5fbIYhOSnJPuEVyr2OrXq9kZ7St9UoguSfcI8WSEFE6evSI2yGITkpyT7hFcq9jU6d3Am1zZElyT7hFiiUhhBBCiM6o/Cyc3ef8XFWCKjyENryQNsjduIRoQ2SfJSGidOGF490OQXRSknvCLZJ7HYv5wUOovJ34v/ASqqoUwOmC1wabO0juCbfIyJIQUbIsy+0QRCcluSfcIrnXgRQexjj9OUpbmBv/gspru1PwQHJPuEeKJSGitGXLZrdDEJ2U5J5wi+Rex2Ec/Dj4szq8LFgskdDDpYjqJ7kn3CLT8IQQQgghOhl1aGnoZ23DyW2BfyiXIhKibWqxkaVnn32W/v37ExcXx/jx41m5cmWLXEcIt/Tr19/tEEQnJbkn3CK510GUnsI4tQ1txmINv8k5VnLC3ZgaILkn3NIixdLrr7/OQw89xKOPPsqmTZuYOnUqV111FUeO1N32MZrrCOEmeeEWbpHcE26R3OsYjEPOFDydPRXSBgOgdNteEyS5J9zSIsXS008/zV133cU3vvENhg8fzh/+8Ad69uzJn/70p2a9jhBuWrZsacMnCdECJPeEWyT3OgZ10Hkc7X4z0UlZLkfTOJJ7wi3NXixVVVWxYcMGZs+eHXZ89uzZrF69utmuI4QQQgghGkFr1IElUJEPlUWoExvQyoPuOx3dtbfb0QnRpjV7g4e8vDwsyyIzMzPseGZmJkuWLGm26zz33HM899xzAOTm5jJ//rsADB8+gqSkZNau/TRwGz0YP34CCxfOB8Dr9TJnzlV88slK8vPzAZg+/VKOHz/O/v3OxmwjR44mPj6e9es/A6BXryxGjx7DokXvAxAbG8cVV8xmxYrlFBUVAjBjxkwOHTrIoUMHAbjggrGYpsnGjRsAyM7uw9Chw1iy5EMAEhISueyymXz88VJKS0sAmDVrNrt37wruUn3hheOxLCvYAaZfv/7069c/+O1KUlIy06dfyuLFH1JZWQHAnDlXsW3bVnJyjgMwYcJEysvL2b7dWbg5cOAgsrKyWLFiOQCpqalcfPE0Fi16H5/PB8DcudewYcN6Tp7MBWDSpCkUFRWyc+cOAIYMGUpGRnc++cRZU5aensHkyVNYuHA+tm1jGAZz517DmjWfkpd3GoCLL57G6dOn2LNnd4d5nHbs2CGPUzt4nDri80kpgz17dsvj1MYfp474fJLXvfbxOJ37fDrz6T+4qOBNTveYRfyAi/Fqi9Mx/dm6dhPTL56CRqHQgNOie9PGDW3ucZLXPXk+tfTjVBeltdZ1XhqFnJycwIOzgmnTpgWP//SnP+XVV19l165dzXKdmsaOHceSJcua7XcQQgghhOgozOWPY+x+BztrEsSnY+xbgDX5O9hj7gDA8/JVqFLnA7N10f3Y477uZrhCuOLKKy9n/fr1tY43+zS89PR0TNMkNzc37PipU6dqjRydz3WEcNvixR+6HYLopCT3hFsk99ondXKr8//SU6ijnwBg9wl9Od0e1i1J7gm3NHuxFBMTw/jx41m8eHHY8cWLFzN16tRmu44QbqseCheitUnuCbdI7rVDFYWoAmcqkio4iKosQHdJh+R+oXPawbolyT3hlhbphvfwww/zwgsv8Je//IWdO3fy0EMPkZOTwze/+U0AnnnmGYYNG9ak6wghhBBCiKZRp7bWPuiJD9t8tj2MLAnhlmZv8ABwyy23cObMGZ588klOnDjBqFGjWLhwIX379gWchg67d+9u0nWEaGvmzLnK7RBEJyW5J9wiudf+VE/BCz9ohv1TJ7X9kSXJPeGWFhlZArjvvvs4dOgQlZWVbNiwgenTpwcve/zxx4nUV6K+6wjR1mzbFuENSIhWILkn3CK51/6ok1sA0NQYSUruE35S17Y/siS5J9zSYsWSEB1ddbtOIVqb5J5wi+ReO2P7UaecVtI684LgYd1tSNhp7WFkSXJPuEWKJSGEEEKIjujsXpS/Ap2Uje42NHj43GKJuFS0J76VgxOifZBiSYgoTZgw0e0QRCcluSfcIrnXvhi5gSl4mRdAl/TgcZ02OPxEpaCNjy5J7gm3SLEkRJTKy8vdDkF0UpJ7wi2Se+2Lyt0EgM4cA57Y0AVJ2bXO1W183ZLknnCLFEtCRGn79m1uhyA6Kck94RbJvXZEa1TuRgDsnhei41JClxlm7dOrmz4Y3lYIrukk94RbWqR1uBBCCCGEcFHRUVRZnlMkpQxAJ/XBOrMH3ffSiKfbo74EKOzB0qJbiJqkWBIiSgMHDnI7BNFJSe4Jt0jutR/qhDOqpHtc6KxJMr3YU75b9xUSe2JP/nbrBBcFyT3hFpmGJ0SUsrLa9vxu0XFJ7gm3SO61D2rX23hW/BQA3fNCl6NpHpJ7wi1SLAkRpRUrlrsdguikJPeEWyT32gGtMdf+zvnRjMOuY9pdeyO5J9wi0/CEEEIIITqKwiOoygK08uC/azmYMW5HJES7JiNLQkQpNTXV7RBEJyW5J9wiudf2qZObAdD9Lu1QhZLknnCLFEtCROnii6e5HYLopCT3hFsk99o+42SNjWg7EMk94RYploSI0qJF77sdguikJPeEWyT32rC83VBRiOqgxZLknnCLrFkSIko+n8/tEEQnJbkn3CK51wZZPow1/4O5/XXsjFGo/ANoMwadPsztyJqV5J5wixRLQgghhBDtUUku5pLvY5zaBoBx+nMAdPqIDrVeSQg3SbEkRJTmzr3G7RBEJyW5J9wiudd2qGNrMJf+EFVRgE7sAcpEFR8HOt4UPJDcE+6RNUtCRGnDhvVuhyA6Kck94RbJvbZB7Xobc+F9qIoC7N5T8N/4Cnb/y4OX6x4dr1iS3BNukWJJiCidPJnrdgiik5LcE26R3GsDbAtz3R9RaKxx/4F15R8gLhXda0LwlI44siS5J9wi0/CEEEIIIdoJdWI9qjwPnZSNPeE+UAoA3XM8OiETndQb4tNcjlKIjkOKJSGiNGnSFLdDEJ2U5J5wi+Se+4z9iwCwB84JFkoAeLvgv+VtMEx3AmthknvCLTINT4goFRUVuh2C6KQk94RbJPdcZvlQBz8CwB50Ze3LPXFgeFs5qNYhuSfcIsWSEFHauXOH2yGITkpyT7hFcq+V+cpRexdChVMoqGOrUZVF6LTBkDrQ5eBal+SecItMwxNCCCGEaIOMve9hrvo5AL4bX8PY9z4QmIInhGgVUiwJEaUhQ4a6HYLopCT3hFsk91pZRWjqmfetLwV/tgdGmILXwUnuCbdIsSRElDIyursdguikJPeEWyT3WlmNZg3aEw9mLPbwL0BSlotBuUNyT7hF1iwJEaVPPlnpdgiik5LcE26R3HOHdcFd+L+6Cv8dH2FPfNDtcFwhuSfcIiNLQgghhBBtnZLvt4VwgzzzhIhSenqG2yGITkpyT7hFcq/lmR9+F89bt4HlczuUNkVyT7hFRpaEiNLkybJBnnCH5J5wi+ReM9MainOgay9ng1l/BerQxyg0nN0LvnLnvJqbz3ZSknvCLTKyJESUFi6c73YIopOS3BNukdxrXsbWf+B97RqMnW84B4qOOoUSYJz+HGOP8/fWmWNdirDtkNwTbpFiSYgo2bbtdgiik5LcE26R3Gte5trfOv9f9RQAquBw8DJj099Rpbno5H7oPpe4EV6bIrkn3CLFkhBRMgx5+gh3SO4Jt0juNS87c0zYv1VhqFhSpbnOOaNvl+YOSO4J90jmCRGluXOvcTsE0UlJ7gm3SO41L502JPSP8rOogkPhl8elYA+RvzlI7gn3SLEkRJTWrPnU7RBEJyW5J9wiudfMjFCfLXVyC9QYWQKwR9wMnrjWjqpNktwTbpFueEJEKS/vtNshiE5Kck+4RXKv5aicdcFpeNa4/0Cd3Io96laXo2o7JPeEW6RYEkIIIYRwmbHrbZS/HO1NxJ5wn7QLF6KNkGl4QkTp4ounuR2C6KQk94RbJPdajvI7eyrZw66XQikCyT3hFimWhIjS6dOn3A5BdFKSe8Itknstw84YAYCO74Y9/psuR9M2Se4Jt0ixJESU9uzZ7XYIopOS3BNukdw7D/7KOi/Sg+ZiTf0e/it/DzGJrRhU+yG5J9wixZIQQgghRAtSe+bj+fslqJ1v1XGCwh51GwRGmIQQbYcUS0JEafhweVMT7pDcE26R3ItCwSHMVf+N0n6MIyvPuVC7ElJ7JLkn3CLFkhBRSkpKdjsE0UlJ7gm3SO41keXDXPooyl8BgMrfH7xI5W7G2DMfcNYqifpJ7gm3SLEkRJTWrpUN8oQ7JPeEWyT3msbY9BeMvJ3oxJ5o5YGiY+AvR53YgLnwPpSvFHvAFej+M90Otc2T3BNukWJJCCGEEKIFqKOrAbCmfh9S+qDQGJ+/jrnwfpS/HHvQ1VgznwLD63KkQoi6SLEkRJQyM3u4HYLopCT3hFsk95qgshhVcAgAndIfnToIAPOz36GsCuwh12PN+CkYHheDbD8k94Rb5BkqRJTGj5/gdgiik5LcE26R3Gs8Y9vLKF8JdtZESOmLTh0QvMzuNxPr0v8CJd9ZN5bknnCLPEuFiNLChfPdDkF0UpJ7wi2SexEUHoYze5yfy85gbHsF89+3Y278MwD2uG8AzuhSNWvq96RQaiLJPeEWGVkSQgghhIiG1nhfvwEA/4wnMJc/gdJ+5yJvIvbo29C9nBER3Xca9oArsPtdBokypUyI9kKKJSGi5PXKglzhDsk94RbJvXNU5Ad/NFc9hdJ+7KyJ2MNvQveZBp640LmeeKxZv3QhyI5Bck+4RYolUb+CQ6j8/ei+M8Aw3Y6mTZkz5yq3QxCdlOSecIvkXjhVeCT0s78CjcKa+XOIT3Mxqo5Jck+4RSbMNqeqEmdBZ60dutsvz9JH8Sx+BM/bX0Gd+tztcNqUTz7pOI+zaF8k94RbJPfOUaNYAtAZI6RQaiGSe8ItMrLUjNT+RZif/hq7+2isPtPcDuf8+SuCi1ZV3k7Mt+/AHj4Pe+IDEJsU3W2WnICKIkgf2oyBuiM/P7/hk4RoAZJ7wi2SewGlp/DMvxt8pWGHdfbFLgXU8UnuCbfIyFIz0oPnomOTMU5tQ53c6nY4503l70dpC52UjXXBXaBMzJ1v4Hn9BtSed0HrJt+mZ9G38bz9FSg91fwBCyGEEK3A2DsfVXgYVZYHgFYm2vBg97/c5ciEEM1NiqXm5InHHj4PcPZXaPfO7AZAdx+FPekh/PNew+55IaoiH8+yxzDf+zqc3de026woQNk+1PE1LRBw65o+/VK3QxCdlOSecIvknkMn9gz7t3XNc/hvXQDdhrgUUccnuSfcIsVSM7NH3IxWHtTBj6Ak1+1wzovKc6bg6W6BKXNpA7Gu+Qv+GT9Dx6dh5G7C8+aXMNb8BnxlTbpt49ja5g631R0/ftztEEQnJbkn3CK5B5ScxNz4fNghnTYYErq7FFDnILkn3CLFUnNLzEQPmIXSFsb2192O5ryoM7uAGsUSgFLoIdfgv/ltrBG3gLYxt/4Dzz9vRB1Y0uipeer42qim8bUl+/c3cVRNiGYiuSfcIrkH5vLHUQUHww/GdnUnmE5Eck+4RYqlFmCPvh0AY9db4Ct3OZooaRt1pnpkKcK0gtiu2Jf8AOsLL2FnjECVnsSz5HuYH9xfqztQJKr8DJzd29xRCyGEEM3n7D7M9+9H5awPHlK5m8NO8c94opWDEkK0JimWWoDuPgo7cwyqsghj73y3w4lO0VGUvxyd0L3eNqg6YyTW9f/AuuRRdExXjKOr8bzxRYwNfwZ/Zb13YbTzdUsjR452OwTRSUnuCbd02Nw7ux/zw+9CwaHQsZITeBbeh3H0E4zPXw0dT8oK/mgPmI0ecm3rxdmJddjcE22eFEstxB51G4DzAqttl6NputCoUiNafBsm9ogv4r/lbewh16KsKswN/4u5+JH67yOadUvaxtj6Eurg0qZft5nFx8e7HYLopCT3hFvadO5ZPtSJjWD7mnxVz9IfYhxa6rQDL85BndiIZ+G3UGWnAVD5B4Ln6rjk0BUDl4uW16ZzT3RoUiy1EN1/JjohE1VwEHXsU7fDaTKVF2G9UkPi07BmPIH/2r84TS6OflLvNER1YiNYVU2Ky1j3LOaapzE//pGzD5SL1q//zNX7F52X5J5wS1vOPePTX+F57+sYa3/f8MlWFWrnm6GOrpXFAKiy03je/BKe976OKjiITh2AVgYUHQnOllCBcwHU6Z3N/nuIyNpy7omOTYqllmJ4sUfe4vy47RWXg2k6Vd02PIo2qLrneEgbgEIHb6fWObEpKKsCdXJL42Pa9Tbm5r86P/srUDnrmhybEEKIjsnc8S8gsF64PhUFmO/chWflk3gW3Au+MnRij+DFqsophnT6cPxX/RGS+qC0DYWHnBOqahRLlrtf2gkhWp4USy3IHnYj2ozDOLYa8ve7HU6ThIqlJows1aC7DQ+7nVqXZ010Lj/WuHVL6vhazJX/7Vw3PXDbh1dEFVtz6dUrq+GThGgBknvCLe0i97wJ9V5s7HobI88ZEVLleRib/w41iiUAO/sS/De+Aok90KkDnHPPBt7Ha4ws2b2nNGPgoj7tIvdEhyTFUkuKS8Yecg1A+OLQtq7sDKosD+1NgKTeUd2ETneKLJUXeYqC3XuSc3ljmjzk78dc/AhK+7HG3IF/2o8BMI6sdLX9+OjRY1r3DrWNOrk1qvn4omNp9dwTIqBd5J7hqf/yomMA2IOudk7f+lKttcW6xnufThsEgMrfD7Yf5StFo/Bf+Qesy3/RjIGL+rSL3BMdkhRLLcwedSsAxp4FUFHgbjCNpM7WaBmuokuR4OhPYO1Trct7jEcbXme+d31/l7IzeD54EFVVgt1vJvakhyB9GLpLOqr0JNQxctUaFi16v1XvTx39BM87d2Iulza1nV1r554Q1VzLvYJDmAvuQZ3a1uCpquRE/ZeXOpfbA2djD5yDsipRB5eEn5SUHfwxWCyd3ReaghebhO5zieyv1IrkdU+4RYqllpY6ADt7KsqqaHgedROoIysxlz2Osf5/UXsXOCMO5WebZaQl1Nyh6euVquluQ9AoZ/phpCYOnjh0j7HOuqa61h75KzA//A6qOAc7YyTWzCed4k0Z6D7TATAOL486xkYrOw2Fh1v+fhpSegoAtXeBq0Vim+QrA3873dNMCNEgzwcPYhz/DPODB+s8J+w9q+REndtXqJJc5/zEHlgTH0Sbsc6apJq3VaM9eLBYytsBlUXOwdikaH4NIUQ71MBYtWgO9qjbMY6uxtj+OvaYr4DhPb8bLD+L+dGjKF9JrYu0NxGSs9FJvdFJ2c5/vSdBYs9G3/z5rlcCwNsFkvuiCg85BVNgpCks1qxJkLMO49garAFX1Lrc+OwZjFPb0Ik9seb8FjyhtqF23+kYu95CHVkB4++JPs5G8Lx/P5w9gHX1n9C9JgSPx8bGtej91kWhMdf9EevKRnR86gxKT+F5+ytgxuK/5R1Qyu2IWpxbuSeEa697RUedH3z1NFSwQlOUva/MBUAndEen9MOa9DCkD3W+UAwUSyT2dDZYH/MVzE1/CbupmtPwSO6Hjk9DleWhTn3uXB6TeP6/lGgSed0TbpGRpVage09Bp/RHlZ5CHfjovG/P2PC/KF8JduYFWGO/hj3gCnT6cLQ3EeUrQeXtxDiwGHPz3/Cs+Cmed78GttXo2w/usZQ+7LzirL5+XeuWdNZk5/LjEfZbOr0DY/uraGXgv+LX0CX9nOtORJuxGKd3NPs+F+r4Wig5GTpQlofSfswl3w+9yQJXXDG7We+3KYwjK1G5m1y7/zbD9mEu+U/nuVV0tF3uaRYNN3NPdG6u515i97ovq6r9BaIqPeWMSG16PnBOMcpX5qzJDRQ89tivouPD32PoWqOZgFLons4XZUb1Hn8ystTqXM890WlJsdQalKqxSe15thHP34+x8020MrGm/wR74gNYs36J/8ZX8N+1At8dS/Ff/yL+y/4ba/w30fHpqJLcxn+w9pVDwSG08kDKgPMKNVQs1dERL30YOjYJVXwcqr81BLD9eFY+idK283fLGFH7yp54Z2QKZ0pic1FHP8Gz4JuYq39Z+7KKfMzF3w3u77RiRStMAYxABxYvG5/9wdUGF22B8dkfME5ujv4GqorxvHYdxtrfNVtMrcGt3BMtpDgnrB11q7ItzEXfxtj4fKNOb0ruqZNbg9OHm4tO6FH3hYFiScemBA/5r3/BieXIKme6bvV6psQeoVFobxesaY/WuI/u4AkfxdC9LnJu5+hq54AUS61OXveEW6RYaiX2kKvRsUkYp7Y5byBRMtf81ikiht8IqQPDL1QK4lLRmWPQg+dij78He+h1zkX7P2jU7av8fSg0pPYHT2zUcULDI0sYJrqX00LcqNFC3Nj+OipvJzqxB/aEe+u+/T7TnPObsYW4sf2fzg8V+bXvLy4V4/QOzFVPgdYUFRU22/02he43Ex2bgpG7CXV0VcvfYWVxo4sydXg5ntdvaNQibLSNOvRx1B8S1bE1mFtfcgr7KKmCI6iioxh73m1XhadbuSdaQEUBnn/Ow/zgIXfuvyQX4/ByjC3/aNRzoNG5d2YPnnfuxPPK1ecZ4DkS6hhZsv0ofzkahTX3GQC0Jx6dMRI7c4zTxOHIyrD1SjXpfpfhv+J/nJ9rNHcI3nxWoFgK7KukY6RYam3yuifcIsVSa/HEYw+fB4Cx7eWobkId+xTj6Cq0NxF7/DcbdR174BznPg981KiW083R3KGa7hYols7srXMaoN07MBWvulgqycVY90cArIt/6Kx9qoPdd3rgumuDoz3npTin3lEqa+ZTaE8cxp73MLa/fv731xhVpVB2JvxYTCL2uK8BYH72h8hTz0pPRW6s0UTq1HY8/zcLY90fGj7Z9mGu/iWq8HCjRmrUvvfxfPgw5qdPRxdbYPqmPepL6Ci7NgZvq/xss0/nFFHSGnP54+1utC9a6uw+Z4Pu0pMNn9yScfhKmnUUyAg8P5X2n/+NVZUGf9RxyZHP8ZU5/49JQGeMxDfvdfzX/gUMD7q/sybW/OQXmEt+4NxOYu0RKp09BXvYF7DH/Uft20/q44w4VZMueEJ0GlIstSJ7xC1oZaIOfhS29qVxV7Yw1/zG+XHc1yA+rXHXSxvsrJeqLEAd/6zh85ujuUO1uGR0Yk/nm7jqnc/PEVy3lLPO+R0/+X8ofzl2/8vRgWKoTgnd0enDnQ8adXXUawJj17+dUbU66LTBWJc+7pz76f9w+ajM877PhpgL78Xzzy/U+hBjj7gZnZCJOrsXtX9R2GUqdzOeV6/BXP7T875/Y+e/UFZVaDPGeqi9C1HFOc71TmxAndxS/20fdx4zdb77ZTX2udCAujZQbotmzJjpdggtp6oYY/c7mFteCE2Z6siKjrgdQZBqaPN0rbmG9531mw1pzul3NQpJVXgk1JGupur1St5A44VuQ4JTuO1BV6LjUlEV+cGRoYhNjzzxWNP/Cx34Ei+MUsGpeIAUSy7o0K97ok2TYqk1JWaiB8xCaavJIxNqzzuos3vRiT2D658ad0UVGl3a/2HDpzdTc4dqDe23RFIWOikbVVWMse4ZjMPL0d4ErKmNeDMG7EALcXW+U/EsH8aufzd4mh44B2v0l1HaT8yKx5w1Xi1IFR1z/jZbXgi/wBOLFegCaK57NtQFStsYq3+Jsn1QfOz87txf2fiGJLYfc9NfnRDSBgNgbH6hniuAOuVMR1XlZ+DsXueg1phLf4z54XdbffPdOnO0DTp06KDbIbQK48CShk+Klq8cAq93blJF5/k8bUYNFkslJ/DmrME4sLjh22rGkdqao27GkZV4/v3lsK0CVO6m0JeBkbrUdUnHf/si/DOfCh7SCRlNjsOuWSzJNLxW11le90TbI8VSK7NH3w7g7LnU2A/aVaXOB2LAmvRQk9cSVRdL6uDS+qdm2ZYzZQ7Qaec/DQ9qrluq+4OoneWsWzIDBYE98YG656Wfe93A6JNxnqMT6vAyVPmZRq1/sSc+gE4bTFzFSYy1v4n6PpvC2PkWqiwv7Jgeci06uR+q+BjGbqfQU3vmY9S1RqyJ1JGVEdvTRzx3/yJU0VF0Ujb+q55BmzEYh5cF99kytvwDY/PfQ49RRSGqIPTGZxz71LmdvB0Y+xZgHFraYLHV3KRYahnq2Kd4Xr0adWJj06/biA/lUSk6jvnpr/G+eQtGoMh3iyo82vBJrUTlH6j/8qYUdhFGltSRlVBwqIlREd6dFKeNuLHxeWcbjfe/hefdr+FZ4Yyk19nS2/SiB12FNfbr6C4ZwfWyTVFzZElLg4dW155e90THIsVSK9PdR2N3H42qLMLYO79R1zG2vIAqP4PdfTR6QBStM1P6obsNc9qKH/2k7vMKD6OsCmcud13zwpuoMcVS9VQ8ALv7aOzhNzX+DtKHo7tkON88Vk+jCjQOMBfci/nBg856qAYKKWPHv5yr9m/EML8Zg/+yn2FjYu74V6g7UgtSViXGjn+GHzQ8WBd9y/lxw/NQdsZZwxSNM7sxF30nuIcIgLGv9m7p6tS20NqAaraFudHZo8Qa93VI6I499HoAzNW/wvPWbZhrf4P52e9Rp7eHbgfQynT+XV0s7V0Quv+Nz4VGnFpBa0zDU4c+xvjs952mxTk4I9qqOCeq0V/j1LamT1lugMrdjPe1a4KbhJvrnoGi4816H02Kp6jtFEs0NLJU32j1Oa+xqvSckaXCI3g+eBDvP79Q+3oNvD5HWs9lbHkJz6vXYJz7+huTUO9t2RPvx//lD51ueE3VtRe6uqW4FEtCdBpSLLkgOLr0+asNf2gqycXY+pJzvSnfjXrDzdBUvEW1LiutWsDp0u+TZ/+Kk5dmcHpqCmfLf0l++W8pqvxHeDhV71BS9W9KquZTWvUhZb6llPtWUu5bi98OrS+wdQk+6wi+bmn4403s4t3YdhlaUWtVkM6aiDY8Tjv0aT8Cw2z8L6ZUqCvewY9Qe97D88YX8Xz4MMbxNc6UjYX34vn37c631JEaTRQcxMhZh/bEYQ9uZOembkPJH+JMhzSXPwYVLd+lR5WfrXVM978cO2MEqjwPz7tfRZXnNX2zxILDeBbci3F4WahYqSyq1exCHf8Mz9t3YH70g/DjBxajCg+hu/ZCD3Y2grTH3IFWBsbxtaj8/aGi6KAzra96Cp4ePBeNclrbV5Vg7HO6Nto9J6BsP+ayx8BuhgXijaCKjzud/5qqsqhx6zNsP+byJzA3/x11YkPT76eGCy4Ye17Xb1WBEURVGl3R09xT8dSR2h0kzVVPRTizFWgNbWoa3sF6C5e6RpbUgSV4Xro8vNNr2TnPiZpfslT/rDXm4kecdZn1zHqIVCwp7XS/q6WFN4u1Jj2EPXAOuueFLXo/orZ29bonOpToe+6KqOn+M53F+QUHUcc+RWdfXOe55mfPoKxK7AGz0ZkXRH2f9sDZmJ/9DnV4uTP9zxsfvMxv5+Kzd0MM0CseKAO/MwJlqp4kxd4RPLe48hU0kTvPJcXeSWLMjQBU+jeSX+G0YeWGwDdxpbfCtXGgs+mhy4KVer79PL6bRgEelPd5VJkX8KKIIdYzisSYGwCw7EJKqt5AKecy8KBUDGpIMp7KBOJ3/g1PhVN8VnXPxD/iSpTfj7F3EUbZXtTqH6I298IecStq0I3B6YzGjjcB0IPmNumNtmTwTaQWbsU4uQVz5c+wB1+Nyj/gTC+rKsW65IeNnk7YEDtjJEZgVCaMUtgXPYCx8N7gN9T2hXdjrmlkh7nSU3gW3ouqbpUe+KCkDi5B2T604XXWP+GMioAz5dE6vcNZPK3t4GaP1tivg+F1biepN/bwL2LsfAN7zFfQPcfj+eABjIMfYU98MPihyu4zHePsPoy8nRjr/oiqyEen9Mea81vUGzdh5O1Eb3kRe9zX6/01VDON1Kgzu9G9JjT+/EMfYy57DLTGf9vCehd9q9xNqMoC5+eTW8MXizeRaTbhCwU3aR2a2lUSXbc3p1HIl+s/5+gnoMzIC/PPDSltUO3ru7XBc0U+ylfa8HmtJNgRLzFy8xpVxwicZ8n3ADA//C7+2993HvdA8aOrGy6Y3tDtnNmD7jEWdXQVxqHAJq+lpyEpi4jOGV3UCZnODIII66KC99dC9IArsAZc0aL3ISJrN697osORYskNhhd75C2Yn/0eY9srWHUUS+rUdox9C9CGF2vig+d3n117YWeOwTi5FXVkBTow0gSQEHMtcZ6pGGt/jTq7A//4r6EzhqLxoQhfH5UQcz1aVwI+NFVo7UPjA3yYKvRGp1QcHqM3WvugIs85NyYOravAUKgaqee3T+E3A6Mmdvi3kYYKTamwdSGlvndr/24JwORuZC45iRHXC+uCuyjqk0upPzBKkt0FCLUg9xS9RK9X/4Y9+jbsIddyYtBy9OAsiN2L0n/AuKoHGAVQ+p8kxlxL9cffSr2XsvKXnAINDycLj5B42STMz4+h/J+RtOQjVOAze0X3WPwHfoMe/kUU3sB1nCLQUF0xjRQAtLYBjVL1vwnYF34DY9G3I16me0/G7jURI+cz7EFz0d1H13tbQRWFTqFUcgJteFA1RnCMvc4UPN3nklCRFGgFDGBu/hvWFb9GHfwIlX8AndADPeTa8Jgv/j725G87mzvaltONqugonNkTnO6nM8ege0+BvJ3Bpif24KshJgFr+mN4Ft6LseHP2P1m1N5XLJLSk9C1l/ON9YJ7UJXF+K99DpW72fkgbXjrvbrK24WOTcKz9EfOGofEnuiuPZ3pN+kj0D3GOidaVRhrf4v5+auh6+Zuqt3BsfQUeOIhtmtwVA1o3D5U9di4cQO9etXxwbItKT+DCuyjFe3IUsOj7yfwvH8/AL676y961O53I04vbVDZGcxPf4U98kuhHGgGqrDtdMKrpvL3o+solmhoymBlIeaH3w2OHAPQpRvk7QobvVN5u9CZYzAD20SE30ax09ylRpfLWmupvF2wpv0Iz3sRWny38MiScE+7ed0THY4USy6xh92IseE5jGOrsfL31/4gqDXGGmdkxh59e93fuDWBHjAHTm7F2L8Iq0ax5DG641EZePYfRFVU4Ot6NXh7RbyNpNjGdeKL80wkzhPYcHbnHzE3/QVr7NecdVplp/B9KfShNS3++9i6HKhC46tRgFVhqNAbpqGSSYr9auDyKsCP1oHrVOTBpAn4e14JysCsehevPQynqPOFrmOVYtgKVX7CKVbXPYt1c08wDKAQFFgpMYAF9i5sHfrwa+lcyv0fB/+dmQ0lbIPRCUACiWWjIHkAxCZTkPImlRk7oLx2++54z2Wkxn8bAL99lNNlDwJGsJhyRs48qKpK0rtUEFvhrHUrumg0FXEnIGE/lP8GpTyAU4SZl04jafc47FG3ogoOUjwwAd21Eu1bESjWvMHb9xg9MY1UjM9fRhcdxMrsj+4zE8+Gv6LRUHQcdWID2ozB7jcT49DHqNJTqIKD6EDhow4uhfz9mBudUSV77FfDvjkGQBlOoQTOBsT9ZqB2/Rtz0/MoX6mzNi6hu1Msbf5bsG27PegqIFAEDrsRY9dbmMsex7r+72DU/5Klcjehu/aCoqMYgXby5vsPYJzcgjXyS9gX/2f91z+zC0PbqPx9zr/PaZbhu+kNML14PvqBs3Gy4UF3G4JxeofzN6tRLKlT2zDf/Xrgd5mCcSS0ZkflbnI+eEbY/LK5qWNrUHk7scfc0bQprnXxl4MZ16gpwTWbeFB62pkG2xwx1GDsXdjocz3LH4vuPra+hLF/Ecb+RQ0WZE3ShqbgVVP5+9HZUyNfVhx5ZEmbcc4WDrYPdeSctWnlZ/G893VUjWl46swu1IEltdcJVhbjefMW8JXj/9K7zkhtRSGq9GTYKDe+UnTP8ViTv4sZeJ8MamDNkhBCNJUUS26JS8Yecg3mzjcwPn8Ve9qPwy5Wh5Zi5G5Cx6UENyA9X/aAWRif/tqZs19VDDE1pgyVnXamQMUkRt5/4jwEmzyccZo8KA2qxgct0+hGYz4+mUZycEpeLXFASuifiTHXkRhzXeRzkzT+qz7F2Px3jBPryX7rGL5p/4keMBNObcZY/iPs7sPwT/shHiM0jS5GDSEl9sFAgeYnJ+cQPXtmBIsxa85Xnd9La2K2LsSoLMHuPgwd3zV4HajCNLqF/jb4cZYO2mgqgcrQkgEvgIWdPhxik6nsP5xysxDIB/+ysF/JY/QnccJvA7epOXtRGqhyqDjngwSQHHsPCTFzUWf3U9q3C2cnWcBiGNQHWAPWp6h5WSjlpUdRYLrmmd3kTUrDl94NpWIxik5C3sOoYaUo1QvvwJTg2J1l51PmWxIcgYMYlPJiDMnCLIon7pgz7UZ3H4Nln8HOSEcnJaCqyiFjLHZiN5S2UMrEmvxt1NFPME5/jt72MvYFd0Z+TANU7mb04KvD1gQZgf2ejJ1vOkVdhKmRWnmcNRB5u4OdIO0Bs7H7z0QV52Dsex91di/G7n9j7HrbKfa6ZmFd/guoLMR4/1vh3d5sP+bKJ0NTGAMfIHVCptOSvbIA72vX4Z/1S3RDU3oKDmMc+BCVsx5iErEmPkB2dh9nyqS/vPbGzVo7e84UH8dc8xuMnEBLZU+ss+1ASS6q8DA6a1L99xuBOv4ZngX3YF3yQ+wRNzd8fn6oWFLagrK8Oqd4RUVrjD2Na5TTKIVHnJHSfjPCj9f8IkDrqNeOnuu8mjsUHnEK9gGzmy0eqDGKY/tRp7ejM0Y5Ba6vDBXY30ifOxIelwSlkadnV48shh07vQMzt/Y+bOan/4MK7K2lDi6GhB7BLQR0t6FwZhfK9qMCawR1pD3WZGSpw8rO7uN2CKKTkmLJRfaoW51iac8C7Ivuh7gU5wLLhxnYvd4ef294UXM+Erqje47HOLEedehj9JBQMaFqbkbbjG+8zm0GiqXTOxscGWgVSqGzp2JlT8U+9TkUHsEYeBUohdLd8BT6sOM9mJ7hYVfzqEw83hHBf/fpUUFcbFzE209WX8Bc+Rvsvh6sOXUvHo8xB9Iz8S3AcqY9bnsRY8tf0AbotH6ocf+F1f9KMEwSut5KnJ6J1v7gFMjqkTND1fyAoEncX4KdkIadPck5p8Z1DOUUa6o4B5UEhu7iFHPaB6YCU6FNhcamugeMQlOVGoMvySno6Fq95s35FrcL++iC06nR0nkUV/1f7V82Abg0gx4fnCA234fOvIDiqtco830IV1cXkHlQ4nwI9xqDyUj4Ndb0n2C+fz+53f8JuW87I2TeZFTfKozUDEhaQ1KPOOJzKzByN1Nh7aTSnI8ak4yyNMrWzv8t0Id/QdzwXweL9Sp1DH96DCohCwqOo/xHUEcXQKyB7pqOHjjHGe8yPJhrnsbc9jIAds8LsWb/1vnmu6rU2Ww6bydUlUJMAsbnrzrrMrr2wn/1n/G+5kxRtPvPRBUeRR11mgyY657B3++yup8X2sbzzp2oylADEXV0FaPGfRNz2ZuoAx/iv/FVSB0QvNxY8z8Y253OiarmXlVVztoYc/njGMfX4v/C/6EzRjqX2ZbT0MMwgw1TIgk26DjwETSiWKIgfPqUKs2te4pXNM7sRtWx4XU0qkcMfTe/DSl9g8d1Uu/QSWWnm20t4vkUS55/3ojSFn7D27guno0V6IhnbHwec+NzWGO/ij3xQag5qnTue0Rscr1NTqxh8zB3vRm6eqDLpe7aG+wqVOkpjGOfYOx5J3iOZ8XPwm+k22CncKoxGqUHXoHfXwHKaLh1uGj3hg5tnv0fhWiqNvDJtRNLHYCdPRXj6GqMXW9hj3VGkIztrzt71qT0xx5+Y7PepR44B06sx9j/IVZYsRTYjLZbC7wYde2FjunqjFy1hWKpBt19FHQfFdV1lyz5kGuuiTx6ZQ+ai7H2984oXvnZsPn353I+uHtQ2sSzYyGq3MK65EfYw+eFfSjxmv3w0q/BuBQG3dblY2dmYw35Xt0nFh8n8UwpsZf8EWP/h5irf4EG7KyL8M/6GdobizqzOXh6+qdnqJr939A1A7Xlb3ByPTq+K9aUb2N6Qh8sDZVCYsy84Gia1lVUF3XkfY5Z5Xzo0pljMNRmPEYW2q5AW+VoU4XODRRqOvtirAtux5+4ErCBSuCU05AkIR7IJSE+0G0vfx++qp0U98iDHhHa39t76VXjw25+zFv4r+gBWEB1K+EKoDcJRSeovoXK7knkzesdKr48ZeD/EcrvjJqlZQ8l9sgO1MktlKQcw8//oSakorMnomI/whyV7FxvUAYJR5Ph6Co0UJZ0Gvvo/0LWJWHTJZXyYqg0DB2DqizEVgrr8v+HeWQ1xp53iFv/++CvZK76Oda1z4ce/4KDYUWS3XsqxrHVzjf2Wofat+duRncbgtr3AeamvwWLDv+1f3VGg01vrTVe6vTngf9vd9YSqfobqlZPw9OeeJS/HM87d+G7dYGzrqwZ1Nx+odZoR1OV5QWnXSpfyTldO0PPQ3V6OzqhO+rkFoztr2NNfhi6pDf6btTJLag987EnPwznsceS0k5nT3VsdXTFku1H7V2AsTPQ4CbwGFV3xKveTsHc/HenKUtdnfB2/TtY/ERS/VpWs1gKXjb1EczVv3TuZ9XPnWPj/gNj01+D03Kr6bTBzqhszal7hhc9/MbwtVRSLHVY9b3nCtGS2tYn107IHnW7Uyxtfx17zFegqtTZXwawJn+n2Udi7AGXY3zy/1DH1kJFPsSlAjVGltKbZzPaMEqh04ejcj4LayLQoXVJR2dfjHFkBca+94Pt4uujTn/uFMnx6djDvtDsI3xhKotRVcXOGqS4VHTgW3Tdfxb2ZU9iRNj42OtLRqXMcuIa/J+Yx3+C3fdWdFz4NDKPkRHWQbEmZX2Mp/RhtBmL7jaUJHMUSbG1O51prXEKI4c98WG6l82FkmNQuBe1+y2wStGmwhp6LXEn3wqeG5NzlpTj+eiYOKyR81C7/gmGRhvO39MofxF7qlNEeu2eGGcPo2Pi0V0z0P5StGGDoVHdxoTuP7kX2m/U+PhWBvbhULzdL4IjO1AnNuKr+pSy/nE4c0M3QtVGGO2UXV5jJ10ynX1mtKnIuyQDWAzltTdfTVtXQpdYZ7SuZHBX8jP+CBkm6oJslGUHRss0yn+MDH+500gCODswH7tferCwI9mH0T0V4rfjLV1C1ypno2G9/Xkqil5DleajkjUkJ2P4KlFr70NZGm+BD/rPxZr5JLYuQfvLMQr3og3AV+psLlpjRCtMRQHEJASn4eleFwWnIprLH8e65rnI12siVd8Gp02cLqcCa9wiXlZREPr59A503xkY65/FOP4ZOjYJ++LwdvrndhytyfPOXc4PZmzTNnmtK7aSk1B2xllrlDEcYrqi9ryHueUfWOO+hg6sATyXufgRjMPLQwfiUtC+WKdjY+kp5zE78KFzme0PX3+mCUwDrajVdl0nZYeNmNkjnH3z7IxRGIFi2z/zKWcaaHwaBIol55yR2OPvcdZI7glv5qPTBtfe461aQo3RSk/kv7sQQkRLiiWX6d5T0Cn9nW+DD3yEOrUVVVWMnTUJnX1J899hXCq69ySMo6tRB5eih88DzpmG1wJ0+lCoXjvRQSQk1P8Npj30OqdY2vNu44qlwB5H9qA5zb4IvpbqKTVds5xitvcUfHd87EynqeMDps6aFLosKQvrur81+W5176nYfaY5eXZuQ4ganNE2s8a/DTwJIyBhBGTOht63YK56CnVoGdaYS/CU/St4bvy6d+lSVIzd90KsrvdglhzF2LsAe+CVGPs/QJtvYo+9C7pkkOb7Ip7F72BnjMD6Qt0f4GPiLqT3GzaU56ANhX/UPOzRt4amNnbLBd7E2PkGXZMqiEtJwLro7kAHSF9gdK0S08h01oAEdDlahjYUdrcB6NguULAHrSy0oTDLyjEOOdOSqgs9sNAehfbU+Nv4bNT+D9GBjYArUyrxx9dcx3QS0roCFSRWhJ6D/rgKzo5JBroRSa/5OXgOfAiXPUFhxZ8p96+AeYH1jFoDj6CK44j1jCQt/keBw5XkFT2MkbfPWbM2AbC7Q4ofo0caXfeXEJuzDguosnZT6d8W7BSpVKDBie3H3zOO+BOhNTB+OwdK81AVRdBtFKo0D+P45uAeTmEKj2BufB51ZBU6tT/WtX+NmNN2r4nYF9wR7KRXs9vjucy1vwn+bBxe7qxbK89z/r3nPWcatTcBdXIzxqa/YRxdhTXpO9ijb8X47BnwdsHufznUaFtuHP802EoenGmxxmfPOLnZhNERVZKLufSHzl5xyoCU/qjAVDpz6Y+wK4uxR97sfEFyZjd44tEp/TAOL0crI9R236pEpw1AndgY6IgX2rRV5e0Ozj6AwB5H+xZCfFqtL8B0bDIKp1iq+X6iu4+CQLEUVsB5Qw0Z9MDZzmbbl/wQe8g1UFWC58OHncvSBqPj0zDXPVN7rZIZE/o5sK5KdDwNvecK0VKkWHKbUtijbsNc9d+YG/4Xio6jUc7UjhYaWbAHznFGs/Yvwho+D6pKUYVHnClyKXV8U3yedPrwhk9qZy67rP6pL7rPdHRsivMhI283pNdTiNo+jP3Ot7j2oLnNGWZE1V2tgrvRQ2jNXB3sKBoC1OKJxbry9w2f15Au6Vizn474DX71t9q653gArCnfRSdlYw+/yWn5fWgpxpYXsac8Qu0tkiNTykSlDMPId0YCVFUCttkvdEKPPs7mupWFxJ0G7+AHsRNvqfc2DUuTvt6PqihAx1Q4IzEludi9LsKa/T94ci8PTqdL2l1C/LSPAT/mGzdCWQ7aVNjJvVGluRgxrzvTapUidV8KFOzEGn4DtsdAdx+BWvtrUH48Neois8IicV8JVv/p6Nh4wIcuOwn5u53pkJ5klH3GmZ5mxmJYMc50SVOBoXDW2ZVi68rgbWpdic84Bt2r1/JVPzbHoGsi8ScqiD1TBf5yKq3PKa56KfLfe2o6fd4MjbqcKX0ci5POYF31tkRZQJaHpB0ppG4pAKDK2klB5Y9Rg8tQA+JQVg664EFUbDpKeekWb+Ipd6avlfbyU9ltB57RyaBNlLEONTjRmS5p7CWWkYHfyaKie2xoCqb/oDPyGG+iLI3hK3OmkhUexqixKas6swd1ZBXmVmdjb2Pjc/hvChX11Y0UtLdLsFOcufmvmJv/ijXiZuxLfuicl7sZY9e/ne0jukQobEtPhgoWrZ1CB4XufznGwSWYn/wcdXwt6uiq4N5H/lmB0ZyUAejyPFRFAar8LHa/mRAolsIej+NrglPtrBG3YO54HXPN08755z52ViU6uY/znlKjy6vudxlsf63W+TptcI1pfIH3PE+csw+Z7Xded2KTIc75zzfv9fqnPdbzJYxo3xp6zxWipUix1AbYQ67GWPcHVKEzrcce9gXo1gLT4QJ0v8vQxpNOd62y06GNBlMHtdgbTXVHvHapjh3tP/54af0v3qYXe9CVmNtfw9jzDnb69+s8VR1bG9yQleYqLG2r7vsLFkuNXzsSTfe0FhcolHx3b4KyPLz/F5oSaAeKJeJSscffA4B14d1OsbTjTewLvooRaNhAfOTRlZp0+jA4uCTyhbFdIdCty04fjj2i/kKpeh2RNeMJzDW/CWxkXOxsyDv7aWdkISEDinOC13FG27wYflCVNnbmGPSVf8LzylxU0U7s09vR3UcRVxiHcawc/6ipwdFpz+kXnYYT3UL7O3mL/HRbdxZf9pcgJVDIx2mMoy+AJx7lXQicQRUfJ6XH/Zirna6A9sA5qAOLsE0v9tQH4PQuPLnzQGvszNH0yMt1RssSM6DyDHb2RdhZ41GbnyPmrFNYqZwNxPQaQmLMjc7atoJ9qLwt2D3GoOO6YpyoMT0M8JRUOZskVzcfMQKja4bGHjYPtvzV+bv68/HH+yG+xkgDR8AK7GdU4/un8qSzlFvzYVTNtW3OiEWstYpYbnAed0o5eXndTSnSV50mYc97ABSOzKBoWDzK7wd7E8raiLqyB8rSmJU2aTU2UT07LgXtNZxmJWX5oWmVtib21DuYOMWS3vhrKjgAK1djX/5rwIuyLHSyF2VpPKXFwZEo343/QFWWoryJ6O4jsXe+hbnyydDGrwHGASePdWp/dO9JwcYl1VtYqFPb0DW6oprrnkErE60MPq4cy8weezByN2HufKP2H6SyEP8NL2Hs+Bf2yNDzQGdNdKbfpfQLO113GwL76mj/bniwrv7f8GN1vDf6r/0r6vhadJ/pES8X7V+D77lCtBApltoCT7yzAHbz39GeeKwJ97Xs/cV0ddbTHF6GcWAxBBZGt9QUPACS+qA9cSh/5PaybVbhEagoQJsxEBPeorm0tKTBq9tDr3OKpb3vY098oM759Ebgw4I96KrzHlHUSdmB7my7624uURT4EF5zZKm+20wd0GwdwFpMl3R0196o4mNob6JTvJwrfSh23xkYh5c5G/Ke3es85yZ9u8Gbb2h01Br5RczNL2BNf6zBaZTW7Kexio5B2kAsXzmej5z9n3RK/+AHX90lA1WjWArG0W0IVaX5GDOecKZ3Db0Bc+uLGDv+iVVHsxKd3NcZ6aiebnvOupIgpZz26oB5cjOc2ubsBdRjXHAjYXvEF/HsX4Tp92GueDrs6mbBQUzAP+0n6KHXo3LWobuPhKoyvAdCU9nUsTXE9nmEWI+zgbJn1c2osyfR3tVYc5/Fszq0Bk0VHCRz/lGU9mMPvhp75K3o1GFO5z6tQfvR3tdQvlLitm+m164crPTBWJc9hrHyMSg+BIZTZBmVoXVwCXvy8GR9C2Pjn4JFWPV5HnUKVbgiuG9W7KkKp0CrUaxhgB2fCCnDsCsq0UNvwN+vHNt6E2Jqv7Wa5Rb4QiNJZX26YHXx4DQXSQo7N/nzQhJKcjF2/ItKez+nLw0898r/K3TSXKeYyXrnOJ5Au+38mFepiP0c8KCKY1DZXtTNI1BVFcSYo+m26qDTSv/oYk5emgFd81FJyRhde0JcOmTkYIxNJfHAx3jPOnuAVaZ6qUqNQdkaj+5OcXkV1iWPot68FaX9aOXBmv1rPNWbZlcUQkJ37Iu+VetvEGn9lG6mLwZ1zwvRPS9sltsSbVNj3nOFaAlSLLUR9ugvo87sxh54VZM6K0V9fwPnYBxehtq/KPhtYos0d6hmmOhuQ1Ena++t0ZYZ2/+JQjuPSzQLh7sNC04z8bwyF3vEF7FHfBG6ZITO8ZWhDjmb3dp1LMZuki7d0NlTMY6sxNj3Afbo2hsJB0eWGtjsWHcfjZ05ttm7MrYU3WOsUyz1HFdnwWKNv8fJ/eppRdP/q+5GBTVvu+boaITRRj3sRvzDGvl38sRCWuB5N2AWOB25Ucc+DZ1TM0dqxn/Fr/lg/lvMTXaactgj5mFs/YfzXJ78ncixJ/cN+7c95BrM9X+qN0Td1WmXrYpz0BWFTvMRMxadGWp8oVHYU7/vrEcpP4Ox/XWIS3PWTxkmuvfkwO8b/kWDcWw1tu13Gtjk7w8+FspXilndACGgurGAPfQGrEvDN5VVSoHyYg+9HvPzV/Bs+CtK2xjDZmJ6h8L0FzB2/BNsGzt7KlZyNuq161Flp0k4VkKM5zq8238R4bc/CzyE7+trMcwkenwUaovtv+Z5PO99AwDff6yDKR6qx3C7ah+J+nqMN2+CqnynAKsurgAm6eCUu9SNBdhehd1nCip3bagYMxSxpyvxvH49yqrCTIsh/miZc5nHi+7WH12VD5Vn0aZC+UO5qIPTSv2BTpQ4S//iwePxYI/9Kuqz32NXHqaiVzxwCvQp6OsFCoHlMLwrcafKiclx/u7lvbtQGBh9SzjVFXYCaYOwR9+OufVFdPeR6L6XBjeNVVZoWmZjVO9rVv0bCCFEW9MixdKzzz7Lr371K06cOMHIkSP57W9/y7Rpde/dAfD444/z05/+NOxYZmYmubm5LRFi2xOfhnXVH1vt7nTfS9GeOIyTW9ElJ51jLTmyRODDZnsqlnxlGLudBfbWqC/VunjWrNkN34ZS+Gf8FHPFzzDydmJufB5j89/RA+dgjb4d0oejDi1D+SuwMy+Amvu5nAd7yLVOsbTn3fqLpYam4XXphnX935slptZgD74adeBD7CH1tJdNHxYcXbJG3IIedGXjbrzGCJ0qPHKekdagDPwzf45n6Q+xx4S6COqEyMUSSjHziqtD/07Kdorjo59g7H434lVqTn3SMV2x+1zacLGU5OSGKj4ebBmu04eHtRPXg67CrvHcsPpeGvnGzilcVcFBPP+6CWv8PcG1O/aA2aize1EFB9HJfdEp/TEOLwtexx58NXWxR9+Osf21YLMCu18gDk9c2N8UnKlnqsZ0uLDLYlPCmy4c/QTde0r4Od1HYfec4OxHdU63UqW8KJWMmTwmbOqb3XM8xokNWEdWBY8lHHWKJn/vKXh2OdPirKnfD7bSBqcdeuzZKrqvygsdM05DbFdU+dlasXeL+xHaG49TLFUF91cDHxCD7puBVVmMsfK/yFh+Cv/Uh9Fdu0NgY23nOlV4YhcAzmu1h2wS9ueAqYjpckHwdc+e8E2IScDuE2hEFJsM5Xk0Wc11WBFGUoWo1qj3XCFaQLMXS6+//joPPfQQzz77LJdccgnPPvssV111FTt27KBPn/p3Xx46dCjLli0L/ts0W7gjWGfmjUf3mY468CGqtLpYasGRJVpoD6cWZOyZj/KVYPcYBxHWXO3evYsLLhjb8A2lD8f6wsvYJzdjbHsZdehjjL0LnA5tPcYFv2nWzdjYQfe91OlKdWZ37eYSWoc+lDRyGl57oXtPxv/1uruaVbNm/BT7+GfofjOiup+wvV6agR50Jb6sieFNNuoYWYLauWePvMUplnb8C50c4XW2xsiSTh0AaaGRNFVVFPn7/OrcKDoWnIKnuztND3w3vYG59UWsCfc29KvVYmdNcjZELjyMZ+mjoePDvuCMUJWdhuR+qENLw4olXV+DlK690P1noQ586HwBkDqozlOtaT9Bvfcf2OO+HnZcd+2Nju0aViwZexdgpfQPvwFPXNi+VpHoHmOhZrE0fB7GiQ3OKNe5EkNfWNi9JlDzXU8PugoV2EvKP+NnqFOfY+54HcrPos3Y4CiOVib+298HT1xgWVYMipiwNVqhG7UwLE2XnAp8Xa+J3OL8wjFw0CmC462RJGw5hqoswH/lFWyuzj1PHPaF3whdJy4pumKphpod94Q4V6Pfc4VoZvXvKBiFp59+mrvuuotvfOMbDB8+nD/84Q/07NmTP/2p/m8xwZkm0KNHj+B/GRl1f1gQ58+u8Y267tobYrq26P21q454WmMEOjfZI2uPKgEcPdqE0QWl0D3GYV3xa/y3vIs1+stobyJG7ibUmd1o5cEeeEXDt9NYZkzw8TXO2a+E8jynY1VscufdwDE2yZn+1sR9zKo7AuqMEc0fU3xa2Cavup5i6dzc072norv2ckaBTmyqdX71PlqAM+XQ8DrrowBdRwfM6k6JqjgnuJFtsO152kCsGU9AjSYADfFf9t/YvSZizfol/pvfxD/9v8Iu170mOPmY0r/Wuj2d3KfB1ydr/N3oxB5Om/761v0l9cZ/+wfOdNgaInV7VIdXRFUY6x7jwv+dfbGzjrDGZsE1z7UzRmCNuDmsjTaANfauUCyVhdgX/yfWlO853e76XIIOFNdKW+CJozHC9naqYy8oug3FDowS6h5jsS75AfbQ69FZk+t83dOxETaBbiR7oPNapQfIyIGoW5Pec4VoRs06slRVVcWGDRt45JFHwo7Pnj2b1atXN3j9AwcOkJWVRUxMDJMmTeKpp55iwIDIb+TPPfcczz3n7IuSm5vL/PnOB8Lhw0eQlJTM2rXO3P/MzB6MHz+BhQudb+e8Xi9z5lzFJ5+sJD8/H4Dp0y/l+PHj7N+/D4CRI0cTHx/P+vXOniS9emUxevQYFi16H4DY2DiuuGI2K1Ysp6ioEIAZM2Zy6NBBDh1y5nlfcMFYTNNk48YNAGRn92Ho0GEsWeK0h05ISOSyy2by8cdLg4sWZ82aze7du4IvCBdeOB7LstiyZTMA/fr1p1+//ixb5nxjmZSUzPTpl7J48YdUVjqNE+bMuYpt27aSk+NMs5owYSLl5eVs3+50wRo4cBBZWVmsWLEcQ/u42ojDY1eQayWzJvA3nDv3GjZsWM/Jk84UyEmTplBUVMjOnTsAGDJkKBkZ3fnkk5UApKdnMHnyFBYunI9t2xiGwdy517Bmzafk5TnTXS6+eBp5eX6GYWJgcfjwIbp0N9rc4zQ8uYJhgH1qOx7to8KTjNn/soiP0/r1687jcXqQ7Z7JxOxfQJ/yLZj9ppF7ooDt21fWepwAUlNTufjiaSxa9D4+n69Rj9OYnhcwkNfx73ib988MpFtGTyZPnsKni/7FdKDQTiABaj1Op0+fYs8e5wOiPJ/Cn08XXfAIMQkLWFeYQdX8d5vlcarr+bT28/1cTEjNx6mkpIQ9e3aHPU6ZQ+8gdf3/Q1lO7Frr4Oui1+vl6vhuqPIzfJ5Txv757zL9iv/l5JF97F76ScTHKatHJhcpE0pP4S8rIgZnDdv5PU63cFlsUuBxMklJv5vL8p7jZOYsVi9cGPY4nV6/juryxZc8iAWB36XOx+lgATlJ98IhmJCeW+frXs3HacmSD6leJWj3uojKw+uo/vrAiknGrCqkeMXvSQ0cKxt0I4sCcdT3unfmdG6gl55j/uJlTPP2Jr3qMOeyDS/zvbdAASStWMblgeN+5WX+qs+5Pi4VoyKftbtPcPLwe4wcOYXEK/7Bus/3cKm1gxQKnPsIxNXQ82lswSaqx8qqrxPx+TT7adYseoWTOytAGcya9QN2f769zte9yyohpcbtNuX9aWfZRSSn9ybNGEVWUWGLPJ8aen+S173oPke05uMU6XVPHqe29zi15+dTXZTWdfRFjkJOTg5ZWVksX76c6dND7TufeOIJXn75ZXbvrvsbuvfff5/i4mKGDRvGqVOnePLJJ9m1axfbt2+nW7f62/qOHTuOJUuWNdev0amYyx7D2PMu1kX315qW0hKM1b9Gnd2DNfdPLb/xahTUiY143gv9Her7u+TkHKdXrzY8jU1rPG/egjq7F//sp519TgC1dyGej3+E3X8W1hW/cjlIUaf8A3j/5WwarZWJ/xvrgxdFzD2tnc1J9y8CwH/lH9DV60kAc8G9GMfX4L/mOWcPm0bwvHp1sCOfjkvB/5Wlzb//m6/MaZ5yzu2qgx/hWex88WZN+jb2BXc27/0C+Mrx/n0qGoX/jo/wvH1nsEugf/pP8Kz4WfBUa9Tt2FO+2+jf3/ucM7pkdx+NdcM/MDb/HfOz3zudNZN6B9dq+e6uMRJYnIP3VWdtlk7uh/+Wf0NVMerEJmeN1Dn3bS76TnCqYtjt1KfwMJ4PHsS68G50PevA6lLX65657HGMPe80LRYhmqDNv+eKdu/KKy9n/fr1tY43ahrej3/8Y5RS9f5Xc62ROncKhda1jp3rqquu4uabb2bMmDHMmjWL+fOdqvXFF19sTIgiStbkb2NNfKDOqWbNzZ76CNY1z7XJQulc2oxx9ryqg2XVvY9Rm6AU9pBrAYKNKqCODWlF21PPNLyIuacU1iWPohMCewLFnDOl6+If4J/xBLrnhEaHUDNHdMaoltko29ulwdttsX3avPFYI27BvvBuiEsNa6euB8xBm6GpbTp9SFS/v053pmza/S9Hm3Ho7Esa9dzTXQNTHGO6Oi3MI9y3HZimV9/rVC3JffHf8k5UhRLU/bqn45IiHheiubT591zRYTVqGt63v/1tvvzlL9d7Tp8+ffB4PJimWauD3alTp8jMrHtTv0gSExMZOXIke/fubfhkEb24VOyxX3M7ijZJD7wy8h5FAVu2bCY7u/6mJW6zB83FWPs71JFVUHYGunQLFkskNX5DWuGCmES0GRecVldTnbkXm4T/2ued/Y0yLwi/LKVv+NqlxuiaBTjTrnQdezi1mBqbKrdkcxj7kh/UOqbTh0NMArrfDNT+D5yDiVE+X6rb0if3wX/rexCTgLH6fxq8mm7E/enMC/DdsRRiU6KLLQp15170a5aEaIz28J4rOqZGFUvp6emkpzdu75/x48ezePFivvjF0OLZxYsXM2/evCYFVlFRwa5du7jsssuadD0hmkukduHtTpduzgbER1Zg7Hsfe8yXg53wZGSpjVMKEjIg0uax9UnKRidlN0sIYSNLrVwsVe+vBEBc634Qrx7JsgfPxQgUSw222T+HNfEh1NFV2ENrtLGv3kOvrrbwNXVtZPOMuNSGz2kF9uCrMdc9E2zWIIQQHUWzd8N7+OGHeeGFF/jLX/7Czp07eeihh8jJyeGb3/xm8JxnnnmGYcPCvyl85JFHWL58OQcPHmTt2rXcdNNNlJaWcuedLTBPXYg66ITuzkabvSZCA937+vXrX+/lbYU99Hog0BVPa5mG147oOjaobq3cq7lpcbATXiupLliaq/Br1H16nc1z7UBXNt17Mjq5n1MoJXRv0m3ZY+/CuvYvEbvU1dfpMHhOEzoNtqY6cy+xB76vfYo186nWDUh0Gu3lPVd0PM2+z9Itt9zCmTNnePLJJzlx4gSjRo1i4cKF9O0bmv6Rl5dXq9nDsWPHuPXWW8nLyyMjI4PJkyezZs2asOsJ0eKSeuP/4r8goUeDp7aXF27dZ5qz2ebZvU4L6MAmxE1p+yxcUseH6lbLvSRnyotO7tP6ozt9puG/+s8tvll2Tf55rzub4vae7BwwvPi/8H+Bn5vv7VJnOxvd1lsINnZkqZXVm3uNbF8uRDTay3uu6HiafWQJ4L777uPQoUNUVlayYcOGsM54AI8//jjnNuF77bXXyMnJoaqqiuPHj/Pmm28yYkQL7GUiRENSB9ZaHB9JdUvPNs/0Yg92GiQbG59Hacv5ZtsT63JgoiG6jularZV7OmME1uTvYk1/rFXuL4wy0FkTW7dIS+rtdJ2rKSahUa8HTZLYE99tH+C/6fU6T2nMmiU3tJvXPdHhSO4Jt7RIsSSEaFvsIYGpeEdWADIFr93o0rSpX81OKewxX0b3vNDdODqixEynZXpNVmXo5zqmYAohhGhdUiwJEaWkpHbU/Sl9KLrbkNC/pVhqF+oaWWpXuScaL6bGpohtdHsFyT3hFsk94RYploSI0vTpl7odQpPYQ0JdubS0DW8f6liz1N5yTzRSlwz817+I70vz3Y6kTpJ7wi2Se8ItUiwJEaXFiz90O4QmsQddhVbOInWZhtc+1NU1rb3lnmg8nTkGktru81NyT7hFck+4RYolIaJUWVl7s9A2LT4NPXguWnmcD2Si7auehqdU2OF2l3uiw5DcE26R3BNuafbW4UKItsua/mOY9BDEp7kdimgMbxesC78Bqm2uXxFCCCE6OqXP7eHdDo0dO44lS5a5HYboZHw+H16v1+0wRCckuSfcIrkn3CK5J1ralVdezvr162sdl2l4QkRp27atbocgOinJPeEWyT3hFsk94RYploSIUk7OcbdDEJ2U5J5wi+SecIvknnCLFEtCCCGEEEIIEYEUS0JEacKEiW6HIDopyT3hFsk94RbJPeEWKZaEiFJ5ebnbIYhOSnJPuEVyT7hFck+4RYolIaK0ffs2t0MQnZTknnCL5J5wi+SecIsUS0IIIYQQQggRgRRLQkRp4MBBbocgOinJPeEWyT3hFsk94RYploSIUlZWltshiE5Kck+4RXJPuEVyT7hFiiUhorRixXK3QxCdlOSecIvknnCL5J5wixRLQgghhBBCCBGBFEtCRCk1NdXtEEQnJbkn3CK5J9wiuSfcIsWSEFG6+OJpbocgOinJPeEWyT3hFsk94RYploSI0qJF77sdguikJPeEWyT3hFsk94RbpFgSIko+n8/tEEQnJbkn3CK5J9wiuSfcIsWSEEIIIYQQQkSgtNba7SDO19ix41iyZJnbYYhOxrZtDEO+bxCtT3JPuEVyT7hFck+0tCuvvJz169fXOi5ZJ0SUNmyo/YQSojVI7gm3SO4Jt0juCbdIsSRElE6ezHU7BNFJSe4Jt0juCbdI7gm3SLEkhBBCCCGEEBFIsSRElCZNmuJ2CKKTktwTbpHcE26R3BNukWJJiCgVFRW6HYLopCT3hFsk94RbJPeEW6RYEiJKO3fucDsE0UlJ7gm3SO4Jt0juCbdIsSSEEEIIIYQQEXSIfZbS09Pp16+f22GITub06dNkZGS4HYbohCT3hFsk94RbJPdESzt06BB5eXm1jneIYkkIN0yYMCHi5mVCtDTJPeEWyT3hFsk94RaZhieEEEIIIYQQEUixJIQQQgghhBARSLEkRJTuvvtut0MQnZTknnCL5J5wi+SecIusWRJCCCGEEEKICGRkSQghhBBCCCEikGJJCCGEEEIIISKQYkkIIYQQQgghIpBiSYgmWrFiBddddx1ZWVkopXjhhRfcDkl0Aj//+c+56KKLSEpKIiMjg2uvvZbPP//c7bBEJ/DHP/6RMWPGkJSURFJSElOmTGHBggVuhyU6maeeegqlFPfff7/boYhORoolIZqopKSEUaNG8bvf/Y74+Hi3wxGdxLJly7jvvvtYvXo1S5cuxePxMGvWLM6ePet2aKKD6927N7/4xS/YuHEj69evZ+bMmdxwww1s3brV7dBEJ7FmzRqef/55xowZ43YoohOSbnhCnIfExESeeeYZ7rrrLrdDEZ1MSUkJycnJvP3221x77bVuhyM6mbS0NH7+859zzz33uB2K6OAKCwu58MILef7553niiScYNWoUzzzzjNthiU5ERpaEEKIdKi4uxrZtUlNT3Q5FdCKWZfHaa69RUlLC1KlT3Q5HdAJ33303N910EzNnznQ7FNFJedwOQAghRNM99NBDjB07lilTprgdiugEtm3bxpQpU6ioqCAxMZF///vfjB492u2wRAf3/PPPs2/fPl566SW3QxGdmBRLQgjRzjz88MOsWrWKVatWYZqm2+GITmDo0KFs3ryZgoIC3nzzTe68806WLVvGqFGj3A5NdFC7d+/m0UcfZeXKlcTExLgdjujEZM2SEOdB1iyJ1vad73yH1157jY8//phhw4a5HY7opGbNmkXfvn3561//6nYoooN64YUX+OpXvxr2hZBlWSilMAyD0tJSYmNjXYxQdBYysiSEEO3EQw89xGuvvcayZcukUBKusm2byspKt8MQHdgNN9zAhAkTwo599atfZfDgwTz66KMy2iRajRRLQjRRSUkJ+/btA5wPDEeOHGHz5s2kpaXRp08fl6MTHdW3vvUtXnrpJd5++21SU1PJzc0FnNHNxMREl6MTHdkPfvADrr76arKzsykuLuaVV15h2bJlsteSaFEpKSmkpKSEHUtISCAtLU2mf4pWJdPwhGiiZcuWcdlll9U6fuedd8oGtaLFKKUiHn/sscd4/PHHWzcY0ancddddfPzxx+Tm5pKcnMyYMWP43ve+x5w5c9wOTXQyM2bMkNbhotVJsSSEEEIIIYQQEcg+S0IIIYQQQggRgRRLQgghhBBCCBGBFEtCCCGEEEIIEYEUS0IIIYQQQggRgRRLQgghhBBCCBGBFEtCCCGEEEIIEYEUS0IIIYQQQggRgRRLQgghOoQdO3aglGLx4sVuhyKEEKKDkGJJCCFEh7Bx40YAxo8f73IkQgghOgoploQQQnQIGzZsoH///qSlpbkdihBCiA5CiiUhhBAdwoYNG5gwYULw30VFRdx000306NGD5cuXA7B48WKuueYasrKyiIuLIzs7m0ceeQSfz+dW2EIIIdowj9sBCCGEEOdLa83mzZv58Y9/DMC2bduYN28e3bp1Y8OGDWRlZQGwZcsWLr/8cu677z4SEhLYuHEjP/nJT0hLS+PRRx9181cQQgjRBimttXY7CCGEEOJ87N69m2HDhvHRRx9x7Ngx7r33Xu68805++9vfEhMTE/E6lmWhtWbevHn4/X4WLFjQylELIYRo62QanhBCiHZvw4YNAPz5z3/mm9/8Jn/605949tlnwwolv9/PCy+8wJQpU0hPT8fj8eD1enn33XdJTEx0K3QhhBBtmBRLQggh2r2NGzeSkpLCm2++yT333MMdd9xR65zbbruNBx54gBkzZvDiiy+yZs0ali1bhlKKUaNGuRC1EEKItk7WLAkhhGj3NmzYwJw5c5g+fToPPPAA06ZN48YbbwxevnnzZv71r3/x8ssvc9tttwWPv/HGG2itGTdunBthCyGEaONkZEkIIUS7prVm06ZNjB07lvvuu4/777+fL3/5y6xbty54zpEjRwAYOnRo8FhpaWmwIcSFF17YukELIYRoF6RYEkII0a7t37+fwsJCxo4dC8BvfvMbLr/8cq677rpgkTRu3DhiYmL43ve+x+LFi3nppZeYPHkyVVVVdO/enV69ern4GwghhGirpFgSQgjRrlU3d6gulgzD4NVXXyUzM5Orr76aoqIisrOzefnllzl8+DDXXXcdf/zjH/nlL3/JoEGDZAqeEEKIOknrcCGEEEIIIYSIQEaWhBBCCCGEECICKZaEEEIIIYQQIgIploQQQgghhBAiAimWhBBCCCGEECICKZaEEEIIIYQQIgIploQQQgghhBAiAimWhBBCCCGEECICKZaEEEIIIYQQIoL/D1/agB2jDbPkAAAAAElFTkSuQmCC", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Create masks\n", "mask = ssf.k_counts > 3\n", "ka_values_full = ssf.ka_values[mask]\n", "\n", "ka_mask = ka_values_full < 3.0\n", "ka_values = ka_values_full[ka_mask]\n", "\n", "# Remake the plot \n", "fig, ax = plt.subplots(1,1, figsize = (12,9))\n", "ssf.plot(\n", " scaling = 1 /ssf.a_ws,\n", " y= [('H-H SSF', 'Mean'), ('H-He SSF', 'Mean'), ('He-He SSF', 'Mean')], \n", " xlabel = r'$ka$', ax = ax)\n", "\n", "# H-H Fit and plot\n", "sk_array_full = ssf.dataframe[(\"H-H SSF\", 'Mean')].to_numpy()\n", "sk_array = sk_array_full[mask]\n", "poptH, pcov = curve_fit(poly_fit, ka_values, sk_array[ka_mask])\n", "ax.plot(ka_values, poly_fit(ka_values, *poptH), ls='--', label = 'Fit H-H')\n", "\n", "# H-He Fit and plot\n", "sk_array_full = ssf.dataframe[(\"H-He SSF\", 'Mean')].to_numpy()\n", "sk_array = sk_array_full[mask]\n", "poptHHe, pcov = curve_fit(lin_fit, ka_values, sk_array[ka_mask])\n", "ax.plot(ka_values, lin_fit(ka_values, *poptHHe), ls='--', label = 'Fit H-He')\n", "\n", "# He-He Fit and plot\n", "sk_array_full = ssf.dataframe[(\"He-He SSF\", 'Mean')].to_numpy()\n", "sk_array = sk_array_full[mask]\n", "poptHe, pcov = curve_fit(inv_fit, ka_values, sk_array[ka_mask])\n", "ax.plot(ka_values, inv_fit(ka_values, *poptHe), ls='--', label = 'Fit He-He')\n", "\n", "ax.legend(ncol =2 )" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Pretty good, right? Now for the thermodynamic factor" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "J = 1.0354\n" ] } ], "source": [ "x1, x2 = ssf.species_concentrations\n", "Scc_k0 = x1*x2*(x2*inv_fit(0, *poptHe) + x1*poly_fit(0, *poptH) - 2*np.sqrt(x1*x2)*lin_fit(0, *poptHHe))\n", "Therm_factor = x1*x2/Scc_k0\n", "print('J = {:.4f}'.format(Therm_factor) )" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The value is ~ 1 which is what Hansen *et al.* assumed. Therefore we won't use it below." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Transport Coefficients in Sarkas\n", "Calculating transport coefficients is easy once the [TransportCoefficients](../../api/tools_subpckg/sarkas.tools.transport.TransportCoefficients.html#sarkas.tools.transport.TransportCoefficients) class from the [sarkas.tools.transport](../../api/tools_subpckg/sarkas.tools.transport.html) subpackage is imported. \n", "\n", "[Interdiffusion](../../api/tools_subpckg/TransportCoefficients_mthds/sarkas.tools.transport.TransportCoefficients.interdiffusion.html#sarkas.tools.transport.TransportCoefficients.interdiffusion) is a method of [TransportCoefficients](../../api/tools_subpckg/sarkas.tools.transport.TransportCoefficients.html#sarkas.tools.transport.TransportCoefficients) as such we need to initialize the class first which requires the following inputs\n", "\n", " Parameters\n", " ----------\n", " params : sarkas.base.Parameters\n", " Simulation's parameters.\n", " \n", " phase : str, optional\n", " Phase to compute. Default = 'production'.\n", " \n", " no_slices : int, optional\n", " Number of slices of the simulation. Default = 1.\n", " \n", " **kwargs:\n", " Arguments to pass :meth:`sarkas.tools.observables.FluxAutoCorrelationFunction`\n", "\n", "The parameter ``params`` is required as it contains relevant information. Notice the parameter ``no_slices``. This represents the number of divisions in which we want to divide the full length of the time series. For each of these ``slices`` the method will integrate the ACF of the observable to get the transport coefficient.\n", "\n", "The calculation of the transport coefficient is achieved by calling the method and passing the appropriate observable objects. The docstring can be found [here](../../api/tools_subpckg/TransportCoefficients_mthds/sarkas.tools.transport.TransportCoefficients.interdiffusion.html#sarkas.tools.transport.TransportCoefficients.interdiffusion). As you can see it requires the appropriate observable which in this case is [interdiffusion_df_slices](../../api/tools_subpckg/sarkas.tools.observables.DiffusionFlux.html).\n", "The transport coefficient of each slice will be stored as a column of a `pandas.DataFrame` called [interdiffusion_df_slices](../../api/tools_subpckg/TransportCoefficients_mthds/sarkas.tools.transport.TransportCoefficients.interdiffusion.html), the Mean and Std (over slices) will be stored in the [interdiffusion_df](../../api/tools_subpckg/TransportCoefficients_mthds/sarkas.tools.transport.TransportCoefficients.interdiffusion.html). \n", "\n", "The first column of these dataframes corresponds to the time in sec of each timestep.\n", "\n", "The option ``plot=True`` will make a figure with two plots. On the left the ACF as a function of time and on the right a plot of the transport coefficient as a function of time with the corresponding errorband." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "from sarkas.tools.transport import TransportCoefficients\n", "from sarkas.tools.observables import DiffusionFlux\n" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "# Compute the diffusion flux by dividing the simulations into 4 smaller simulations\n", "jc_acf = DiffusionFlux()\n", "jc_acf.no_slices = 4\n", "jc_acf.setup(postproc.parameters)\n", "jc_acf.parse()" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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TimeDiffusion Flux 0
NaNXYZXYZXYZXYZ
NaNslice 0slice 0slice 0slice 1slice 1slice 1slice 2slice 2slice 2slice 3slice 3slice 3
00.000000e+001.993921e-31-8.374467e-31-9.471123e-321.650410e-16-2.750060e-16-2.132580e-17-2.592813e-16-4.231939e-165.125572e-16-4.154773e-173.628596e-162.464266e-16
19.500000e-193.019202e-172.536946e-173.126571e-181.526589e-16-2.982007e-16-4.579669e-17-2.251972e-16-4.231959e-165.181452e-16-5.253896e-173.379070e-162.268565e-16
21.900000e-186.201764e-174.934061e-174.431807e-181.391056e-16-3.185411e-16-6.691581e-17-1.916298e-16-4.200004e-165.135595e-16-6.553873e-173.107889e-162.084986e-16
32.850000e-189.485616e-177.177066e-173.852522e-181.244862e-16-3.358978e-16-8.393863e-17-1.592913e-16-4.137426e-164.986987e-16-8.010234e-172.817022e-161.911914e-16
43.800000e-181.280001e-169.259796e-171.410964e-181.089811e-16-3.501835e-16-9.631634e-17-1.288192e-16-4.046605e-164.736470e-16-9.582756e-172.509364e-161.746648e-16
..........................................
24952.370250e-152.099584e-16-1.233453e-161.169715e-16-4.095864e-16-3.794951e-163.462978e-16-3.117694e-174.556562e-163.596185e-16-7.628444e-164.937378e-16-1.258954e-16
24962.371200e-152.029564e-16-1.575947e-169.064110e-17-3.848219e-16-3.929576e-163.959465e-16-2.623574e-174.408110e-163.357565e-16-7.430279e-164.567765e-16-1.791263e-16
24972.372150e-151.950846e-16-1.901676e-166.264069e-17-3.566792e-16-4.045290e-164.381401e-16-2.503433e-174.243542e-163.121659e-16-7.191573e-164.188821e-16-2.290961e-16
24982.373100e-151.862069e-16-2.207674e-163.393836e-17-3.258457e-16-4.136707e-164.720722e-16-2.739204e-174.060086e-162.892282e-16-6.922675e-163.801472e-16-2.746724e-16
24992.374050e-151.762159e-16-2.491263e-165.591958e-18-2.931044e-16-4.199792e-164.970616e-16-3.302129e-173.855537e-162.672468e-16-6.633041e-163.405559e-16-3.149317e-16
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2500 rows × 13 columns

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" ], "text/plain": [ " Time Diffusion Flux 0 \\\n", " NaN X Y Z X \n", " NaN slice 0 slice 0 slice 0 slice 1 \n", "0 0.000000e+00 1.993921e-31 -8.374467e-31 -9.471123e-32 1.650410e-16 \n", "1 9.500000e-19 3.019202e-17 2.536946e-17 3.126571e-18 1.526589e-16 \n", "2 1.900000e-18 6.201764e-17 4.934061e-17 4.431807e-18 1.391056e-16 \n", "3 2.850000e-18 9.485616e-17 7.177066e-17 3.852522e-18 1.244862e-16 \n", "4 3.800000e-18 1.280001e-16 9.259796e-17 1.410964e-18 1.089811e-16 \n", "... ... ... ... ... ... \n", "2495 2.370250e-15 2.099584e-16 -1.233453e-16 1.169715e-16 -4.095864e-16 \n", "2496 2.371200e-15 2.029564e-16 -1.575947e-16 9.064110e-17 -3.848219e-16 \n", "2497 2.372150e-15 1.950846e-16 -1.901676e-16 6.264069e-17 -3.566792e-16 \n", "2498 2.373100e-15 1.862069e-16 -2.207674e-16 3.393836e-17 -3.258457e-16 \n", "2499 2.374050e-15 1.762159e-16 -2.491263e-16 5.591958e-18 -2.931044e-16 \n", "\n", " \\\n", " Y Z X Y Z \n", " slice 1 slice 1 slice 2 slice 2 slice 2 \n", "0 -2.750060e-16 -2.132580e-17 -2.592813e-16 -4.231939e-16 5.125572e-16 \n", "1 -2.982007e-16 -4.579669e-17 -2.251972e-16 -4.231959e-16 5.181452e-16 \n", "2 -3.185411e-16 -6.691581e-17 -1.916298e-16 -4.200004e-16 5.135595e-16 \n", "3 -3.358978e-16 -8.393863e-17 -1.592913e-16 -4.137426e-16 4.986987e-16 \n", "4 -3.501835e-16 -9.631634e-17 -1.288192e-16 -4.046605e-16 4.736470e-16 \n", "... ... ... ... ... ... \n", "2495 -3.794951e-16 3.462978e-16 -3.117694e-17 4.556562e-16 3.596185e-16 \n", "2496 -3.929576e-16 3.959465e-16 -2.623574e-17 4.408110e-16 3.357565e-16 \n", "2497 -4.045290e-16 4.381401e-16 -2.503433e-17 4.243542e-16 3.121659e-16 \n", "2498 -4.136707e-16 4.720722e-16 -2.739204e-17 4.060086e-16 2.892282e-16 \n", "2499 -4.199792e-16 4.970616e-16 -3.302129e-17 3.855537e-16 2.672468e-16 \n", "\n", " \n", " X Y Z \n", " slice 3 slice 3 slice 3 \n", "0 -4.154773e-17 3.628596e-16 2.464266e-16 \n", "1 -5.253896e-17 3.379070e-16 2.268565e-16 \n", "2 -6.553873e-17 3.107889e-16 2.084986e-16 \n", "3 -8.010234e-17 2.817022e-16 1.911914e-16 \n", "4 -9.582756e-17 2.509364e-16 1.746648e-16 \n", "... ... ... ... \n", "2495 -7.628444e-16 4.937378e-16 -1.258954e-16 \n", "2496 -7.430279e-16 4.567765e-16 -1.791263e-16 \n", "2497 -7.191573e-16 4.188821e-16 -2.290961e-16 \n", "2498 -6.922675e-16 3.801472e-16 -2.746724e-16 \n", "2499 -6.633041e-16 3.405559e-16 -3.149317e-16 \n", "\n", "[2500 rows x 13 columns]" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Let's look at it \n", "jc_acf.dataframe_slices" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Notice that there is a column `Diffusion Flux 0` and `Diffusion Flux ACF 0` for each slice. For the transport coefficient I will use `Diffusion Flux ACF 0`." ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "\n", "===================== Interdiffusion Coefficient ===================== \n", "\n", "Data saved in: \n", " Simulations/HeH_sim/PostProcessing/TransportCoefficients/Production/Interdiffusion_HeH_sim.h5\n", "Simulations/HeH_sim/PostProcessing/TransportCoefficients/Production/Interdiffusion_slices_HeH_sim.h5\n", "\n", "No. of slices = 4\n", "No. dumps per slice = 250\n", "Time interval of autocorrelation function = 2.3750e-15 [s] ~ 397 w_p T\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "fb272ae5b2c84d17a57c5cdee6ec1a97", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/4 [00:00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "tc = TransportCoefficients(\n", " postproc.parameters,\n", " no_slices = 4)\n", "tc.interdiffusion(jc_acf, plot = True)\n", "# Note the info printed to screen" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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TimeInter Diffusion Flux 0
NaNMeanStd
00.000000e+000.0000000.000000e+00
19.500000e-190.0000000.000000e+00
21.900000e-180.0000083.826732e-07
32.850000e-180.0000177.656943e-07
43.800000e-180.0000251.148443e-06
............
24952.370250e-150.0000121.937744e-04
24962.371200e-150.0000141.957540e-04
24972.372150e-150.0000161.975726e-04
24982.373100e-150.0000171.992226e-04
24992.374050e-150.0000182.006965e-04
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2500 rows × 3 columns

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" ], "text/plain": [ " Time Inter Diffusion Flux 0 \n", " NaN Mean Std\n", "0 0.000000e+00 0.000000 0.000000e+00\n", "1 9.500000e-19 0.000000 0.000000e+00\n", "2 1.900000e-18 0.000008 3.826732e-07\n", "3 2.850000e-18 0.000017 7.656943e-07\n", "4 3.800000e-18 0.000025 1.148443e-06\n", "... ... ... ...\n", "2495 2.370250e-15 0.000012 1.937744e-04\n", "2496 2.371200e-15 0.000014 1.957540e-04\n", "2497 2.372150e-15 0.000016 1.975726e-04\n", "2498 2.373100e-15 0.000017 1.992226e-04\n", "2499 2.374050e-15 0.000018 2.006965e-04\n", "\n", "[2500 rows x 3 columns]" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Let's look at what we have\n", "tc.interdiffusion_df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As mentioned the InterDiffusion is calculated for each slice and then averaged. The left plot above shows the mean over the four slices of the Diffusion Flux ACF with its standard deviation as the shaded area. The upper x-axis (Index) indicates the index value in the dataframe.\n", "\n", "Let's now plot this and compare with Hansen *et al.* result." ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[None,\n", " Text(0.5, 0, 'Time [fs]'),\n", " Text(0.5, 1.0, 'H-He Interdiffusion $\\\\Gamma = 40$')]" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "aws = postproc.parameters.a_ws\n", "vaa = postproc.parameters.hydrodynamic_frequency\n", "norm = 1/(vaa * aws**2 )\n", "\n", "fig, ax = plt.subplots(1,1)\n", "ax.plot(\n", " tc.interdiffusion_df[\"Time\"]*1e15,\n", " tc.interdiffusion_df[(\"Inter Diffusion Flux 0\",\"Mean\")] * norm , \n", " label = 'Sarkas')\n", "ax.plot(\n", " tc.interdiffusion_df[\"Time\"]*1e15, \n", " norm * tc.interdiffusion_df[(\"Inter Diffusion Flux 0\",\"Mean\")].expanding().mean())\n", "\n", "ax.fill_between( \n", " tc.interdiffusion_df[\"Time\"].iloc[:,0]*1e15, # I don't understand why I need iloc here but not above\n", " (tc.interdiffusion_df[(\"Inter Diffusion Flux 0\",\"Mean\")] - tc.interdiffusion_df[(\"Inter Diffusion Flux 0\",\"Std\")])*norm,\n", " (tc.interdiffusion_df[(\"Inter Diffusion Flux 0\",\"Mean\")] + tc.interdiffusion_df[(\"Inter Diffusion Flux 0\",\"Std\")])*norm,\n", " alpha = 0.4)\n", "\n", "ax.axhline(0.0109, color = 'r', ls = '--', label='HJM value')\n", "ax.legend()\n", "ax.set(xscale = 'log', xlabel = 'Time [fs]', title = r'H-He Interdiffusion $\\Gamma = 40$')\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Looks good to me! " ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.10" } }, "nbformat": 4, "nbformat_minor": 4 }