{ "cells": [ { "cell_type": "markdown", "id": "77002989", "metadata": {}, "source": [ "# Construct plots of the scale height, radius and mass estimate of an accretion disk using plons\n", "## This script should be used only after running the accrDisks_calcHRM_Plons.ipynb notebook for several models, or several dumps, that you aim to compare" ] }, { "cell_type": "markdown", "id": "36eb8bb6-da22-4386-baa3-fe068ef85753", "metadata": {}, "source": [ "### Importing packages" ] }, { "cell_type": "code", "execution_count": 1, "id": "b19df198-1d17-457e-b50d-f8219ec55da1", "metadata": { "tags": [] }, "outputs": [], "source": [ "import plons\n", "import os\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "import plons.ConversionFactors_cgs as cgs\n", "import plons.AccrDisk as ad" ] }, { "cell_type": "markdown", "id": "58752453-70d2-41d3-9042-7e944ec96332", "metadata": {}, "source": [ "### Compare the scale height and mass in function of radius for different dumps within 1 simulation, e.g. within one orbital period of an eccentric orbit" ] }, { "cell_type": "code", "execution_count": 2, "id": "e45f77b8-b1c2-46ee-bf8f-8c6fa12ad012", "metadata": { "tags": [] }, "outputs": [], "source": [ "'''\n", "Plot of scale heights and total mass ifo r for 1 model, different dumps\n", "'''\n", "def plotHM_diffDumps(run,dumps,xH): \n", " fig1, ax1 = plt.subplots()\n", " fig2, ax2 = plt.subplots()\n", " if xH == '1H':\n", " fig3, ax3 = plt.subplots()\n", " fig4, ax4 = plt.subplots()\n", " fig5, ax5 = plt.subplots()\n", " lineStyles = ['-.','--','-',':']\n", " i = 0\n", " for dump in dumps:\n", " # For all dumps, read in info about r, scale heights, mass\n", " (r,SH,RhoMax,Mtot,MrelRstep,Sigma,SigmaT,tau,tauT) = ad.readInfoAccrDisk(run,dump,xH)\n", " ax1.plot(r[1:],(SH[1:]),linestyle = lineStyles[i],label=str(dump))#,c = CB_color_cycle[2*i+1])\n", " ax2.plot(r[1:],(Mtot[1:]),linestyle = lineStyles[i],label=str(dump))#,c = CB_color_cycle[2*i+1])\n", " if xH == '1H':\n", " ax3.plot(r[1:],(Sigma[1:]),linestyle = lineStyles[i],label=str(dump))#,c = CB_color_cycle[2*i+1])\n", " ax4.plot(r[1:],(tau[1:]),linestyle = lineStyles[i],label=str(dump))#,c = CB_color_cycle[2*i+1])\n", " ax5.plot(r[1:],RhoMax[1:],linestyle = lineStyles[i],label=str(dump))\n", " i = i+1\n", " \n", " # Construct plots\n", " ax1.legend(fontsize = 12)\n", " ax1.set_xlabel(r'r [au]',fontsize = 12)\n", " ax1.set_ylabel(xH+r'(r) [au]',fontsize = 12,rotation = 90)\n", " ax1.tick_params(axis='x', labelsize=12)\n", " ax1.tick_params(axis='y', labelsize=12)\n", "\n", " ax2.legend(fontsize = 12)\n", " ax2.set_xlabel(r'r [au]',fontsize = 12)\n", " ax2.set_ylabel(r'M(r) [$M_\\odot$]',fontsize = 12,rotation = 90)\n", " ax2.tick_params(axis='x', labelsize=12)\n", " ax2.tick_params(axis='y', labelsize=12)\n", " \n", " fig1.savefig(run+'/plotsAnalysis/diffDumps_SHvsR_'+xH+'.png')\n", " fig2.savefig(run+'/plotsAnalysis/diffDumps_MvsR_'+xH+'.png')\n", " \n", " if xH == '1H':\n", " ax3.legend(fontsize = 12)\n", " ax3.set_xlabel(r'r [au]',fontsize = 12)\n", " ax3.set_ylabel(r'$\\Sigma$(r) [g cm$^{-2}$]',fontsize = 12,rotation = 90)\n", " ax3.tick_params(axis='x', labelsize=12)\n", " ax3.tick_params(axis='y', labelsize=12)\n", " \n", " ax4.legend(fontsize = 12)\n", " ax4.set_xlabel(r'r [au]',fontsize = 12)\n", " ax4.set_ylabel(r'$\\tau$(r) []',fontsize = 12,rotation = 90)\n", " ax4.tick_params(axis='x', labelsize=12)\n", " ax4.tick_params(axis='y', labelsize=12)\n", " \n", " ax5.legend(fontsize = 12)\n", " ax5.set_xlabel(r'r [au]',fontsize = 12)\n", " ax5.set_ylabel(r'$\\rho$(r) [g cm$^{-3}$]',fontsize = 12,rotation = 90)\n", " ax5.tick_params(axis='x', labelsize=12)\n", " ax5.tick_params(axis='y', labelsize=12)\n", "\n", " fig3.savefig(run+'/plotsAnalysis/diffDumps_SigmavsR_'+xH+'.png')\n", " fig4.savefig(run+'/plotsAnalysis/diffDumps_TauvsR_'+xH+'.png')\n", " fig5.savefig(run+'/plotsAnalysis/diffDumps_RhoMaxvsR_'+xH+'.png')" ] }, { "cell_type": "code", "execution_count": 3, "id": "331d8975-f376-420e-ae8f-2a8a048ff2a8", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "model = 'v10e50_AD'\n", "run = '/lhome/jolienm/Documents/TierModels/PlonsExampleModels/'+str(model)+'/'\n", "dumps = [555,584]\n", "plotHM_diffDumps(run,dumps,'2H')" ] }, { "cell_type": "markdown", "id": "d7ec7da8-da65-4853-899a-68fefb5937bc", "metadata": {}, "source": [ "### Compare the scale height and mass in function of radius for (3) different simulations, but same timestep dump" ] }, { "cell_type": "code", "execution_count": 19, "id": "a2bb36de-b9ed-4009-85d8-4e72c09b74b4", "metadata": { "tags": [] }, "outputs": [], "source": [ "'''\n", "Plot of scale heights, total mass and relative added mass ifo r for 3 different models, same dump\n", "'''\n", "def plotHMrM_Diffmodels(modelNames,loc,dump,xH):\n", " fig1, ax1 = plt.subplots()\n", " fig2, ax2 = plt.subplots()\n", " fig3, ax3 = plt.subplots()\n", " fig4, ax4 = plt.subplots()\n", " if xH == '1H':\n", " fig5, ax5 = plt.subplots()\n", " fig6, ax6 = plt.subplots()\n", " fig7, ax7 = plt.subplots()\n", " \n", " lineStyles = ['-.','--',':','-','-']\n", " SHmaxi = []\n", " Mtmaxi = []\n", " radii = []\n", " colors = ['firebrick','goldenrod','navy']\n", " i = 0\n", " maxX = 0\n", " # Read in info about r, scale heights, masses and relative added mas\n", " for model in modelNames:\n", " run = str(loc)+str(model) \n", " (r,SH,RhoMax,Mtot,MrelRstep,Sigma,SigmaT,tau,tauT) = ad.readInfoAccrDisk(run,dump,xH)\n", " ax1.plot(r[1:],(SH[1:]),linestyle = lineStyles[i],c = colors[i],label=str(model))#,c = CB_color_cycle[2*i+1])\n", " ax2.plot(r[1:],(Mtot[1:]),linestyle = lineStyles[i],c = colors[i], label=str(model))#,c = CB_color_cycle[2*i+1])\n", " ax3.plot(r[1:],(MrelRstep[1:]),linestyle = lineStyles[i],c = colors[i], label=str(model))#,c = CB_color_cycle[2*i+1])\n", " ax4.plot(r[1:],(SH[1:]/r[1:]),linestyle = lineStyles[i],c = colors[i],label=str(model))#,c = CB_color_cycle[2*i+1])\n", " ax7.plot(r[1:],RhoMax[1:],linestyle = lineStyles[i],c = colors[i],label=str(model))\n", " if xH == '1H':\n", " ax5.plot(r[1:],Sigma[1:],linestyle = lineStyles[i],c = colors[i], label=str(model))\n", " ax6.plot(r[1:],tau[1:],linestyle = lineStyles[i],c = colors[i], label=str(model)) \n", " \n", " maxXM = np.max(r[1:])\n", " SHmaxi = np.append(SHmaxi,np.max(SH[1:]))\n", " Mtmaxi = np.append(Mtmaxi,np.max(Mtot[1:]))\n", " radii = np.append(radii ,np.max(r))\n", " if maxXM > maxX:\n", " maxX = maxXM\n", " i = i+1\n", "\n", " print('The radii are ',radii)\n", " # Construct plots\n", " ax1.legend(fontsize = 12)\n", " ax1.set_xlabel(r'r [au]',fontsize = 12)\n", " ax1.set_ylabel(r'H(r) [au]',fontsize = 12,rotation = 90)\n", " # ax1.set_ylabel(xH+r'(r) [au]',fontsize = 12,rotation = 90)\n", " ax1.tick_params(axis='x', labelsize=12)\n", " ax1.tick_params(axis='y', labelsize=12)\n", " ax1.hlines(y=SHmaxi,xmin=0,xmax=radii,linewidth = 1, color = colors,linestyle = ':')#,label='criterium')\n", " ax1.vlines(x=radii,ymin = 0, ymax = SHmaxi, color = colors,linestyle = ':',linewidth= 1.0)#, label ='r')\n", "\n", " # ax2.legend(fontsize = 12)\n", " ax2.set_xlabel(r'r [au]',fontsize = 12)\n", " ax2.set_ylabel(r'M(r) [$M_\\odot$]',fontsize = 12,rotation = 90)\n", " ax2.tick_params(axis='x', labelsize=12)\n", " ax2.tick_params(axis='y', labelsize=12)\n", " ax2.hlines(y=Mtmaxi,xmin=0,xmax=radii,linewidth = 1, color = colors,linestyle = ':')#,label='criterium')\n", " ax2.vlines(x=radii,ymin = 0, ymax = Mtmaxi, color = colors,linestyle = ':',linewidth= 1.0)#, label ='r')\n", "\n", "\n", " # ax3.legend(fontsize = 12)\n", " ax3.set_xlabel(r'r [au]',fontsize = 12)\n", " ax3.set_ylabel(r'Mrel/rstep []',fontsize = 12,rotation = 90)\n", " ax3.tick_params(axis='x', labelsize=12)\n", " ax3.tick_params(axis='y', labelsize=12)\n", " crit = 0.3\n", " ax3.hlines(y=crit,xmin=0,xmax=maxX,linewidth = 1.0, color = 'k',linestyle = 'dotted',label='criterium')\n", " for i in range(0,len(radii)):\n", " ax3.plot(radii[i],0,'*',color = colors[0])\n", " # ax3.plot(radii[1],0,'*',color = colors[1])\n", " # ax3.plot(radii[2],0,'*',color = colors[2])\n", " \n", " # ax4.legend(fontsize = 12)\n", " ax4.set_xlabel(r'r [au]',fontsize = 12)\n", " # ax4.set_ylabel(xH+r'(r)/r []',fontsize = 12,rotation = 90)\n", " ax4.set_ylabel(r'H(r)/r []',fontsize = 12,rotation = 90)\n", " ax4.tick_params(axis='x', labelsize=12)\n", " ax4.tick_params(axis='y', labelsize=12)\n", " # ax4.vlines(x=0.07,ymin = 0, ymax = 0.5, color = colors,linestyle = ':',linewidth= 1.0)#, label ='r')\n", " \n", " if xH == '1H':\n", " # ax5.legend(fontsize = 12)\n", " ax5.set_xlabel(r'r [au]',fontsize = 12)\n", " ax5.set_ylabel(r'$\\Sigma$(r) [g cm$^{-2}$]',fontsize = 12,rotation = 90)\n", " ax5.tick_params(axis='x', labelsize=12)\n", " ax5.tick_params(axis='y', labelsize=12)\n", "\n", " ax6.set_xlabel(r'r [au]',fontsize = 12)\n", " ax6.set_ylabel(r'$\\tau$(r) []',fontsize = 12,rotation = 90)\n", " ax6.tick_params(axis='x', labelsize=12)\n", " ax6.tick_params(axis='y', labelsize=12)\n", " ax6.hlines(y=1,xmin=0,xmax=maxX,linewidth = 1.0, color = 'k',linestyle = 'dotted',label=r'$\\tau$ = 1')\n", " ax6.legend(fontsize = 12)\n", " # ax6.vlines(x=0.07,ymin = 0, ymax = 9, color = colors,linestyle = ':',linewidth= 1.0)#, label ='r')\n", " \n", " ax7.set_xlabel(r'r [au]',fontsize = 12)\n", " # ax4.set_ylabel(xH+r'(r)/r []',fontsize = 12,rotation = 90)\n", " ax7.set_ylabel(r'$\\rho_{\\rm max}(r)$ [g cm$^{-3}$]',fontsize = 12,rotation = 90)\n", " ax7.tick_params(axis='x', labelsize=12)\n", " ax7.tick_params(axis='y', labelsize=12)\n", " # ax4.vlines(x=0.07,ymin = 0, ymax = 0.5, color = colors,linestyle = ':',linewidth= 1.0)#, label ='r')\n", "\n", " \n", " fig1.savefig('/lhome/jolienm/Documents/TierModels/finalModelsAccrDisks/plotsAnalysis/e00Models_SHvsR_wind_00'+str(dump)+'_'+xH+'.png')\n", " fig2.savefig('/lhome/jolienm/Documents/TierModels/finalModelsAccrDisks/plotsAnalysis/e00Models_MvsR_wind_00'+str(dump)+'_'+xH+'.png')\n", " fig3.savefig('/lhome/jolienm/Documents/TierModels/finalModelsAccrDisks/plotsAnalysis/e00Models_Mrel:rstep_wind_00'+str(dump)+'_'+xH+'.png')\n", " fig4.savefig('/lhome/jolienm/Documents/TierModels/finalModelsAccrDisks/plotsAnalysis/e00Models_SH:r_wind_00'+str(dump)+'_'+xH+'.png')\n", " if xH == '1H':\n", " fig5.savefig('/lhome/jolienm/Documents/TierModels/finalModelsAccrDisks/plotsAnalysis/e00Models_Sigma_wind_00'+str(dump)+'_'+xH+'.png')\n", " fig6.savefig('/lhome/jolienm/Documents/TierModels/finalModelsAccrDisks/plotsAnalysis/e00Models_Tau_wind_00'+str(dump)+'_'+xH+'.png')\n", " fig7.savefig('/lhome/jolienm/Documents/TierModels/finalModelsAccrDisks/plotsAnalysis/e00Models_RhoMax_wind_00'+str(dump)+'_'+xH+'.png')\n" ] }, { "cell_type": "code", "execution_count": 20, "id": "a2d1af5c-7960-4dfe-94c5-e22b95cf0ad3", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "The radii are [0.9 0.7]\n" ] }, { "data": { "image/png": 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3uDW1dOlSBajVq1ef8trHH3+sALVz584K28sTgDlz5pyyT2pqqgLUm2++ecprXbp0UcOHD6+wLSMjQ91///2qVatWytvbW7Vr107NmDFD2U+oH6WUatu2rSfhOZN7771XBQYGnrL/ggULFKDWr19/1mOc7MEHH1SAio+PV0OHDlVBQUGquJI6L094KlNSUqKaNWum2rdvf8ZznUtyLYQQ55vL5VI7nn9efd+hg/qha1d18Isv1I/duqkVF17oSejqUlUTnnrxlFZjsKJ372rvc+GHHxI9ahQAmb/8wrbHHiNi8GCGLljgKfPrsGGebp6zuf6E7q3quO6664iMjGTOnDlc5e6qKjd37lz69+/vWcy1KhLct94r26dPnz6sd99CB8jMzGTQoEHo9XqmT59Ox44d2bBhA6+99hpHjhxhzpw5FfZfu3YtQUFBWCwWOnfuzKRJk5gyZUqFBTdrY0HaE5WWlhIXF8fAgQPp1asXEydO5N577+V///sfd999d5WP4+fnx9VXX83ChQtJTU0lJiamyvsKIUR9pJQicdassq5dvZ7+771H1FVXsfftt9F7eWHJysIvKgqn1YolIwPfli0xVGOVg9okY3gEXl5e3HHHHSxZsgSTewAjQGJiIps3b2bChAnVOl75UiGVLQsSHh5eYSmRGTNmkJ+fz9q1a7n//vu56qqrePHFF3n99deZO3cue04YLDh69Gjef/99fvrpJxYtWkT//v15+umnueeEvvjy85/u3CfGV1WLFi3CZDIxadIkAMaNG0dgYCCff/55tY4DeOaQSncPkBRCiIZKuVzse+89z3izC954g+hrr0Xv7c0Vq1czfMMG/KKigLJBzb9ddVWFQdHnm9zhqSUj3UthVIfex8fz76gRIxgZH4/upCUxrvrjj3OOrSomTpzIO++8wzfffMP9998PwJw5czAajdx22201OubpJtA7cfuPP/7IFVdcQXR0dIWZhUeOHMnTTz/NH3/8QY8ePQD4yD0QtlxsbCxhYWHMnj2bJ598kn79+p313Gd7rTKff/45fn5+nnmhAgMDGTt2LHPmzCEpKYnOnTtX+VhKZoEQQjQCNpOJHc884xnI3uOFF2gzdqzn9fJEp1xgu3Zc9PXXBLZrdz7DrEDu8NQSL3//av/oT+hy0Xt54eXvj+GkeVeqc7xz0bNnTwYOHOjpQnI6ncyfP5/Y2NhqL+AaEREBVH4nJS8vr8Lxjh07xg8//IC3t3eFn549ewKQ436a7XTuuOMOgAqLxdbmgrQHDhxg7dq1jB49uuzR3IICCgoKuNn95Ev5k1tVddT9mG90dHS19hNCiPrCtHu356k9vY8PfV5/nY7uO+AnU2VjhfEKDKTZkCF4BQae52iPkzs8wmPChAk8/PDDJCYmcujQITIyMqrdnQXHF3yNj49nlHuMUrn4+PgKC8I2a9aMPn368Lr78deTnS0xKL9jcuJisb179yYuLg6Hw1FhHE9NFqT94osvUEqxaNEiFrkf5TzRvHnzeO211yqMITqd0tJSVq9eTceOHWX8jhCiQUr+9lviX3oJl82GX0wMAz76iNDTfKZuf+opstatY2hcHD4hIaQsWULrMWMwNmt2nqMuI3d4hMf48ePx9fVl7ty5zJ07l1atWjFixIhqH6dVq1YMGjSI+fPnV1jxe+PGjezbt48xJ8xTcd1115GQkEDHjh0ZMGDAKT9nS3i+/PJLgAqLxdbWgrROp5N58+bRsWNH1qxZc8rPU089RUZGBitWrKjSsR599FFyc3N57rnnqnR+IYSoL5RSJLzyCjunTsVls9Hiyiu57PvvT5vsQNlEhrbcXHI3bcKSnc2Bf//bM+mhFuQOj/AIDQ3lxhtvZO7cuRQUFPD0009XuHMCeO5yHHJP1rd161YC3bcobz5hgrNZs2YxfPhwxo4dy8MPP0xWVhbPP/88vXr1qnDX6JVXXmHVqlUMHTqUyZMn07VrVywWC0eOHGH58uX8+9//JiYmhgULFrBkyRJGjx5N27ZtKSgo4H//+x8LFy7knnvu4YILLvAcs6oL0p7NihUrSE9PZ9asWVx++eWnvN6rVy9mz57N559/znXXXefZfuzYMTZu3IhSiqKiIhISEvjyyy/ZuXMnTzzxBPedMFmXEEI0BC6rtWzAsU5Ht6eeotMDD5wy5vRkEYMGkbtpE3mbN9Puttu49u+/z1O0p1G3T8c3HHU58WBD8ssvvyhAAWr/CRNQlSt/rbKfyo41ZMgQ5evrq8LDw9Vdd92ljrknDTtRdna2mjx5smrfvr3y9vZW4eHh6sILL1TTpk1TZvdEYRs2bFBXXXWVioqKUt7e3srf318NHDhQffzxx54JEU9UVFSkJk+erKKiopSPj4/q06ePiouLq1Zd3HDDDcrHx0dluSfpqsytt96qvLy8VKZ7cq4T60Ov16vg4GDVu3dvdf/996sNGzZU6bxN5VoTQjQsTptNZf35Z5XLZ69fr77v0EH9MnSoZ0LLulDVeXhk8VA3WTxU1BdyrQkh6gtrXh7Gaj64Us5RWsrKfv1QdjuD585l//vv0/ettwjs0KFWY5TFQ4UQQghRY5Zjx1h7/fXEz5hRYUHjqvLy8yPUPeFrYWIiQZ07o9do0kGQMTyiiXK5XLjci6OezskzNQshRFOSvX49lsxMcjZswFlaij4oqNrHiBg0iPxt2yjav59+7oVrtSJ3eEST9Morr5wy98/JP0dOWOFeCCGamtZjxjDgk08Y9NlneNcg2QGIcD8Vm7NpE5asLM/q8FqQ/8KKJun++++v8GRVZWRyQCFEU+O0WnEUFXnmymlZg6lJThTevz86gwFLejqrLrqIS5ctO+Oj7HVJEh7RJEVHR0tCI4QQJ3BaLGx56CFK09IYumBBrUwQ6BUQQEjv3hTs2EH7iRMJcK8nqAXp0hJCCCGaOEdpKZvvu4/stWspTU/HXItd+hEDBwLgNJtr3DVWGyThEUIIIZowR3ExmydNIuevvzAEBDB4zhwiBgyoteOXj+PJXL0aayXrHJ4vkvAIIYQQTZQlK4sNd95J7qZNeAUGMmTOHM8dmdoSPmAA6HTY8vIo3Lu3Vo9dHTKGRwghhGiCCuLj2fLgg1gyM/EOCWHwnDmEnbBMT23xDgpi8Jw5hHTvrtnCoSAJjxBCCNHkpP/0E9uffRaXxUJgx44M+uwzAtq1q7PzRV56aZ0du6qkS0sIIYRoIpTLxd5332Xb5Mm4LBYihw3jksWL6zTZATAfPsyGO+/EfPhwnZ7nTOQOjxBCCNEEOC0Wtj/9NBkrVgDQ8d576f7ss+gMhjo/t97LC5/wcPQazmAvd3hElaWmpjJlyhSGDRtGaGgoOp2OuXPnnrb86tWrueiii/D396dZs2bcc889ZGVlnVMMCxcupG/fvvj6+hIdHc2UKVMwm82nlDObzUyZMoXo6Gh8fX3p27cvCxcuPKdzf/DBB+h0OnqdYdIsnU7n+TEYDISFhXHBBRfwwAMPsHHjxnM6vxBCnIvEt94iY8UK9D4+9H3rLXpMnXpekh0A/9atufD99/Fv3fq8nK8ykvCIKjtw4ABff/01Pj4+jBo16oxl//jjD0aOHEmLFi1YtmwZ77//PqtXr+aqq67CarXW6Pxff/0148ePZ+DAgaxYsYKXXnqJuXPnMmbMmFPKjhkzhnnz5vHSSy+xYsUKBg4cyPjx41mwYEGNzg3wxRdfALB79242bdp02nI333wzGzZs4M8//2ThwoXcddddbNy4kYsuuojHH3+8xucXQohz0WXyZML69WPIl1/S+qabzuu5ldOJvagI5XSe1/NWDEIopZQymUwKUCaTqdLXS0tL1Z49e1Rpael5jqz+cDqdnn9v2bJFAWrOnDmVlh04cKDq0aOHstvtnm3r169XgPr444+rfW6Hw6FatmypRowYUWH7119/rQC1fPlyz7affvpJAWrBggUVyg4fPlxFR0crh8NR7fOXv9/Ro0crQN13332VlgPUI488Umn8EydOrNL7l2tNCFFbipOTK/zucrk0iSM/Pl5936GDyo+Pr/Vjn+37u5zc4aklLkfJ6X+c1qqXdVhqXLamvvvuO3Q6Hb/++uspr33yySfodDp27dqFXl+1yyUtLY0tW7Zw5513VlhxfOjQoXTp0oWlS5dWKJ+ZmckDDzxATEwMPj4+tG/fnpdffhmHw+Eps3HjRjIyMpgwYUKFfceOHUtgYGCFYy5dupTAwEDGjh1boeyECRNIT08/492Z0/n8888BmDlzJkOHDmXhwoWUlJRUeX+DwcDs2bNp1qwZ//znP6t9fiGEqK705ctZM2IER77+2rNNp9NpEot/69Zc+OGHmnZpyaDlWnLw256nfc0/+gpaXf6F5/dDiwegnKWVlvWLHEzM1cfHmhxZdilOa16lZY3hfWhz7bIaRnzcddddR2RkJHPmzOGqq66q8NrcuXPp378/ffr0qfLxEhISACrdp0+fPqxfv97ze2ZmJoMGDUKv1zN9+nQ6duzIhg0beO211zhy5Ahz5sw54zG9vb3p1q2b5/Xyst27d6+QbJ24b0JCAkOHDq3y+yktLSUuLo6BAwfSq1cvJk6cyL333sv//vc/7r777iofx8/Pj6uvvpqFCxeSmppKTExMlfcVQojqyl6/HpfNRu6mTbS97TbNkh0An5AQos8yFKKuyR0egZeXF3fccQdLlizBZDJ5ticmJrJ58+ZT7qqcTa576vDw8PBTXgsPD/e8DjBjxgzy8/NZu3Yt999/P1dddRUvvvgir7/+OnPnzmXPnj3VPmZubu5py514rKpatGgRJpOJSZMmATBu3DgCAwM9d32qo6174bz09PRq7yuEENVxweuvM3ThQvq/956myQ6ALT+flEWLsOXnaxaD3OGpJR1v2X36F3UVR8F3uGnrGY5UMQdtF7uuymXPxcSJE3nnnXf45ptvuP/++wGYM2cORqOR2267rUbHPN0f2Inbf/zxR6644gqio6MrdGGNHDmSp59+mj/++IMePXpU65hnKne21yrz+eef4+fnx6233grg6S6bM2cOSUlJdO7cucrHUkpV69xCCHEuanuZiJoqSUtjx3PPcemyZfiEhWkSg9zhqSV6L//T/xiMVS/r5VvjsueiZ8+eDBw40NOF5HQ6mT9/PrGxsZXeLTmTiIgIoPI7KXl5eRWOd+zYMX744Qe8vb0r/PTsWdZFmJOTU+1jRkREnLYcVH6X6HQOHDjA2rVrGT16NEopCgoKKCgo4OabbwaOP7lVVUePHgUgOjq6WvsJIURVmPbsYctDD2E5xylAaltIz56M3rePkJ6nH/5R1yThER4TJkxg48aNJCYmsnLlykoHCVdF+Tw18fHxp7wWHx9fYR6bZs2aMWLECLZs2VLpT3k3Uu/evSs9psPhYO/evRWO2bt3bxITEyvcMTpx3zPNo3OyL774AqUUixYtIiwszPMzevRoAObNm4ezio9ZlpaWsnr1ajp27Cjjd4QQtc5ptbLjmWfI/OUXEuvZwxE6nQ69l5emXWuS8AiP8ePH4+vry9y5c5k7dy6tWrVixIgR1T5Oq1atGDRoEPPnz6+QDGzcuJF9+/ZVmDfnuuuuIyEhgY4dOzJgwIBTfsrvhAwePJiWLVueMtHhokWLMJvNFY554403YjabWbx4cYWy8+bNIzo6msGDB1fpfTidTubNm0fHjh1Zs2bNKT9PPfUUGRkZrHDPWnq2Yz366KPk5uby3HPPVen8QghRHfs//JDCvXvxCQ+nRz37nCk+epTN999PsfsutxZkDI/wCA0N5cYbb2Tu3LkUFBTw9NNPn/Io+qJFiwA4dOgQAFu3biUwMBDA080DMGvWLIYPH87YsWN5+OGHycrK4vnnn6dXr14V7hq98sorrFq1iqFDhzJ58mS6du2KxWLhyJEjLF++nH//+9/ExMRgMBh46623uPPOO3nggQcYP348SUlJPPvsswwfPpxrr73Wc8yRI0cyfPhwHnroIQoLC+nUqRNxcXGsXLmS+fPnY6jizKIrVqwgPT2dWbNmcfnll5/yeq9evZg9ezaff/451113nWf7sWPH2LhxI0opioqKSEhI4Msvv2Tnzp088cQT3HfffVU6vxBCVFX+jh0c+PRTAPq89pqmq5LXW7U+A1ADJRMPlvnll18UoAC1f//+U14vf62yn8qONWTIEOXr66vCw8PVXXfdpY4dO3ZKuezsbDV58mTVvn175e3trcLDw9WFF16opk2bpsxmc4WyCxYsUH369FE+Pj4qKipKTZ48WRUVFZ1yzKKiIjV58mQVFRWlfHx8VJ8+fVRcXFy16uKGG25QPj4+Kisr67Rlbr31VuXl5aUyMzNPqR+9Xq+Cg4NV79691f333682bNhQpfM2lWtNCFE7SrOy1Ophw9T3HTqobU8+qXU4511VJx7UKSWPjQAUFhYSEhKCyWQiODj4lNctFguHDx+mffv2+PrW3mBhIU4m15oQoqrsRUX8ddttFO7Zg3+bNlz63Xf4hIRoHdYplFIopxOdwVDr43jO9v1dTsbwCCGEEA2Q02ply4MPUrhnDz4REQyZM6deJjsApt27+alrV0y7zzCFSx2TMTyiSXK5XLhcrjOWOXmmZiGEqC+U08n2p54id+NGDAEBDP7iCwLatdM6rNPyb9WKvrNm4d+qlWYxyB0e0SS98sorp8z9c/LPkSNHtA5TCCFOoZQi/uWXyVixAr2PDwM/+YTQaky3oQWfsDBa33yzZpMOgtzhEU3U/fffX+HJqsrI5IBCiPoo6aOPOPr116DT0e9f/6L5xRdrHdJZ2Uwmctavp9nFF2vW7SYJj2iSoqOjJaERQjQ4TouFtO+/B6DXSy8R7Z4Etb4rSUlh22OPlS0tIQlPwyAPtYm6JteYEOJ0DL6+XPrdd2T8/DOtb7xR63CqLKR7d67dsQMvf3/NYpCEp4rKB7CevFyBELWt/BqTQdNCiMp4+fs3qGQHQGcw4B0UpGkMMmi5igwGAwaDgcLCQq1DEY1cYWGh53oTQgiAtO+/5+AXX6DO8nRpfVWSksK2xx+nJCVFsxjkv5BVpNPpiIyMJCMjA6PRSEBAgKaLoInGRylFcXExhYWFtGzZUq4vIQQAlqwsdv3jHzjMZnxCQmh9001ah1RtLocDW14eLg17SWSmZbeqzNSolCIzMxOTySTjLESd0Ol0hISEEBUVJQmPEAIo++45GhdHxsqVDP7iC/TS3V1BVWdaloTHraoVBmUrX9vt9vMUmWhKvL29pStLCFEppZT8R6gSVf3+ljSxBmR8hRBCiLpmPnQIY/PmnsG+DTnZMe3ezZ8338wlixYR0rOnJjHIoGUhhBCinnEUF7P5vvv4Y/RoCvft0zqcc+YbFUWPF17ANypKsxgk4RFCCCHqmd2vvUbxkSMop1PTJKG2GCMiaH/nnRgjIjSLQRIeIYQQoh5JX7mS5G+/LVs64u236+0K6NVhLyri2Jo12IuKNItBEh4hhBCinijNyGDXCy8A0OmBB2g2ZIjGEdWO4qNH2XzvvRQfPapZDDJoWQghhKgHlMvF9qefxm4yEdK7N10ff1zrkGpNcNeuDN+wQVZLF0IIIZq6g//5D7kbN2Lw86P/u++i9/HROqRao/f2xjcyUtsYND27m9lsZsqUKURHR+Pr60vfvn1ZuHBhtY/z4osvotPp6NWrVx1EKYQQQtSNlMWLSfznPwHoNX06ge3baxxR7SpJS2Pn1KmUpKVpFkO9uMMzZswYtmzZwsyZM+nSpQsLFixg/PjxuFwubrvttiodY8eOHfzrX/+iRYsWdRytEEIIUXtSv/+eHc89B0rR7s47aT12rNYh1TqX1UpRUhIuq1WzGDSfaXn58uWMHj3ak+SUGzFiBLt37yY5Ofmsk/w5HA4GDhzIZZddxs6dO8nJySEhIaFacVRnpmUhhBCiNqT/9BPbpkwBl4s2t95Kn1dfRaevF50vDUZVv781r9WlS5cSGBjI2JMy2gkTJpCens6mTZvOeoyZM2eSl5fH66+/XldhCiGEELUqZ9Mm/n7iCXC5aD12rCQ7dUzzmk1ISKB79+54nbQYWp8+fTyvn8mePXt47bXX+OSTTwgMDKzyea1WK4WFhRV+hBBCiPMlrG9fml9yCTE33sgFb7zRqJMdU2IiK/v3x5SYqFkMmo/hyc3NpUOHDqdsDw8P97x+Oi6Xi4kTJzJmzBhGjRpVrfO++eabvPzyy9ULVgghhKglBqORAZ98gt7Lq1EnOwC+zZvT6cEH8W3eXLMY6kUNn2lBtDO99s4775CUlMR7771X7XNOnToVk8nk+UlJSan2MYQQQojqKM3M5NCcOZQPnzUYjeiawGLUxmbN6HT//RibNdMsBs3v8ERERFR6FycvLw84fqfnZMnJyUyfPp2ZM2fi4+NDQUEBUDaA2eVyUVBQgNFoxM/Pr9L9jUYjRqOxdt6EEEIIcRYuu50tDz6IKT4eW34+3Z58UuuQzhuH2UxBQgKhvXrhVY3hJ7VJ8zs8vXv3JjExEYfDUWF7fHw8wGnn1Dl06BClpaU8/vjjhIWFeX7Wr19PYmIiYWFhTJ06tc7jF0IIIapC7+1Nm7FjMTZvTuubb9Y6nPPKfOQIG26/HfORI5rFoPlj6StWrGDUqFEsXLiQcePGebaPHDmSXbt2nfax9IKCAnbs2HHK9ilTpmAymZgzZw4xMTF06tSpSnHIY+lCCCHOB0dxMV4BAVqHcV45rVYsGRn4tmyJoZZ7V6r6/a15l9bIkSMZPnw4Dz30EIWFhXTq1Im4uDhWrlzJ/PnzPcnOpEmTmDdvHgcPHqRt27aEhoZy+eWXn3K80NBQHA5Hpa8JIYQQ51vuli0Ede6MT2goQJNLdqBsrFJAu3aaxqB5lxbAkiVLuPPOO5k+fTrXXnstmzZtIi4ujttvv91Txul04nQ60fiGlBBCCFFlNpOJLfffz59jxlCakaF1OJopTU8n4eWXKU1P1ywGzbu06gvp0hJCCFHbEt96iwOffkpQly5c9v336L29tQ5JE0VJSWx7/HEufP99gjp3rtVjN5guLSGEEKIxshw7xqG5cwHo9vTTTTbZAQjq3JnLly/XNIZ60aUlhBBCNDb7Z8/GZbUS1r8/La68UutwmjxJeIQQQohaZj58mORvvgGg+7PPnnES3aagcN8+Vl18MYX79mkWgyQ8QgghRC3b9957KKeTyMsvJ2LgQK3D0ZxPWBhtbrkFn7AwzWKQMTxCCCFELTLt3k36jz8C0O2ppzSOpn7wjYyk6+OPaxqD3OERQgghatHet98GoNX11xPSo4fG0dQPjpISCnbtwlFSolkMkvAIIYQQtSRn0yay/vgDnZcXXadM0TqcesN86BDrbrwR86FDmsUgXVpCCCFELVBKsfef/wSgzbhxms8sXJ8EderEsJ9+0rROJOERQgghakH6Tz+Rv307Bj8/ujz6qNbh1CsGX1+Cu3XTNAbp0hJCCCFqgctuxzskhE4PPIBvZKTW4dQrpZmZJP7zn5RmZmoWg9zhEUIIIWpB6xtvpMUVV2Dw9dU6lHrHUVhI+vLlxMTGQlSUJjFIwiOEEELUkvIV0UVFQV26cNWaNZrGIF1aQgghxDnY+/bbZK5ahazFXb9JwiOEEELUUP7OnSR9/DFbHnwQ84EDWodTbxXt389vV19N0f79msUgXVpCCCFEDQV17Einhx7Clp9PUOfOWodTb3kFBRF11VV4BQVpFoNOyT04AAoLCwkJCcFkMhEcHKx1OEIIIRoQpVSTXyBUK1X9/pYuLSGEEKKarDk5FZZJkGTnzJwWC0X79+O0WDSLQRIeIYQQohqcFgub77uP9bfeSmlGhtbhNAhFBw7w+8iRFGk4zknG8AghhBBVpJRix7PPUrBrF96hobhsNq1DahAC27fn4v/9j8D27TWLQRIeIYQQooqSZs8m/aef0Hl5MeCjjwho21brkBoEr4AAwvv31zQG6dISQgghqiB9+XL2vfceAL1feYVmQ4ZoG1ADYsnKYv/s2ViysjSLQRIeIYQQ4iwKdu1i+zPPANBh4kTajhuncUQNiy0vjyPz52PLy9MsBunSEkIIIc7AUVrKlocfxmWxEDlsGD2ef17rkBqc4G7dGLFxo6YxyB0eIYQQ4gwO/fe/WDIy8GvViv7vv4/OYNA6JFEDkvAIIYQQp2HJyuLAZ58B0P2ZZ/DWcKbghqzowAH++L//0/SxdEl4hBBCiNPY9+67OEtKCO3bl+jrrtM6nAbL4O9PeL9+GPz9NYtBxvAIIYQQlSjcu5fk//0PgJ4vvCCzKZ8D/+hoer/8sqYxyB0eIYQQohKH5s4FpWg5ciThF16odTgNmtNqpSQ1FafVqlkMcodHCCGEqESfV14huGtXWlx5pdahNHhFSUmsi43l0mXLCO3VS5MYZLV0N1ktXQghhKgb9qIiCnbtIrRPn1of+C2rpQshhBA1ULhvn6yRVcu8g4JofvHFmj7lJgmPEEII4eYoKWHDnXfy+8iRFB89qnU4jYY1J4eDn3+ONSdHsxgk4RFCCCHczAcOgFIolwu/6Gitw2k0LFlZ7P/gA03X0pIxPG4yhkcIIQSAo7iYktRUgrt21ToUUQUyhkcIIYSoAa+AAEl2GiFJeIQQQjR51txc0lesQLlcWofSKJkPHeLPW27BfOiQZjFIwiOEEKLJO/Dpp2x79FF2PPec1qE0SnofHwLatkXv46NZDDLxoBBCiCatNDOTI199BUArWS+rTvjHxNDvn//UNAa5wyOEEKJJS/roI1w2G+EDBtD8ssu0DqdRctntWHNzcdntmsUgCY8QQogmqyQlheRvvwWg21NPyQKhdaRw3z5+GTSIwn37NItBEh4hhBBN1r4PPkA5HDS/9FIiBg3SOpxGK6BNGwZ++ikBbdpoFoOM4RFCCNEkFe7bR+p33wHQ7ckntQ2mkfMODibq6qs1jUHu8AghhGiSEmfNApeLliNHEtqnj9bhNGrW3FyOLFiANTdXsxgk4RFCCNHkZK9fT9Yff6Dz9qb7009rHU6jV5qRQcKMGZRmZGgWg3RpCSGEaFKUy8WeWbMAaHfbbQS0a6dtQE1AaK9eXLd/v6YxyB0eIYQQTUrqsmUU7t6NV2AgnR99VOtwxHkiCY8QQogmw2mxsPfttwHo/PDDGMPDNY6oaTAfPszGe+7BfPiwZjFIwnMeOEqzsBbs9fxuNSVhL04HwOW0YslLwGU3u8tmY83f4ylrKzyIvTgVAOWyY8lLwGkrLCtrycWSt/uEsoexm1PcZZ3usiYAnNZ8LHkJKKXKyhYdxVZ0tKysUmVlrfllZW2msrIuJwB2cwq2wuMXqSVvNw5Lrrtsobts2WRS9uJUbIUHj7/X/D04SrPL3qvdXPZenVZ32XSspqTjZQv24ijNKivrKCkr67CUvdeSTKwF+08oux97SYa7rMVdh8XH6zs/8Xi9mA5gL06rUN9Oe9Hp69t8pvpOOKm+kyvWt7XAXd8F7vp2ueswGVvRkRPqMAGnJe+k+nacUN/H15ux5u/BYckpK2svKivrtLnrMA2b6cT6Tjyhvosr1ndJxkn1vQ9HyTF3HZa667vUXd/HsBYcny/Dako6Xt+ea7a8vrNPqu+DnvpWTlvF+rbknFTfh064Zh0Vr1lLXsX6LjpyvL6Vq/L69lyzySddswmnv2bNp79my+v7+DWbhs104KT6zqpY3+5r1l6Scco16yjJdNe3+5p1lLjrUD4jyuqwdj4jlMtJUfIKT9kTuex2oq6+Gv82bWh/992nvC7qhs5gwCswEJ3BoFkMkvCcB6akBaSvmeD5PXP9Y+QnfgaAoySDlJXXez7Yiw4vIfXX2zxlj214hryED4GyD6SUlddjyd4KgDn5J1J/GeMpm7XlH+TsLJu62+UsIWXl9ZRk/glAcdqvpKy8HlTZB1TO36+S8/erZTsqJykrr6c47VcASjL/JGXl9bicZR/GOTv/SdaWf3jOk/rLGMzJPwFgyd5KysrrPR+EeQkfcmzDM8fL/nobRYeXlJXNSyBl5fU43F+c+Ymfkbn+MU/Z9DUTMCUtAMBmSiJl5fXYi8o+RAv2f0nG2vs9ZTPWPUjBvjlA2ZdbysrrPV/QhQe/IW3N8Q+yzL+mkL/n32V1WJpdVjZ3Z1l9H1lG6qpxx+t70/Pkxr9XVtZWSMrK6ynN2lRWhyk/k/LzDZ6y2VtfImf7zLIqdFnL6jtjbVnZ9DWkrLze8yGf/fcbZG97xbNvysrrMaf+AkDpsQ1l9e3+Qsvd9TZZm184XvaXmzEf/cFd33+X1aG17Mskb/dHZG44/jht2m93UHjof0DZF0nKyutxuL8MCxI/J/PPR47X9x+TKEgqm07fVniQlJXXe76ICpK+Iv2PScfr8M9HKEj8HABHcWpZHbq/dAsP/Y+03+44XnbDk+Tt/qisrDXXfc3+DYD56A+k/HKzp2zW5hfI3VX2v22X3VxW38c2lJVN/aXsmi2v722vkP33G+76tpdds+lrACjJWOuu77IvypztM8ne+tLxOvz5BopTfi6r76xNZdesOynIjX+PY5ue95RNXTWOoiPLyuowd2dZWfcXcv6ef5P515Tj9b3mbgoPflNWtmBf2TXrTsoK9s0hY92DnrIZa++nYP+XANiLDpfVt/vLXD4jau8zQikXxzY9R+afD3uulxN5BwXRe8YMLl+5EoOv7ymvi7oR0KYNA2bP1nQeHpRQSillMpkUoEwmU60f215yTFnyEz2/Wwr2K5s5TSmllNNhUaW58cppK3KXzVKWvN2eslbTAWUzpyillHI5bao0N145rGUx2ktzVGluwgllDylbUbK7rMNdtkAppZTDkqdKc+OVy+UqK1t4RFkLj5SVdbnKylryyspaC8rKOh1KKaVsRcnKajrkOU9pboKyl+a4y5rcZW1lZc0pymo6cPy95u1W9pKssvdqKyp7rw6Lu2yashTsP142P1HZS46VlbUXl5W1l5a91+IMZcnfd0LZfcpWnO4uW+quQ/Px+s7bc7xeCpKUzZxaob4dtsLT13fRmeo7/qT6Plqxvi357vrOd9e3012HR5W18PAJdRivHKW5J9W3/YT6PlixDkuzy8raCsvKOqzuOkxV1oIT63vPCfVtrljfxekn1fdeZS/OdNdhibu+S9z1naks+XuPly3Yf7y+PddseX1nnVTfBzz17XJYK9Z3afZJ9X3whGvWXvGaLc2tWN+Fh4/Xt8tZeX17rtmjJ12z8ae/ZotOf82W1/fxazZVWQuSTqrvYxXr233N2orTT7lm7cUZ7vp2X7P2YncdymdEWR2e22dEaf5elblpqtr/dTu1/+v2Kn/fl54YhbZcDoeyFxcrl6P226Oq3986pdz3L5u4wsJCQkJCMJlMBAcHax2OEEKIalBKkbPtFQr2zwV0RPR5itxd/6L1tT/gG96LoqQkEl57jV7TphHUpYvW4TY5BQkJrIuN5dJlywjt1atWj13V72/p0hJCCNGgKaXI3THLnexAiyFvEdL5dqKGvo93QAwAe2bOJOfPP9n77rsaRtp0+cfE0P/dd/GPidEsBkl4hBBCNGzK5RlUHznwdYI73IzBGEpQu//DYAwFoPfLLxM9ahQ9X3jhDAcSdcUnNJRW//d/+ISGahaDdGm5SZeWEEI0XMrlpOTYegJaXgaUPblXnL6GgOgrPEmP0I6toICs338n8vLLaz3pkS4tIYQQjZqjNMvzGL1Ob/AkO1D2+PuxDU9SdGS7VuGJE5SkprL9qacoSU3VLAZJeIQQQjQ4DksOKT/fSOZfj3vmjzqRMawHLS78kT9jH2T7U0/hstk0iFKUC+nRg1F79hDSo4dmMdSLhMdsNjNlyhSio6Px9fWlb9++LFy48Kz7rV69muHDhxMdHY3RaCQyMpIrr7yS5cuXn4eohRBCaEE5bWSsexhHSTrW/N2e+a4q0pHwyhsouwO72Yzex+e8xymO0+n1GIxGdHrt0o56kfCMGTOGefPm8dJLL7FixQoGDhzI+PHjWbBgwRn3y83NpWfPnrz77rv88ssvfPrpp3h7ezN69Gjmz59/nqIXQghxPmX//SqW7C3ovYOIvuwzDD6njttI/X4uvu3/wtjCm17/+EclRxHnU3FyMlseeoji5GTNYtB80PLy5csZPXo0CxYsYPz48Z7tI0aMYPfu3SQnJ2OoxlTUdrud9u3b06FDB9auXVvl/WTQshBC1H+mA3Humch1RA/7LwGtrjyljL2oiD9vuYrQQdkERE6gyyPTz3+gooLiI0dIePVVev3jH7W+On2DGbS8dOlSAgMDGTt2bIXtEyZMID09nU2bNlXreN7e3oSGhuLl5VWbYQohhNCYrfAQ2VtnABBxwVOVJjtQNueOeX8u+X92oOO9z53HCMXpBLRrx+DPP6/1ZKc6NM8KEhIS6N69+ykJSp8+fTyvDx069IzHcLlcuFwusrKy+PTTT9m/fz+zZs064z5WqxWr1er5vbCwsIbvQAghRF1TSpG1ZTrKZcO/5WWE9Xi40nI5GzaQ7B4DesGbb2IwGs9nmKIe0/wOT25uLuHh4adsL9+Wm5t71mOMGjUKb29vWrVqxXvvvcc333zD6NGjz7jPm2++SUhIiOendevWNXsDQggh6pxOpyOsxwP4hHYlcuCr6HS6U8o4SkvZ6Z5YsN3Ea8k7MM6z6KrQVkFCAj907EhBgnbtoXnCA1R64VbltXIffvghmzdvZtmyZVxzzTWMGzeOuLi4M+4zdepUTCaT5yclJaXacQshhDh/AlpeSpuRK/AOrHzF7X3vvktJcjK+UVF0fuA5Ige9ibd/9HmOUlTGLzqaPm+8gV+0du2heZdWREREpXdx8vLyACq9+3Oyzp07e/79f//3f4wcOZJHHnmEcePGoT/NI3BGoxGj3OoUQoh6z2kr9DyJdbr/BOfv3MmhOXMA6PPaa/g2a4Nvs8oTI3H+GcPDaTtunKYxaH6Hp3fv3iQmJuJwOCpsj4+PB6BXDVZVHTRoEPn5+WRnZ9dKjEIIIbRRmrWFI8suoWDf3NOWcdls7Hz+eXC5aBUbS4srrsBpM2FOWYnTZjp/wYrTsplMZPz8MzaTdu2hecJz4403YjabWbx4cYXt8+bNIzo6msGDB1freEop/vjjD0JDQ4mIiKjNUIUQQpxHymkja8uLuOxFWAsST1vuwKefUrR/Pz7h4fR88UUA7OYUMtY9hN0swxXqg5KUFLY+/DAlGg4f0bxLa+TIkQwfPpyHHnqIwsJCOnXqRFxcHCtXrmT+/PmeOXgmTZrEvHnzOHjwIG3btgUgNjaWCy64gL59+xIREUF6ejpz587ljz/+4KOPPpJH04UQogHL3/cFNtN+DMZwmvV9/rTlYm64gdwtW2hzyy0Y3cMgjKHd6HDTdvTegecrXHEGwd26cc22bXgFatceVc4IajIZn06nY+3atVxwwQVnLLdkyRKmTZvG9OnTycvLo1u3bsTFxXHrrbd6yjidTpxOJyfOk3jxxRezaNEiZs+eTWFhIaGhoQwYMIAff/zxrE9pCSGEqL9shYfJi38fgGb9XsBgDDttWf/WrRkyb16FbTq9l6ySXo/ovbxqfZX06qryTMt6vZ5Ro0bRvHnzKh3Y5XIxf/58tmzZQv/+/c8pyPNBZloWQoj6QbmcpK4ehyVnG35RF9Pqiq8qHaxclJRE0AkPrZzIbk4hd9fbRPR5Cu9AmXZEayUpKex99126PfEE/rU8DUxVv7+r1eczffp0Bg0aVKWyDoeDr776qjqHF0IIISjY9wWWnG3ovQJpMXhmpcnOsTVr2HzvvbS78056vfTSKWWUy46jJPM0C4uK883lcGDJzMR10gNK51OVE57HH3+cli1bVvnABoOBxx9/nBYtWtQoMCGEEE2TclpAZ6BZ/2l4B8RUWsbknsBO5+VVaULkE9yBmKsX1mmcouoC27dn6FkWBK9rmi8eWl9Il5YQQtQfNtMBvIM7nnHy2ZyNGwnr10+Wj2jiGszioUIIIQRQ4aEUn5BOlSY7yun0/LvZkCGnTXas+Xs48E0PrPl7aj9QUW2mPXtY3qsXpj3atUeNntteu3btWctcdtllNTm0EEKIJshasI+szS8QOegNjKFdT309J4e9b7+N+cgR+v3zn/jHVN7VVc7gF0mzvs9g8Iusq5BFNfhGRtLt6afxjdSuPWrUpaXX68+6xpXzhCy8IZAuLSGE0IZy2Un55SasefEEtL6W6Es/8bzmstk4PG8e+2fPxmE2A9Bh4kR6TpumVbiinqmTp7TKrVmz5pRtOTk5LFu2jPXr1/PRRx/V5LBCCCGaoLzdn2DNi0fvE0LkgJc924+tWcPu116j+MgRAEJ69aLXP/5B+IABZz2m016EJftvfJv3x+AdVFehiyqyFxWRv307Yf364R2kTXvU+qDlBx98EF9fX957773aPGydkzs8Qghx/lnz95C8MhaUgxZD3yO4XSy2/HwSXn2VtGXLADA2a0a3Z56h9Zgx6E6zIPTJLHkJpKy8ntbX/oBvePXXZBS1qyAhgXWxsVy6bBmhNVgj80yq+v1d6wnPzz//zN13301mZmZtHrbOScIjhBDnl3LaSP75BmwFiQTEXEPLSz8h85dfiJ8+HWtODuj1dJgwgS6PPVbtuwLKacNhzcXLGIHO4FNH70BUlctmw5qbizEiAr1P7bZHnXZpnUl+fj5Wq7W2DyuEEKKRyds9G1tBInpjGKGdnuTvyZNJX74cgMDOnek7cyZhffvW6Ng6gw/e/lWfO07ULb2PD37VmMuvLtQo4UlOTj5lm9VqZdeuXUydOpUhQ4acc2BCCCEaL+VyUnJsIwA+xltYF3s7trw8dAYDHe+/ny6PPXZO8+vYi9PI2/0R4T0fwTugVW2FLWqoJD2dpI8+ovMjj+AfHa1JDDVKeNq1a1f5/AhK0bVrV2bPnn3OgQkhhGi8dHoDMVfFUZz+KwXbSrHl5RHUtSt9Z80itHfvcz6+cliw5u1GOSy1EK04V87SUky7d+MsLdUshhqN4Zk7d+4pCY+vry/t2rVj4MCB6Ks4qKw+kTE8Qghx/pSP54Cy/yynff890SNH1vr4DtH4aTZouaGShEcIIepeSeYmjnw7nbRvChj240p8wsK0Dkk0cLK0hBBCiHrFaS0gc/3jeDfbT2DPbLL//LPOzmXNT+TQ4gux5ifW2TlE1RXu3cvPAwdSuHevZjHU+CmtpKQkPv30UxITEyk9qU9Op9Px66+/nnNwQgghGgelFMc2PY/Tegwv/9Z0GP8CLa64ts7OZ/BtRmi3SRh8m9XZOUTV+URE0GHiRHzc3ZhaqFHCk5CQwJAhQ2jVqhUHDhygT58+5OTkkJaWRuvWrenYsWNtxymEEKIBMyV9TXHqz6D3puVlH+Ebfu4Dk8/Ey6854T0frtNziKrzbd6czg89pGkMNerSeuGFF7jmmmvYvXs3Sik+//xzUlJS+OGHH7BYLLz22mu1HacQQogGypKXSNamlwBodsEzdZ7sALjsxZRmbcFlL67zc4mzcxQXk7t1K45i7dqjRgnP33//zd133+15GsvlcgEwevRonn76aaZOnVp7EQohhGiwXA4LKT/dhc7goviAHp/gkeflvLaiw6SuvgVb0eHzcj5xZubDh/lr3DjMh7VrjxolPPn5+YSHh6PX6/H29iY/P9/z2oABA/j7779rLUAhhBANV/bGZTjtOTiKILTLVAJaxZyX8/qEdKbtdavxCel8Xs4nziyoc2euWLWKoM7atUeNEp5WrVqRk5MDQKdOnVi7dq3ntV27dhEYGFg70QkhhGiwCvftY+cz73F4tg5r6qW0HTfpvJ1bbzDiE9wRvaHmszWL2mMwGgns0OGcZs8+VzVKeC655BL++usvAG6//XZmzpzJvffey8MPP8zUqVO5/vrrazVIIYQQDUv2+vWsv+UWrFlZ+EV2oddzH1c6Q39dsZdkkL3tNewlGeftnOL0SjMy2P3665RmaNceNXpKa9q0aaSnpwPw3HPPkZmZyddff41Op+OWW27hX//6V60GKYQQouE4+u035O6cirElBIcNZuAnn+B1nu/8u+xmSjLXEtxp3Hk9r6icw2wma9062txyi2YxyEzLbjLTshBCnBulFPvefZe83bNpfpVCOb1od8Of+AS10Do00YhV9fu7xhMPCiGEEOWcVis7p04lb/t3tJlU9v/oqIvfkmRH1BtVHsOzZMkSCgoKqnXwJUuWYDKZqhuTEEKIBsReWMimCRPI+Pk7om9R6PQQ1H4MwR1u1Cwma8E+Di+7BGvBPs1iEMcV7tvH6ssuo3Cfdu1R5YRn7Nix7N+/v8oHdjqdjB07loMHD9YoMCGEEA1D3tat5G7eSPTNBrxDwDuwHZEDXtY0JoNPKEHtbsDgE6ppHKKMT2goMbGx+ISGahZDlbu0lFIsX76cvVVc+Kt8MkIhhBCNW+QVV9DjlSG42AB6b6Iu+QC9t7bTk3j5t6DZBU9rGoM4zrdFC7o99ZSmMVRrDM8rr7xSV3EIIYRoQLLXryewY0f8oqIACO7anYJ9G2gx6M3zsnTE2bgcpdgKD5bNxePlp3U4TZ6jtBTzwYMEduyIl5827VHlhOdwDaeDjo6OrtF+Qggh6qfkb79l59SpBHfrxtCFC/EOCqJZ/xcJans9vs36ah0eALbCg6SsvJ7W1/6Ab3gvrcNp8swHD7IuNpZLly0jtJc27VHlhKdt27Z1GYcQQoh6zGmxYPD1BaDFlVdiCAgg4pIW6Axlr+t0unqT7AD4BHek9bU/4BPcUetQBBDYsSOXLltGYEft2qNGMy0LIYRoGqy5uWy+/342P/CAZ5uxWTMuWjgVY9vfObbxEVxOq4YRVk7v5YdveC/pzqonvPz8CO3VS7PuLJCERwghxGkUJCSw7oYbOPbrr+Ru2EBxcjLK5SB31zvk7JgGKLyD2qLT+2gd6ikcJcfI2fkvHCXHtA5FAJZjx9j79ttYjmnXHpLwCCGEOEXqd9+x/pZbKE1PJ6BdOy774QeMzXxI++128hI+BBQhne+g+YCXz+saWVXltBVQdOQ7nLYCrUMRgK2ggNRly7BVcz6/2iRLS7jJ0hJCCAEuu509s2ZxeM4cACIvv5z+776LrWgbmRufwmXNR+cVQItBbxDU7v80jlYIWVpCCCFENTktFjbfey85GzYA0PnRR+n6+OMoZSdrzUu4rPkYw3oSdfGH+AS31zhaIapHurSEEEKgXC62P/MMORs2YAgIYMDHH9PtiSfQ6fXoDUZaXvw+oV3uIWbE4gaR7FhNSRz9aQRWU5LWoQigKCmJNddeS1GSdu1Rozs8hw8fZvny5axfv560tDRKS0tp1qwZPXr04Morr2T48OF4e3vXdqxCCCHqyL733ydj+XJ03t4M+s9/aDZ4ME5rPgZjGAC+zfrh26yfxlFWnd47EP+oyzSf8VmU8QoMJPLSS/EK1K49qjWG5/fff2fmzJmsXr0al8tFq1atiIyMxNfXl7y8PFJSUigpKaF58+Y88MADPP300w1mPIyM4RFCNFWp333Hdve0/31nzaL1zTdTlLycrI3PEXXJhwREX65tgEKcQVW/v6vcpXXjjTcyYsQIfHx8iIuL49ixY6SkpLBt2zbWr19PYmIiJpOJbdu28cADDzB//nw6d+7M6tWra+UNCSGEqH15W7eyc+pUADo9+CCtb76ZkmMbOfbXE7gcZorTftM4wppxOa3YCg/WyzmCmiKn1Yr50CGcVu3ao8pdWkFBQezdu5cOHTqctozBYKBfv37069ePGTNm8NVXX5GWllYrgQohhKgDOh1egYGEDxhAt6eewlqwl4y196NcNgJiRtD8wpe0jrBGbKYkWVqiHilKStJ8aQl5LN1NurSEEE1VSWoqPuHh6AxWkpePwlGaiW/zAbS64iv0Xr5ah1cjLnsx1vw9GMN6oPcO0DqcJs9RXIwpMZGQ7t3xCqjd9qj1Lq1ypaWlXHzxxdJVJYQQDZTTYqFw3z7P7/4xMXj5+5O99WUcpZl4B3cgeth/G2yyA6D3DsAvcqAkO/WEV0AAEQMG1HqyUx3VTnj8/PyIj4/Hy0um8BFCiIZGOZ38/cQT/HnzzWStW+fZXpz+O0VHl4FOT9SQtzH4hGgY5blzlGaTt/tjHKXZWociAEt2NkmffIIlW7v2qNE8PBdddBGbN2+u7ViEEELUMafViqO4GOVwoD9h+hC/FhcR1uMhwno8VK9WPa8ppyWHgr2f47TkaB2KAGy5uRz64gtsubmaxVCjMTwJCQnExsby0ksvMWbMGAI1fK6+tsgYHiFEU+Gy2SiIjyf8wgu1DkWIc1bV7+8aJTxBQUHYbDYcDgcA/v7+FRaP0+l0mEymGoStHUl4hBCNWeG+fQR16XLKQp+2woN4B7ZFp5dhCqJhqtO1tG666aZ6uTquEEKIU6V9/z1/P/UU7e+8k54vvohOXzaawWnNJ3X1rXj5RxN92ad4+UdpHGntsZkOkrnhSaIuegefkI5ah9PkFR08yPannqLf228T1FGb9qhRwjN37txaDkMIIURdSF22jO1PPw0uF87SUnD/Z1UpF1lbX8JpycFgDEPvXkKisdB5+WIM74muAT9p1pgY/PwI6dkTg5+fZjHIPDxu0qUlhGhsUpYuZcezz4LLRZtbbqHP66+j0+txlGZzbOMzlGT8ATo9rYcvbhQDlUXTVOvz8Hz77bfVDiI9PZ3169dXez8hhBDnJmXxYnY880xZsnPrrZ5kpzhjHckrRlGS8Qc6gy8tBr/VKJMd5bRhL8lAOW1ahyIoGyhfmpGBy6Zde1Q54XnkkUfo27cv//3vfyksLDxj2W3btvHII4/QuXNndu7cec5BCiGEqLqURYvY8dxzoBRtb7uNPq++ik6vp/DwEtLX3IXTkoNPSFdaX/s9wR1u0jrcOmE17efId0OxmvZrHYoACvfvZ/Ull1C4X7v2qHKXlslkYsaMGXz22Wc4nU769etH//79K6yWfvDgQTZu3EhGRga9evXirbfe4pprrqnr91ArpEtLCNHQKaVI+ugj9r37LgDt7riDXjNmeB4ycVryOLpiFIExw2nWb1qDnkn5bJz2IizZf+PbvD8G7yCtw2ny7EVF5G/fTli/fngH1W571Nlj6fn5+cyZM4fly5ezceNGSkpKPK916NCByy+/nNtvv50rrrii5tFrQBIeIURD5rRa2fn886R9/z0AHSZNotvTkzEf/Z7gTuOPJz3WAgzGUA0jFaJ21ek8PCcymUyUlpYSERGB9wmzdjY0kvAIIRoqa04OWx58kPzt29F5edHrpZdodmkzsrfNwFGSQdTQDwhqd73WYZ5XDksO5qM/ENj2erx8m2kdTpNnzckh7ccfaXXddRib1W571NnioScLCQkhKiqqQSc7QgjRUCmnk7/uuIP87dvxDg5m0H8/xCdmLRnrHsBRkoFXQGsMvo3rkfOqcJZmkbPjnzhLs7QORQCWrCz2/utfWLK0a49zTnhqg9lsZsqUKURHR+Pr60vfvn1ZuHDhWfdbsmQJ48ePp1OnTvj5+dGuXTtuv/12kpKSzkPUQgihPZ3BQLcnniCgQwcGfzWL4rzXKE79GfTehPV8mLajf8Y/6hKtwzzvjGE96DRuD8awHlqHIoCQHj0YlZBASA/t2qPKEw926NChygfV6XQcPHiwyuXHjBnDli1bmDlzJl26dGHBggWMHz8el8vFbbfddtr9Zs2aRVRUFNOmTaNDhw6kpKTwxhtv0L9/fzZu3EjPnj2rHIMQQjQUyuWiND0d/5gYAFpecw3+nUrI3joZ5bTiHdiGlpd+Il/2QpygyglPjx49KiwnoZRi+fLlXHLJJYSEhNQ4gOXLl7Nq1SpPkgNwxRVXcPToUZ555hnGjRuHwWCodN8ffviByMjICtuuvPJK2rVrx7vvvst///vfGsclhBD1kaO4mO1PP03etm1c9t13+EVHA+AdEIly2fGPvoKooe9i8Kn553JjYCs8RNbmF4gc9AY+wVX/D7uoG+bDh9k1bRp9Xn+dwPbtNYmhygnPjz/+WOF3h8OBj48P7733Hv37969xAEuXLiUwMJCxY8dW2D5hwgRuu+02Nm3axNChQyvd9+RkByA6OpqYmBhSUlJqHJMQQtRbOh0lKSk4iorIj/8Lv+ibAfCPupiYq7/Bt1l/dLp6MVpBUzq9N17+Uej0Mr60PtB7eeEbFYXeS7tFamv8V1Fbi4cmJCTQvXt3vE6qhD59+nher45Dhw5x9OjRs3ZnWa1WCgsLK/wIIUR95+XvT/8P3qT325dQkj8NW+Ehz2t+zQdIsuPmHdiaqKHv4R3YWutQBODfujX933kH/9batYfmfxm5ubmEh4efsr18W25ubpWP5XA4mDRpEoGBgTzxxBNnLPvmm28SEhLi+WmtYSMIIcSZ5G3bxtG4OJTTRn7if8jadjvWgtUol43i9DVah1cvKZcDp7UA5XJoHYoAXA4HtoICXA7t2kPzhAfOfLeoqneSlFJMmjSJdevW8eWXX541gZk6dSomk8nzI11gQoj6KGfDBjbeczeH46ZxcNGl5Gx/A5e9CGN4b2KG/4+wbpO0DrFeshbs5dDiflgL9modigAK9+7l5wsvpHCvdu2hXWeaW0RERKV3cfLy8gAqvftzMqUU9957L/Pnz2fevHnExsaedR+j0YjRaKx+wEIIcZ5k/fEHWx56kFa3WgjoBMqZhcE3gogLniW4w83SfXUG3oGtaXnpJ9KlVU/4t27NgI8/1rRLq8oJz99//13hd6fTCcDe02RrVR3I3Lt3b+Li4nA4HBXG8cTHxwPQq1evM+5fnuzMmTOHzz//nDvuuKNK5xVCiPos45df2DZ5MspuR6/vhM4rnbBu9xHW/V703oFah1fvGXxCCGx9rdZhCDefkBBaary2ZpWXltDr9ad0LymlTrutPCE6mxUrVjBq1CgWLlzIuHHjPNtHjhzJrl27SE5OPu1j6Uop7rvvPr744gs+/fRT7rvvviqdszKytIQQoj6wmfI4+OUEUhcnYEmBlqNG0XfWa6C3yxIJ1eC05GFO/YXAmBEYfM/eUyDqljUvj8xVq4gaPhxjFXpuqqOq399VvsMzZ86cWgnsZCNHjmT48OE89NBDFBYW0qlTJ+Li4li5ciXz58/3JDuTJk1i3rx5HDx4kLZt2wIwefJkPv/8cyZOnEjv3r3ZuHGj57hGo5F+/frVScxCCFHblFKkfv8FpkMzMbZwEH0TOI6No/eM1zR9lLehspekk7V5KsbwXpLw1AOl6enseuEFQnr2rPWEp6rOefHQ2mA2m5k2bRrffvsteXl5dOvWjalTp3Lrrbd6ytxzzz3MmzePw4cP065dOwDatWvH0aNHKz1m27ZtOXLkSJVjkDs8QgitmI8cIem/9+PfKQm9DziteoJaPUyrEU9pHZoQ9d55Wy29sZCERwhxvimXi8NffYbpyD8J7Owq22ZrQ9vYLzGGtdU4OiEahvO2WroQQoiaKc3YT2lRWbKjnDqC2j5E57vXSLJTC2xFR0j7fSK2oiNahyKA4iNH2DRpEsXV6HmpbdIxLIQQGvFr2RnfyO647Km0GTUf34gzP5Uqqk6n06PT+8ij+/WFXo/exwf02rWHdGm5SZeWEKKuOUpL2fHsM8TceANRV14NgNNehHJY8PJrrnF0QjRM0qUlhBD1zIFPPkR5/0T6msdxWq0AGLyDJNmpA0q5cDmtKOXSOhRB2Xg1p9WKcmnXHpLwCCHEeWArOopftz8IHQBB3UuxF+/XOqRGzZq/h4PfdMOav0frUARg2rOH5T16YNqjXXvIGB4hhKhDLoeD4vRfyNr0PC57EXpjGFEXvYtveG+tQ2vUvANiaHHRO3gHxGgdigD8Y2Lo9/bb+Mdo1x4yhsdNxvAIIWqb01rMnvdH4RuTDIBv8wFEXfwB3v4tNY5MiMZDxvAIIYSGXHY7ez+5xpPsBLQcR8xVCyTZOU+c1gKKjnyP01qgdSgCsBUUkPb999gKCjSLQRIeIYSoZU6rla2PPsqxFek4S8E//HGir5iJTu+tdWhNhr04lcy/HsdenKp1KAIoSU3l7yeeoCRVu/aQMTxCCFEL7CUZ5MW/h8G3NQfe3Ur2unXofXwIaTuLllfHah1ek2MM7U7HW3aj0xu1DkUAId27MzI+HoNRu/aQhEcIIc6BUi5M+78kZ8dbKGcpLruB3E0uDH7+DPz0U5pffLHWITZJOr0Bnd5f6zCEm85gwMtf2/aQLi0hhKghuzmFtF9vJ3vbyyhnKbacQFLmuND7BDF47lxJdjRkNyeTse5h7OZkrUMRQHFyMlsffZTiZO3aQ+7wCCFENSmlMB1YQM72N1COEnQGPwo2hZOxLB3v4BCGfDmXsAsu0DrMJk25nLjsZpTLqXUoAlBOJw6zGeXUrj3ksXQ3eSxdCFFVtsKDHP3pWlAOvPx6cPjfWRQfyMMnPJwh8+YR0qOH1iEK0WTIY+lCCFFHfII7EtHnSbwMseyeeoDiA3kEde7MJf/7nyQ7QtRTkvAIIcRZKKUwJS3AZjro2Rbe8yECW92McrpoOXIklyxeTEC7dtoFKSqw5CWQFNcJS16C1qEIoCAhgR+7dKEgQbv2kDE8QghxBi6HhawtL1J0eDHewR2J7P9f/KPbAdD8kku45H//I/SCC9DpdNoGKirw8m9J5IBX8JKJHusFv5Yt6TVjBn4ttWsPGcPjJmN4hBAns5tTyFj3oHsBSj2W1B4kz0li2PIVBLZvr3V4QghkDI8QQpyT4vQ/SF55Pdb8PRiMEbS6aj4le5vjstnJXrtW6/DEWThthZhTV+G0FWodigDshYVkrl6NvVC79pCERwghTqCUi9z4D0j/fQIumwmf4J60vvZ7/FtcRM8XX+TSpUtpf/fdWocpzsJuTiZj7f0yD089UZyczJYHHpB5eIQQor5wWUvJ37UEdIr8zeAX1o+210UDENihg8bRiaoyhnal/ZitGHxkiEJ9ENy1KyM2b8ZbwyEjkvAIIZo85bThtBeRuXId+957D2t+MgEdddhzWxP9xIVahydqQKf3xss3QuswhJve2xtjhLbtIQmPEKLJctmLMR38hvw9n1GarOPQh1kAGJtH0nbMo7S55Rb0Pj4aRylqwm5OJTf+PSJ6T8E7MEbrcJq8ktRU9r3/Pl0ffxz/GG3aQxIeIUST47QWULBvLgX75+GyFQCgM4IhwEjnByfTfsIEvPz8tA1SnBPlsmI3H0W5rFqHIgCXzUbx0aO4bDbNYpDH0t3ksXQhGj+nNZ/8vf/FtO9LXA4zALZcyF2nw57XmgvfnU1o794aRymEqI6qfn/LHR4hRJNhOvgN+bs/BsBhDuTYT8UU7YbokaPp8/kbeAcFaRyhEKKuyGPpQohG7cSb2KGd78AYPoCc1S048FYxxfuN9Hn1dfp/8IEkO42MNX8PB7/t7Z40UmjNtGcPKy64ANMe7dpDEh4hRKNlTvmZjLX34XKWjePQewfSesQ3GLwvwK9lKy5ZtIi248fLshCNkMG3OeG9H8fg21zrUATgGxlJl8mT8Y2M1CwGGcPjJmN4hGhcCg8t5timZ0G5aNZvGiGd70HvVdaL7zCbcVosGJs10zhKIcS5kqUlhBBNVsG+ORzb+DQoF4Gtb+DovP3seO45T/eWV2CgJDuNnNNeREnmnzjtRVqHIgB7URHZ69djL9KuPSThEUI0GkopcuM/IHvbKwCEdp1EUMxjpH73PWnff48pPl7jCMX5Yi86Stpvd2IvOqp1KAIoPnqUjXfdRfFR7dpDurTcpEtLiIZNKRc5216lYP9cAMJ7P0F4r8fQ6XQc/M9/CO7Rg+YXX6xtkOK8cTmtOEuzMfg1R28wah1Ok+e0WrFmZ2Ns3hyDsXbbQx5LF0I0KY7iVEwHvgXg2E86Ii+4yjMYueN992kZmtCA3mBELzMs1xsGo1GzGZbLSZeWEKLBs+blseeNf3PkPxbS/6ejcKc/hfv3ax2W0JC9OI2sLf/AXpymdSgCKElPJ/6llyhJT9csBrnDI4RosOwleaQs/g/73/0Gu8kEQHjsDQz65Fn8oqI0jk5oSTlKseRsRzlKtQ5FAM6SEvK2b6ddSYlmMcgYHjcZwyNEw5L5+yLydr+I3tdK8uc6jOE96DVjBhEDBmgdmhDiPJIxPEKIRsm0N5HDCybj1+EA3mHgMOvo/PDDtBv/BDqDQevwhBD1lIzhEUI0CKWZmeyc/ihHlowioNsB9D7gKommzegfaX/H05LsiAqs+YkcWjIIa36i1qEIoHDvXn4ZMoTCvXs1i0Hu8Agh6j2X08nuWTcR1CcdvRGU00Bo58k0H/yYLAshKmXwjSC0y50YfCO0DkUAPuHhtLvjDnzCwzWLQcbwuMkYHiHqL6UU6WuepCTzO7z8ehIz/GO8A9toHZYQoh6QpSWEEA2acjrJ3bIFAJ1OR/Tl/yTq4g9pd8P3kuyIs3LZiynN/huXvVjrUATgKC4m7++/cRRr1x6S8Agh6h2n1cq2J+/iYNw4MtesBkCn9yKo7XXodPKxJc7OVnSY1FU3YSs6rHUoAjAfPsz6sWMxH9auPWQMjxCi3rEW7CD4wq3ovBSWgsXA1VqHJBoYn+BOtBn1s9wNrCeCOnXi8hUr8G+jXXtIwiOEqBds+fnYi4qwlfxKzo430XnZ8fLvQsw1r2gdmmiA9F6+GEO7aB2GcDP4+hLURdv2kHvDQghNuRwODn/5Jb9fdwWHF8eS8/cr4LIT2Hokba/7Di+/5lqHKBoge0kG2dvfwF6SoXUoAijNyGDPm29SmqFde0jCI4TQhFKKzNWrWXvddRz4fAYxd5owtigAvQ/NB7xM1CUfoffy0zpM0UC5bEUUp67GZSvSOhQBOIqKyPz1VxxF2rWHPJbuJo+lC3H+5Pz1F4lvv03Bjh0A+LULpu3EUryDW9Hykg8xhvXQNkAhRIMhS0sIIeqd/O3b2fvOO+T89RfoFAY/f9rfcw8d77sPp+0gxrBu6L38tQ5TCNEIScIjhKhTLrudjJ9/5vCXX5K/bRsAPs29aHd/IC0ufo3QriPdJftrF6RodKwF+8lYez8tL/tMBi/XA0X797P5gQcY9Omnmg1eloRHCFFnstauZefzz2M5dgwAnZcXbW6/mIDu23HZ8zAdeJ+QLtfI3Dqi1hl8gglsMwqDjwxRqA+8goOJHjUKLw2HjMgYHjcZwyNE7TMfPsyaq6/G2KwZbW+7jWbDQsjf+ybKZcMY1ovoYf/Byz9K6zCFEA2YLC0hhDivlMtFytKl7H3nHc+2wPbtGfLllwz7eRHBFyaRt+dllMtGQOtriRn+jSQ7os64HBas+Ym4HBatQxGA02KhcO9enBbt2kMSHiFErTDt3s2Op58m6eOPMSUmeraH9e9C6qrRmJN/Ap2e8F6P0fKSj2RwsqhTtsIDJK8Yha3wgNahCKDowAH+GD2aogPatYeM4RFC1JhSCp1OB0Bo7960GTeOgLZtCezQwVPGy685Aa2uxlZ4kMhBb+Ab3lOrcEUT4hPcgdbXfIdPcIezFxZ1LrBDBy5durTCZ8P5JmN43GQMjxDVk71+PXvefJNBn32GX3S0Z7ujNJu8+PcJ6/EA3oGtgbKVq3UGX3R6g1bhCiEaKRnDI4SoE/aiInZOm8bGu+6iMDGRfR98AIDLaSVv9ycc/eFKTAe+JmfHTM8+eu8ASXbEeeUozSJ313s4SrO0DkUAlqws9r3/PpYs7dqjXiQ8ZrOZKVOmEB0dja+vL3379mXhwoVn3S81NZUpU6YwbNgwQkND0el0zJ07t+4DFqIJUkqR8fPP/D5yJMnuv892d9xBz2kvUHTkB47+eBW5O9/C5TBjDO9DaJd7tA1YNGlOax6FB7/Bac3TOhRB2eLAyd9+iy0/X7MY6sUYnjFjxrBlyxZmzpxJly5dWLBgAePHj8flcnHbbbeddr8DBw7w9ddf07dvX0aNGkVcXNx5jFqIpqPo4EESXnmFnD//BMC/TRsuePNNjFFZpP0ei73oCABe/i2JuOAZgtrFytw6QlPG0G60v3GD1mEIt+CuXRm+fr2mMWie8CxfvpxVq1Z5khyAK664gqNHj/LMM88wbtw4DIbKb4VfdtllZGdnA7B161ZJeISoZfaiIpJmz+bQ3LkohwO9jw8d77uPTg8+iJe/P3l7/o296Ah672BCu00irPt9suCnEKJe0vy/YEuXLiUwMJCxY8dW2D5hwgTS09PZtGnTaffV6zUPX4hGSSlF6vffs2bECA7+978oh4OW1w+m7+yriRnbEy//skfKQzrdRvMLp9P+hr+I6D1Zkh1Rb1hNSRxdfi1WU5LWoQigKCmJ30eNoihJu/bQ/A5PQkIC3bt3x8urYih9+vTxvD506NBaP6/VasVqtXp+LywsrPVzCNEQFR08SPz06eRu3AgoIi5uQVRsM5zWDZQcA5czncDW1wBl0/eHdp2gbcBCVELvFYBf5BD0XgFahyIAr4AAmg0ejFeAdu2hecKTm5tLh0qeyw8PD/e8XhfefPNNXn755To5thANWWlaGiXpG4gcaSBscDA6QyZOayagIyBmBGHdJlaYf0eI+sg7IJrIATO0DkO4+UVH0+ullzSNoV70CZ3pg7OuPlSnTp2KyWTy/KSkpNTJeYSo75RSFKemen6PvOwy2k7oTPhQBzpDHjqvAEK7TqDd//1O9GX/xi9ykCQ7ot5zOa3Yio7gclrPXljUOafVSvGRIzit2rWH5nd4IiIiKr2Lk5dX9ihh+Z2e2mY0GjEajXVybCEaCntREfGv34135E463Pw9AW3KZkFucdnDlGSsxT/qUgJaXSkrTosGx2ZKImXl9bS+9gd8w3tpHU6TV5SUxLrYWC5dtozQXtq0h+Z3eHr37k1iYiIOh6PC9vj4eAB6aVQxQjR2jpJj5Ox4nqA+2/GNcpG1eZbnteB2sURd9DbB7W+QZEc0SD5B7Wh1VRw+Qe20DkUAge3acdHXXxPYrp1mMWie8Nx4442YzWYWL15cYfu8efOIjo5m8ODBGkUmROOU9/dWchP+w9Efr8acshzQ4x91E21jP9E6NCFqjd47EP8WQ9B7B2odigC8AgNpNmQIXoHatYfmXVojR45k+PDhPPTQQxQWFtKpUyfi4uJYuXIl8+fP98zBM2nSJObNm8fBgwdp27atZ/9FixYBcOjQIaBsPp5Ad4XefPPN5/ndCFF/2QoK2PvBNDAux69siSt8I/oSOeh1jGE9tA1OiFrmKM2m6PASgtqPwcuvudbhNHnWnBxSliyh9ZgxGJs10yQGzRMegCVLljBt2jSmT59OXl4e3bp1Iy4ujltvvdVTxul04nQ6OXmt05Pn7/noo4/46KOPAE4pK0RTpJQi9bvv2PPGG4QOziF8KCinN5GD/0FIp9tkjSvRKDkt2eTt+QT/lpdKwlMPWLKzOfDvf9P80ks1S3hktXQ3WS1dNEaF+/ax+7VXyPlrIwBB3TvS4cE2tLzyVbz9W2ocnRBCnLuqfn/Xizs8QojaZc3JYd/772LOXIh/Vxf6bb50eWwyHSdNQu/jo3V4Qghx3mk+aFkIUXucVisHPv2UP66/Apf3Appf4SKgAwyJe43ODz0kyY5oMmyFB0n5eQy2woNahyIA86FD/HnzzZjd4221IHd4hGgEXA4HacuWse+DD8CQQszdCu9gQGekxeDXCe5wk9YhCnFe6QxGfEI7ozPIfGv1gd5oJKhzZ/Qazn8nY3jcZAyPaMjSly/n76ceJWwINL9KodODd3AnWl7yEcbQLlqHJ4QQdaaq39/SpSVEA+RyOChOTvY8iRg1YgStb2tO5PCyZCeo3Y20ueY7SXZEk6VcdhylWSiXXetQBOCy27FkZeGya9cekvAI0cAUHTzIxkmDOPrjlRSnrQNA7+VFx4mz8A5sQ+TgWbS46G303rJKtGi6rAX7OLx0MNaCfVqHIih7YnTVRRdRuE+79pAxPELUc8rloiQ5mYB27bAVHcF0ZAbNr8kHoGD3UgJjLgMgIHoYAdG/y8KeQgDegW2IHvY53oFttA5FAAFt2zLov/8l4ISJg883SXiEqMcK4uNJePllSrMy6D/7FvL3fIxy2UDnTVj3hwjveb+nrCQ6Qhxn8AkmoNWVWoch3LyDgmhxxRWaxiAJjxD1kDUvj71vv03yN98Q0MlF9FgdeQnvAeAXdTGRA17FJ7i9tkEKUY85LLmYk38isM1ovHwjtA6nybPm5pK+fDnRo0ZhjNCmPSThEaIeUU4nR+Pi2PvOO9hNJgCaD+uDT8RODL7NaN7/HwS2vV7u5ghxFo6STHL+fh3fZhdKwlMPWDIz2fPGG4T3769ZwiOPpbvJY+lCa/k7d7LnrefQ+ezHlgs6Z3d6zZhBWL/eFOz7gpDOd2DwkWtTCCFOJEtLCNEAOG2FFB35lYzV/8al9hM52v2Cak6HW5Zi8C6bGTm858PaBSmEEI2APJYuhAaUUmSsf5xDi/qRvfVJvEL34xMGyqXDGHYhLYY+j94gq5gLUVO2wsOk/noHtsLDWociAPPhw2y4807Mh7VrD7nDI8R54nKUoPfyB8qeqMrduAFjSxfWbLBlBRN1+X1EXTHRU0YIUXM6vRcG33B0evmaqw/0Xl74hIej99KuPWQMj5uM4RF1weUooTh9Debk5RSn/kbrEUsxhncDYN9HM0hZ/C2t/+9+Oj30EAYN15gRQoiGqqrf35LwuEnCI2qLctkxp/yMOfknitN/Rzktntd8/P+Ptje8D4C9qAgom59CCFG7lMuJy1mC3uCPTi/dw1pTTieOkhK8/P3R1XJ3vaylJYQGbKYDHFl2JZnrH8OcshLltOAd2Aan6QKOfKKj5ECMp6x3UJAkO0LUEWtBIof+1wdrQaLWoQjAlJjIyr59MSVq1x7SuSlELVFKkbl6G5acNNBBQNRoIi95EGNYT6xZWbS7SYdvZKTWYQrRJHgHtibqktl4B7bWOhQB+LduzYUffoh/a+3aQxIeIc5BadYWio4sI6jdo8S/OJ1jv/6KsSX4t+xD9CuP4BveHQDfFi00jlSIpsXgE0JQm9FnLyjOC5+QEKJHjdI0Bkl4hKgmpVwUp68hf8+/sWRvBWD/h9+R/1cpOm9v2t/+OB3vu0/TpxGEaOqc1nyK034loNVVGIxhWofT5Nny8zn266+0uOoqfMK0aQ8ZwyNEFbkcJRQeXkLy8pFk/HEvluytKCfkbwHznhKCe/bksmXL6PzQQ5LsCKExe3EaxzY+g704TetQBFCSlsaO556jJE279pCntNzkKS1xJk6biUNLBoPLWva7BQq2QN5fOnAF0PG++8oSHW9vjSMVQkDZmDqUE3QGWXuuHlBKoZxOdIbabw9ZWkKIGlLKhfnoT1hyd9D8wn8AoNMHYM10ovOGgq06ihICiLz4Kvq9NZLIYcMw+PpqHLUQ4kQ6nQ508hVXX+h0OnQa3/mWq0GIExRnrCN3x1tY8xMAA+E9H8PgG4reywuj8UHyt++l42230Pyyy2SiQCHqMVvRUXL+fpVm/f+BT1BbrcNp8oqPHmX366/Tc9o0Atpq0x6S8AgBWHJ3kbPjLUqPrQfAZdeTu9ZFQPhaoq/9PwA6Pfik3BoXQogGShIe0aTZio6SveUflGSuK9ug9ya08x3krjNg2votjpE2T1lJdoRoOHyC2hI97L9ahyHcAtq2ZdBnn2kagyQ8oslRSnmSF4MxjNKsrSgFxuBLib7idbwDWxPWvYT2dz6IMSJC42iFEDUhg5brl7octFxV8li6aDJcTit5CR+S9utt2IuLSVm6lM2THiHlayuH3tFx9PNCvPxbAeDl7y/JjhANmDV/NwcWdsaav1vrUARg2r2bn7p2xbRbu/aQOzyiSSg5tpGszdOwFx0CYO0Ngyg5dHxRz4jBQ+j04IPo9PJ/ACEaA++AVrQY8k+8A1ppHYoA/Fu1ou+sWfi30q49ZB4eN5mHp3FyWHLJ3vIK5pTvy34vgmMrdBTFg3+btrQeM4aYG27QdH0XIYQQNSfz8IgmTbmcZKx7AXPyMnQGK8pVNlFg7lpfoq6+jt4vjiP8wgulb1+IRsppM1GS+Sf+UZdg8AnROpwmz2YykbN+Pc0uvhifEG3aQ+7fi0ZBKRdWU5Lnd0dxCblbF6EzWLFkQNYPLYnoPY2rfvuLfv/8JxEDBkiyI0QjZjenkPnno9jNKVqHIoCSlBS2PfYYJSnatYd0ablJl1bD5LSZKDy0CFPS19jNqXS4aSsGn7L2S5g1AWtOFjHXP0PkJZfJ+BwhmhDlcuJylqA3+KPTG7QOp8lTTieOkhK8/P3RGWq3PaRLSzRqlrx4TPvnU3T0e5SzbPCxywp5O36m+aCxAPR48jNZ20qIJkqnN2DQB2kdhnDTGQx4B2nbHvJfXtGgWHL3c/CbkaSs/D8KD32LclrwCe1K6eE+HHhLR/6WLE9ZSXaEaLrs5hQy1k+WLq16oiQlhW2PP65pl5bc4RENgi0/n6NxcaQum0ur27NBB37Nr6DZhQ/j2+xCirsfofMEI37R0VqHKoSoB5TLgdOSh3I5tA5FAC6HA1teHi6Hdu0hY3jcZAxP/ZSf8DvpKz7lyNxduCxlXVcRlwbRbNDNtB33kEwOKIQQTZyM4RENls2cyrE/ZmNO+QmvYDM+rcA7TIdveC86TJxI9KhR6H18tA5TCCFEAyIJj6gXnPYiTPsWkbdrHoqjAHgFly2F4zA144I3niTy0lvlUXIhRJVY8naT+ssYYkYswTe8p9bhNHmm3bv58+abuWTRIkJ6atMekvCIeiH1x/exlX4OgHJBaaoBb7/BxFz3HMEd+2gcnRCiofHyj6JZ/2l4+UdpHYoAfKOi6PHCC/hGadceMobHTcbwnD82Uzapy1/BJyySmGv/AUDRgX0c+vZabNnNCOt1G21vuVfzRxiFEELUfzKGR9Q7jtIsCvbNJS/+c3QGG8Xpfig1DZ1OT1CnrnQc/xuB7dtrHaYQohFw2gqxZG/Ft/kAz2SkQjv2oiLytm4lfMAAzf4zK/PwiDplKyzk6OIPSFlxH4eXXUL+nk/QGWzYC7zw8r6qrP/KTZIdIURtsZuTSf9jEnZzstahCKD46FE233svxUePahaDdGm5SZdW7XGUlpK1Zg1pP/6I0/ULEZc5Pa/5Nh9AWPf78I++Cr1M9y6EqCPKZcdpzcdgDEOnl0lIteay27Hl5+MTFlbrk8JKl5Y4r5RS5GxeS+bqf5P5yy4sqWVz5vi2VoQP1aFzdSNm9Gv4Ne+vcaRCiKZAp/fGyy9S6zCEm97bG99IbdtDEh5RY0opig5v4Ngf/8GStxFjpAXf9hDSD3S0odV119Fy9GgCO0bjZQzVOlwhRBNiL04lL+FDwns9hndAjNbhNHklaWkkzZ5N50cfxb9VK01ikIRHVFvpsTQOff0IOr+9eIdYwQi+Lctec1mCiR55LQPfnSlz5gghNKOcVmwFSSinVetQBOCyWilKSsJl1a49ZAyPm4zhqZzLbidr7Vp0ejstrrgWAFuhiaSv+uITBi472HNDCIi+gqgrHsCvRTeNIxZCCNGUyBieBih52SwsWftocelEgrterNkdEqUUjuJUSrO3kLU+DkvOVnzCdTR3JqI3GPEJDsHofx0+AWFE9LuTgDadNYlTCCGEqCpJeOqRwoNxGKNMZP29hox1Pnj59SGi31iCOl6Jl2+zOj23JSuLY+vmUJK5HK+wAqCw7AU9GCMBFJacBPxbXAhApwkf1mk8QghxLqz5e0j99TZirlqAMayH1uE0eabERDbcfjsXff01Id27axKDJDz1hFKKwNZXUpK5BkNIAYYAG4qt5OzcSs5OUPYIQju+R8TAgRiMRpTLgU5f8+azZB8je8NCCv4+Rs6GbZgPHCD8YkXkte4eTr03vuG98Ws+AN9mF+LXfAAG3/BaerdCCFG3DL7NCe/xEAbf5lqHIgDf5s3p9OCD+DbXrj1kDI9bfRrDU5KZTMbP/6bo8C8YQnIxNofSo5D8hR69jw/hF15IxDXx6H0M+IS0xTuoDd6BrfGN6INvRD+8/E69oGwmE9l/rSPv7x+xl2zCt3UB3sGQvkhH4U4d6HREDOlA+MVBhHS5lhbD7kDv5afBuxdCCCGqrqrf35LwuNWnhOdEpenpZK9fTe72P8leE481KwsMiq7TFbrTzJNtDB1Em1HfAJC5Zhk5O/6BzrsI71Aq7OOy6nEWDiSs2wQiBg/GJzS0zt+PEEKcDy67GUteAr7hvdB7B2odTpPnMJspSEggtFcvvAJrtz1k0HIj4RcdTZuxd9Fm7F0opTAfOkTOhr/I37aO4pR4+sx6HpftGLbCgxQk/IzOaMJ67Phjfzq9L8YWRZ7flcsbb79+hPW6jeBO16I3GLV4W0IIUadsRUdI+3U8ra/9Ad/wXlqH0+SZjxxhw+23c+myZYT20qY95A6PW329w1MdBz77jJwNa4gZewMxo8YB4LRYOLp0BmEXXEZQ+wEYfJvL/DhCiEbP5bTiKMnAy7+l/MeuHnBarVgyMvBt2RKDsXbbQ7q0qqkxJDxCCCFEU1PV7+96sVq62WxmypQpREdH4+vrS9++fVm4cGGV9s3KyuKee+6hWbNm+Pv7c9FFF/Hrr7/WccRCCCHqM3txOllbZ2AvTtc6FEHZeNSEl1+mNF279qgXCc+YMWOYN28eL730EitWrGDgwIGMHz+eBQsWnHE/q9XKVVddxa+//sr777/PsmXLaNGiBddeey1//PHHeYpeCCFEfeNyFFOatRGXo1jrUATgKC4mZ9MmHMXatYfmXVrLly9n9OjRLFiwgPHjx3u2jxgxgt27d5OcnIzBYKh0348//phHHnmEv/76i4suuggAh8PBBRdcQGBgIJs2bapyHNKlJYQQQjQ8DaZLa+nSpQQGBjJ27NgK2ydMmEB6evoZk5alS5fStWtXT7ID4OXlxR133MHmzZtJS0urs7iFEEII0XBonvAkJCTQvXt3vLwqPiHfp08fz+tn2re8XGX77t69+7T7Wq1WCgsLK/wIIYRoHKwFezm89CKsBXu1DkUAhfv2seriiynct0+zGDRPeHJzcwkPP3XJgvJtubm5dbLvm2++SUhIiOendevW1Q1dCCFEPWUwhhPccRwGoyyJUx/4hIXR5pZb8AkL0ywGzRMe4Izzwpxtzpia7jt16lRMJpPnJyUl5eyBCiGEaBC8/CKJ6DMFL79IrUMRgG9kJF0ffxzfSO3aQ/OZliMiIiq9E5OXlwdQ6R2c2tjXaDRirOXJj4QQQghRP2l+h6d3794kJibicDgqbI+Pjweg1xmmoO7du7enXHX3FUIIIUTToXnCc+ONN2I2m1m8eHGF7fPmzSM6OprBgwefcd+9e/dWeJLL4XAwf/58Bg8eTHR0dJ3FLYQQQoiGQ/MurZEjRzJ8+HAeeughCgsL6dSpE3FxcaxcuZL58+d75uCZNGkS8+bN4+DBg7Rt2xaAiRMn8tFHHzF27FhmzpxJZGQkH3/8Mfv27WP16tVavi0hhBBC1COaJzwAS5YsYdq0aUyfPp28vDy6detGXFwct956q6eM0+nE6XRy4jyJRqORX3/9lWeffZbHHnuMkpIS+vbty4oVKxg2bJgWb0UIIYQQ9ZDmMy3XFzLTshBCCNHwNJiZloUQQggh6pokPEIIIYRo9CThEUIIIUSjJwmPEEIIIRo9SXiEEEII0ehJwiOEEEKIRk8SHiGEEEI0epLwCCGEEKLRqxczLdcH5fMvFhYWahyJEEIIIaqq/Hv7bPMoS8LjVlRUBEDr1q01jkQIIYQQ1VVUVERISMhpX5elJdxcLhfp6ekEBQWh0+lq7biFhYW0bt2alJQUWbKinpA2qV+kPeoXaY/6Rdrj7JRSFBUVER0djV5/+pE6cofHTa/XExMTU2fHDw4Olou1npE2qV+kPeoXaY/6RdrjzM50Z6ecDFoWQgghRKMnCY8QQgghGj1JeOqY0WjkpZdewmg0ah2KcJM2qV+kPeoXaY/6Rdqj9sigZSGEEEI0enKHRwghhBCNniQ8QgghhGj0JOERQgghRKMnCU8Nmc1mpkyZQnR0NL6+vvTt25eFCxdWad+srCzuuecemjVrhr+/PxdddBG//vprHUfcuNW0PZYsWcL48ePp1KkTfn5+tGvXjttvv52kpKTzEHXjdi5/Iyd68cUX0el09OrVqw6ibDrOtT2WLVvGsGHDCA4OJiAggJ49e/LZZ5/VYcSN27m0x5o1axg+fDiRkZEEBgbSp08fPvjgA5xOZx1H3cApUSPDhw9XoaGh6t///rf67bff1L333qsA9fXXX59xP4vFonr16qViYmLU/Pnz1S+//KJiY2OVl5eX+v33389T9I1PTdtj0KBB6v/+7//UF198oX7//Xf11Vdfqe7du6vAwECVkJBwnqJvnGraJifavn27MhqNqkWLFqpnz551GG3jdy7t8eabbyq9Xq8efvhhtWLFCrV69Wo1e/Zs9eGHH56HyBunmrbHqlWrlF6vV5dffrn67rvv1KpVq9Rjjz2mADV58uTzFH3DJAlPDfz0008KUAsWLKiwffjw4So6Olo5HI7T7vvRRx8pQP3111+ebXa7XfXo0UMNGjSozmJuzM6lPY4dO3bKtrS0NOXt7a0mTZpU67E2FefSJuXsdrvq27evmjx5sho2bJgkPOfgXNpj69atSq/Xq1mzZtV1mE3GubTH7bffroxGozKbzRW2jxgxQgUHB9dJvI2FdGnVwNKlSwkMDGTs2LEVtk+YMIH09HQ2bdp0xn27du3KRRdd5Nnm5eXFHXfcwebNm0lLS6uzuBurc2mPyMjIU7ZFR0cTExNDSkpKrcfaVJxLm5SbOXMmeXl5vP7663UVZpNxLu0xe/ZsjEYjjz32WF2H2WScS3t4e3vj4+ODn59fhe2hoaH4+vrWSbyNhSQ8NZCQkED37t3x8qq4FFmfPn08r59p3/Jyle27e/fuWoy0aTiX9qjMoUOHOHr0KD179qy1GJuac22TPXv28Nprr/HJJ58QGBhYZ3E2FefSHmvXrqV79+4sXryYrl27YjAYiImJ4fnnn8dms9Vp3I3VubTHgw8+iM1mY/LkyaSnp1NQUMBXX33F0qVLefbZZ+s07oZOEp4ayM3NJTw8/JTt5dtyc3PrZF9RudqsU4fDwaRJkwgMDOSJJ56otRibmnNpE5fLxcSJExkzZgyjRo2qsxibknNpj7S0NJKSkpg8eTKTJ09m9erV3HPPPfzrX/9iwoQJdRZzY3Yu7TF48GB+++03li5dSqtWrQgLC2PChAm8/vrrPPXUU3UWc2Mgq6XXkE6nq9Fr57qvqFxt1KlSikmTJrFu3ToWL15M69atayu8JqmmbfLOO++QlJTE999/XxdhNVk1bQ+Xy0VRURFxcXHceuutAFxxxRUUFxfz3nvv8fLLL9OpU6daj7exq2l7bNu2jRtvvJHBgwfz6aefEhAQwG+//caLL76IxWLhH//4R12E2yhIwlMDERERlWbgeXl5AJVm7rWxr6hcbdSpUop7772X+fPnM2/ePGJjY2s9zqakpm2SnJzM9OnTmTlzJj4+PhQUFABld95cLhcFBQUYjcZTxi+IMzvXz6zMzEyuueaaCttHjhzJe++9x99//y0JTzWdS3s88sgjtGjRgqVLl2IwGICyBFSv1zNjxgxuv/12OnToUDeBN3DSpVUDvXv3JjExEYfDUWF7fHw8wBnnC+ndu7enXHX3FZU7l/aA48nOnDlz+O9//8sdd9xRZ7E2FTVtk0OHDlFaWsrjjz9OWFiY52f9+vUkJiYSFhbG1KlT6zz+xuZc/kYqG3MIZX83AHq9fI1U17m0x44dO7jwwgs9yU65gQMH4nK5SExMrP2AGwm5UmvgxhtvxGw2s3jx4grb582bR3R0NIMHDz7jvnv37q0wCt/hcDB//nwGDx5MdHR0ncXdWJ1LeyiluO+++5gzZw6ffvqpjEmoJTVtk759+7JmzZpTfi644ALatWvHmjVrePTRR8/HW2hUzuVv5KabbgJgxYoVFbYvX74cvV7PwIEDaz/gRu5c2iM6OpqtW7eeMsnghg0bAIiJian9gBsLTR+Kb8CGDx+uwsLC1GeffaZ+++03dd999ylAzZ8/31Nm4sSJymAwqCNHjni2WSwW1bNnT9W6dWv19ddfq1WrVqkbb7xRJh48RzVtj0cffVQBauLEiWrDhg0Vfv7++28t3kqjUdM2qYzMw3PuatoeNptN9e/fX4WEhKj3339frVq1Sj333HPKYDCoRx99VIu30ijUtD0++OADBaiRI0eq7777Tv3yyy/queeeU15eXurqq6/W4q00GJLw1FBRUZGaPHmyioqKUj4+PqpPnz4qLi6uQpm7775bAerw4cMVtmdmZqq77rpLhYeHK19fXzVkyBC1atWq8xh941PT9mjbtq0CKv1p27bt+X0Tjcy5/I2cTBKec3cu7ZGbm6seeOAB1aJFC+Xt7a26dOmi/vnPfyqn03ke30Hjci7tsXjxYnXJJZeoZs2aqYCAANWzZ0/16quvnjIZoahIp5S7I1YIIYQQopGSMTxCCCGEaPQk4RFCCCFEoycJjxBCCCEaPUl4hBBCCNHoScIjhBBCiEZPEh4hhBBCNHqS8AghhBCi0ZOERwghhBCNniQ8QogGbcaMGeh0OnQ6HYGBgXV+vtDQUM/5ZF0vIRoOL60DEEKI2rBhw4ZTVpCuC6tXr8bhcHDRRRfV+bmEELVHEh4hRL1XUlKCv7//GcsMGTLkvMQyYMCA83IeIUTtki4tIUS9Ut5F9ffff3PzzTcTFhZGx44da3Ssb775hhEjRtCyZUv8/Pzo3r07zz//PMXFxRXKXX755Vx++eWn7H/PPffQrl27Gp1bCFG/yB0eIUS9NGbMGG699VYefPDBUxKUqkpKSmLUqFFMmTKFgIAA9u7dy6xZs9i8eTO//fZbLUcshKjPJOERQtRLd999Ny+//PI5HePFF1/0/FspxcUXX0z37t0ZNmwYu3btok+fPucaphCigZAuLSFEvXTTTTed8zEOHTrEbbfdRlRUFAaDAW9vb4YNGwZAYmLiOR9fCNFwyB0eIUS91LJly3Pa32w2c+mll+Lr68trr71Gly5d8Pf3JyUlhTFjxlBaWlpLkQohGgJJeIQQ9ZJOpzun/X/77TfS09P5/fffPXd1AAoKCk4p6+vri8lkOmV7Tk7OOcUghKg/pEtLCNEolSdMRqOxwvZPP/30lLLt2rVj//79WK1Wz7bc3Fz++uuvug1SCHHeSMIjhGiUhg4dSlhYGA8++CBLly7lxx9/ZPz48ezcufOUsnfeeSd5eXnccccd/PLLL8TFxXH11VcTHBysQeRCiLogCY8QolGKiIjgp59+wt/fnzvuuIOJEycSGBjIN998c0rZiy++mHnz5rF7925iY2N57bXXmDp1aqVz8wghGiadUkppHYQQQtTUjBkzePnll7Hb7eh0ujpfXsLpdKKUwtvbm0ceeYTZs2fX6fmEELVD7vAIIRoFb29vQkJC6vw8EREReHt71/l5hBC1S+7wCCEatPT0dNLT0wEwGAz069evTs+3Y8cOHA4HAJGRkbRp06ZOzyeEqB2S8AghhBCi0ZMuLSGEEEI0epLwCCGEEKLRk4RHCCGEEI2eJDxCCCGEaPQk4RFCCCFEoycJjxBCCCEaPUl4hBBCCNHoScIjhBBCiEbv/wELOnLTFR5w8AAAAABJRU5ErkJggg==", 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", 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", 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "modelNames = ['v10e50_AD','v10e00_AD']\n", "dump = 584\n", "loc = '/lhome/jolienm/Documents/TierModels/PlonsExampleModels/'\n", "plotHMrM_Diffmodels(modelNames,loc,dump,'2H')" ] }, { "cell_type": "markdown", "id": "4e913e10-da5a-4e8b-8d5f-fb49263a1c20", "metadata": {}, "source": [ "### Compare the scale height and mass in function of radius for one simulation, one dump, but different theta quadrants" ] }, { "cell_type": "code", "execution_count": 8, "id": "f4fe4de3-40e3-4135-a8d8-70243a5a92a7", "metadata": { "tags": [] }, "outputs": [], "source": [ "'''\n", "Plot of scale heights and total mass ifo r for 1 model, 1 dump, 4 thetaregions\n", "'''\n", "def plotHM_diffThetaRegions(dump,run,xH):\n", " thetas = ['0','pi:2','pi','pi3:2']\n", " lineStyles = ['-.','--',':','-','-']\n", " colors = ['firebrick','goldenrod','navy','lime','k']\n", " \n", " fig1, ax1 = plt.subplots()\n", " fig2, ax2 = plt.subplots()\n", " fig4, ax4 = plt.subplots()\n", " fig5, ax5 = plt.subplots()\n", " if xH == '1H':\n", " fig3, ax3 = plt.subplots()\n", " \n", " # read files with data for r, scale height and mass for different theta regions\n", " # safe maximal scale heights, radii and masses for plot\n", " SHmaxi = []\n", " radii = []\n", " masses = []\n", " i = 0\n", " for theta in thetas:\n", " file = os.path.join(run,'plotsAnalysis/infoAccrDisk_theta~'+str(theta)+'_wind_00'+str(dump)+'_'+xH+'.txt')\n", " (r, SH,RhoMax, Mtot,MrelRstep,Sigma,SigmaT,tau,tauT) = np.loadtxt(file, skiprows=11, usecols=(0,1,2,3,4,5,6,7,8), unpack=True)\n", "\n", " ax1.plot(r[1:],(SH[1:]),linestyle = lineStyles[i],color = colors[i],label=r'$\\theta \\sim$'+str(theta))#,c = CB_color_cycle[2*i+1])\n", " ax2.plot(r[1:],(Mtot[1:]),linestyle = lineStyles[i],color = colors[i],label=r'$\\theta \\sim$'+str(theta))#,c = CB_color_cycle[2*i+1])\n", " ax4.plot(r[1:],(SH[1:]/r[1:]),linestyle = lineStyles[i],color = colors[i],label=r'$\\theta \\sim$'+str(theta))#,c = CB_color_cycle[2*i+1])\n", " ax5.plot(r[1:],RhoMax[1:],linestyle = lineStyles[i],color = colors[i],label=r'$\\theta \\sim$'+str(theta))\n", " if xH == '1H':\n", " ax3.plot(r[1:],(Sigma[1:]),linestyle = lineStyles[i],color = colors[i],label=r'$\\theta \\sim$'+str(theta))#,c = CB_color_cycle[2*i+1])\n", " SHmaxi = np.append(SHmaxi,np.max(SH))\n", " radii = np.append(radii ,np.max(r))\n", " masses = np.append(masses,np.max(Mtot))\n", " i = i+1\n", "\n", " # Same for full dump\n", " (r,SH,RhoMax,Mtot,MrelRstep,Sigma,SigmaT,tau,tauT) = ad.readInfoAccrDisk(run,dump,xH)\n", " SHmaxi = np.append(SHmaxi,np.max(SH))\n", " radii = np.append(radii ,np.max(r))\n", " masses = np.append(masses,np.max(Mtot))\n", "\n", " # Make plots\n", " ax1.plot(r[1:],SH[1:],linestyle = lineStyles[i],label=r'$\\theta$ averaged',color = colors[i],linewidth = 1)#,c = CB_color_cycle[2*i+1])\n", " ax1.hlines(y=SHmaxi,xmin=0,xmax=radii,linewidth = 1, color = colors,linestyle = ':')#,label='criterium')\n", " ax1.vlines(x=radii,ymin = 0, ymax = SHmaxi, color = colors,linestyle = ':',linewidth= 1.0)#, label ='r')\n", " ax1.legend(fontsize = 12)\n", " ax1.set_xlabel(r'r [au]',fontsize = 12)\n", " # ax1.set_ylabel(xH+r'(r) [au]',fontsize = 12,rotation = 90)\n", " ax1.set_ylabel(r'H(r) [au]',fontsize = 12,rotation = 90)\n", " ax1.tick_params(axis='x', labelsize=12)\n", " ax1.tick_params(axis='y', labelsize=12)\n", " ax1.set_xlim(0.02,1.01*np.max(radii))\n", " ax1.set_ylim(0.005,1.01*np.max(SHmaxi))\n", "\n", " ax2.plot(r[1:],(Mtot[1:]),linestyle = lineStyles[i],label='full',color = colors[i],linewidth = 1)#,c = CB_color_cycle[2*i+1])\n", " ax2.hlines(y=masses,xmin=0,xmax=radii,linewidth = 1, color = colors,linestyle = ':')#,label='criterium')\n", " ax2.vlines(x=radii,ymin = 0, ymax = masses, color = colors,linestyle = ':',linewidth= 1.0)#, label ='r')\n", " # ax2.legend(fontsize = 12)\n", " ax2.set_xlabel(r'r [au]',fontsize = 12)\n", " ax2.set_ylabel(r'M(r) [$M_\\odot$]',fontsize = 12,rotation = 90)\n", " ax2.tick_params(axis='x', labelsize=12)\n", " ax2.tick_params(axis='y', labelsize=12)\n", " ax2.set_xlim(0.02,1.01*np.max(radii))\n", " ax2.set_ylim(0,1.01*np.max(masses))\n", " \n", " if xH == '1H':\n", " ax3.plot(r[1:],(Sigma[1:]),linestyle = lineStyles[i],label=r'$\\theta$ averaged',color = colors[i],linewidth = 1)#,c = CB_color_cycle[2*i+1])\n", " ax3.hlines(y=1./3.,xmin=0,xmax=np.max(radii),linewidth = 1, color = 'k',linestyle = ':',label=r'$\\tau = 1$')\n", " # ax3.vlines(x=radii,ymin = 0, ymax = masses, color = colors,linestyle = ':',linewidth= 1.0)#, label ='r')\n", " # ax3.legend(fontsize = 16)\n", " ax3.legend(fontsize = 12)\n", " ax3.set_xlabel(r'r [au]',fontsize = 12)\n", " ax3.set_ylabel(r'$\\Sigma$ (r) [g cm$^{-2}$]',fontsize = 12,rotation = 90)\n", " ax3.tick_params(axis='x', labelsize=12)\n", " ax3.tick_params(axis='y', labelsize=12)\n", " \n", " \n", " ax4.plot(r[1:],(SH[1:]/r[1:]),linestyle = lineStyles[i],label=r'$\\theta$ averaged',color = colors[i],linewidth = 1)#,c = CB_color_cycle[2*i+1])\n", " # ax1.hlines(y=SHmaxi,xmin=0,xmax=radii,linewidth = 1, color = colors,linestyle = ':')#,label='criterium')\n", " # ax1.vlines(x=radii,ymin = 0, ymax = SHmaxi, color = colors,linestyle = ':',linewidth= 1.0)#, label ='r')\n", " # ax1.legend(fontsize = 12)\n", " ax4.set_xlabel(r'r [au]',fontsize = 12)\n", " # ax4.set_ylabel(xH+r'/r(r) [au]',fontsize = 12,rotation = 90)\n", " ax4.set_ylabel(r'H(r)/r []',fontsize = 12,rotation = 90)\n", " ax4.tick_params(axis='x', labelsize=12)\n", " ax4.tick_params(axis='y', labelsize=12)\n", " # ax1.set_xlim(0.02,1.01*np.max(radii))\n", " # ax1.set_ylim(0.005,1.01*np.max(SHmaxi))\n", " \n", " \n", " ax5.plot(r[1:],RhoMax[1:],linestyle = lineStyles[i],label=r'$\\theta$ averaged',color = colors[i],linewidth = 1)#,c = CB_color_cycle[2*i+1])\n", " ax5.set_xlabel(r'r [au]',fontsize = 12)\n", " ax5.set_ylabel(r'$\\rho_{\\rm max}(r)$ [g cm$^{-3}$]',fontsize = 12,rotation = 90)\n", " ax5.tick_params(axis='x', labelsize=12)\n", " ax5.tick_params(axis='y', labelsize=12)\n", " \n", " \n", " \n", " ax1.set_xlim(0,1.01*np.max(radii))\n", " ax2.set_xlim(0,1.01*np.max(radii))\n", " if xH == '1H':\n", " ax3.set_xlim(0,1.01*np.max(radii))\n", " ax4.set_xlim(0,1.01*np.max(radii))\n", " ax5.set_xlim(0,1.01*np.max(radii))\n", " \n", " \n", " # fig.savefig(run+'/plotsAnalysis/diffThetas_SH_M_Sigma_R_wind_00'+str(dump)+'_'+xH+'.png')\n", " fig1.savefig(run+'/plotsAnalysis/diffTh_SH_r_wind_00'+str(dump)+'_'+xH+'.png')\n", " fig2.savefig(run+'/plotsAnalysis/diffTh_M_r_wind_00'+str(dump)+'_'+xH+'.png')\n", " if xH == '1H':\n", " fig3.savefig(run+'/plotsAnalysis/diffTh_Sigma_r_wind_00'+str(dump)+'_'+xH+'.png')\n", " fig4.savefig(run+'/plotsAnalysis/diffTh_SH:r_wind_00'+str(dump)+'_'+xH+'.png')\n", " fig5.savefig(run+'/plotsAnalysis/diffTh_rhoMax_wind_00'+str(dump)+'_'+xH+'.png')" ] }, { "cell_type": "code", "execution_count": 11, "id": "dc58ff36-3242-4820-a3d5-c1697596ac61", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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", 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", 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IwGohhBC1kQSiaiavIBCFh5Nx/hdcXSBSVRVzaip2s9l1TKbeCyGEqI0kEFUjdrMZ6/mtNjzCwlytQ0EE4Y33FT9v3a238mfnzqTtutAaVLA443GOk0mmG6oWQgghqj4JRNVIQXeZxmhE7+d3zd1lBdt3WFJTXceCCSaSSAD2sOdayhVCCCGqDRlUXY14hIVx08KFWNLTURTlmgNRp2nT0Hp5oTUaCx1vRztiiWU3u+lBj2uuWwghhKjqJBBVI1qjEb/rrnP9fJKTwDW0EAUEFHu8He1YxCIZWC2EEKLWkC6zasxdM8xUVcVhs7l+LphpJgOrhRBC1BYSiKqRs8uXc2z6dNL37QOufh+zi5347jtW9+5N3MKFrmMFM832sQ8r1qt+thBCCFFdSCCqRuIWLeLg//0fqdu2Ae5pIbJmZJB75gxxf/zhOtaQhvjiiwULBzl4bUULIYQQ1YAEomokqFMnIocNw691a/LI4xzngGsLRBGDBgGQvGED5pQUADRo6EhHADax6RqrFkIIIao+CUTVSKMHHqD9Bx8Q1KkTpzkNgAkTARQ/OLosTI0a4RcdjWq3c3bpUtfxm7gJgL/469qKFkIIIaoBCUTV1MXdZQrKNT2r7pAhAIW6zQoC0TrWoaJe0/OFEEKIqk4CUTViTk7GlpeHqqpu3cMs4rbbQFFI3b6d3Ph4AK7nevToiSOOE5y45ncIIYQQVZkEompk5U03sTQ6mry4OLcGIs/wcIK6dAEg/nwrkRdedKYzIN1mQgghaj4JRNWEw2LBcX4TVp3J5PZd7usOHgw4Z7IVuLjbTAghhKjJJBBVE7acHNfvdd7ebg9EdQYMQNHpyDxwgKxjxwDoSU9AWoiEEELUfBKIqglbdjYAGg8PNHq92wORISCAkBtvBC4Mrr6BG9CgIYYYYol1y3uEEEKIqkgCUTVhPR+I9CYTNmzEEQe4LxDBhdlm8X/8gaqq+OLr2sZDWomEEELUZBKIqomCFiKdyUQccdixY8BAOOFue0f4zTej8fAg59QpMvbuBaTbTAghRO0ggaiauDgQFexyX5/6aMrwRzh58mR27Nhx2et03t6E33wzXvXrY05NBWRgtRBCiNpBV9kFiLK5OBAdu4LxQxaLhddee40FCxawefNmFKX0RRzbvvceWm9v13U34hxXdIhDnOMcoYRey9cQQgghqiRpIaomLg5EVzKgOiYmBofDwdatW1myZMllr9eZTIVCUyCBtKY1AOtZfzWlCyGEEFWeBKJqwnbRoOorCUSHDx8GoFWrVrzxxhuoatm24bCbzWQcdO50XzCOSLrNhBBC1FQSiKqJgllmOh+fKwpER44cwWQy8dlnn7Fjxw7+uGi/spJkHT/On127sumee3BYLLLRqxBCiBpPAlE1cbVdZkeOHKF58+b06dOHnj178uabb162lcjUsCFaDw9QFDKPHHGNI9rDHtJIu8ZvIoQQQlQ9EoiqCdfCjCYvTnMaKHuXWYsWLQCYNGkSu3bt4vfffy/1HkWrpfeff3LL9u34R0cTTjgtaIGKyt/8fY3fRAghhKh6JBBVE00fe4zrv/sO/aAumDGjQUMkkZe9r6CFCKBnz5706dOHN954A4fDUep9el/fQoOrpdtMCCFETSaBqJowNWpESPfuJEXaAYggAj36Uu/JyMggMTHR1UIEzlaiPXv2MH/+/Ct6vwysFkIIUZNJIKpmrnT8EOBqIQLo0aMHffv25c033yy1lcialcXWRx9ldb9+OGw2VwvRTnaSRda1fAUhhBCiypFAVE2c/vlnTs6Zw/GcA8CVBaJmzZoVOj5p0iT27dvHL7/8UuK9Om9vkjdtIicmhpwTJ6hHPRrSEDt2NrHpGr6JEEIIUfVIIKomDn/yCXv//W9i8p3rCpV1QHWdOnXw9fUtdPyGG27glltuYdKkSdjt9mLvVTQafM+3LGUeOgRIt5kQQoiaSwJRNRHWpw/h/foR550MQEMaXvaeiwdUX2rSpEkcOHCAn376qcT7fVu2BCDz/OKOMrBaCCFETSWBqJpo8/bbdP7vf4n1SASubA2i4nTt2pVbb72Vt956q8RWIlcguqSFaCtbySPvir+DEEIIUVVJIKpGVNQyD6pWVZUjR44UmmF2qVdeeYVDhw6xaVPxY4J8LglEjWlMBBFYsLCFLVfzFYQQQogqSQJRNaDa7djNZtLUNDLJBKA+9Uu9Jz4+npycnBJbiAC6dOmC0Whk+/btxZ73PR+m8s+exZKRgYLiaiWSbjMhhBA1SbUIRNnZ2Tz77LNERETg4eFBu3btmDdvXpnuXbNmDf369SM0NBSTyUSbNm349NNPS+wmqoqyT5xgSatW/O8+5xieEELwwqvUewo2dS2thUiv19OuXTt27NhR/HkfHzzr1gUg65JxRDKwWgghRE1SLQLRsGHDmD17Nm+88QZLly6lc+fOjBo1ijlz5pR638qVK+nbty82m42vv/6aBQsW0KtXL5555hmef/75Cqr+2hVs25FU37kHWVnHD2m1Who1alTqdR07diwxEEHRcUQFgWgTm3BQ+mrXQgghRHWhq+wCLmfJkiWsWLGCOXPmMGrUKAB69+7NqVOneOmllxg5ciRarbbYe2fNmoVer2fRokV4e3sD0LdvXw4fPsysWbOYOnVqhX2Pa3G1gahx48bo9aWvZt2xY0e+/PJLsrKy8PHxKXLet0ULEletcgWi5jRHh4488ognvkzbhwghhBBVXZVvIZo/fz4mk4kRI0YUOj5mzBji4+PZsqXkwb16vR6DwYCnp2eh4/7+/nh4eJRLveXBWhCI6jq7+a50U9fSdOrUCVVV2b17d7HnL516r0PnGr8UQ8xlny+EEEJUB1U+EO3bt4+oqCh0usKNWW3atHGdL8ljjz2GxWJh/PjxxMfHk56ezvfff8/8+fOZMGFCudbtTgUtROfqmIFrn3J/sVatWuHh4VFit1nBTLOsw4dRz2/10ZjGAJzgxOWLF0IIIaqBKt9llpKSQuPGjYscDwwMdJ0vSdeuXVm9ejUjRozg888/B0Cr1TJ58mReeOGFUt9rNpsxm82unzMzM6+mfLewZTn3Dkv3twJQhzqlXm+xWDhx4kSZApFOp6Ndu3YlzjTzbtAAjdGIPS+P3NOn8W7Y0BWIpIVICCFETVHlAxGAoihXdW7Hjh0MHTqUrl27Mn36dLy9vVm9ejWvvfYa+fn5/Pvf/y7x3smTJzNp0qRrqttdClqIcrxtAPjhV+r1MTEx2O32MnWZgXMc0apVq4o9p9HpuO7VVzEGB2MICgKgEc6B2hKIhBBC1BRVPhAFBQUV2wqUmpoKXGgpKs6TTz5JWFgY8+fPdw287t27NxqNhjfffJN77rmn2NYngIkTJxaaiZaZmUm9evWu5atctYJAlO1pAS4fiIrb5b40HTt25IsvvihxYHXDe+4p9LN0mQkhhKhpqvwYotatW3Pw4EFsNluh43v37gUgOjq6xHt3795Nx44di8xC69y5Mw6Hg4MHD5Z4r9FoxNfXt9CnshQMqs72cHbhlSUQmUwm6tQpvWutQMHA6l27dpXpemkhEkIIUdNcdQvRzp07r+q+gkG8ZTV06FC+/vprfv31V0aOHOk6Pnv2bCIiIujatWuJ90ZERLB9+3bsdnuhUFSwVUVkZPWYMm7PyUFFJduQD1w+EB0+fJjmzZuX2p14saioKDw9PdmxYwc33XRT0ffn55O8aRO5sbE0uu8+VwvRWc6SRx6eeBa5RwghhKhOrjoQderUqcx/4V5s27ZtdOjQoczXDxw4kH79+vH444+TmZlJ06ZNmTt3LsuWLeOHH35wBZ2xY8cye/Zsjh8/ToMGzllYzz33HOPHj2fw4ME8+uijeHl5sWrVKj766CP69u1L27Ztr7j+ymDNzibPW8Whca5DVJYWorJ2l4FzYHXbtm1LHFhty81l68MPA1Bv6FACTYH44EMWWZzkJFFElfldQgghRFV0TWOIXn31VZo0aVKma+12O+PGjbuq9/z222+8+uqrvP7666SmptKyZUvmzp3L3XffXej5drsdVVVdx55++mnq1q3Lxx9/zMMPP0xeXh4NGzbkjTfe4LnnnruqWiqDLTubXB/nlHcdusu2yBw+fJjevXtf0Ts6derEihUrij1nDAwkuFs3jCEh2HJz0ZlMNKYx//APJzghgUgIIUS1p6gXJ4groNFo2Lx5M126dCnT9Xa7Hb1ez/bt26+ohaiqyMzMxM/Pj4yMjAofT7Ru0CD22f7hqWWxBBFEMsklXpuRkYG/vz8//vgjo0ePLvM7Zs2axUMPPUR6enqZvt9QhrKABXzGZzzFU2V+jxBCCFGRyvr391UPqp4/f36Zp3WDc/2f+fPn07Rp06t9Za3V+s03qTfJOePtct1lR48eBco+w6zAlQ6slplmQgghapKrDkS33347fn6l/+Vc3D2VOVurugrs1Al9V+eK0WUZUA1XHohatmzpGlhdEtVuJy8+HpCZZkIIIWqWKj/tXjhlkAGUbUB1eHj4FQfPghWrSwpEOSdPsqRNG9YOHIiqqtJCJIQQoka54kCUlpZWaP+wZcuWMW3aNNe6QMK9HFYrp+bN49Se9UDZAtGVdGVerFOnTiXONPOMiEC127FlZ5MXH1+ohUjlqoahCSGEEFXGFQWixYsX06hRI7p27cqQIUP47LPP+Pzzz1myZAldu3Zl8eLF5VVnrWXNzGTPq69ycOk8oOxrEF2Njh07cuTIkWL3bdMYDPicn1GYeegQDWkIQBZZpJJ6Ve8TQgghqoorCkSvvvoqK1asYP369SxevJioqCj++OMPlixZwqxZs3jrrbfKq87aS1UJ69sXrnMuIllaIFJV9YrXILpYx44dAUocWF2w833moUN44unaZFbGEQkhhKjurigQnTx5ks6dO9OhQwcMBgN9+vRxnRs+fLhrhpNwH2NwMF2mT8c06Eag9EAUHx9PTk7OVXeZtWzZEi8vrxK7zXzPPzfr0CFAZpoJIYSoOa4oEHl4eLj2FBs+fDgazYXbzWYzV7mkkSiDsgyqvtJNXS91uYHVvgUtROdnsslMMyGEEDXFFQWi3r17u1qBfvjhh0Lnli1bRuvWrd1XmQBwhcyyBiKtVkujRo2u+n2lDawuCETZJ05gz8+XFiIhhBA1xhUForlz5xIVVfw2Dd27d+fnn392S1HigriFC1kcFUXsUWerTWmB6PDhwzRu3BiDwXDV7+vYsSNHjx4lIyOjyDljSAiGwEBwOMg6elRaiIQQQtQYbluHKCwsjLCwMHc9Tpxny87GYbGQ7WEGLt9CdLXdZQVKG1itKIprHFHm4cPSQiSEEKLGuOZA9MYbb7ijDlECW3Y2ADnezrFblwtEVzugusDlBlZfPNOsoIXoFKewY7+m9wohhBCV6ZoD0QcffOCOOkQJrFlZAGR7WoCSA5HFYiEmJuaaW4i0Wi3t27e/7MDqrEOHiCACAwZs2Igl9preK4QQQlSmaw5EMrOsfNmys1FRyTGW3mV24sQJ7Hb7NQcicHablRiIzrdAZRw6hEbV0IAGgIwjEkIIUb1dcyBSFMUddYgS2LKzyfdSsWscQMmBqGBT12vtMgPnTLOSBlbrIiNZkJHBtrg4LKmpMo5ICCFEjSCbu1Zxtpwccn2cYUiLFi+8ir3uyJEjeHt7U6dOnWt+Z8HA6p07d7qOqarKnDlzaNW2Ld+mpLCyaVOMQUEy00wIIUSNIIGoirNlZ5Pjc6F1SKH4FrmCGWbuaLFr0aIF3t7erm6zjRs30q1bN+655x46derE448/zs7du7Hb7dJCJIQQokaQMURVnC07m1xT6d1lAKdPn6Zhw4ZueWfBwOply5Zx99130717dywWC2vWrOG3337jzjvvJDs7m8OHD0sLkRBCiBrhmgNR9+7d3VGHKIE1O9vVZVZaIDp79qxbussKdOzYkVWrVvHXX38xc+ZMtm3bRq9evQBoHhCAAix44w1pIRJCCFEj6K71AStXrnRHHaIEtjIGooSEBMLDw9323vHjx9OkSRPGjBmDyWQqdM5bUair17Nl/Xoe5ysAEkkkhxy88XZbDUIIIURFkTFEVdylY4iKvcZmIykpya0tRI0bN+bpp58uEoYATE2a0CE6mtM+Pvir/vjjD8BJTrrt/UIIIURFuuYWogILFizgxx9/5NSpU+Tn5xc6pygK//zzj7teVWuodjv23NzLthAlJiaiqqpbA1Fp9D4+9B0zhhdffBGr1UojQyN2sYsYYriO6yqkBiGEEMKd3NJC9MEHHzBs2DD++usv9Ho9QUFBhT6BgYHueE2to6oqHadNw3R7L6DkQHT27FmACgtEAJ07d8ZisbB3714ZRySEEKLac0sL0RdffMFDDz3E9OnT0Wq17nikADQ6HREDBwJLAfDFt9jrKiMQtWrUCJ1Wy5pffqFRR5lpJoQQonpzSwtRSkoKo0ePljBUTjJwrhhdWguRRqMhNDS0wmpKXbWK+lot6379VVqIhBBCVHtuCUTdu3fn4MGD7niUuIg5OZn4JUtISjsJlByIEhISCAkJqdBAamrShGZGI/vi42UtIiGEENWeWwLRJ598wueff87ChQuxWCzueKQAMvbvZ8fTT3P2zH6g9BaiiuwuA/A5H4hO5+QQkhoAOFuIVGShTiGEENWPWwJR06ZN6du3L0OHDsXLywtfX99CHz+/ktfPESXTenkR2KUL+UHOoV5VKRAZgoJoFRKCA4hbvB8FhRxySCKpQusQQggh3MEtg6onTJjAtGnTaNeuHVFRURgMBnc8ttYL6tyZ7nPnYqEJUHogio6OrsjSUBSFVtddh+HQIbav3UDd++oSSywnOEEoFTeWSQghhHAHtwSiWbNm8fLLLzN58mR3PE5coiyDqvv161eRJQHg37w5TQwGduzcSSMaEUssMcTQla4VXosQQghxLdzSZWa32yvlL+TaQEUtNRCpqkpCQkKFd5kB+DRtSjOjkT0xMTLTTAghRLXmlkDUv39/Nm/e7I5HiYsc/PBD/ripMzZsQPGBKDU1FavV6tZ9zMrK1KQJzTw8iM3MJCw1DJCZZkIIIaont3SZ/fvf/2bkyJF4e3tz2223FbsytaxWfeUsKSmkWZyDlDVoMFF0X7HyWpTR4VD54Yc9/Pe/21m58n68vPRFriloIQKwb7bBrdJCJIQQonpySwtR27ZtOXToEM8//zwtWrQgJCSkyEdcuYt3uvfFFwWlyDXlEYjOnMkgJiaNf/97DZs2xTJ9+vZir/OoU4dIPz+8NRqS15wBpIVICCFE9eSWFqLXX38dRSn6l7W4NtYy7HRfHoHoo482MXXqFlq2DGbKlJt5/PHOxV6nKAq+TZvS9PhxTm48DsAZzmDFip6iLUpCCCFEVeWWQPTmm2+64zHiEhe3EJUWiPz9/fHw8HDbe1NT89BoFN58sycjR5Y+nd/UpAnNjUbW7juGESNmzJzhjGuQtRBCCFEduKXLTJQPW05OmVqI3D1+6LvvhpKW9jKDB7codDwnp+gq5KamTWnp709SZiaRcZGAdJsJIYSoftwSiKxWKzk5OcWey8nJwWq1uuM1tU5ZWogSEhLKZYaZr6/RNZD62LFUBgz4geHDfypyXZOxY3lk/XpnjducNcrAaiGEENWNWwLRuHHjePjhh4s998gjj/D444+74zW1jq2MY4jKew0iRYHVq0+wevUJjhxJKXROo9cTGRlJnTp1ULY5x5FJC5EQQojqxi2BaM2aNQwZMqTYc4MHD2bVqlXueE2toqpqmccQuTMQDRo0hxEjfi4UfJo0CeSbb4Zw4MCTNG8eVOx9nTt3JmtbFgDHOe62eoQQQoiK4JZB1YmJiSX+pRweHk5CQoI7XlOr2PPzUe32Cg1EWVlmli07ht2u8p//9C907r772pZ437633yZo717ikhNAhT+VP8kjD0883VKXEEIIUd7c0kLk7+/PsWPHij137NgxfHx83PGaWsWWnQ1Ajo8KFB+IsrOzyc7Odlsg8vTUs3btg3zyyS3Uq1d8AAOIjc0kK8vs+tmclESDvDxysvKoe6wuGWTwK7+6pSYhhBCiIrglEPXu3ZvJkyeTmppa6HhqaipTpkyhT58+7nhNrVIQiPICnONyigtEBS1v7gpEOp2GHj3q88wz15d4zRdfbKN588947731rmNNHn6YUd9+C0C3bd0AmMEMt9QkhBBCVAS3rUPUuXNnmjVrxsiRI6lbty6xsbH8/PPPWK1WJk2a5I7X1Cq2LOd4nFy/kgNRwaKMFbmPWd26PuTl2cjPt7mO+bdpg3+bNjRp0gS/bX5oRmtYxzqOcITmNK+w2oQQQoir5ZYWohYtWrB+/XratWvH119/zb///W9mzJhBu3btWL9+PS1atLj8Q0QhnhERtHnvPeyNnXvAlRaI3NFClJNjYfLk9WzceAZVVUu8bsiQFnz55W188EH/Iuc6d+7MoW2HGMAAAL7l22uuSwghhKgIbluYsW3btqxatYrMzExiY2PJyspi5cqVtGnTxl2vqFWMwcE0GDmSvADnH1FJgcjDwwM/v5LH+5TV5s2xvPLKakaO/KXU6xRF4bHHOqHTOetSVZUpU/5m9+xfqJ+Vxc6dO3nQ9iAAs5mNFVmDSgghRNXn9pWqPT09iYiIcOtWEtnZ2Tz77LOu57Zr14558+aV+f7ff/+dnj174uvri7e3N9dddx1fffWV2+orTxlkACUHojp16rhlHzlvbwPDhkUxdGjLK3ref/6ziYkTVzHo8e347NxNXl4ejQ80JpRQEkhgCUuuuTYhhBCivFWLrTuGDRvG7NmzeeONN1i6dCmdO3dm1KhRzJkz57L3TpkyhWHDhhEdHc1PP/3EwoULeeKJJ7BYim5DUZXknDpF4vq/yFAvH4jc4frrI/n117v49NOBV3Tfbbc1p2nTQEZ3MNPCqEer0bBt4zYe4AFABlcLIYSoHhS1tAEjVcCSJUu47bbbmDNnDqNGjXId79+/P/v37+f06dNotdpi792xYwddunRh8uTJTJgw4ZrqyMzMxM/Pj4yMDHx9fa/pWWVx9Isv+GfaB4w4cBJwthT5Uvi9t9xyCz4+PvzyS+ndXOUtJ8fC6S8/5diXX/KG1UrDTp2Y/NtkWtISDRpOc5q61K3UGoUQQtROZf37u8q3EM2fPx+TycSIESMKHR8zZgzx8fFs2bKlxHunTZuG0Wjk6aefLu8y3U7v74+mQxMAFBRMmIpcc/bsWbfMMEtNzSu0rtCV8vY2YGrirLWtbwB//LGMzbOz6UEPHDiYzexrrlEIIYQoT1U+EO3bt4+oqCh0usIrBBQM1t63b1+J9/71119ERUXx66+/0qJFC7RaLZGRkfzrX/+q8l1mDUeP5rofPgfAF180xfxRuavLbNq0rQQEvM8rr1z9Fis+5wNRZnIINlseTzzxNXdn3w/AN3yDA8c11ymEEEKUlyofiFJSUggMDCxyvOBYSkpKkXMF4uLiOHr0KOPHj2f8+PGsXLmSBx98kA8//JAxY8aU+l6z2UxmZmahT0UrbUC1xWIhOTnZLYHo8OEU7HaVevWuviuwoIXoHs8YPIw+jBhh4EHTaHzxJYYY1rL2musUQgghyotbApFGo0Gr1Rb70el0BAcHM2DAANasWXNVzy9t1lNp5xwOB1lZWXzxxRc8+eST9O7dm3feeYenn36aOXPmlLjdCMDkyZPx8/NzferVq3dVtV+LTJwhrLhAlJiYCLhnDaIffxzG6dPPMnJk9FU/Q+ftjWdEBHqNwq29bmD//k14481oRgPOViIhhBCiqnJLIHr99ddp0KABgYGBPPDAA0yYMIH77ruPwMBA6tevz7333ktsbCz9+vVjxYoVV/TsoKCgYluBCrYJKa716OJ7wTn4+GIDBzpnUu3cubPEeydOnEhGRobrc+bMmSuq+1ptf+op/p70PFD+izIC1KvnR2Bg0c1YLRnHsJvTy/SMglaiGxo1YseOHSQnJzMocSQAv6q/kkpqabcLIYQQlcYtgSgwMJDw8HBOnjzJt99+y+TJk5k1axYnTpwgLCyMunXrsnv3bm688UbefffdK3p269atOXjwIDabrdDxvXv3AhAdXXKrRkmLQhZMrNNoSv76RqMRX1/fQp+KlHv6NKm5ztBTEfuYXcxuyURVVcxpB4hdOZK4Nfdjt1y+y9CnWTMAOvj6oqoqK1as4LMHY2F3GGbFzI/86PZahRBCCHdwSyD69NNPefHFF/H29i503GQy8eKLL/LFF1+g0+l47LHHSm2VKc7QoUPJzs7m118L754+e/ZsIiIi6Nq1a4n3Dh8+HIClS5cWOr5kyRI0Gg2dO3e+oloqki07m1wf50DkS6fbg7OFSKPREBwcfE3veeKJxTz22CIOH052HUvY8AynFvcjL2kHAObUvcSveRC7NavUZ5maNgXAcPIkbdq0YdmyZXz91WBa/O3c5mMGM1Cp0qs8CCGEqKXcEohiY2PR6/XFntPpdIVaM6zWK9vKYeDAgfTr14/HH3+cr7/+mjVr1vDII4+wbNky/u///s+1BtHYsWPR6XScOnXKde+YMWPo0KEDTzzxBJ9++ikrV67kX//6F59//jlPPPEEDRo0uMpvXP6s2dnknA9EJXWZhYWFlbgGU1nYbA6+/34P06fvcG3Wass7R27CX1gzj+MV3p26fb5HY/AjP2UX8WsfwmHNKfF5ITfeCEDqjh30vfFG/vzzTyIjfdn01FSMGNnDHraz/arrFUIIIcqL2zZ3nTp1apFuLZvNxtSpU12bu549e5aQkJArfv5vv/3Gfffdx+uvv86AAQPYsmULc+fO5Z577nFdY7fbsdvthTYm1ev1rFixgrvvvpv33nuPW2+9lfnz5zNlyhSmTp16ld+2YlzcQlReq1SrqsoPPwxlwoQbaN06DICsk7+D6sAjuAMG38YYA1o5Q5Heh/yk7cSvexiHLa/Y53lFRBDQsSOoKu09PUlISGDPnj0EEMBQhgLwk+Pna6pZCCGEKA9uWan6999/Z/jw4URGRnLHHXcQFhZGYmIiCxYsIC4ujl9//ZUhQ4bw8MMPk5WVxf/+9z931F6hKnKlaofFwuKoKKZOOceqEdm8x3tMZGKha4YMGYLD4WDRokVue6+qqpxeOhBL+mFCO7+LX7PRrnP5ybuIW30/Dls2nuHdiej5DRqtscgzTv/8M8kbNxJ+550069+f119/nZdffpnp2TN5zPQQuj0R5LQ8jcFw9S1bQgghRFlV6ErVt99+O4sWLSI0NJTPPvuMV199lc8++4ywsDAWLVrEkCFDAJgxY0a1DEMVzZbj7JYq7xaiS5nTDmBJP4yiMWBqcFuhcx7B7YnoPRNF54VqN4Oj+K7P+iNG0OHjj4no3p0+ffqwfPlyAIZ4OWf22drEs+KfPW6tWwghhLhWustfUjYDBgxgwIAB5ObmkpaWRkBAAF5eXu56fK1iy84GINfPucZSSbPMrjUQrV17Ej8/I1FRIXh46Mg64Ry47h3ZF62h6Ds9QzoRefNcDH5N0egu/2d7yy238Pzzz5OdnU0dUziNMltywvcQ6Z0OAO2vqXYhhBDCndy+UrWXlxd169aVMHQNClqI8s5nkksDkcPhICEh4Zr3Mbvvvvl06PAV//yTgOqwknVyIQC+jYaXeI9HUJsyhaHMw4eJysrCarW6FuS803cwACuVlddUtxBCCOFuVX7rjtrIer6FKMe3+C6zlJQUbDZbmVuIVIe9yDG73UH9+n6EhnrTqFEAKFrCbvgY36aj8apz02WfactNJPXAf3HY8ovWn5XF+jvuIOfrr2kQGenqNuuPc/r9n/wp0++FEEJUKVcdiNq0aVPqxqqXcjgctGnThoMHD17tK2sNW5ZzvZ9ckzPIXBqIrmSVamtOHDG/dSL+r8dQ7Rc2tNVqNWzY8BCJiS8SGuqNomjwrnMjYV3eRdGU3pOqqiqxK+8mZff7ZJ9ZVuS83seHsL59Ce/Xj749ergCUQ96YLAbiSee/+29um1chBBCiPJw1YFo37595OUVP/26OKqqXvE9tVXBGKIcL+cyBtcSiHJiV+CwpJMTu5zELS+jqte+67yiKPg0ck6jzzxe/CD5jp9+Spfp0xl8990cO3aM48eP44EHQQeiAPjm9C/XXIcQQgjhLtc0qPqOO+7AaCw69bokpW3EKi6wZWdjNahYDMV3mRUEorKMIcpLurAQYtbJBeg8QwluX3gKf+aJ+ZjT9uPX5G4Mfk3LVKNv4ztJ3fsJeec2Y8k6icGnYaHzBX/WvXv3RqfTsXz5cp544gn604/Z7Cajy4EyvUcIIYSoCFcdiB544IGruu9at5qoDfzbtSPylSeBFwHwwafQ+YSEBAIDA8sURoPbTcA7ohfWrFOk7p9G2sGv0HqG8vkvzfjzz+M8/ngnugfMwpy6B51XnTIHIr13BF51biL37Doyj/9McLuXir1Om5ZGl+hoVyB6vvW9zOYD9oVsxYwZI2UP1EIIIUR5uepANHPmTHfWIS7iFxVFQJQOeBEffNBSeBHDs2fPlnmGmd5UH72pPgCK3puU3e+TE7ea7du8WL/+NMOHhGJW94CixafBkCuq07fJSGcgOvELQW2eKzL2KHnjRjbddx8tbDZ+PnYMi8VCa0NrwggjkUQ2spHe9L6idwohhBDlQWaZVVEZZADuXZQxIOpRwq7/kIhe3/LW232YM2cY3Zo7F0n0rtMTneeVbatiqnszWmMQ9rxz5MSvLfq+jh3RmUy0sdvJzs5m48aNKCiu2WbfJ/x2xd9BCCGEKA8SiKqgrKNHiT2+E7i2QJRxbA5ph2ZizYkFnON6fBsPR6M10qZNGHePbEVAzrcA+DQuee2hkihaAz6NhqJojdhyzhQ5rzUaqXPLLTQyGAjw8nLNNgvaGQ3AvLSFV/xOIYQQojxIIKqCDn/yCVs+fB24tkCUfngWyTvfwpxWdKkDVXVwetkgUG2g0eNd9+arqjWg1WM0GroV/xZjij0fMWgQGkWhvYcHy5c5p+g/GDkMgLwWZ4izJFzVe4UQQgh3kkBUBen9/LDWd25Ad2kgUlW1TIHIbk7DknEUAM/gjoXOxcVl8usvezhyytP5jiZ3F7tRa1noPILQGkreLC+4WzcMgYG01WrZtXs3CQkJtA1tynX21qBRWW9Ye1XvFUIIIdxJAlEV1Pa994ic+ARQNBBlZ2eTm5t72UHVBdPtDb5N0XoEFjq3bt0pRtz1O2/PuZXQLu8S1PZFt9RtTj9cZJ0jjV5PnQED6ODlhQIsXboUgAHaC6tWCyGEEJVNAlEVVdKg6rIuyph/PhB5hHQqcs7TU0fXrnXp2CkSv6ajS23hKQtVVYlddQ+nlwwg79zWIufrDh6Mn1ZLCy8v/ljoHDdUMLB6hbpCtvEQQghR6dweiBwOB7m5ue5+bK1zrYGooIXIs5hANHRoFJs3P8zHHw9wR6koiuKa2l/cytWBnTrhERZGJ6ORFX/+icViobujBxqLnlgllvVJO9xShxBCCHG1rjkQ5efnM2vWLEaMGEFERAQGgwEfHx+8vLzo1KkTEyZM4J9//nFHrbXGX3fcweGVzinpVxOIHLZ88lP3AuAZ2rmcqizMr8lIALLPLMVuySx0TtFoqDNgAJ28vMjOzWX9+vV4a7zw3ulcBHLG6Z8rpEYhhBCiJFcdiPLy8pg0aRIRERGMHTuWAwcOcPPNN/PMM8/wr3/9iwceeICgoCC+/vprOnTowI033simTZvcWXuNpDocZOzbR7o1GSg+EHl5eeHj41Pc7QBYMo+BqqL1DEXnXa9c6y1gDGqLwb8Fqt1M1snfi5wP7d2bRgYDwQYDf/zxBwAjA50LQSa3K/smwUIIIUR5uOqVqps1a4a3tzevvfYa99xzD2FhYcVep6oqa9asYebMmfTu3Ztp06bx8MMPX3XBNZ09NxdUlRyfkvcxq1OnTqn7wnkERtNkxB6s2WeKXGc222jRYhoNG/qzaNFoTCaDW+p2rnE0kuSdb5FxbA5+ze4t9O6gLl3QeXnR0Whk0YIFfPLJJzzVfBQzeJ912rWyjYcQQohKddUtRG+99RYHDhzg+eefLzEMgfMvyj59+vD9999z4MABmjYt215ZtZX1/E73ub7FB6KEhIQybduh0Xli9G9e5PipUxmcOpXB9u3xeHvr3VDxBb6Nh6FoPbCkHyI/ufC4IK3RSND119PJy4vjp05x5MgRWtOaUELJJZdNSOuhEEKIynPVgeihhx5Cq9VisVh45JFH2Lt372Xvady4Mb169braV9YKNlcgcv5cUgvR1apf349Nm8Yyb96dpbYyXQ2twc+1H1rWiQVFzkfefjuDH3oIo8HA4sWL0aChc/qNAEyP+cmttQghhBBX4poHVRsMBn744QfS0tLcUU+t5wpEl+kyK4k57SCnlw0h+Z8Piz3v4aHj+usjGTSoaOuRO/hHPUydG78kpNMbRc7VHTyYru+9R+8+fVi8eDEAmpXOFsMVsh6REEKISuSWafft2rXjxIkT7nhUrVcQiHJMduDKA1Fe0jbMqXsxp+wpvyJLYfRrhqneABRNyd1xgwYNYt26dWRmZvJQfeceaqmNYkgmuaLKFEIIIQpxSyB67bXXmDJliqw/5AbW7GysehWLsWgLkdlsJjU1tfRAdG4bUPyCjAALFx5mwYJDJCXluLHq4qkOG6rDXuiYw2qlW0QENpuNFStWcEeXzrSmNaqisoxl5V6TEEIIURy3BKIpU6aQnZ1Nhw4dWLBgAWaz2R2PrZVs2dmu7jIAXy6sIp2Q4NwItaRApKoqeUnOQFTS+kOvv76GoUP/x7Zt8e4quVjph2dy8vcbyYlfXeh48ubNxL34Ig08PVm0aBEAgxkMwB/8Ua41CSGEECW56mn3F/Pw8MBsNhMXF8fw4cMxGo20adOGTp06uT7R0dHueFWNZ8vKck25N2FCi9Z1riAQlTTLzJYThz0vERQdHkHtir2mU6cIDAYtzZoFFnveXWy5CdjyEsg48j2myH6u40FduuBZty69AgNZsngxDoeDwZrBvMd7LLIuwawzY1Rk+r0QQoiK5ZZA9OefzgGxp0+fZseOHezcuZMdO3bwyy+/8MUXX6AoCna7/TJPEQDWzMxSB1RDyS1EBa1DHoHRaHSexV4zY8YQd5VaKr9m95B28GtyE9ZjyTyBwbcR4Jx+f/O6dRjWr2d2z57s2LGDDu07oUkzkRuSzfQDvzK+1egKqVEIIYQo4Na9zOrXr8/QoUN5++23WbJkCQkJCZw5c4b58+e78zU1miUtrcRFGRMSEtBqtQQHBxd7b14pG7pWNL2pPl4RvQDIOPZjoXOKonDDDTfg7+/PokWLMOh0NDrQFYCVnjKOSAghRMUr993u69aty5AhFdMqURNYMzJcLUQXjx8CSEpKIjg4GI2m+D82rcEXnWc4niEVs3/Z5fg3uxeAzOM/47DlFTqn1Wq5+YYbWHR+G4+3uzwKwL5Gf6OiVmyhQgghar2rDkTR0dFX1PJz9uxZxo8fz5QpU672lbVCnQED8BnSCyjaQnTu3DlCQ0NLvDe43cs0vGMj3pF9iz0/ZcrfNGjwCVOm/O22ekvjVacnOu96OKyZZJ0qPGB60z33UH/bNnbu2sXZs2cZ4nkrRoyc4AQHOFAh9QkhhBAFrjoQ3XXXXdx///3Ur1+fiRMnsnz5cpKSklBV5/+7z8vLY9++fcyYMYPBgwfToEEDduzYIa1Fl1HnllvwHngDUDQQJSUlERISUur9iqKgKMX/sR49msLp0xlYrRUznkvRaPFr5hwPlHHke9d/NgB8o6Lo6OWFRlFYsmQJ3njThz4AfJcmq1YLIYSoWFcdiF5//XWOHDnCqFGjmDFjBgMHDiQ8PBy9Xo+npycmk4m2bdvyyCOPkJmZybx589iwYQOtWrVyZ/01UgYZwJW1ENnNaYUCR3GmTOnLhg0Pce+9bdxTaBn4Nb4L3yZ3Edrl3UJbhYT27ImvVktLk8m1anXPjP4AfHhkFrm51gqrUQghhLimWWZ16tTh/fff55133mHLli1s2rSJ+Ph48vLyCA4OpmXLlvTq1YvIyEh31Vvjpe/ZQ1KD0+BXfAtRScsXxK8bhyUrhjrdP8MrvHux14SEeBMS4u32mkuj9QgkrOv7RY4Hde2KxsODDjod85cvx2w2M9p3OP/iORydz7B6+14GdelQobUKIYSovdwy7V6v19OjRw969OjhjsfVWg6bjfVDh3L4vSQYWfYWItVhx5y6F9VhQecVUVHlXhVVVVEUBa3RSPD119N5+XJ+SEvjr7/+ol+/frTMjeaQ1z6Su+wBJBAJIYSoGOU2yyw+vviVkHfv3l1er6z2bDk5eNatS66/84/l4kDkcDhITk4udgyRPT8J1WEBRYveVL/YZyckZPPxx5tYuvRo+RR/Geb0IyRueZnEzS+hqs5ZdKE9e9LQYCDUy8u1avVdXsMAWbVaCCFExSq3QNS2bVu+//571892u51JkybRv3//8npltWfw86PvX3/hdYtzTZ6LA1FqaioOh6PYFiJbrnPBRp1nGIpGW+Q8wD//JPD8838yYcLKcqj88uz5SWTG/EbWiV9J2jEJVVUJ7dkTRVHorNczb+5c0tLSGIJz0P1ylpNjl73xhBBCVIxyC0TLly/n//7v/7j99ttZvXo1Xbp0YePGjezcubO8XlljFDeoOikpCaDYFiJrrnNLD51X8Vt6APj5eTBiRCtuuaWJO0stM6/w7oR3+whQyDjyHan7PsO7QQO8GzbkTj8/8nNzeeGFF+hAB0Kt4eSQQ4/XXq+UWoUQQtQ+5RaIOnTowNatW4mJiaFfv360bduW5cuXywDrMiguEJ07dw4oPhDZyhCIrr8+kp9+GsGHH1ZeC51PwyGEdHwDgNS9H5N+5DtCe/YkSKfjuZtuYubMmaxcsZJ+5gEA7I78i/j4rEqrVwghRO1RboHo6NGj9O3bl+DgYGbOnMmKFSsYP348eXl5l7+5ljq7fDnrhw0jJds5/qq4FqJiu8zyCrrMit/jrCrxb/EAga2fBSBp+5v4d3Zu5HpDejp9+vThkUce4Q7lNgDCH4mnToSpskoVQghRi5RbIOrWrRsjR45kzZo13H///ezdu5eUlBTatKm4NXCqm9zTp0n/5x+y9M6xM5e2EOl0Ovz9/YvcZ/BtinfdmzEGFj8lH8Bud7i93qsVGD0ev+b3Ayrm7Lno/IyYExP58PnnSUxMZN1r6/DEkwR9HHvYU9nlCiGEqAXcMu2+OBs3bqR58+aun/39/fnxxx9ZsGBBeb2y2rOkp2PTqeQbbUDRFqKQkJBCixsW8GtyF35N7irxuaqqEhLyAX5+Hqxb9yD16/uVeG1FUBTF2XWmOvBtNJyMjbOJW7gQzYYNvPPOO7z44ot0H9mdv6//mz/4g7a0rdR6hRBC1Hzl1kJ0cRi62B133FFer6z2LGlp5JoutORcvLnruXPnLrttR0lSU/NIS8vn5Ml0QkK8rrlOd1AUDaGd38YjuB31774br/r18WnenGeeeYbOnTtzfOxxMMPnp7/no482Vna5Qggharhy3+0+NzeXM2fOcPr0addHFM+Snu7a6d4LL/ToXeeSkpKKX5RRVbFbMkvdtiMw0JP4+OfZvHksnp76Eq+rLEFdunDDTx8R1MOAVqvlm2++IfloMrwHCfWP8OGPf2KxVMz+a0IIIWqncgtE+/fvp2PHjphMJho2bEjDhg1p1KgRTZs2La9XVnvW9HRyzgeism7sas9PJuaXtsT80hbVYSv2uYqiUKeOD127Vs0Zfua0A8SuGE7S9klYc88SHR3NK6+8Au8psAdG/+iBXl/u2V0IIUQtVm5/yzz66KMMHDiQrKwsfH19yc7O5oUXXmDatGnl9cpq7+IWorJu22HLc065V3SeKJpyGxJWrowBrfAM7YLqsBC76CWyjh5l4sSJhLYIgbFwuNnfxY6dEkIIIdyl3ALRvn37mDRpEt7ezs1Evby8eOedd3j77bfL65XV3tW0EF1YpbrkNYjmzdvH1KmbOXw42Y3Vuo+iKAS1eR4Aq3kDJ36chtFo5KMZH8EOWPLlEg5xqJKrFEIIUZOVWyDy9/cnI8O5wGDdunXZtWsXiYmJZGXJQnvFUVXVOai6mEBkt9tJTk4uYduO84syepe8qetXX+3g2WeXs21b8fvLVQWeoV3RebZG0YJno5MA3Hv9vdS9py7qVJW7YsbRo8e3mM3FdwsKIYQQ16Jcu8z++usvAJ555hluvPFGoqOjGTdu3BU/Kzs7m2effZaIiAg8PDxo164d8+bNu+LnvPbaayiKQnR0yev1VBZ7Xh4Oi6XYQJSamnp+6nzJq1TrS2khGjCgKXfe2YrWrYsGqqokvMck528M+7FkxgDwweMfwHHYe/xvNuj/4rvv/qnECoUQQtRU5TboZOLEia7fjxs3jv79+5Odnc111113xc8aNmwY27ZtY8qUKTRv3pw5c+YwatQoHA4Ho0ePLtMzdu/ezYcffkhYWNgVv78iWNPTAcgOcP7sj7/rXMG2HaVu7FrKth0TJnR3T5HlzDOkPV4RfciNX03q3k8J7/4Jd3e7m6dbP03Kf1OI/N8mRvtMr+wyhRBC1EDlOgr3xIkT7N27l+zsbNexf/75p8whBmDJkiWsWLHCFYIAevfuzalTp3jppZcYOXIkWm3xO7wXsNlsjBkzhkcffZR//vmH5OSqN5bGcj4Q5YQ7/0hCuNAaVNrGrhf2Mav623aURVCb57CkH8SS4kvW8eP4NGnCi4++yMRnJhL72RF+9fwf93N/ZZcphBCihim3LrN33nmH6667jvfee4+vv/7a9ZkxY8YVPWf+/PmYTCZGjBhR6PiYMWOIj49ny5Ytl33GlClTSE1N5d13372id1ckS1oaAFkhztlUwQS7zpXWQuQZdj3edW9G79u42Ofm5VmxWqvPGj4egdFk7ejNP8/9SMy33wLw+L2Pozfq4Rt4hVfIJbfUdZeEEEKIK1Vugejjjz9m165dbN68mTVr1rg+q1evvqLn7Nu3j6ioKHS6wo1ZBXui7du3r9T7Dxw4wDvvvMOXX36JyVR1Nwr1jIig2ZNPYm4eCBQORElJSej1enx9fYvcF9T6GSJ6zsCjhH3MvvlmF56e7/LYY4vKp/ByEHHbYADi/vgDW3Y2fn5+3Dv6XrRfaYmzxdFm1v188cW2Sq5SCCFETVJugSg8PJw6da69GyclJYXAwMAixwuOpaSklHivw+HgoYceYtiwYdx6661X9F6z2UxmZmahT3kyNWpEy+efJ7euc/f3S1uIStrH7HJiYtKw21V8fAxuq7W8BXXtinfjhng3y+bUQucg/CcfexJ7rB2WwvE7FzJl1nIcDmklEkII4R7lNoZoxowZPPLII4waNarI2Jcbbrjhip5VWhAo7dx//vMfjh49ysKFC6/ofQCTJ09m0qRJV3zftUrGOb7p0hai4rrLHHYzqt2MRu9T4r+Hjz7qzwsvdEOjqT4LGyqKQv27b8Fh/BIHm8lP3k3Hjh3p1KkTR788SsbgDG5cfbxafSchhBBVW7lu3bFw4UIeffRR7rnnHtfn3nvvvaLnBAUFFdsKlJqaClBs6xHA6dOnef3113njjTcwGAykp6eTnp6OzWbD4XCQnp5OXl5eie+dOHEiGRkZrs+ZM2euqO4rlRsXR/aJEySrRQNRSRu75iVsIOaXtsSuLHmne0VRqFvXlzp1fNxfdDmqN/RhMvc4B8snbHgdVXXw2GOPkbksE07C/3y+Zx+ld5cKIYQQZVVugejll19m2bJlJCQkcOLECdcnJibmip7TunVrDh48iM1WeEG+vXv3ApS4plBMTAx5eXk888wzBAQEuD4bNmzg4MGDBAQEFFoa4FJGoxFfX99Cn/J0+JNPWDaoD3mKM6SVpYWoYIaZ1uBfrrVVBmNgIBp64bCCNWcv6Ye+4e6778bHx4cWX7fAgYOXeEkGVwshhHCLcgtEfn5+dOnS5ZqfM3ToULKzs/n1118LHZ89ezYRERF07dq12PvatWtXaDB3wadt27Y0bNiQNWvW8NRTT11zfe6iaLXkRHoAYMCAiQsDwC+7bUcJaxDFxmYyfvxSvv56RzlUXP7qD3uYc0uc3WLJu/8Pbd5R7r//flK+SUFn1rGMZbR69gUJRUIIIa5ZuY0heumll3j44YeZMGECwcHBhc5FRJS8zcSlBg4cSL9+/Xj88cfJzMykadOmzJ07l2XLlvHDDz+41iAaO3Yss2fP5vjx4zRo0AB/f3969epV5Hn+/v7YbLZiz1WmdlOm4OAuoCPBBKNwYXxMSRu7WvNKX4Noz55EPvtsK61bhzJuXMdyqbs8BXXtiiO3FZl79+Pb2sbZDU/z8EMfMG3aNPr/NoA/Ry3j0PBf2bDhWXr0qF/Z5QohhKjGyi0QPfnkkwDMmTOn0HFFUbDbr2xdnN9++41XX32V119/ndTUVFq2bMncuXO5++67XdfY7Xbsdnu1bi0obkC1zWYjNTX1qlqI6tf346WXbiA42Kscqi1/iqLQ9NHH2D1hPJ71FCCexkGpdO/endxvstGM1OK46TQmRxoggUgIIcTVc2uXWVZWFomJiYBzyntxnysNQwAmk4mpU6dy9uxZzGYz//zzT6EwBDBr1ixUVaVhw4alPmvt2rWXXbuoshQXiFJSUlBVtfSNXUtoIYqODuX//q9ftdm6ozh1BgzAI6wBsXNVNJZ78al/K4899hh/r/qb/sf6AfCl5otKrlIIIUR155ZAlJCQwIABAwgICCAiIgJ/f3/GjBnDzp073fH4Gk91OFg/fDjbf5wKFB1QDUW37VBV9UILUSkbu1Z3Gp2OJuPGYY5XiJmxCofVyp133klgYCB+Xzk3wP2BH0gnvXILFUIIUa25JRCNGzeOVatWcc899/DWW28xatQoVq5cSbdu3fjkk0/c8YoazZqZSfru3cSnHgHKuG2HasO30TC86/Ytscvs1Kl0bDZH+RRdgeoNH44xOBhLWhoZBw6gscQzol89Vsz8k5a5UeSSy03fPlOtu0uFEEJULreMIVq9ejVvvfVWoWnsX3zxBR988AEvvvgi9erVY/jw4e54VY3k2scs1JlPy9JCpGj0hHZ+u+RnWuw0bvwpWq1CXNzzhIR4u7vsCqM1Guk4bRqmxo0xBAZwevEtDO+SzFc/pdHzyz4ceuEge29cxLr1J+l1U6PKLlcIIUQ15LYxRJdOsVcUhQkTJjBu3DgmT57srtfUSNaMDACyQ4oGonPnzmE0GvHxubKFFePiMtHrNRiNumo7qPpiQZ07YwwKQlE0hHadTMM6HtzV28Tqt5ZiPOMNzVJJ7rC3sssUQghRTbklEDVr1ozt27cXe+72229n//797nhNjeVqIQp2dvlc2kJU3D5mdksmdktmid1EjRoFkJv7KkePPn1Ve6BVZZZkbwJbP8tzIwJw2Mw0e6chALNMX1VuYUIIIaottwSiiRMn8u6777Jp06Yi5xITE4udMi4usKSnA5Dp75yBd2kLUXEzzNIPzyTml7YkbX+9xOdqNArh4aYSz1c3qqqy+cEH+WvQINScDoTWacAzw/3Y//UB2AVLWMJxjld2mUIIIaohtwSikSNHcu+993LTTTcxcuRIvv/+e9atW8eMGTOYMGECL730kjteU2NZzweiDD8rUHwL0aUKZphpPWpP2FQUBa969VD0ejIPHiGo9bOM6utDk7oG/J/yQ1VV7lwl23kIIYS4cm4bQ/TFF18wa9Ys9u3bxwMPPECfPn149NFH8fT0JC0tjaVLl7oGCIvCLGlpqKikexfdx6ykFqLLrUH02muree65ZRw6lFwOFVee5k8/zc1r1tD4wQfxaXgH3oHNePU+f9I3ZsA82N1hKSs3Hq7sMoUQQlQzbl2pumBH+8OHD7Nx40a2bdvG1q1beffdd7FarSiKQv369Tlx4oQ7X1vtWTMyyDOp2HTOKfJBBLnOJSUlFbsn3IVAVPyU+++/38Pp0xnceWercqi48nhcFA4VjZbgDq9yR4tYFh76hQUv/IE6OJ8dzZfTj5aVWKUQQojqply27mjRogUtWrRgzJgxAFgsFnbv3s3WrVtLHHxdm1nS0sgMcI4f8jr/q8C5c+dK7TLTl9BC9OqrN3L4cDJRUTW3Sy3z0CH0vs3xb9aLjz7qzh9Ri7FNdjDv3Zm8zPhC+8EJIYQQpSm3vcwuZjAY6NKlS7EtHcI5qLogEF3cXWa1WklLSyvSZeaw5uCwZgIltxA98kj128z1Shz+9FOOTJ1K5LBhtP/gAxo1asQzLz3NR//3Mf889A8bmmygBz0qu0whhBDVhFv3MhNXx5KeTmags7vs0n3MoOiijLbzu9xr9D5o9DVnFtmVCL3xRgBif/uN5C1byE3YwEOtt+EVrIcX4MmDb8rgaiGEEGUmgagKsF7UZVaWbTsUrRG/Zvfi0/D2Yp93+nQGp06lY7dX/207ShLQvj31z2/wu+e111AdOvS2WMaN9oXfYc+J1cxZu7GSqxRCCFFdSCCqAhqMGoWubzugbNt26L0jCe38dolbd7zzzl80bDiVt95aVz4FVxFREyZgDA4mJyaG2J834123L0+0M6HvZIAXVDa0/7mySxRCCFFNSCCqApo98QT6AZ2AMm7sehn5+Tb0eg3NmgVd/uJqzODnx3X//jcAx/77XzwC70JRNDzzkA8cgplLppNGWiVXKYQQojqQQFRFJONcL+jSFiIPDw+8vQtvzGrLTcRuyShxjMx33w0lL+9V7rrruvIruIqIuO02Qnv2xGGxcPC9bzE1GMLDfia8++vIfzefTx2fcupUemWXKYQQooqTQFTJbHl5ZMfEcM7inEZf3KKMl+5Flrj1FWJ+aUfm8XklPler1WAwaMun6CpEURRav/UWWk9PUrduxRLbAo2iZ+wwbzgA7/3vfZq2+5CffpL99IQQQpRMAlEly9i7lzX9+hFz6G/gyrbt0HkWP+W+tvGKjKTFM88AcPD9r/GpfxeP+/rj0UuH5f/ysD2wjeXLj1VylUIIIaoyCUSVzJ6fj85kIjOw7Bu7Fky713kXXZRxxYrj3H77PD7/fGs5VVw1NRozBt9WrbBmZBD/Ww51u3/JU288C7vBdNMWPp9xS2WXKIQQogqTQFTJQm+6iYH//ENuXQ/g8i1EDls+DrNzoHBx+5ht3x7PwoWH2bw5rhyrrno0Oh1t330XNBriFvxB/mkf3un5DobuBrL/L4OZ9q8ru0QhhBBVmASiKsCBg1QlFSi8j1lxLUS2vEQAFK0nGr1vkWcNHtyCadMGcu+9rcux4qrJv00bGt13HwD73nkHg6rngYmjYQu8ufxl8ix5vPTSn3z22ZZKrlQIIURVUyFbd4jSZZCBHWeX2aUbuxZZpbpg/JBXeJHB1gDR0aFER1/ZNP2apOXzz2NJTaX5+PEoGg3vdRnHtx1mce6DPJ6238c3H7ZGr9cwZEgLGjTwr+xyhRBCVBHSQlTJjnz+OStfHguADz4YMQLODXHT09OLthC5drkvflPX2k5nMtHhk08wNW4MQHDIDQx/riesg2W6BYwZ7cOPPw6jXj2/Sq5UCCFEVSKBqJJl7N3LyePOLpyLxw8lJzvXJSqySrVPA/ya3Yd33b5FnpWXZ2X16hPExmaWY8XViy03ly9H/4amtULcp3Y6PfoBt/ZIQaMp2romhBCi9pJAVMlK2um+pFWqPYPbE9r5LQJajinyrIMHk7n55u/o0GF6OVZcPVizstj98sus6tULnxw9g18ZAsvhP+Zkzv79JOb0w7L5qxBCCBcJRJXMGYiK7nRf0j5mpcnOttCsWSDXXVd7xxAV0Hl5kbpzJ5aUFBLXrOG/I/6L0lzh+DQbfwclMevDSbRr918OHEiq7FKFEEJUATKoupJZ09KKXYOopEBkyTqJ1hiARu9bZFD1TTc14MiRp6XlA1C0Wtq89RZaDw8C2rcHoO8rfVnx4Ar+86KFJntuZs+eWN5/fwOzZ99RucUKIYSodBKIKpGqqlgyMkrsMvPy8iqyj1nsiruw5ydRb8AiPAKL36usuNlntVFwt26Ffp4+ejqNJzVm78dpPDs1gOi2jXj++W4l3C2EEKI2kS6zSmTPyUG1WkvsMru0dUi1W7DnOwdb67xk244rkX/uHJH5wfR9uy/Mhw8Ov8pbb/fGw7qHlL2fVnZ5QgghKpkEokpkSU8HICvI2cV1uW07bHnnABVFY0BrDCzyvJ49ZzFs2P9ISMgut5qro+PffsuqXr2ImTmT2aNno+mj4dCTh/hf2tfErb6f1L0fk3Lox8ouUwghRCWSQFSJLGnOLTiyQpxdXJdrISptUcb09Hz++usU8+cfwmQylGfZ1Y5nWBgOs5mYb78lONObsV+MhVgY/5/XyAx4hOem3cSdo9eSc/avyi5VCCFEJZFAVIlcLUSBRbvMim0hci3KWLS7zMNDx5Ilo5k+fZAEokvUGTgQn+bNsWVlEfPtt7zf4n2MLxtJej+J/3lls2xrI9buimTj/17GnH64sssVQghRCSQQVSLr+UCU4WcFytBClHe+hciz6CrVHh46Bg5sxiOPdCynaqsvRaOh+TPPAHBi1iy80xUmTpwI9eHT16fw0ad9WP7fGBqGJnB2/eM47OZKrlgIIURFk0BUiSzp6di1KlneFuDaWohE6er0749vy5bYsrOJ+eYbXvR8Eb/P/chfm89u35nc/OBUtB4hWLNOkHZAFrYUQojaRgJRJbKmp5Pt50A9/6cQiHOgtNlsJjMzs0gLkWdoV/ya3YdnaJciz1q79iR//XWKjIz8cq+7OlI0GpqPHw9AzKxZ2A6e5u1b3oaR8N3z35GYm0tIh39zKsGH7KRDspaTEELUMhKIKpFf69b4PHAbAAEEoDu/LFTBooyXthCZ6t1CaOe38K7bp8izXn55JT17zmLVqhPlXHX1Fd6/P0Fdu2LPzWXzAw8w+kQ/6v6nLo58B8MmDmPZtsbc8e+7+M/vQ2QtJyGEqGUkEFWisF69CHzqbuDat+1o1Mifxo0DaNas6HR84aQoCp3/+198W7XCkpLCrvvH8YbXS/AubJm+hUOxW8nJtbN3byIWi72yyxVCCFGBJBBVsmScCy1ebmNXhy2f/NR92C3F72Q/b96dHD8+ntatw8qx2upP7+vL9TNn4t2oEXnx8TS6exEtHmkGHeHz2RNZvHgkK1bch8aRTtL2SSX++xZCCFGzSCCqRLlxcZzNPglcvoXIknGYM8sGc2pxvwqtsSYyBgdz/Xff4REeTt7RGO79jx/8FxL3JLJ+12y0Wg1n/3qE9COzSNnzn8ouVwghRAWQQFSJNt17L5u/fBso2kJkMpnw9PR0HbNmnQZAb2pQ5Dk2m6OcK615vCIiuP677zAEBtJhnpn2ra6DV+H9199n1apVBLZ+lm8WX8dLrx0kP2VPZZcrhBCinEkgqkSqw1Hmfcys51uS9D5FA1GnTl/Rvv109uxJLL9iayCfJk3oOnMmN/w4hw+8psKboN6scseoO1izw4P353Tmu+WtWDxzMqpDxhQJIURNJoGoEvVdtw7fhwYDlw9ElmxnC5HBVL/Q8YyMfPbsSWT37gTCw03lXHHN4x8djX90NDdzM29q34Q5kO2RzQvv3strE9vx9ridtK6zmYyj31d2qUIIIcqRBKJKlqJJBS6/KKM16xRQtMvMz8+DM2eeY+HCuwkN9S7namu2J7bcwsB1wfAzHNlxhANZ3/HUS3ehKJDyz0dYz+8lJ4QQouaRQFTJiptlVnyXWcEYosItRAB16/oyeHCLcqyydsg5HsMjE33oQR2YCr9N+43/bjmDR1A78vNyeXfiVzJeSwghaigJRJUk89AhNj3wAPFpR4HSW4gctjzsec7xQXqfhhVaZ23ScPRoOk75kKVt99PtsW5wL7zy6Cvs9buD5766i0mfwuOPL6rsMoUQQpQDCUSVJDcujuS//ybNkAVcpoVIdRDcfiL+LcagNfq7Dlssdh599A9mz94tLRduUm/YMEweASxSFtFiegvUJipD73+Ekc/3w9/fg1GjWqOqKvnJuyu7VCGEEG5ULQJRdnY2zz77LBEREXh4eNCuXTvmzZt32ft+++03Ro0aRdOmTfH09KRhw4bcc889HD16tAKqLp01LQ2rXiXH2wZcCET5+flkZWUVaiHS6L0JiHqEkI6vF3rGzp1n+eqrnbz44gq0Wtlqwp0CHP58OXckATMMWBItvPzjXeyPGUefPo1I3fcZZ/4cStrBr2TPMyGEqCGqRSAaNmwYs2fP5o033mDp0qV07tyZUaNGMWfOnFLve//998nNzeXVV19l2bJlvPPOO+zatYsOHTqwf//+Cqq+eJaMDLL8nVO5NWjwxx+AhATnjvZhYZdfcTooyJOXXrqBhx9uL3tvuZk5ORnzl4uZ9EYoHl/pSJmfwsCpvXGoDuzmVJIzPPj0g99I2v46qsNW2eUKIYS4VmoVt3jxYhVQ58yZU+h4v3791IiICNVms5V4b2JiYpFjcXFxql6vV8eOHXtFdWRkZKiAmpGRcUX3leTABx+onw6IVFFRQ9QQ1/E///xTBdTjx4+7juWn7lfzU/erdmuuW94tyiZ5yxb1jxYt1HdG11GVd1AB9eHvH1azs81q04bvqPCm+voDA9TY1Q+o1pyzlV2uEEKIYpT17+8q30I0f/58TCYTI0aMKHR8zJgxxMfHs2XLlhLvvXTqOkBERASRkZGcOXPG7bVeCWt6OpmBzhaii8cPHTlyBL1eT4MGF6bXJ+9+n9NLbyPr1B8VXmdtFtSlC23eeYc2mz25R+8PD8KMh2bw044fGTPuJurVNXBT+2Ryz67j5B+9SdnzHxzWnMouWwghxFWo8oFo3759REVFodPpCh1v06aN6/yViImJ4dSpU1x33XVuq/FqWNLTyQwoPhA1bdoUrVbrOnZh244LU+5TU/PYv/8cDoeMYSlP9e+8kyaPPMKdXwXQfrQH9ICHhz7MwBEm9ux7jh73z8YjpBOqPZ+0Q9/gsOVWdslCCCGuQpUPRCkpKQQGBhY5XnAsJSWlzM+y2WyMHTsWk8nEc889V+q1ZrOZzMzMQh93sqSlFbttx5EjR2jevLnrZ9Vhw5oTCxTetmPBgkNER3/JbbeVPo5KXLuoCRNoOf5ZXpgYRuDnGhyhDm669SZs9myMAa2I7PsT5wI+YEf6M+g8L8wOzE+t3HFqQgghyq7KByKg1AHDZR1MrKoqY8eOZf369Xz33XfUq1ev1OsnT56Mn5+f63O566+UNSOjxC6ziwORLTceVBuKxoDO88JA6+TkXDw9dbRrd/nB1+LaKIpCi/HjuWniR/xrUl00CyA7PZuuQ7pgNps5fDiF20Yd4/6nz7Fhg7M1LzdhI2eWDSJu7UOY0w9X7hcQQghxWVU+EAUFBRXbCpSa6tzyorjWo0upqsrDDz/MDz/8wKxZs7j99tsve8/EiRPJyMhwfdw95siSlkbWJV1mZrOZkydPFgpEFteWHfVRlAt/XBMmdCcj419MnHijW+sSJas3fDgPPj2XMYvqwO8Qs+MEt98zkCZNAujTpxFdutQlOto5bs2cfggUHbnxazi99FYSN78sW38IIUQVVuUDUevWrTl48CA2W+GpzXv37gUgOjq61PsLwtDMmTOZMWMG9957b5neazQa8fX1LfRxJ+cYosJdZjExMTgcjkKByLVlRzG73Ov1Wnx9jW6tS5QupHt3Phq0musdATAblv+6hheffpi5c4ezfPm9+Pl5ABDQ8iEa3PYnpnoDQXWQGfMTp/7oTfLuD7Bb3Nv9KoQQ4tpV+UA0dOhQsrOz+fXXXwsdnz17NhEREXTt2rXEe1VVZdy4ccycOZPp06czZsyY8i63TOz5+Tjy84sMqj5y5AhA4UCUdRIouqmrqDx+LVryW/NNhPXyhMnw6fRZ/GviS3h4XBgIv3DhYc4k+VHnxi+I7P/b+YHXZtIOfEHcmvsrsXohhBDF0V3+kso1cOBA+vXrx+OPP05mZiZNmzZl7ty5LFu2jB9++ME1G2vs2LHMnj2b48ePu6asjx8/nm+++YaHHnqI1q1bs3nzZtdzjUYj7du3r5TvZElLAyAzsHAL0ZEjR/Dx8Sm0KKOp3kC0HkF4BLV1HZs0aS3r15/mmWe6yqaulaROaAt+y11Crwn9sPrYmPr0VOJi4/juu+9Ytuwkw4f/RP36fmzZ8jChoe2J7PsTOXErSd79PgEtxlZ2+UIIIS5R5QMROLfgePXVV3n99ddJTU2lZcuWzJ07l7vvvtt1jd1ux263F9pK4Y8/nOv2fPvtt3z77beFntmgQQNOnjxZIfVfSqPX0/C++8iN/BgwFwpEzZs3LzRQ3DOkA54hHQrdv3z5cTZtiuX++9siKs8NXr34jGk89uRjqHVVFoxawI1t2/L97yto3DiAnj0bEBTkCTgHZpsi++Ed0RsuGgvmsOWi0XlV1lcQQghxnqKqshlTWWRmZuLn50dGRobbxhN5400uuRznOI1pTM+ePalbt+5ltyTZt+8c69ef4vbbWxIR4eOWWsTVm8AEPuADtOvB2FehTlA4Py1aRfv2LUudBZkTv47EzS8QfsMneIX3qMCKhRCi9ijr399VfgxRTZV7/hdQpIWogN2aRfaZPzGnHyl0b3R0KI8/3lnCUBUxhSmMUEdgvxHYpMFsVLjttj7s2rULcI5lmzFjJ1lZ5kL3ZZ9Zhj0/hYQNz8gMNCGEqGQSiCpJCs6lBPTo8cGHzMxMEhISCk+5Tz/M2fWPEr9OxpxUZRo0zFZmcwM3kNvBjrJFS3i9cG666SaWLlnCW2+tY9y4Pxg8eC42m8N1X0jHNzAGtMJuTiXh76dRHdZK/BZCCFG7SSCqJMkkA87WIQWFo0ePApfOMCtYg+jCDLOZM3exaNERsrMtFVituBxPPPmd32lKU86EnkGzRkOXqOYMHjSIvPR1+PkZGTq0JTrdhf/KaXQehPf4Ao3eh/zkHSTver8Sv4EQQtRuEogqycWBCC5MuW/WrJnrGmv2+UDk49zDzOFQef75Pxk8eC6HDiVXZLmiDIIJZglLCCKInd47yZt8nH4+Jt7/5E3uHrCf8eOLLhFh8GlAWLcPAUg//A1Zp5dWdNlCCCGQQFRpigtEYWFh+Pn5ua65dFPXnBwLw4a1pG3bMNq2lS07qqJmNON3fseIkc19M9H/6Md9wQFM/98P3NG1K+b8fCwWO9OmbcVud3afmSL7ExD1KADnNk/Acn7tKSGEEBWnWky7r4mKC0QXd5fBRS1E57vMfHyMfPPN5bcdEZWrO92ZzWzu5m7+GBRLy91hPHhbID9s28YNjRoR1voNlq5I5MCBJL744jYAgtq+SH7KLvSmhug8wyv5GwghRO0jgaiSFBeI2rYtvK6Q5XwgMhSzbYeo2kYyEi1aHuVRDtVNJGaHjn7P+LP+y3OcXjcBT+MjDB8e5bpe0eiI6DUbjc7DdSz7zDIc1hxM9W5BozdVxtcQQohaQ7rMKsnFgUhV1aJT7i2ZOMzOFa31pvrYbA6OHUutlFrF1bmTO9nPfgYzGIvWxtJp6YT+7oWqycVgm8qJeZOxZl7Y1+ziMASQum8aiZtfJOa3ziRseJac+HWoDtulrxFCCOEGEogqycWB6Ny5c2RmZhYKRIpGT3iPaQR3eA2N3sT69ado1uwzbr75u8oqWVyFcML5nd+ZxSx88SVmUDZZR8CrHoybMYPu9eox97nXGPvgb4VmDqoOO96R/dH7NES155N16nfi1z7IyYU9yT6zDFlPVQgh3EsCUSW5OBAVt6mrRueJT/3bCGjpXINo375zaLUKDRv6FX2YqNIUFB7gAfaxj370w1LPztkYG03eN3EyP5fRn7zHt7Pf5957f7xwj0ZLUOvxNBi0mnr95+PX/H60xkBsufGcXf84yTvfrcRvJIQQNY8EokpyaSBSFIUmTZqUeP3TT3fl3LmXePPNXhVUoXC3etRjOcv5ki/xUrw4PiEbJcGHHp3ro1H+Ye3a5/nkk0/Iy8zEYXG2FimKgkdwO0I7TaLh7RsIvO4pFI0BU/0BlfxthBCiZpFAVEkuDUQNGzbEaDS6zuecXU927J/Y8pJcxwIDPalXT1qIqjMFhcd4jK1sJYoozgWksWlLLP+KfYG7Ro7ghRdeoFWzZnzY5XrOrV9f6F6NzoOgti/Q8Pa/8Qzp5Dqecfxn8pK2V/RXEUKIGkUCUSVQUYsEokun3Kft/4Kzfz1KbsLfMl6kBrqO69jKVu7hHuyKnfci3iNhegJrd65Bl2fj5X92cfdz/yYlJaXIvTrPENfvrdmnSdr+b2JXjCBxy0TsloyK/BpCCFFjSCCqBNlkY8HZJVJSILJmOxdl1HnXp1276dx118/ExmYWeZaovkyY+J7vmc50jBj5gz+4r+391Bn7NDCY9f9sIyoqirlz55K0eTP5iYlFnqHR++DTwLk2VebxeZxadDNZJxdKiBZCiCskgagSFLQOeeKJ0W7k2LFjhQKRw27Gdn7380OnvNmzJ5FFi44QEOBR7PNE9aWg8AiPsIlNNKEJpzjF5v+8R/clgezYs5NevXoxevRobhswgLk33sjhqVOxZmW57tcaAwi7/n0i+/4Pg29T7PkpJGx8hvg1D2A5vxeeEEKIy5NAVAku7i47deoUFoulUCCyZccCKorOm3Ydm7N168NMnz4Ib29DJVUsylt72rODHQxnOFbFyoaBs7k3agQv/vQiP3/zDYdybTx27Bjvv/UWy268kSOff44tO9t1v2doF+oNXERQm+dRNAZyE9ZzZtkQ7NasUt4qhBCigKJK23qZZGZm4ufnR0ZGBr6+vtf0rHTS2cQmbNjQL9MzcOBATpw4QcOGDQHIiVtN/LqxGANaUX/gYjdUL6oLFZW5zOUZniGZZDRoGHLifhZEB+Hl2Eh+/ibCdDrGBAXRIyKCpuPG0ej++9F5e7ueYck8wblt/8YztDNBrZ9xPtduweEwo9X7VNZXE0KISlHWv7+lhagS+OPPQAYymMEcOXIEo9FIvXr1XOcLujoKNnUVtYeCwmhGc5CD3Mu9OHCwoNEs9Idn0ev9AezevZtm0dG8l5jIywcPsuTdd1nVqxfHpk/HlpsLgMG3EXX7fE/gdU+6npsTv5oTv3Yi/q9HyTz5Ow5rdkklCCFErSSBqJIdOXKEpk2botVqXccKNnX9eVUkr7++hiNHis40EjVbMMF8z/csZSn1qY81MoUl499gStv/Y8bOn/jxh59J9PTnubg4Pjx8mA3vvcfq3r05+eOPOKxWFEVB0VzYqjDv3FZUh4Wc2D9J3PgsMb92JP6vR8k6uVDCkRBCIF1mZebOLrOL9e/fH5PJxG+//eY6ZsmMwZx2gF53xLBzdxpffTWIceM6uu2donrJJpvXeI1P+RQVFQ0aGm/twbGHWtLFy8GRg/PIz83lVh8fBvj60qRZMzp98QW+LVq4nqGqKpb0Q2SdXkz26cVYs066zilaIw2HrC80nV8IIWoK6TKrJoqbcm/wbYyp/m0890Iv7rijJbff3rKSqhNVgQkTn/AJW9nKbdyGAwfHuvwF+75Cv+QkP5+ez1PPPssKq5VHz5zhlR07+Gv/fhwOh+sZiqJgDIgiuO2LNBi0mvoDFxNw3RPofRpi8G1SKAylHvgvmScWSMuREKJWkRaiMiqPFqK8vDy8vb2ZMWMGDz30kFueKWq+3exmMpP5Wf0ZVXH+17cvfWn+y0D2fHKM5IRVHDp+hMaNG/Poo49yQ3o6LW+/naAuXVAUpdCzVFXFYUlHawwAwGHNJubXjqgOCxq9D/4tx+Lf8iEZjC2EqLbK+ve3BKIyKo9AtG/fPlq3bs369evp0aMHAPb8VDJPLsDg2xjviF5ueY+omQ5zmClM4Qd+wIbNeXB/CHcnP8SjHgOY+cVM/jd3Lg6bjb5BQXy0Zg1R0dGlPtNuTif90DdknV7k6lbTGPwJaPUo/s0fQKPzLOdvJYQQ7iVdZtVAcbvcm9MPcXjNB8z4z3/JzDRXVmmiGmhBC2Yyk2Mc4yn1KTxt3nBdEvN6vs/QrkMJmR3C5/O+5fa2N7HNbOa6Nm0YPnw4WzZvZvfLLxO/dCl2c+H/jGmN/gS1fYEGg1YR3v0z9L6NcVjSSdn9PicX3kTeuS2V9G2FEKJ86S5/iSgvR44cwc/Pj5CQC+M3LFknWLG9Pq9/G8VPm35kwwbpShOla0ADPlM+413du8xiFp/xGcc4xkd8BHcooG3Oi1mf0CLfwQcffMD13boR7eHBsO++4/qICBrdcw+N7r8fY3Cw65mKosGnwSBM9QaQdfJ3UvZ+gj0/Bb1PY9c1qupAUeT/Uwkhagb5X7NKVDCg+uJxHVkn5mPQ22naUMOQIc1LuVuIwnzxZTzjOcxhFrOY/o7+oFHh9sN8fM8jHHn4CNsPbOc/70wl1zeEtxISeGzvXj58911+6daNfyZOJOvo0ULPVDQ6fBsPp+GgVUTe/GOhwddxq0Zz9u+nz29A7Li0HCGEqFZkDFEZlccYoh49etCwYUN++OEHAPKSdhK7YjiKxkDD2/8GfRA6nWRWcfUOcYiJlldZYHAu69CIRlz32RgWjbcz9A5PLMmL+HPjRhwOBx29vOjj48Ntt9xCy0cfJahbtyKDsAtYMmM4tehm188670h8G4/At/Gd6L0jKuS7CSFEWcgYomrg0in36Ye+BsCn4R3oPEMkDIlr1pKWzDf8ykIWUo96nOAEi55+Hf3c3xn9bB8WrV9PQlIS/x7/Amf1PkxJTOTWH35gzMCBfNuzJyfnzCm0mWwBg29j6g34A79m96LR+2DLiSV178ec/L0Hp5bcSvaZ5ZXwbYUQ4urJ37iVJC0tjaSkJFcgsmSdIjVmBSu318OvhYwbEu41mMHsZz/jGY+CgvXu3Tx200BmMxu/QD/8Gt3JmYzH6d5lEsO7dmVDbi4Pr1/P4LFjmRQdTdzyogHHIzCa0M5v02joFsK6/QfP0K6AiiX9IHChZSk/eTfntr1O1ukl2C0ZFfelhRDiCkggqiRHz4/VKAhEttyz/G99F574+GbuHrOrMksTNZQPPkxlKpvZTBvakKKk8CAP0ohG/Nn5W/yjrNw75lZmbtxI7NmzTH3sMbK13rx7+jTdx43jo48+Ij09ndzY2EKtRhqdJ76NhhLZdx6Nhm4lvPtneIZd7zqfE7+GjKPfk/D3k8T82oEzfw4nZe+n5CfvRnXYK+NfhRBCFCGBqJIUTLlv1qwZAF5h1+Pf6klMJj233tqsMksTNVwXurCd7UxhCkEEcYYzLO3+Ndn73+fPcVNYxSo8g4NoMug5TuY8TfPGL3JTr15MnDiRyMhI7uvXjy/atCFu8eIiz9Z5huDTYBBaw4V+eq/wG/Br/gAG36agOshP3knq3o858+dQYn7r5NrMWAghKpMMqi4jdw+qfv311/nmm2+Ii4srdPzcuRwCAz1l/JCoEPnk8yu/8iVfsoENruPNaU7brQNZ/qAX427txYcf9ufs2bN8MW0aUz/4iCyrmXoREQy/6y6GDx9Oc50Oy7lzhPfpg85kKvF91pw4cs/+5fwkbABFS+Nh21E0zs2NM47/hKIx4B15s6yOLYRwC1mp2s3cHYjuvvtuEhMTWbVyGdmnl+JT/1YUrcENlQpxdfayl+lM5zu+Iwtnl5iiKnS33cgD+vsYznASD9mJivqUyDpJDLpd4fffF3D27FkCPT3potNxg78/PTp0IKhNG/xbt8YvOhqfpk3R6PVF3qc6bFizT2Pwda5tpKoOTiy4AXteIorGgFdEL3zq34ZnaBe0nmElzngTQojSSCByM3cGIrvdTlRUFL179+b/JvThvx98TdfOofQaO8dN1Qpx9bLJZi5z+Z7vWc9613E9etrG3cjeiaH0zunP0l/H4HA42Lx5M288/gr/HN5KkjkPb42Gzl5eXO/tTQdPT7w8PfGNisKvVStMjRu7Pp4RESharev5DlseaQe+JOvUIqxZJwrVpDH44dv4TkI6vOY6ZrdkoDX4lf+/ECFEtSaByM3cGYg+/vhjXnjhBTZs+Bv7/vfo81gHHGjZt+9JWrYMvvwDhKggpznNPObxIz+yhz2u494OE0M1dzCa0VyffRN1Qz8hL8/KD1+2ZNvaBSxZu5ajiYkYFYX2np5c7+1NZy8vfC4KQC2ee47mTz0FgN1sJvf0aUxNmwJgST9E1unF5MSuwJJ5HFQ7/i3GEtLRGYjslgxifmmPR1BbvOvdgimyv6ulSQghLiaByM3cFYhOnDhBdHQ0Dz/8MO9NuJ3NPz/D5B9vAL/rWblyjBsrFsK99rGPucxlDnM4yUnX8QB7IB6L2qL7qQ0nfvgIreIMPWPGfMvq1Usw6g5yNOYAWo2GduHhdPHxoYPVyq2ffkrEbbcBcO6vv9gyZgyBnTvTfd68Qu912M1YM4+j6Lwx+DQAID95F2f+HFboOoNvU7zr9ccU2R9jYBvpYhNCABKI3M4dgUhVVfr378/Ro0fZt28f6ZvHkXduM/5R4/CJmoCHh2wtJ6o+FZXNbGYOc/iJnzjHOde5etTjdm5nEIN4oeNh9u9M45dfRtCtmz8LFy7kf//7jfXr12K3W2kVFcWQ229nyJAhhBw5wuEpU4gcNoy2777rfI/dzt433sC3VSt8W7bEt0ULdN7ernfZ8s6RHbuCnNg/yU3cBA6r61x498/waTAIcA7ktmafwejXHK1HYIX8OxJCVB0SiNzMHYFo1qxZjBkzhmXLltGzUx3OLL8dFB0Nh6yT7Q5EtWTDxmpWM5e5/MZvZJLpOuft8Kblma48EDSCkaZhhBLKt9/uYuzYn2nZMpPrr89h8eLFJCUlYTL50aXT9Qy8uQf9hwwhOjqa9F272HDXXYXe51W/vjMcnf/4tW6NZ506OKxZ5MavJTt2OTnx66jX72eMAVEApB36huSd7wCgNQZhDIzGM7QzniGdMQa1RaM1Vty/MCFEhZNA5GbXGogSExOJiopi0KBBfPfddyz87/OsXX2cpx5tTOObPy6HioWoWPnk8yd/suj8r7OcdZ1TUOhEJ5omtiV9WTDdNTfwyn2DcNgdbNy4iX793sRsPoZefxar1UJwcDDXd+hIW08PWgFBCQlYkpKKfa8hMBD/1q3xb9MGv9atCb6hC1qjl2sqf/rhmaQdmokt50yRexWNgcj+v+IRGA2ALT8ZUNAa/F33CyGqNwlEbnatgeiuu+5i7dq1HDx4kAB/P7q2fY3t+z155onmfPL5qHKoWIjK48DBTnayiEX8wR/sZGeRa+pQh250Izq7AwteySJusRcndr/Atm1bWLNmDbNnL+DMmYOAnZCQEG664QY6N2lCPa0vLR3ZZB06SNaRI6j2C6tdawwGBuzejdbobPVJWLECVVUJ6twZnY8RS8ZR8pN3knduG3lJ27BbMmhy5x40Og/n9RufJ+vkfEBBY/RHawxEawxE5xmKwbcJ/i3HFlp0UghR9UkgcrNrCUS///47d9xxB3PmzGHUqFGoqsq8eft4953V/LniISIiZAE6UbPFEcda1rKJTWxmM//wDzZsRa5rSlM6nP/1yytpbJ+ez/h7m2EyxbN27Vq2bt2KzWZDUUwMHdqf66KiqG8yoSSZCc3KoI6HnU6fTnU9b92QIWTu30+nL76gzi23AJCxfz9pu3bhWb8+nuGemBq3R6Nzjt87u/4Jss8sLeFbKDS5az8anScAKXs/xZJ+EL1vE/Smeui9I9Gb6qHzqoOiKbrukhCickggcrOrDUQZGRm0atWK9u3b88cffxSa+aKqqsyEEbVSLrnsYAeb2cwmNrGDHZzmdLHXNrA1oofuBq7netgQztO9FhDom0Tr1mYOHTpEYmKi69qgoAi6dGlLq1ataNasFcd+2ULz3CTu+ekzvOrWBeDItGkc/vhCN7Wi0+EZEYF3gwaYGjfGu3EDvOuH4FHXD60XOCxp2HLPYs9PJrj9RNd9Z1aMID9pe9GCFQ06rzo0HLwWReMMWnnntqA6rOi86qLzjpBxS0JUIAlEbna1gejRRx9l7ty57N+/n3r16pVjhUJUb8kks4td7Lzo1zGOFbnOU/Wktbk9PT2604pWhKeG8+8Rq9mx5gh33hlKXt5Z9u3bx8mTJ8/foaVDh7a0bduWdu3asWflaWxn0rnZdI7AlGM4zOYSa9KZTJgaNya4e3eiXnzRdTz7xAkcxGDPj8GadQprTizWnDPYsmNRHRa0nmE0HrrZdX3sylHknbvws9YzDINvEwx+TTH4Ncev6SgURbbrEaI8SCBys6sJROvWraNXr158/vnnPPHEE+VcoRA1TzrpbGGLqyVpM5vJIKPYawPVQJqpzWipaUkzmpG2ScMv7+zDNx06R3nwz+5/2LdvH+bzAchgMNK8eTOa1K+PByb27leJCvHizoY5eJ07hxIfDw4HAKG9e9N1xgzXu5a2bYstO5veK1ZgauxcEDL2999J2boFQ5ARQ6AHRv8WGAICMAQGkpM0HWvOQWy5Z1HteYXq1nqE0HjYVtfPSbvew5ZzFp1nKFrPEHQeIWg9Q9Gd/2iNAe78VyxEjVfWv79l4ZtytHLlSnr06MFjjz1W2aUIUS35488t53+Bc7D2IQ6xmc1sZztHzv86wxlSlVS2KFvYwhbnzd2Axc7fxuBNIxrRz9aP+D/sZKy30SWwDiRYOXfkHH/v3EVKylkOnIJfz/eCmUwmHHZvdBofuh48SedXXyUyMhI/b39O5kI9mx1jeLir1pQtWzj9v/+V+n00RgMedcLwrGfCM9KAqbEJ31adXeczDx0iK2YhdnNisffrvOvS6Pa/XT8nbZ+E3ZKO1iMYnVcEelNd9N6R6LwjZfC3EFdIWojK6Gq7zPLz8/Hw8CjHyoQQOeRwjGMcPv/rOMc5wQliiCGOOFRK/5+5EFsYpjMhBMYF0ZRwjHFGHGcczJ36D/aUfNq19CM15Rzx8fHYbBcGgxuNRiIjI4mMjCQ9wYaPYqBTXU/qeWoItNvxtljwyM5GSU9HtVqLvDesb1+6TJ8OOMcULom+Du+m+bSc8Bg6Lwe2vHPkxB7EnnsORZ+PRheKf+P/wxAYiDEwkLi/hmDLiS32Oxn8mtHgtj9dP2ccmwc40HqEOFuaPELQeYbIAHBR49WoLrPs7Gxee+01fvrpJ1JTU2nZsiX/+te/uPvuuy9777lz55gwYQKLFi0iNzeXtm3b8s4773DzzTdfUQ3u3u1eCFExzJg5xSlizv8qCEoxxHCc42SRddlnKKpCsBJMmD2MnB1aTizJpYE9gHbBdbDEWsiJzeHvZUdw5OSgIw+btfAMOq1WT2hIEP6+vvibTGDT4a3XUTcihIjoVvj6+uLt4UHsF19gzMnhljlzCI+MJDg4mJh33yX2118LCgH1wkQM37YKxjAPjEEGdH6g87Gh8TSj0VvwCOlEvX4/AxC/bBm5Ga+h2lOKfDetRxDGwLbU7fWN61j2mWWA4lx2wCMQrTEIjcFXxjmJaqlGBaL+/fuzbds2pkyZQvPmzZkzZw4zZszgxx9/ZPTo0SXeZzab6dSpE+np6UyZMoXQ0FA+//xzFi9ezMqVK+nZs2eZa5BAJETNo6KSSqorIMURRyyxhf4ZTzxWirbulMgBnANdrA7daU/yDyv45fhQzxCANlULqbD37wQcWXbqh/pgz7OQm5lLRnomjovWVCqg0ejw0HkS7m3AX6fBG9BYVVSrlkCdSqjOjrdGg6dGg9f5T/2bunH9u28QGN4Eo9HIkqgoQm+xUOe2HqhqJvb8JKw5CSiK83/+88/qSVpaH62XFzpPT4L6/4PWs/Bgc1VVUPDCu25XIs6Hp2NffYVD2URAu2gMAXXRGv3JOZ1E7qkEFI03Gq0Jjd4XRatF0WpBo0FRFBSNxvl7jQYUBb3JRGCnTq53pe/di8NsxqdFC/Q+zmVJLBkZWFJT0eh0KFotGoMBjdGI1sMDjV5auUTJakwgWrJkCbfddptrDZ8C/fv3Z//+/Zw+fRqttvgVZb/44guefPJJNm7cSLdu3QCw2Wy0bdsWk8nEli1bylyHBCIhaicHDpJJJqGYX2c5SzLJpJNOGmmkn/9lp2iwuSwVSNHhmehLXUcgxiQjuiQde1acQ01UaRkahC5XwZJuIfl0FqlxWegdDrBYsZpLDmw6nQ6Nqsdbp6dJdDMCg4Lw9/cnaddhNEkJhJms+OpBn+UMVZ4aDfX6gclfwcv3/MdHg1GvYDQo+IR1oP4tvwGwrGNH6j+cit6v+Hebz8GJzy60KkXe50DnAw6L86Nanf/UeflT/86xBEY/BcCa/v1Bf4wWzz+Nb/NWKFoPElauIeab71BtznusqRdayhS9Fq3RA43RA62nJzovL/S+vniEhtLxs89c18UvW4YlNZXQG2/E6/ysX0t6Onlnz6Lz8kLr6en6FKxNJaq/GhOIxo0bx7x580hLS0N30X9A586dy+jRo9mwYQM33HBDsff269ePM2fOcOjQoULHJ0+ezCuvvEJsbCx1z69NcjkSiIQQZaGikk02aaSRTDJJJfxKueTXVYWoAvlA5iWfrPP/TAcygFQFfaYOTZoGJV0hP8EG6So6s4Ijx4Ej11GmVykaBYOHAb2HAZvVgdGgEhiox8OowWiA3GwFDRDqZ8Vbp0GTGoxi12Kx6ghokEJwUD4GnYJOq+BQteh1Cl4eKt6+odTt+jpGo5GYadPwizqEZ4AdvRZ0OgW9VkGnA71WQc1ViPtKg05xvqvRQyrekaBRFTQOwKGg2gB0+DRvT71+PwHw9513ogveQVjftniE10VR9OTGnSVl01ZUu3N/4KQ/nQFO0evxbaPFEKRFo9WjaI0oOgManQcaoydNxz2Kd+QtKIrCmfnzyY3bRWCXaEyNGqMoWizpmWQcOITGYERj8EDn1QCdhycagwE0ZhQtaA2eaIweKAYP5+8Nnmj0elmfzs1qzCyzffv2ERUVVSgMAbRp08Z1vqRAtG/fPm688cYixwvu3b9/f5kDkRBClIWCgs/5X/WpX6Z7HDjIJJMUUkgllcxLfmWc/5Vz0a9cci/85JGD2cNMTkAeFizYdVbMihkLloveohbb9eca7WQHsrkQpPLOf/IL/1PNUzHnmTHnmSEP8vMgIw/IPX+d2fk5dP6f+Ga4jnEGlBgFrIAFVLPq/L0VIBm4aFzoqjL9q3N645KfNYBGQaNT0WqPozF4oGgUbDY7ilbFuPAUGq2CRgM2VYsDBaPRgUGv4rDC/7d398FRlfcewL9nz252E5Ykm2BeViJRXrwhvNUKhCoNLaCAHVCqFdpYbUKntiBiO9PK1YK5pSNMZ1o7glVGhIyBQC1QO4oWCKT1IhZ68SVggBRoiQkoJIS8J3vO+d0/skmICQF2z1my7PezcybLs8+z53d+Ptn8PLv7HMVmQ6vugOMI4In3QVUBm6qg1WeHLircMTpiPnwXsYPvhqLY8NmHR+Fw1SNlfyvs/r4trQ74NDsGxmhwR2uo/z8FithQr7uQOqIN8bcYcKjwF3oKVBtgVxXYVRtSJyxDVHQszvz5zzBaDyB2uA0Ol6v9bJ8hQEMjbIoCVVHQcuRW2CQacb5oJA+qgzPpHFSbHTbFBtWmwqaoUGw2xGWMRPLE/4E9Jhlf/O1vuPDpn+C6uRHRKV5AUWBoBhr+daL9Gn6KCrs6GTbVA6gqDJyCoZdDsantnyPr+KmoiElLQ9yIB+GISUVTZSXqT+wDHGfguikJUGwQQ9Dy+fn2hVEVG2KSJ8EenQQA8DV8htYLRwBFAWDzf0ZNAZT2t1KdnpGwuwa1z9Pmc2irO+EvFv190HFfQZR7CFRXwjVMmp76fUFUXV2N2/zrfFwqISGh8/G+xnb0u9axra2tneuVAO0VJhGRFWywId5/G4qhgT/Rlz5KIxC0ohXNaEYTmjp/dty6FVZqI85H1eJs1AW0pTYj2qOgDW1oRSv+dfoLNBktSPRGQaI0tKENNY0NOHfxItRoQbRHQav/Vt/cDF3VIFE9L83SEVMvjUCbf+sonjru+/rYtC9tHe06AF1gaIChC6C1dvXRAZ//cegANAPQgSb/Y+3PqwOaD/AB57VL9mVva7/fjPaisXK3/zkA1ACfnO7aR1ccl7RpAPSLwIdX+g+5+EodLtH7Cu9fpij/C1V9DTabDYphQIEO1d5ei9iU9uKw/T5gsynQGzdBMdpLDtUF2KPR/vkvfx+lc1MQ5f4dbPZoaLW10JrOwRHrL1Uu6Q//SS9n7G1Qo2KhKAqM1mr4Girw3zkejBve89vYqZNfhjutfcmNprP78Pn+py57fMmTfofYW++/hrz11O8LIgB9nj680qnFQMc+//zzyM/Pv3JwRET9lAIFLv/Ng6tY0DHav31Zbye6Bvi33p4D7YWPhvbiqaOw8sGHNrR1/mzWW9CktUBRBeI0oDk1NEa14LzWABmoI/5WJ3T/7VRFNRpbWpGUEgPXQBt06LjY0ITyE9WwOxUM/y9PZ99Py75AzcUm3DosDgmDXNCho7auGYc+rkSUU8VXJ6TA8N8+Lj2LczX1GDrCg+TUmPazdY3NOHioEvYo4M6JqdChw4CBY8fP4dyFRtwyZCBuSomBDh3NrT4cPnIWigqMGntT5/NWVNbiQm0zbkqORsKgaBgw4NN0nDhZg6TUaMRE2WH4DOg+DUabDkMzoLfpEE0ghgJDN2C0GhCfBtEFogGiCwzNgGj+fjraN0MwtepOzDw1HLpWC13TYOgadF2DrvsghoHo9HS4kr4K2JyoKS1FfcVHiEpywJGQAMPQobW0oOHUKegiMHQdvotxMHw2GIYBxdUEW3QTDAjEaC9pRQyIAM7kZESnjofNEYvasjI0VHwCV4oKe2wsDMOAYRhorT6PqIQECABnwkiozgSICNoaPkNbrQZP6lC4EgdCxAAggBgQMWBzdF3n0+ZwwxE7FOjsI+2zzP/T5oi58vy+gn5fECUmJvZ6JqempgYAej0DZMbYpUuX4qc//Wnnv+vq6njpDSKiq6RAgcN/G9Br5QRA9W+XcgJI6aVvby+/bgBje2nP6KUtFkDPT1AAo3tpG3CZviN6aXMCuKOX9pv926XsX3oOXtLuqrkHT4N78DRL99HvF5UYPXo0ysrKui2GBgClpaUAgFGjRvU5tqPftY51Op2IjY3tthEREdGNqd8XRA888AAaGhqwtWNhMr+CggJ4vV5MnDixz7FHjx7t9vV6TdNQWFiIiRMnwuv1WhY3ERERhY9+/5bZzJkzMX36dPz4xz9GXV0dhg0bhqKiIrz77rsoLCzsXIMoLy8PBQUFOHHiBIYMGQIAyM3NxZo1a/DQQw91Lsz40ksv4dixY9i9e/f1PCwiIiLqR/p9QQQA27ZtwzPPPINly5Z1XrqjqKio26U7dF2Hruu4dFklp9OJ4uJi/PznP8cTTzyBpqYmjBs3Du+88841rVJNREREN7Z+vzBjf8GFGYmIiMLP1f797vefISIiIiKyGgsiIiIiingsiIiIiCjisSAiIiKiiMeCiIiIiCIeCyIiIiKKeCyIiIiIKOKxICIiIqKIx4KIiIiIIl5YXLqjP+hY0Luuru46R0JERERXq+Pv9pUuzMGC6CpVV1cDANLS0q5zJERERHSt6uvrERcXd9nHWRBdpYSEBADA6dOn+0xoJKirq0NaWhoqKioi/rpuzEUX5qI75qMLc9GFueguFPkQEdTX18Pr9fbZjwXRVbLZ2j9uFRcXx0nsFxsby1z4MRddmIvumI8uzEUX5qI7q/NxNScy+KFqIiIiingsiIiIiCjisSC6Sk6nE8uXL4fT6bzeoVx3zEUX5qILc9Ed89GFuejCXHTXn/KhyJW+h0ZERER0g+MZIiIiIop4LIiIiIgo4kV8QdTQ0IAlS5bA6/XC5XJh3Lhx2Lx581WN/eKLL/DYY49h0KBBiImJwaRJk1BcXGxxxNYJNBefffYZlixZguzsbMTHx0NRFGzYsMH6gC0UaC62bduG+fPnY9iwYYiOjkZ6ejq+973voby8PARRWyPQXOzevRvTp0+H1+uF0+lEUlISvvnNb2LHjh0hiNo6wbxmXOrZZ5+FoigYNWqUBVGGRqC52LBhAxRF6XU7e/ZsCCI3X7Dz4s0330R2djZiY2MxYMAAZGZmYu3atRZGbJ1AczFlypTLzouQzA2JcNOnT5f4+Hh5+eWXZc+ePbJgwQIBIBs3buxzXEtLi4waNUoGDx4shYWFsnPnTpkzZ47Y7XYpKSkJUfTmCjQXe/fulUGDBsm0adNk/vz5AkDWr18fmqAtEmguJkyYILNnz5bXXntNSkpK5PXXX5eMjAxxu91y+PDhEEVvrkBzsXnzZnnyySdl8+bNUlJSItu2bZN77rlHAMjrr78eoujNF2g+LvXhhx+K0+mU5ORkyczMtDBaawWai/Xr13e+Tuzfv7/b1tbWFqLozRXMvHj++efFZrPJT37yE3nnnXdk9+7dsnr1annxxRdDELn5As3FkSNHesyH4uJicTgckpWVZXncEV0Qvf322wJANm3a1K19+vTp4vV6RdO0y45ds2aNAJD333+/s83n88nIkSNlwoQJlsVslWByoet65/2DBw+GfUEUTC4+//zzHm2VlZXicDgkLy/P9FitFkwuetPW1iY333yzTJ482cwwQ8aMfPh8Phk3bpwsXrxYsrOzw7YgCiYXHQXRwYMHrQ4zJILJxT//+U+x2WyyatUqq8MMCbNfMzZs2CAA5NVXXzUzzF5F9Ftm27dvh9vtxkMPPdSt/Qc/+AGqqqrwj3/8o8+xt99+OyZNmtTZZrfbkZOTgwMHDqCystKyuK0QTC46VvG+UQSTi6SkpB5tXq8XgwcPRkVFhemxWi2YXPTG4XAgPj4ednt4LpJvRj5WrlyJmpoa/PrXv7YqzJAwe26Es2BysXr1ajidTjzxxBNWhxkSZs+LdevWwe124+GHHzYzzF7dWH/JrtHhw4eRkZHR48V5zJgxnY/3NbajX29jjxw5YmKk1gsmFzcas3Nx8uRJ/Oc//0FmZqZpMYaKGbkwDAOapqGqqgrLly/H8ePH8bOf/cySeK0WbD4+/fRTrFixAn/4wx/gdrstizMUzJgb3/rWt6CqKhISEjB37tywfZ0JJhd///vfkZGRga1bt+L222+HqqoYPHgwnn76abS1tVkatxXMfP0sLy/He++9h3nz5oXk9yU8/zfNJNXV1bjtttt6tHdcyLXjCveXG9vR71rH9kfB5OJGY2YuNE1DXl4e3G43nnrqKdNiDBUzcjFr1iz89a9/BdB+vaItW7bgvvvuMzfQEAkmH4ZhIDc3F3PnzsWsWbMsizFUgslFSkoKnnnmGWRlZSE2NhalpaVYuXIlsrKysG/fPowdO9ayuK0QTC4qKytx7tw5LF68GL/61a8wcuRIFBcXY+XKlaioqMDGjRsti9sKZr5+rlu3DgCQl5dnTnBXENEFEQAoihLQY8GO7Y9utOMJhhm5EBHk5eXhvffew9atW5GWlmZWeCEVbC5efPFF1NbW4syZMygsLMTDDz+MgoICzJ8/38wwQybQfPz2t79FeXk5/vKXv1gR1nURaC5mzJiBGTNmdP7761//Ou677z6MHj0ay5Ytw5tvvmlqnKEQaC4Mw0B9fT2Kioowb948AMA3vvENNDY24oUXXkB+fj6GDRtmerxWMuP1U9M0FBQUIDMzE1lZWWaF1qeIfsssMTGx12q1pqYGAHo9A2TG2P7oRjueYJiRCxHBggULUFhYiA0bNmDOnDmmxxkKZuRi+PDhGD9+PGbPno0//vGPmDp1KhYuXAjDMEyP12qB5uP06dNYtmwZli9fjqioKNTW1qK2thaapsEwDNTW1qK5udnS2M1m9mtGeno67r77bnzwwQemxBdKwf4tAYB77723W/vMmTMBAIcOHTIrzJAwa17s2LEDZ8+exYIFC0yNry8RXRCNHj0aZWVl0DStW3tpaSkA9Lk+yOjRozv7XevY/iiYXNxogs1FRzG0fv16vPrqq8jJybEsVqtZMS8mTJiACxcu4Ny5c6bEGEqB5uPkyZNobm7Gk08+CY/H07nt27cPZWVl8Hg8WLp0qeXxm8mKuSEiYfkljWBy0dtnUYH2XADh96UVs+bFunXrEBUVhUceecT0GC/L8u+x9WM7duwQALJ58+Zu7TNmzLji1wNfeuklASAffPBBZ5vP55PMzEyZOHGiZTFbJZhcXOpG+Np9MLkwDEPy8vJEURRZu3at1aFazqx50cEwDMnOzpb4+Hjx+XxmhhoSgebjwoULsnfv3h7b2LFjJT09Xfbu3Svl5eWhOATTmD03Tp48KW63W+6//34zwwyJYHLxyiuv9LpGz+LFi8Vms8m///1vS2K2ihnz4syZM2K32+U73/mOVWH2KqILIpH2tRE8Ho+sXbtW9uzZIz/84Q8FgBQWFnb2yc3NFVVVu03MlpYWyczMlLS0NNm4caPs2rVLHnjggbBfmDGQXIiIvPHGG/LGG2/IqlWrBIAsXLiwsy0cBZqLRYsWCQDJzc3tscDYoUOHrsehBC3QXMyePVt++ctfytatW6WkpEQ2bdrUuTDjmjVrrsehmCKY35MvC+d1iEQCz8XUqVMlPz9ftm/fLsXFxfLCCy+I1+uVgQMHSmlp6fU4lKAFmou2tja54447JC4uTn7/+9/Lrl275Be/+IWoqiqLFi26HocStGB/R1auXCkAZOfOnaEMmwVRfX29LF68WFJSUiQqKkrGjBkjRUVF3fo8+uijAkBOnTrVrf3s2bPy/e9/XxISEsTlcklWVpbs2rUrhNGbK5hcALjsFo4CzcWQIUMum4chQ4aE9iBMEmguVq1aJePHjxePxyOqqkpiYqLce++98tZbb4X4CMwVzO/Jl4V7QRRoLpYsWSIjR46UgQMHit1uF6/XKzk5OXLs2LEQH4F5gpkX1dXV8qMf/UiSk5PF4XDIiBEj5De/+U23RW/DSbC/IyNGjJD09HQxDCNEEbdTRPxvVBIRERFFqPD6tBYRERGRBVgQERERUcRjQUREREQRjwURERERRTwWRERERBTxWBARERFRxGNBRERERBGPBRERERFFPBZERHRDe+6556AoChRFgdvttnx/8fHxnftbtGiR5fsjInPYr3cAREShsH//fqiqavl+du/eDU3TMGnSJMv3RUTmYUFERGGvqakJMTExffbJysoKSSx33nlnSPZDRObiW2ZEFFY63gI7dOgQHnzwQXg8HgwdOjSg59qyZQvuuecepKamIjo6GhkZGXj66afR2NjYrd+UKVMwZcqUHuMfe+wxpKenB7RvIupfeIaIiMLS3LlzMW/ePDz++OM9CpirVV5ejlmzZmHJkiUYMGAAjh49ilWrVuHAgQPYs2ePyRETUX/GgoiIwtKjjz6K/Pz8oJ7j2Wef7bwvIrjrrruQkZGB7OxsfPLJJxgzZkywYRJRmOBbZkQUlr797W8H/RwnT57Ed7/7XaSkpEBVVTgcDmRnZwMAysrKgn5+IgofPENERGEpNTU1qPENDQ2YPHkyXC4XVqxYgREjRiAmJgYVFRWYO3cumpubTYqUiMIBCyIiCkuKogQ1fs+ePaiqqkJJSUnnWSEAqK2t7dHX5XLh4sWLPdrPnz8fVAxE1H/wLTMiikgdBZXT6ezW/sorr/Tom56ejuPHj6O1tbWzrbq6Gu+//761QRJRyLAgIqKI9LWvfQ0ejwePP/44tm/fjrfeegvz58/Hxx9/3KPvI488gpqaGuTk5GDnzp0oKirCtGnTEBsbex0iJyIrsCAiooiUmJiIt99+GzExMcjJyUFubi7cbje2bNnSo+9dd92FgoICHDlyBHPmzMGKFSuwdOnSXtcmIqLwpIiIXO8giIis8txzzyE/Px8+nw+Kolh++Q5d1yEicDgcWLhwIVavXm3p/ojIHDxDREQRweFwIC4uzvL9JCYmwuFwWL4fIjIXzxAR0Q2tqqoKVVVVAABVVfGVr3zF0v199NFH0DQNAJCUlIRbbrnF0v0RkTlYEBEREVHE41tmREREFPFYEBEREVHEY0FEREREEY8FEREREUU8FkREREQU8VgQERERUcRjQUREREQRjwURERERRTwWRERERBTx/h/EMlEVnIJJQQAAAABJRU5ErkJggg==", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "model = 'v10e00_AD'\n", "run = '/lhome/jolienm/Documents/TierModels/PlonsExampleModels/'+str(model)+'/'\n", "dump = 584\n", "plotHM_diffThetaRegions(dump,run,'2H')" ] } ], "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": "3.10.13" } }, "nbformat": 4, "nbformat_minor": 5 }