{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Mesh\n",
    "* read mesh file\n",
    "* plot mesh \n",
    "* convert to shapely\n",
    "* check if point is inside or outside mesh\n",
    "* subset mesh, plot subset\n",
    "* change z values\n",
    "* change boundary codes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "from matplotlib_inline.backend_inline import set_matplotlib_formats\n",
    "set_matplotlib_formats('png')\n",
    "plt.rcParams[\"figure.figsize\"] = (6,6)\n",
    "\n",
    "import mikeio"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Mesh>\n",
       "number of elements: 654\n",
       "number of nodes: 399\n",
       "projection: UTM-33"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "msh = mikeio.Mesh(\"../tests/testdata/odense_rough.mesh\")\n",
    "msh"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAnoAAAHUCAYAAACtVIUPAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjguMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/H5lhTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOydd3gc1dm37zMz29VlyZJsufeKC8VUm2ZKXkoIJMHUJJBiOkko4QsQ3hgIhEBIAiFvAqETkkDoYEroGFOMbTDu3ZIlWV3bZ873x+yq7q52V3I/93UtWLNnzpyZLfPbpwoppUShUCgUCoVCsc+h7e4FKBQKhUKhUCh2DkroKRQKhUKhUOyjKKGnUCgUCoVCsY+ihJ5CoVAoFArFPooSegqFQqFQKBT7KEroKRQKhUKhUOyjKKGnUCgUCoVCsY+ihJ5CoVAoFArFPooSegqFQqFQKBT7KEroKRSKfuemm25CCEFdXd3uXopCoVDs1yihp1DsJzz00EMIIbo8SktLmTNnDi+//HJWcy5YsIBnn322fxe6m3nppZe46aabdvcyFAqFol9QQk+h2M/41a9+xSOPPMLDDz/Mz3/+c2praznppJN44YUXMp5rXxV6N9988+5ehkKhUPQLxu5egEKh2LWceOKJzJw5s/3v73//+wwcOJAnnniCb3zjG7txZXsf0WgUy7JwOp27eykKhUKREGXRUyj2cwoKCvB4PBhGx+++O++8k0MPPZTi4mI8Hg8zZszgn//8Z5f9hBC0tbXx97//vd0VfMEFF3QZ09jYyAUXXEBBQQH5+flceOGF+P3+9uePOuoopk6dmnBdY8eOZe7cuQBs2LABIQR33nknf/zjHxkxYgRer5fjjz+ezZs3I6XklltuYfDgwXg8Hk499VTq6+t7zPnyyy9zxBFH4PP5yM3N5eSTT+bLL79sf/6CCy7gj3/8Y/v5xR/d13D33XczcuRIXC4XH3/8MT6fj8svv7zH8bZs2YKu69x6662pXgKFQqHYaSiLnkKxn9HU1ERdXR1SSmpqarj33ntpbW3lnHPOaR9zzz33cMoppzBv3jzC4TBPPvkkZ555Ji+88AInn3wyAI888gg/+MEPOOigg7j44osBGDlyZJdjnXXWWQwfPpxbb72Vzz77jP/7v/+jtLSU22+/HYBzzz2Xiy66iOXLlzNp0qT2/RYvXsyqVau44YYbusz32GOPEQ6HufTSS6mvr+c3v/kNZ511FkcffTT//e9/ueaaa1izZg333nsvP/3pT/nb3/7Wvu8jjzzC+eefz9y5c7n99tvx+/3cd999HH744Xz++ecMGzaMH/7wh2zbto2FCxfyyCOPJLx+Dz74IMFgkIsvvhiXy8WQIUM4/fTTeeqpp7jrrrvQdb197BNPPIGUknnz5mXzUikUCkXfkQqFYr/gwQcflECPh8vlkg899FCXsX6/v8vf4XBYTpo0SR599NFdtvt8Pnn++ef3ONaNN94oAfm9732vy/bTTz9dFhcXt//d2Ngo3W63vOaaa7qMu+yyy6TP55Otra1SSinXr18vAVlSUiIbGxvbx1133XUSkFOnTpWRSKR9+3e/+13pdDplMBiUUkrZ0tIiCwoK5EUXXdTlONXV1TI/P7/L9vnz58tEX43xNeTl5cmampouz7366qsSkC+//HKX7VOmTJFHHXVUj7kUCoViV6FctwrFfsYf//hHFi5cyMKFC3n00UeZM2cOP/jBD/j3v//dPsbj8bT/u6GhgaamJo444gg+++yzjI71ox/9qMvfRxxxBDt27KC5uRmA/Px8Tj311HbLF4Bpmjz11FOcdtpp+Hy+LvufeeaZ5Ofnt/998MEHA3DOOed0cT0ffPDBhMNhtm7dCsDChQtpbGzku9/9LnV1de0PXdc5+OCDeeutt9I+pzPOOIOSkpIu24499lgqKip47LHH2rctX76cpUuXdrGUKhQKxa5GCb1+4J133uF//ud/qKioQAiRVRailJI777yTMWPG4HK5GDRoEL/+9a/7f7GK/Z6DDjqIY489lmOPPZZ58+bx4osvMmHCBC655BLC4TAAL7zwAocccghut5uioiJKSkq47777aGpqyuhYQ4YM6fJ3YWEhYIvHOOeddx6bNm3i3XffBeD1119n+/btnHvuub3OFxd9lZWVCbfHj7N69WoAjj76aEpKSro8XnvtNWpqatI+p+HDh/fYpmka8+bN49lnn22PQXzsscdwu92ceeaZac+tUCgU/Y2K0esH2tramDp1Kt/73vf45je/mdUcl19+Oa+99hp33nknkydPpr6+PmEwuULR32iaxpw5c7jnnntYvXo19fX1nHLKKRx55JH86U9/ory8HIfDwYMPPsjjjz+e0dyd49U6E7feAcydO5eBAwfy6KOPcuSRR/Loo49SVlbGsccem/Z8vR3HsizAjtMrKyvrMa6zNbA3Ols7O3Peeedxxx138Oyzz/Ld736Xxx9/nG984xtdLJAKhUKxq1FCrx848cQTOfHEE5M+HwqF+MUvfsETTzxBY2MjkyZN4vbbb2f27NkArFixgvvuu4/ly5czduxYILHVQKHYWUSjUQBaW1v517/+hdvt5tVXX8XlcrWPefDBB3vsF89I7Qu6rnP22Wfz0EMPcfvtt/Pss89y0UUXJRVv2RBPEiktLU0oIDuT7TlNmjSJadOm8dhjjzF48GA2bdrEvffem9VcCoVC0V8o1+0u4JJLLuHDDz/kySefZOnSpZx55pmccMIJ7e6k559/nhEjRvDCCy8wfPhwhg0bxg9+8ANl0VPsEiKRCK+99hpOp5Px48ej6zpCCEzTbB+zYcOGhCEJPp+PxsbGPq/h3HPPpaGhgR/+8Ic9MoD7g7lz55KXl8eCBQuIRCI9nq+trW3/dzwuMJvzOvfcc3nttde4++67KS4uTvkDUKFQKHYFyqK3k9m0aRMPPvggmzZtoqKiAoCf/vSnvPLKKzz44IMsWLCAdevWsXHjRp5++mkefvhhTNPkyiuv5Fvf+hZvvvnmbj4Dxb7Gyy+/zNdffw1ATU0Njz/+OKtXr+baa68lLy+Pk08+mbvuuosTTjiBs88+m5qaGv74xz8yatQoli5d2mWuGTNm8Prrr3PXXXdRUVHB8OHD2xMkMmHatGlMmjSJp59+mvHjxzN9+vR+Odc4eXl53HfffZx77rlMnz6d73znO5SUlLBp0yZefPFFDjvsMP7whz+0nxPAZZddxty5c9F1ne985ztpHefss8/m5z//Oc888ww//vGPcTgc/XoeCoVCkSlK6O1kli1bhmmajBkzpsv2UChEcXExYMcPhUIhHn744fZxf/3rX5kxYwYrV65sd+cqFP3BL3/5y/Z/u91uxo0bx3333ccPf/hDwE5Y+Otf/8ptt93GFVdcwfDhw7n99tvZsGFDD6F31113cfHFF3PDDTcQCAQ4//zzsxJ6YMe4/fznP0+YhNEfnH322VRUVHDbbbdxxx13EAqFGDRoEEcccQQXXnhh+7hvfvObXHrppTz55JM8+uijSCnTFnoDBw7k+OOP56WXXtpp56FQKBSZIGTnqGhFnxFC8Mwzz3DaaacB8NRTTzFv3jy+/PLLHjFHOTk5lJWVceONN/ZwKQUCAbxeL6+99hrHHXfcrjwFhWK3cM8993DllVeyYcOGHtm1exOnn346y5YtY82aNbt7KQqFQqEsejubadOmYZomNTU1HHHEEQnHHHbYYUSjUdauXdseNL5q1SoAhg4dusvWqlDsLqSU/PWvf+Woo47aq0VeVVUVL774Ir/4xS9291IUCoUCUEKvX2htbe3y6339+vUsWbKEoqIixowZw7x58zjvvPP47W9/y7Rp06itreWNN95gypQpnHzyyRx77LFMnz6d733ve9x9991YlsX8+fM57rjjerh8FYp9iba2Np577jneeustli1bxn/+85/dvaSsWL9+Pe+//z7/93//h8PhaHeDKxQKxW5n9zXl2Hd46623EraWireGCofD8pe//KUcNmyYdDgcsry8XJ5++uly6dKl7XNs3bpVfvOb35Q5OTly4MCB8oILLpA7duzYTWekUOwa4m3FCgoK5PXXX7+7l5M18fZyQ4YMkU8//fTuXo5CoVC0o2L0FAqFQqFQ7DPU19dz6aWX8vzzz6NpGmeccQb33HMPOTk5ScffeOONvPbaa2zatImSkhJOO+00brnlli4Fzy+77DLef/99li9fzvjx41myZMkuOqO+oeroKRQKhUKh2GeIJ0AuXLiQF154gXfeeYeLL7446fht27axbds27rzzTpYvX85DDz3EK6+8wve///0eY7/3ve/x7W9/e2cuv99RFj2FQqFQKBT7BCtWrGDChAksXryYmTNnAvDKK69w0kknsWXLlvZ6tr3x9NNPc84559DW1tajReJNN93Es88+u9dY9FQyRpZYlsW2bdvIzc3tlzZQCoVCoVDsTqSUtLS0UFFRgaZ1OPyCwSDhcHinHK/7/dPlcnVpvZgpH374IQUFBe0iD+DYY49F0zQWLVrE6aefntY8TU1N5OXlZdQHe09l7z+D3cS2bduorKzc3ctQKBQKhaJf2bx5M4MHDwZskTdkqI/aGqvfj5OTk0Nra2uXbTfeeCM33XRT1nNWV1dTWlraZZthGBQVFVFdXZ3WHHV1ddxyyy0p3b17E0roZUlubi5gfyDy8vJ282oUir0Dy7IQQigruEKxB9Lc3ExlZWX7/Q0gHA5TW2Pxzsel5OT03+e2tVVy5EE1Pe6hyax51157LbfffnvKOVesWNHndTU3N3PyySczYcKEPgnOPQkl9LIkfqPKy8tTQk+xT1Fbu41FHzzFiq8/Z+aBBzPn6Pn9Mm8gEOCKn1+F5hAUDx3IuNFjmDXxIIZXDu/iJlIoFLuXRD/EcnIEObn9+Tm1LYTp3kOvvvpqLrjggpRjRowYQVlZGTU1NV22R6NR6uvrKSsrS7l/S0sLJ5xwArm5uTzzzDP7TK9qJfQUCgWtrS18+vG/WfTxItauNwEQuFmzbimbNv2Ss+f9vz5/6TmdTjSXhtUSpfarbdR+tY13//NfcAoKKosZOWokB084kAkjx+0zX7AKhaJ/KCkpoaSkpNdxs2bNorGxkU8//ZQZM2YA8Oabb2JZVso+3M3NzcydOxeXy8Vzzz2H2+3ut7XvbpTQUyj2UyKRCEuXvMqij95g+YpWTFPDYZhMm1TDAZO3UlbRwNPPHMAHH0JV1eX8+Ce/Ij9/QNbH03WdI445kreffRP/FEF0gMDYLnHUSBrW1/Hp2jo+fXUR6OArz2PoyGHMGD+d6WOn4vV6+/HMFQrFvsr48eM54YQTuOiii7j//vuJRCJccsklfOc732nPuN26dSvHHHMMDz/8MAcddBDNzc0cf/zx+P1+Hn30UZqbm2lubgZsgRnvU79mzRpaW1uprq4mEAi0Z91OmDABp9O5W843HVR5lSxpbm4mPz+/PTNHodgbsCyLNas+5sMPn+fzJdsJBHUEktEj6pk5pYop47bjdpsEZBSJxLQEry4cx3sfjSA/3+QnP76UYcOnZn38cDjMZddcgSlN6s/QQI+5iKISRx228NsucdSCiNpPSQHuEi+Dhg9m6rjJHDzxIArzC/p+MRQKRRcS3dfi2z77amC/um5bWyymT9i+U+6h9fX1XHLJJV0KJv/+979vL5i8YcMGhg8fzltvvcXs2bP573//y5w5cxLOtX79eoYNGwbA7Nmzefvtt1OO2RNRQi9LlNBT7E1s3bqajz74J4s/WUdDo/1lPaismZlTqpg2qZqCvFD7WCklAaJd9v/si0E8+/xkEIJz583lkEO/lfVaHvzPw3z00vu0HiIIjk1y47AkRj3tFj9HDWjBjqeNAicDh5UzccwEZk06iPLScpXgoVD0kX1F6Cm6ooReliihp9jTaWys4+MP/8GixV+wZau9rSAvyIwp25g5uZryga0J94tKizBmj+2bt+bz2FMzaW5xc8zRw/jWmddklUQRDAa5/JorMQ2LhtM10NIQaFKiN8eFHzi2S/ROyxdenQFDSxkzagyzJh7IyKEjVYKHQpEhSujtm6gYPYViHyIQCLDk0+f4aNF7rFwdQkqB2xXlkGnVzJhSxcihDfSmf6IkrpdVOaiJn1z0Ho/9YwZvvAlbt17BxT/8NT5fbsLxyXC73Uw7YgafL1yMa50kNCoNoScEZj6Y+YLQGHuT1iYxaiSO7eCoMalZUUXtiiref/5tcAryBxcxctRIDpowg0mjJqoED4VCsV+iLHpZoix6ij0F0zT5cvlbLPrwVZYubyQc0dA1i/Gj65g5pYqJY2pxONIrdprIbdudaFTjPy9O4tMllQwoNpl/yc+pqBiT0Zrb/G1cdc3VmG5Jw6lpWvV6QYQkRq1t7XNslxg7QMRPO5bgMWT4UCaPncKsiTNVgodC0Q1l0ds3UUIvS5TQU+xOpJRsWLeUjz58hk8+20Jrm50VNryygZlTqjhg4nZ83kjG85rSIpTAbdvz+PDhx8N46dXxOJySCy/4FtOmn5DRse594j6W/3cJzUcKwsN3gps1KjHqsGP84gkesUsiAVGYS9nQSqZNmMSRU6ZTVFjY/2tQKPYilNDbN1FCL0uU0FPsDmpqNrPog3/w8eKV1NTZVrCS4jYOnLKN6ZOrGVAU6NP8YWkmdd0mYu36Yh5/ejrBgINvfGMyJ3/jkrSTIppamvj5tT8nmgONp2iw05IpJA5hYkiLtioX9etyKWwMUdgUxBnpOFcrx01x5SAmjR3HUQfMZHCZSvBQ7F8oobdvomL0FIq9gHA4zJ9+/2NWrLY/sjm+CEceXMXMKVVUVjT3m0Yyyex338jhO5h/0Xs8+uRMnn9hOVu2/JwLLrwlrWKj+bn5jDloAqs++ArnZggPyXbVyYgJvJj/VmjQmONm8+BcNg/OAynxBqIUNIUoaApS2BiiYcVa3l2xlneffRHL5SB3UBljx4zmyCkzGDt8hErwUCgUex1K6CkUewFvv/kgK1YbTBhdyxEHbWLMiHp0vX+N8ZaUyAyFHkBRYYAffv8D/vnsVD5fAttvu4z583/JgJLBve57/inncP2i6/EstQhX9pdVT2IIC4eIdfjoNGVbyIVA2GcpBH6vA7/XwbZyu76WKxQXfiEKG4OIdZv5bN1mPnvlTSxDo8Xn5YCREzh82lRmTJ6Ix+Pph/UqFArFzkMJPYViDycQ8PPKq4spyItw4VlfpJ1YkSlmBi7b7ricJt898zP++84oXv/vWBYsuJGLLr6Q8eMPT7nfgMJiRkwfzfrFq3Fsg8igrJdAKoEXpzXkSillQy6D7aUG20t9ABgRi/xm281b0Bgiv7mN9Z99zPrPPuZhQPfmUVoxiEnjxnHozKlUlJUpd69Codij2O1+iK1bt3LOOedQXFyMx+Nh8uTJfPLJJ0nHV1VVcfbZZzNmzBg0TeOKK65IOK6xsZH58+dTXl6Oy+VizJgxvPTSSwnH3nbbbQghks6lUOxO3njtz7T6dU4+agMex84TEZm6bbujCTj6qDWc8+1PiETh97//O2++/jd6CwM+/9RzkAK8S7MVmhJDmHi0CA5hIkRikWdagmA0s9+2UYfGjmIPa0YUsnhqGW9MGMmiEZWs85VQr+USDPipXrOC1194hl/ddBM/nH8pV//yFv7w0GMsXrKUcDic5TkpFApF/7BbLXoNDQ0cdthhzJkzh5dffpmSkhJWr15NYYrst1AoRElJCTfccAO/+93vEo4Jh8Mcd9xxlJaW8s9//pNBgwaxceNGCgoKeoxdvHgxf/7zn5kyZUp/nZZC0W+0tDSy8I0vKSkKMWtaNbrQsKSF1UdR1h0pZb/NOWHcdn78/fd55MmZPPX0IjZtXs+8c36ZtI5deUkZlQcMY8vnGzCqJdGydMWsRBcWzhQWvM74Iw4ge6HscJpENBdNPg9NwzzkbBRoUXDKKLlWgFzLT44VhO1bWLZ9C8s+fAeJwMgpoHzwYKZMGM+hMw6gZEBx1mtQKBSKTNmtQu/222+nsrKSBx98sH3b8OHDU+4zbNgw7rnnHgD+9re/JRzzt7/9jfr6ej744IP2m0uiPnStra3MmzePv/zlL/zv//5vlmehUOw8Xn3xPoIhnbP/Z317TJ6BTgQzq3i6ZPTVmtedgaWt/OSi93nyn9P48COoqrqcn8y/mfz8koTjzz/1HP53yf/iXWrRXKb3MrtER+LQTDSR/rr9IRexwipp7xPHcEQxdIv2gjUCAmUS71ZBWDjYoTnYgZ05qEmLHCtAjhUk1/KT29rMlq+XseXrZbz0738QtQxKSioYPWoUBx00lfHjRmEYKopGoVDsHHar6/a5555j5syZnHnmmZSWljJt2jT+8pe/9Mu8s2bNYv78+QwcOJBJkyaxYMECTLNrfbD58+dz8sknc+yxx/Y6ZygUorm5uctDodiZNDTU8t931zFoYCszJta0bxdCYNCbGMqMvsTnJcPriXD+vMUcfsg6Nmw0uXXB1dTv2JZw7JDySsonDMZZBUZtMvEm0bBwa1FcejQjkQfQFnZmIfEkmm5iGFZXfSjAdEM4gfPBEhrNuo9tjmJWuir5xD2KJa4RrDXKqAvnYUYF9XWb+HjRm/zh3t/xk59cwuVXXM9v7ryf1xa+Q2NjU8arVCgUimTs1p+R69at47777uOqq67i+uuvZ/HixVx22WU4nU7OP//8Ps375ptvMm/ePF566SXWrFnDT37yEyKRCDfeeCMATz75JJ999hmLFy9Oa85bb72Vm2++Oes1KRSZ8tJzfyAS1Tj1mHU92pZpQmBILaOad8mQUva7RS+OrklOmruCwuJWnn9xCnfd9Ut+9vNbE1r2zjvtbH7z5W/wLLNoObqrkNWwcGZoweuOnYiRmdTTNInTacf92aGGnSyCAkJFEsMPeijFvEIQxElIOKk38sjbHEUTJm5XCI8riMcVQsp61q7ewdrVn/Ovfz6G0DwMGFDOmLGjmXXwAYwcOUyVdlEoFFmxW4WeZVnMnDmTBQsWADBt2jSWL1/O/fff3yehZ1kWpaWlPPDAA+i6zowZM9i6dSt33HEHN954I5s3b+byyy9n4cKFadX7Arjuuuu46qqr2v9ubm6msrIy6zUqFKmo2b6J9z6qYkRlM5PG7Eg4RkNDkF1JlM7siorpB87YSDSq8fKrk7jrrl/ws5/dQU5OfpcxI4eMZMDYgdSt3I6/XmIWCTQsHJqJ3geBB7ZIaws7M9pHCInTFW2P/RMCW+N1W0qgTOLbBEKmEHuxfSynwHIAER1/0Is/6G0f4HREYsLPFn+1NeuorVnH++++ipQavpxihgwZxqSJ4zn00APw+XwZnY9Codg/2a1Cr7y8nAkTJnTZNn78eP71r3/1eV6Hw4Gud1gFxo8fT3V1NeFwmE8//ZSamhqmT5/e/rxpmrzzzjv84Q9/IBQKddkXwOVy4XK5+rQuhSJdXvjPn7AswanHrEuaZCCEwCF1wr30pu2NneG2TcQhB68nHNF5483x3P27a7jq6t/i9XYVK2ef9l1+f/vdeJdZhOdYfRZ4cUJRA0tmYhGTOF2RHte+w7IX3wCWAcESiacmyQslO/XcFYJwjoarwepmWxSEI07CESdNrXasn66ZuGOiz+MKImUdX6+o5esVi/nnPx/GEF5KB5QzfvxYDjl8OpVDBqvSLgqFoge7VegddthhrFy5ssu2VatWMXTo0D7P+/jjj2NZVru7Y9WqVZSXl+N0OjnmmGNYtmxZl30uvPBCxo0bxzXXXNND5CkUu5KtW1by8Wf1jB/ZwJjhjSnHxsVeJI3+tMmI7gKbXvwIRx6+hkhY5533xvD7e37GlVf9rssPqIkjxpMzPB+5vhHxFUQn0JdE2XYys+ZJXK5oD3c5ACJBMoeASB4YfomjNcFiu13ecK6Ou6F3cW1aOm0BH20BWwxbOri8EbyOID6zFY8nyLbatWyrXcsb77wElk6er5jhw0cw46ApTJ02MW2PhUKh2HfZrULvyiuv5NBDD2XBggWcddZZfPzxxzzwwAM88MAD7WOuu+46tm7dysMPP9y+bcmSJYCdNVtbW8uSJUtwOp3t1sEf//jH/OEPf+Dyyy/n0ksvZfXq1SxYsIDLLrsMgNzcXCZNmtRlLT6fj+Li4h7bFYpdzXPPPICUglOOWZfWeE1o6FJmZZmTWXbDyJwOn+fRc1YSjhh8tGgEf7j3p1x62W9xOjuE2I/O/SF33fNbxCITrcYifLiExJVZ0sZOxJBpxOhJnM4oWpKuI0Ikd3UHSiV6ELRop2N0tubFsJwC0ynQw+lfd0sXSKdGMKoTjLhoaXTh3BFEd5q4cqO4ciO4cqM0UcMXX9XwxVcfIR8Ep55D+cBBTJw0joMPm05Z2UBl9VMo9jN2q9A78MADeeaZZ7juuuv41a9+xfDhw7n77ruZN29e+5iqqio2bdrUZb9p06a1//vTTz/l8ccfZ+jQoWzYsAGAyspKXn31Va688kqmTJnCoEGDuPzyy7nmmmt2yXkpFNmyfu3nLFneygHjaxk2qCXt/XQ0rCzi9XZWEkZPOo4jBJxw/JeEwzqffT6U+++/hvnz72y3pI8eNJI7b7qD2//8G7Z/XY1WLwkdbSGTl9fslbaQi3RMgw6HiW6kuCapXMnxkitbQMSPlUR7h3M03PVmWsbKuMjrOI7ActrXygzr+Hfo+He42tfnyukQflZuG5uqVrKpaiUvL/wPSIPC3BJGjhzJgYccwMTJ45LWN1QoFPsGQvZWtl6RkObmZvLz82lqaiIvL293L0exj3D3nZfx9ZogN/zkYypK/RntK6XMOF4vJKO7ROxFpKS7Lcyy4N/PTmPZ8sFMm5bPxRff1iWzVErJIy88yvsvvofUJeFDJeao7Nb6yaYhhFJ2xZDohoXTmdoFHqzxYIVSzCPBVS9wNdimP5FkOi0iydsYSfxkJ3qIvBgiauHdkE4ZFonhstqFnys3gsNntsceSgluRz6DKgYzecoEDj50OsXFRWnMq9gXSXRfi2/77KuB5OT2X+Z3a4vF9Anb1T10F6CqdCoUewhff/UeK1aHOHjq9oxFHsTq60mdaJrxejuzrEqCo/XYomlw+qlLiER0Pv8cHnrwl1xw4a/axZ4QgvP+51wmjprI//3lL7jesYjUWEQOlmRSRjBqiV5FnqZJHI7er1uvXs9YyRXdD4625IMth8B0CfRQ8utv6QKZpOWdNDSkSG1gjC8oGtKJhnTa6mJbNMu2+uVFceZGkLnNrNv0Jes2fcl/XngaIZ0UFwxk9JhRHHzodMaMHanilhWKvRgl9BSKPQApJc8+8ziaZnHy7PVZz6MLLSbgeo/X6+82atmg65Izz/iMJ546kEUfg9P1a+bNu6FLHNmM8dMZ8csF3Pqn22j6uhGtThKeYyFz0zuGv5dEDE3rWkYl9eD0rlmgTKKvB81KPmk4R8MdSuy+bRd5KRZlOXX0UOZJONLSCDY7CTbHr4vE8HTE+rlzo9SJzdQt3syHi99CWgKfu4DKwUOZOm0SB806gNzcNC++QqHY7Sihp1DsASxd8irrN5kceeA2SoqCfZor3Xi9XWfNS41hWHz7rE949LGDefddcLvu4Ftn/rzLmMKCQm679lbue+p+lv73C9z/0QgdZWGlUcrSzrhN3Pqse628Xkmn3IsA6YDgQHA2gB7umZABttDz7Ogp1NIReUiZtdBLtOBowCAaMGirsbN0Nd3C2SnJQ8pGVq5rYOW6JfzjX48S8WuU5g1gygETOXj2gQwfOVwVdFYo9lCU0FModjOWZfGfZ5/B4TA56aiNfZ4v7sKN9BKvt6cIPQCnw2Tedxfx8KOzWPj6Wpyu33PKKZd1GaNpGvO/+xPeGv1fnnz4SdwLBZGpFpFpMmUzx7aQK1GdY5LVyktF2mOjoAfBcoHlBhEFLQRapENuSocg6hYYwY6VpSXy4mNdOqSfr5MRlqkRbHQSbOyw+jl8Fq580xZ/OWEaojW8/UkNb3/yFjIKuY48hlQOZfqsacw4ZBperzflMRQKxa5BCT2FYjfzyaJn2VoNxx+2hfzccL/MqfUSr2ftsrIq6eNymZxz9iIeengWL774JS7nA8w94eIe4+bMnM2YIaO54w93whd+tBpJaLYFnsTztiVsfWZb8jI2QqVZwFkLxTplxJMeDDANMCVo4Zjos2yrnh603beZiLzOmbc7GykAwyBs6oTroaUeZGsb2qYNuEoN3AMNXAMNKGniq03L+GrTMh558u84TBcDi8qYMHk8h8w+iEGVg1RpF4ViN6CEnkKxGzFNk+eefwW3y+S4wzf1vkMGaAg0RMJYvF3VDSNTPJ4I557zEQ/+/TD+/cynuFwPM3vOeT3GDSodxG9uuJ3fPXwP6xavwfMfjdAcC2tg13FSgj/Ss3yIw2miJ6mVlwpbpyR2A7cfU5PIZGGBAiynbekTJlhCw1NnZiby4sdx7VyhJwEMHXSt67qkhOY2zIDEvzGCP549rIGrWMc10BZ/7oGSrc2b2Pr+Jha+/ypEBHnuAoYPH86Bh81g6swpXeonKhSKnYMSegrFbuT9dx6ndofgf+ZsIsfbt1Zm3Ym7cBOVXNmVbttMKzjl+MKcf86H/O2hw3jyyfdwubzMOvRbPcY5nU6u+cHPeG7087z4jxdwvaQROVASnSjbdVgwQeszwxHFMLIUur0kY0jNPraVqjRd3MqnQzRPECzUsFwarmaZrsEwtr+G1ATC6t/XMqnAiyMEtPrttGmr03W0IFRrEqo1aV4eAkD3abboK7WtfnJAPV+saeCLNZ8hH5S4pIfykgomHjCRQ2YfSGlpqbL6KRT9jBJ6CsVuIhwO8+JL75DjjXL0rC075RiJWqRJKfeIjNtU5OUFOf/cD/jb3w/j4Ydfw+F0MXPm/yQce8pR/8O4YeP4/X2/R3wcRquRhA+3wBkvlBxHoutW9iIPUtZcjos8AHT7b5Ei6zY+X7BYQzo0IjkSb42F3nt5vXYsp44e7J8fCBJscWfELIXJBFcwhDAtMAxkOHWogdlm0bYuTNs6e5zQwVViiz53qYE1ULKxfh0b31zHS28+j4hoFHiLGDV6JAcdcSDjVUFnhaLPKKGnUOwm3n7zbzQ2a3xr7kbcrv7InkxM9xZpe1ISRioKCwO2Ze/vh/G3vz2H0+FhytRjE44dM3Q0v7nxdm5/4DdUf1WFVq8ROtqijY6MW02TOJxmRskX3RGJet3STeTFsJx2QkZKJJhuDc0EyxC0lmt4dkicbWm8RvHM2z4KvbQFXuyYNLfa/86itp40IVgdJVgdJV7u2cjravWrN2pZ/FUdi79ahDTBI7yUlpZTPG4EZ33jGIoK+9AiRaHYD1FCT6HYDdTv2M4rr35MQZ7JYTO3YMm4lUn0kBH94crqXHJlT7fmdWbAgDbOO+dDHvr7oTzwwJPMv8TN+PGHJxzr9Xi56bIbeeylx3n3+XdwP6/hnmhBkci8jEoyEuyfSOQBmA6JHkxywPhLYHUqvSIAIQiUCKJuC099b65cgeXKvqSJBNv96khD4LUfUkCLP/ZPgTQMiPZNaEabLVqbw7Sujln9HOCOW/0GGlilFpvq1rLpvbV8/t5CpMtDQXk5Y0eN4rBpUxk9fLgq6KxQpEC1QMsS1QJNkQ0tLY28/NIfeefd9UQiOt8+ZRkHT9+a9v6dZaBoLxrSc2vivyRRaeGXtm9wV8VCSSmJ9lFcbt2az98fmYVE44orfsTIkTNTjv/868954IG/YLWZmNOjhKdITKkRtXQiloZpaUSlTtTSiFgaUct+Lio7/m1KQXcFZwZ0QnUdZUOSiTwALQjuHUkEiIXdIg3QQ/Ss/SLtNmne2tSuXC0QxbM1sxortsAT4DAySv4AIByGtR1hBtKykMG+1X3sDalBzf+bTJ6IUNQYJD8UxBvtcBlbmoarqJjKocOYPnEis6ZOJicnZ6euaV9FtUDbN1FCL0uU0FNkQmtrM6++8if++/YawmGdgaXNnDB7DVPG1/TdypQBUcukDQsBOBC7ROz1h9AD2LixiEceOwTdgKuvuoIhQyelHN/Q1MB1t12HbLDwnNqKXm4Con0lAtmrl9KUcVFoC8JAyGD19jJqG3ORUrMFm9VTEAJggre6m9CT2Fa8TpuSunelvYiUrlxL4l3XmCp0sOuUQtgWvGyKG0sJdY1Q19B1CcFg16SMfqb1oAqqzh0CgKNJoJkCwzTJCwfIDwfIiz30zrcyr4/i8grGjx3L4dOmMnTwYFXQOQ2U0Ns3UUIvS5TQU6SD39/Ga6/ex5tvfU0opFMyoJVjZq9i0oQqnEKgCy3tm3R/YElJi+xwtTkQaDtZ7PWX0ANYu3YAjz15EG635Kc/vZaKitEpx6/fspbbb/0NuC18325BuPq2jrCp8+KKiVjdrX0SsAQyLvxiD/c2Dc3Uurpqu82pBVPmeADgaEnuyvWsb0Qze8kGjtXCQ+/jjXrdFgh1TcCQ0WivSRkZI+xLZk4YQs3JZbQN1kCA0SrQwwk6nEiJLxKyhV/IFoBus8MUauk63gGlDB02nAMnT2TmpIl4PEkKL+7H7CtC79e//jUvvvgiS5Yswel00tjYmNH+P/rRj/jzn//M7373O6644or27fX19Vx66aU8//zzaJrGGWecwT333LPHW5BVjJ5CsRMIBPwsfO1+3njzK4JBneKiIKeetIopk7a1G1NM5C79AEoJEdnV8hJBokuJvouse31l5Mg6zvrWpzz1j5n87ne38bOf/ZLS0qFJxw8fPJLjTjua1/75JsG3PbiP8/fJgurQTIYU1rOhvrjrEwLQJULHvtCxY4QG6YiAxFWrIcye8Zck9/x2IZIjMF3CzsrtFhInnToEEsfJ9VoqJRMi0R4iD7CTMoSwz7s/ECCdDiIzR2EV5+IvjxWelrYbNxFSCFqdblqdbrbm2MkaTjNqW/1CtsWP7dWs3F7FykUf8Aig5eRRMmgQk8aN4/BpU6koK9srPgOK3gmHw5x55pnMmjWLv/71rxnt+8wzz/DRRx9RUVHR47l58+ZRVVXFwoULiUQiXHjhhVx88cU8/vjj/bX0nYISegpFPxIIBHjz9b/w+htL8Qd0igpDfGPuKqZO2YberQZbzDO3S1y3UtrCMpigULIJWEgcctfF7fWFcWO3883TP+df/57OXXfdws9+djPFxYOSjv/msWexdNlSqlfWER0awTE2g/ol3RACCnP9bGooiln1Eg3q9O+QBmiEisHZJNFDWV5fIbAc0FrRLSs3nnnbTej1q8CLHac927bH0oRdaiWS/XVtPwwgi3KJzBgFLgeBASCN2PoFSD11serOhHWDOk8udZ5ce3dpkRsOkRf2kx8Okuf3U7NyBW+uXMGb/3kGy3CQUzqQkSNGcPDUKUwdN1YVdN5LufnmmwF46KGHMtpv69atXHrppbz66qucfPLJXZ5bsWIFr7zyCosXL2bmTDtG+N577+Wkk07izjvvTCgM9xSU0FMo+oFQKMSbb/yVha9/RlubTkF+iBOOXcO0qVtSdmAwsdDZue5bOyxM0iaTZ0dKIIzEkKD3s9jbGbEhkydtIxLR+c/zB/D3h27gqqsfTDpWCMFVF/2M62+8luA7XvSyFrT87GLKQqaBKTRKC1qobsgjpegwQVgxE5QG4ULQ2ySOlk5JMplcnERZuQi75y2dpouXShHxnfoBIaClLfnzhgF9FHoSMMdUYI4Z1C5O/eWiayOSPiTXSqHR7PLQ7PKwBUBKXGY05u71kx8OILZtYdm2LSx77x0sIOT2UDl4CCOHD2PGxPGMHzlSib99FMuyOPfcc/nZz37GxIkTezz/4YcfUlBQ0C7yAI499lg0TWPRokWcfvrpu3K5GaGEnkLRB8LhMP9980FeXbiY1lad/Lwwp568hhnTNmOk0WJrZ7tvbathapHXmSgSS0qMvcCVO33aZr78qoI1awbg9/vxer1Jx+bnFnDu+efy4J8eJvC6F+/prYgMw42khMawBxAMyG2lrimHqJVCeUR7HsD0gnSCo1GimSJrFdzZlau5jMxq4WVD1IRAKOnTQgikroOZRT1IAVLXicwYiSwtaN9s6eAvpYtWtfozn0IIQoaDGsNBjdeOEdMsiwLRSkluA+5tEl9rmLo1K6lbs5JFC1+1Nacvl8KSgQwfPpRp48cxZewY3G53Py5s/6K5ubnL3y6XC5fLlWT0zuP222/HMAwuu+yyhM9XV1dTWlraZZthGBQVFVFdXb0rlpg1SugpFFkQDod55+1HePXVD2lu0cnNifA/J65g5vTNODLovLAz3bcSe/I2mVkqhIVt3XNIdnqiRl8QwPix1axZW8oXX7zMrFlnpBx/yNTD+OSIj1n27teEP3HjOiizsiASQUvUvgFpGgwsbGbrjhTFeyMJVIkAy6DDlevvmyu3pVyQt9ECl6N9e7+Twm3bZUmGgcxQ6ElA5nmJzBwN3q43d/9AEmSugEQmqDbZH0icZUG04W3Ua07Cwx00f1qMyzTJiQY7HoEgDRvW0LBhDZ+99Ya9p9tLfkkpQ4cMYer4sRwwbiy5ubk7YY27j9faxuEW/ScZgm1RYDuVlZVdtt94443cdNNNPcZfe+213H777SnnXLFiBePGjct4LZ9++in33HMPn3322R7/AzcblNBTKDIgGo3y7juP8sor79HYpOPzRTl57tccNGMTDkd27sCd4b7tEHlmgqi89LATNWxv2Z725adhr2n8uO08/xJ8seSDXoUewMVnzefaVT+l7VOJXhnBKE9PmEgJTRE3stOrVJTjp7Ypl3A08deoCCcxP8USdsOFYBgSsYOMX30Zm0ePQM628M4N9OzNbRtH0+z6fBn03rWGlhKdOCRhNrC/PHHZGqmD6OdGMkK3yB3RhGtAsN3K2trgxfRAOGBQr+dQ7+rIrDSsmPiLBNv/LzZvYNnmDSx7/x0eBaTTTc6AEiorK5k8dgwzJoynsLCgfxe+D7B58+YuWbfJrHlXX301F1xwQcq5RowYkdUa3n33XWpqahgyZEj7NtM0ufrqq7n77rvZsGEDZWVl1NTUdNkvGo1SX19PWVlZVsfdVSihp1CkgWmavP/uE7z0yn9paNDxek1OPG4VB8/ciNPZt7vOTnHfSolfmn1ud2YisWCPStSIizyAvNwQgyoa+WqFSTQaxTBSX0mn08mlF1/O7bf+huDrPnxnNSPS8BIJAU1hT49tZYVNbKot7rmDSaymSWqiuXYmqbu2p6RpD02LeXgT1G/G9Gk0jHVTsCrYSxeNPmBa4O/d+imEAN1AWr3E6gmBFBA9YATWoATXDjCdECwiSScSoB+FnuGLkDe2Aa3T5zjsdxBscYFXogd69quJajqNTh+NTl/7Nt0y8UVD5ESD5EaD5ERCsG0zX2/bzNeLPuBpwDKc+IoHUDFoMBPHjGLmxAmUlgzYYz5bu4O8vLy0yquUlJRQUlKyU9Zw7rnncuyxXdsrzp07l3PPPZcLL7wQgFmzZtHY2Minn37KjBkzAHjzzTexLIuDDz54p6yrv1BCT6FIgWmafPjB07z00hvsqNfweEzmHrOaQw7agKuPAi/OznDfBqXVb7XrdmaiRibEdU73m+L4sdW8/lYBX694n0mTj+p1nuGDR3LsqXNY+K+3CL7jxXOcP+V4KSFgOojInvF4+d4gHkeEYMTR9WpHNLpmEaSYPObOBdExvPv/u+xjt02LC7tAmRPN1PFtCaIHzf51akqZnjUvTm9JGQKk10XkwNHI3OR17NrKYoN7rMe26NH3BF9A4inz4xvW3DVvRUDT9hz7HxqYHjACvc9majrNTi/Nzo5YUU1atviLW/6iIdhexdrt21j72cc8B0QNDV95EeWDKhg3fBQHjplERVm5KvDcBzZt2kR9fT2bNm3CNE2WLFkCwKhRo9pr3o0bN45bb72V008/neLiYoqLu/7ocDgclJWVMXbsWADGjx/PCSecwEUXXcT9999PJBLhkksu4Tvf+c4enXELSugpFAmxLItFH/2bF198ldo6DbfL5NjZqzn0kA24XX3r7ZmI/nTfBqVJOGuHbXKiSORuqrnX2YrXnfHjtvP6W+P4/PPX0xJ6AGcc922WLV9K9codRIZGcIxJrhyEiCdhJH6urKiJ9dsHdH0iopFWxqsA0wdmAPR0aw5LeljvLKdG2xAPzvow7rpw/4m9dN227cNT9781y4uITh3ekTSSBH9F8tI1Uku/xErSdRoWuSMbcRV1TTCREoItLiKBjsxaM4lVLx0sodHi8NDi6Hj/CCnxxix/OdEguc42xNY6NmyuY8NHS3mFf2MZGq6SfEoHlTN2+EhmjpnEsEGVqqdvmvzyl7/k73//e/vf06ZNA+Ctt95i9uzZAKxcuZKmpqaM5n3ssce45JJLOOaYY9oLJv/+97/vt3XvLJTQUyi6UVu7hfvv/39s2eLE5bQ4+sg1HDZrPR53/wu8OP3hvpVSEkESkjuvHVW85p6xCxM1Uok8gNKSFgoL21i2vAopZVoiVAjBlT/4GdffdB3Bt2MlV/ISX7eopdFmJi+pkesJkeMO0RZ02jF8EkSiRIwuxJRavBCwA0hH6FmgJXt5hSBc7CLqM/BVBRFhq++Cz7KgLQ1zVudlGAays9CLuZ6jE4diDSvt1XQd8UI4L8WYPmodIzdM/pgGRJKY2uaabl0ONDtb2kht+E0bKQRtDjetDhfR3Fw8Y1xomoW7zcTXFMXXFMHXFMWqbWRrVQNbP/mKN3keqQuM4lxKKsoYNWwEM8ZMZPSQ4Tgcjv5Z2D7EQw891GsNvd6agm3YsKHHtqKioj2+OHIilNBTKDqxZMlrPPTQUwQCTg46eC2zj1xNgbefI78T0Ff3rZQQBQJy16w1Ehd77LzYvXTnFgLGj93OBx+NYNOmrxg6tGcNrEQU5BVy7vnn8NCfHiGwMHHJFSmhMWKXVElFWWETa6pipRcskSI+r5PAaz8BsBxpWKlSirxOw9w6LUO9uOtCuBr64uOU0OrPuOOF0DSkpiGlLTSl02G7agvTaxPV1r12XjdSVbRJjcQ7qBVvZWvCEoNSQlu9BzPc87ZoeiS6PzurXtLVGBDNgUC9B1+pn2CuQTDXYMdgd/uCXP64+Is9Gluormmmeskq3uMVpADnwAJu/dkN5ObsW1m+iv5DCT2FAttV+8wzd/Haa6twuyVnfXsRY8ZuByAiBY5Mi65lQbbu23hBZH+atfL6iygSDTB6SdTIJlIwUwE5fmw1H3w0gs8+fTFtoQcwa+rhfHL4xyx/byXhT124DuxZK6450nuNNK8rQr7XT7Pfg0wan5e835nVWw3eVCKPBNdYEwRL3UR8Bt6qIMKUWUgUAc0ZxOfF1mGW5hIaOQKzyIe2fgt6cSk407M6SaCtt3CnLEqsCIdJ3uhGHHnhpD+mpBS01iURozGrni32+o5EEi60Gx9HQw7CrQ4cvkjXtQlByGcQ8hnUx6+JlDiDVrvlr7A6jKhuZMO2LUweM74fVqbYF1HRnor9nubmeu6663Jee201ZeVNfP+it9tFHtjWK7O/+nimwCTzm3GmBZH7m3jNPaufro8gOyvhkCENeDxhli5dk/Exf/jtS/CWugh/4sas6tRlQkJL1IWZrMFqN8oKW2zB1SM+T9JbU1upg0yWNmvZyRfZYPoMWob7iOZm8ZteSmhLz19pOXXCI0rwzxlPcMZwZL4PzRLsmFtJNDd912I4H0yP6FVNJciLSYojP0TR1NpeRB601vqwzOSvtelJEByZBRJJNFfa7voYgUYP0konplMQ9ug0lLnYMjaH+nI7ZdzrTp7YolAooafYr1m1ehG33PIzVq8OM236Bi648D0KC3ve3EJY/SZmkhF332Y2PvOCyDuDCJKolL3GvaRCw477y8YVrGuSsWO2s61KUFdXldG+dsmVy0ATBF73IWNGvVRJGIlwOaIU+toYWNyI7oi7TGVHunAq2jNvuxETeb1ekVQDdIG/woO/3E2amtWmLZCyJp4EzAIvgamV+OdMIDymDOnuKNxs6SAdGo2j9bTdrW1lgnTyiNI7D4m3spn88fVohkweFiHBMjXa6pN3VgFiGbiyz58122XbbRYpCNRnLtY0057H51SdORTJUUJPsV8ipeTVVx/gd3f9H36/4H9O/ZyTv7EUI0VXixBWn4RMOphYad1I4gWR/X0oiNzfmNjJINlco/6I9Rsfs8J+/tlzGe87onIUx542G9miEXzXvuGHTINQQvWVCPuchw+o44CRmxg0ugZPRQtGbjg9K1A8IaMz6Yq8NInkOWgZ5iPqTUN1peiGIXWNSGURgSPGEJg1CrO8wC6U3O31M13YWcUuQdMIvdf3tRTgL6f3u5Ls3aKnOU0KJu3AO6jNXlaqiyigeXsOMo26h6aHPln1OrtsuxMNOoi0GRn92NNiQnx3tAxT7D2oGD3Ffkcg4OdvD/6SpV+0UFTk54wzP2HgwOZe95PYYs8ltZ2WgGClkX3bWeT1tSByf5O45l7yNSarjZcNo0bWYugmX3yxlOOOz3z/bx33HZYvW0b1qh2EKyM0DokplSQIJA7NxBAmhmZhiCjOWCCdQzPRXSa6O4AsDhBtcxBpcWKF9KRzWk4J8ZZo/Szy4kiHRttgD87GCO6akC2Ckr08rV0t22aOi+iQYiKDi7oKu0SvnQDT3fHvcB60DtbI3ZL8Z0mwCCxneiVpUpVYcRYGyR3ViKandpcDICEa1gk0pWkR02LlVtoyT8uQSKI5sqeg70Sg0UOupzVtManFcq9U5q0iFUroKfYrNm/5mj/ffye1tTrjxm3jG6cswZ1B2ZR4TJpzJ3WKsOg9+1YAfmn2W0HknUE0FrdnpLgd9nfGrstpMnJEHavXltDW1orPl16WZxwhBFf84Gdcd9M1hN72EpytQ7nEEDIm5uKCzsShWWidbsZS0h5hKSUYWodKExo4ciI4ciNYEY1Ii4NoqxPZOR5MdLLo9ZJ4kXjxGZ0o4UInUa+OtyqIFkpQhiUQBNNCCkF0YB7RYQMwC31pp4ZLCWZn0SYE/jKBEZB4diR+3/aWbduFRBY9IfENbcZb7k9/HgFN1blpDrYxPaD7ZVqdTzojDYjmpv7MSksjUO/GOyC9kjYiZtHrrSOMYv9GuW4V+w0ffPAPbr/tTurqBMcet5wzzvwkI5EXx0TuVJHVm/s2aJlE9mCRF8fCjt3rvtJsEy7SYdzY7ViWxhdfvJTV/oX5hZz9vXmgCQrfMinf3spATzPF7jbynUF8RhiXbnYReT0RODSz+yYANIeFszCEt7IF98A2DF+YuEnNMuyQgoxFXpZYLp3WoV5CRc6ur5GUWP4godED8R89ntC0oZgFsfi1NF8zQcx1243mYRphX8/tlgaBgaStt7q7bjV3lMLJdXjK/B0L6HUSCLU5CbX1lvLcDWFb9TKJ1pNIwgXpmWgjAQcRv5FWuno8Rk9Z9BSpUEJPsV/w6KNX8/e/v4HLFeHc8z/gkFnr+tRyzE4+2Dl3ZCtJ9q2UkrC0CO0xUXm9I4GAFLRZ9ldNXxIu0mHcGDtO74slH2U9x5GTj+KKq65Ad2rIhS6sVamtJZ2tebEtGN2FXidEzOtpeKK4SwP4hjbjLAqgiygpdku9hux2s0t4lLhoq/RgGcKeRwgCUyuIjCxFOo2ORWdIIqEHgsbROmY3XRIoBamnfwwpaBdaruIARVPqMLzRjJYp6dTqLEPM3ksrdjpOzGWbtp4UBBo8acXqaZZEClTHDEVKlNBT7PNIKfn440Ycjig/uPhthgyp75d5wzup7ErcfduZXVkQuT+RwA7TQY3liHn9do7Ai5ObG2LwoAZWfN1MJFXP1V4YP3w81/zsGowcHfmWC2t5YrHXU+TZmsiZjlmuk2vXmRfGM7wNUbB7yuSYXoOWoV4i+QbhXAPp0LOv3k0sIzeRsBG2oGscrXfJnPXH3bbpIkAakpwRjeSNaURoacTjdV6fhECTm2gwS0tYBla9dFy2PfaxNAKNvWfhaqadHKNQpEK9QxT7PEIIDjxoMJGIwY5kBVGzZE3Ex1fhPNZHctgS9bI96qbedNJiGQQtLVV1ipR0dt9KabuLd3VB5L4QX3vAEoTQkAiapI4l4+Jo5zF+bDWhkM7XK97r0zzDBg3nhmv+H85CA/m+C+szR9oZkQ49Q0EuwApqmKEsLTPZarJ4o46oxNFmghTUHeAg4unbayQN7ISNRAiIeqBpmGYLQgcEBpD2OTiiJsWhVgaOqsFdGmifM1Naavv2XZCOVS8Tl213Im0OosHULlzNkpCBJVSxf6IiOBX7BccdewHvvXsbiz8eztBhO/plTglsieYRjXWzSFbuWENiYOEQEocwcQkLBxYO0elB13+7hIUhdl/Xi2yRsf+EsV22/k7BVM2WjoWFW4AX+/6Ubsx8Jowft52Fb47n88/fYPKUOX2aq7ykgpuvvYVf/fYmAouBEHCI3cEgkTUvTo8YvTQINbgxiwVaWOJoAT3Qvy232olddGFKjDYTwx9FC9tnEnUJWoZqtAwH31bIW28ngGZaUSTaWxKrEISKBG0BidQTT66bFjmhEDnBMDlB+/+5wRCuaOzaroRAgUZruYOWMoNAcXpWSCmhdYcXM9JHd6eAqE9itCZ+nTJ32fY8gL/eQ25ZS9LTEqZEKIueoheU0FPsF5SVDWfsWCcrV5bT1OQhPz+zRu2JEIBDmERl6hphFoIwOmFJzNQRFzey038T3Cgk5GhhJjlrcfcsU7ZHEbd0hYCgFJgIpIRIJ6EXRWBJCAJBCU7Ao4FTpJ3MmRYlA1opLmpj2XITKWWf3cVFBUXccu2v+dVdN9K8FAgL5OHh5BYrYlm3GSHRDImJ3Q4tVAwiCo5WidFqH6dfLo8lMfwmRpuJniDbNlTowNkiCBdAW6UdO5e/DrzbYwtIR/CJZPF5PWkbpAMRcgORmKiLCbpQGE+4q+vd0jT0/DwKSkrwFuXgb6xFrq/CsyJEyYoQplPQMtCgtdygtczAdCUWQNIStNYlyAjJAssN+Elc5FnP3GXbHWlqBJvceAqDCZ/XLBAqPk/RC0roKfYbjjnmNFau/AefLh7G0ceu6PN8GyN5BLL8uZ5M3HWnxXJSZznQkOQIE59mYuxBgq+zwAtIQWfpYCJ6WLwi6LiwLTJhIGzZlTI8AtrLrvXx/ISAcWOref/DkWzYsJzhwyf3bUIg15fLLT9bwK/uuZEdXzdCWMCcMCLJPVYTEg0LK63oGLtrgzAsOts4pQHhAgjnSRyt4GgVYCXp8ZrqmkmJ7jdx+E30QIJSKjGibg3To+NskoQL7G2WCxrGQ1s5FKwGoy2N0nTSLpLc26CiYBvl/iaKAy1drpIlBCI3h9zBgxhUMYhxw0dwwOjRDCwpQdO6Xk/Lsvhi1Ze8+cn7rPt6NfrmVgo22znpgSKd1nKDljKDYKFt7ZMSWmp9SKufrGACot6eVj2JJJSkMHKmhFudOLwRDKfZYz7NlAinsugpUqOEnmK/YfLkOQwY8CSffz6UI45ahcORXWKDlFBjetkUze/nFXY9RpPlwY3tsrUQNEuDZlPHjSRHM3ELa7dZ+eICL4gt8BK5MKM9+lQJQlLHJbpedxNoldAmbcHnwTaW9cWtO37sdt7/cCSff/Zivwg9ALfbzU1X3sKC+26h6qsaiAjkcSFEkm9RQ7MI9yooOlpzaQ6ThGesQSQPIrkSww+OFtBSefJjL44esGzrXcBMy/UaKrBPxNnccxnhAqiZAb5tMXduT83RjiBJIgbgjoYpb2uizN+Ey7RPIujLY+yEMYwfMYJpo0dTWTEo7SxSTdOYNm4y08bZr/GOhnoWfvIuny9dAuur8daHKP0yZLukywyqxnppa+il1VmGdLfqSSRRX19ctt2x26PllLX2uOaaJdFUDT1FL6h3iGK/QdM0jjrqQP71r09ZvmwQ06ZvyngOKaHZcrE6Ukz/R5d1PoabiExUblgQRBC0NPSY4PMJc5fEY8fj7yRx92tigQf2OUQSWLMsBKYU6AmUhwT80n64hC36HFkKviGV9Xi9YZYuXcc3z8hw5xQ4nU5+eenN/PrPt7BlyTZ4yYU8IYRIcFM3NJNwyhZqXfuvao5e3L0Coj7bgqQHwdEi0MP2UxGPxAiAHrJicXfpibs4cWsegB4ELWy7kLugQdtg252btw581SR153Z23WrSosTfQpm/icKQXefOcroYPX0G3/3GyQwqG5j+QnuhuLCI7xx3Kt857lRM0+TTFUv576fvs+HrtRgb/eg7AmwdQoI3VPwksvggxax6jpiLHR2ief2bbmRFdYJNbtz5wa7vGRM0Q7luFalRQk+xX3HEEefy/Asfs/jjERwwbVNmdbckBKXBV+EBSQVOf9BquQjH2iRE0JPGr5kImiydJnQ8wiJHmLhEiubtWdJZ4AWkwI4WSn2QqF0SOeFzYanhEamtqSFpPwzAq9nxfJC+W1fTYOyY7Xy+pJLa2q2UlAxKb8e05ta44Ue/5N5H7+HL91bA827kSUFEt2oYjpRxej1fJ5Giz3LXgXbGp+mRiLDE8AucYXDVhXEEsquxGCrsuBUIBM5GSbCEhC+h5YTGcbY7t3AVONq6Pi8ByyHJDQcpa2tioL8ZQ1pYQpBbOYxvHHcMRx44s4cbtr/RdZ2DJk3joEnTALjlgd+z5dMvGWrVsK0iFyzs/raWQFrx/9P+t7AE0hSxMSS+GLEzttxg+SXCIuss294ItzhxesPojk5dVyyphJ6iV5TQU+xXeDweDj5oEO++W83GjcUMSzMD165jp7E8XEI0Yf+l/qHVdBLs5PORCKJoOJIWSba/8QNSJyB1dCS5MStfilyBtIhb0ixpC7xQp+P1RqSH27aDMDpuaaYl2qJAs2XXgYrH8YnYMnrbffzYaj5fUslnnz7H3BN+nNa600UIwaXnXM5fPX9h8cJP4Tk38uQQIqfDkpO8aHJiMS70WHprBq21LDeE3ZLcTRAY6ESrCqGHMrMmRd0aprvre9rZDMHS1PtF8qFmJnirIH+t7c7VhUm+t5nhtc3kRGLvmJxcph90MN8+cS75eXkZra0/ufrci7h8xc8ZsaaZ+jI3YXf6n2MpiSnYmCiUdBKHAiusEbEMRFRgdS7N169p5QJ/vZecgR0uXM2S6Mp1q+gFFcWp2O849tgLAcnij0ekNT7+Hf9VuIRgqo7kfUBK8FuOhMkdYZn+F7mJoNHS2Wo62WEahKRIu/Zb+1pi/7cktFqCRikIIUj3jmVJex3J5xdEM7z7WdgxfPWWHc8Xr0+Y6tRGjajDMEy+WLoso2OlixCCH3zrYmafeiQ0afCcC9kUS6SQyWrpJbe4CgFaWlY9iRSxsiQa6GHQLAGaoK3c1bXHbBqECnu+p53NpJ1h66+A7QdLvKXNjMlfzyBXLV4zysBxE5h/5ZXcd+cdXPztM3eryAPwejyc8e2zMKKSkSuaMtpXCLuwtTAkmtNCc1noHhPdF0XzRLFCBtIhsNwgogIREoiwQESFHYQaz7PpI1ZEJ9TsiglPu12eoSx6il5QPwUU+x1lZcMYN87NypVlNDZ6KChIXWpFAF9Himm20qwZkSFSQkgatFkuEompsDTwEc5gRnsOv9TxmzoOJDlaFK+wUlr54sYHM2bBC3eaKxOiafx+DEsdh8i8NqDELs2STnkWp9Nk1IhaVq0ZSGtrCzk5uRkfLx2+e9I8fF4fLz75km3ZOykIRTKB67Z3t7pwmJCqvpuQdkeJ+DzSTs5oRxO0VbjwbQuhh3tXFlGPhunu+XppUYERkETTyFtwhyNM2LqdkqifqNNg/KzZ/PjM03C5ds7npS+ccMgRvPHu27BmM9trgtSX9lbwLzXSgsgOd4cVVgAaCFO0/0IUVryYUqx7hwApZPvYzq9lOh+3ULPLzsKNhT/oqs+toheURU+xX3LssachpeDTxcN7Hbs+kk+d2T91t7ojpS16Wqx2p2T3EYS7d3DPkAiCBstgm+mkwTQId3MNxuVAVEKzJWiSgnAGFrwex5N6r/tG0DK2NHYnDDRZUG/awk/Knq3jxo3djmUJvvjixb4drBdOmX0aZ114FoQEPO+G7Vo31216sZOaI3l8l9QliS6to7X7JDHLnqP3AwYTWPPiOBtJbYWSksodjRy2agMlLX6Kxozmrttu44pzvr1Hirw4P/v+jzEdGqO/akKPZt83WkqINLqQ0W63UUHC1mgCgZB27J9mamhRDS2sZWH9E/h3eBGmPcihXLeKXlBCT7FfMnHibAYMsPj886GEw4mFlJRQHfWxJbpzXE523J9Os5W8l5IgM9dtcuwM2Vaps910dnHpRiQ0WYJmqRHpg8ADMLvV0ku1nkRZuVkdE9udu8OyM3Y7u3XHjdmOQLJkyaJ+OVYqjjn4WC740flgCXjJhbfariToNkK4jQhOLYpDM9GFiSYsRHtQQAeaYfVQq1KLuWkTXVZh17brgSbwV6QWexGvhpWkqDCAs4mkbwVvKMyB67YwYWsNwunkzO9dyK1X/5T83J1jNe1PSouKOeLE43AFTYatbul9hySYrQ6sgINkJXHSpYsAjGpoEc0WfmGBiAg7UNWky1vFCutEm22R3hjxZ30Oiv0D9VNAsV+iaRqzZx/EP//5CcuXDWb6jI1dnrfr2LlYEyliZ6TQ2f1rNZp6bZgp+knodSVgaYQFNJs6ThHtc+JGnFRJGN0JSx2nyN6i0p3u5Vm8AnJywgwe3MCKr00ikQiOnezmmjX1ULyXefnjH/5E7n8l007eirMkdYZxvJWalGANEAQrnXz8xRisuOZO8doI0y6H0vMJkDGx590WQo/0NBGFClJfC0crtnWp00sqpGRobQOjtu9Al5LyyZP4+fd/gNfjSTbNHsm5J57Gx4s+pmJjAzXlHloKMit6ZwZ1os0p9olZ9bJtYSfo5PrtVogZAeiSgGZguSG0ahufff0508dNy+pYin0fZdFT7Lccfvg5uFwmiz8e3sWIIiUEpIOvwiU7pYyKxK4n12R6ep1f0l8WvY757ILPbraaHlqki3rLS6iP7mFIXjsvGfGWaDuDkITtpmBTxMmgsbVEwgavvfXozjlYN6aOPYDzLr4QIQXONwy7mG4KhLA7aeiaxNAtHM4olmaRokKNjbTFWFIx0UnsWd3aqfRmzQPs9bfQbknKCYQ4eM0mxlbXIbwezv/Jj7npkkv3OpEH9g+9S79/MVLA6C8bERm8Ea2oIFKfLNQiRt8M4ymmFQgBemEY3NB6tH2cP//pz6zetKb/D6jYJ1BCT7Hf4vF4OPjgwdTW5rFhwwCgaxkVcyd9PKQUNJneNNtjQaifMn2lBFNq1FteInQEe0kEzZabZtPZJ+FlZnF3C/dzqRopIWjp1Ea91Jq51FsuKqZux50T4rWX38fvT+Tn7H8OnzyLk846EdEm4HUnZNCEZXsgB80B6aRpGt3j87oTE3tt3cReokzbRDgbQVgWI6vrmLV6I3mBEMNmzuAPt97GoVMPSGuOPZVxQ0cw7rCZ5LREGbShtwtp0yP5IhU7o9SmbqENCIJhx3KaJYK2o0FGJL+9+y621VTthIMq9naU0FPs1xxzTLzUyvD2iKnloRJCO8FdCjGXsOnJSET2NRkjTlAa1FteTBInS4Qw+mTdi2S8n+i3c5MS2iwHNWYOOywf4U5RKQ6XxaQjNhD06zzz4h/75XjpcOqc05h4+ATEdg3eM9IqryGBulAOvvIWu65eKkSCRIwk46TeIfYiXg0rzf6oniaTWWs3MaqmHi0vl59cdSXXXXTxHp1skQmXfvt8ZK6boWtacftTZ4EnTb5IRpKkjKxxmGglQegWrxmtEPiPAKvN5Ne/XUBDU0P/HVOxT6CEnmK/pqxsKOPHu1m9qoyqHbmsCA2gVe68MipNlifjgssWGmYGRXS7HLP9uG5aZO/xgNla92xLaOZrjLdEyxZLQovlpNrModHy9CjtImI32uFTqsgvaeX9/66mbkd11sfLlEvmXUrxyCLEKgOWp37dpYTaQA6m1NAMia+8FZGqu4ZMkoiRCAFaVBL16O09bZNMiRRg6Xa/2qGyhtxgmKIJE/njrbdxwNhxaR5w78DpdHLeOeeiW5JRXzb1TNvuRMrki0T0p/vWZaINCCWdMzJcEDgYoo1hbvrtLfgDKkFD0YESeor9nqOPPgUpBc+9PI02aeAijJMIDiIYRNEx0bAQ7XUPMv+V3rl/bTZkE6fX4ar1Zez+zdS615cM2nAGCRxxolLQaLqoMnNptlxJ3OAdEZCaBlPnrMOMajz1799nvdZM0TSNX1xyA84iB2KRAZuTn6sQsN3fkbWqO6yUYk8Pxgol90ZMvBitJpoJphtaK6ClEpqHQtNwaBwJDaOhcSw0jhU0jRa4BrZQLFrwDRrMgssuxdhHy3gcfsBMSiaNomhHiNKqxDU1e02+SEZ/3GG9UURRcpEXJzxeEJwKwe1t3HT3rwiHM6m9qdiXUUJPsd8zefIxjJ9eSN26AtYvKu8IjhcSQ1gYwsQporhEFLeI4CKSQAiaKYVg5/612ZCNizPQ7qrN5mOemXUvndp5yQjH+vmmNVZq7DA9bDdzaJNOUt39um8tG1HPwGENLP2kjnUbv8xqrdng8/r46aU/Qzg1xJsOaOy5XimhKeQmaHZ9j+hOC19Zm90arROie6HkHhPGxkUlrvoovg2B9sxbb42F6YKoT2B6BJZLIB0CdNFeddoZjTJux3ZMw+C6S+Yj+ruB8h7GT8//IaZLZ+SKZoxwV2GdVvJFCrJ330pEbhitIJx2j+fgARAaA00bGvj1fbdhWf2X1a7Ye1FCT7HfI4TgR+ffREGJYPW7g6nf1LUWWPfv2MRC0OwiBB1ECFk6Icvo0b82G9K16HV21bamdNWmf/OJW/eSiU1LkmbtvGQrSd0STUoIWAa1UR+1Zk6sDV1vfjFpS9VOQ4SAqXPWAvDk0w9kvd5sGFoxlPO+fy5EBOI1B7HGwV3WVu1PXINOd5n4ylq7iD0pwJHMbWtJHM1RfJuD5K4P4K6PoJudWodIyF+XIh5NSsbtqMJhmZxyxpmUFBVlcKZ7JwV5eZxw2ik4IhYjVja1b88o+SIZWe0qEflhRG6G3WOEIHAIhIdC9Vdb+e2Dv0P2tTK5Yq9HCT2FAnC73cz/0dXohmTp8yMJtaXvpkokBG1rmIdWy4Xf6pvIs7tj9L4eKSGapas2NbZ1rymJdS/zJIyeJBKR8QSL7WaOLTQzjG1MZAUpLGtl6KTtbFwd5LOlb2W73Kw4dOphHHVKrC/uGw67Rl2MkGnQFE7ejstwm/gGttFZoLdn3MZaghh+E09ViLx1Abw1YYxgh/y2dK3dhSskeGskjubE1p7y1iYGBNooHDGSU46enf0J72WcMWcu7spSyrYGKNgRyjz5IhHxNmcZ7SPRikIIbwap2p3RBP4jIVIOaz5exZ+f/r/s5lHsMyihp1DEGDJ4NN/6zomE2pwsfWEkMkuvh5TQYOYAAlPaRZHDlt7+XKak2x0jIB00ZO2qTY8QBg2drHuZ1s5LRueWaKYUNFtOqsxcGi13VucjUlgsJx+5Hk23+Oc/n9rlrq3vnng2I2YMR2zVYZH9mkoJ1W259Gb6MTxRvKW22BNRacfohS3cdRFy1wfwbQ3hbDW7e3ntYxiiq/IVULDG7PGGdEcjjK6vwXQ4uf4nP+7j2e5dCCG4+gc/xtIFo75sRDYbmSVfJJ04A/etJu2kC1fyVnhdpk42Rhe0zQGzGD5/4xOeeOUfaS9Xse+x24Xe1q1bOeeccyguLsbj8TB58mQ++eSTpOOrqqo4++yzGTNmDJqmccUVVyQc19jYyPz58ykvL8flcjFmzBheeuml9udvvfVWDjzwQHJzcyktLeW0005j5cqV/X16ir2Mow//JlMPrqB+Yz5rPxiU1RwB6Yy5F+0v4og02BHNpTaSi9/KvFadTFGGRGK7TptMN60y+zii9LFbnMWte1Ep+q2odFDqNJpuqs0cWixXbN5s5k69Il9+iLEHbWbHdslb7z6V5WqzQwjBVRdeTV5lLmK5ASt1LCmoDabXS9nhi1BYF6J4qUXOtgi+TUFcjVG0FMYfiV1epftGZ4vEU9NJ6ErJ+LoqDGnx3XnzyNsL2pn1N0PKKpg253C8fpPKNenV1kuLdO603Wrk9RmnoPVYMHPhrWfe4OX3X+2HSfd8NmzYwPe//32GDx+Ox+Nh5MiR3Hjjjb0mp8yePRshRJfHj370oy5j3njjDQ499FByc3MpKyvjmmuuIRrN0L2+G9itQq+hoYHDDjsMh8PByy+/zFdffcVvf/tbCgsLk+4TCoUoKSnhhhtuYOrUqQnHhMNhjjvuODZs2MA///lPVq5cyV/+8hcGDeq4cb/99tvMnz+fjz76iIULFxKJRDj++ONpa9s1BVUVey4/OOc6iso01n5QQd2GzPrcWlLQYHbctKUEh7DvwlGp02x62R7JpzHqzcjKF0oQ49fFVUtmrtr+uI/YsXsemkwPjaaHRtNLg+mlvv3hY4fpoy7qoy6aQ200l5poLjXRPGqieWyP5lEdzac6mk9VtICt0XxarNQJFumeW2/B6+MO2YTLE+GF598kFAqlHtzPOBwOrr/0F+i5Orxn0LjRi5Uw89hO7BFdHqDpkpwtdsyd5TGwuou47rNoIukFyV9nIkz7DTi4pYHCoJ+B4yZwzKxD+naSezE//OZ3CfmcDN3RgGZl6T7tTm9WvSQ18vqK9AjajgfpgWce/TfvL/mw/ybfQ/n666+xLIs///nPfPnll/zud7/j/vvv5/rrr+9134suuoiqqqr2x29+85v257744gtOOukkTjjhBD7//HOeeuopnnvuOa699tqdeTr9gpC7MVLz2muv5f333+fdd9/Nav/Zs2dzwAEHcPfdd3fZfv/993PHHXfw9ddfp93bsra2ltLSUt5++22OPPLIXsc3NzeTn59PU1MTeXk7p+m9YvexrXoDv17wazTdZNb5y3HnRtLarz7qo0266Og6AX7TSbPpTTjeECZeLYRHC6fsN2tgMtOzocs2v+WI1fzL/M7gEWG0RD6+DGkxnYTpB/cWtmUyIh2U6k1pZxkmQsNKa/9Vnwzi84WjOebECZx12uXZHzBLvlr3FXf/9h6imuDLIwsJezustonWLyWYO5yYX/ko/Sza5QktYiEiiVNiTKeG5dQTvkQSaBmqYQ4yOXDbBoTLzT233bpXtjXrT/76n0f4+KX3WDc5j83uIkJBJ/bV6sMb07TbyvXAZaIVxX5sZDj9jMotaY3TGiS5L9vxmZdccSmTR01KOC7RfS2+7bbFR+HO6b8SO8HWKNce+PYuuYfecccd3Hfffaxbty7pmGR6Is7111/PwoULWbx4cfu2559/nrPOOouamhpy92AL+G616D333HPMnDmTM888k9LSUqZNm8Zf/vKXfpl31qxZzJ8/n4EDBzJp0iQWLFiAaSb/ddbUZGdaFSXJMAuFQjQ3N3d5KPZdKsqG8Z15pxD2O1j6/EjSCeUKWQZt3dyngg6LXiI6W/kaol7CVkfcVpdxaFiyw1XbaHp2kas2NVavDVnTQ0potdwEpUGNmZdVLGNsprRF4shp28gp9PPOG8tobNqR7QGzZsKICZx69ndwhCVjPm5CN+21JxN5VqOD8PocTJegiwFQCCynjuXSE9qM7Pi8xGsQQO4mkwk1VWhS8r0LL9jvRR7AKUeciAQGNrQydPR2ho/bRmlFI15fkHhCTKo40IQkeg3SrJHXV6xCQesxdhbxH+79I+u3bth5B8uQ7vfVnWFhb2pqSnpv78xjjz3GgAEDmDRpEtdddx1+f0fh6VAohNvdNWHK4/EQDAb59NNP+33N/clurYC5bt067rvvPq666iquv/56Fi9ezGWXXYbT6eT888/v07xvvvkm8+bN46WXXmLNmjX85Cc/IRKJcOONN/YYb1kWV1xxBYcddhiTJiX+pXPrrbdy8803Z70mxd7HEQf/D1+vWson721izbuDGXNU8l/PUkK9mZPwOVvo9WYNEAQtJ0HLiY6JVw/j1Tpb3ew4PR27dEq6fXJ3FnFhFpaOHmVMMp4LO3NXxs4pKB3UmnmU6M0Zz5vJzVfXJVNmr+ODZybxj2fu5eILbsrsYP3AyYfNYd3mDSx/6yOGf9bM2gPzeig9KcFqcRBak2uX+RAQ9QocrV3PVeoapkegB6PtCRmSmOs2BUW5TeRFggw9YDqzDjigH89u76WkaAC+IYWwpQEtLHE4TQqKWykobsU0BW3NHlqbPbS1eJBSIJC9x6rG3LcCgV0jL5J5+ZQ+YA4UtM2W+N60+M3v7uDm626ktLg07f3f3jEGR7CvFQQ6iLSFgbeprKzssv3GG2/kpptu6rfjrFmzhnvvvZc777wz5bizzz6boUOHUlFRwdKlS7nmmmtYuXIl//73vwGYO3cud999N0888QRnnXUW1dXV/OpXvwLs3IE9md16t7Asi+nTp7NgwQKmTZvGxRdfzEUXXcT999/f53lLS0t54IEHmDFjBt/+9rf5xS9+kXTe+fPns3z5cp588smkc1533XU0NTW1PzZv3tynNSr2Di74zs8pGWSwflEFtWvzk45rSdB+K44QoJN+dqeJTovpYXskj6aoJ2bdkgSlkwbLs0eIvBbLE6sNGIsc64MXWEC3cjCCgHRQZ+ZmaNnLPC1k8Ng6igc18dlH29i6bW2Ge/cPl3z7AgrHVlJUFaZiZbfWVRJkm0FoVW6XWm5hXwIrnQA0gdkpbk/qSUyE8fFAjsePicZPv39h/5zQPsLBBx6EsMC7uatFXtcleYV+KobuYOSELVQMrSW3sA1Nj3/Gk7xp2612ElGQRY28HmT+oYtWCvyHgdUS5eY7b6G5dfd7pjZv3tzl3nrdddclHHfttdf2SJbo/vj666+77LN161ZOOOEEzjzzTC666KKU67j44ouZO3cukydPZt68eTz88MM888wzrF1rfy8cf/zx3HHHHfzoRz9qT/A86aSTALsDzp7Mbl1deXk5EyZM6LJt/PjxbNq0qc/zjhkzBl3viHkZP3481dXVPTJvLrnkEl544QXeeustBg8enHROl8tFXl5el4di38fhcHDpj6/H4bZY9uJIAk09f9FGpEaTlbqPbCr3bWIkThHFECYB6QRp0Wa5kH0p3NoP2K3cPD3q9GVf+9+25vUUrwK/dGYs9jK2AAo44Oi1SCl44uk/ZrZzPyGE4Ob5P0MfkMOglX4Kt8ZcVxKsgE5wZS50a3UW9Ynk10UILLeB6dASJmrEe7eEcgVNw3UMTwRnfj5OZ/9Za/YFTj70OKQGvo3JP7uaBjl5QcoGNzBy/FYqR2yncEArhiMu4rq9SBqIohDC009JHlkQGSUITIdofZin3/rnbltHnO73VZcrca/xq6++mhUrVqR8jBgxon38tm3bmDNnDoceeigPPJB5gfSDDz4YsC2Cca666ioaGxvZtGkTdXV1nHrqqQBdjrsnsluF3mGHHdajpMmqVasYOnRon+dds2ZNlxpZq1atory8vP3LTErJJZdcwjPPPMObb77J8OHD+3RMxb7LwJJBnHP+t4gEDb54bhSW2XHz7FwzLxlSgiNV/YtuaFj49BAePdIuXALSzaZIcUxQ9smAlhXtHTdMb4JWbn3LkA1ZySJIbLG3w8xJS+xpWV6VAYObGTyuhtVftfHl17snK9HlcnHDFT/HchuM+KwZz44IVlAj+HUemD2/piNe0etVlw7NdheaVru4C+cKWobq1B3goGmMA7MQnNIkv2jAzjitvZrcnFwKR5Ti3m6hB3p/bwkBHl+YkvJGho+tYujoaopLm3G544lcEi03jOY0e7S029WEY7qkvm7Xx6ZmS0lJCePGjUv5iN/ft27dyuzZs5kxYwYPPvhgVha3JUuWALbhqDNCCCoqKvB4PDzxxBNUVlYyffr0Pp/fzmS3Cr0rr7ySjz76iAULFrBmzRoef/xxHnjgAebPn98+5rrrruO8887rst+SJUtYsmQJra2t1NbWsmTJEr766qv253/84x9TX1/P5ZdfzqpVq3jxxRdZsGBBl3nnz5/Po48+yuOPP05ubi7V1dVUV1cTCCRuaq3Yvzlk+lxmzR5JU1UOq/7bEVPil85eu1AIYWfX9o7EKSLk6EEM0dXVa8cAadRF89kaLsSUWh8SFjIjLvIaTR+RJGG92dbSi0oNM2XHC0GbdFFv+no5375djClHrUfTLJ56+uHd1jKqomQgP/zRD8GCUe+3YS3KQ2vTaA/x7ETUl+b1NnS0tiCtgzV2THXQONZBsES3EzQAj2lbDyvKy/rxTPYdDj/kMLuTyKbMLHBCgMsdoXhgM0NHVzN87DYGlDWi50QRBrEM+8R9sXcuEg0Lb34YdEl97d4j9NIlLvKGDBnCnXfeSW1tbfv9vfOYcePG8fHHHwOwdu1abrnlFj799FM2bNjAc889x3nnnceRRx7JlClT2ve74447WLZsGV9++SW33HILt912G7///e+7eA/3RHar0DvwwAN55plneOKJJ5g0aRK33HILd999N/PmzWsfU1VV1cOVO23aNKZNm8ann37K448/zrRp09p95QCVlZW8+uqrLF68mClTpnDZZZdx+eWXd6l3c99999HU1MTs2bMpLy9vfzz11K4toKrYezj3rKspG+pk46dlbF9ViNmtZl4qnL0IvURWvK7Pd9wQAtLFxvAAmneBdc8WeYJG00e0lxZk2eijkJVO+SNBq/TQYCUXe311aOcWBRg5fRvbt1i899F/+jhb9swcP4Xxs47ALSOMaKtBD4Pht9ud6X7QwoBpJ1iYiTyt8TZnwTBGVQOurzYjEOhhsBw9r5I3aoeyjB42bOed1F7M8QfNQRoC34a+xdM5nCaFA1rR4j/ghO323dWCzxAmXiOMpklkrqSlvh+LQu8hLFy4kDVr1vDGG28wePDgLvf3OJFIhJUrV7Zn1TqdTl5//XWOP/54xo0bx9VXX80ZZ5zB888/32Xul19+mSOOOIKZM2fy4osv8p///IfTTjttV55eVuzWOnp7M6qO3v7Jjvpqbrrl/2FFJePOWYuVn355ke3hvASxaHYsnltLLPDiODDRE7h7vCJEqaMJPc3acXHSqaMnpV0+pdH0ppkAIjPKwDWloNXKrERMnuanQPN3O4ZE62PmL0DI7+DF+w/G7dFYcMsfd1vMmmVZXHXDTQR2bGeFexANRkd9rnjuthSQtyGMqzlWc0cIRDiCVt+G3tiGFuqo+xgcV4Hlc9FSqREs6SrWh7XWUBmo5//98pcMHpRdJ5h9nRt+/7/UfrmZLae4iOZkZxuREiKWRl1zDqFogh83kk4dc9J9I0tmVG5Ne6xbj3YJIdFeMxCbdf70hz+1W6RS1dE78ZWLcPj6N+v25RP+ou6hu4A9O1VEodjDKC4q4/wLziYa1ljzwpCMkiO6u297s+J1HZtYlPmli03hAbRYdn2n/vrVJiWYGYm8zLFd3pmps2bLS6Pl7WHZ66vIA3B5I4yftZGWRo1H/vPrvk+YJZqmce0Vl2JpOqNC1Riyw5oUP00hIZyjY2mg1zbjXLUN54qtOLY3dhF5ANJh38RzNls4WruGBHjNMBJBeZly3SbjmFlHAamTMpIhZYfIA4HDSDLHTrPw2T++vEa4R5ywzJNgQW1dbT8dS7GnooSeQpEhM6fOYeQUnWCNGzOgk86XcudWaKli8ZLsnVLIWGjURAvYFinA6ofYPSkhik6j6ctQ5KWvtiwpiCTp39sbzZa3PSnFPmr2Jxx3Tcev2eiZW8kp8vPx69U889rjWc/bV8pKSzjxlNNxSJORweqEfvFQsQ5NjTiqGtAC4YRXX9Ih9ASQt9ZEC3fM5TVDCI93j48x2p0cOf1QcGn4NmQm9GTM2BoXeQCGbpHy+yJWDae/BJ8hLHxGKKE3gDx729rdVFZIsetQQk+hyIKhpXZCxmS5lTHOGgq1tnbBkUh4CGELvUyseHHSzSb1W242hgfE3KHZ3SKktMudNJrerBIsJCnKfnQ6Rkga9CWyrsny0WR6yCQNJJ5UEseUAr/pYoeZw5ZIEauDZSyPDKb49AYcBRFe+dfbu1XsnX7CsRQMHk6x2UpJtFu9MwmG38KQHmSqN5KudTF3aibkr42CJRHSwm1G8BX03jFgf0bXdQZPHI6zSeJoTL8epiUhanUN7XDoJr2970Ws3l7fBJ/EpUVwp/iekfn2nBurN2Q4t2JvQwk9hSILcnLs4skiCEMd9cz0bGKOdyUHuDYzyGjAJTpKKsRxatEMrHgdZCKHLDS2RwuoihRgyd5FV2ekhLA0aLK8GR61M+ntF5Z9b8rTaPloNnu264pb6dr/lnYJl8aol+poAetCpXwVGMTyYCVrwmVsjRRRb+bily5MdIwck4ozana72BNCcP3l87EMJyNC23FZnWqACsjZEkY4DcyywqRzSGdPS50egLwNJp6obQUsHZh+d4T9lRMOPxYgbaueaQlM2TN+19ATpFAnIS74tAwFn0Di0cM4dTP1j8mYRa9q+57d1UHRd5TQUyiyICfHvrmGOrUE0oWkxGhlvGs7R3jWcKhnLWOc2ynS2uhIGMjczpZNfbg2y83GcAltVuLio92JW9maeyn8nNZcvdQUzCY2LxlrQgPZEumwSEWlRqvppjaay6ZwMSuD5SwLDuHr0CA2RUqoiebTYnliZWJ6thqLr31PEXv5ebl8d9456FiMCla1+wMdbRbOJvsHg8zzYuV5E+4vHT0FtQBcjZL8HUEAhndrQaXoyYzxByB8BjkbzV7Ty6NJRB7Ygk3XMvw8dxN89ndIojkkurDwGiGMdI7hAzTJjn2wxIqiK0roKRRZkJtTDEDAn7g8iBDg08IMdTQww7OJI12rso4ly3Y/C43qaAHVkXzMHta9rnMGpJOWfhB57bOnWHJfrXnxqUOmTqvlYU1oICsC5XwZGMyXwUrWhQdSFS2kwcwhKJ1pO3et7taXPUTsHX3owQwaO4l8K0BFpB4E+LZ0jckzBxbYsXidN4qO+LxE5LXYFsIJo/bsqv57ApqmMXLqWIw2iasusUVeSlvkWTL1bdV232ZBN5euEBDpVEzbqZl49DC9tDbuQLMTMvbFEiuKriihp1BkQU6O7e4KBnovNyABTYdCvTUL61y2pYjjCFotD5vCA5Ja99osZ+y5/mqvJhLG6sVdw1nF/sXmsqQgbBn4TSeN7TUMBTXR/KyTO+LzJ0o82VPE3s9/chHS5WVIuI4cfwBHSzexoWlEK4p7XvMEFr04DsPO5i0vUV0x0uHkI+YCibNvZSwerzeRB3Gh18eMqZjQ+7K6jLawA48exqVHM88+z5OEG8Ndukgp9j2U0FMosiAvN32hJ4AtkQKEEAwwWsjkS17QP6VDTHSqowVsj+TTZjrZHs1nY7iYjaFi6qJ5tgDbBRU1Q2la8+JLsZNDNELSQavpos1yE5YOolLv0pHEQtBmZV/jK9Wp7wliz+1284PvfQ+BZLBeR9URHuomO2mtMIi6Ym8QtxOrJL99HykTx+hJQGrQ7LaTdj5YsnRXnMJez/jhY9ALXPg2mZ2L3rWLvHR/wBhpJGSkh0TXTHL0AIaWnVCLl1ip21HXD+tR7Kn0PSJaodgPiSdjBAOpOztIid3Cy7JjqJzCpEhvo97MSes42fZvTbSOsHTQFPVgMoB8vY2QdNJRghdAoiNxiCgOYbY/jNj/MyvKLOgsnyR2Nq9M8dtSSlvUWlIQlXqsPVriWCd7rq5+yrB0ELIsXFrmXQy6u227Exd72/5Vyiv/ehuA048/O+Pj9IWDDpjMv4aOQGxcR17UT1Oxj2CxBOHECFi460zcdXn4/EG0tpD9CsRdt7GXw3RBW5lGcICGixyG1tSw+IsvOOWYObv0XPZGhBCMnzaJ5W99inu7RbBcz1jkQR9ct12QeIwoY0u34zLiFsIsxGN+R4mV0hKVlLOvoix6CkUWeL1eQKZl0dsUKaDzl7BXC5OjBUjHstdXoReVGm2mkwbTS5vlau8r2xyNZ6t2FUsmGsFYvF696WN7NJ+tkSI2hEtYFy5lY3gA28IF1EZzaYx6aDNdhCy9s4Gjnc43PwE9egKnstqFpCO21sQ3r5CV+Ddqm+XEzKCIdfz46dyo9wTL3vzzz8VCMKK1FpDt5t6oR6N1sIO6aR42n1aB6dSIFHsxY0IvnCtoGKNTN9UgUGb3ug3qDoK6g+2bNu7y89hbOfXIEwHIXWsiLUkkQ5EHadTS6xWJzxlm3MBqHLqFJbXYz6F4kkb6c8tY5u2Gqg19WI9iT0dZ9BSKLNA0DbfHSmnRkxJqzRwCsqcYzNcCRKTRaz25bBIx4hm0IcsRs4j1JIqOLmUvpV66ZaViFzmOoINpb+k8RsOKWQE7LIK5egBdSCJSw0LLyGqXDEtiryHJmltMN/l6IG3rY7z6YTrsbsvekEEVDB4/kW0rllMcamWHu6M9WvwUrFwHjYdUYGhuJJLWCkGkIMH7QAganF7KA03U1NZSWlKya05iL2ZIRSUM9ODbFGBgUFIzw004LzOhJwQYmkXUyiamVJLrCjF6QG179m5caMZyNWJSL00LX3uJlW1ZrEWxt6AsegpFlng8gkASi57EbiG2LZqf8HkhoFhvRU8p5DIoBiy7Wu/8ljOpyIvPnMwqlj5dV2cRs8pZHhpMHzXRPLaFCwCoj/iIWJlZ7ZLRW9ZupvF6mbZ4292WvfnnnYMlNIa31iZMb9YiECmyLbYCQU4VuOplwrGNLjuk4I1Fi3fuovchbrv6JgYdMBJvjcXQV/0MWBpCRDP7QWZk5b6VFLgDjCmp6VKipXshcAGdLHy9kAMIyY46VWJlX0YJPYUiS7w+nVASoSeALdH8lGJLE5IBRkvSL+R0EjEsCUHLoNn00Gx6OtWoS13LTmILnEgaWYLZIQhaDmqjuWwMF9MivTRZXkKWkTJOLx1CVm91+OLxer1bTOLXIlN2p9gbUFTI2BkH4ouGKQs0dX1SgrOFLt/sQoKvWpK7SSIiXc+20WVnLn+xbPlOXvW+Q2F+Ab/88c/54ZXzcRb7KFoRYdjLfnxbor3W2IvjMDLNvJUUe/2MGlCXoHxK4m8QW/DJ1IIvXmKlriWDtSj2NpTQUyiyxOt1EEjgupXSjhXb0V7+IzkOYVKkJ65jlSw+Lx7T1mo6aUzDetd9X6uTEAxbOyfbNmTZrmMpNSIxC5xEEEYn0od+vFEp0j7XNsvVa7xeb0kYqdidYu/HZ38HUzcY1lqHkB3ud0crYGHX0Ou+3jbIXytxNHc8E9YN2gwnO7ZuRu6KtOt9iOnjpnDPzXdw6P/MwYjAoPeDVLwbxNHaewasQ4+9SGlS4mtleNGO5O3MUoZ/tBc8SjwgTxJSJVb2aZTQUyiyxOdzY0Z1IpGeH6NNkULS/SL3aBFyEyRndP9itiQELIMm00OL6SGchvUuEZ3FjYVGVPZXbq9NyNIJWrYA7nkDEpgxwZcogaM3whm5mwWtpjulqJRZXL/OdBd7D7/4f1nPlQk+n5cDjzgSlxVlkL8BAC0MRih2NkL0+HYXgGZB7haJb6sFpn1hGlw+tEiYjVu27JK170vous753/gOC275NSUTh5BTZTL0FT9FX4YRZvI3XiaZt+W5TQwtbEhh3ZdYvfygESQXfPESK/UN9WmvSbF3oYSeQpElXp8d3xT0d7hvpYQ604c/QQJGKvK0AG4RobPY05C29c7SaDFdNJpeApYz45iyziRKPAhJo8/1W9vnsnSCneLjkjmls7HudbRPSx8TgT9JvF662bapsCSEPDqOb7Qh8yzef24xr3ywsE9zpsuFZ5yO5XQxpLUePWraLttOpLr3O5ugYK3E8EsanbE4vY8+3omr3bcZUFjM/172C86f/32MPDcDlocZ+oofb1XiUj+6ll7m7eD8BgYXNPUSwiHSfh8nFHyxhIw1W1anNYdi70MJPYUiS3J8dsZjMBi3XtnCYmuSBIxUCAFFeisG9g1ASjsWrcn02L1Z27Nz+yhMEnzkZSxWr6+eu+4iz6Znh4zOz2Vi3etZOy8dBCHpIJwgXi9bt60lBS1RF1WhPNYHSqgKFdDmccPJYaRb8u/H/smKdSuymjsTnE4nx8w9AYc0GdpYT/c2yqnCLwWgRSF3gyTU7EYCX67Y+Wve1zl0ykHc+7+/ZfrcQ3EEYfA7QcrfD2D4u7pFhYi7b5MhGVpYT3leerFzmTpd2wVfUCJWxj4bmf2GUuxFKKGnUGRJe9HkmEVPAFujBe216tJH4iBKnh5komsr01wbGWQ0EJCOPlnvehwlReJBOENLWY/9E4q82HF7SZyIW/eiPfrxdiXdrhqJaO0Wr5es5VkyolLQFHWzLZjPusAAtofzaTPdXc7N8kHLHAEW/P6Pf2BH487PZDzrpBOIuD1UmPVIo6s7MJ08GwE4duj4LRctVdtUnFY/YBgGP/zm+dx0000Ujiknd4vJsJf9FH4d7tJRw9DNJJ8MyYiiHZTmpN+DVmaTVBUG8bITUa9x0NwDOWTCrMznUOwVKKGnUGRJTk4hYLdBkxL8loO6NBIwdEx8Ikix3sogo4GRjlqGO3dQYTRRpLdRaARwiij913s2nmWb3CIYr5GXjVUvbOkEUpQzkWkVMBZE0ZJa9yxJn3rZdo/XS+c0I5ZGY8TDlmAhGwIDqA3n4k/RE9gfdRIt1WibJbBao/zvPbcSDof7sObe0TQNI9eNFNAyLopldCq7kea3uwDawj40y+SRl5/fOQvdD6koKeO2q2/i2xedi+51UvJFmKGvBvDU2ILcoZuxencdCCSjBtRR7PNndKyM5XkYeNmJqNOYfvQ0vv/NH2Q6g2IvQgk9hSJLcnPtArOBgAMhEidgaFh4RYgirZUKo4ERjlpGOusY5GiiSGvDq4XRO/nchLCtTY2xlmn9huzdVdlbfbqE+1g6ASu1NTD9m1By6142a+uOiWgXpImsjLa7XKc+4mVToIiNwQHURXJiiSWp3eYRS2sXouFRgsAE8G9r4Td//e1OzWYNh8PIukYa89yYHkHLhEi72JNaeuW2JVBj5RM0dN5//iUWfvz+Tlvv/sjRMw/nnv+9k4mzZ+Bstah8K0DZR0E8kQid31MCizElNRR6AlkcJbU1vAtR4DUnokZj8pGTuPisH2ZxPMXehOqMoVBkSW6O3RsyGHBSF/Xilw48IoxbRHCJCB4tgiPWeULGCtV3aTiWQDdICU2WB4dmka/7aTL7R/Cl0/1BIghLHSdmWl0lOkRe7/Nmhm3dMwGHNNFEOrXz0ps3KB3olokWE9e2uDNoNV20mm6iUqdrx4/ejymlbc3rPDYwQ6A3STYv2cDfn3+UC045t49rT8yHy5agScmOfA8IsFzQMiFC7lcOdC316iUgdQgWCdrGCZo9pRz42Xb+8dAjFOUVMGPcxJ2y5v0Rl8vFZd+9mI1Hbebev/8ZNtQydlsz+kiNbYO9aBqMLakhx5W9BVgiei+SHAVecyCqNMYfOpb5Z1+CSL+BtWIvRVn0FIosyc2xLXqtfpftcnHUUuloYIDeSq4eahd5YIu6tByYAurMHADydT8+LUh/pMSmG4+WruUsXZEH6bpuu9Nh3QtLjWTRTMmPmfzRHHHREnZSG85hQ2AAW0JFNEa9MZFHWufU+Tghy+h5fTVB25ECMx8+eOk9/vvpuxmtP13eW/IZgC30oF3stY6PYjqT1GHEdusGiwXNQwXhfAEeC7/PwZKpJUgJ9/3xT6zbsmmnrHl/ZmhFJXdcewunnX8WutNg7NeNHPRhDQcEqshx9s3N36vl3ARedyC26ow6aBSXn3elEnn7CUroKRRZkp+fj+Ew2bqxGIfosIKlK+q6IwG/5SQgXe3zFButuLqVXcl43oy6PwjCMnUR5YilpS3ywHYZZ++9tDtsRKRdisX+f/zfyR9R9KSPqnABa4MD2RH2dSq+nN0NTyIImIld19IpaDlaIB3wxIOPsWbzuiyvQXI2r1lHxNBo8XWKkRRguiVNU7qKPYldciVUCM1DBaFCQbzNgnRJENCU72LZpGK0cJRb77qT2nrVGqu/EUJw4qHH8Ltf30H+zCF4Q1Hy35V4nhHo68nyoy5T/6CygDcciM06w6YN5eoLr1Yibz9CCT2FIkscDgczDx5M/fY8tq0v7vN8Aqg1c7tuE1DqaMEhMm2Z1EGqJIxEhFMkPUQsLVaXLgOrVx9drvYNrPs5iF4eyTGEaQs0y4k/6siqcHMcv5la8Fp5gtbZAhmV3HXvXTS3Nmd/sG60tbVh1TdRn+fuGQcgwHJD3SEmpsMO+Q/n2wIvWKwh9U4ZyEIiOyVx1A3wsmJcEVpbiBvuuBV/IJuYMUVveD1efnPRL/jNrbcz4YiJ6K0Cz1sanmezEXwieQyuBbzlQGzUqZw8mGsuvhZNU7f+/Qn1aisUfeAbJ1yMEJKlHw7r0zwSW2A1W+4ez2lCUupoTtoSrTcyrxcnCCWw6mUj8sC2KGZrPLCtkf2XzCAlXXqFmmi0mU5CZuYZx1FLI5JGP91oucB/kMBsinDL7xdgmtk0tO/Jfz//BEEnt20CTB+EimyBFyjRkEaCJBSn7PGSbqvIYe3wfKhv4Zo7FhCJRPplzYqeFOQVcPk5l3HbgtsYf8RE9JZOgm8DaQu+hN0xLOBtB2KdTvmEMq778fVK5O2HqFdcoegDJSUVTDqggKqNxdRV5WU/kYS6aC7JRJQhLAY6mnoPtu6GJTOz5sWxixN3+jtLkQfZWfSktNcelgZCaBmfdzJCloHoXlk4loTSZjqJWukVjpYS2sz0r0doLATHQPPGBn770D0ZrzsRi5YuAWBHQTehZ9fSwVWtkb/EQdSZWOC1D3clju5aPyyPLYNyCG+t4f/d+1tVY28nU5hfyBUxwTfu8Am24HszE8HX7TWWwHsGYo1O6ZgS/t8lv0TX+1KiSLG3ooSeQtFH/uekCwH6ZNWzEDT0UlLFqZmUOJrJxKeT/a1ZtCdm9EXkQeZCT8ZKwdjlSux9tT6cSXzOsKURljqa6NlHOJ78EbAcBMzU7tz2BIxMitQKgf9gQaQM1n68kgUP/YH/fvIxS1Z8xYYtm6mvrycQCGQkpqrXbyTo1PG7He1vCREBz2adgk8d+DYa6EHI2WLZfVeTnJN0JnlOCL4eU0jNAA8NK9dz+4N/Tv98FVlTmF/Iledezm2/vo1xh43vEHz/SS34LOj4kSKBDwzESoPikUX8v0uVyNufUeVVFIo+MnTIeEaOcbNu5UCa6z3kFWUW0yQl7DBz0sqM9WgRio1WdkRzex3b116uEamjW2afRJ69jsz2NdEwpdblmLqQpOgR38vxwZRap3p4dpxeJEmGcdyd6xQmTq1nqRkJSRMwUq0hZBnsOMjJ4FeDbPxwGRs/XJZwrKVpSMNAOAx0pwPd4cRwOXG6XLhcLtxuNy6nA9Hcxo4BOSAEekDg3qrh3KEhOl1vLQpGGPI2WjQPjcXmdT8fV4oLKwTLJxYzbUktfLyE+S03seD7V5Kfm3mbP0VmFBYUcuV5V1B/Sj0PPfcwKxetwPOmwCyShKdJzCF0ey1jf0jgIwPxlUHB0HxuvPwmnM7Mem8r9i2U0FMo+oGTTvo29979d5YtGsZhJ2beM3RHrKRKOuToIaJSo6mXLhyZJmH0RBCy+v4Vka6NSkqISj2h4LUtcJ3r22VyfIG/W5awoVlEzFTz2e7ciKnj0qIYwmoXfIEMXLaWFLSEnbSE3Xa/XU1SPayUgqYgumWi6xaGZaFbFoYZ+3fs/4YZxWgLY5gt6KZFMMH8zZEcclYYOJoEIsGatIgt4vRUYi+J6xZAWhAxDT4bN5AZX26nYEUVP7vuGqbPPogLvnE2bnfPmFJF/1JUUMRVMcH34H/+zqqPv8bzhsAsloQP6Cr4LCnQP9URyw3yKnO56aqbcblcu3X9it2PEnoKRT8wcdwsyisfYc3SCqYdsRZvTno1sewuGB6iGfbHzdcDRKVOW4qWXJknYSRYn9ARUqJhYaFlF2+XZtHhiDSSjhUCdCkzrqdnSfAnEGa6sHpsS3BUJBC0HOhYuPWoHTfYSwKGlBAydZrDbtoizi7Fqq2oRshysj031qFDk1junskQiSbVpMQwLfSoRcE60EyBv9mFQySSeLF9op3OOYnYi5dW6bx+pEBGtXZrbNTQWDSlgsqWRkata+TzhYv4/P1POOr4OXz7+G8qt+AuoKigiKvPv5Idp+zgoeceZtWiToJvmsSsBLFERywxyKnwcfPVv8LjTp6oo9h/UDF6CkU/IITghLknY5o6X30yJIP9oM7s3Q2baL9ioxV3khp7dqxO/9TJ0mLl1gxhYWDG4uUy86MmS3DonHTRmyDURGZxejIm8hLNa4jMzsFE4Dcd9nwycV1AKWFHwMPmljy2teXTGokfu+P4UX9Xl6+wBFpI9L4UIbA0jbDDQLa4CFhu/MJNLOAw8e5CICJdn4mLvXjMnhQS6ejoEmKZAiuiY0X0ni53AXWD3Hx25AAaZhqYlsnbz77OpdddwQvvvqKSNXYRxYXFXH3+lSz49QJGzxqL3ijwvK7h/adA/8zAO9DDzT/9FV5PP7dRVOy1KKGnUPQTB804icJii68/qyQS6t3CIYFWy0VQZhc/IwSUJKixJyUZW75S07UXry4kBhY6ZprZsCKpiOuedJEKrd19m8aKJQQsR9K4RyFAz0DoSSkwpaAt4sBvOgiaBkFTJ2TqRCwN07JdtE1hD9H22L+e5xRtM3qcgzAFIs3qJSIC7prEbtoeZ9PNohens9iTDtkh8MI6MqrbVZUToOm2+zqCTtVQL9WnOGmaqhPxh3n+0We4/Maf8t6SD9M7EUWfKS4s5qcXXMWvf/1rRh8yBuEXGMUGN/70JnJ86YeC7IuccsopDBkyBLfbTXl5Oeeeey7btm1LOn7Dhg0IIRI+nn766fZxixcv5phjjqGgoIDCwkLmzp3LF198sStOqU8ooadQ9BOapnHMcUcSDjr4esngXscLOtqdZX3MWI297qKlr0WKO5NoJpGhla/7eqS069BF0xR57cdMU5wFLaNTS7PE6FpmFqiwZaBpkpCpEzAd+KNO2qJOWiIuGsJudgRTx0wCmG2J4/u0iIZIIMq6460WiYVYok1m8iurhyFns4XpMWMCr2vySyI0PX69BI0BD6YhaJlkUH2Kk5ZxOqG6Nh657yGu/vV1fLH6y95PRtEvDCgcwE8vvJq77/wdd998NwV5Bbt7SbudOXPm8I9//IOVK1fyr3/9i7Vr1/Ktb30r6fjKykqqqqq6PG6++WZycnI48cQTAWhtbeWEE05gyJAhLFq0iPfee4/c3Fzmzp27x9eZFFJm35xof6a5uZn8/HyamprIy+tD/TTFPkU4HOba636CFBHO/Mm76HryfqNhy2BVZCD94WINWzrVkXzcIkKL5Ub24284Lc1ov3iWr5XAgperBzBiwipV0kVvRKVIKQ6ltAtPh6zes2JDpp4wfi/hnJbefk39kZ4isi3siBVPTtElIypoXlmYfO3E4vWS6FPdD3lre7EUdwq30wMWrubuPwAg6oFIrkbUA1GvxD8qav/k7+VFdnpCGI642JMUef3ku0Md62uT5C2N4l1vISToBQK324XhNHA4DRwuJ06nA6fTidvlxu1y4XK58bq9eFwePB4fPrf9yHHn4nX72rOMHQ6Hatm1C0h0X4tvO/GVi3D4+i97N9IW5uUT/rJL7qHPPfccp512GqFQCIcjvYz5adOmMX36dP76178C8Mknn3DggQeyadMmKisrAVi2bBlTpkxh9erVjBo1aqetv6+oZAyFoh9xOp0cMXsqr7ywnHVfljN6ShJ3gYRaM4e+ijyBRZ4WpNDRRrnegNQ0/j975x0vR1X3//c5M7P19pLeSQIBAoQiUvQRFVBBxIINlGIvDwjoT8BCUbGhWB+RRxB4fFQeUBCRooJKNxTpkBBIQkhPbt065ZzfH7O7d8tsvRcF3Devy82dnTnnzGyZz37riBvjmez0KRV7Da0lV59Oogu18PKZv54WmPjJEW4D8XjVMNC4NUSeq2XDmcJmAwkZ+dIsxdcyZChcd0JwOZ7EaWBON2XWnE8gMDLgRXWlr0VDbFMDz6fIdSLRlLhtlQSnQ2B3Cb94ci7h2EwL4k+ZJJfVF3uGUWwB9a16neFsodOIFxcMH2Qxvkwx8EQWMapJJjxwBTiAN8nXugWGJZAhiRkyEKZm3uLZfOJdZ7QzS9tUZWhoiP/93//l4IMPbljkPfjggzz88MP8+Mc/Lmzbdddd6e/v57LLLuOcc87B8zwuu+wyli1bxoIFC16k1U8NbaHXps0Uc+QbTuH2P53GY/cuYPHyTYHtvzwkI6q+qy8YTafM0GOk6JFppPAbmruGJKXDdBspdo1sZnVmZktWs3JauT3nY+CE0ox6UdLCoENlCRseWouWW6IJAULrQFewyhU8bnTFUtQv2aIRuGWFkQ3h2yw1flJGymnMyuElrbrzUSz2inYLjQjMdBMXTYBwNG4Y7E6BG88dm7/wRUNJTyLGTHSHB2ZwBrAQGlH2UlJaMJqJ0BstLfzi9ki2HhJmdmyUsHQLU2oFuIAj0I6Y+HfuN65AO6AcgWub4PoxiZanwAWdO851wckKGBM8dcc6PvfI6bzv/e/loH1e2/j1afOSYWystP9zOFcvcrJ8/vOf50c/+hGpVIpXv/rV3HjjjQ0fmxdwBx98cGFbZ2cnf/3rXzn22GP5yle+AsCSJUu49dZbMc2XtpRqu25bpO26bVOL//n1hdz1l/W88V3/YN7S7SWPaQ3bvC62ec28bjQxYdNrpOgxUphClfSQ1Ro2uj0FAaQ1JFWYVZmZeE2WbinHaLErhacF2+2OQqFirX0LZIdpEzds4mYWQ+hCBmuj4s/VssJ1qrQgWSXDthbjTrhqLF+5y7Z8e9YzSdlWrtxK/XnH13TjZRu7IZSUXfGge5VENmoR81Uv2gIVEnW1pZaQnKPRaF/sWZViz7BcwtHKOCSBZm7PCIYsvY1Y0sOUHtPD474wbuK59S2yEwd0memS/sS5VRPSLpnHoqTui6Ndwbzl0/nECafR19Pf2GRtKqjlul105TkYsamrm+ilMjx34oUV288991zOO++8iu1nnXUW3/zmN2uO+dRTT7HbbrsBsGPHDoaGhli/fj3nn38+3d3d3HjjjXVDANLpNDNnzuRLX/oSZ555Zsn2173udey22258+tOfxvM8LrroIp5++mnuv/9+otGXbimbl7YMbdPmZcrRb/ow99zxBR69b0Gl0AN21il2nCcsHHqNJL1GipDwSsRd8edVWlslIkcIiMssyyKbeDozq+k6faWrbZ6MMtme7cxl/4rCmjJeiFQ2f7PQhKVL3LCJmTYdRpaw4fsbi8+zHD/xY+J8/DIqVkvuYEOoQKEX5LLNI4Tfji7pWNgNuomVJ/AayMQuzKEEMgsqrIlsFwivgYO0/7/QuMZMa5IzcmuvXy4w90tAwkDHPIgUP++6KBGjcsrRTIS+2EQ3GInGkBqNZIfdwbTwWCNlAnG0EdCtROMog7BRegEkvoUxunea0KIsyTs6eP6xrXzhy+dw5DFv4JjXvwsp27mGLwc2bNhQYiypZs0788wzOemkk2qOtWjRosK/BwYGGBgYYOnSpSxbtoy5c+dy3333cdBBB9Uc49prryWVSvHBD36wZPsvf/lL1q1bx7333lt4bf3yl7+kt7eX3/3ud7z3ve+tOe6/krbQa9PmRaC3Zxr77DeNh1ZKtm7oYfrcESBfIDlW08pm4dJjpOgzUkSkU1XcFZNUle5DISAqbXaPbuSpzKyqLb9q0ax00hrGvQhDTqzyaO0Lq4kesYKsssgqiyHHF74GipiZJWbYdJg2McPOuaYnzknkB8u7TmuUUamHKRXZAA0T5LItP89GXbYAXp34vCCEJ5AZfKEXcC39zAt/u8wqzISLlXDBCoEUxLcqkjMlyqoTh1j0sEBAygCl0LGJLFujitADwVgmQlckgyl9V7hZJMpcbTBkx+kPJau+dn0LqVnly4hffieMV7Z1QoganYrOt4xhPxcieWcnN19zG/fedx8fP/GTLJz70g2Qb+PT1dXVkFdscHCQwcHBlubI13jMZrN19vTdtsccc0zFXKlUCilliUUw//dLvYZk+ytPmzYvEke/+RRA8+h9CwrbqhVINvDoMxIsDm1j98hmZpqjhKVTOKYWSgsyOjjIWAjfKrh7ZCOhRou1FWi8bl1+HdvtzpxoCy4BUq88iodk3I2yNdvNs8lBHhubxarxaWzM9DDsxLCVgRCwPdPBmvF+Em4IR5koXb0ocy3MgCLMWlM1g9bTgqxnsDMTKxKs9XEL8XnNIZTALfYIaY2Zcolsy9C5NkXvo6MM3jvE4P3D9D41TmSHQ97PKRTEtiiEW2feirrIApExEAkj3yYDIauPoYHRtL9IQ+gKN2tGhRhzg11+fg9gC7fGrcjVsuK5La/fKASEd7Hped8QkeVpRjYk+MaF3+LSq3+IbTfWpabNK4O///3v/OhHP+Lhhx9m/fr13H777bzvfe9jl112KVjzNm7cyG677cbKlStLjl2zZg133HEHH/7whyvGPfzwwxkeHuZTn/oUTz31FE888QQnn3wypmly2GGH/VPOrVXaFr02bV4kZs/ahV336GDVE4Lh7XF6BpIkVIRsTpTJfMaskaRT5gLa61jugkhVEXl5hIAQLntEfMte4wWaRYMFkf2YtW12Z00rGDSWAFG+howKkbFD7Mxt0VqT9vy4v5jrEjGK0ktzcYD5DGCofS2l0IXECn/svMt24m+lBY6SuMrIZRFrLMPDVS6OZ5LbVPOU/ELJ9c9ZaL/MCkKA0lijHtFNLrGtDmZaYaY8RI2nxO2wSvze0oP4VkVihgSjyvzVlpXLljWiHloJkLokJlQUjhWMZcNY0qU7mgl0u4+7EULSIyKdwmNK+yKwvsvdt+qFCv5rXfULgwxrOl6bILw0Q+KvnTx4++M8/o/PcML7T+BVex0ceEybVxaxWIzf/va3nHvuuSSTSWbOnMmb3vQmvvjFLxbcwo7jsGrVKlKpVMmxl19+OXPmzOGII46oGHe33Xbj97//Peeffz4HHXQQUkpWrFjBLbfcwsyZM/8p59Yq7WSMFmknY7RphNVrHuI73/4pi5dv5LVvfYLn7AGk0PQaKboLGbPNCbtytjqd2A18Z/M7ZkiezswipRrLaqtXQ09rSHhhdlaz4gWQds2WS78oDRlvQjTFjSwDkVSNI3wFVkv8JZxQwa2tchY7T0scZeCq6v19PSUZyUTJl4MWorqwTL4QxxkttWr5oi53KlpjpgXWuMZKgpmEyLYsHWtGJs4kbBGQlVBypslF3RX7aECF8GP2Ao73wpCeXlZvL98aLb+76SHjrm+VFTqXhTvxW0qNaSj80CWNKRUh6WEZHpb0sAxFyHCZFRnFkh4q57ZvNK7SEi5xM2+R1oQbqC6tPUg/EiV1fxxcwYK9Z/GJE06lp6u3oTn/HflXJGO076EvPm2LXps2LyJLF+/L3IUmzz4xk71f+ywLundglom7yYg8VwvsBhMthABDK5ZFNvJ0ZhZJVe9Du/Z3QKVhpx1vYJyiEbUvFLwWvl5qDVmv1DKW8kIonaqhf/IRfRL/O63Eb/Lqiz6/pZvCybl+x+1QRdZnfXz56PeGzY0tclI2N0xkIIMzEvafBK0xshOizkqCmfLLxhRjjdoT1kJA2I4v9qq8YLyYGSjkBCBtiG1TpKbLiuO1qCPyAFyJ9gTC8MWwP+HEw6Gwg7QmYvpcZeAqA+HmLJS5wdaP9hIxHHrCaeZ0lpbVqIWjDbR2muqOIgyI7ZsmvDhL4m8drHtkE+esOos3H3sER7/uHe0CzG3+bWjH6LVp8yLzpiPfilaSP/9qP8Z3+I3Gp+oekwpIwqhF/ka5LLKJTpmut3dVuWMryeZsD8kGLYPF8xu1fI9V8EWeUVk/D0i5jbuiJ377pZ2VFnhK8txoH5uTnQWXcENrqjqHQGuJpwWeJ/AciZeRdGzQ9D6lGXwQBh7VdK+F2DZf6AVdEmssWzqJBmG7VYMR3Y5QVW0uACMD0e2q8vii0w0UebmddI2sYTtrBi5Ll0+AIONZjNmRJmMqJ5JjGg0nyGN0KbqOHqPziDGUUNz46z9yztc/y7pNa5sap02blyttodemzYvM/ivexJvetpSx4Rg3XPFq1j49fcrG9oVWk9mcwrc47RrZRLeRbHrOhBtic7YHp4k+tcXIgASIetiqmhNZkHAnU1xVEJJ+EeeEE2EsGyHt+Mkddam3jxZoVyIfiNH9qxjxzRAah0Za7ArbQ2YDaqooHSj2tMjF59V4OgS+5TCys1Ts5Q10mmoiL4cj/aLHVUavJvaC9nWVweZUF54SDQs+J1cGp1GLXsmMAsJLsvQeP0RkjzRD6xN8/Stf52fX/Fc7WaPNK5620GvT5p/A299yJp8+7YOYluC23+zDytuXotTkzHqOli3Xx/NjymBpeAu9RqLKPmViQsMOO84Op7PlFmaQ9y42frN2lMSrISqzysRRrX2UaQ1jThjHKyr54pmMZSNk3NrCpepDOTewtzWM/XA3xgYLA4GZbTw12By3q46vlQa3VARWc9uWI4BQAsIjumSjRqNDNURefu5aVj27sUigvMt8KBNn1fA0tqU78HR9wecoA6110xa9YmRY0/G6BN3vGMbo8bj/z4/wuXNP58En/t7ymG3avNRpx+i1afNPYs9lh/KlLyzmhz85n0fvXciOLZ28/thHicSaLXvi49fOayaDtRSBb81ZHN7KWluxwy0PiJ64oTpKst3uxK7SRaJZpNATsV418JRoQMRpEm6I3lCmzn6VJNwQ6xO9uXZm+axSf10Z1yTrmoRNl7DhBrjbK9evNZA2cJ6LoxP+x6t0vVxMIJhZjRcCXUeUmWNZf74ATSMAXIUWHpj+8+Hk3bYNvhTCoxptKOwuiZJ1LHnFM9sSHfECQw+0Fti2SSgUdK0Ke2HIiU4ZCsn2dCdDmTgD0QT9kWThS0jlkX7v5KkIe7BmuvS8e5j0P2KkHohx6Q8uZ5d9b+Vj7z+N7s7uyU/Qpk0LjIyMcN1113HnnXeyfv16UqkUg4ODrFixgiOPPLKkJVsztC16bdr8E+nvn8E5/+/7HPDqGWxaO8D1lx3Ejs3NZ5zlW5y1KvLy5HXNovB2ppmjgfukPItN2R5s3XzR32oYDbhvlYZsQ+3FBAkn3HQdvVE7zI5sHC83R+XhAo0g4/oWvqxrlMyhKfkDrcDbEMV+rKsg8gBkUR07ocHI+j2Aq6I11phd3+jpeOAptAAvXtttG0RkSGMkPezeRkReHgHZ6rcNu4EWb0Exmp6WbE11sXp4GkOZGDrQ+Klz9Q2nBmFAbP8Uve8dwpxj8+xDGznri/+Pq/54+Uu+AG6bVxabNm3iwx/+MDNnzuSrX/0q6XSaffbZhze84Q3MmTOHv/zlLxx++OHsvvvuXH311U2P37botWnzTyYUCvHhk89n4cL/5Tf/91d+f+WrOOTNT7J0700Nj2Fro+VuEOXk7/ELwjswhGKzkys/oWHIjTHmTn0Px3pxVkEZtrVQSDKeSdSsX3YDYMSOMGxH0Vrg5iyGWucq6gUlIgBp1yLjWkRMh5Dh+ebQnBVNjZk4z8UhwLUp3fLRfLHnhUFPtPooYKTd2kKwaBxsF7cz2pDbNojEfNBBIY41rIPalYgq/Y+1Fji2gRUKtvoZIuj6TuBqg82pbnZk4kyLJugJ+wlDeUtro0LPLyXkJ9p4WuJq/7eX65Ncss2U6NdDaC3E7tfc/Zu/88g9j/GB936QfXZb0dB8bdpMhhUrVnDiiSfy4IMPsvvuuwfuk06nuf766/ne977Hhg0b+OxnP9vw+G2h16bNv4g3vO545s1dxiU//S/uuHE52zd18+ojnsYw6t/kk4F358kzNzSEgWKd3c9QtotsC23TGqFW4eRqGbb1SLjhhoTeUDbKqOOLV999XJyNW+vaTwi+dCaEsdVAD4K7NobaGQo8F/CLFleOlBN7IdCSEl+lOZZtyiGfHgiDKMvcnaj0UjGOBpCgJHgRSsqkVL0EuugfUoGiqj8omzWxQkHNef36eo3gKJONyZ6C4OsO+4WYM8ok6VhoIYqEW+63mhBwiuLndWJ+kTvJilMUYC8CZ7am81GPxNNJfnLxJczeYwYffd/HmTH40i6I2+blzZNPPkl/f3/NfaLRKO973/t43/vex86dO2vuW05b6LVp8y9kyS778uUvfpMfX3IeTz00j51bO3nDOx4h3lW9J6Pf37W5sirN0CEzbMt04SGZKldtOfnixUFizqmaYVublGfhaVGzfMvObIwxZ6Lun1fWyUPVOR7wLXkmODvDGA+FsftrW5mq1fYVgGFrPEugjYnCiuaY3djZC1CGYHxxBCOriezQYPgCThsCbfgi0v9d9HdOWGo00il6hgUoo54bV6BdgUposBQy7FUIPq0ljmMQsrySsepZ80rH8J+LcSfCcCqGVuB6flLOwr6ddEXy7w9N4/1b6u+nwxLrkBTmco17b5iNT2zh3HPPY+9D9+Skt3+IWDTW2Am0adME9UTeZPdvC702bf7FdHf18/kzv8evrvkWd/4Frr/8IN7wjoeZMW8kcP+MbryjQHP49p+sMnOJAIKaPrzJzKT9G395G1ZXCdxJJHwk3RBdVqVI1toXeeNlPVc9lSugXGTVm0jKKB/E300lTOy1caKrJfFtGpnxSM6qLEQM+OVQaqgLARiOxkOgTcBTGMng5Jz8KjWgIyZe1CI1OwJS4EUFydnB9fiqjeVFQRWH9mmQrvDFXt2oAAGOgXJkQfBpMXEJ7KyJZXlFrxw/CSNwLTlR53oSz5O4yv9d7TUeKm55N6kc3EokClMoRA9Yb86gXjDw7g3xyN8e57P3n8HhR72Rt73+HUjZDm9v8+KxadMm7rrrLrZt21YRL3rqqac2PV5b6LVp8xLAMAxOeO/ZLFx4Hb/8nz/wh/89gAPfuIo99n++Qj8kp8ya50sHgSYuHOIyi0TRHU7waHIuNmbOJSan3LonRM59W3SX9rTAnlSwvZ+UUS70tIbt2TjJgHp7rhIVFqEgq57WgCOx18Xxcm5aM+O7J2PbNYajGJtX2WIsyG1buWpf7CkNIu2QnhsnuiFZeExLgRc1UVHL/wlPlFLJTDNKBtL1DHL58zEhPRD8mPR8saurPeWi7I8iwSdygk8pietILEuB8GMyZW59nvJj54qFXaOvLSE0OzNxZpljU1Z0fAJN1HBKxpVzPMQ706inTbz7w9xyzZ+442938L53H8+rlh841Qto04YrrriCj33sY4RCIfr7+0s6uAgh2kKvTZuXO4cc+HbmzlrGj3/yHe774zK2b+rmNW95AjPXXkppSGurxdF9YSfRxIVNXPo/UeGXw/C0YLsXISQ1i6PbWJ2ZgSF0rqBwLrhdSzxl4AXGQDVHceatysXlTXZMRxvYnuEnS+ALi22ZDlJesDj2lBFoEVKen1hgGH67OueFGO7mKBTVPjSyE30fwiOaHlcxulCijaIP5sZyQ5Cuwkp6pPtNEtOiuHGT8LCHilpoK9haqAxwY0XbBb4lrk4YnBaQnua7eat20lACoRtx5RZNXib4MhkLK+SLbseVZLIhXDWZ141vFUzYYTYlupjVMdViTxAxKq2pQoKxu4vcxcV7OETqUc1lP7qcG3e9gQ+/76PMmzl/KhfR5t+cL33pS3z5y1/m7LPPnjLLcVvotWnzEmPe3N0494sX85P//jKrH5/F8LYO3viuh+nqTZPW1YP+K8kLO0VHQdg5RERwnbMxNdH+a0l4K6syEwHoQoCJxhQe5IVfIRDeaCmmzl+D9uuvNZFhWxu/pl6fkUZr2JrpIF1F5EHedZuzNLkSJ2viZg1cx7eU9YgszsYY2imzNGqNUWQ4FICV0PQ+4zGyi4Gy/HOpadHTGuFpjIyHyDX/9UJ+Jm9qXgwVcwklqjsm7c6Am4CgrrM9M6BpyChczZVbbXCNryIzBjptoDTYpocwNLZjICZdGUUgc+7fhB1m03gXszqnTuzl3bZVZw+DeaCNXubg/T3E1lU7+NoFF7LsoKV86B0fpbOjc2oW0ubfmlQqxXvf+94pDQ/4lwcabNy4kRNOOIH+/n6i0SjLly/ngQceqLr/5s2bef/738/SpUuRUvKZz3wmcL+RkRE+9alPMXPmTMLhMEuXLuWmm24q2efHP/4xCxYsIBKJcOCBB7Jy5cqpPLU2bVomFuvg9P+8iMPfvDtD2zr53eUHsWHNQB23rS8KDBRdMsMsc5wl1g52D21nfmiUATNNVAaLvKySJRm23WaaaeZY1QgoIcCUiojhEjezxI0MEWljCq/omPrRUxKNrVoTin5sl+9+tT1J1jVIOxbb0nFcD7ZkOmuKPNeDTNoiMRxhdFsH4zvjZBIhXMcXnTIj0I90QqpSoRh2pd4R+P1ke1d7GJmcta88CDG3cOEozKSLmXQLIg9AhWVh4Ey/gROrfl3s7ipxgbJa4qwm261x41WHDER6AuFROajGtx56IFyBcEF4AqGEL/gEpIajJHfEcBOhpuscliOEpvjel3DCbBzvmvS4PpVu26rr6NKYh2cxj0kh+jyeuns1/+8Ln+Pqm3+J5zXgq2/TpgYf+tCHuOaaa6Z0zIYsemNjY00P3NVVvwjs8PAwhxxyCIcddhg333wzg4ODPPPMM/T29lY9JpvNMjg4yBe/+EUuvvjiwH1s2+bwww9n2rRpXHvttcyePZv169fT09NT2Ofqq6/mjDPO4JJLLuHAAw/ke9/7HkceeSSrVq1i2rRpTZ9vmzZTjZSSdx17GgsX/Ikrf341t169L4tf8wKLXr25YA0DgYkiLrN0SIe4sAmJ4Bpm1dAaxgIE5K6RzWxLNFbMWQq/h62F8gVYzs1bL77PyZXGyK9D47tMVdnPxDY5sQ2qjrt2vBchRc3ycul0iORoPjlDlP7WYI1LBH5/WDcGBY+5BiNdRQADhuuLvdFFRqlFT2uEqzGyXom4K8YLFbtiBelBA7HVw8yU7u9Z4EWqnFzeO1o2hRcR2D2V8zaSbiOU8FuvmYDy/w6euAhjYmTtgZuwMDsaE1NBBCVzJHNib/akLXvBbttayJkK8Y406hkT7+8hbr/+b9xz570c967jOHTf105mMW3+jfn617/O0UcfzS233MLy5cuxrNJQne9+97tNj9mQ0Ovp6SkJCKyHEILVq1ezaNGimvt985vfZO7cufz85z8vbFu4cGHNYxYsWMD3v/99AC6//PLAfS6//HKGhoa45557ChdpwYIFJft897vf5SMf+Qgnn3wyAJdccgl/+MMfuPzyyznrrLNqrqFNm38m++1zOLPPWcL3f3w+a+6cS7wzy257bSQubTqkg0Vzwq6cpDbxAm71c0LDhIVDtsmYQCHAQGMIrxDfpxC+mzcX36e1YNwOk3BCJOwwGolfIziw6lsTJTT8Y8btGApfGFYjlciL24CLJ8AcF4VHzRS4cT+JAcCsXv3Gd3lq6HnWI9PtJzbIOgIPJsqilK5DkJpmEN/iYtgTm+0umcu8qPLES19c5R9VBqQHA+LtROOZunm9HizyStGUZ+4KtCPx0iZmrMHAxfLpq2TtJp0wL4x3M6dztOX3QT23bTWEAGOpi1zo4j0SIvOI5n9++r/ctMsf+NB7P8ou83ZpbUFt/m35+te/zq233squu+4KUJGM0QoNx+hde+219PX11d1Pa81b3vKWhsa84YYbOPLIIznuuOP429/+xuzZs/nkJz/JRz7ykUaXVXXcgw46iE996lP87ne/Y3BwkPe///18/vOfxzAMbNvmwQcf5Oyzzy4cI6XkjW98I/fee2/gmNlslmx24tO9FStnmzatMmP6As753MWcd96ZPHXbfA5cvJau7uZ7u5bjaUGiKDavGCk0SyNbeDw9Z1LlXIqFH9LDVYIRO4aUEDFdRrO1apPlLELNzFc0J1pV7SDiZILPOz+hmSz6gAXM5ITYMzL1V+S3O1NkOwUdm5y6gkqFqok2QWq6SWyzi+H618LuquK2LTnOb8uGgPT0XPLFZGjmSQgs+i1QGRPP0Bjh5lyc5W7bclJOiBfGu5ndOdpCk5DG3bZV12eBub+N3s3BWxli5zMjfOvCb7LkgEV8+LiP0dNV3UvVpk0x3/nOd7j88ss56aSTpmzMhoTe/Pnzee1rX9twkb5FixZVmBuDeO655/jJT37CGWecwTnnnMP999/PqaeeSigU4sQTT2xormrj3n777Rx//PHcdNNNrFmzhk9+8pM4jsO5557Ljh078DyP6dOnlxw3ffp0nn766cAxv/71r3P++ee3vKY2bSZLZ2cPJ3zg3Vzyk99y6+/34V3H3zfpQPSxKiIvz+LwNh5Lz5ncJDm0hpQXyhUs9ue0PaOmYaoVim1/Umi/VEjZOXqeQHlVlENO5Aldekyx2Ct3pU4cO3EyWkC210RLwc4eg9g2h+gOt6rg80LVlYyWgtQMk/hmF2XWEIVFOB0aN67AEzX3b6pSYgM7a3Kissp+XtJESIW0GleO1ax5xaScEBvHupnd1azYa95tW3WkDo35+ixqTwfv3jDPrFzLWQ+fxcGHH8R73/R+QqEXr9B5m1cG4XCYQw45ZErHbCgZY+3atU1VYn788ceZO3du3f2UUuy7775ceOGFrFixgo9+9KN85CMf4ZJLLml4rmrjTps2jUsvvZT99tuP97znPXzhC1+Y1Lhnn302o6OjhZ8NGzZMao1t2rTCin2O5IADB1i/dpBHHpxcWYfyBIwgYobNXGt40mVpXSUZsuOMOVEKVjoNjmeidFAD+1YpHUgIv4xL+frdrFmxbzF5t2350L4bV0/E6GmN8BQy62GkHMxxB2s4Q2hHGifi15AT+C7Z5CyLnXtESQ2aBHmUVUhUvxDCHyM1w/STMKrpzMJvTbZf4fSA06dRpvIFWAvkk2mFEHVLtwANFVt2EyG017gaq1ZsuZyUG+KFsW4/DKDB023VbVtzzGkK85g0xhsz6JDi7j/cy5kXfJrxxPiUztPmlcdpp53GD3/4wykd819aXmXmzJkVDXyXLVvGb37zm0mPa1kWhjHhq1i2bBlbtmzBtm0GBgYwDIOtW7eWHLd161ZmzJgROGY4HCYcfnH6i7Zp0wzvf+85rF51Gn/98+4sWLSdnr5U02NUS8AIYml0Mxuc+mEb1eYpt+LlEQJszw/8UlpT1vK1ZcrH8N24CreoArCTqSznItMCI+ULI3Nc5kQcGK5G2BrD8cuhCFcT2WmDq/y/A9aQ7THJ9k9cX6FzbchMSM6ySM2wiG71LXx5DeMnYtSwvElNpkMhhaywCmqpcaPgRTVeRPs9bPOCSwAmaFODC7h+zGMjFIyaxbvXsOr51rwGau9pgTtuYXbbdZ9z0UTrNIC0G+KFsR7mdI0g61ogJ++2rYWxi4uY5xB9GMYf6uRr3/sS53/um+17SZuqrFy5kttvv50bb7yRPfbYo8I7+tvf/rbpMVsSevfffz9/+ctfAttzNJMRcsghh7Bq1aqSbatXr2b+/MlZKg455BB++ctfopQq1KJZvXo1M2fOLJjO99tvP2677TaOPfZYwLcC3nbbbXz605+e1Nxt2rzYxGJxTjzxg/zg+//LzTfsw3s+eE/N+KUgqiVgBDHdHKNDZkioSP2di3CVZMSO4VRtsQBOoRPG1Ii9muVgcmJPa4FjT3wJFDZEthpY4/5FDG9XxLd4dGx0gxtD2B7gFxQOelyZgvGF0ZJtUkMhKk34fWdTMy3S0y2i212i252S0ioav9adG9N40dzv3OWPrwdt6Jyo88WdLtet5ZchP66Zy5x18Mui1BKWAbpTkMu+rRbvJ2i4aJdWAm/cwuisLbSkVE2/JtKuxYaxHubWFXtT57bNe+21BldLXG3gKEmHmaHnkDHQMPwP+PoPv8yXTr+wxBDRpk2enp4e3vGOd0zpmE0LvQsvvJAvfvGL7LrrrkyfPn1SGSGnn346Bx98MBdeeCHvfve7WblyJZdeeimXXnppYZ+zzz6bjRs3ctVVVxW2PfzwwwAkEgm2b9/Oww8/TCgUKlgHP/GJT/CjH/2I0047jf/8z//kmWee4cILLyxpHXLGGWdw4oknsv/++/OqV72K733veySTyUIWbps2L2X22P21HPqav3LXnfDg3xdxwEHPNXxsrQSMIITwS608mFrQ0DFaQ9INM+6Ga+6vNbn2V4WZUFr7GqJFsVfrsLzYS2f9cxcuhHZIQkOyRPBIJbG7BWJjQHZoUe9abUpwvBLrmgbGF0Qrs2fzrsTizXnBN90kNc3EC2mcboUX861zBTFVdlxyode6Gs4LPisn+KpY+IJEXsX5BD0emIRRfTHKlZAyMePVM3EbdduWk2lA7BmTcNsWCztPS5ycuPPKLl6PmQYBPYeOoTKSzU/Bdy79Cp/92JfbPXPbVFBchWSqaFroff/735+yjJADDjiA6667jrPPPpsLLriAhQsX8r3vfY/jjz++sM/mzZt5/vnnS45bsWJF4d8PPvggv/zlL5k/fz7r1q0DYO7cudx6662cfvrp7LXXXsyePZvTTjuNz3/+84Xj3vOe97B9+3a+/OUvs2XLFvbZZx9uueWWigSNNm1eqrz7uM/z5FOf4q6/7MbCxdsYGEw0dFy9BIwgFoW384/U/LqFjR0lGa1jxcsT3ONU4E1S7NVCCHBTJqHtkvAOCTrYpuWFBW5YYGaLVZxGuEWiQAi0afhiL7cp22dh9wYnogld5AotX5SA1HyFyh9aIgiLd9ZgKX+gaskkjZDTIjrkCz5t49fHQ9QVedWselq0ktkrUNlcJm6kMhO3WbdtORnXYsNoD3O7R5EVjYA1kSbctuXCzi36qXbBLOESM3MWQwF9bxhBZSTPPryZn/ziO3zyA59tuWRGmzaNIrRuLgx65syZ3HHHHSxZsuTFWtPLgrGxMbq7uxkdHW2oOHSbNi8Gz6xZyXcu+hnTZozy/pPvwqhjUckqyXCTLtg89yUW8Vx2WmCpFa0h4YZJ1LHiFZO0LbanOqo8qjHqWZXKEGhkjRomWoMzFkLd1wXlFreAneObXeJbi8SHp5DlnS5yyRjC03iWYHh5Z6U1L4cSE3X4gsj0K7LT6n0ca4jn1pQxqihHmiuFkkNojcgYDV3zQp28on21qSZRwkVjdjpIq9S6Zhgeljn5RImw4TC3axSjzN/eH0pg1bEY+h1Y8ha72sKunIHQOP1WskRMKhe2Xz9AdlOYQ960Lx98+8daOKMXh6D7Wn7boivPwYi19tkRhJfK8NyJF7bvocCb3vQmzjvvPF796lfX3G98fJz/+q//oqOjg0996lMNj9/0V8LTTz+dH//4x80e1qZNmxeBJYtfxWFvWMTWzT38/e7FNfdtJgEjiKWRrYEiz1GSHdmOpkSe1sXxeUEIvCYyJ/0jqu/sZSWJdV0kN3RhpUA6ef9rtcEE2d6i9eW6WgTtpw2JEpBYGA3Mps0ja5yPRuP0q9xONTB1wRpHOKgvWfU5qqMh5KFDXsH1Wi9DV1CagVtZILlZBG7CqsjEbdVtW07W8924nhaFxGZDVHfbelqQ9QySbogxN8K4FyajLFxdo25MBZoeM11hMZQmDL51J9aAw923PMR1f/pVy+fV5pXBcccdxzvf+U523313Pv/5z3PNNddw99138+CDD/LnP/+ZH/zgB7z73e9m5syZPPTQQ7z1rW9tavymXbef/exnOeqoo9hll13YfffdpyQjpE2bNq3z9redweOPfZr77lzKLku2MX3maOB+zSRgBNFnJukzEgx7cTT+DXPcDZNsQuDlEQIcr575pxk3brAw0Qoy22Nktk8kRwgBkWHwTI0bAy+cm6BsDjcq8SwwHPzYvBonoyImdqdZP3YuIFZMo7EHFSquffFkU7lTnmKLl8z97bRqRvPdwCLiISRoT6AM11+DI8CVCKeOWTV/PlORV6AF7ngIsyuLkL5wn0qvZtYzczF7wxhCYzIRF6i08C12yo+zm0yB8Dxxw8asIlRlWDPt2B1svWaQW679C53xLt548FGTnrPNy5MPfehDnHDCCVxzzTVcffXVXHrppYyO+p/jQgh23313jjzySO6//36WLVvW9PhNfwc79dRT+ctf/sLSpUvp7++nu7u75KdNmzb/XEKhEKec4meL3/S7fXDdyrd1swkY1dg1uhmNwPYMtmc7WxJ5eRzVyMdPY5Y9QaXGssdCjD3TmxN5E4Ilb0g0XAiPQWQnmGk9kTCRR2uyPUZ1a15uYg1IBdZ4/W4PQZ5lbUJmZk4QSHyrXdAJywCrmamhFauXqRAdDjLmi7zcSibWENbouIfqdlEdLiriW/uKLX15q17DJVUaQCv8GnsapNF8tm09sp7JUCaKFOBog5RrMeqEGXMjpL0QjjanROQBdFupmvUhjZhi2rE7MOKKa/7nd/z9kTumZN42L0/C4TAnnHACv//97xkeHmZ4eJhNmzaRyWR47LHHuOiii1oSedCCRe/KK6/kN7/5DUcd1f720abNS4WFC/biiDftzi03Pc09f1vKa99Q2uGllQSMYvLSY05oiIxrMuzEJjeebsSil8e37NUuvTJxR/VsSXpTHCcRXKtMl00rFYQSYCU1bgTcmMjtI8j0GMQ2O37RYzEh1DSgIgInJnFiEjcqsXtk7R64lJVZyZGe65VaxAz8nUpEQi4JozJ3BcIKMqJ6vF4xRs6CZ1YqECEC5KXAF5OmRkWUL+xcgchb+3TupKZMkAm0K/BSJuGeRnvi6iKhn5NpotQiKERevmn6IrnWgUKSUmFMMble0UEYKDqNbN1xzW6PwWN3sO3aQa74718QP62TPZesqH1Qm38LptJ41rRFr6+vj112aTdqbtPmpcYxR5/K7DmC++9dzMYNvYXtjXTAKCYv6hQCD4GLgYvEw0AIQbfpF2ieTLcMT4smLSeiZgcNgW8NSm+LMvZML06ieiyiqhJmJTRYaYjs1IRGNdLWeGGBEppstyQ1w2J0UYide0bYdkCMHXvHGF0SITU7hN1nklioGF/k4UVqXJcyY53TrXB7yvYXgBVg1QsQZ4X9QzllWG1qqRExBxF3A0VeYZx6SCCk0TEP1eWiux2I5eau18y3YTTKFQihkEJhCIUhFab0sAz/J2S6hHM/EcsjbHmETI+QqbBMhWUoTENjSP9HCl8Ixi0Hy1BFM/kZtFPXmcWny0o3vG+o32XwmJ1oDf/1o0tY+8KaqV1Mm397mhZ65513Hueeey6pVPPV+Nu0afPiYRgGp5xyOlJqbr5hBbZtNJSA4Ys6cqJO5oSdgYdEIXPawVcBnhZMiyTYs3MTYenSUnonzVjziqku9tykydiaXjLbYnWLwGmj9qoFYGYhvN1DpDU794szsluUxLwQmUELN24Q1ExVhcDp1ozu5pGY76GsUlcn5ELa8lZBqUnPqeLuleSsfLmd80kY1TAojd/LzyY1IuoiOhyENbUxb0iNMLU/bsxDhD0KVaQn+RPrySIFWEZt4dbc+Wh6I+UCTKCQdcsGNYemx6pMwqhFeKbNwFt24tma71x8EVu2b5rC9bT5d6dpofeDH/yAm2++menTp7N8+XL23Xffkp82bdr865gze1eOeut+jAzFufP23SoSMEpFncApiDojJ+pq353SKgQIYqbDnl2bmBEeo1mxpzXYLQk9KBF7uWndhEliXQ/KbiwjUtduc4vMKmIbMxgaTCRGuvb+4Iu2gvtVgN2nGdndIzVHoYpi2wSQT/TMzFLoggb3LWLCUEjTwwi5GB32hCqsEHEBmBqMnHAUGhH1fIEXmvpYN9CIcpetpMmCycHjWjEHM+ShETiTqRVYRtR0CBnBwtorFDqePBHp5r4ENUd0QZb+w4dxEppvfPerjIwOTcl62rRpOkYv3zKsTZs2L03efORHeeSRT/OP+xfRt3iY6QtGcwJPUr2lQWMkVbgwhhSaebFheqw0zyYHcJooPVG7tEptBGBKF7TAw8AdCy5QXA0VVCpOa4SC8E4ba9yXxirsiwzpAinwaoQlBhpNJWQHNdk+j8g2QXSbRCgBaNyYh56bJWRoPxmirDBwvrav6FZ4GQsR8oISg0s2CDSeATgKQqr5Qry5GLf6z6FGVEm+EKbKlUhp7TUmpCbSMRHoqLTEU74Vb3JoesLpmqfnaenb9ybpgs4nYbQiruO7plGZEYb/1sPXLj6PCz7/DaLR2KTW06ZN00Lv3HPPfTHW0aZNmylCSskB+x7I+rX38PAdi3njgn8UPTo5q0VSRfx4uKJtXVaG5V2bWJfqY8ipVgC5aAUNlVYpOwZdiMkKGX7wvFK+YBwb70JmQFtFiRa6cGAFJckY2v9faMQlPOyUhJl51sTBUoFI+mIvyDOsQrXSKyEzU5Md8IhulYRGBN6SDEa4+jF5kWCGNWbYrj52GSYas8PGtk1ct6VW5nWoLvKACaue19rrLNqdKcoC9nE9iZxkwkTEcImY9bKiBa6WmHhBnvmGEGi6zcyk1tq5dxIvLRlb2cXXvv8lvnzG1ws92ts0Rzab5cADD+SRRx7hH//4B/vss0/VfZ999lk++9nPctddd5HNZnnTm97ED3/4w5JuWatXr+Zzn/scd999N7Zts9dee/GVr3yFww47bMrWfOKJJ/KhD32I1772tVM2ZrvRXps2ryBGRrZzyY8/y7W/uYdIxGaPA9dP6fgJFQl075pSsbhjB7vEt2GgqOfrbKS0ihSKiOnQE0kzEE/SGc4SNidu+FKAk7TwTANMTcd66FgHsU0Q2QGhMTDSIIrv7xpQmtCIg3QUZtKl4/kMkaFSkacFFR0uhAYjmRuv7PRUXaOiJtRlY+49hjxiB/ROTSHg8jkMqZASIhGXcNipXGg9agqUOiIvP4RV//kPGtuKOJjhSjGmKe+J3DwFa15dhF9Hr0WjXqeZmbRFEKD7wHE6lifYvjbBt35yPkq9GK+XVz7/7//9P2bNmlV3v2QyyRFHHIEQgttvv70g5N761reWXPujjz4a13W5/fbbefDBB9l77705+uij2bJly5SteXR0lDe+8Y0sWbKECy+8kI0bN056zIbePX19fezYsaPhQefNm8f69VN7g2nTpk11tNbcc+evOf+8s/nHo+PsvWwrp37yTvZZ9jzdIpNLqZjcDUhrSNVJ7OgPpVjevZEuM1N1H6UEqkoLCSkUUcumN5qiP5aiM5wllBN3FVYSAYnRGAhwOiHbB1IJzIwgNC6I7BTENws61ws610JsI0S2Q2yrIpRURLfZRHc4gTXyVChYzQhy4rEsBEtZAddWaMLRLF39CQZmj9A1kCQcczAMpsAVGbw2WTSuZXlEozZiSrJhGxN5BZqM1RMCwl3VXjMCTwla1TohwyVquU0YswVOi2Kvx0xN8l2WW4GA3teNEluSYsOTO/jeZRfSZLfSf3tuvvlm/vjHP3LRRRfV3ffuu+9m3bp1XHHFFSxfvpzly5dz5ZVX8sADD3D77bcDsGPHDp555hnOOuss9tprL5YsWcI3vvENUqkUjz/++JSt+/rrr2fjxo184hOf4Oqrr2bBggW8+c1v5tprr8VxnJbGbMi2PzIyws0339xwTZedO3fiefWLh7Zp02by7Nj+Ar+46ts8tTpDZ9zl5Hc/xt67byOtFVs8iAqXsHZJ6hBJ3Xo9vbQONVQSJSQ9du3YytZsJxvSfQAlx9ll8XmGUH6ZDNPFNFTD8U1KQXJ8ovdmeobGSoKRrTxYaOHXuMtCbJuvGAQCbQnfL+uUnplnVf8OLAAj48+vcqX68q5bITShqE045hCKOFXPIxq2SabDU1acF8AIKDBsGJpoNEs2E8JTDcTOlfvlgaZFnvCtes3E6kW6MsiaZgeB4xmEWnDh9oTTLcTM+ZY9k8bns4RLzGztRhy4AgH9RwyjspJVD2zgZ50/4CPvPW3Kxn+pMDY2VvJ3OBwmHA6ugdkoW7du5SMf+QjXX389sVj9GMdsNosQomTeSCSClJK77rqLN77xjfT397Prrrty1VVXse+++xIOh/npT3/KtGnT2G+//Sa13nIGBwc544wzOOOMM3jooYf4+c9/zgc+8AE6Ojo44YQT+OQnP8mSJUsaHq/hII4TTzyxpQW3adPmxUEpxV9u+znX33Avtm3wqn028rYjVhGP+eYmq+gmKwV0CpuodhhTEewWelYlvcY/fIWAGZFxuq0MaxKDpPMFmzU4nsSQHhHTJWx6mLJU3DV0Y9WQHIuiyyyDybmazmd9YRd8nMZKlpmGDOlnzdqq4L5VIUEtdSAAwwZjMEPWCRHtT2HEPayIW3f9IpdUEQ07pLKT71YCviVUVrESSgmRqE02WztuT+fiFUvX06TIK6ahWD2NGXYxI/WzVPMu3OI6ePWwpEvcak186SbFXrfViqCsjTBg4Kghtv12gAf+8iT9M67kHa/719yLvS0xdCRSf8cGURn/vTt37tyS7eeeey7nnXdey+NqrTnppJP4+Mc/zv7778+6devqHvPqV7+aeDzO5z//eS680LeennXWWXiex+bNmwEQQvDnP/+ZY489ls7OTqSUTJs2jVtuuYXe3t6W11uLzZs386c//Yk//elPGIbBW97yFh577DF23313vvWtb3H66ac3NE5DQq8dH9CmzUuLzZvWcNWV3+W5dR693TanvPtJdlu8s2SffA5s8e3fFJo+I01GG4ypcK5+WGN3pqQKI9BNWaGihsMeXZvYmOlm1IkRN20c1UW/oZsXd8Xk3bZl27wQpGZo4puDBzTTKriurxDokARXg6dRVvXrki+V4nRDdHGKWXO2An6/1PFsuKpbumIthiJsuWQds+pcjaEx6ogfIfy4PcfRZLPB8wnKm2tMQuQ1atUTEOmq30Eiv7OnwJCBZQwD6QlnJiW+8gWVDeqVqNH0mM3VzmsUaWn6Dx9m8y+ms27dKy8kasOGDXR1dRX+rmbNO+uss/jmN79Zc6ynnnqKP/7xj4yPj3P22Wc3vIbBwUGuueYaPvGJT/CDH/wAKSXve9/72HfffZE5U7PWmk996lNMmzaNO++8k2g0ys9+9jPe+ta3cv/99zNz5syG56uF4zjccMMN/PznP+ePf/wje+21F5/5zGd4//vfX7hO1113HaeccsrUCr02bdq8NPA8j1tu+jE33fIYnit47YHPc9Tr1xAOCGIXQmAicAKihiLCIyxTJLVFQvu18epRLRGjGlrnG0EIZkQSzIgkABjORnFcc1I3ReUJkokA64IAuw+shCY0XjmBlVDVK2yInCvX0HhGaS2T/DFuTJPp19h9Gm1CZ4/fHg0BBpquSJbxTBivQbEXMj08z8BVrV4MPwGjYfei5SGlIpMJocutnqL4i8EkRF4xpga3+iCRziyyqXg+geMahbjNmlMLj7hlT1J8CRSAlpiiupiOGzZmKz2H6+C/hwRe7hr2dPRN+Rz/arq6ukqEXjXOPPNMTjrppJr7LFq0iNtvv5177723QjDuv//+HH/88Vx55ZWBxx5xxBE8++yz7NixA9M06enpYcaMGSxatAiA22+/nRtvvJHh4eHCev/rv/6LP/3pT1x55ZWcddZZDZxtfWbOnIlSive9732sXLkyMFP4sMMOo6enp+Ex20KvTZuXCevXPcqVV/yYjZth2kCK9x7zJIvmjdQ8JiQETpUgbiGgQzhEtcuYCpOt8XGgdb6GXm3y4k6Rb3EmKh73Y/Rar+enNSTGojV7u6Zma8w1IMtEhpVooAeCFBhK49oeOmSgLE1mQJPt06gybRmN2hOnIUCi6YpkSGTDgbUCy0WHEBCZRLxeeQJGI9SM2xMwZSJP5OrqucFWPcNysaLNu1U14CmBWUcgdocbb0NWG+G3A9Qao0piy2Rq55WTF3cTJbZBZf3XUjxev3zRK5XBwUEGBwfr7veDH/yAr371q4W/N23axJFHHsnVV1/NgQceWPf4gYEBwBd227Zt45hjjgEodAOTZcGkUsop9XpefPHFHHfccURquMl7enpYu3Ztw2O2hV6bNi9xbNvm99d/lz//5TnQmsNfs44jXvscVgPdEhp5gxtC02tkyObcuV6AQMtqK1dwuZJ64q4YVxtMjybYnukg5bUWnyaC3Lbla5KQnKPpWOcnXQBIW2E4jYmi8TkW2gSnQ5GZoQPrE0ipMM3K50AI6AhnSdohbK/+MyBF6/F6htFafbl83J5tmzhO8Ro1ovG6140RaNXTfs28luYRuEoiZfV6d4ZQdIYma80rxdMG4FWIPQNFp9Go+zmYIHFXjMolGHXGG0uI/Hdm3rx5JX93dPjieJdddmHOnDkAbNy4kTe84Q1cddVVvOpVrwLg5z//OcuWLWNwcJB7772X0047jdNPP51dd90VgIMOOoje3l5OPPFEvvzlLxONRvnv//5v1q5dy1FHHTUla3cch5NPPpkVK1aw5557TsmY0BZ6bdq8pFm96j7+56rL2LZDMmfGOO992xPMmTne8PGWEA1XVQkLjwGZIpVz5xZbmMqtefkbk6pxcyonb82TAqZFEgzZMcac5oO7PU+QStSxLgpwY5AZhOh2f5OVrOG2LV+rAQiBmYTYRkF6hkKX1coLR6oXMvbFnk3aUaSd+gKulXg9IVSdTNV6x0M47CKlIpsXmRK/R95UEWjV04Q7s0hzMuVCBK5rYFVx4U6dNa+UoO4ZXVZrcxWHNvhUf95V1n+iu9pCb0pwHIdVq1YVrHQAq1at4uyzz2ZoaIgFCxbwhS98oSQGbmBggFtuuYUvfOELvP71r8dxHPbYYw9+97vfsffee0/JuizLYt68eVNetaQt9Nq0eQmSTqf47TXf4o67N2MamqPfuJrDDlqP0WR9MqtJM4MQEBcOEe0yrkJk8IVHUoXRWhf64TYq7srHtpVZ+Hd/OIUlPHbaNXqLlaF13prXwP4CMoMaKwFmWjTmtiXnEc6ZigQCIwPx5yXp6QqvyHMWiTh13XVRy8UUHuN2mHplS5uL19OYTWSfVhvDdx27hC2X8UQ0Jzom1yYvEFOB67sfpakIxSZfhkQR7MKVQtEVmpyFrTrl3TM0vVaq4bmaEXclx+WEXne8t9kF/9uzYMGCihqEQdu+8Y1v8I1vfKPmWPvvvz+33nrrlK+xmC984Qucc845/M///A99fVMTk9m00CuveZMnX4Om3aqlzSuZP970Y+665xGiEYNYzCIWCxOPRYnH4sTincTi3cTivcTjfcQ6phGP9xKPx7Esq+Heo4898mf+95e/ZnjEYNG8Yd57zBNMG0jVPzAAq8UbtiE0PUYWRzuMeBG2Ol24hZIsrd9BbV0at9YVymJKxbZMR0Mxar7bNtrUnMm5ms7VGjPVmDAKasMrlCC22cDuUWQH/Pi1cNipmpcbkh5hwyViOFhSsTnZyVCmdnxVM/F6zSRgFK8rH9MnhUIKf06tQRiagZ4xsnYIx5M4rolSAq0EWovKxI1mECBMjc4Vpm7dZVs5cJALtztUvVj31OCXXbHwiBoOIVnb+tKquCsm77rt6exv+tg2Ly9+9KMfsWbNGmbNmsX8+fOJx+Mljz/00ENNj9m00Ovp6al5w5ozZw4nnXQS5557bkXQYps2L3eefOpptm4X9HSl2bTFwXayQPCXn2JMQxOLaWJRSSzqi8R4LEIsFiUWixOPdxGJxnn6qQdY+VCacEjzrrc8xcH7b5iUe05SpQZug5g552yPkSLtTq6IqdIiMBs1ZjrMjI6xJdOJCmokW4TnStLJJtYhQJmgIo1Z86Cy9Vkx1ojASPuu3OJEDIEiYriEDYeI4SLzAir3uCk8DKFy51/dYtZIvJ4QusEEjBrCrjj/Ipdta5pgmrafeJMNlZSJ0Rq0FkXij9y/JVoJlKZsvWXnKABLEQk7mJbXkkU4GIHrGVi5WEWBois8VUKyzrzaoMMMLt8yFeKumLzrtjNePzu1zcubt73tbQ0bBRqlaaF3xRVX8IUvfIGTTjqpEMS4cuVKrrzySr74xS+yfft2LrroIsLhMOecc86ULrZNm381HfEIYHPBqfdhWQrHFaTSFqmM6f9Om6QyJsl08d/WxN8Zkx07LVIvOLheBhipmGO3xTt4z9FP0tszecuEEAILgd2i1BvTYRJEmBMawkWy3e2i1ZtWVlWP8g8bHrOjY2xJd+JoGbif1jA+0ribF3I17wwwEx7ZuCY8pikonmrH1PhUFAiMrO/K1QMmHfMTRAwXS1bGihX/HbU8Zppj2Mog5ViknLyQqhR9teP1NEbAXPnHGhV25cii0iBCQMRySdkTYtNvQVddYOpchz2lfSGo8pbA3L+VEkhD0z8wXliT1rnWZjr/I/3jcle6UfwvEAJTaLrC2al2Otecd1O6h14zhSGmXtyVzJWz6DXS5aHNy5vJFIuuRtNC78orr+Q73/kO7373uwvb3vrWt7J8+XJ++tOfcttttzFv3jy+9rWvtYVem1ccnR1xYIxEyqK3O4tlaro7bbo7qwfmB6E1OI4kmbZIZoycEDQJhz0WLdgxpRYJSwjsFvpkJpXFsPLdpELA/NAO0ipMQoVp9ibmJ2LU/rgxpWJWbJRtmU7SXqXIqee21eRKgkiNlvidGQR+MJcMkZ6uiW4aQ2jQIQNtSbQpK5SPqmHRK6xFC3Y+OI2583ZgGvVddwrhJz8YHmHDoyecIesZpJwQKaeytVzI9HA9I1f+ZAIpdJGFNyfscgJMCt2wsCtbYcWzaRoK01C4XmMdVETOEGugA/rc+mvriEzEzZUIxzKt24oIdD2JIVy6Q/8Ma56/xoxnoLEYcmLEDIeQdJEv0uQqKxEG7dCofwMWLVrE/fffT39/qZt+ZGSEfffdl+eee67pMZsWevfccw+XXHJJxfYVK1Zw7733AnDooYfy/PPPN72YNm1e6nR0dgGbC0KvVYSAUEhhhTJ0d5feGBusANIwzWTe5slqg+0qTvFNVQpYEtnME+m52LXMXgEUJ2LUQgqYHhlnRzZGwi3NyHUdg0x64kZXEHaG9luYVTEYhndKP8HCEKRnRohvzCCyHmRzLkRLoiyJtgyQAl1H22gJotdmcNcdGCGvbu5CUMkZISBiekTMNL2RNBnPJGWHSLsWOicKK/vhakzDL+8xOWFXihTBEYFRy2HcC7auNk6h/LLfq9bwKocLsIQ2LgKl/1sJtKKQJjS59Yqif+eXOPFvrSHrWehcco2jTZJKklRhotIhKqv3OG55VVmJGfln2Srb/CtZt25dYNZtNpvlhRdeaGnMpoXe3LlzueyyyyqyUy677LJCz7qdO3e+aL3f2rT5V9LR0QNAImXV3rEBdO6/ciYTUxdEsyt1tGSr10HQDd4SiqWRzTyRnl240TWC1uDUU1A5hICBcApLKobtWOH40eEoWoI2FEhdGoBY7R6oIbpF+rX0BKRmholuzSLdItuQo5COQuCiDYHuDhcf7hsFDfDC/o82oXfZOKmwyfrxPuZ0jNRskaXqJDIIAVHTJWq6aA1p1yLlWKRdk65ompjpd13YnuogZKlJC7vyCyRF9eLIvgu51de6Llmbneto0RR1ReDEeDOiY3haIFFlB9YXb6VzVH/3KQ1pr9QC69fV8/9OK4uMsohJm7Cs3/e4UVRWEIo035+6zcuHG264ofDvW2+9le7uiVI6nudx2223sXDhwpbGblroXXTRRRx33HHcfPPNHHDAAQA88MADPP3001x77bUA3H///bznPe9paUFt2ryU6chlvU1W6FUTeVr7cWBBj7VKMyVWPC3Y6nVULY4MEJM2i8NbeSbbeG9HX+Q1vg4hoCeUwZIe21MxunBZlxpAR1SlsKsxrDUmMDJFO0hIzY7Qsb609lkhqsrTqJAB2nf/OnGBClNi5ZOWhxHxBUbaDbF2tJ85HSNEzGBLjtdwxqovurpCGXpCKYycxc5ROauVgIwbynXcmBoFIaguFIWAkOHhuEbD/XtrobTE9eQUlIXJUbbuqOkgBXgaXFVqiawl3hpFaf/5LhZ5okLg+/IxqUKklUXMsAmJ1opal8ydlVg97Wpor2SOPfZYwI+rPvHEE0sesyyLBQsW8J3vfKelsZt+5RxzzDE8/fTT/PSnP2X16tUAvPnNb+b6669nwYIFAHziE59oaTFt2rzU6eicDsB4sjWhV03gFZhqcx6Nl1jRGrZ5HbgNWOp6zRRz1E5ecOqXe2gkPq8acdMhEh+lN5KhP5bgjmeWknYaj1OKbik7FyFITw8R3ZLFyFYKDi9iYLqSrvUKLWFod1mRhRvqzpZY1VxtsG68j+mxMfoipQLSj8+rdj01MifuDJGrUFjmis0XphZCELNcpBR4yiXtWnhBdWCaRNbo3wo5a2PIIZltrB/yBDpQ3GRdY+qEXtFcHaadK2IsMISfXFItqacVlBYFt3ox1Vqi5SQgCS+CgSJm2FiTEHw6K4lE2/F5r2TybdQWLlzI/fffX2jFNhW09Om7cOHCuoUF27R5JdLRNQOAZKr5D926Ii+HmGK1J4Wo2/BAa9ih4mSrBboFMNMaIaXCDHmlsXzl+PF5rYmSmMwSsRxcbdIRyfKG3Z7mb88sYTxTv5aeTIM1GiyyknMidD1bWptQA9kBPy5QAEJD7yrFzj0kKjRxfqHuoMxOwdZUNxk3xIz4aMFSJkSx69YXdoZQvrUuQNhB6b+Lkw8ihkfGMzEkdIRsXE+Sdq1JWNuCxVg5htRYhofTQDu3euN6SuIpgdFkf95aDISTDEaSONoovGuEAAuFq2VD9Rlr4eVEXtBr3KgjlAE8JONeBFN4xKSNJZsTutoD7QoiscmVN2rz8qC4h20mk6nZ87ZRWhJ6IyMjrFy5km3btlU08/3gBz846UW1afNSpbPTr1TerOu2cZEXlAM5eSwE2Rrzj+oISd2ceBUCFoa3kcnMJqVqW3yatehFpU2PlSIkPRKef4OT+GU/3rDrKu5Ys5ihZO0CxJGtMjh8Twiy/RbuZllSRNntstBWqcqSLvStUuzMWfaEVFgdTtVTHbWjZD2TOZ3Dfg1C4fdCtaQqCLuA5VSl+LUghcYSqhDraBp+j1UnJ/h0k4KvGXdmxHJxPaOB12a9PQRZ1yQWmlxnDJGba1ZslO5QNj916T7CrwPpad+61op1z1OCdI2ezI0IvTyuNhjzoljKJWbYmA1e/3wNvWi0uULhbV6eKKX42te+xiWXXMLWrVtZvXo1ixYt4ktf+hILFizgQx/6UNNjNi30fv/733P88ceTSCTo6uoqKewnhGgLvTavaPJVyhNNuG4bFXl5XozcOksIslVKrCRUiBHV2k3EEJql4c08np5b1DmjFE/LmjF/xUSkTY+VJizdwrbiZAYh/MzT1y1dzb3PLWLzaE/gOMKFyA5Zy85Icl6U7qeTgF8k2e4LV6guocFIQ+9qxdCuEqvbrmsFy3gWa0cHmN0xQthwMWV5ckDjlFvrwoaL45ZeZ0sqzFAW2zPIBrgXq5GPAWyUsOWQacRtXmdM15MoTUk3i+bQGEIzNz5M1HRr7ikEmEKjtMZt0pXrKkGmhsiD5oReHkebjLoGYeESNZwa7l8flYsxjcXiNfdr88rgq1/9KldeeSXf+ta3+MhHPlLYvueee/K9732vJaHXtM3/zDPP5JRTTiGRSDAyMsLw8HDhZ2hoqOkFtGnzcsIwDGJR1bBFr1mRB5PNogymWkJGWpnsUJMrwhqSHksjm6tmMWYbcNuGhcP00CjTw+MlIg8qY9yE8K1bh+zyLAv6dwSPt0PW9lULsLst7E7/u262L1z1fi4Aaxy61ypCXdmqXvW8jvbLbxisGe5n41jrBabzBXiLsaTKZZWWLjCfONEZzhA2HOq7/psTeUJAyFQYNd2OjUpMge2atFDaEdBEDJeFnTvrirzSGf2M8UZDIlwl64q8vOBsDUFWW4y4UZKelessEkzeotcRr23BbvPK4KqrruLSSy/l+OOPxzAmPjv33ntvnn766ZbGbFrobdy4kVNPPbVdobvNvy0dcdGQ0GtF5L1YBCVk2FqyTQWXUWmWDiPLwtC2iu31EjFCwmVaaIzp4TEiRuWNO0jsAIW2XQcsWM+u07dQsldxSZVaaEjOj+CGJV6nVVNhCyC6E6LPGIXLVSzsPOVnx2Ycg4xr4HgGnpYMxFvrUewvL9jdGK5SoDkfExg2XbrCGUKGSzVhI1sUKFGrmojMibwGX0q221rMZreVYUHHUGCcW60aevlrYwlVt9aeL/KCupJU0opFr2xlZJTFsBsj5VmB4lfnhV6sc5JztXk5sHHjRhYvXlyxXSmF47QW8tC00DvyyCN54IEHWpqsTZtXAh1xk0SdZIzJirypNuqZZQP6ZVQ6pzQecMBKMMMaoaRWWZVEDEu4DIbGmBEeJWpULzBbsx1WbvNeczayz5wXCntbIwJpN3BeAtyYQXZ6A27r3B1YPhZBpwWeygmCnLCzPRNPyYI4E2g6Q9mqoqwRgurv+d01qgu4/D5+QWaHznAWS5bvr1sWekJov+hx4INNjYTtGU1Y9TTTI+PMio1NwuWbd+XmraKVkztNiDw/w3cqvsj5r5l0TvBlvFJrZ779WWe8O/jwNq8odt99d+68886K7ddeey0rVqxoacymY/SOOuooPve5z/Hkk0+yfPlyLKvUsnHMMce0tJA2bV4udMRDrNvgBjcznzIr3tRm3hZb9JSGrV4nXvPf8+oy19pJygsxpqKAQGs/CD2PKTx6rRRRWT/WDWqVJill8bRtRCyHlesWEN0SbG3VaJQFKgReCJQFZkoT2xEwh9IIDXgaoUBoTarfwJ4J3r0DiEUp5OzqnVE0gsFosqG11xojCCl8d3m9BBff6qmJhZySkiz5jOBWEMIvouyUJGa09jq1XaO6aCxCopgTH6XDaq7NYDXycXue1nhFcXu2J7FVc0lW9crTNLmywBp8eddtd0fvFM7V5qXKl7/8ZU488UQ2btyIUorf/va3rFq1iquuuoobb7yxpTGbFnr54MALLrig4jEhRGDrjjZtXkl0dERRKk06YxKLTrgbp0rk5TNFp9Lpmy+x4mnY7sWxXwSRB/5NdHFkK0+k55DVVs6aJzCFR4+ZImY0JvDy6AaLDQsBc3qHiUiXxx/eDSfiizov5As7FQJVbKjJXVwvAqkxiG9SGLbyxZ2qtOcoA9LTc6JAg342jhIgZwWLvYjhEJ+EMKnmsp4Y320qk9mQulCSJetNruCyACKWk6tn2FysXzE6V0DZMquJJY0lFfPiww1ZRptdhsQXao6W2J7ZUq3Hybtugyitwacz/helttD79+Btb3sbv//977nggguIx+N8+ctfZt999+X3v/89hx9+eEtjNv3KLi+n0qbNvxudHZ3AEImUVRB6Ux2P96Jk3iLYoSKkqRdk3goThUxModgtsokn0nPotRKAIG5kWxIEqiB56x8sBIyNxRiZKyeWRJVDc9tUSBAe88ugCA3V7tuZPqNiHL0mjiJY7A3EkpNKqqkWn5fHlH49Pq/JkiqdVoaFnUk2JHtIuS3WZRNgmQrb8/DU5L4wZF0TywwSxJq4aTMnNjqlNfeKKRS89mTLBb2nxnVbHQ+BzvpCryPSjtH7d+E1r3kNf/rTn6ZsvHZPlTZtmiTe2QX4tfSm9adfFJGnp9Cmp7W/uriQzDNtHnfC1FZBJUfnWsrqwo/fwcFfoSxsn9hHChBSM71jDKE1D4t5DKsONPnmbo0roMbrn/nn09WRxJA5AVJPaWmI7NRYKUAIVFgi06piNg2kpwWPp9fEUUIjZ06IFUMoesLpyn1zVrqw4YL2y2xUo15/XLQ/TsptvPZhp5mhP+wnh0yLJNiWEX6NOS1zv8uvdW2BHbUcknb+S0Pr5WM8T2AYpa/1vnCK6ZFEc2JZ1DGDVsEXy419mSjnxbHo+e8lU3gYQmP3+ULvrw/cxHuPbr60RpuXL4lEosK41tXV1fQ4DQm9H/zgB3z0ox8lEonwgx/8oOa+p556atOLaNPm5URHh180eTxpvWiZtXUzRuuQF3cajcqtLybB0IoBmSGrJ27PQhQJOIpFXWuxXFqDi8TwvZwsi25mXIUZ96KMelFGvRgeBo3cXOsKHvyCxHEjS0Rk2RzrYo991vPko/Px3DpdEQR0rp/4ENUCtCUQTunz6cYEXqS65Uo/k3PjzrABTX80iRQTWbkKX0TlxfuAmUEA426kqiWprhgWEJYe6YaEs6Y3lKYnlClsiZkO3eFMybFa+9e7XPx5Svq1EHOP5Z8zKWGwI4Uh/FeYzp1jfhyt8+ede0wLPwUi92+Nv5+rJEbBNauZFR2jJzyx1kYRueObFWyW8HAxmn4XVyuA3Tr+e9CUqsRSGFqSJXtflHv+dj/HvfmkkpIbbV55rF27lk9/+tP89a9/JZOZeB9orVsOj2tI6F188cUcf/zxRCIRLr744qr7CSHaQq/NK57OrkHAt+i9eOVTmh83SNwVj6a1xkUx20jjIhhSk28PFYTHRIC7EBDRDmlh0WOm6DFTaL2TpAoz5kUZ8eJktUW1G3Sw0PPPLSIc4kaWsHARApKe350jFs+y+17rfLHnGcFxfhoiQ5pQcb6EECgLhJtLxMiRHjDq6AeBXp0Te9Oz9ETSuEoWWSMnDo5Ip5A12mlmSLhhsmUJAPn+to0QMjyyNVuTaQbCSToD4gVD0i2ZWwjfFelLnmBLVV68hqTDuB3G0Wah1I1/0YLqg5T8qkxg0uT6yMKCjmFi5mS6ZjT3es56Bi4mplS4Tb4fps6a59fjM4UKzIaWpqZ3n1F23NPHn++5gSNf8/YpmrfNS5ETTjgBrTWXX34506dPL2lK0SoNCb3i3mvF/27TplkSiQSxWAwpX5xkgH8GHZ3TABhPmi06fOojhGhI69USd2U7ksXLjQ2m1vRLxVBBkEwNqopIieCQJlSYv8PI0mFkmcUIWWUy6sUY9WIkVJjiK6rLkkZ8612GmLQr4qN8oec/I7G4zR57r+eJR+fjOQGtu8qseRPbfeudkXPhKgmZftnAkyzQq+KYIQfZL8qu6cS/o0XxaEJAh5kFlxLB1WhcohB+Uka15AqBX5IkqD6hEBAuE3qNIIQmbmYxhCYkPbZmOuuuM/9wtb3ypWB6rPQkRV5zZD2z0E5OCJoWe5OPz/PFnSlUDcugJiptYns57Ly/hz//8TaOOPTYKbn5t3lp8sgjj/Dggw+y6667TtmY7Ri9Nv8Unlm9kpv/8L888XSG3m6XQw7eg0NeewJ9fdP+1UtrmkjUd91mbdO/JefuyVP90VstSk/nzCqqnrgr2t8p21MIMLSmT3oMKWNKxJ7W5FyypQiRE3o6OAkkLF2myTGmWWO4WjLuRRnxoox7UXxnn6iw3gWR8kK5KECfaMxmj73X8eQjC3DdIsuehsiwJpSociJFLtxsbwMiL/98dHkMj8cZGYvS01UZoydQRMq6fggBnVYW4WgyyhfClbFy1THK+t9ObFfMiIxjSa/q9cp32Wi0hA1oYoaNzF1hQ/oJE0m3dp/jRpBCE86J1pCc+ELSDM3snvHMkrI/+fmaEXuGaK3ChMBPpDFzFsHa5ymISgcjoujZc5zhf0juf/QuXrX3a1qau81LnwMOOIANGzb8a4We53lcccUV3HbbbWzbtq0iUPD222+fssW1eXmjtebJx//GTX+4hjVrXYTQ7LFkJy9s6eDGm1dx061fZM9lMV7z2qPZc6/Xv2ysfJ7n36wzOIx4WUwhMLTEFBITUfi2rYsK7U2FCNRaNyzuCsfgO+HcgGOEAAPoz4k9b7JxgTWOF0AElwy1LUimUPSaSXrNJGjNkNvBVrcL2cBdP+FFKs4yGnXYY+91PPHoAlw7Z9mrZs0rLHbChZueZgTfibX/P8P2a/FlezWpfgHCYPXamSxbvJHOeGk2btSobq3qsGxwIe2Gmnanl/e/tYTHjOg4Rk1Lka9Pw9IlrRpJ6NBEDLtizA4rmxN6kyMsXYTwLaEZJXxLF7XXH7TGRggSeXlKxR5Ue+cKmrfoCXxxlz+ukXOzhFsQhH0rxhh+uIsbb7muLfRewfzsZz/j4x//OBs3bmTPPfesqFW81157NT1m00LvtNNO44orruCoo45izz33bJuQ21SglOKRh27mpptv5PkXFFIqXr1iC0ccuo5pA2kcV/P4M/3c++AcHntigEefuIbenqs55KBlHPLa4+nrm/6vPoWaOMq/gY8KExsPO/95n/stAQNf+Bla+L+RGEXvlXpWQK39hAylVdPirjBGbiCb6pYHgV+At2+SYs+35lUX6kJAFIeMbrTrgG/lGbTG6TTSbLAHcKhe/01pQaZKYkMkJ/bWPDmLwf4xNj3Xj91l4EZBOhrpgHTAcIrKqwhBtkvixorOKfecSUdjpjRmCvKduMYXFl8MwapnZ7P7kheIRSdctfVqCHaYtp+N6zbXXrLYMheWDjOiiYYSBfJdNtKqfrmdsHQJBbQdM8TUWPVK3csCVxu4WmIJD3MKy6vUEnmF2UvEXjUXum4wRs9PsLBkcPxdPWJy4vVjdbl0LU2ydZVg9XNPsHTRHk2P1+alz/bt23n22Wc5+eSTC9uEEC9+MkYxv/71r/m///s/3vKWtzQ9WZtXNp7ncf/fr+eWW/7I5q1gmorXvmojbzzkefp7/OwhDZiGZvlu21m+23aGRiLc99Bs/v6P2dx48yr+cMuXfCvffxzF8r3e8JK08jmO/+GbxGSbG2HQyJTcVBWgUDg6dyPIfb4LwEBgCImJxEAUfpdbAVPaLhzYagauALINSMS82Mtb9twW5mvE9SvQhHHJ1rHq+UysOiJdFoa38YLdT0oHC4pUzQb0mu5YioNf9bTfks01eSHUH2hSEZ5Gur7w04C0NWZWIDwwkxor7T9eMrrQ2N0T02sESsFTz85mjyUbiIRdDOHV7ALhdxDx3cSdZgoQeDqf7ZrLgK1RxiRseAhcpjVZkiSfBFBL/ISkm2u7FsxkrXoCXXDXlj/iaBPPUy0LpTxaQ1bVF3mFmeuIPU29rhgT7tlWW7YJNGFRet379htlbFUHv735V5z1qa+2NnCblzSnnHIKK1as4Fe/+tU/NxmjmFAoFNhwt82/L47jcO9dv+LWP97JjiFJOORy+CEvcNhBG+juLM328+POJOSsTH09Gd7y+mc58j+e48lnBrj3wTk8/uQAjz15Lb3d/8fBBy3j0P94aVn5XNc/J2Fo1rpdRKVHB9X7tebR+C5UV3t+YkTRfctA5KyAApTAQxVZAHXTYk8DnlZ4DVoCRe5/fdJjWBk4TcyndYNCL2fVyzZg1StvPG8KxfzQdrY4PQyrjor9U2oiEaNoZYSkR0Q6hfm1FnR0pKv6zbQh8AzwcrWEI1shuk0hneortruo6BquEXiu5OlnZ7PHkhfoiGYqWuZ5WpDNdWTIKrPgso1Im75QOjA7NS/63JwI9HJ/d5ppv35hk/eEvPvW9YIFkClcwrJ2goQhNB1mloRbmkjT4AqI1Oh1DH4bvKwSGEJh1Yhrq2Udb0bkFcarKfaq9bmdSLCots7G0IFtAiPTbGLz0qx9bBtbt29i+uCsVido8xJl/fr13HDDDVOqs5oWemeeeSbf//73+dGPftR22/6bk8lkuPOvV/Ln2x5gZEwSj3ocddg6/uNVG4jHqlsAgl41RhUr3x9uWcVNt/pWvkNf+wb23ufof/nrznV91600/Bpmq+1uloeHsHSzMUUTeGi8nBvY1hoTQYfwb0y66P+NCL58KRW7SomMahSLvaEmxF5xOZV6GEIT0h52zY+e4L4QQsDM0Ahh12GL21OyR9ILFyViaCzhETHcABemprOjMlEiiNCIpvtZwIBaGsHuJTBJViOwbZOnnp3Ff+zxNOCX88gqk6yyqhTq1XSawV1E/PInCgMI4RVKnRjCIyw9hu0Ydo0izEEI4Vvs8qVpijGER7SOCMsTt2ySbriFAAMRmBUctJ+nDTwtsYTCaDB+r1WRV5g1J/Y8JXLvpolJi123xQWO88dNlqgMbqHXv98oqeejXHvzVXzqg2dNfqI2Lyle//rX88gjj/zzhd473vGOkr9vv/12br75ZvbYY4+KQMHf/va3U7a4Ni9NlFLc+odv8efb15BIGXR1OLz9iOc5dP+NRMKNxA/Uvh2UW/nueXAOjz05wGNP3sj8hX/gA8d/hrlzd5uak2kBx8tZiHKxQw4Gq+we9ggN+dsnMbanNQpw0IWYDCi+Yg1Y91oQeXkEfuFg37In6/bErVZOpRZR4WDr2v1Wa43YZyYJC5cNTn/BnZn0wuicNSViOFUD5YWAzngDQk/hu3ABPNDKF3tBHceyvVXOwQMjKbCGDDZN7yXelw44s9K/ZcC2aggBEkUol/3ZaaYZdWM5UdN44R8p/ASO4k4dEtVUX2IjV3alWatecfZpYwicfPye9GomRExW5BVmFH6GMYoSsWcID4mqKHA8FYSEh1llzNi8NOEBm8dXPsf4O8ZzLRnbvFJ461vfyumnn85jjz3G8uXLKzTWMccc0/SYDQm97u7ukr/f/va3Nz1Rm1cOL2x4hutvXEtPl8N7jnqGg1ZsxrIa/7ButEacYWj23HUbc5dsZNtImHvuXsLDD83nwgu/w6Gvmcc73n4m0WhzgetTgZcTerKobVNSWzzrdLEkNNbyuH5B49y/ARf/DVpq7/Fr5vnypvKG6o/RWvJGnrzY65WKEQXZKmKvXgJGNUyhsLSHU+XjRzaw9riRZZHYyvPOIGll4mhJ3Mg2FLgfsjws08Vxq3z8Kf8aFOdEiNwTIgSooidFmRo3DmiQGTCTAjMJVlIgs/5zZHV6xLoz/kWtqYH8uK60smrG8xXWhCJUVG4mLF3mR3aSUSYJL8K4G2m4dErEmLgeAkWsilWxFh1NW/Xqu22rHymwlYEsiu8TgkKWU+sibyLXNt/LBOFbhS2hySoTTwt6rDSdVmUtx6mimjUP/PPs23+EzbdM4/o//YIPvP0TL8oa2vxr+PjHPw7ABRdcUPHYi5qM8fOf/7zpgdu8ctHaf6EdesAGXnPACy+aK1VpzYhycFB096R501seZY+9n+fPt+zFHX97gYce+k/e+c6jOOjVb/+nunOdfIxemajYqaLEXJdZRqqlm5dHqf51tMLECBQHeRdlsdjL9yVwWrTmFZMXez1SMaohE2DKCnaw1kfjW/WcQKte4zfOkPTYJbSZrXYXcWNaU9e8I55meDTAEqImVuSFc9qsKJkGnUvUkL6FL9sFHc9KrCQIlevkW/ZFxh4P8fzDM5m/3+aaa8q7mW1loLSok3ygK2oKKqQfB2m4RI0EA1aClAox7kZI5IMOqzxflvAQuUi0uGm3lEAghabDyjLuNGrVE4TLM1uaorQcS1g4dJs2SS+EKRXdVqqQaCTQuSz3iTZ/QKFnc+HVXN9YzqgTpj+UzpUuau09UAuJqkjCKKdrSZLtd7v8/c6Hec9RNqHQ5EvctHlpUF6ybipo+uv461//ekZGRiq2j42N8frXv34q1tTmJY6U/vcDWyls7RW6MzRDvY9GT2uGlF0qWgTMmj3C+06+kze++VEcR3HlFbfyzW//Jy9sXN3kClrHzVv0AspNbHA7GFGhQvxUoxRb8/LYdUpk+Deaom67Rd0vpoJ8zF63UETL3GutWvPy41q5OmmBczY0hiYqbHpkhiWhbewTe55uI1l4rBZaQ0csoJeqKptfCNxo8Pql8gWfmYbQuEAokXssyFqt2ZbsZtOmvhqvC13kqhNkPLPmvkGFozUCVXSMEBA3bGaEx1gU3cG00HjOUpT/SlBKSDrEDbvu9atF3Mw2/ByaU1I6RROVDv2hJIPhJN1Whl4rRW8oTdx0iJkOEcMhbLi5EjEelvQw5YTLVQrdcCKLKRSDuUrbAnL9oRXNfEFp5HzqlsYxoG/FKE4SbrmzHS71SuK5556b8jGb/qT+61//im1XmpUzmQx33nnnlCyqzUsbafgxA0pJHDxS2kFpXejYUI98jbhqOFqxU2UrMkbz352lhL32W88pn/wLe+6znrXPOnztq9/mV7++kHS6sUD7yeC5la7b4lWucbrJaqMpsReU16gAr4Ex8ta98u4XU0FB7ElFrEjsTbaTRt6qV7614C6ruh5NRDh0iQwh4Xd9MAzYJ7aB13Wt4qCONcwODSNr3Hy1FnTEy4ReucjL4cSpqj4FEB4TiDpPkhcTqBBseH6QsdFY4OtClon6jLKq3Oy1766tcm7VXLVSaLrMDLMjIyyI7KTfShASE4ECfls6G1mnyHI9pPDLrdQXPrrBJIxgBJrO3Pn4bd4mXktmYKmWyeMXPPZy1s4JF69kagVfLbdtMd17jiNDir/edseLYgV6ufOHP/yBAw88kGg0Sm9vL8cee2zN/X/7299yxBFH0N/fjxCChx9+uOTxdevWIYQI/LnmmmumbN2LFy/msMMO4xe/+AWZTMAX0hZoWOg9+uijPProowA8+eSThb8fffRR/vGPf3DZZZcxe/bsKVlUm5c2eYte/rNFo0lru3HrXo0bSVZ7DCm76hjFL9hozOaIox/lvSfdycC0Mf76l/V86cv/yX1//13DorMVqrlu83hInnZ6UA3aRvIJGEHYDYo3lYvNezHIP11dUhEXquFyKvXGDAkPo8wCWX1UTRhf4IXxrVklsYvav9l2mRn2iG3idd1Ps1t0c6HgbPEzIYWmqyM1cXAVkQd+nF6tl5KWYGZqX/ds74Sl7plnZpPNWmVj6opYL09LHFUeX+ZnE5eLwtLj6j8vplT0WmnmRYeYG9lJv5nEylkIzTouw0Zo1KoXqdEppBqG8Oi1ksyNDtFnJbFkaS6sRBETEzUopw5d+GIh8t9+ipgqwRcSbsNxf0ZI07PXGMmdHnc/eFtL871S+c1vfsMHPvABTj75ZB555BHuvvtu3v/+99c8JplMcuihh/LNb34z8PG5c+eyefPmkp/zzz+fjo4O3vzmN0/Z2h966CH22msvzjjjDGbMmMHHPvYxVq5cOakxG87F32effQrqNchFG41G+eEPfzipxbR5eSClb9HTZTcVBw9XKyKYSCaKAAcR9EhaeYzpRj78SzMKZ80Z4f2n3MmjD83nrr8s4+eX38QVN93GSe86iVcv37eB8Zoj3wJNBFr0fDLaZLXTzW7WSE1hG+SyLcbRmmiV4/Ozu7l6eY3nWbZOp1Sklai55kbJW/US+cbygTdHTQiPiAgqlVKEAENPyGVLKOaHh5gXGmLYjfO83cdWpyu3r5hw3dYQeQButMrjAlSuqoz0QLoaZQYkx0hwisr+eZ7BqqfnsufytX4mp6i05uVJeyZWkXXKoH6Gql+ypVGLlmbATNAV3u4XbMbg6dQMtjudTfS/rcS36mUYdyJUu7oh6TURB6gJS5cuM03MmKiJGIQlPOJGhowTmpL+zfn58yIvjyikRJWS9zrkwykm7H6NEWvQmpenb8UYw//o5uZb/8BrDji8qWNfqbiuy2mnnca3v/1tPvShDxW277777jWP+8AHPgD4lrsgDMNgxowZJduuu+463v3ud9PRUVnbs1X22Wcfvv/97/Od73yHG264gSuuuIJDDz2UpUuXcsopp/CBD3yAwcHBpsZs+N28du1ann32WbTWrFy5krVr1xZ+Nm7cyNjYGKecckrTJ9Xm5Ydh5C16ATc2NGnt1LTuiaL/gy92EsptSORV+4DPapO1C3pY9aYuRheZqK1Zfv6jn3LaV87mvsceqn9STeDkXbd14otGVZj1bu0PgPIEjHJcKl3i+cxbhcZFUay3a4fvt27n0Frjak1GaQYNjzmGzQzDpk86dAqXsFANZcsWI/DrweXdrKVPrcbEo1NkiUkHKeq39AqaXwjos5LsE9/Af3StYpfINqRWGIZiv6WrOWTvp1g6fyN9XeOIABEV2I2sSOTlMbKVc2sg26MrPmUzmRBrnprtPx8aRjJREnYIt+z9lFUTcXoShSXqC7hGBZolXKabY3QZfmFmKX3xNS8yxN4dL7Awsp0uI02rr5q4adeUN425bTVxI8usyCgzI2PEchm61V8HGku6SEFu7VODmUtUKUbUsbrlEz5kLhyhkWtYXCqn4bXFPbp2S7BzQ5rHV/2jqWNfqTz00ENs3LgRKSUrVqxg5syZvPnNb+bxxx+f0nkefPBBHn744RIxOZWYpsk73vEOrrnmGr75zW+yZs0aPvvZzzJ37lw++MEPsnlz7eSukrEa3XH+/Pk4jsOJJ55If38/8+fPb2nxbV7+5NuSBQm9PMXWPUNU3nzyMXpaa8aUQ6aJTFEJhb2VFtw7tpDf7tiHlAqhI4KtBxjs3E3R84RL7/ND/PxHP+VXc/p437HHTYmFrxGLXp4tXoy4dBmQmYobVD1rXh4bTagoqnEiCcNHMHE7FkW/pwKlNR4TNiIp/GtvCLDyCQQaRO4G5WmwtcBB4miBrUWupVr1QLcoNikdLmwy8IgWNXNvBEGuyXyNpyQiXRZHtrNLeBu2bbBhQT9bnB5mDIwgBHhKMDTayY7hTnaMdLFztBPPkijDt9rlJyoXeZCz6jkaZU08IAC7p2gnDdIGMy3IbO9kY28/ssspyVI1hSJq2kRMh6jpYuDRZ6UIGZXJF0FoREUHjvI9uow0nTKTy0KtRApNn5Wiz0rhKMmQG2eH00lGWTT66pICOq0MY4FWPV0z21ai6DQzdFmZEjdm/fMXBTEckQ4h5TZdQLoc34oa8AWiAeFW9FW25D0afP00sYBOGI3Qt98oo090cv3NV7PnriuaH+BfzNhYaUmqcDhMOByusnd98skM5513Ht/97ndZsGAB3/nOd3jd617H6tWr6evrm9R681x22WUsW7aMgw8+eErGK+eBBx7g8ssv59e//jXxeJzPfvazfOhDH+KFF17g/PPP521ve1vDLt2m7POWZXHddde1tOhqbNy4kRNOOIH+/n6i0SjLly/ngQceqLr/5s2bef/738/SpUuRUvKZz3ymYp8rrriiIlgyEomU7JNIJPj0pz/NnDlziEaj7L777lxyySVTem6vVBoRejBh3csqN8C6pwvlU5oReX4ih88z6UG+9vyb+J9tB5JUoRKbkNMheWH/GKuO6GJofoj0Rl/wnXbBWdzzaPXXVyPkhV49i56P4Dmni6Quj8sKTsAoZswL83h6JvclZyMAVwsSSuLViNvTZb9bIW+9y2qNTakjUECJy01QegM2BESkplN49BsuM02HOYbNdMOmVzp0CI9QUfSiAELat5gYKOIiS6e0G2wYX4qs+zrSWLj0GwlmRUfpNVMlFiJDagZ6xth1wSZes+9TvO11K3nDqx9l0VHP0b1k2BfYNZqAGFldEtDnRkGFAQ/MJIR3CkJjgnxHsdGhOOPZUiHkasm4E2FHuoPnx3t5eMdc/rZlMQmn8fIZ1bKhQ8JhhjVKZ+5LRyOawpKK6aFx9ohvYvfYJqZbY5g5MVVP7MRMO9DKGpbBojUkXPpD48yNDtNjpZuuUSdRJZ0puswUk3kn5JMvgh9rZpyJDF1ZkHuV64rUaTVXjXCfQ3xhig1PDfHCpnUtjdEI0Y2S2AtT9xPd6L9O586dS3d3d+Hn61//euD8Z511VtVkiPzP008/XUhM+cIXvsA73/lO9ttvP37+859PadJEOp3ml7/85Ytizfvud7/L8uXLOfjgg9m0aRNXXXUV69ev56tf/SoLFy7kNa95DVdccQUPPdS4p6rprztve9vbuP766zn99NObPbSC4eFhDjnkEA477DBuvvlmBgcHeeaZZ+jt7a16TDabZXBwkC9+8YtcfPHFVffr6upi1apVhb/L48XOOOMMbr/9dn7xi1+wYMEC/vjHP/LJT36SWbNmtVR5+t+JgtBrIPAb8tY9jwgWhpAFi9SwsptPIBCQ8Swu33og/0jMK7qRlAVH525kdofBC/vH2bZbhGlPZ+h9fpgrf/zfXD37Wt5z7Ls4eK/9m5sfcHOuW2E0JkY0glV2N3uFhzBzbdKCEjBSymKD3cvzdi9r7QHGVATfhakY8eI8a3djC4P51ih7R7awS2i4ILp0yXytWfTKrXdBNPLNsDxWXQgIobGEhqI2ca4W2BoSmDjaJoRXOK6V9Rs1hZ4mJrLEhJ3reQt9uXIsJWsXE245IaC7I0XPXin6dh3mgYv3pWAGC8qczZVcUZa/m9OhsUZ9K15gcWtHVj3RiS8tfvkPq4ECyvn9PS0oDhcUaLqNFB1GdlLW3qjhMMcYYbYeYdyLsNOJM+zGA2PVYCIDt9yqV+q21cQMhy4zTcRw61gja2OVJZJYQhGXWZKqtR685XF5Qfs0O64AjJw1vjiNJNxEEkYQ/fuPkFwb49qb/ofPfPhLLY/zr2DDhg10dXUV/q5mzTvzzDM56aSTao61aNGigkuzOCYvHA6zaNEinn/++ckvGLj22mtJpVJ88IMfnJLxivnJT37CKaecwkknncTMmTMD95k2bRqXXXZZw2M2LfSWLFnCBRdcwN13381+++1HPB4vefzUU09teKxvfvObzJ07t6Qg88KFC2ses2DBAr7//e8DcPnll1fdTwhREThZzD333MOJJ57I6173OgA++tGP8tOf/pSVK1e2hV4d8kJP17HoFaPBt+65EToNzU6V8RMIdGV0Vi3uXr+YOzcu5ZneLjBrZ38KoQsJI1Mp+NxcZfLGLHo+DgZP59qk5V22tjJ4welhvd3LOnuAnZ7/XpLoovMSuBj8PT2bsHQIC4/nnW7WOz3EhMNeka3sFdlCWJS6fYLlbyW6SNw1Zp9spNtutWNLF2QKjSkgoSDcZGxS4PgiKEjet6J0yXRJjJsQ0GsmqXezFsJv85YSFhyUZHxDJ0ZWY2TBzOZEnM7PBGZWY1u5UZXAqBFbr+3qQi+PFJp4yGZDqps9u7fgKqPIYhd0sEAVJWSEhU2fmSpYO6fCpe9byzJ0mRnm6SFG3Bg7nI7Aosxx0ybhhAuvZ4HfyUKg6DSzdJkZzKJ6lJMp7WIFlFXpMDKkVbOJGfVFnhAgdOsVBycEn/9ej8lGStJUJzorQ2RGhqcf2sDQyE76evpbHuufTVdXV4nQq8bg4GBDSQj77bcf4XCYVatWceihhwLgOA7r1q2bspCzyy67jGOOOabppIhGeOaZZ+ruEwqFOPHEExses2mhd9lll9HT08ODDz7Igw8+WPKYEKIpoXfDDTdw5JFHctxxx/G3v/2N2bNn88lPfpKPfOQjzS6rgkQiwfz581FKse+++3LhhReyxx57FB4/+OCDueGGGzjllFOYNWsWf/3rX1m9enVNK2Ebn7zQ8xoUejucKH9PzOau8Xk8l+1ltjXOx2bcx+ZsjKTyM3hLPjLLhi3YNjT8ZOUb2JnsQloePUuGifQG1xnyXbyVH5zVBN/P+n7Fm488kmMPOayit2A5qokYvWLGVIg/DS9iyO4gZVlscbvQiDJhV1285jMq80ImpS3uS89hvdPFdjfOdDPBTHOcGdY4080E8ZwraEIyTtxKGrHeBTFVsX95tNb0SptsLpbPRWLrfNGV5meTKDwmypKEcOmU6cAMT0t4xKRNStWOBxp3I3jKYGDhMDsTXaXr0hrpgGGDzPruWzOhceMNrN2pvY9A0xXOYEjNuBvDEBojZ/VytYGrjcAvSR4SgaLHSBGvpTQD52wOQ2j6rST9VhJbGQw5cXY4HWS1H88nhKDTyjLq+KEzXVaa/lCSDjNT4fafLEHJKlJAl5lmxI0HHBFMUPJFMIoWStGW4As+VdWd3cxAoS6HzJYIq9c/yqt7DpvUul7OdHV18fGPf5xzzz2XuXPnMn/+fL797W8DcNxxxxX222233fj6179eaOk6NDTE888/z6ZNmwAKHsEZM2aUGI3WrFnDHXfcwU033fSincPIyAgrV65k27ZtFTUSW7EiNi301q5d2/Qk1Xjuuef4yU9+whlnnME555zD/fffz6mnntq0Wi1n11135fLLL2evvfZidHSUiy66iIMPPpgnnniCOXPmAPDDH/6Qj370o8yZMwfTNJFS8t///d+89rWvDRwzm82SzWYLf5cHkP47UbDo1XDd7nSi3JeYzd3j83g221vywbnR6eTjd7wbM+4Q72u8IKSTNNmZ9L/5Kcdg6MkBooNJuheNIM3yrLjcTaTK57XdYbBh3zgbBnqYtirD9OEx/vyr3/DHa69n+m678LbDDmf/3ZcHlohx3cYteiN2lNVj01k9No1nxqeTVRaHz3oKLfKRO43XpFMBbcgAtrpxXG2ywenhBacbnfbHiwubWdYor4puZLqVLFgSG7XelTOVN2a/s4YvNhVgSo1ZcGj5Yiaf0OFoiZvLX6xngZO5MUHTITJERO0uA71GsqrQ0xrSysLWJkJq+qaNYpguXnGPXOEXQ1YhoMNf3rT7HRiFsbCJGxFVL5p2qosEgaYrkvZLsAC2MrGV4VvDhC9qTO2hEBVWPo1g0BzDaiHOcTJWpZD0mBEeY3pojLQKsdOJs9PpIGZmcZRgdnSMHsvPhp3qjoXF8XnlRIRDSDSWmFEt+SKIfAhA6/hhGV1may0TixlbHWdsdSezlnRy4F6vm9xgrwC+/e1vY5omH/jAB0in0xx44IHcfvvtJWFhq1atYnR0tPD3DTfcwMknn1z4+73vfS8A5557Luedd15h++WXX86cOXM44ogjXpS1//73v+f4448nkUjQ1dVVcg8SQvxzhF4x+bIPrfYZVUqx//77c+GFFwKwYsUKHn/8cS655JJJCb2DDjqIgw46qPD3wQcfzLJly/jpT3/KV77yFcAXevfddx833HAD8+fP54477uBTn/oUs2bN4o1vfGPFmF//+tc5//zzW17TK4lqyRhDboS/J2Zz99g8nsn2lYi7QkdJDdlEiPHtHbAd3EyC7lnjDYW7pHfEKN8xvT1GdiRCz+JhImWisVq5D63B3hEh/UIHypYM9wjW7NbJjJEEM7ak2P7Yan722Gou7YiwdJ/lvPsNb2L+rDmF4/NNpYMKJtvKYO34AKvHp/P06Ax22v7d388U9tf9xw3LMDOCXWZsY+7AkD9WA28hlVt7iYtWg1v0Ni628CR1iNXZAe7csYjUaJjn6OPkmfdx1PQn608WwGTuRflnTeUEni56wAbKpZYf16cICQAvJwwFrpY4CBxt4AWsyBAKpRVdMlU3a1dpQa+RZKNTmYXnW80kSW8iCUIIGJwxwpYXBoJPUGs6NmgMGwxH0/+4Q3K6QWKOMRE0WnxIVYuepiuSqWgPNu6E6Q9PFHoWwnf/TVj5ZM7K5/8OBbTo+2cgBMQMm04jzfL4BjplltXp6Yyq+JQLvDyhGlm8QkC3mWK700lNN32N5Ivg/Sel8ggLl24zmXtDt35hnITB5j8PYkY1n/7QWf/Uvt8vVSzL4qKLLuKiiy6quk952aqTTjqpbgwgwIUXXljQLC8GZ555JqeccgoXXnghsVhQfafmaUnoXXXVVXz7298u+JKXLl3K5z73uULBwUaZOXNmRRHDZcuW8Zvf/KaVZVXFsixWrFjBmjVrAD9j5pxzzuG6667jqKOOAmCvvfbi4Ycf5qKLLgoUemeffTZnnHFG4e+xsTHmzp07pet8uVCcjDGcF3fjc1md6SuLjgr+wNm2ro/8B9vYlk6cjEn/guGKGK5iCox80AAAsrhJREFUtIbM9ljADsK37j01QGQgSc+iUaSVi0cq+2auNTjDYdIbOvAypS99xw3z/DzJ8/O76Bi3mbElxYwtKdbcdT8X3nU/crCH/V91AO963RETWbeGH2O4JdPF6rHprBqbwfpkP56WSFRRTTNRmiawLUw6LHh8/Vye3TydXWZubVDw+U3cjdwNRlepJqI1jKRjrNvZz/qhfrKuRTiapbMnw9/GFnPU9CdbCnqXNB9+Xij5onM1Acsed3IWKK1rt94SAkw0pvDwnYAuSoOLxNG+5S+rDUzt0RFQyiZwTDR9ZmVCRn7dY25pEoEAZsweqhR6GoSn6VyvMYu+awgNHVs8IkMe4wtMsj1lnS4CLXq+u9asEGmacTdSIvRKzkX4yQcR7QusDiOb+2Lxz77pa+IyS6eRISrswtr2iG/CwGW7081aexBbN16qpRHq1Rg06yZmNJJ8UcpkVt4hM3QY/us06AtLo2gNm26Zhpc1+MBH3kV/b8CXkDYvKzZu3Mipp546ZSIPWhB63/3ud/nSl77Epz/9aQ455BAA7rrrLj7+8Y+zY8eOprJxDznkkJLMWIDVq1dPeY0+z/N47LHHeMtb3gL4gZmO4xQESx7DMKr2DJxsbZ9XEvnr9mhiOtev3aXkVljrO67WMLK5CyddWioiPRpl62qDwV2GkGbwDd9JWHh2eUuoUjI7YmwbidC9eJhof/5m7ydkuKMhUhs68FLB8XciLQuFhxOdIdZ0hlizuJu+oSwztiSZtm2UlX/4E/fd9CdkyD//6zfuzarMDJJuuHDmeXEbWLhWAykDMWYi+jy0AWk7lBN809hlZn0Ln9Ki4KIqr8mVzIZYP9TPup0DjGcjJYkJkZgDGtZmBrhjfAF7xzfRiV0Q143cappJxKgn8DTkhFrp/s0gc1a/iFAYAhzlkJIOCW01lHogBHQbqYoEDq19kVfxHAqId2WIxTOkkpHCwo2sL/LyRqXyWU0bela7ZHsVYwtMlJmbXAu0KxCFsANf5FmB2dyCcbfa54/GQNNlpIgJG1MoemSSlA6T0Vbd61B2ii1hCZdOmaHT8MuiVD6fmriw6QhtZ8AcZ4PTx6gXY8yL5uzdk6ORYtLVEzOaF3lQOzSkOpoeI0W0qP1btS4bjTD0UDfJDTF2f9UcDt2/3RnjlcCRRx7JAw88wKJFi6ZszKaF3g9/+EN+8pOflPiJjznmGPbYYw/OO++8poTe6aefzsEHH8yFF17Iu9/9blauXMmll17KpZdeWtjn7LPPZuPGjVx11VWFbflmw4lEgu3bt/Pwww8TCoUK1sELLriAV7/61SxevJiRkRG+/e1vs379ej784Q8DfrDmf/zHf/C5z32OaDTK/Pnz+dvf/sZVV13Fd7/73WYvyb8d9z72DwBGLP/bcUOfdRo822B4U3B2lZMOseXpQQZ3GcKKVsZVZXZGqS8HBMo1GH56gHR/iu5dRvDSJsm1XbiJOnXI0kbl8EIw1B9hqD/Cql0Vg9vTzNiSpG8oi2cIHh6bi8rHKzb6Qb3Vv2bCFuiILsyXtsMNCT5PSyxUITYo6xq8MNzHup0D7Eh2lFyj/JqkobBCubhCNH/esRvTIuNsRdEts/TKDKFcD9taN7t6t2OlNVIIdK50TM2On5qczMwLY1qyP0n82n3kfncIj7j2SGmDhLbqWksM4RcQHvX8b89a+2VunCrxXFrDtFlDrHtmFmiNlYCODZoS43HASQsgMqwIjdok5hikphv+VleAoUFoOsPZKiLPZ8yJlq/Gj+WTaTpktvDchXJ9a+MiS1g7JFQ0dx2m1ron0MRlhi4jQ0Q6Ja+f8pksJlqedRkZ+lSSiHQZNMdIqAijboy0DtOK5DdQyAbi6qolZjSefFFJMyJNoug1k4TKsoNbFXqZ7SG23d1PrE/yseM/1/TxbV463HDDDYV/H3XUUXzuc5/jySefZPny5RXJga1UBWla6G3evDmwEvTBBx/cVEsOgAMOOIDrrruOs88+mwsuuICFCxfyve99j+OPP75kvvLaNytWrCj8+8EHH+SXv/wl8+fPL/SoGx4e5iMf+Qhbtmyht7eX/fbbj3vuuafETfzrX/+as88+m+OPP56hoSHmz5/P1772NT7+8Y83dQ7/bmit+dVvr0EJ2L44gqzjcisgYPu6PrSqLheUa7Bt9QB984eJFWXTau3H4jVzA8jsjJEZiiIND+WUvcwDhhFKgC0gHPCBr8EzJFtmxtna1Ulkm0Z0uqiAjh9V0cCOUMFdJxwB0cq56gk+pQWuJ9g42sO6nQNsHu0puzVWnlw4ahduwgrBU4mZ7LTj9IeSDKsowypCTLj0yAyd2IVhKpzk1dzquVkdLRBao+tYCHXOkldiRSvJCW6MYpFXvs648Ihpj4w2GNcmbhWZqjX0GElGvZjv2tcGKa/alwKNJRXz5m5l/ZoZhHcIolubu0VLBV3Pe0R3KkYXmmhbIsKKjlCWUJ1aeVll4ShZKCPSKTOBGcXFcWamUHTLJBlt5bqP1FltA09DSDh0Ghk6ZQYpijq01Bg6XFTjTgOD5jgbHAuEpMvwxaKtDMa8KKNerCRzuh5Wjfi8ciLCISycXFZwc8kXQTQm0vykiz4rUaNWXnMCV7mCjTdPR2v42Ic/XtEQoM3Li2OPPbZi2wUXXFCxTQhRiBFvhqaF3uLFi/m///s/zjnnnJLtV199NUuWLGl6AUcffTRHH3101cevuOKKim3lQZTlXHzxxXXLpMyYMaOkfl+bxvjrQ/fhbBlm+7wo22ScLjtLPFy7hIPWkByOkhott0gE7SvYua4XJz2RpOGMh1BOAx/8xZ+VQiOEQtlm5cenLvlVOEYkDXTILb3ZCd+tK4dN5KiBsCVKgR7RiEgG3enV/3zW+KU0hia+mUlb1CxtEiT4hjd2subZmQz3WLjaKLnJVH9HaCJlFlKJ5p6hXXjrjEcLJ5nSFinPwkDRIzP0yCyWUIVLWi6TSl2zEz8AoTr3LI0fmxc0XqNUE3nFCAFR4RHRHlkk48rCKTsTjZ+QsZ5BNIIxNy+GNKbwe49a0iUsPay8ey8Mnb3juJs6m1hxKVbST9ZIRCzEEo/QQi/3fBZWH3hcygsxyxyhS1bvHFHuxvSvg0NIuyRUFLcJETWxGkWHzNJlpAlLt6b1rhyJKilmLfAFVr8xznavu7A9JD0GZIJ+M0FKhRn1oiRUpOioYBpx2xbmzln1tjsmIhfzORlE/k1QdX2asHDpMZOBJX4oHNmcRW/bnX1kd4Z4zZtXsNsuezd1bJuXHtVCxqaKpoXe+eefz3ve8x7uuOOOQoze3XffzW233cb//d//TfkC27x00FpzzXW/RUl4YUkcEIxlI7ha0BXOBn+j16CVYMf63sAxgw0IgrGtfpJG3/xhxjeWuiRLVIEGkfMTityPCns4u/qlcIzNIRgzAqPLCltyCxBJA92Xq5GXkchhAzliIoqD5vP7aoGxJoK3JI3uUPU8yrClLLBfC4QHus49N22HeXLVXDb8dS4kJGZWEprt4c5VDbl7TMvDMEs/RBSSB0fm8/qBp4mbpSLdQ7JTxdiposSFQ6/MEC8rUVIs7lTRtvzJOmhqOcqLXbaFMeueyQRGxdH5mYPHEQIiKCJGlqyWJJRJNid2pND0mwnQGluZdJlZQtLFEhOuxiCX9ogbw1sKVgI614JVnNPRwMm4EUFylkQfnAADhtIxpsUThA2vcC01OeeshnmRHUQNh0XhbUSNGhmm6KodQgyh6ZIpbG2S1JGKGM/88cUnEhYuXUaauMwU4jmhtvWuFH+M8v2FgC4jS1JlS/oc5x+LG1niRtZvCedFGfFiOXd6pagKEnoChYnCELmf3L/z28I6y+7RLTxv9zGmYqRUqOl4xvz51Qpq6JDZQtJFLZpx3ybWRRl6uIeBeVHef8xHm1hrm5cDV111Fe95z3sqcgJs2+bXv/71P6e8yjvf+U7+/ve/c/HFF3P99dcDfqbsypUrS1yqbV55/Onvd+FtH2Prgih2dEKhpOwwnpL0RtMVH2ga2PlCD165+7R8J1H6t3DB3hxl24YIXqf/ESgUCC8n7HTR7+JDhcZdOOF+9GbaSMPCGK5dBBmAhIHYFEKkDURWIp0A92XRfVAogfFMFG9pGh2vIvY0MGb6MYDlY5XF6ZUjsxDdJAnv9Ps45u/BsY0GWkB6Tv1vgeGoEyhUFIK/Dy/k9YOrgg9EkNQhkl4IE48BmaZP2igBbp1YPo3A1doXZMUCEfB0cN1ATbCgqlxV7neL4WZhoQgbNrYWjOcEX6eRodPIFERWkCgpJmObeDmF7sRhaDlEdkDH837h5FrxXnanIDnNxOkUiD4Hq/CyEOxIxZkRHy/UzsvbanutJAf1rG3onC3qd3QICxdLJ0mqMDaV7wuJyrlm04Rk8DVpBotgYaqBaeY4zztWcPISvuu510zSY/ju51E3xriKFq5wRDjMtoYwhMJCYQgPiQq0nhW+jAjBrNgQceniWiP06HSuA4ogpUIkVZiUCpFSoVztveonX/2RyqSLWjQq9Ny0ZNOt0zBCmv/86GcrEgrbvPw5+eSTedOb3sS0adNKto+Pj3PyySf/8+ro7bfffvziF79o5dA2L1OUUlz3u+tREjYurqwyn3UtdiYlfbEUQuhCRpqdshjb2tHABH6fUOn6Ii9vgVNhjTvD/7C0tpmY22u/ZN1ZDjpUJJ4EqGkOmBpje+2EDCEEYix345N+EVzh+nFVQHCQvRIYq6N4u6bRsQCxp+D/s3fecZJU9d5+zqnqHCbHTbM5srDskpYkIoIgIngxAYIiZlDgovDqvRiuBLkqXhNBQDBHFBNIFmGXvAssm3OY3dnJoWNVnfeP6u7p7unu6UkbtB4+zU5XV51zqlN9+xfZXzhbUiYEVoE4PZEEX6vE22ZbvkSBuQO7NBAQnVS6v6vHlyh4kVYIVnTN5KSaTUOCw/NJKo3XYo3sMaqZ7Opmpruder0fS1Gw1y7YRZmHNOrKJGAUorwYPV1kWw/zRihjCEUq8UNAWDMwlElcScJahHazoixB0xvNCkFI7R+rgVg1BFrB25FjcAYgXiWJ1GsY/sELswgbOT9yLGWLvfpAf9Y6FEvCOyjv+VFlx6tJoQhpMRIqyYDlzZRiqdD6CcnBsijZ/46G7CSMfOyQAItarZ82s3QLrLT72efuoV710m96MJXGZFcXfi1a0GJfaAx7TQaB1PPkEoM/O6RQtiUxK7HFVJKBbPFnenJc34Xec8WSLoandACDUtD6aB1GROeCi8+isW5y0X0dDl+UUgVrIe7atYuKiooCRwzPmAomO/z78NfnnsTq7GfvDD9Jb2F/Y9LSaB8IUO2PoKXUUdvWGkq6Q0zQ4qAZouDXnBVMCRkByXoD2SfRYoV/xZpBE7O+wIVOgFVjoDSFttdd8KJQ8BIqQLnAMlPis5jAyBZ7vjyx1+YBs/D5i7yCucIA716Jb58ANfylK7BTQ0mINRUWe26PQakf/DFLZ1XPFI6t2lZ0H6Wg2/Tz8sB0AnqcXVSy26gkKONMd3Uw3d2Bq2C0ocBA4cp6UZMFXLbZWDBs9NhorEtpcVfIkqgLRb8lmezuoisaGjY71VKC3kiB+lapw2JZtZeVgGitRqRew3IPHVOG8t+rwm4jFvVRnbKOT/V2Uu0qXOuv0CIKvxbF9lZUyBgNso9ey0ebFaJCxlNdW8aH7CSMgmsQENJi9FueIS7cYkihmO5uZ6bbTlRqNYLEy76UKYIynvm868LM+fBnu6fBLsCdTjxJPy1JS2PAchOxPAxYbrotPypVZXL4pIvClBOn1/1GiL7NQWYsruPtJ717ROM7HPosWbLENjYIwemnn46uD76nTdNk69atnHXWWaMau2yhJ6UctuK2EALDKD8DyuHwwLIs/vynP2Nqgt0zi/SMTH2vmUjaBwKEtTixLi/JHneuUyYd40Yq1sufspz1KmQBQWQFc5MdElOSeDe5EXnt15RUGC2Jkj+KVaWJqSXQdhcWe8VQGigJslS3NlMg16fEnidVxS0ubbdtETJxeoCvTeBrlXas4QjWFtxuW/ZijUPFnsdX+vkQwDMds1lWua2g1cVS0G96eb5/BiYa/YaXsGY/Cf2Wh9fjzayJNzJN72SWuw0LiV8mMq23VFrsAb2Gh51miDptIMdiko1i+KSM4R5PG1jSN6uEI1Vhd5NIIKnUIjS7OzO13YrPouiLDs1w1AfAvxfcnWC6JKYLBpo0EpXFlLZCVBgFphFEDA/uhEWVN8KRoZ0jELfDJxcIFD6RJCCS+EQSmYoIqNASNFs9bLeqypmoLPKTMIphu3B72ZGsKerCzadR78+8rmEZZ79V3qXMJ5JoWZK/nESOfPHnkiYVMkpFyuW7K17FnmQVHpGkUo8UtWAOP49FsZqC8S4Xe5+qxROGT136Baf7xb8g6czbVatWceaZZxIMDnrC3G43LS0tvOc97xnV2GULvQcffLDoYytWrOD//u//JjxzxOHgcOefHkR1R2id6cdwydwLjyFQEQ0VkRDVUFENopLOuMS3F6pL6P5oDfRPxbbWhcDdo3IEnNIUljf357ZyK5KNBu7W3Nii5OQESi8e75YZM2RiTo2j7fTkisXhvjcFGCEo3S5TwF4/mCANVZZg09s1pAHe1pEJvGyC2zSUUMQbsnI2hcLtLSQkBlEIug0/a/uaWBjOLY1k93l1s7J/JkbqpC0kEcuNXw66gy0kW41atiRrMxcpHZOAjGOYkkjSxSL/Xp4fmIrHbVfL84gk9Vovda5+6rS+TA04RcovW3LNpcWe3WKNsqxSAhiw7EQdr0im4sEiBGScDiNUsDeqFNCXdt0qcPWBv1Xg7ht84qyUxdvXBQhFoqLAWjwWwlXc6tMd9zI7sDdTE68cNFRBkSGx8AmDgEjgS42Xk6Ce+tevwWQRY6c5fHb88BROwiiE7cJV1Gp9tGVl4RbDLxIEZCLrvi3ezGFEosQiIHJDGVyZzs8j++xli796Vw+aMLEUWKJYqlB5YxZ6RygTdj9cjzIEl112KaHg6LO9HQ5dbrzxRgBaWlp43/veN64lc8oWeuedd96QbevXr+f666/PNOEtVPfF4cDT19dHd18Hkxqnjkuw7urX7d6oeytDWK0eiGpYKUGHUXh8LaHQEllBXAWI12TdEZAMg6tnUCCZAXPod7AAo8ZE65No/fYF1awwsGrKd1kpv4UxLYa+04swS4TOC2X731DooSRJQ0MNlyYLIMv7qlcAmsDSIVYHvv2jvURAaKsOwiBeb5+N21t+EPg/OuewINSauQAqJYgrnRV9s1KtqgbpM7xDyunYrdgGV55QGut6p7IraluHnuyZh19LsNS9E4C4crHLqGanYbfCcwuDBq2XelcvjbKPKldx0+lwIq9cf4ICu3VaylksBPhlgn7Li1uaNLq66be8dBmBIdmpvQNe3F0QaBXoeR3JhJW7Rl+nQliKeKXIMcuJIW7bXHwywZxAGwKFTAXqF8qSzcaV5SbVsPCLJH6RxJveLoaKu2y8QhBMZSa3We6Sc5WDu+xXI+3CtbNwB4Zx4TZofUOsnCEZp9sqLVCDMl5wXlskjrzkjI3CJxNM9XTSbfgYsLwklV4wTGC07H++itheL0vfMoejFw6tYevwr8Wll1467mOOKkZvz5493Hjjjdx///2ceeaZrFq1ikWLFo332hxGwWvrXuSOH9yFGZdoXqibEmb6jOksnruMBTMXj+pXQoMvzF7A3BxCyTLeMkrh6kuVwLUKiz3TDcnsHA1hu0eNEOh9ttjLxOcNGR8Sk5N4N9qKKjm1tIuy0PrcwsRT04Nvt2SKr4NkUPBmTwvpgaTbxF0Vx1UZxxVOIHVFrMtDz7bhXVvSbeJvHCCyo3QT9exwMCMIcQO8XWWeQwGCWzSQJvFahddfOAkjH4VgT6yS7dFqWvydqaLBkhV9s4ipockrSaUTt3Q8WUH/QgwmSMRMnTW9TUPadUVMF4YlMz1cc4Whzi6jio3xWrqNACeHNjDHs5+wTAyJdSpo8VDpGLxBd+1wl23bmjf4XlYK/CJOf6qTbjp2zCcTdBkBIpbHttgoiesVPxX9ReIuC+TjeLtBmIpYDRl1IkOGveACv5MEioCeYLKvO3O+mRZ7KtslnS3+FH6RICxi+GUSTzpWT5T3sZDYFwMhoEWPkkxKuobJOC2Fm/ItkWkUUKf3Ei3hwrXr7w3kjC0EhEjQg7do5qobA08RN60urEwW9UgQKdd0+v3vkiZu7JupBEmlkVTlW/jsvXK/yCK7vbS/UEVFo4sP/8dVI16jw+GHaZp8+9vf5te//jU7duwgkcj9Yd3Z2TniMUck9Hp6erjpppv47ne/y1FHHcXjjz/OySefPOJJHSaGFa88wQP3/BIEVC3uZqDNz97NPezduJoVj6wGoQg3eJjU0sScmQs4ZuHJ1NXUDDuu1FLdHMqtdqbIWDqKib1YNQWtdZYORgC0iMIqVrJE2HFzieYkuKzBwmpK4U5YeBImnriJO25m/vYk7PvehIk7YQ5JrKie3sOSk7byyL5FmAHQfEMvCp6KOEKzUGZpK2l4Si/ucJz4fh9mtPDFUmEL22wSlXbmsbu/5PBFEQiCmzTQDFxN5Vs4JYpnOmYzzfc8BrbIs5u/F6bP8OLJXqSyZ++I+1nb14ipJEPP2S5GXO2OFhwzZul0GnZtxh2JGipcEfZZAUIiQaWM4c9yA2Zbc1TaVZtZirCzalMe4GKxgEklc7tlCNvi05b3tOnCos7Vx7Z+F3/fvQABGIZWtJZfsURLdx9ISxGpsxdVKD4v7boLu2NMD3dmtuXsI9K/DwZlnguDGa4OfKlCxuWKu2y8qSDw9ByzXAOsTQbpH4FQycY9TBJGIcpx4dZq/QVXowm7l25/QWvgYAJG/rFK2e7beIEyM8VRqTg/lZOZ7FKDL74mFJow8CgDA0nS0rPa8RV/PrPLrJhxwe6H6xEafOqKzw1pheXwr8lXvvIVfvSjH3HttdfypS99iS9+8Yts27aNP/zhD/z3f//3qMYsW+h94xvf4NZbb6WxsZFf/OIXBV25DgePR//5B377s7+iuS1azt+NvzFOr+nDMgSJNjfxvW7irW76Wy3WrtzO2pXb+QN/w1fbyAnHH8e7Tn8Lfn+BbEJAkyn3Vjk6T9nFY3PqzZESe6krryLlti0i4iyPHZ+XuQ4rhTuZEm1Zwm3Wjm4AekPujJAr9hWqhED53OjhEN5gABmN0r/XvphWTO5n9hk7mV3dyokt63m4YxEru2cMsSoICd7qaIl2bApPRRxPhe0iCs7soeeNIkI6y5qXTazWFgt6YT00LAJBcL2O6fOiTS+VPTKIqQRr1k3n/i4Nd9hCuMHviWfqueUTtXKtc6aCrZEadkSqC+5vr0vRm/QVFHpJS9KZtEUewJ5EJYv8uxAC+pSHPtODnurYUSHjaKmSGOl4vGzSFi4TlbHqDZWcuda89DaPSCKxcl53w5I82zaDF9tbALv8j8srsNygD6hcYZc2txU8/1TChqWI1Nst9PIX5tMTtIQ6qfJEKTpQgXNSCFxibPXuPHnHSQFzXQO8kQgRH6HQk2NoKzbowo0xoPK9D4pGrb/g50YBYZmg3xzqcg6IBLKYrU+IIZm3pVHoRWoV2okwuXJSCHBh4dISWIqUlU8vannMjtPb+2QdyV4XZ73nZFomzyp3gQ6HOT/72c+4++67Oeecc/jyl7/MBz7wAWbOnMnixYtZuXIlV101cstu2ULv+uuvx+fzMWvWLO6//37uv//+gvv9/ve/H/EiHMbG7x9+gEcefBZX0KTlgl14a+z4LA0LpWt4mhN4mm3zb3/czd9fXYinU9Gwf4Da9r08+ec/8vhfHiLcNIW3nnwSbz95ec6vRynTl8wyvg2F3d6pwOaUe09hBASmx97gNk08hlHw5t6T+jdROsw6aIqMgAuGQ1RVVlFfVU1TbR1T6xporKkjEAggpcQ0TX790A95+u+vIaRi+kmtTD5mP0JCEh2vTPLuulc5uXIjf2g7ivWRppy5fNVRovuLZB4LCE3uzdx1BQ28jRFie3OFYSFrXvYYkXq7HptWurNcQezLjMDYGoBaA+m2Bh/I/Cty7if3ejFbfbzaO5tE5eBIPleSoC9KyBsn4I0T9MYIeuO4dZM+00uVjBA3NV7vaabXKB0fpRD0JIfuYyhJRzKQc+GLKxe9po+KLLVrIGm3fLRbPvwkqdFiBOTQOMTBcWyxp+eZcRSQyLfmpY8Q4Jdx+lOxXrsjFfxt1yK6E4NZuJYlMhblZFgg4wo9mrIgltEgRY9CoE2RNEnVklG4pcm0UCd13myXpMBQEl2UTnDTManS+kkqDbc0yshxLTQGaAWUiy4U8919vJEIFe0VPBSFR5QXH1p8BLsXbjTpzhHdYRnLCRnIRoAdjoGZU2pFw8SX19klfzZXmc+axEJSvLe3HCbeTwrwCBO3MjERJK3sHsy5g/asD9CzNsSkOWHefcZFQwdz+Jdl7969HHHEEQAEg0F6enoAu13sf/3Xf41qzLKF3oc+9CEnpfsQQynFA7/7Ps89+jruqgTTL9iNO2ykHgNNmBhZsScxQ+evG46gV/Oh6gR76kKENkjqYv3UxXsRe3bw0K9+zh9+8yvqps3grNNO5cRlR6NlXLfDI5MKmSdQFLaVzvDZt8mijSM29eE2il8+LCEwXDqelIALhcNUVVZSV11Dc20t0+obqfAHqampKTvhZM++7fzw7tto25kkUBtjwTnb8NenA7QVceXCm7qQVLsG+Ojkf7JhoJ6H9h/FvoTtSnL5DXRvEiOW70ZRBJv70Ny5Fw3/5H4SHd7cXr1FrHnZj0caIbC7uCuwEEpCIgRJH+ASJNdWIhPlO960AQ0q0xMKokk30aSL9r60SLdH0jWTkDdGMJkgYbkITepDlsggTdNneHKKLJtK0JEIDLWcotibDOcIvfQjABHsvryzRRdSlOonYJd30bMsXYWseWmUsq0/XVaAf+6bxcsdU1NjZ1lo8k7TcgsSLtAjCj1ZXvkXPSoQjwYx39nLlGAXTf4+ZAELmKG0IkLPdttWahECIo4QCp9U+AVEC1g5h8Nb4nvdIxTzXAO8mQyWnWDgHvEKckm7cOu0PvZluXAbtP6SVkvbqpddakXZxZ9LLFuQm8RSbGQNq+BrlE858X5CgI5C15KpmFg7ls9CIoBkn0br43W4/IrPXO6UUvl3Y/LkybS2tjJ16lRmzpzJ3//+d44++mhefPHFIW3RyqVsoffjH/94VBM4TAyWZfHDB27ltRXb8NbHmH7+HnT/4BdsOpssbblJmBp/XX8EvTFfrvUkKNlLJXu9lbjNJHWJPurivcitG/nZ1o385AEXuicVoD6cRU8ptKgiUWkLOtMHhl9geMm4YV1Jgykbu0jqLoJTJhMMhamqqqK+upqmulqmNTTSUFOTscCNB0op/vbkL/jz75/ETEqmLNvHjJP3IHWV6QgAgphyU4EtLtJf6rP8+7lm2t9Z2TOTR9oXErE8+Gqj9O3Kjb3TvSb+usiQuaWuCEzvpW9Dlb0WSljz0gh7n0gjBPYUd5mnRYXhhUTYjm0E272YHsfSoURr1Ny1JoStEnKuU2JIJwrD1OjpCBDbH8YICDrbKvBVxAjWDOCviiK1wgtWCPoND2FXHEtBRzJQsCSGQtCaqGKub1+RlQo0ZdBjuvBIC7ewsmr32TFOWdLMduOmltSR9LE1Vo0uTHRp5f4rLHRlct/G5fQl7d7Ew17aU28fIyjQI5bdli8rHjVb+ClsS6BRa+CeFOfI2p24teLWpISl4R1itVSEZIywjGYJD4FX2JYmH5BQMBJjcL7bNp+ANJnjGmBdlnu9GKNJwiiEEBDU4vSrGAOWFzcGlXJoi8WcY8gtteIRRll18jShKNaCzO4dXLqtXBqF7b6Nq/Jj6YSwLZHpBI6ObSG2PTwJK65x0RUXUl1ZW/ZYDv8anH/++Tz++OMcd9xxXHnllVx88cXcc8897Nixg6uvvnpUYzqdMQ5DDMPg23d+hU2vtRGYHGHau1rRPEMvGHoqD9EwNR7esIjOSK6LDAWWz4J++2Kb0Fzs9lWz21eNz0xQF++lLt6Lf8AuEmapEt92SqEE9M4SpIrE2+Qd0tBnB1Offd67uPDtbx/1c1Au3T2d/PC+m9m2thdPyOCI87dRPc1OJLDyFhhT+hCLQfpienzFFpaGt/P39oU8Y8yib1d2LStFeGpP0YuBpzpOvDJGotszGE0/HAIsF0Qa7EK8Q4LIU9a7RBhyritW7hjooCzbrTgcCoUeERihYeLDDAjs0LCkgIA9UbTHR7THB0Lhr4wQrIngq4zmdeaw4/RCepzOZACjhOLtNX1ELRe+PKGjFMSVTtzy4hMG0UzjFGVnPAoLE2FfoIXtbjMsjaf2z+GM+vV86c3z2BmrKjpvSI8S3edD1aryTaFK4e2w8LWbdjJRSMeSpAptC5QGlgQkDEw3iU1WINwkdk7l+JZtRYdNKD23VItIUKkNDLHyaShcqfep3csWpIJYGZEWHijLYlQhDWbqETYbRcIW0uONIgmjGAqo0/qIWW7q9PIzlEIyTo/lJSiGllMpho5JMudyqFKuWlW2cLWtg6OzZlqmYOczDex5qQ7NbXHuB5dz0rK3jWosh8ObW265JfP3+973PqZOncqKFSuYPXs255577qjGdITeYcjX77mRPa+1o7ckCJ/ZjekqXE5CCLAseHTTfNr6Q0N/sQqwAgr25x2oIG65aVW17NVq8Ms4LpEgrhfvFWsJSFZm+eWKfDnW9/ZhCcE7D0C29oqX/87Pf/obEhFJw/xO5rxtJy7v4BdxfhV6hV1XrZDrSQqFG4N31q3mxKqN/Dx2Ii9snAMIfDVRXIHScUmh6d20r64fWXspYVtFYzWD/VMNny3wjCLGlULWP8uF7cId5sIvEGjDCT3LFnkyKQb7fOZkBggiXX4iXQGEtAhURwhUR/BVxBBC0JP04NP9JIbN5lTsS4Rp8XYMblFgoKUyggW9lo9wysqjEESVTk+eNSVquPjehtPY0l/Lj3acSLJ0xWtiMTdsCSDbTayZMXDnPRd5d0VSEdxtoEfsT5c0IB4SBUsKGX6L2OR0pxfB/oEQfXEPIU9hQeIVyZRWt+PwvEXi03wFxIUr9XsrMsxr7hlBG4daLUlCRYsWVNawRtz6qxRpF26t3kuD1l+W4EqXWjHK/D2VxiXMrPdG8YSL4dBHUYA52ulmw1+mMrDPR+1kN5/52HU0NUwd+eQO/5KccMIJnHDCCWMawxF6hyFdbRGUDvtPdtMWmwwxu5xBWI8S0mP2TYshhcWTW+axq7eKYl88lluhNIUw7QB9mbSTAAa9QoIB4SFe40Yr8QNZIqAiCfHitbdchkF1JIJ/8mR8vvGovl+YaDTCHT+5hnUvK3SPxcJ3bqdhflfOPirz/xyVQsxy4dYK/ypPf/FX6lE+c/Sj7Jv1Ane/cDpvPeo1KjwRvNLAK5P4tCReaeARSdzSwJ1yD/7MOJHfrT1+BGdir9L0g1Y5QERzkzCKi20oIuZEltgbZkYtKopfpxT49khkdHAuadhjD5kQUJakvyNAf3sQqVkEavqpmdlPvIz6bAJBa6IyI/TSteP6TG/m2G7LR1DG0DKvZl5Ae8LH7etPZ180jEISN122hbbY1ArMdi8aAno15OoAanoMVVO4w4ir1yK4x8ixltoxeHbCUe7QioHZuUJNoNjWWcMRTXuGjN3s6sSvxajR+vGJ0jURfUXMtVrK4BpVFEw3kDCioiIATSUKKo81CQNsMZ9MaET7PET6PUT7PST6XexONiKEQkoQQtk3qTKvp5RqcLtQmEKgZMqAntp38HF7f0T6eIWsMiEI2bXxRsNICjArBW1vVLH18WYsQ7D8bfO4+IKr0LTRFm92+Fego6ODmlTZs507d3L33XcTjUZ517veNepydo7QOwzxB0JEjEjOhS2hdDqSIdqTQdJfwFs21tGhSrtaAEyfhbtDQ0sCRa6DsQYL315hx3EVQPlMRHUC2jQo0LMWoD7ltj3xuGOHXdNoWb/hBe657256OiV107qY/Y5deEOFsjMLIYgpF2FKlyVJu3Mbwt1ct/xvVAd6U0eXdvO8f8mzTKveT4/w8ueuxSAUQuZdiKRdVkYIZRdg1Uz6El5Q4Af6WkP07QlBITe6Knpidtyf3TyjJEIJZAwKNRnwtAvcPblWUBm34wCLiyf7AcuUJHs9VPpjKGUHtokS1h8FtBvBwcxTZbtzs9/zCkmXGaA25dbLfmxfLMTt695GT8KXSfZQyl5O0ZdIgOgeLMoiLBCbfaiOJNaMOKQTTiyFf6+Jt7uwwNIjJkYg93lK1FsY4dzzVQh2dFUxr34vrqxYvWq9n8WBnSBSJTtKig6Ft4RfXgr7fVMoScMjynPbZlO8oLJKtRMrskoFybieEm/ujIiL9KX+Td2P9nswkgdH6NRM7WHKojaa53bg8ozOBauUbR0cLiHDiEk2/30yHRsq8IYUH/nIhzlywdisNg6HN6+//jrnnnsuO3fuZPbs2fzyl7/krLPOYmBgACkl3/72t/ntb3+b6Yk7EhyhdxjiD/rtGPAEZJeaStcQy9wZ0NAMgXLblrscT2X2NUdXthWvyHxG0I4Di9Wa+PcMfcsoFGZ9EqGBVh3H3F/YWteQctuec9L4u21N0+Q3D36bpx7bgJSK485Yy8ylrbSalQUNVKpI6mtMucuqRyZQ1MkkIthFpMzSE5qEk6ZvAGCbq4qN0YaS43tSlkWBQgk7wSDU1Ie/Kkrn1iqSA6Wte3kDosqM19Oi0o7dzMLVI/C2Db14aXH7/VEOsZiH51+dSagqRmVwgKrQAD6PLcKzyixmUEj2J0M0unrotbwFuyX0Kw9hFbXryKVez+0D1Xxn3enETFfeMQKlSohxE0T/0HMU3Traah1zRgw9YlGxJTkkszwbV0QRy3oTWbpiYIZR0FJqKcHO7ipm1NiWy4CMsTS4NbVaiCqXLaCKrNmFbbkrRbEkjVLZtsONl11QORnTMfsl0QFfYSE3YP9rGsXFj9dnEQxLalrcVFQECFdUUFVZQ1VlIzVVU/B5K0BZKGVhWYZ9UyaWZabumyjLwlQGhhHFUiYoDcuysvazUJZp3zdNLGU/Fo13snHzLja/adGxo4LX/z6DxjmdTFnURl1LNyPKCUuL8xIe7J6dfjb+dQqJPjczFlXxqQ/fQChYUfwAh38LPv/5z3PEEUfws5/9jJ/85Ce8853v5JxzzuHuu+8G4Morr+SWW25xhN6/C6GAfWUV8Vyhl0YpME1JUrgIbNJToekKNLBcCisl/JRbYblA75MljQaJavuib/nACFjoA3nffBJUtW0qEh4LEUiiBnLNPC7DoHoggn/ypKKFmUfL7j0buetH32TvbkVNQx9vOe81quoGbAuOSWodKsv2UBwLu8ZaqdpaEkWTlsAjFFYq6H0k9cssJTivZjX/u+sMivlIPdpg9qImFEbKMiYE6F6Duvn76d8XpG93CGXJzIkNFx1kuRQyLkruo0cEyazax1oEfLsLX+1kgrJDkrzt0G8E6YoH2SHsbEKXblAZjFARHKAqGKEyOICmqYzYXtE1E900CLriVLiiVLijhPVYVjFnQYcZpEnvwQLW9jTyg41vwbS0guVAlEoHFuY/YFvzRMGEIwEmBFa4Ce0sXpQ7s7cCLaYwffaekWkGxb3Vgi0dtUyv7sAtDY4JbkXLsgwrJDHlwkvhWnCF4vMKzpKXpOFBUq15Ufkp1WWiBBztSnLXwzNZ/8Lkovt5/RbBkKR2uptwRYCKigqqKmttAVc9herKSVRUVB4SXR8GBvp55vkHWbnyeXa/WcfuN+vwBBJMXrCfKYvaqGgYmlWfT6mEDMuEXSsa2PV8HVJXvPv9p3HWW97nlE9xAODFF1/kiSeeYPHixRx55JHcddddfOpTn8pUn7jyyis5/viRhP4M4gi9w5BwKAxgu9jyfggqBfG4i40bmkkk3HiD4Oq3Y54wQTMFWr5nssR3vRKKRJbLKV5joQ2IrAIWCqs2mVOSQ1YkMGO5Lty023b5sePntlVK8fBj9/HnP6zAMARHLt/K0adsQtOyMxAN20pHymJkS15KKZO4cuEqkrHnQtGkxdFTh0sBlVh0K1m22JNCMdnbzZGBXawemDLkcV1Y6FldKTRpYWS3XUu5H4MN/fiqonRtqSLR76FU+FnG3qtZMEz8kEwKRNK24oqEnXxRWAClAuYTdp3EUng77DZgCEmycvCZSho6+7vD7O8OZ9YZ9MWp9A0wubaDVitEeySY95op/FqSCleUKs8AFa4okzxdbO+o5bnOGSitaB8Eilr1BMjuEl+HKlXAuohOzMcVsTB9EiNoEW8qXUk5mnTT3h/g3KZVeOTQeLw4Om6Mgt0disXnFV2XgErhwpXudjNaqx7w9LPTWP/CZOoaoyxYtIDKilqqqmwLXE3VZCoqKtD1w+cSEwgEOeutl3DWWy9h376dPPHsb3n5hXVsfnESm1+cRLhugCmL2pi8cD/eYPF4RC3TdXnwuY11u9jwl6n0t/qpatT59MevYUrzzIk/KYfDhs7OThobGwG7UHIgEKCqqirzeFVVFX19faMa+/D5FDpkqAxXArZFLxuloL/Px+ZNTZim/UUerwa9P7ey2BCEfeyQPQQkwypHFygXJKsUrq6UeERg1eV+6QkJsiqO1T7owm3IZNueMrKTLUIkMsD3fvBJNm/0EayI85bzXqNxSnfOPkrZJSliyg4czw1hK26GilkugjJf6Cl8KBq0xJCESm0UYs9SgnfVvsbrA5Ny3IvZLtvB8QuPKgTobpO6+e307/PTv60iL5PYPlstnESvjqNXJhC6ou/VamRMUiz8S6HQogJDKoI7NDtRpwRaHArE5mfwdIA71TDE1c8wFkBBf8SLscNP59paOLKPoR5bQcR0EzHd7I2FESgsZgACzyYvphuS9QYqUFiRWZbI/BjIOmlET/GvQ3efhbvXIhnUEKZCS1iIwjkaAOgDFqraGpKAUfiMLfr63VTqA0WElyCi3ISG/PhQeMoUehoSj5C4kWhCIsXYalSueLWJhx6fRXMj/Ofnv08gEBr+oMOIhoYpfOCCq3n/+Yr1G1/lyWf/wJurWlnz5HTWPNVCfUs3Uxa10TinE92V+xrYBZFNjNTldf+blWx5rBkzoXHMqbP40H98Frd7BGEXDv825H/+x8va6wi9w5DqkK3y87/32/eH2bGjPidQX7nsGCrXcGWoCok9BYnqoRfLRKWJq1cHU6GCFviG7iO9FsqfREV0XIZJ1UAE/6TmcXHb9vZ28H+3f5Gdu33MOmI3y89ci7tQ8LQAv0zSZeVtHAZbGOYSEia1sngx2JGKPSkU1foAJ4S38Gxvuo+lwqsNnUOTJUZM7Rusj+CrjNH+Wj1WUqIFDfSaGHqVLe7SpDtcWF4yWdbpZEmRGVKgRwSeLomID/98ybSlqwCeDvAMdoVDWAJXHyRDxY/R+0VqTRLa3NBQPIDULnUrUtkbOqJLxwW49rmwAhbJhiRGjTnUiJktNhWIfjlU0CqFTEJ4exJPV8pC5xIol8BwSbBswScTaki2s7TADFkYweHNf3Mr9nLVgidSrXLtheVbnU00EkrDJQZdx15UoSouGQTgQcMtbHFX6NRHw+vra/j5Q/OprrS46nNf/5cTedkIIZg352jmzTmaZDLJ868+zLPPPcnW9dC2tQrdbdI8t53Ji/ZTm6qlmU7IiMXcbH28mf1vVuEJKD5yxUUsWzw+P3Qd/jW57LLLMt0vYrEYn/jEJwgE7ITKeLz8upD5OELvMKQ2bKdeyxiZuKxdO2tp21dJoa/wRFUZVj3IiL00Ulq85+SVaLqFTJUySN/2Twlx4ewX+d9Xz2IDtQXjoWRlAjOmU9/XjwROOGbsbtuO9t3c/u0v09YuOevUTbScuAlDpBY/9HTwihEEkaUw0DCVSNUEU9RIg7AYvq7WaCx7Z9e8wYt900goF7q0smLPcs+jWOX+wZ0Ufj3B5Ja9tPu9xVuSmVlJKCJliXOBMFKiL3WYrkxEvzb8ewb7OCyGWN7yRV4ad48gWaRWn0iAqy8rNGCfxxZ6pVCgBnTEZn/OeuWAxLPFg3ubwqgzSDYYKL/9XrCTPwZduCLbbasApQi0mgRbjeLJK1JgejVMj0ImU1a+rN8bWsLMe+vlqktdt9B0k3m1rZnWcCL1mMr6N/26R5UbF9HUTgpfkf54rpT1TkcWsQiMLi4PYMuOCu75zRH4vRaf/dwNVFXVj3qsww2Xy8VJx57LSceeS29vN0+v+B0vPP8yO15vYMfrDfjCcSYvbGPyov1Eoh5W/2k28R43U+eF+fTlN1AZrh5+Eod/Wy699NKc+xdffPGQfT70oQ+NamxH6B2G1FbYQk/EFJYl2by5id6e4mVULDeYAdAHyhg81dVCeg3mLdxOwFf4Irt85gZ87gSfWvIY9+1YTns8TEc8QMQctIZJqdBCESZt6sEScO4pY/s1u2f3er7zndvo7tF4zzvWcepxO9mctLAQRftwSmEXni1kpStFTLkIijj1MkmglEUtj5GIPSHAJxOcWrmRx7rm4yly4RbCdt8aBUo2SCw0YfGOmjc4tXIjP2tdxtNdcykmbJVRwGUnbMuvqYMwQXMlCR3dRfy1EOae4esdCuz4NTMrMaiYyANbyBVLiPB0y1xxmZTQ4YKaZDE/M8Qk1nY/mhQFJb2wBK42Hdc+F2bAxGg0MKoNZDr+Px2flzrY020S2mGgx4e6dwv+aBACyy2w3BJhKGTCQhoWgR6Lbl3ZJWt0E12z0HQLTbNSdd/sw6cGOskP/hM5/6rMIzHlwieSgMgpqyIRKdeshhzmF8loZV5rW4Af/vxIBIJPf+YTNDb9+8aYhcOVnHvm5Zx75uXs2rOFJ/75W1a9uImNK6awccUUQCF1OPs9J/KuMy5xEi4chuW+++6bsLEdoXcYUhFOZWBEBGvfnEIsNnyj43hVaaGnUgX0zDoDszkJFQbTZ+4pUmpEMcXdBUCNO8KHWp6n37Kv8nFTozMRoCMWoGN9BclXfciYQMyoyZigR8PWza/w3e/9gGhMcMkFr3PM4r0opTCwW0CJVH/LIStV4BuF0EsqnWatD88oKv2nxV6/EiSGsYhJAWdUreXV/qnEKL5GTSqMLB0osfv0Hh3awbtqV1Oh2xk2Fza+ghTwZOe8guOoZInYLKFQusA7xc4udM0dIN7lRRgCaQEWRbtryPig0Csl8gCkKXANQH7rVFevKFznb68HagsEvysgITG3BsASWHqJL7RUOIM2oKFt1nBvdWPUJ7EaDZSuEFGBlrAIbzPw9IwswSFnGl1g6BrxMyJQaVJZhut2sq87q29tYdJPUxJpd51D4SVtvdPQECMSE3ZCSvn7d/V4+N5PjiIW1/j0J97PjJlLyz72X53JzTP40Hs/z8X/YfHGupU88czv6O3v5eL3/iczpsw92MtzcHCE3uGI1+vF1F0YuyWG6UF6Ut0JsmKOgJyLqOUBw2/3Ms2QMiIor0VyUhKzIZlVKl/yZlcjS2p3DZm/RuvHk2rHpIBqbYABy4NC4NFMKuMx9j1Wh7nNj9dn8a6LzuBtJ//HqM937RtP8cM7f4plwRXvX83COe0AGAzaV+zuCHaf05wTT1nNuqxyRKb9xC107cMnDNzCophlbDg0AZVKYQiBkVqroex/82WEW5p8sumffLv1rSXGSx9ln3Gju4f31r/EdF9uizApbLFX7Rrgd/uOTr3EInOoZRQ/H08gQU1LF4ZPYSgN4bZwTY0S3+sfLIWrbKufSNXjS/8t4/Zj+oBCiwssjaLJHmDX5UtmJUvIOOg52dxZxDTo1qHCyH2PG8IWeamM5GFq1OYgLIG+14XY6yYxNU5wl0Fgr1m6TZyi0K+enIcTlTDQCN5GMyc2shhemaDCFS173RqKWbpd1ico3aPu4DCS9/VAROd7PzmK7l4vH/7Q6Sw68vTRTvovjZSSxQuWs3jB8oO9FAeHHByhd5gSqKhBdOzDtw8QdgSX0sF0k6qTZ4u7bAEYTxkCpTKRlsIMK4zmJFZF4fIPG7vrWFyzZ0gT9WZXF5YSSKFSIsuiQkboTAbY8VID255rwjIkC5fWc9kHriUcqhz1eb784p+4576HcOsWn7hkFTOndQOpi2redVRLheYbyMxJC+zM29JxevZAfpEgJGNUpjJrLewPyEhtevZzIhCaKPgBs5TdpSAt/AxghqeXed42difCRJVriJvWpyWIGC58Msm7aldzfHjrECtQdgzf6TXrqXJFuG/XialiDyknYAGLntufoGZaF4Fq25LXGfNnzsM7ZYD4fm9GTCFShZfzB1Hg6lLohrDfh6knTph2m7R80efuFUQmpUaxCrhs82n1QKWRmQsLW+Rln4+0DXflGmEFAqWbeNeDr90WeaXeJQU9x6kfS/EqiDQKTK9A6FZZIg+gydtT3mKxYwpn6HH8QiFG0KO2EOmkj+FGSSQkd/z8SPbuD/Kedy/h+BPfO6Z5HRwcDjyO0DtMaWxqZlvHXnwqQVR4ENhuL2kAWXU9FQpLt/ulKh1MH2iVCYILukkYGtGEm4RRuMF80tJZ313P/Kq9mew+DYsmV0+OyBAC4q1uXvrrPPrb/YRrBBdf9CGOXDi2X7b/eOon/PyXzxD0J/nUJa8wqTErdVhBQg11sUlAx8LISrOUwq6nF1f5RVlzBZ4taAflUnr0VNjisIIvI/CGMbNIkeozmrWbAq5pepZEalZDCSKWXUIkYrkQKAZMnUpXH36tcMmO/PUdHd5JRctjfH/HW0hYLixEToyey5ukpqWTYE0kYxlKmFnvBQFoCm9zhNjO0u0vjEoDd7tmq9asJ6SY6JOGQI+C4bNdtsXa5mUY0KFPg6CJUmBtC0B8qAlP6YNZxEVRthXS3afQkpL2o3SijQJ3H3i6LDzd9k2oPOGYlamU/iteOSjw0kjf8CVV0jR5ejKJGKUIigTVWpQGzVXSqlg+wycomabg3t8uYsvOSt522nTe/o5PjMO8Dg4Ty1NPPcVpp51W8LEXXniBY445puBjH//4x3nsscfYs2cPwWCQ5cuXc+uttzJvXm4YzI9//GO+9a1vsWHDBsLhMBdeeCHf//73x/08xhNH6B2mzJ45nW1vvIJfxYlSOEZPAZZHYPhJp27a25W0iwnrJh5XFNMSRBMuYgkXlsq1+KzramB+1d7M/Qa9J5WNahOP6rz45BzWvToFqVmccuZCLnznJ8ZcJ+pvf/k+f3joNWoqY3zqQy9TVz3UvVXsem43azdJZok9v0hkCb1CAs9GkHsdNVC4xWDnEKUUaYeultpqopCIYYPgS2GPNxiSrwtFWIsT1nJT6g0F/UW6PhRipr+dL0x/mP/bfjpdRgCfTGB53NRM6yRUNzBEMyTNXPEkBHiaI8T3+lAFepAqlF1GpMZEHxBoBcRX+gTzRZ/eK7BQuCJF4gZV+vmwA0XlJjdqYZSKx1wkTYg0qhyBBWBpqSzgIuOBwhUBPTIoc0yP/ZhhSgy/ZGASYCncvRbeLvumRxRmtQWpTmbZFrx8pM8sq40eQJO3m/xEjGw8mNRoEbzSxC8k2jgF9Q8n85SCX/xpHq+vr+O4ZTW8572fH5d5HRwmmuXLl9Pa2pqz7b/+6794/PHHWbZsWdHjli5dykUXXcTUqVPp7Ozky1/+Mm9/+9vZunUrmmZ/r33rW9/im9/8JrfddhvHHXccAwMDbNu2bSJPZ1xwhN5hypL5c3n0j+BXMToID3nc0lM9agtcd81o6mVPW+mkIuBJEPAkhlj5ooabrb01TA93IAVMcndlDBtb3mxk5aPziA54mDpD4+KLP8u0SQvGdF5KKX77q1t57MmtNNf38clLXqEiNDTzVwhIlGjfJLDFnpGK3huM01MFBV4amXfBtQBLqYyIEyLljlX237ZAk1hjKFmRfVJuJYmXyNfVBYSlyYAlSZJbGy17BRKFW5h4hEWtr51vzPojv2o7mv0yzN7pIYrVy01aBd4wAryTI0S35tZLUyisgIVRZ8fOWV6VKgIzjBhJiT4ZU/ij0i7xkv2wodASCi2q0OIKLQ5aQqFHFNoKD0IJvJiEdpjEqgUDzTrxKmGHMJT4RtOSClefXeMujeVKZRxLhd6btXYpSFRqJCo1eqeDNCwqjmwnutJNLCwwvcWTWqTPKDsCbkrBRAyFhqJGixIQg63PQkIfcw28wRlKj/PnJ2aw4tVmFsz1celHvpZpw+TgcKjjdrszHSYAkskkf/zjH7nyyitLels+9rGPZf5uaWnhf/7nfzjyyCPZtm0bM2fOpKuriy996Uv86U9/4vTTB+NUFy9ePDEnMo44Qu8wpWXqZBQCv8q1+FjSLqWSf/HM2Sch7eb22V21Uu//Qla+NzubmFnRgUckqdH66ev28dzDC9i1pRavz+QDF5/GqSeNvWejaZr85Mc3suKF/Uyf0s3HP/gq/hJusOQwfTptz6NJn/LgEiY+4oS1wgIvTb7QA0iicGeEXVrwDc4hsMtbqKwyGKNBAJoQSFW6d64UEJQWcaWIqFQ8Ysr65U8lkbiEZQtyYW+vdMX4+KTn+Jt/Pn/tWkShunymEphq6AVdCHA3RIm3+rBi6a8MhfIpkg2DCRKWtwyRR8rSrAO6hrvNsF2oWYKuZLMHORh7CeDrUvg6kxhewUCzJFKbF4agbNerq0+hFai7bKSKfSvN/sxoRUr2+Rf0otUa+M5oJ7qmzjatFjlXzV+iZUb2qWBR685taSRQVMoYFTKe4871InGNa4mO4u/Up1ZO5uF/TKdliuRjn7wpY81wcJgIentzU/Q9Hk+maPB48NBDD9HR0cGHP/zhso8ZGBjgvvvuY/r06UyZYrepfPTRR7Esi927dzN//nz6+vpYvnw53/zmNzP7HKo4Qu8wRdM0NH+IQMQOyFPCjr/LrmVWHIEZ09D9hbtJwFAr3/ruOt5W/SavrZjOK8/MxDQ0jlpWzUXv/zzhVKeOsZBIJPjRnTew+o1+5s9q5yPvXY3HXbrMxTBldO2WcJaHqKUBikotihhGihUrcyEQyAJX74zwy7o3FuueAlxoxClcUy8zrwCvUOjKJGFJfJoirlJCVQzukz/226vW0uzu4Sdtx5JUeo4L2HbbFhYw6cSMyEY7o8fyKBKNubXtTO/wZUmUTCUIpYjVaYR2JooKrOEHtP/RY4rwFpPwVpN4hSRSr2O5QI+Ca6CI7hLYYQ2pcUy/QksM3dNdG8XXbH/OdK9J1bx2Ot+sRVkFRhUKMcz7dnDpgr2xCpq93QgxGIenF3gPhuT4WfPsuQvz8hv1/PbhOTTUWXzms7fg8429k43DvwaBVmtIu7exYCTtsfJF0o033siXv/zlcZvnnnvu4cwzz2Ty5MnD7vuDH/yAz3/+8wwMDDB37lweffTRTBjSli1bsCyLm266ie985ztUVFTwpS99iTPOOIPXXnvtkG5r59jjD2OqautxY4DbJFGVEnlZsXilMGPDa3whyMTybY9Us+7X03nxyTmEKwRXfvZiPnnFzeMi8kzT5LvfuZbVb/SzdFErV7x/1bAiz1DDW88iykUMF1JKpNTotrxElBtL5cTV51DoA+GicNmP/C3p+8Pkj5bEtuoN7dhVDI8QVGgKF+BPvV6l5xYsCrTy+cmP0uzuzhG+SbNwUk56YYG6ATyhGMptkWhKDnmylBtUEaGsANOV1RM32+gmBJY+dgkjsK133m4LT6eBtwvcxUQe9nsgbdFDgOkbapOVbpPQvO4cZeQKGFTN6yyY3iu9w3dQycyP4Ge7j8MtTJq1Pur1SEGR50bgEaN/TxWdP+9DsH5LFQ/8fiHhoMVVn/1vQuPw2XZwGI6dO3fS09OTud1www0F97v++uttr0qJ27p163KO2bVrF4888giXX355WWu56KKLePXVV3n66aeZM2cO733ve4nF7BqllmWRTCb5v//7P84880yOP/54fvGLX7Bx40aefPLJsT0JE4xj0TuM8VZVwA7wumPExUiKESusqA6U1ztPCIW7z6K7NcTkeRZf+PT3x/XXS2fnPjZsShAKxPngu9egl1GaIr+0Sj4xS2dA5Zr/BXZngbjS8YokvlQ6R/aFuZDr1kRRSIcUuvCKrL9Ga91LW/XMEla97GQQsM9BA7RU6ZZi46apcUX43KQn+FPHYp7unY1SqnB8HvZz4pVxPjPtKdYFm7hr/SmFlagA5QERy5s3z4qXjZawXeJKT3VRM0o8X2UqHRlJUrEuSe/8ipLprALbCj54IFhe0DLrV4QXdCE0NWRudyhB1ZxOutZX5yxM+oxhEzEkFhaSmb423lO/mha9F0vklsfJZryteYMMjrizNchdv1yMy6W48qrPUVt3aLuiHP51CIfDhMND48zzufbaa7nssstK7jNjxoyc+/fddx81NTW8613vKmstFRUVVFRUMHv2bI4//niqqqp48MEH+cAHPkBTUxMACxYMxqHX1dVRW1vLjh07yhr/YOEIvcOU3v5+dqx9A4Qgprsop1xCBgFmbHibUTqOq1qP8BbXZtYxjZOWnDTuJuq6umbedloLjz25jYefmsm5b9tUcn8FJEoIqITS6FVDYzzSz45CEFXuVDupBN5UTRC71ZgacoyCsrMo84+TiBGLPZFapY7AKHCshihqincjiBY4ptAKdKE4v3Y1M337ea13Eo/EchNp3MKgzt1Hk6eb02vWUe2OMDncQcgfoy/hLRzn57OQqfeWwk50KFXIWItllSzRhZ3RbJTs6lscpdB7E8iELXW1AQMzVERhpjCyhZ4Cw2+hpdbvm9KPXpEo+rp7KuNUzOqiZ1MV6VdN+swia7fPSQqLZRXbObF6E0f69xKUyYyB0yzwfOoIfMUyZ8ZIupZeR6eX7/90CYYp+exnLmPK1EUTMp+Dw1ioq6ujrq6u7P2VUtx333186EMfwuUq/T1Q7HilFPG4bRA58cQTAVi/fn3GDdzZ2Ul7ezvTpk0b8fgHEkfoHYYopfif//seWiLOuupGYmENGYqjOty5BWSLDiAGM28LMCjwBrigdjUnVGxl1YstrAMa6iemv+X5/3EdGzdeyWP/bGH29E7mzewsvrMqnohhKEGPlfZh55Ifn6cQRJQnI/g8mHS2Btm0czILF+2iIhTPOGFNLLRUWZrB8YZzkg7+KzPyLd2ovjRCCFxKYGTZ5/KteMVwMbT0jG1dLMzSwB6WeNuo1BJY0qTSNUC9p4+QFhsicmp9ES5e9Dyt/RWs62hgY2c9ppIpYSsymbdIUdSKl0HlCj2wxR4CSI5A7CkFlkLviSPNQVesq9/ACLmKu25RdmmVNMK26CmpcAWSBGb0DSvufTUxlNFD77ZKALS85KF0q7oKPcrJ1Rs5tmorfs1+dVzCynmP6NhiLztuMiS0Ef/IKBcLi4F+H9/9yRL6B1x87PJzmTP/xPGfyMHhIPDEE0+wdetWPvrRjw55bPfu3Zx++uk88MADHHvssWzZsoVf/epXvP3tb6euro5du3Zxyy234PP5OPvsswGYM2cO5513Hp/97Ge56667CIfD3HDDDcybN69o3b5DBUfoHYb86q8P07N9K/t9QVqDFZAQiKoIoiEOfTpWhxt60i9t4StEIaGXI/DqVrM8vDVj4erusoOy6+vnTMg56brORz92Pf/z9a/xk98v4gufXEk4WDhCv1hpFVMJui1/URdYsUQMC8mA8hJXJnteb+DVF2fwxOPzWTC/lWOO2cqUKV2YIt1mLTfrs6xzS9nf7KMH5eGg4FNFBWDaMljKipezvwBd2ZbAcuyIXlKFm3WD99evJqIku0wfRTNKhYUQ0BzqoTnUw8lTNrG5q44325vYO1BBsKKPkID9neXEd9mZtkO2avYrJcsRe0ohkhZ6bzw3ZE6Buy9JtNlnC6UCh1peAXLos2QFTNtlW8YZAPgbIliGpH9XyC6WLAbds9P9+zmlZgPzg61DvMiuAtI7bQu1sF9zv5DjJvIMQxCNuRiIuohGdSJRFw8/NYv2Tj8ffN9yjj7m3PGZyMHhEOCee+5h+fLlQwoeg11yZf369URSyYxer5dnnnmG22+/na6uLhoaGjjllFN47rnnqK+vzxz3wAMPcPXVV3POOecgpeTUU0/l4YcfHpXF8EDiCL3DjG27dvHYnx/C0HTW1TSlfuorrB4XWn0cwgZa2EAlBarTherwQGKoRMgusZIWeDWulAUvS+Cl6ekKIKWiurp2ws6tvmEaF33gHdz747/z0wcX8omLXqVY+a58i5WloNvyFS0kXOxin7UHtdoA5tQueBE8HsEbaybxxppJNDb2cOyxWzlq4R48blVWvkvaimdb4STJAitLj6NS8m+IABQKLd1jayQIcCtBPOu4QgLSR24+hRAQEBYtIkqr4cUkt50cgC5yIwBdmsW82n0sqG0lJCLUiH6+9eAFZa5ToMWLnJtmu3FzxF6BJ11GDbSBZMHXQyYsZNzE8miZ5Jvs/TKJGGC7fU0Lj2Ey09hPj9RQwyoslXp2FKHmXixLIDRb5B1ftYUTqzfR4OkreKRADfmMpUl7uoNiaHKMUhCL60RSQi0SdQ0Rb5Goi0jMNfh31EUkqpNIFv66P+fMWZz61kuHOVcHh8OLn//850Ufa2lpyUlGam5u5q9//euwY4bDYe655x7uueeecVnjgcIReocRpmnyje9+D2lZrK2fhJGpbyWwut3IuvhgfTeXQjQkUPUJ6NdQHW5Utyuzf9gXwYxJdL9FrWuAC2pXcXx4W9GLT3e3n4pKa8ILpx53wntY++YrrHgBnlwxjdNP3F5wv2yLnlLQa/koFh0FgEhZ9IroikoZJaTF8czYj9Qsmqd4uej9V/HYY/fz0ksmDz10FI8+uoBjjt7Bcct2UFMZzR8ekWV1S9cUtAWfRFdgFHGeFhOApkqLnJGZdASpzN0hiRmpODJskVcsQ9cjLKbpEfosjVbLl/OYTHXOzY54rNb6qXf1omFb+66/8Dd854Wz2Le5HqtYp4wURYUe9klYAmSigGUvLx6vEApFIBrF8kl0YaJj2v8KE10YCMtErjPwGCYuw8wx7lX0a2x/qz/jMxUo3MLAIw18WhK/TODTEvhkEq9M4tWSeGsT7Oiq4czJrxF0lW6DppeslAg9nQGeenYuvf3eQQEXs8VcfveaQgih8Hkt/D5BOKzR1OjC73fj9/sJBAIEAkF8/kpqa4LMW3jesOM5ODgcvjhC7zDi2/fdj9ndxc5wNV2+vCzbpERFNURebTwhgJCJCEVRRgzZLXlb01ouXvhP9sdDRC0Pi/x70Qu4sNIoBT3dfqa1jF8Ry1K8/6L/YsvWq/jT47OYNa2LaZNzC2qaqTZk6bX1WR4SeZanfEpZ4XwiQa02AIDbYzJpWgfbNtdQXT2ZSy/9Hy68cIB//OMn/OMfL/OPZ2fxzHMzWTB3Hycdu51ZLZ1IMSjshs4rMkkZI0UKgUfZ0spCYY7QsudCZI5JH6lju2spIvIy6xYQ1kyUiLHX9JARiSJtAYaQjNLk6sEljBz3oq5ZVE/uJlorSLR5iW0PprK887BU8XZlKZS0W/gpAWDi7jaRhkJGkkirVIauonFBD95w8QlMSyKEBy0cwOPz4QsG8bp0Wl9/E3+HyTt2rGf+STvw60nceedYcEosTq3cSAwdaxhHe6mi3b09Xn7xk+X09vpwuSz8Pgj4JU0VWkqseQkEAvgDQQL+MIFgFYFANYFgHf5ArS3ifD6nm4WDgwPgCL3DhudWrWLDi8/T7/awpbJQ5pGyLXaFiiCnaAj0cP681VS7+5AC6r19CPqIouFTZsEaXgCRAQ/JpE5NTcU4nU1pvF4vV1xxFbd84zv8+LeL+fwnVuLzDlpIklnLTNfKK49CGawmTXpvjuppmd3Gzi11vL7mCY5ddg5+f4CzzvoEb3+7xepX7+Xpp1/gzXUNrFnXSENdPycdu51li/fg8Qx97jNlloVAU2LEYk0IYZdNQeDCbsdmi7501mSJY7ETM9KRjh7APUK9WSENJIo95mCCS1DEqHP149fiJXK9hV2DsSGGuz5Gst1DbHsQc8B+rRR2aRXDB5bbTtww3QLLDaZLYHmFXXfPRcaq1vR4D+5uo6z88srJEbzhJB5XHQuXLaKmqpK6mioa6muor60mFAoVjasZGOjl1m9+gW3PNxPQEiw+ZWtZcXIitVSPMojiKrlKF6pgkkUk4uaXPzuB3l4fF198Gief/P7hJ3ZwcHAogSP0DgN6+/u59557QQjW1DYXiR0SWD1uZGNsSB9TgeK4mq28pWFDqsSDwFQi46Y1EfQrHV0pvGKo4OvuthMx6uoaJuDsCjNl2iLe8+4T+NVvn+dXf5rPpf/xOkKkGsqnBE6hWnmlGGrfUDTpvci89I3ps/bxzCMLeXXVMxy77JzB46VkydKPsmTpR9m3dxtPPvEAK57fwe/+spC/PDaHY5fs5sRjdlBXE8kckz2uhixZG6/QevP3lsKWjjp29nUpa5+dmAEGtuArUvou69/CecSV0kInxk7Ti0LQ4m3HUqWdytmrEQLcdXFctXGMTjeJPT50n0Ffe4iOI105B2UiEvMHVrD/mABNT/ehx0q7PT2hBOFJEdxaiG9++8YRB0oHAmG+cO03uPVbn2fNcy0AZYs9sK2eXmUQQy9wIjaFLHrxuMavfn48HR0hzj//aEfkOTg4jAuObf8w4JrvfhMtEWfLjErilZKigWaWQPXnavewK8olLc/z1ob1aEJlWnwVci0ZKcHXb2mYWVOkM27r6g5sraDT3vZhjlwU5JU1jax8tdnemCqtklCyYK28UuRn3dZp/XgLuOTCVVGq6/pYt7YdyyosKhoaW3j/B/+bW275Lh943wlUVur8Y2ULN3/3FO766VLe3FBrvx7Z84vCbdQKr7WM8i1CoAmBS0g8SNxIdHK7eEghCAmJR0h0IdBT+7iExCUkeuomhURmVZiXWTchBCFNMVWLY6bCHEeTCSoEeGpjTD1mD76KAum2IuWiLfw7BiOs03paGMutFbVlCs2idnYfKMHV13xm1NlwgUCI66+9jYbJkjXPtbD66RlFu6kUQhMKTwlR78LKOU/DkPzu18eyt7WSM94+m7PO+vio1u3g4OCQjyP0DnE6u7sR21vpq3TRPteFe0Y/ngU96JMGkMEk+aLP6k4XM1YsqtjNx2c9wyR/95ALs1EioNtA0qd0BlKCr7vLjgdsbJiY0irFEELwoQ//N1UVJr/96zz27g8gBPRb0GMVLwFSdLys5yokY1QWqBOXpmX2PiL9Glu2vl5yTJ/Px1veehlf/sqdfO6zl3DkogDrN9fyo58v46bvnswrrzfmCAStzI+cHKGSSoszPSXqPEhcCFv45Yi2wvGEIu9W6LGQZjHPFcM9im4fAJowqfZG0YSialIPUht530wjqBFr8GP5CjkjFDUz+tE9Fm899SxmzGoZ1TrT+P1Brr/2NhonS95cMW1YsSfIba2nCwtXysmeT3YNPcsS/PH3S9m+rY7lJzbxnguuHdO6HRwcHLJxhN4hzr0PPohUil3NocEMQE2hVyVwTx8q+lSfjpcEF0x+lfMmv4ZLmBkrXjZGwWZf2QiSKcHXnhJ69fUt4316wxIMVnD55ZdjmJL7fnMEAwnJ7pQLcXTY2ZP1Wl/J858+uw2Al1/9W1mjCiGYv+AkPnXlt/j617/M29/WQiTm4v7fHcGdPz+Kzm4vYAu44Sx14/GhtK19ttXOPapUkMIEpOJI9wC+EskEhXBJkypv1H4vCtB0RfWUbkZcOgYwApJklQ8jlNuhJVAbJ1AbpyrUzPsuGp9MUr8/yBeuvY3GKZot9p4qJfaG1vBxYTLU/qgyWbdKwd/+spgN65s46qgKLrn4v4sm9jg4ODiMBkfoHcLE43HWvfQyUd3FXlmZexFJl1HJE331c/dx0fQXmBu2hUqxa4apSmepZk/U0x3A403i9/vHcDajZ/bcEzjnHQtobQtx/9/m5uWRlo8QdnmQZr132Fp4DZO68PoSrHlj64jnqalp5j0X3sBXv/ZNjl1axZsb67jp+yfw9MopWFbp7haS4hm8I0XDFntSCNwpC99YxxMIPEKx2NVPUBS2VkFu31a3NKj0RIcUDK6e3DNyF7BSJP0ChMAIe0lWelGA7jGpntEPls71X/zcuIolvz/IF675Bk1TNN5cOY1VJcVeLkKAByPHmiyx4/iUgicfX8Brq6YxZ66HK664ycmUdXBwGHecb5VDmF89/DCakWRHZRVm3IUZ0QtfV7NEX6/bw7ZIbUErXjYmkvKuVoq+Lh+11cP3xp1Izjn3KqZM7Wfdq5NpiMWZqfcwVe+jUeunRkYJizg+kUQv4iqzUTTqfeiYwwoMKWHarDb2tUJH575RrTkUquLyj93ClZ95H8Gg4HcPz+Pb9xzD3rZQwf3trM2xCxSB3SM12/2btvB5kKP+0GevzCXgCNcAlSXEHoBXS1LhKewi190mlc09MMx7NXcNdrmVNGbATbLGR83sXqSmuOiDF1NZNf7Z4X5/kM9f8w2apmqsXTmNVU/OHPLxKfbKCQFeBsMs0ta8lc/N4vkVs5g6TfKZT9+Grju5cQ4ODuOPI/QOUSzL4p9PP01SSvZU2BeuRLtnWCPcMdVbOb5mE8NZvMwyiq66UdQoGOjzUlsbLHfpE4KUkqVLTwJg//4QUoBHmASlQZWMU69FmawPMN3Vxyy9hxa9l0laP/UyQpWMERQJKkSUgCzepD6flpT79pVXh6+YXopFR7yVG7/8PU5/yxR27KngtjuP5+9PziFp5L4GI43LK4RE2Ja3YnX9hMAttBG7c9PWvJxtAha4ItRJg0LvN5+eIOyJl3y+a6Z2j8g4q4Ttus2mqr4Pb8igqWEup5x2QvmDjRDbsve/tth7fiqvPlG+2JMCvNjPk0tYvPrKNJ56YgENjRaf++yteDwHpkalg4PDvx+O0DtEeXzlSsTAALsrKjFT7hwrqmNFtSEXRoFCYnFqw0aW121FFwodE62EdcugeA9NCdRIi3rNYqDHh0JQW1szfic3SiZPXgBAR/ugRSxduyz7XISwg9190iCsJaiRMRq1CEEtabvNUClXWqHusoNMnbEfKS1Wv/bqmNfu9Xp57we+xBeu+yRN9ZJH/zGTb99xIlu2VwHj80HUsbNwy7EKpt25ehlyT1C84LMUMEePMkkb7EusFFhCEHIX7lWcjdtnEG7oH5FVL+kffNW87hg1FV3orhD/70ufKXuM0eLz+fnCNf9L81SddS/ki73S56AJhRWRvLFiGg//ZTFV1SZXX/11AoHwhK/bwcHh3xdH6B2i/PGvf8UCdlZUZm0VJDq8OWYDgcKrJTln8hpmhDoyljohQGYJvvzSIoUteoqwtGjSTPxSIQR0ZUqrNI/r+Y2GSc1HANDeXp51MZNFKgpsw64rl+5VKgqIPo/XoHlqJ1s2RYnHC5QDGQXTZy7hi//9A971zkV0dfv44Y+P5/d/XkgsPvqm2BIy2bUjQaSydN3Ikva9UjGF9jgwXY/TosVQSrGyZzZFmxQXoHZaV7r1RVko3S6sLIRFU+0+QHDVVZ/C7XYPe+x44PP5+fw1tzFpmi32Xnl8VsleyqYh2Launsd+cxS//e7JvPDkHIKhONdc/V9UVdYXOcrBwcFhfHCCQg5BXlu/nuT+/ewLh0h4Nbu/aCpbkYTASkik2+45Wuvp5/SmDfh0u9WTqeQQ65ZAIZSJQmCl7Flmnsb3CWUXxs27WnWmhF59/cwJPOPyqKqqwu0xcyx65aBgSGfR7ELBImu/dL+JtORrmb2PXdtqeX3Nkyw7+qxRrTsfTdM459wrWbLkdX72s++x4uWprNlQz3vOfpMj5reNbKy8WLzRIIXApcBCkMx7pmQBl20xJusJIoaX9dGRFdb2BeMEqgcY6AxAVQJMAf06WMXnNfyCSbIdt26w/MQzmDtnxojmHCs+n5/rrr6N226/jvUvTgHguNPXZd5MSsH+3RVser2ZLWsbScRcCKFomeVl+QmncNyycx13rYODwwHBEXqHIN/7008RQORYRWPV0Au/T8TZF6lgXmgvx9ZvR8u6HuYLuDRDBJ8CUCk3rYk3PyUyRVe6K0b93LGd1DgghKC+TqOjTIsepJyzCuLD5tnmd4mwj50xex//fHQhr77693ETemmaJx/Bf37+Dp75x8/43e+f4r5fHc3i+Xu54Oy1hEOlLYi2RXLkVryi46VarUklMbI6bRR6N2VLv/y/F3oHuHvaoySUpM2w6FECQ2kYSmIojWTq7+x/+0wPryzu46WdM4l7ASFsC1lMovp1uwh4RBu0+ilFMNBPhdZHqKKJD13ynnF5DkaKz+fnus/dxm23f571L05BKotFx+5g8xtNbHq9md7Uj6Taejj27Udw8vL3UV1VqH2hg4ODw8ThCL1DkAqp0QvEw4VF24LwXi5oXEWVO0LEctNj+UnLk+GSLNKCz1JQK0y0VHybpVRBy1BXlx8pFTU1h8YFqqEhzK5dEI268PmKN6yHQZEXK0PkFUIAVdURqmr6Wbc2jlJq3GucCSE45dSLWXzk2/nFz25l1WuNbNhSw7lvX8+xS3YWXLZEjGsZlvz1+HFhKGuI8B1uPpWyhrqFhQuL6VLRZiWJl8juTijJK7EpHN+wjX3xMFv66rBIudu9FsKbQNQlbJNsRMPq1/F0KaZqbSh0rv/8lQe17pwt9r7B/97+eda+NI21L9ndY3wBkxNOmcSpJ/4HLdPmO7XxHBwcDhpOjN4hiJ66KChZ+AI5ydNNlTuCEOCXCaq1gUwMnoUYpmqKHbc3We+BVKcEsHuqmkqh8g7u7PJTWWGhaQe3vEqaxqZJAMNa9VIGy7IsecMxY/Y++vs8bN/+5pjGKUVlZT2f/PQ3+fgV78LjlvzmT4u44/5j2d8RyNlvJAkXo8GNbmfmSg1daJm5Rhz/ByAEddJVNOFDKVifaCSZ6sJ7csOm3CjJ7JdOAgETT2WEIzp3oWPx3vd+8JBIEkq7ceccAfOO0PjYJy/km7fdyWUX/TfTWxY4Is/BweGg4gi9QxDLslCARx+aNSuwaPYOtjQTAjwiSa3WZ8fypeLwihEQCSbrXXilgZGywGTmBbsARErsKQVdXQFqag6dWKJJzXYbtvbh4vRSIm/0HTQGWTzHrqO3aoxlVsrh6GXn8OWv3s5JyxvYvL2G2394En/46wL27QuNKuGiXAS2yENkReQJUrbD8sj/fZGuC1ivuQqOssuopNvyklZz1Z4Iiyp3D0kcSuOJGhz1QjvBPoOaIxfxttNPLHttE43X6+Paz9zJ1Z/5AUuPetsh88PIwcHB4aALvd27d3PxxRdTU1ODz+fjiCOO4KWXXiq6f2trKx/84AeZM2cOUko+97nPDdnnxz/+ccYKkb55vd4h+61du5Z3vetdVFRUEAgEOOaYY9ixY8d4nt6oUJYF0i5d4dZyxV6tewCXzA2YFwJ0YVKn96FhFuljq6jT+mjQetFSpSwMJQpWhDCwXbmRqIt4Qqem5tAp/zBp0mKAkgkZ6Zg8axxEXqWEGdO68XqTvP76pjGPVw5+f5BLLv0qV3/uQ9TXxVjxYgvfuuNkvnvv8by4qplEcnw/tgKBK1/kMTRjuRSqiDhLxxLWytys4h7Tyzajmnxr6/L6LQWLffv7khz1fDveiMkJ576dmz51ZXkLc3BwcPg356DG6HV1dXHiiSdy2mmn8be//Y26ujo2btxIVVVV0WPi8Th1dXV86Utf4tvf/nbR/cLhMOvXr8/cz7eEbN68mZNOOonLL7+cr3zlK4TDYdasWVNQEB5oLNPKxJ1rQuGWJglLAwSTvN1YiiHtpNLtver0PpLK7mObcgDjwqJR78EtzJxjDASiSP0yE9jfmS6tcuiUgKira0LTrJIlVhLjJPJCAjxCgFDMmdXGa29Moru7g8rKA+MunDf/RP77y8vZvOllnn7qN7y6yuIXf6jiDw/P55ijdnPC0p001A2MaQ5b5GlDRF4aBUgk1pC85RHMIcCDoFrqdFoGCaWxNtFIIZd60JVgac12XmxvyVhjw10JFr7SgWYo3vHB/+D8U88Y9VocHBwc/t04qELv1ltvZcqUKdx3332ZbdOnTy95TEtLC9/5zncAuPfee4vuJ4SgsbGx6ONf/OIXOfvss/nGN76R2TZz5sEvIQK26zbb1qpJhQuTpKXT7Okq3moJQCjcmAhlgZCERIxarX+IMAQwh6ldlq6hV1Nb/Hk80GiaRm1tcYteQgnMcRB5PsCXNcy8ObbQW/3qnzn1tEvHPH65CCGYNXsZs2Yvo7+/lxX//DnPPPsK/1jZwj9WtjBjWifLl+1k8fy96PrI+v9KBHoJkQf2e6qYtS6NGnYP+zyCQiNhKZ5LNJAs4Uw4pnY7qzqnkLB0qvbHWPBqF0LABz76Yd667PhhZnJwcHBwyOagum4feughli1bxoUXXkh9fT1Llizh7rvvHpex+/v7mTZtGlOmTOG8885jzZo1mccsy+Ivf/kLc+bM4cwzz6S+vp7jjjuOP/zhD+My91hRljWkfqxHM1hasY3p/o6S7rRBd5ugTvZSrxcWeWC7aEvhctkWwEQ0UubKDwwNDUF6un0kk4NxUEpBUtlWyrHiBkIy1wo8Z9Z+pLB47fVXxjz+aAkGw5xx1if4ylfv5JqrL2PZkjDbd1Xy098dyVe+dRoP/X0u+zv8ww9EeSIvgyi/lt5wtJqV9Fg+SiXIeDWDE+q2ULcnwsJXOkGXfPzKzzgiz8HBwWEUHFSht2XLFn74wx8ye/ZsHnnkET75yU9y1VVXcf/9949p3Llz53Lvvffyxz/+kZ/+9KdYlsXy5cvZtWsXAG1tbfT393PLLbdw1lln8fe//53zzz+fCy64gKeffrrgmPF4nN7e3pzbRGFZKhMcpQmTI4K7uKRpJadUbUQXJgITr0jglXF8qZtfxvDLGAEZpUIOUCEjSBSyRJuvwXp6Q3EhmdVsuwV37Ng6Eac5ahobGwBBR7udkaqU7WpOjoMY0YAKOdTV7/clmTq1i/UbIiSTpcu6TDRCCObOO4ErPnEbt956G+eftxi/T+ep56Zz83dP4Yf3L2P1mgZMs/DzoSFxiaExeUXng5JCr1w7YjqcwFXQDZw7yqQd/cx7rRvLK7nuP69j2fxFZc7i4ODg4JDNQXXdWpbFsmXLuOmmmwBYsmQJb7zxBnfccQeXXjp699gJJ5zACScMNjdfvnw58+fP58477+RrX/ua7RoFzjvvPK6++moAjjrqKJ577jnuuOMOTj311CFj3nzzzXzlK18Z9ZpGgrIUSiqOCO5iaXg7XmkLCyFAS7Xrckmz0JHomeg0QRwXgjh+TEwEBmm35uBF28C2YKVxIfEJDU1IAuEkwUCCHTvbJ+xcR0Nz8yxgKx3tIRqaerGw4/LGWkZFAFWSop0m5s9pY9v2Gta++RSLjzw04sRCoUrOOvvTvP0si3Vrn+UfT/2B1W9YbNxaSygQ59gluzh+6S5qqqKALfJ0YVtCR/JspUIVh4i64Z22qf2UvW+D3sWGpB9LuXKOzHQlUbD7uTr2rKwnUA3/+bnrmdQwbQQrdXBwcHDI5qBa9JqamliwYEHOtvnz54975qvL5WLJkiVs2mRnTdbW1qLr+ojmvuGGG+jp6cncdu7cOa5rzEaZAwT0BCdWbsIrk/ZFNuuqnC4EnI9WwFLSZfoA0IXCKyz8mHgxcNkV90gqu+6eC0FYuAhKF5oY7Jc7uamXPXtNTLOQsDw4TJp0JGD3vC2360U5VErQSvjF56bLrKwqbPU9mEgpWbDwZD7x6W9yyy23cN47F+B2u3j8nzO56TuncNdPl/Lm2gaENbrfdrY1bnRfF0opklh0WHEMTBZ7WhF571WRmmT7403sWVlPVZPOjTfc7Ig8BwcHhzFyUC16J554Yk5mLMCGDRuYNm18v9xN0+T111/n7LPPBsDtdnPMMceMaG6Px3NAelPu2LOVxH6DmqnRErF4Qx8QqXZm+STRGFAugiLbKmiLQjdgKNsV6BKyoHtuSlMv6zbVsmf3ZqZMnTPa0xozSil279rIqlf+wqrX7Netp8c/6q4XaexkAwgLcA9TS6SuZoCa6gHWrDEnpEvGeFFRUcPZ536Ws86xePONp3n66Yd4Yw2s21RHKJDg2CNbWX70Hhrryo+9FOn/5f3AKGXPs4tWKwaUyYAajAgNyCTz3W2sSQwm+VimYPPfJtG5voLG6X6u/+zX8fnKizd0cHBwcCjOQRV6V199NcuXL+emm27ive99Ly+88AJ33XUXd911V2afG264gd27d/PAAw9ktq1atQqwEy7279/PqlWrcLvdGQvdV7/6VY4//nhmzZpFd3c3t912G9u3b+ejH/1oZozrrruO973vfZxyyimcdtppPPzww/zpT3/iqaeeOiDnXoyf/PZuUIK6EzpL7mch0DKXWVXQmpem2/LiF8mCSRleIfClBEsSE5eSSDEoGSc32bGI27a+cMCFnmmabFj/PKtf/Tuvvb6bji57XV5PksUL93PaCdtokBqxLPPmUHdg+u8i+yjQBfiKZaxkIQTMm72PZ5+fwc6d65k6dd4oz+zAIKVk0eLTWLT4NDo69rHimTtY8fxuHn9uGo8/N43pU7o5YUkrRy/ch887vMXWtuqJzHNZym2bdtV2W0mSBd6bDfoAPVY3u4wKzKRk4x+n0rM9yPSFVVzzia/idrsLjOrg4ODgMFIOqtA75phjePDBB7nhhhv46le/yvTp07n99tu56KKLMvu0trYOcacuWbIk8/fLL7/Mz3/+c6ZNm8a2bdsAuz7fFVdcwd69e6mqqmLp0qU899xzOa7a888/nzvuuIObb76Zq666irlz5/K73/2Ok046aWJPugRrN7/GjjUdBGZEMBsFbUaIOq2voGVPZZlX5DBxUhaCPuWhQsSHPBaWud0Wkljoioz7dkqzLfR2bN8wyrMaGZFIhDdef4TVq57jzbVdRKJ2PFlVRZyTjm1j0bx9zJjahdBs8aAQBIUoKTpshhdyVhmjzJ3TxrPPz2DVq3895IVeNjU1Dbzz3TdyznmKjetX8s9n/sgrqy1+/lAlv/3bHJYs3McJS1qZNa27qCU5HftZTlxeAoseK1F0T6WgqifOm1tC7Fhdz8A+HwuPmcRnPvIlpDzoddwdHBwc/mUQKr+5qUNZ9Pb2UlFRQU9PD+Hw+HSO+K9br6VtSx9TL96Dp9Z2tfpEnEa9J9WOahANC5c0ESlr3vAyRtGs9aFnFUgOCYG/yEVVR6IJiVLwpW+8hbo6Lzd88YdjOr9idHTsY/Wrf2L16tVs3BzDNO01TW7qYdG8NhbObaO5YVDwKqVybETD25dKk108RGGPbRUZzTAFX7/tDBob3Py/L94xyhkPDSKRAV56/nc899wKtu6wn9G66gjHL9nD8UftpTI89IeBUipTNy//OUq7avuVQUTlWggtC9r2hdm5s4ad22vYuaOGSGQwFOK406bw4fd98ZB1hzs4/DtQ6LqW3rb0wv9Bd41fQwEjGePl33xpXK+hDoU5qBY9h0FefO2ftG3pJzR/ICPyAKLKwx6jiia9G8Rg51YrZdErT+QBCHosLzWanX2pM+iyLYSBlXJrSiY39bJlp45pmuPSw1MpxY4da1n1yl947bVN7Npjb9c0i9nTO1g4t42Fc9qorBgqNAqfmW3ZK8/WVPj4wb8FGnaWUlrMZI+pa4rZM/ez5s0menq6qaioHMWMhwZ+f4BTTvsQp5z2IXbv3shzz/yK51/Yxp8en8Wfn5jJglkdnHD0Ho6Y0z5YjFkIhBJY5Ao5peznqsdKkERhmoLW1sqMqNu1s5p43JUaQtHUBEcvbWTunKXMnXvKYf08Ojg4OBzKOELvEMCyLH7z+18hNEXNCV1DHo8rF7tTYk/DQqRa1EqlRpSHMKBchFQct7CGuGwLYWKBUkxu6mX9llpa92xj8pSRdQ+JxWK07dvOvn1radu3jb2tr7Fhk6C7x37r+bxJli5uY9HcNubOasfrGV1271jF3tDxbCufTI1oMWhFnD+njTfebGb16j9xyimXjMNsB59Jk2Zz4fu/xAUXmry26hGe/effWbMO1mysJehPcMzivZxw9B4mNQzkJGWka+P1JRXrdoTYsaOGnTuq2b2rGsOwfxRIaTF5isasmZOZO/c45sw5Eb/fSbRwcHBwOBA4Qu8Q4Knn/0ZPa4LKJb24woWFTlLp7E5W0ezqxoWZKYY8EkeXhkIh8QsLUJgqXQx3aIHgNCaK5uYeALZve6Gg0ItEIrTt28K+vetoa9tOW1sb+/f30t6RpK8/3wLooqYqwqnH72Lh3DamT+1C08YnemC8xd7guAINgUyNK6U9+u6dzwL/GkIvjaZpLFl6NkuWnk13dzsrn/0lz614jSdXTuXJlVOZ2tzL8Ut2M3/2fva0Bdm8rYoN2yvZ01qBZdkud91lMa3FzaxZ05g390RmzTrGSa5wcHBwOEg4Qu8Q4M9//gPSrZhx/B5c2qDQyxErqZ5o/aabkBalUiZKtkIbiiIok1RpSVAQy5NCQqWtWAqZ+ktii6eGRtvK+PprryCkoG3fdtra9tPe3s/+DoNIZKg7N+BPUFM9wOwZEWqqItRWR6iq7qe6eoBKn4ksI8t1NIjM/8dX7NmjCrbtqOJ3Dy0mEDA47a3/Oc4zHFpUVtZy1jmf4cyzFZs3vsyzz/yel1dZ/Pov84H5mf08XpM5c33Mmj2T+XNPpqVlMbrufLU4ODgcHDZs2MB1113Hs88+SyKRYPHixXzta1/jtNNOK3rMZZddNqQr15lnnsnDDz+cud/S0sL27dtz9rn55pu5/vrrx/cExhnn2/gQINEPwfoo/kCi+E5ZusgnkriEiZUSZoMPDf4tUjInc1+Ano6rKpjFOyiNzLy2aZ7Kfny+BK++1surrz2Z2R4KxmmoHaCmOkJtVYSa6gFqqyPUVEfweY288RVGakwLO85rtHH35Qg4MQFir3VfkPt+sRRNwpVXfobGpvnDH/QvgBCCWXOWMWvOMt4bjfLS8/excf0TNE87mQULzmLy5NlOpqyDg8Mhwzvf+U5mz57NE088gc/n4/bbb+ed73wnmzdvprGxsehxZ511Fvfdd1/mfqHauV/96le54oorMvdDodD4Ln4CcITeIYDHr2HEykty8IgkFTI2SpE0OmUlBLz7/JfZu7eCSTUx6lJizuMuP54uO0PTQKExGN81UYyn2Ovq9vKjnx1DIqHx6U9/kOnTlwx/0L8gPp+Pk9/yKU5+y6cO9lIcHBwchtDe3s7GjRu55557WLx4MQC33HILP/jBD3jjjTdKCj2Px1PycbCF3XD7HGo4P8MPAbx+HSM6vOYWWNRpfaNWR2MRPDNn7efEkzYxd/4emhv7RiTy0iVLskmmuu5ONNmlU0ZL/4Cbu396LH19Hi679B0sXFTc/O/g4ODgcPCoqalh7ty5PPDAAwwMDGAYBnfeeSf19fUsXbq05LFPPfUU9fX1zJ07l09+8pN0dHQM2eeWW26hpqaGJUuWcNttt2EYRoGRDi0ci94hgC/gpqM1jlKUtNTVaAMjKKcyMcSx8Cg5onpnhXp2WICpFFKMXYgNx3CWvVKWxVhc456fL2N/R4D3/sexHHv8BROzSAcHB4d/Q3p7e3Puj7XdqBCCxx57jHe/+92EQiGklNTX1/Pwww9TVVVV9LizzjqLCy64gOnTp7N582b+3//7f7zjHe9gxYoVmbJiV111FUcffTTV1dU899xz3HDDDbS2tvKtb31r1Os9EDhC7xAgEPChzAHMpER3F25l5hdxgrK8unITTQILD+W5mtOlSQphYOFWsrS6HSdG48Y1TMEDvz6aXXsqOOvtczj9jMsnankODg4OhzShbdHBeprjgGHEAJgyZUrO9htvvJEvf/nLQ/a//vrrufXWW0uOuXbtWubOncunP/1p6uvreeaZZ/D5fPzoRz/i3HPP5cUXX6Spqangse9///szfx9xxBEsXryYmTNn8tRTT3H66acDcM0112T2Wbx4MW63m49//OPcfPPNYxKnE40j9A4BAoEA0I4R1QoKPQ2TWq1/zDFt4/URjacEWjlWveIdeO31GCh0Vby8S7HjRsNIxJ6l4Fd/WMzGLbWceHwj777gmuEPcnBwcHAYETt37szpjFFMMF177bVcdtllJceaMWMGTzzxBH/+85/p6urKjPuDH/yARx99lPvvv7/sDNkZM2ZQW1vLpk2bMkIvn+OOOw7DMNi2bRtz584ta9yDgSP0DgGCQTtrx4jqUJHMe1RRq/XnZdceXNICzTXMikpZ89KYKLRUqOiBitkbTuwpBQ89PJ9VbzSzeFGQiy+90WnN5eDg4DABhMPhslqg1dXVUVdXN+x+kUgEYEglACklllXK9JDLrl276OjoKGoBBFi1alXGNXwo4yRjHAKEgpUAJAskZIRlDJ9Mjot3czylYrykrc6m3I+UcYASM9IMl6DxxDMzefaFFmbN0Lni4zc7pUMcHBwcDhNOOOEEqqqquPTSS1m9enWmpt7WrVs555xzMvvNmzePBx98EID+/n6uu+46Vq5cybZt23j88cc577zzmDVrFmeeeSYAK1as4Pbbb2f16tVs2bKFn/3sZ1x99dVcfPHFJWP/DgWcK9ghQEW4GoBkXokVFwZVcuBgLGlYTBSGKi7lyrHmpUknZox3geNS5Eq9wZmff3kyDz85h+Ym+PSVtzodHRwcHBwOI2pra3n44Yfp7+/nrW99K8uWLeOf//wnf/zjHznyyCMz+61fv56eHrvrk6ZpvPbaa7zrXe9izpw5XH755SxdupRnnnkm40r2eDz88pe/5NRTT2XhwoV8/etf5+qrr+auu+46KOc5EhzX7SFAZagWIK/EiqJOH30plUKMt5CKY6EX+a0w0rmSqWxeNUwWrlLjdxYSkSNGX1/bwO/+soiaapPPfu5m/P7guM3l4ODg4HBgWLZsGY888kjJfbKvJT6fb9j9jz76aFauXDku6zvQOBa9Q4CqUAMAyeigRa9KRnAdYJfmSDFQWAWEl0KlumuMfDzGUciVg0w9w5u2VfPz3x1JMGDyuc99kcrK4WNBHBwcHBwcDnUcoXcIEA7Z/v20Rc8rEoRldNyrjkyEhCoUqzfaeUwUKtO87cDRtj/I/b88Gk2HK6+8ivqG6Qd4BQ4ODg4ODhODI/QOAYJB20WYjGpILGq1/gOTgjoOJLByTOCjtealSWIecKvemvUNxOIuPvj+dzCt5cjhD3BwcHBwcDhMcITeIYCmaegehRHTqZ7I7hcq559xI5Fl1Rvr2Iq0Ze/AManRrsze3d16AGd1cHBwcHCYeByhd4jg8QnMqCQo4xPWKEJlKT1D2UWBx8N4Fk9Z9cZqzUtjx+pNjKu5ENOndqFJi3Xr1h+gGR0cHBwcHA4MTtbtIYLXL4j2l9dWLJdy+mXYFfQ0YZFUEFMi6xiFUAKJQgOkUEjsXwDlCk4FJFHo42iHTGLhLvA7ZCLEn9ttMm1KN5u3VmIYBrrufCwcHBwcHP41cK5ohwia6MVIeLO22OLMvtl/SxRCqMw2yeDfQqS3De6f+Telv5JIBpQGmf1I7QUmAhNADYo1oUiJPpUrABkqAuNYoMS4dZCwUhm9YphyK+PFrOkdbNlezZbNrzBn7rEHYEYHBwcHB4eJx3HdHgIkk0k69gaoa+ohIOLUigj1WpQ6LUqtFqVGi1GtxajU4lTIBGGZICSTBKSBXxr4pIlXmHiEhUtY6EKhCYUUg4JMkd34S2CVkd1qC0BIIogrSVRJBpSkX0kGLEnUEsQVJBUklcIY5ySKJNYBS8yYNb0dgLVrnh6X8RKJBL/5xc288doT4zKeg4ODg4PDaHAseocAmza/gmlKmqd2ghAk0PAoc1xj9ex0idwBy3H6lhrPQuRYABUKLSUfs8cdrU0unZihKTFhcYtppk7qweM2WLd+K+eNcaxoNMIPv3c96zfFad27l0WL3zoua3RwcHBwcBgpjkXvEOCNtf8EoGlaJ5C2oo3fS2MLpkLxbuNZs07hkdmib/BmoXL+GwlGav+JtutpmmL6tE6270wSi8VGPc7AQB//963/ZP2mOEIoOjtHP5aDg4ODg8NYcYTeIcCmjVvQdZP6pp7UFkESiaHGx4xVSiSNl4DyCoWrxHLzhd9IxF8yq0PIRAq+WdM7ME3JxvXPjur43t4Ovv2/17Flh8nbT9zOvBlddHRZ49q2zcHBwcHBYSQ4Qu8gYxgGu7YnqJ/chabndpmIIzHHQSOUqso3HlY9HYXOyMPpyhV/FmCqia+tN3t6BwBr3xy50OvqauObt93Azj2Kc9+6hXefsYWayhiJpKS/v3+8l+rg4ODg4FAWjtA7yGzasgrDkDRP7SrwqCCGhjUGhWOLqNKWwbGUZ5bY1jwhxqfQcTGX74HomNHY0EfAn2Ddht0jOm7//p387ze+yN42wX+cuZGzT92OEFBdabttO9p3TMRyHRwcHBwchsURegeZN9c+A0DT1M4iewjiaKPWOOUeNloJ5RNWJlHCSpVzGU8GRR9EMYkpA1MN7a87HkhhZ9/u2aPo6+st65jWPZv45m1foaNLcNG56zh9+a7MYzUpode+f9OErNfBwcHBwWE4HKF3kNm4cTOaZlI/qbvoPhaCOHJUYs8sU3qVU24lF4VPWGTlX2AxsUY3pRQGqU4cEzTH7OkdKATr1g5fFmXnjjV8839voadPctkFb3LSstwWajUZi96uQoc7ODg4ODhMOI7QO4iYpsnObXHqJ3Wj66WtVCYSY4T2srQ1bCT7l4tbKPQCy7EmsE9telwLMNRgs7XxnG/WjHSc3osl99uy+WW+9c1vEokJPnrh6xy7uG3IPtUVttDr7Bj6mIODg4ODw4HAqaN3ENmy9XWSSVnCbZtLAolQdkHkcihUO68UdmLG8O5XDYW7yGMmCm2Cellkn3Uy49AFiUCmqvWNpTYgQE1VlKrKCOs3FBdn69b+kx/84MdYluRjH3iV+bO6UEoO6QpSEYqjaRYdHT1FRnJwcHBwcJhYHIveQeSNtXYXhuZp5Qk9Ui7ccpMzCtXOG47hEjME4EslXxQ+ngkrJ5I9qgVYqXksFAYWSawci+JoVzF7egftHZKOjr1DHnt99aN873v3A4qPX/IS82d1AgoDM7OeNFJCdUWczq7oKFfi4ODg4OAwNhyhdxDZuGETUlol4/OGYmfiDqelxpKuUGro7OSL4nOPZyHmQfLHNAvMkhZ9xhhE36xUmZU333gsZ/vLL/6JH975a1wug09e+gIzp+VmSpuYWHmJItUVMaeWnoODg4PDQcMRegcJOz4vRn1zNy7XyGSZKkPsjaVkSjGh5hUWWhnDWljjXtm4kFDKtuoN2Z/Ri7600Fu3bnVm23PP/pof3fsn/N4kn7rsBaZO6s3rH2xjYmEqM7PemsoosbgkEomUcZYODg4ODg7jiyP0DhLbtq8lkZCZtmcjxcKO2StEObXzhkPl3XNTuvNF/tomujdtmkJWvXxGKvpCwQSN9X2s39CFUoqnnvgxDzzwGOFgjE9/+HmaG7ILIA89UQuFiW3Fy5RYad854nNzcHBwcHAYK47QO0isWfsUAM1lJmIMRWAgSRZokzYexrTsjhkaAneZCSDp+cdS5LnYmIUYaUxgvuhTRUTfrOkd9PVr/Ownt/KLX62guirKZz7yPPW1kbzxCpd6Uam4vapU5m2HU0vPwcHBweEg4Ai9g8SGDRuR0qJhcveYxkkUaJNWbu284bCw7VXeMuLyhh47vmVWSo1ljHImhW0RLCT60u7bZ57dSkNdP1d+5PlMp4vcMUpnKVdWDgDQsd+x6Dk4ODg4HHic8ioHAcuy2L51gNqmXlxuc4yj2fF6PmUiRbp23vj5Tb15RZHLxUShj+M6Skm5tFUvv7zJSMc3s5696S0duN0GdTUDfPzilwgGkiNeF0BV2nXb9uqo1+bg4ODg4DBaHKF3ENi+cx2JuDYGt20+g2LPEjD2anIgsfCikNjdLkaqodQojys4lhreOmigcI2TsFSAz2Ny3Wf+QdCXxK2nbZvF9xd590ltqwjFkcKio7tY5UEHBwcHB4eJwxF6B4E1bz4FMOpEjEKoVI09OXaNB9g+fSEgbW8UKrUtfb+MOdLFkw9EXsZ4WPXSyNSKK0PxzNiyxNgq5eQWqYLT6WxchQINKitidHY5URIODg4ODgce5+pzENiwYQNCWDRO7hp+52FQavCWVGJcRF7BebBFn0FuT9vSLtXxcSKXG4FXTgbucAhyBW05a0hH95l2Jb28vF6oqozS2TWWyoYODg4ODg6jwxF6Bxg7Pq+f2sZe3J7C8Xlp4WZlbgIzdTOUwFCSpNJIKg2DwZtCpgTYxBbntbAFn5FaX7Gk1/HqklG+0Bv7fFpBmZd2RRcfu1TySXVFjGhMEo06HTIcHBwcHA4sjtA7wOzYuYFYVKNxaldB4ZZUMiPczMxNYCGxkLaYK2Ins5DElUSDCepNkUu622y+6MvWQxZjl50jOX4sVr20y7aYFXK0NrmqSlvgte/fPcoRHBwcHBwcRocj9A4wL67+LQCN07qKCLdCMqN8B2g66NK2Sx24tlvFXLsmClMpLKVGbW0bmdAbnVVPQFnxhKMZuzoj9DaM+FgHBwcHB4ex4Ai9A8ya11vRXQaN45iIkY0mBu1Og2LvwPZZTVv5kopUjT+Vsf6lBV+5gmk0wmo0Vj0NWdZRo3FHD1r0to94XQ4ODg4ODmPBEXoHkO6eTlp3JGmY0YWmT4T4Umh5cmUw4uzAij1IWRdFbl2/jOCjPNE3mlWP1KqnDeOyzWekaxq06L00wiMdHBwcHBzGhiP0DiArX/ozIJg0p4OoGv/KNumSKAW3AwdK7AlskSdSScCFm4SVJ/pGu+JyrXp2lu3ISsAMl5iRT1U4jhCKru7QCGZxcHBwcBgNr7zyCmeccQaVlZXU1NTwsY99jP7+/pLHCCEK3m677bbMPi0tLUMev+WWWyb6dMaMI/QOIK+uehkhLRpndmCikVCyaMbqaNBKpAscKLFnx7rlCs5ynMfFRN/ohV55Ykwb5UdguMQMgUBHw42OT9eoDMfp7BraQs3BwcHBYfzYs2cPb3vb25g1axbPP/88Dz/8MGvWrOGyyy4reVxra2vO7d5770UIwXve856c/b761a/m7HfllVdO4NmMD07B5ANEJBJhx6Yo9dO6cXvtsiox5UIXiXFLmsiOzytEWnupceicUQgJaEWGTc9ZzqzZwnAsz4xJ6Te4NobnoHDKjEBD2hbCPNNqdWWUvfud7hgODg4OE8mf//xnXC4X3//+95HS/iF/xx13sHjxYjZt2sSsWbMKHtfY2Jhz/49//COnnXYaM2bMyNkeCoWG7Huo41j0DhAvrXoEyxI0z+nI2iqIKte4WfXy4/PyEVm38bbsaRQXeQClm4hNDCbF4/9G47LNRhP2R0cicKUsd26howlZsINGTWWMgYgkFnOseg4ODg5pent7c27xeHxM48Xjcdxud0bkAfh8PgD++c9/ljXGvn37+Mtf/sLll18+5LFbbrmFmpoalixZwm233YZhGGNa74HAsegdIF565VlA0Ty7I2e7iSSBhluZY+oLK1DIMo7P7ck6PpY9rYxR0la60cxmolINxmxGMkYxq95oXbbp+XU0ewwxmMhhS8p0E7RcqitsgdfR0cqkSdNHPbeDg4PDwUDf2ooux9ErYSUAmDJlSs7mG2+8kS9/+cujHvatb30r11xzDbfddhuf/exnGRgY4Prrrwds92w53H///YRCIS644IKc7VdddRVHH3001dXVPPfcc9xwww20trbyrW99a9TrPRA4Qu8AkEwm2by+h+pJffiCiSGPx5WOS9ilhUcru/QRlPMdT7GXzqwtZwQLNWormspZafljmCg0RY6VbTQiTyBScY62W1Yy1HJniz2BzDjjB0VfTSrztmP/JkfoOTg4OKTYuXMn4XA4c9/j8RTc7/rrr+fWW28tOdbatWtZuHAh999/P9dccw033HADmqZx1VVX0dDQkGPlK8W9997LRRddhNfrzdl+zTXXZP5evHgxbrebj3/849x8881F130o4Ai9A8CqN57CSEgm5VnzBrFduH4So9ZcmhiZKzbbOmaNQuylky7KFXlgu2+1Ec0yNGPXtgza22TGjlZa+GVb9SQjiVcQqf2HxtwVP2Lw30HRp6ipst0R7fu3lj27g4ODw7864XA4R+gV49prrx02oSIdT/fBD36QD37wg+zbt49AIIAQgm9961tD4u0K8cwzz7B+/Xp+9atfDbvvcccdh2EYbNu2jblz5w67/8HCEXoHgBdffgqA5jntRfcZqwu3VMZtMdIySTIysVcos7ZcRiIph8vWTYtAMYzYy7bqyTJknkwJtHLFXTHSR0eiLh57dqq9TRUT+w4ODg4Oxairq6Ourm5ExzQ0NAC2hc7r9XLGGWcMe8w999zD0qVLOfLII4fdd9WqVUgpqa+vH9G6DjSO0JtgLMti/Zo2wrVRQtWlA/HjSkcXVolutoURY3D5jlTslcqsLYdy3bfZlrvhSO9rJ5qILDvfICbgKSHy0uIOGLPAy2ZPm587frGY/Z0+lh9bx4lvuXbcxnZwcHBwGMr3vvc9li9fTjAY5NFHH+W6667jlltuobKyMrPPvHnzuPnmmzn//PMz23p7e/nNb37DN7/5zSFjrlixgueff57TTjuNUCjEihUruPrqq7n44oupqqo6EKc1ag561u3u3bu5+OKLqampwefzccQRR/DSS8U7CLS2tvLBD36QOXPmIKXkc5/73JB9fvzjHw8papjva8/mE5/4BEIIbr/99nE4o1zWbniJWESWtOYNYrtwR5oQq2GNMZHDxn4zFJ98uMzacrCGmSN7TSO1Udq1+JSdbZuSiemZTBQoK0f8yVQ5FB2ZyZYdT5H36pu1fOPuZXR0e3j/hcfzoY98DbfbKbHi4ODgMJG88MILnHHGGRxxxBHcdddd3HnnnVx11VU5+6xfv56enp6cbb/85S9RSvGBD3xgyJgej4df/vKXnHrqqSxcuJCvf/3rXH311dx1110Tei7jwUG16HV1dXHiiSdy2mmn8be//Y26ujo2btxYUh3H43Hq6ur40pe+xLe//e2i+4XDYdavX5+5X+wC/uCDD7Jy5Uqam5tHfyIleP6lRwCYNKc8l501YheuGnF8XiGGWvZyKSeztlxU2Ra9scxhW/k0SAk5gans85Ap291YRF2pIy0L/vLUdP76dAvBgMlnPnUZc+afOOq5HBwcHBzK54EHHhh2n0Kltz72sY/xsY99rOD+Rx99NCtXrhzz2g4GB1Xo3XrrrUyZMoX77rsvs2369NIZiS0tLXznO98BbL97MYQQwxY13L17N1deeSWPPPII55xzzghWXh5KKda8vhN/OE5lQ+n2K9mMzIUrhq2fVy7ZYi97xJFk1paDlVcuJZ+0ZW4s2AJPQxOD5+JCoIuRpoMUo/DqozGN+363gNc31DJ1kuQTn76RmpqJ+RHh4ODg4OAwHAfVdfvQQw+xbNkyLrzwQurr61myZAl33333uIzd39/PtGnTmDJlCueddx5r1qzJedyyLC655BKuu+46Fi5cOC5z5rNt+zr6uwXNc9pH6FodiQtXIcex+HHOMtX4i7zUsMOuYeSpJTYaAi8aHqFl6gqm1z5+Ig8KncXedh+33r2M1zfUctzSGv7zC7c7Is/BwcHB4aByUIXeli1b+OEPf8js2bN55JFH+OQnP8lVV13F/fffP6Zx586dy7333ssf//hHfvrTn2JZFsuXL2fXrl2ZfW699VZ0XR/ity9GPB4fUsF7OFa8/BeAIUWSy8FCElf6sF0zNNSY4vOGotBQeFDows6snYiOFqVcs6ORrToCHxpuROb5yF/3eMbf5fP6+hpuvWsZ+zt9XHj+Mj58xdcP6bpKDg4ODg7/HhxU161lWSxbtoybbroJgCVLlvDGG29wxx13cOmll4563BNOOIETTjghc3/58uXMnz+fO++8k6997Wu8/PLLfOc73+GVV14p++J/880385WvfGVE63hj9SbcviS1U3qG37kACTRcmCVduMP1ty0PO5ZNS/2bEUoT2LPMQqEXOKuRuG3tDhUiNU5a4BVetJwQuWrH4z38zDT+/OR0/F6Lqz59EfMXnTohczk4ODg4OIyUg2rRa2pqYsGCBTnb5s+fz44dO8Z1HpfLxZIlS9i0aRNgF0Rsa2tj6tSp6LqOruts376da6+9lpaWloJj3HDDDfT09GRuO3fuLDnnvn276NinaJ7VQZnFuAswvAtXH7Xb1rbcubHwofAIhSbyxN34tsPNm73w8OW4bQXgRuBFomeyZUsfMxFCLxbXuPvXC/nTEzNobhDc8P/+2xF5Dg4ODg6HFAfVonfiiSfmZMYCbNiwgWnTpo3rPKZp8vrrr3P22WcDcMkll/C2t70tZ58zzzyTSy65hA9/+MMFx/B4PCNyxT330kNA6SLJ5ZB24XowCoiZkcXniSzLncQWddn15vKH14Rdf26iKFRTr5TIk9gZtLoQOesuh/EWevs7fdz5yyPY0xZk6ZGVfOgjXylZwsfBwcHBweFgcFCF3tVXX83y5cu56aabeO9738sLL7zAXXfdlVOX5oYbbmD37t056dKrVq0C7ISL/fv3s2rVKtxud8Y6+NWvfpXjjz+eWbNm0d3dzW233cb27dv56Ec/CkBNTQ01NTU5a3G5XDQ2No5bG5PVq9aguUwapneNeawEGjqWXS8va3tarBVHZbpYaNgWO6Vyjyl2ePq4iRR6+WKtWJHk7BIp6UdHKtvGU+at21TDA79dTDSuc/65R3LmOZ+c0Pg/BwcHBweH0XJQhd4xxxzDgw8+yA033MBXv/pVpk+fzu23385FF12U2ae1tXWIK3fJkiWZv19++WV+/vOfM23aNLZt2wbY9fmuuOIK9u7dS1VVFUuXLuW5554b4iaeKLp7OmndkWTS3E40fTz8n4KY0gnk9cLVC9q/bGtdOt5O5lvtytQj9rESTVkTJvbS7ttiFj0NgQuZOQcYvWAbD4ueUvDkc9P402Nz8HpMPv2xUzji6IvHPK6Dg4ODg8NEIVShqoEOw9Lb20tFRQU9PT1DGjI//MQDPPirZzn23HVMXdg2bnO6MPBJI3PfJ5LowpZLtltzMJlipK7NfLxCoAmBpRSJCQzWkwyKMIXdwUJPCbzxOI80fuEa0/GJhOSXDy3klTeaaKxXfPLTX6CxceY4rMzBwcHh0KDQdS297W21H0GX49fZx7ASPNZ+b8FrqMP44vS6nQBeeeWfCKlonDm+DeyTaLiUhS4sSCVSFBN3YxVH6fwRKQRCldt1duRY2NZDSCdZ2PeKlUgZDWO15nV2e7nnl0exe2+YxYuCfOSjX8Pn84/DyhwcHBwcHCYWR+iNM6ZpsnurxeSpXbi9BmOTKvnyShBVOpO1KB4shFDjKu7S6OTWnNMQGBMk9SR2xwpNSAw13jUB03OMftCNW6v48W+OZCDi5p1nz+ecc69Cjj6N2sHBwcHB4YDiCL1xZvfuzRiGxpRJnUzWeknYKRM55URUlqsSRKYocuZ+1n75xwgFfmERkGAoSVSNRx29XPQ8taUBRuFdR42GwINERyCFfbMwJ0ROjkbmKQX/eH4qf3xkDi634hMfO48lS88e97U5ODg4ODhMJI7QG2e2bLGbHjc2d+MVqoglLG/bCJRIlQRfyk2rIfALjagaX4GUb68SQqApNS5JGekWZdklUqSwxa6OJDnq5mfFGalFL5mU/PrP83lx9STqay0+9ekv0NQ8e9zX5eDg4ODgMNE4Qm+c2bbNrgvY2GR3w3CjSIyTU9WFLfIgpQ2FLcr8aETGSezlu23TaIgx2dv0lMDLL5EiSMUWCtCUQKCRGOc835EIve4eD/f+6ih27Klg4Xw/H/3Y1/D7g+O6HgcHBwcHhwOFI/TGmZ072/H744TDUYQAt1IkUSWamJVPWA7NQk0LvkBK7I3VHpbvtk0z2qQMFwJPAYFH5u+sgskiZfFTOnHMgjX1JpIt2yu599dH0T/g5qwzZnPeBdc48XgODg4ODoc1jtAbR0zTpLXVYlpL92BSgQCPsohlcktHhxvwFNGKAlAC/Ngxe2Oxh5WSNTqCZJniy43Ek7alpZ6MQsvP15UKhRQSr9JIYmGMUbpKRFnFjJ99cTK/+9s8dF1xxeVns+zY88Y0r4ODg4ODw6GAI/TGkV27NmKaksam7sw2AbgEJJXCHINVr5A1Lxtb7Al8SGKqWGxgaYq5bdMMZ9uyy6PYAs/eIEqeccZtm7ddoRBC4EZDU4LEGJzGwz3jiYTk9w/PY+Urk6mpNvnUp65h8pQDU1jbwcHBwcFhonGE3jiSTsRoSsXnpVGAB4tIKgN3pHgBdxmHZcSeEMQta8SFjrVhLF/FkjIE4EHiTp1fuSVScty2WdiObpFak8SbEnujkXul4vN27gnxk98fQVt7kLmzFB/75DcJBitGPIeDg4ODg8OhiiP0xpFt2zcCdsZtNgLQBLiUIjkKoTecNS9/LgCPlAhlER9B45NynMvZSRkS8KDhQgxrvSu41hIHZIs9IQQedAxljThRo5DQsyx44tkW/vrkLISAd79rMWe+45NOPJ6Dg4ODw78cjtAbR3buaMcfiBMKxQo+7kGlYtzKl0R+YQuw0Th9Xan4tFgZtfbs7hrDz2IkdV5Z3UxXe5hli1uZMqlnVGsr5rYthS4kmhLEMbHKtO7ly8+OLi8/e/AItuyoorFe8ZHLP8O0lsUjWIWDg4ODg8PhgyP0xgnDMNi716JlendJS9VIyq0IIJSuQTIKhBDoCnxi+MLKxbJt0/T0eln5QgsvvTyVaMzud7jihelMn9rJKSds5f+3d+9hUZV5HMC/MzA3GAZQ5CKCgMhNQQxXwEtBEN7WNMlaXU3K1QRa89E1L7liuoZp2bORWmbhZS3vWYukIpfUREUF5WK4CogiiDcYFJwZZt79gzgycpUZrv4+zzNPzjnvec/7/h6FX+ec93c8XErxLBfEGrttW6vuFT2t43g8iJgBqqFpUc292h4YA85dssG+Q+5QKA0RMNIWkyYvgkgkavmgCSGEkC6GEj09uXnzSr2FGE971nIrxn/UydOlMEttfTpjXtO19hq7bXvjphlOnXFEdrYNNIwPCwsN/jz+T3By9EVK0k6cS9dg224fWPR4hJF+BRgyqAhCYfO3V1vyHF9TyZ4ABjBg/CbLsPD+uKL5qNIQew95ICPbGjKpGrNnTcZAr+DmB0AIIYR0cZTo6Ule3hkAgE0TiR6AFpdb4QGQ8lqWEDWntg8j1LxF4+nrYE/ftlWreci5bI1TZ5xw46Y5AMClvwBBwa/CyyuYe5bNqd8aTCq7g8SEb3Hit6v4MX4AjiT3h59PIYYPLYTMRNHo3Fpy27axRK8Wn8drsgwLH8CVvB7Y+eNAlFeIMchTiukzlsHExLyZMxNCCCHdAyV6elJw/QqAJ2/EaExLy61IebpdyWvovOA9SfbqXnOrvW1bWSXAufP2OJ3mALlcAkNDDfz8eiI4+C3Y2bk12K+ZWS+ETl6MceMf49TJnUhMOo2kk874NdUJgz1v4UW/fNhYPXxqLC1fuNFcsle3DIuizqxU1XwcTnTD8dOOEAnVmP7XlzB85JQWPYdICCGEdBeU6OnJjcL7MJY+hrSRhRh1NVduhQ/9Xc2rq7awck2tPQ2q/9h+/64Up886Iv1iH6hUhjAxUWPcWFcEBL4NmaxlV7/EYjFeDp6JgJffRvqFX3As4RDOZfTBuYw+cOl3By/6F8DF6S54bTAvoKYMi+SPMixFt6XYc8AbJaUyONob4J2/LYGllYP+T0oIIYR0cpTo6YFKpUJJiQZO/ZpeiFGruXIrJm140am21p6I8ZF3zQKnzzri2lUrAEAfWyAo6GUM9Q2FoWHr/mrw+Xz4DBkHnyHjkHctHUeP7MTFSwxXrvWCtWUFXvTLh49XMQSGLVs1W/v8XUuuATLGQ+oZJ/z3mAuYBhg32h7jXl0MAwPd3kpCCCGEdFWU6OnBjZu50Gj4zd62fVpD5VYMUFNSpa3uMKpUfGRcssVvZxxRescEPB7DIC8jBL/yF/TvP1Svtzad+g3GnIjBuHOnCIkJ3+JUaiH2/OyFX5JcMGJoIYYNuQFjI5VezlVWLsL3BwfiSn5P9OqpwTsz58Cpn49e+iaEEEK6Kkr09KB2IUZTK24b83S5FZmuy2wbUS4X4UyaA86et0dllRBisRovjRQh+JWFsLSy0/8J6+jVyxZ/mbocr058hF8TP0fKiQL8kuSCY8f7Yejgm3jR7zp69axs9PjmntNLz7LCnjgPVD0WYIS/FSb/ZSnEYnFbTIUQQgjpUijR04Pr168CaMGK26c8XW5FAECi5yTvZpEpfjvjiMxsG2g0fFj01GDsWB+MGDkdEolEvydrhpGRMcaMX4aQsWqknfkRCceO4be0vjiVZo8BrqUIGFYAR/sHDV7NbCjZq3psiP3xbjh3qTekxmqEvzsR3i+MaafZEEIIIZ0fJXp6cOPGPUhNFJA2Uk6kSXXKrTzLq86aotbwkPO7FX477YjCGz0AAP2dBQgOGg8v71c6/FVfBgYG8Bv2Onz9Q5H7eyoSju5BVo4VsnKtYNe7DAHDCuDlfhsGBo0/x3ftuhn+c8ATD8olGOBuhBlvL4Wpaa92nAUhhBDS+VGipyOVSoXbJQy9bR/h3j1jCAVqCITVEArV4PObX3BQW24FjEGk4/NxVY8Nce6CPVLPOqCsvKY8iu/QHngl5C3Y2bnr1Hdb4PF4cHMfBjf3YSi+lYeEo9/hbJoGO/Z5w9y0Ci/6FcB38E2IxU+KIqur+Tic0g+JJx1hKGD4yxv+CHh5BpVNIYQQQhpAiZ6OysruQaPh4+aNnti8MUhrn4GBGkKhGkJhNQTCaggENX8W1vmzQFiTGIoEahiL1BAL1RAI1RAJa9uqIRTU/Ff0R3v+UznN3XvGOHXGARcy+kCpMoSJVI2xY1wQEPg2TE17tGM0Ws+mtxPeCvsXJk56gF+TYpFyPAc/HXHHkRRn+L1wEyP9rkOlNMR/DnjhZrEM9n14eGfmP2DT27mjh04IIaQTWb16NQ4dOoSMjAwIhUKUlZXVa1NYWIjw8HAkJydDKpVixowZiI6ObrLixIULF7Bo0SKkpaXBwMAAoaGhWL9+PaRSab229+7dw6BBg1BUVIQHDx7AzMxMjzN8NpTo6ahnT0vMmBGMu3dv4rGiCgrFYygUSigVSiiUKigUaiiVaigVGjx6xPDgAaBS8qBWt/72qcDwSRJoaKjGnbsmAADb3kBQUACG+r4OgUCgrym2K5nMHOMnzseosUqcTt2DxGPHkZLqiOOn+4LPZ1Br+Bgd4oxXJ86nsimEEELqUSqVmDx5Mvz9/fHtt9/W269WqzFu3DhYW1vj1KlTKC4uxltvvQWBQICPP/64wT5v3bqF4OBgvPnmm/jyyy8hl8sxb948hIWFYd++ffXaz5w5E15eXigqKtL7/J4VJXo64vP5GDZs8jMfV11dDYVC8cfnIaoqH0ChfARFVQUUigo8VjyC4nElFMoqPH5cJ4FUqqBQqKBQVEOh0ECpVMJzIPBKSBhcXPy6zS1MoVCIF1+ahhEjpyIrMxkJR3dBLq/GtOlz0N/Fr6OHRwghpJP66KOPAABbt25tcP/Ro0eRk5ODY8eOwcrKCt7e3li1ahUWLVqEFStWQCgU1jsmLi4OAoEAGzZs4J5z/+qrr+Dl5YWrV6/C2fnJ3aVNmzahrKwMy5cvxy+//KL/CT4jSvQ6iKGhIQwNDWFsbAygBwD7jh5Sp8Tn8+E1KAheg4Kab0wIIYQ0IzU1FZ6enrCysuK2jRo1CuHh4cjOzsbgwYPrHaNQKCAUCrUWM9ZWrjh58iSX6OXk5GDlypU4c+YM8vLy2ngmLUOJXisxVrM4QC6Xd/BICCGEEN3V/j6r/f1WVzVTAhr9nauaKbXOWUskEkEkEunvRA0oKSnRSvIAcN9LSkoaPObll1/G/PnzsW7dOrz//vt49OgRFi9eDAAoLi4GUJMMTpkyBevWrYO9vT0lel1dRUUFAMDOrm2LDRNCCCHtqaKiAqampgBqHqOxtrZGSsl/9H4eqVRa73doVFQUVqxYUa/t4sWL8cknnzTZ3+XLl+Hm5qbPIXIGDBiAbdu2Yf78+ViyZAkMDAwwd+5cWFlZcVf5lixZAnd3d0ybNq1NxtBalOi1Uu/evXHjxg2YmJh02HNxcrkcdnZ2uHHjBmQyWYeMoTOgODxBsahBcahBcahBcajRXBwYY6ioqEDv3r25bWKxGPn5+VAqlXofD2Os3u/Pxq7mLViwAGFhYU325+Tk1KLzWltb4+zZs1rbbt++ze1rzNSpUzF16lTcvn0bxsbG4PF4WL9+PXfepKQkZGZmcoszaq+MWlhY4MMPP+SeHWxvlOi1Ep/PR58+fTp6GAAAmUz2XP/wqkVxeIJiUYPiUIPiUIPiUKOpONReyatLLBZ3+Gsle/XqhV699FMU39/fH6tXr0ZpaSksLS0BAAkJCZDJZPDw8Gj2+NrbvN999x3EYjFeeeUVAMD+/ftRVVXFtUtLS8M777yDEydOoF+/fnoZe2tQokcIIYSQbqOwsBD3799HYWEh1Go1MjIyAADOzs6QSqUICQmBh4cHpk+fjrVr16KkpATLli1DZGQkd0Xx7NmzeOutt5CYmAhbW1sAwJdffolhw4ZBKpUiISEBCxcuxJo1a7gaeU8nc3fv3gUAuLu7Ux09QgghhBB9WL58ObZt28Z9r11Fm5ycjICAABgYGCAuLg7h4eHw9/eHsbExZsyYgZUrV3LHVFZWIjc3FyqVitt29uxZREVF4eHDh3Bzc8PXX3+N6dOnt9/EWokSvS5MJBIhKiqqzVcodXYUhycoFjUoDjUoDjUoDjWelzhs3bq10Rp6tfr27Yv4+PhG9wcEBNRbfbx9+/ZnGkdDfXQEHusMoyCEEEIIIXrX+vdwEUIIIYSQTo0SPUIIIYSQbooSPUIIIYSQbooSPUIIIYSQbooSvTYUHR2NP/3pTzAxMYGlpSUmTpyI3NxcrTabN29GQEAAZDIZeDweysrKtPYXFBRg5syZcHR0hEQiQb9+/RAVFVWvSvmlS5cwcuRIiMVi2NnZYe3atfXGs3fvXri5uUEsFsPT07PeiiPGGJYvXw4bGxtIJBIEBwfjf//7X6eIQ10KhQLe3t7g8XhcfaRaz0scDh06BF9fX0gkEpibm2PixIla+wsLCzFu3DgYGRnB0tISCxcuRHV1tVablJQUvPDCCxCJRHB2dm5wldqGDRvg4OAAsVgMX1/fetXkW0Nfcbhy5QomTJgACwsLyGQyjBgxAsnJyd0mDvfv38ff//53uLq6QiKRwN7eHnPnzkV5eXmHzPHx48eIjIxEz549IZVKERoayr1NoDPE4uLFi5gyZQrs7OwgkUjg7u6Of//73/XO1Zljoa+/E7Xu3buHPn36NPhvqDPHgegZI21m1KhRLDY2lmVlZbGMjAw2duxYZm9vzx4+fMi1+fzzz1l0dDSLjo5mANiDBw+0+vjll19YWFgYO3LkCLt27Rr76aefmKWlJVuwYAHXpry8nFlZWbG//vWvLCsri/3www9MIpGwr7/+mmvz22+/MQMDA7Z27VqWk5PDli1bxgQCAcvMzOTarFmzhpmamrKDBw+yixcvsldffZU5OjqyqqqqDo9DXXPnzmVjxoxhAFh6evpzF4d9+/Yxc3NztmnTJpabm8uys7PZ7t27uf3V1dVs4MCBLDg4mKWnp7P4+HhmYWHBlixZwrXJy8tjRkZGbP78+SwnJ4fFxMQwAwMDdvjwYa7Nrl27mFAoZN999x3Lzs5ms2bNYmZmZuz27dudIg79+/dnY8eOZRcvXmRXrlxhERERzMjIiBUXF3eLOGRmZrJJkyaxn3/+mV29epUlJiay/v37s9DQUK6P9pzjnDlzmJ2dHUtMTGTnzp1jfn5+bNiwYTrFQJ+x+Pbbb9ncuXNZSkoKu3btGtuxYweTSCQsJiamy8RCH3Goa8KECdzPyrr/hjp7HIh+UaLXjkpLSxkA9uuvv9bbl5yc3GyCU2vt2rXM0dGR+75x40Zmbm7OFAoFt23RokXM1dWV+/7GG2+wcePGafXj6+vL3n33XcYYYxqNhllbW7N169Zx+8vKyphIJGI//PBDi+fYErrEIT4+nrm5ubHs7Ox6id7zEAeVSsVsbW3Zli1bGu03Pj6e8fl8VlJSwm3btGkTk8lkXGw++OADNmDAAK3j3nzzTTZq1Cju+9ChQ1lkZCT3Xa1Ws969e7Po6OhnmmdzWhOHO3fuMADs+PHj3Da5XM4AsISEBMZY94pDrT179jChUMhUKhVjrP3mWFZWxgQCAdu7dy/X5vLlywwAS01N1WHWDWtNLBoSERHBAgMDue9dLRa6xGHjxo3spZdeYomJifX+DXW1OBDd0K3bdlR7eb1Hjx4691O3j9TUVLz44osQCoXctlGjRiE3NxcPHjzg2gQHB2v1M2rUKKSmpgIA8vPzUVJSotXG1NQUvr6+XBt9aW0cbt++jVmzZmHHjh0wMjKqt/95iMOFCxdQVFQEPp+PwYMHw8bGBmPGjEFWVhbXJjU1FZ6entz7GIGaOcrlcmRnZ3NtmoqDUqnE+fPntdrw+XwEBwd3ijj07NkTrq6u2L59Ox49eoTq6mp8/fXXsLS0hI+PD4DuGYfy8nLIZDIYGhpy42+POZ4/fx4qlUqrjZubG+zt7fUeh9p5As8Wi8baPP2zsivForVxyMnJwcqVK7F9+3bw+fV/zXe1OBDdUKLXTjQaDebNm4fhw4dj4MCBre7n6tWriImJwbvvvsttKykp0fpBDzx56XJJSUmTberur3tcQ230obVxYIwhLCwMc+bMwZAhQxps8zzEIS8vDwCwYsUKLFu2DHFxcTA3N0dAQADu378PQLc4yOVyVFVV4e7du1Cr1Z02DjweD8eOHUN6ejpMTEwgFouxfv16HD58GObm5gC6Xxzu3r2LVatWYfbs2dy29ppjSUkJhEJhvfd16jsOQOtj8bRTp05h9+7dLYpXZ4xFa+OgUCgwZcoUrFu3Dvb29g0e15XiQHRHr0BrJ5GRkcjKysLJkydb3UdRURFGjx6NyZMnY9asWXocXftpbRxiYmJQUVGBJUuWtNHI2ldr46DRaAAAH374IUJDQwEAsbGx6NOnD/bu3av1PwBdQWvjwBhDZGQkLC0tceLECUgkEmzZsgXjx49HWloabGxs2mjEbaO5OMjlcowbNw4eHh5YsWJF+w6unekjFllZWZgwYQKioqIQEhLShqNtO62Nw5IlS+Du7o5p06a100hJZ0dX9NrBe++9h7i4OCQnJ6NPnz6t6uPWrVsIDAzEsGHDsHnzZq191tbW9VY61X63trZusk3d/XWPa6iNrnSJQ1JSElJTUyESiWBoaAhnZ2cAwJAhQzBjxgwAz0ccahMYDw8PbptIJIKTkxMKCwsB6BYHmUwGiUQCCwsLGBgYdNo4JCUlIS4uDrt27cLw4cPxwgsvYOPGjZBIJNzLzLtLHCoqKjB69GiYmJjgxx9/hEAg4Pa11xytra2hVCrrrdzUZxwA3WJRKycnB0FBQZg9ezaWLVumta+rxEKXOCQlJWHv3r0wNDSEoaEhgoKCAAAWFhaIiori5tAV4kD0gxK9NsQYw3vvvYcff/wRSUlJcHR0bFU/RUVFCAgIgI+PD2JjY+s9c+Hv74/jx49DpVJx2xISEuDq6srdxvL390diYqLWcQkJCfD39wcAODo6wtraWquNXC7HmTNnuDatpY84fPHFF7h48SIyMjKQkZHBlUTZvXs3Vq9eDeD5iIOPjw9EIpFWyQWVSoWCggL07dsXQM0cMzMzUVpayrVJSEiATCbjEsTm4iAUCuHj46PVRqPRIDExsVPEobKyEgDq/Vvg8/ncVc/uEAe5XI6QkBAIhUL8/PPPEIvFWvvba44+Pj4QCARabXJzc1FYWKhzHAD9xAIAsrOzERgYiBkzZnA/F+rq7LHQRxz279+v9bNyy5YtAIATJ04gMjKyS8SB6FmHLQN5DoSHhzNTU1OWkpLCiouLuU9lZSXXpri4mKWnp7NvvvmGW0WYnp7O7t27xxhj7ObNm8zZ2ZkFBQWxmzdvavVTq6ysjFlZWbHp06ezrKwstmvXLmZkZFSvrIihoSH79NNP2eXLl1lUVFSDZUXMzMzYTz/9xC5dusQmTJigl7Ii+ojD0/Lz8+utun1e4vD+++8zW1tbduTIEfb777+zmTNnMktLS3b//n3G2JOSGyEhISwjI4MdPnyY9erVq8GSGwsXLmSXL19mGzZsaLC8gkgkYlu3bmU5OTls9uzZzMzMTGuFZ0fF4c6dO6xnz55s0qRJLCMjg+Xm5rJ//OMfTCAQsIyMjG4Rh/Lycubr68s8PT3Z1atXtdpUV1e3+xznzJnD7O3tWVJSEjt37hzz9/dn/v7+OsVAn7HIzMxkvXr1YtOmTdPaX1pa2mVioY84PK2hleudPQ5EvyjRa0MAGvzExsZybaKioppsExsb22g/dV28eJGNGDGCiUQiZmtry9asWVNvPHv27GEuLi5MKBSyAQMGsEOHDmnt12g07J///CezsrJiIpGIBQUFsdzc3E4Rh6c1lOgx9nzEQalUsgULFjBLS0tmYmLCgoODWVZWlta5CgoK2JgxY5hEImEWFhZswYIF9covJCcnM29vbyYUCpmTk1ODsY6JiWH29vZMKBSyoUOHstOnT3eaOKSlpbGQkBDWo0cPZmJiwvz8/Fh8fHy3iUPtL+iGPvn5+e0+x6qqKhYREcHMzc2ZkZERe+2117T+h7OjY9HY35m+fft2mVjo6+/E0/N9OtHr7HEg+sVjjLFmLvoRQgghhJAuiJ7RI4QQQgjppijRI4QQQgjppijRI4QQQgjppijRI4QQQgjppijRI4QQQgjppijRI4QQQgjppijRI4QQQgjppijRI4R0qICAAMybN6/Nz+Pg4AAejwcej1fv/ZzPKiAggOsrIyNDL+MjhJC2QIkeIQQAEBYWxiUvdT+jR4/WS/8pKSkNJlkHDhzAqlWr9HKO5qxcuRLFxcUwNTXVqZ8DBw7g7NmzehoVIYS0HcOOHgAhpPMYPXo0YmNjtbaJRKI2PWePHj3atP+6TExMYG1trXM/PXr0gFwu18OICCGkbdEVPUIIRyQSwdraWutjbm7O7V+/fj08PT1hbGwMOzs7RERE4OHDh9z+69evY/z48TA3N4exsTEGDBiA+Ph4FBQUIDAwEABgbm4OHo+HsLAwAPVv3To4OODjjz/GO++8AxMTE9jb22Pz5s1a4zx16hS8vb0hFosxZMgQHDx4sFW3Ubdu3QozMzPExcXB1dUVRkZGeP3111FZWYlt27bBwcEB5ubmmDt3LtRq9bMFkxBCOgG6okcIaTE+n48vvvgCjo6OyMvLQ0REBD744ANs3LgRABAZGQmlUonjx4/D2NgYOTk5kEqlsLOzw/79+xEaGorc3FzIZDJIJJJGz/PZZ59h1apVWLp0Kfbt24fw8HC89NJLcHV1hVwux/jx4zF27Fh8//33uH79uk7P+FVWVuKLL77Arl27UFFRgUmTJuG1116DmZkZ4uPjkZeXh9DQUAwfPhxvvvlmq89DCCEdgRI9QggnLi4OUqlUa9vSpUuxdOlSAKh35e1f//oX5syZwyV6hYWFCA0NhaenJwDAycmJa197i9bS0hJmZmZNjmPs2LGIiIgAACxatAiff/45kpOT4erqiu+//x48Hg/ffPMNxGIxPDw8UFRUhFmzZrVqziqVCps2bUK/fv0AAK+//jp27NiB27dvQyqVwsPDA4GBgUhOTqZEjxDS5VCiRwjhBAYGYtOmTVrb6j5Dd+zYMURHR+P333+HXC5HdXU1Hj9+jMrKShgZGWHu3LkIDw/H0aNHERwcjNDQUHh5eT3zOOoew+PxYG1tjdLSUgBAbm4uvLy8IBaLuTZDhw595nPUMjIy4pI8ALCysoKDg4NWwmtlZcWdnxBCuhJ6Ro8QwjE2Noazs7PWpzbRKygowJ///Gd4eXlh//79OH/+PDZs2AAAUCqVAIC//e1vyMvLw/Tp05GZmYkhQ4YgJibmmcchEAi0vvN4PGg0Gh1n1/Jztef5CSGkLVGiRwhpkfPnz0Oj0eCzzz6Dn58fXFxccOvWrXrt7OzsMGfOHBw4cAALFizAN998AwAQCoUAoPOiBldXV2RmZkKhUHDb0tLSdOqTEEK6K0r0CCEchUKBkpISrc/du3cBAM7OzlCpVIiJiUFeXh527NiBr776Suv4efPm4ciRI8jPz8eFCxeQnJwMd3d3AEDfvn3B4/EQFxeHO3fuaK3WfRZTp06FRqPB7NmzcfnyZRw5cgSffvopgJorb4QQQp6gRI8Qwjl8+DBsbGy0PiNGjAAADBo0COvXr8cnn3yCgQMHYufOnYiOjtY6Xq1WIzIyEu7u7hg9ejRcXFy4hRq2trb46KOPsHjxYlhZWeG9995r1RhlMhn++9//IiMjA97e3vjwww+xfPlyANB6bo8QQgjAY4yxjh4EIYToYufOnXj77bdRXl7eaNkWBwcHzJs3T2+vWysoKICjoyPS09Ph7e2tlz4JIUTf6IoeIaTL2b59O06ePIn8/HwcPHgQixYtwhtvvNFkbT6gplSLVCpFeXm5TucfM2YMBgwYoFMfhBDSHqi8CiGkyykpKcHy5ctRUlICGxsbTJ48GatXr27ymF9//RUqlQpAzavQdLFlyxZUVVUBAOzt7XXqixBC2hLduiWEEEII6abo1i0hhBBCSDdFiR4hhBBCSDdFiR4hhBBCSDdFiR4hhBBCSDdFiR4hhBBCSDdFiR4hhBBCSDdFiR4hhBBCSDdFiR4hhBBCSDdFiR4hhBBCSDf1f5Z+9B3MaMr2AAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 600x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 600x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "msh.plot()\n",
    "msh.plot.boundary_nodes(boundary_names=['Land','Open boundary']);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Convert mesh to shapely\n",
    "Convert mesh to [shapely](https://shapely.readthedocs.io/en/latest/manual.html) MultiPolygon object, requires that the `shapely` library is installed."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/svg+xml": [
       "<svg xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"300\" height=\"300\" viewBox=\"210544.37652886522 6152553.542171583 14151.365454089566 12470.009991484694\" preserveAspectRatio=\"xMinYMin meet\"><g transform=\"matrix(1,0,0,-1,0,12317577.09433465)\"><g><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216684.621822658,6157771.83369603 L 216427.002450603,6157497.90929847 L 216833.036492587,6157434.27252596 L 216684.621822658,6157771.83369603 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211927.42112651,6153751.88108943 L 211198.224499893,6153768.39133792 L 211579.965314294,6153100.4314476 L 211927.42112651,6153751.88108943 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223022.543656371,6161888.32543085 L 223632.529158668,6162430.43532057 L 222766.777454204,6162588.3378503 L 223022.543656371,6161888.32543085 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218448.363292303,6156634.46624341 L 218885.574787014,6156199.18589637 L 218905.890361451,6156663.41491547 L 218448.363292303,6156634.46624341 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212015.391029152,6153080.49437996 L 211927.42112651,6153751.88108943 L 211579.965314294,6153100.4314476 L 212015.391029152,6153080.49437996 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217775.755860042,6160595.05365282 L 218359.569300219,6160475.10277209 L 218223.397415903,6161113.80272346 L 217775.755860042,6160595.05365282 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212693.481141364,6153991.76368859 L 212694.159516687,6154672.30392245 L 212117.883044195,6154553.77315662 L 212693.481141364,6153991.76368859 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217823.707437247,6161651.38181557 L 218223.397415903,6161113.80272346 L 218459.848374508,6161765.53274988 L 217823.707437247,6161651.38181557 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212803.80887312,6155663.30628287 L 212727.578562016,6156048.985806 L 212505.721082275,6155940.43821167 L 212803.80887312,6155663.30628287 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212360.489505024,6155710.46062349 L 212803.80887312,6155663.30628287 L 212505.721082275,6155940.43821167 L 212360.489505024,6155710.46062349 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212177.421138509,6156035.83731037 L 211889.040908662,6156025.5856883 L 211948.370683191,6155685.28608473 L 212177.421138509,6156035.83731037 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211948.370683191,6155685.28608473 L 211686.332689651,6155924.175159 L 211560.067149477,6155687.31428434 L 211948.370683191,6155685.28608473 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213047.050971075,6155120.72222383 L 213346.147155475,6155739.48195604 L 212803.80887312,6155663.30628287 L 213047.050971075,6155120.72222383 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211426.993089602,6154493.06071159 L 211198.224499893,6153768.39133792 L 211927.42112651,6153751.88108943 L 211426.993089602,6154493.06071159 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219252.991485086,6158167.17121458 L 219080.989497415,6158377.45988427 L 218949.691513424,6158042.72583009 L 219252.991485086,6158167.17121458 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213918.509441551,6157164.54477464 L 213811.720510359,6156396.8821934 L 214234.80064308,6156881.42197668 L 213918.509441551,6157164.54477464 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218880.303597344,6158594.36291984 L 219189.431058406,6158677.36641515 L 219018.196140425,6158909.37647228 L 218880.303597344,6158594.36291984 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211691.422367769,6156239.7600243 L 211686.332689651,6155924.175159 L 211889.040908662,6156025.5856883 L 211691.422367769,6156239.7600243 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220286.26927213,6161978.93139664 L 220514.299318747,6162312.71035911 L 220107.371276098,6162290.43623137 L 220286.26927213,6161978.93139664 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211813.043112547,6156510.54662664 L 211691.422367769,6156239.7600243 L 211941.657664199,6156242.86986306 L 211813.043112547,6156510.54662664 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211951.445124963,6157057.00755047 L 212002.671108396,6156776.08845575 L 212375.531709994,6156986.47331122 L 211951.445124963,6157057.00755047 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217753.590418037,6157457.86217665 L 217558.867089391,6157227.67733639 L 217911.004796478,6157184.4443198 L 217753.590418037,6157457.86217665 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212177.421138509,6156035.83731037 L 212137.360793515,6156402.61966563 L 211941.657664199,6156242.86986306 L 212177.421138509,6156035.83731037 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219199.938815969,6157444.10644712 L 219324.965445425,6157151.67474377 L 219498.42120815,6157355.35423418 L 219199.938815969,6157444.10644712 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212686.685022268,6157111.79128456 L 212375.531709994,6156986.47331122 L 212827.817468493,6156804.91522867 L 212686.685022268,6157111.79128456 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222766.777454204,6162588.3378503 L 222026.729155452,6162637.36017415 L 222370.504850611,6162092.81663775 L 222766.777454204,6162588.3378503 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212942.105276519,6157117.7796796 L 212785.410695445,6157391.22748342 L 212686.685022268,6157111.79128456 L 212942.105276519,6157117.7796796 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212942.105276519,6157117.7796796 L 212686.685022268,6157111.79128456 L 212827.817468493,6156804.91522867 L 212942.105276519,6157117.7796796 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213257.754879272,6157073.68693298 L 212942.105276519,6157117.7796796 L 213042.786173882,6156939.30108082 L 213257.754879272,6157073.68693298 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213257.754879272,6157073.68693298 L 213052.177418159,6157385.75606728 L 212942.105276519,6157117.7796796 L 213257.754879272,6157073.68693298 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219196.087361848,6156313.16588491 L 218905.890361451,6156663.41491547 L 218885.574787014,6156199.18589637 L 219196.087361848,6156313.16588491 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212430.06440473,6156606.77470237 L 212777.698015255,6156426.95051733 L 212827.817468493,6156804.91522867 L 212430.06440473,6156606.77470237 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211948.370683191,6155685.28608473 L 211560.067149477,6155687.31428434 L 211598.117642991,6155186.19429982 L 211948.370683191,6155685.28608473 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212227.47888044,6157290.17523676 L 212437.693494665,6157513.13628371 L 212168.971013177,6157573.75266458 L 212227.47888044,6157290.17523676 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217335.694873288,6156901.4952418 L 217207.465563932,6157304.36233947 L 216937.997660155,6157033.46201621 L 217335.694873288,6156901.4952418 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217453.378759879,6157573.7508254 L 217753.590418037,6157457.86217665 L 217692.679887714,6157731.69520976 L 217453.378759879,6157573.7508254 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219079.850552576,6160497.35991158 L 218736.708238708,6160281.26855164 L 219043.854914905,6160007.68180752 L 219079.850552576,6160497.35991158 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212693.481141364,6153991.76368859 L 213245.25667879,6154467.82531538 L 212694.159516687,6154672.30392245 L 212693.481141364,6153991.76368859 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213825.807854366,6154953.98063841 L 213346.147155475,6155739.48195604 L 213047.050971075,6155120.72222383 L 213825.807854366,6154953.98063841 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213825.807854366,6154953.98063841 L 213890.410080064,6155906.25878309 L 213346.147155475,6155739.48195604 L 213825.807854366,6154953.98063841 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219961.736551793,6161487.13392238 L 219741.621037347,6161790.56876783 L 219634.293094815,6161580.26860057 L 219961.736551793,6161487.13392238 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214442.94919929,6155899.78999571 L 213890.410080064,6155906.25878309 L 214478.227036906,6155312.05562469 L 214442.94919929,6155899.78999571 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215247.413934929,6154189.57277749 L 215218.172737412,6154426.14573568 L 214862.464078635,6154308.94303696 L 215247.413934929,6154189.57277749 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220330.73746343,6157699.42492415 L 220159.217674732,6157237.6095955 L 220744.21795486,6157234.27038954 L 220330.73746343,6157699.42492415 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215188.931539895,6154662.71869387 L 215130.449144862,6155135.86461025 L 214887.868876053,6154905.02635186 L 215188.931539895,6154662.71869387 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214855.31295695,6153873.91753594 L 214862.464078635,6154308.94303696 L 214248.051067426,6154094.42969678 L 214855.31295695,6153873.91753594 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221671.601877379,6157737.09228703 L 222144.406269669,6157775.18545022 L 221818.77119839,6158316.61056625 L 221671.601877379,6157737.09228703 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219317.840271369,6163584.41708412 L 219042.163573348,6163380.48809504 L 219288.43937147,6163196.34920053 L 219317.840271369,6163584.41708412 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212502.559960579,6157258.56071993 L 212375.531709994,6156986.47331122 L 212686.685022268,6157111.79128456 L 212502.559960579,6157258.56071993 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214442.94919929,6155899.78999571 L 214478.227036906,6155312.05562469 L 214857.756379308,6155728.92723105 L 214442.94919929,6155899.78999571 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220323.529128359,6158243.14609681 L 220330.73746343,6157699.42492415 L 221044.885760427,6157979.38859786 L 220323.529128359,6158243.14609681 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214887.868876053,6154905.02635186 L 214645.288607245,6154674.18809348 L 214960.545167848,6154595.40438237 L 214887.868876053,6154905.02635186 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218245.768323671,6156617.61505339 L 217978.502845752,6156825.58674367 L 218043.17335504,6156600.76386338 L 218245.768323671,6156617.61505339 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221818.77119839,6158316.61056625 L 221278.270799214,6158633.14532912 L 221044.885760427,6157979.38859786 L 221818.77119839,6158316.61056625 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214276.353561516,6156334.50563565 L 214566.241134585,6156705.47819666 L 214234.80064308,6156881.42197668 L 214276.353561516,6156334.50563565 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214276.353561516,6156334.50563565 L 213890.410080064,6155906.25878309 L 214442.94919929,6155899.78999571 L 214276.353561516,6156334.50563565 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213811.720510359,6156396.8821934 L 213918.509441551,6157164.54477464 L 213519.402496687,6156795.99736144 L 213811.720510359,6156396.8821934 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213811.720510359,6156396.8821934 L 214276.353561516,6156334.50563565 L 214234.80064308,6156881.42197668 L 213811.720510359,6156396.8821934 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214234.80064308,6156881.42197668 L 214566.241134585,6156705.47819666 L 214587.151043726,6157057.72822583 L 214234.80064308,6156881.42197668 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213706.031237969,6154316.88341389 L 213505.00935131,6153751.2980049 L 214248.051067426,6154094.42969678 L 213706.031237969,6154316.88341389 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214566.241134585,6156705.47819666 L 214276.353561516,6156334.50563565 L 214711.998756947,6156217.20271385 L 214566.241134585,6156705.47819666 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214764.29357449,6157631.01240715 L 214470.077488875,6157549.1992363 L 214885.560398179,6157313.2762688 L 214764.29357449,6157631.01240715 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215640.61260773,6156138.78650835 L 215640.137357815,6156644.05775981 L 215383.5869513,6156303.20100022 L 215640.61260773,6156138.78650835 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215940.225383462,6156839.76132878 L 216215.172230159,6156924.18031635 L 215971.908471111,6157137.67628603 L 215940.225383462,6156839.76132878 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215440.228079878,6157015.52218436 L 215660.38188352,6157342.08409008 L 215270.311262022,6157331.232306 L 215440.228079878,6157015.52218436 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215137.237607823,6157061.69138369 L 214887.510946042,6156930.18183028 L 215202.464283731,6156718.24463103 L 215137.237607823,6157061.69138369 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216450.095048288,6156747.37174217 L 216215.172230159,6156924.18031635 L 216143.019932721,6156497.06703096 L 216450.095048288,6156747.37174217 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215137.237607823,6157061.69138369 L 214885.560398179,6157313.2762688 L 214887.510946042,6156930.18183028 L 215137.237607823,6157061.69138369 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216215.172230159,6156924.18031635 L 216450.095048288,6156747.37174217 L 216544.724089525,6157093.5936873 L 216215.172230159,6156924.18031635 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215126.561294869,6156467.6154921 L 215202.464283731,6156718.24463103 L 214801.887214453,6156605.44357744 L 215126.561294869,6156467.6154921 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215562.426817701,6161258.76365349 L 216310.258694715,6161554.2631254 L 215696.139991968,6161968.13245347 L 215562.426817701,6161258.76365349 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220659.754102296,6163705.32493004 L 220376.450676748,6162821.19538259 L 220931.16794308,6163050.53485641 L 220659.754102296,6163705.32493004 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216594.546214156,6156648.92078366 L 216450.095048288,6156747.37174217 L 216494.201989512,6156532.13993466 L 216594.546214156,6156648.92078366 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213505.00935131,6153751.2980049 L 213779.352968979,6153077.66681803 L 214121.282473975,6153317.96455621 L 213505.00935131,6153751.2980049 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219281.994916932,6157836.1791658 L 219478.480223251,6157595.35137219 L 219603.506562564,6157809.26282308 L 219281.994916932,6157836.1791658 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215640.137357815,6156644.05775981 L 215730.625562058,6156995.82111734 L 215440.228079878,6157015.52218436 L 215640.137357815,6156644.05775981 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212227.47888044,6157290.17523676 L 211951.445124963,6157057.00755047 L 212375.531709994,6156986.47331122 L 212227.47888044,6157290.17523676 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212785.410695445,6157391.22748342 L 212942.105276519,6157117.7796796 L 213052.177418159,6157385.75606728 L 212785.410695445,6157391.22748342 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220376.450676748,6162821.19538259 L 220107.371276098,6162290.43623137 L 220514.299318747,6162312.71035911 L 220376.450676748,6162821.19538259 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212168.971013177,6157573.75266458 L 211928.67197923,6157352.12089064 L 212227.47888044,6157290.17523676 L 212168.971013177,6157573.75266458 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216625.06250272,6160949.42987144 L 216533.881802237,6160252.01474395 L 217165.323065142,6160732.69058209 L 216625.06250272,6160949.42987144 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214248.051067426,6154094.42969678 L 214463.211978972,6153558.26229439 L 214855.31295695,6153873.91753594 L 214248.051067426,6154094.42969678 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212785.410695445,6157391.22748342 L 213052.177418159,6157385.75606728 L 212782.002381097,6157615.82738795 L 212785.410695445,6157391.22748342 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217067.055902273,6158727.29928539 L 217381.720506601,6158065.32113998 L 217580.70772748,6158571.75349411 L 217067.055902273,6158727.29928539 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213052.177418159,6157385.75606728 L 213379.459825881,6157440.13747 L 213166.331441947,6157675.87745025 L 213052.177418159,6157385.75606728 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213924.768657378,6157494.66835315 L 214158.349981676,6157834.31987317 L 213739.204676785,6157761.49602243 L 213924.768657378,6157494.66835315 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213396.389090446,6158047.28093632 L 213466.699876995,6157678.43895723 L 213739.204676785,6157761.49602243 L 213396.389090446,6158047.28093632 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213466.699876995,6157678.43895723 L 213166.331441947,6157675.87745025 L 213379.459825881,6157440.13747 L 213466.699876995,6157678.43895723 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211927.42112651,6153751.88108943 L 212693.481141364,6153991.76368859 L 212117.883044195,6154553.77315662 L 211927.42112651,6153751.88108943 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213924.768657378,6157494.66835315 L 214470.077488875,6157549.1992363 L 214158.349981676,6157834.31987317 L 213924.768657378,6157494.66835315 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213052.177418159,6157385.75606728 L 213257.754879272,6157073.68693298 L 213379.459825881,6157440.13747 L 213052.177418159,6157385.75606728 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213052.177418159,6157385.75606728 L 213166.331441947,6157675.87745025 L 212782.002381097,6157615.82738795 L 213052.177418159,6157385.75606728 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212785.410695445,6157391.22748342 L 212437.693494665,6157513.13628371 L 212502.559960579,6157258.56071993 L 212785.410695445,6157391.22748342 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212921.260010216,6157887.8238852 L 212782.002381097,6157615.82738795 L 213166.331441947,6157675.87745025 L 212921.260010216,6157887.8238852 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212921.260010216,6157887.8238852 L 213396.389090446,6158047.28093632 L 212914.88339843,6158366.55072644 L 212921.260010216,6157887.8238852 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213166.331441947,6157675.87745025 L 213466.699876995,6157678.43895723 L 213396.389090446,6158047.28093632 L 213166.331441947,6157675.87745025 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213836.905780932,6158046.86511414 L 213396.389090446,6158047.28093632 L 213739.204676785,6157761.49602243 L 213836.905780932,6158046.86511414 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213396.389090446,6158047.28093632 L 213786.683470809,6158391.14846654 L 213339.143877772,6158570.04687561 L 213396.389090446,6158047.28093632 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214960.545167848,6154595.40438237 L 214645.288607245,6154674.18809348 L 214862.464078635,6154308.94303696 L 214960.545167848,6154595.40438237 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212375.531709994,6156986.47331122 L 212430.06440473,6156606.77470237 L 212827.817468493,6156804.91522867 L 212375.531709994,6156986.47331122 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213836.905780932,6158046.86511414 L 214103.901284406,6158200.0802819 L 213786.683470809,6158391.14846654 L 213836.905780932,6158046.86511414 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219407.153911344,6158466.53829403 L 219252.991485086,6158167.17121458 L 219544.24403802,6158112.57088487 L 219407.153911344,6158466.53829403 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214158.349981676,6157834.31987317 L 214489.322205307,6158007.47876373 L 214103.901284406,6158200.0802819 L 214158.349981676,6157834.31987317 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214544.267757131,6157780.45135894 L 214489.322205307,6158007.47876373 L 214158.349981676,6157834.31987317 L 214544.267757131,6157780.45135894 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215924.944660332,6158250.93915557 L 215896.028397032,6158030.60947528 L 216214.399061682,6157963.49384274 L 215924.944660332,6158250.93915557 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213245.25667879,6154467.82531538 L 213047.050971075,6155120.72222383 L 212694.159516687,6154672.30392245 L 213245.25667879,6154467.82531538 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215616.108189577,6162713.93950164 L 215363.230155388,6163482.13632787 L 214913.197558195,6162763.95519486 L 215616.108189577,6162713.93950164 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212117.883044195,6154553.77315662 L 212367.125748037,6155227.43522771 L 211598.117642991,6155186.19429982 L 212117.883044195,6154553.77315662 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212921.260010216,6157887.8238852 L 213166.331441947,6157675.87745025 L 213396.389090446,6158047.28093632 L 212921.260010216,6157887.8238852 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214103.901284406,6158200.0802819 L 213836.905780932,6158046.86511414 L 214158.349981676,6157834.31987317 L 214103.901284406,6158200.0802819 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213652.114241629,6157467.40291158 L 213739.204676785,6157761.49602243 L 213466.699876995,6157678.43895723 L 213652.114241629,6157467.40291158 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220697.578550565,6158662.19369981 L 220148.468464703,6158721.69396772 L 220323.529128359,6158243.14609681 L 220697.578550565,6158662.19369981 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214158.349981676,6157834.31987317 L 214470.077488875,6157549.1992363 L 214544.267757131,6157780.45135894 L 214158.349981676,6157834.31987317 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222766.777454204,6162588.3378503 L 223632.529158668,6162430.43532057 L 223150.418968344,6163167.24767902 L 222766.777454204,6162588.3378503 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214544.267757131,6157780.45135894 L 214764.29357449,6157631.01240715 L 214839.286590095,6157880.24648799 L 214544.267757131,6157780.45135894 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214764.29357449,6157631.01240715 L 214544.267757131,6157780.45135894 L 214470.077488875,6157549.1992363 L 214764.29357449,6157631.01240715 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214645.288607245,6154674.18809348 L 213825.807854366,6154953.98063841 L 214248.051067426,6154094.42969678 L 214645.288607245,6154674.18809348 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215416.02494335,6157622.92769233 L 215317.790284322,6158012.62842789 L 215082.234091379,6157631.88812609 L 215416.02494335,6157622.92769233 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215317.790284322,6158012.62842789 L 214854.015877425,6158580.48183197 L 214839.286590095,6157880.24648799 L 215317.790284322,6158012.62842789 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214805.038807097,6159196.84730017 L 214854.015877425,6158580.48183197 L 215506.808384256,6159149.42975949 L 214805.038807097,6159196.84730017 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214839.286590095,6157880.24648799 L 214764.29357449,6157631.01240715 L 215082.234091379,6157631.88812609 L 214839.286590095,6157880.24648799 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217165.323065142,6160732.69058209 L 217319.96440546,6160042.62279075 L 217775.755860042,6160595.05365282 L 217165.323065142,6160732.69058209 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216214.399061682,6157963.49384274 L 215896.028397032,6158030.60947528 L 215749.193759232,6157796.79405488 L 216214.399061682,6157963.49384274 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215270.311262022,6157331.232306 L 215082.234091379,6157631.88812609 L 214885.560398179,6157313.2762688 L 215270.311262022,6157331.232306 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214854.015877425,6158580.48183197 L 215317.790284322,6158012.62842789 L 215588.250761425,6158464.86518836 L 214854.015877425,6158580.48183197 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215416.02494335,6157622.92769233 L 215749.193759232,6157796.79405488 L 215317.790284322,6158012.62842789 L 215416.02494335,6157622.92769233 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215506.808384256,6159149.42975949 L 215588.250761425,6158464.86518836 L 216230.42179482,6158684.49888885 L 215506.808384256,6159149.42975949 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215317.790284322,6158012.62842789 L 214839.286590095,6157880.24648799 L 215082.234091379,6157631.88812609 L 215317.790284322,6158012.62842789 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216684.621822658,6157771.83369603 L 216214.399061682,6157963.49384274 L 216427.002450603,6157497.90929847 L 216684.621822658,6157771.83369603 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215137.237607823,6157061.69138369 L 215270.311262022,6157331.232306 L 214885.560398179,6157313.2762688 L 215137.237607823,6157061.69138369 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214764.29357449,6157631.01240715 L 214885.560398179,6157313.2762688 L 215082.234091379,6157631.88812609 L 214764.29357449,6157631.01240715 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214916.999056511,6161125.60143033 L 215562.426817701,6161258.76365349 L 215236.443871629,6161661.9076223 L 214916.999056511,6161125.60143033 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214869.970631973,6161766.25419988 L 214916.999056511,6161125.60143033 L 215236.443871629,6161661.9076223 L 214869.970631973,6161766.25419988 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223482.371543612,6159408.11035235 L 222657.546699163,6159129.53414006 L 223437.258835816,6158713.77083074 L 223482.371543612,6159408.11035235 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215363.230155388,6163482.13632787 L 214623.123589079,6163105.9446342 L 214913.197558195,6162763.95519486 L 215363.230155388,6163482.13632787 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215136.662913925,6162190.77008227 L 214913.197558195,6162763.95519486 L 214488.098919549,6162270.41615517 L 215136.662913925,6162190.77008227 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214488.098919549,6162270.41615517 L 214913.197558195,6162763.95519486 L 214251.953956276,6162820.51794077 L 214488.098919549,6162270.41615517 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219559.538760074,6159038.60035726 L 220346.398425383,6159238.63540135 L 219897.794949937,6159596.12960384 L 219559.538760074,6159038.60035726 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215562.426817701,6161258.76365349 L 215215.029712398,6160483.04823562 L 215999.640587678,6160759.59103061 L 215562.426817701,6161258.76365349 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217116.040809902,6161448.46925658 L 216857.480720592,6162066.24553114 L 216310.258694715,6161554.2631254 L 217116.040809902,6161448.46925658 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215751.081777303,6160059.95311322 L 216105.759313111,6159538.35072477 L 216533.881802237,6160252.01474395 L 215751.081777303,6160059.95311322 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214121.282473975,6153317.96455621 L 214463.211978972,6153558.26229439 L 214248.051067426,6154094.42969678 L 214121.282473975,6153317.96455621 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216272.502063192,6163449.51012823 L 215616.108189577,6162713.93950164 L 216314.890174346,6162429.11086 L 216272.502063192,6163449.51012823 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215236.443871629,6161661.9076223 L 215696.139991968,6161968.13245347 L 215136.662913925,6162190.77008227 L 215236.443871629,6161661.9076223 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215562.426817701,6161258.76365349 L 215696.139991968,6161968.13245347 L 215236.443871629,6161661.9076223 L 215562.426817701,6161258.76365349 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216272.502063192,6163449.51012823 L 215733.477985935,6164188.97309528 L 215363.230155388,6163482.13632787 L 216272.502063192,6163449.51012823 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216105.759313111,6159538.35072477 L 216770.065611896,6159681.28558763 L 216533.881802237,6160252.01474395 L 216105.759313111,6159538.35072477 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215999.640587678,6160759.59103061 L 215215.029712398,6160483.04823562 L 215751.081777303,6160059.95311322 L 215999.640587678,6160759.59103061 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216544.724089525,6157093.5936873 L 216240.644651403,6157229.59697625 L 216215.172230159,6156924.18031635 L 216544.724089525,6157093.5936873 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219790.545114545,6160275.69056274 L 219923.272312791,6160664.29372899 L 219520.487342025,6160588.63859617 L 219790.545114545,6160275.69056274 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215506.808384256,6159149.42975949 L 216230.42179482,6158684.49888885 L 216105.759313111,6159538.35072477 L 215506.808384256,6159149.42975949 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214544.267757131,6157780.45135894 L 214839.286590095,6157880.24648799 L 214489.322205307,6158007.47876373 L 214544.267757131,6157780.45135894 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215730.625562058,6156995.82111734 L 215660.38188352,6157342.08409008 L 215440.228079878,6157015.52218436 L 215730.625562058,6156995.82111734 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213047.050971075,6155120.72222383 L 212803.80887312,6155663.30628287 L 212367.125748037,6155227.43522771 L 213047.050971075,6155120.72222383 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217125.119346625,6157655.4028467 L 216903.520101634,6157683.22974364 L 216833.036492587,6157434.27252596 L 217125.119346625,6157655.4028467 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223151.131246053,6161140.37787557 L 223022.543656371,6161888.32543085 L 222582.870998718,6161485.52408602 L 223151.131246053,6161140.37787557 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216998.003992114,6156678.67407868 L 216708.492736066,6156788.31583656 L 216725.125831001,6156527.8491225 L 216998.003992114,6156678.67407868 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217742.869954924,6156177.99527819 L 217893.021654982,6156389.37957078 L 217672.476318558,6156580.84684331 L 217742.869954924,6156177.99527819 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217381.720506601,6158065.32113998 L 217125.119346625,6157655.4028467 L 217453.378759879,6157573.7508254 L 217381.720506601,6158065.32113998 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216708.492736066,6156788.31583656 L 216450.095048288,6156747.37174217 L 216594.546214156,6156648.92078366 L 216708.492736066,6156788.31583656 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217221.835140003,6156013.74510442 L 216782.466830265,6155689.56691694 L 217364.620050712,6155830.07811473 L 217221.835140003,6156013.74510442 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216782.466830265,6155689.56691694 L 216997.213596472,6156279.54659534 L 216557.945905573,6156239.4867567 L 216782.466830265,6155689.56691694 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216937.997660155,6157033.46201621 L 216708.492736066,6156788.31583656 L 216998.003992114,6156678.67407868 L 216937.997660155,6157033.46201621 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214862.464078635,6154308.94303696 L 214645.288607245,6154674.18809348 L 214248.051067426,6154094.42969678 L 214862.464078635,6154308.94303696 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215924.944660332,6158250.93915557 L 215695.296990665,6158111.17418191 L 215896.028397032,6158030.60947528 L 215924.944660332,6158250.93915557 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219477.125658335,6156616.85604403 L 219680.311218115,6157053.84246865 L 219261.484058021,6156814.8532838 L 219477.125658335,6156616.85604403 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218659.371344728,6156928.67612605 L 218306.900208993,6157025.76865252 L 218448.363292303,6156634.46624341 L 218659.371344728,6156928.67612605 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216937.997660155,6157033.46201621 L 216998.003992114,6156678.67407868 L 217335.694873288,6156901.4952418 L 216937.997660155,6157033.46201621 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221278.270799214,6158633.14532912 L 221818.77119839,6158316.61056625 L 221786.441726136,6159050.51298778 L 221278.270799214,6158633.14532912 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217411.776382339,6156266.14592482 L 216997.213596472,6156279.54659534 L 217221.835140003,6156013.74510442 L 217411.776382339,6156266.14592482 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215218.172737412,6154426.14573568 L 215188.931539895,6154662.71869387 L 214960.545167848,6154595.40438237 L 215218.172737412,6154426.14573568 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218306.900208993,6157025.76865252 L 218245.768323671,6156617.61505339 L 218448.363292303,6156634.46624341 L 218306.900208993,6157025.76865252 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216230.42179482,6158684.49888885 L 216758.284592493,6158180.65709059 L 217067.055902273,6158727.29928539 L 216230.42179482,6158684.49888885 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216903.520101634,6157683.22974364 L 216684.621822658,6157771.83369603 L 216833.036492587,6157434.27252596 L 216903.520101634,6157683.22974364 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217580.70772748,6158571.75349411 L 217626.988480757,6159015.26574166 L 217067.055902273,6158727.29928539 L 217580.70772748,6158571.75349411 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216105.759313111,6159538.35072477 L 216230.42179482,6158684.49888885 L 216677.345882834,6159200.80974471 L 216105.759313111,6159538.35072477 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216903.520101634,6157683.22974364 L 216970.787003265,6157871.31798984 L 216684.621822658,6157771.83369603 L 216903.520101634,6157683.22974364 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216770.065611896,6159681.28558763 L 216105.759313111,6159538.35072477 L 216677.345882834,6159200.80974471 L 216770.065611896,6159681.28558763 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217381.720506601,6158065.32113998 L 217692.679887714,6157731.69520976 L 217911.975655271,6157945.56729092 L 217381.720506601,6158065.32113998 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216625.06250272,6160949.42987144 L 216310.258694715,6161554.2631254 L 215999.640587678,6160759.59103061 L 216625.06250272,6160949.42987144 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218661.753855981,6158816.86038659 L 218753.132056014,6159118.7632966 L 218471.695066908,6159031.87397191 L 218661.753855981,6158816.86038659 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217911.975655271,6157945.56729092 L 217692.679887714,6157731.69520976 L 217961.963853121,6157615.77009448 L 217911.975655271,6157945.56729092 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218535.248120299,6159667.89890033 L 218238.274939086,6159498.26341225 L 218490.409741496,6159313.39022015 L 218535.248120299,6159667.89890033 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218588.960456069,6158096.85429803 L 218525.007918106,6158468.44688827 L 218234.754787612,6158181.03268845 L 218588.960456069,6158096.85429803 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219018.196140425,6158909.37647228 L 219559.538760074,6159038.60035726 L 219063.803392113,6159209.64363707 L 219018.196140425,6158909.37647228 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218299.757547073,6160093.99171084 L 217964.897887796,6160097.44055996 L 218217.455370447,6159810.34015614 L 218299.757547073,6160093.99171084 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218949.691513424,6158042.72583009 L 218692.38762387,6157823.19436565 L 218944.048656699,6157681.65186651 L 218949.691513424,6158042.72583009 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217453.378759879,6157573.7508254 L 217692.679887714,6157731.69520976 L 217381.720506601,6158065.32113998 L 217453.378759879,6157573.7508254 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217942.828512212,6157413.64773504 L 217753.590418037,6157457.86217665 L 217911.004796478,6157184.4443198 L 217942.828512212,6157413.64773504 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217620.894445315,6161108.31613899 L 217165.323065142,6160732.69058209 L 217775.755860042,6160595.05365282 L 217620.894445315,6161108.31613899 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219196.087361848,6156313.16588491 L 219261.484058021,6156814.8532838 L 218905.890361451,6156663.41491547 L 219196.087361848,6156313.16588491 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216230.42179482,6158684.49888885 L 216214.399061682,6157963.49384274 L 216758.284592493,6158180.65709059 L 216230.42179482,6158684.49888885 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218984.273564058,6157090.08892389 L 219261.484058021,6156814.8532838 L 219324.965445425,6157151.67474377 L 218984.273564058,6157090.08892389 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219680.311218115,6157053.84246865 L 220232.666870982,6156668.79303869 L 220159.217674732,6157237.6095955 L 219680.311218115,6157053.84246865 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219680.311218115,6157053.84246865 L 219498.42120815,6157355.35423418 L 219324.965445425,6157151.67474377 L 219680.311218115,6157053.84246865 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220159.217674732,6157237.6095955 L 219807.935073884,6157531.63082609 L 219680.311218115,6157053.84246865 L 220159.217674732,6157237.6095955 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219807.935073884,6157531.63082609 L 219603.506562564,6157809.26282308 L 219478.480223251,6157595.35137219 L 219807.935073884,6157531.63082609 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218692.38762387,6157823.19436565 L 218652.803706177,6157545.22103115 L 218944.048656699,6157681.65186651 L 218692.38762387,6157823.19436565 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213825.807854366,6154953.98063841 L 214645.288607245,6154674.18809348 L 214478.227036906,6155312.05562469 L 213825.807854366,6154953.98063841 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218659.371344728,6156928.67612605 L 218651.131140553,6157229.56081109 L 218306.900208993,6157025.76865252 L 218659.371344728,6156928.67612605 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211598.117642991,6155186.19429982 L 211426.993089602,6154493.06071159 L 212117.883044195,6154553.77315662 L 211598.117642991,6155186.19429982 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221528.846519039,6163509.58339474 L 220931.16794308,6163050.53485641 L 221234.955761959,6162681.4394651 L 221528.846519039,6163509.58339474 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222657.546699163,6159129.53414006 L 221786.441726136,6159050.51298778 L 222213.686495268,6158707.50819226 L 222657.546699163,6159129.53414006 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214854.015877425,6158580.48183197 L 215588.250761425,6158464.86518836 L 215506.808384256,6159149.42975949 L 214854.015877425,6158580.48183197 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222710.551941713,6157657.48090981 L 222831.479571828,6157076.598249 L 223316.948652484,6157425.35188759 L 222710.551941713,6157657.48090981 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220304.522410668,6159812.33493629 L 220346.398425383,6159238.63540135 L 220772.727612044,6159682.17595793 L 220304.522410668,6159812.33493629 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221044.885760427,6157979.38859786 L 221493.99934358,6157309.02500421 L 221671.601877379,6157737.09228703 L 221044.885760427,6157979.38859786 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220346.398425383,6159238.63540135 L 219559.538760074,6159038.60035726 L 220148.468464703,6158721.69396772 L 220346.398425383,6159238.63540135 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220232.666870982,6156668.79303869 L 220744.21795486,6157234.27038954 L 220159.217674732,6157237.6095955 L 220232.666870982,6156668.79303869 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222591.88239974,6158333.31305224 L 223437.258835816,6158713.77083074 L 222657.546699163,6159129.53414006 L 222591.88239974,6158333.31305224 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219175.496835656,6159550.1864052 L 219063.803392113,6159209.64363707 L 219559.538760074,6159038.60035726 L 219175.496835656,6159550.1864052 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219559.538760074,6159038.60035726 L 219189.431058406,6158677.36641515 L 219407.153911344,6158466.53829403 L 219559.538760074,6159038.60035726 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220261.278807881,6160803.07799607 L 220245.213349404,6160315.05633303 L 220498.249753575,6160590.0764403 L 220261.278807881,6160803.07799607 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219897.794949937,6159596.12960384 L 219532.333587103,6159589.94519609 L 219559.538760074,6159038.60035726 L 219897.794949937,6159596.12960384 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220304.522410668,6159812.33493629 L 220772.727612044,6159682.17595793 L 220584.136038175,6160058.91937653 L 220304.522410668,6159812.33493629 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220261.278807881,6160803.07799607 L 219999.594900426,6161064.36222178 L 219923.272312791,6160664.29372899 L 220261.278807881,6160803.07799607 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220323.529128359,6158243.14609681 L 219814.670349468,6158425.54977409 L 219904.222631213,6157970.31721859 L 220323.529128359,6158243.14609681 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218299.757547073,6160093.99171084 L 218359.569300219,6160475.10277209 L 217964.897887796,6160097.44055996 L 218299.757547073,6160093.99171084 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221574.375879837,6160268.07899137 L 221671.002180039,6160736.74351632 L 221426.283949116,6160747.63249252 L 221574.375879837,6160268.07899137 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220697.578550565,6158662.19369981 L 221043.388009406,6159156.85401077 L 220346.398425383,6159238.63540135 L 220697.578550565,6158662.19369981 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221574.375879837,6160268.07899137 L 222314.641655962,6160333.12796695 L 221671.002180039,6160736.74351632 L 221574.375879837,6160268.07899137 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222976.411484951,6159957.88979195 L 222114.670311176,6159735.57032874 L 222657.546699163,6159129.53414006 L 222976.411484951,6159957.88979195 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215616.108189577,6162713.93950164 L 216272.502063192,6163449.51012823 L 215363.230155388,6163482.13632787 L 215616.108189577,6162713.93950164 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212137.360793515,6156402.61966563 L 212430.06440473,6156606.77470237 L 212002.671108396,6156776.08845575 L 212137.360793515,6156402.61966563 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212693.481141364,6153991.76368859 L 212460.009767078,6153275.25290371 L 212904.628505003,6153470.01142746 L 212693.481141364,6153991.76368859 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222114.670311176,6159735.57032874 L 222976.411484951,6159957.88979195 L 222314.641655962,6160333.12796695 L 222114.670311176,6159735.57032874 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223747.629896294,6158035.29206417 L 223437.258835816,6158713.77083074 L 223160.858281694,6158033.04407189 L 223747.629896294,6158035.29206417 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214855.31295695,6153873.91753594 L 215247.413934929,6154189.57277749 L 214862.464078635,6154308.94303696 L 214855.31295695,6153873.91753594 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223316.948652484,6157425.35188759 L 223160.858281694,6158033.04407189 L 222710.551941713,6157657.48090981 L 223316.948652484,6157425.35188759 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219477.125658335,6156616.85604403 L 219261.484058021,6156814.8532838 L 219196.087361848,6156313.16588491 L 219477.125658335,6156616.85604403 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217136.791621163,6162822.52605171 L 216314.890174346,6162429.11086 L 216857.480720592,6162066.24553114 L 217136.791621163,6162822.52605171 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220787.599356104,6160548.84160774 L 221136.426654237,6160497.36635833 L 220914.790050012,6160770.39191209 L 220787.599356104,6160548.84160774 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219779.385083915,6163237.54258912 L 220659.754102296,6163705.32493004 L 219660.77791946,6163930.31956582 L 219779.385083915,6163237.54258912 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217116.040809902,6161448.46925658 L 217620.894445315,6161108.31613899 L 217823.707437247,6161651.38181557 L 217116.040809902,6161448.46925658 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218112.578776062,6162395.26619378 L 217136.791621163,6162822.52605171 L 217409.33642282,6162076.79071208 L 218112.578776062,6162395.26619378 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218897.413992427,6161327.96713196 L 218459.848374508,6161765.53274988 L 218223.397415903,6161113.80272346 L 218897.413992427,6161327.96713196 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217409.33642282,6162076.79071208 L 217823.707437247,6161651.38181557 L 218112.578776062,6162395.26619378 L 217409.33642282,6162076.79071208 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217136.791621163,6162822.52605171 L 218112.578776062,6162395.26619378 L 217826.315557184,6163323.65144972 L 217136.791621163,6162822.52605171 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212914.88339843,6158366.55072644 L 213396.389090446,6158047.28093632 L 213339.143877772,6158570.04687561 L 212914.88339843,6158366.55072644 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216314.890174346,6162429.11086 L 215696.139991968,6161968.13245347 L 216310.258694715,6161554.2631254 L 216314.890174346,6162429.11086 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214442.94919929,6155899.78999571 L 214857.756379308,6155728.92723105 L 214711.998756947,6156217.20271385 L 214442.94919929,6155899.78999571 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219520.487342025,6160588.63859617 L 219722.26449441,6160938.75707331 L 219196.087361848,6160966.46791368 L 219520.487342025,6160588.63859617 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212137.360793515,6156402.61966563 L 212002.671108396,6156776.08845575 L 211813.043112547,6156510.54662664 L 212137.360793515,6156402.61966563 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216310.258694715,6161554.2631254 L 215562.426817701,6161258.76365349 L 215999.640587678,6160759.59103061 L 216310.258694715,6161554.2631254 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219679.294336499,6162132.83788212 L 219432.209410888,6161872.34709722 L 219741.621037347,6161790.56876783 L 219679.294336499,6162132.83788212 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219269.470112307,6162069.96268542 L 219432.209410888,6161872.34709722 L 219679.294336499,6162132.83788212 L 219269.470112307,6162069.96268542 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219679.294336499,6162132.83788212 L 220000.56909369,6161880.25430408 L 220107.371276098,6162290.43623137 L 219679.294336499,6162132.83788212 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219365.088918175,6162808.50437634 L 219779.385083915,6163237.54258912 L 219288.43937147,6163196.34920053 L 219365.088918175,6162808.50437634 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218626.267077184,6160873.02145399 L 218742.247260596,6160595.84776969 L 218908.419290182,6160852.16791609 L 218626.267077184,6160873.02145399 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211948.370683191,6155685.28608473 L 212367.125748037,6155227.43522771 L 212360.489505024,6155710.46062349 L 211948.370683191,6155685.28608473 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217214.578876771,6164499.42751662 L 217506.554749456,6163895.7237049 L 218210.804294712,6164262.55008703 L 217214.578876771,6164499.42751662 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216230.42179482,6158684.49888885 L 217067.055902273,6158727.29928539 L 216677.345882834,6159200.80974471 L 216230.42179482,6158684.49888885 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220261.278807881,6160803.07799607 L 219923.272312791,6160664.29372899 L 220245.213349404,6160315.05633303 L 220261.278807881,6160803.07799607 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216272.502063192,6163449.51012823 L 216578.604970663,6164492.79835736 L 215733.477985935,6164188.97309528 L 216272.502063192,6163449.51012823 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220697.578550565,6158662.19369981 L 221278.270799214,6158633.14532912 L 221043.388009406,6159156.85401077 L 220697.578550565,6158662.19369981 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213706.031237969,6154316.88341389 L 213825.807854366,6154953.98063841 L 213245.25667879,6154467.82531538 L 213706.031237969,6154316.88341389 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212727.578562016,6156048.985806 L 212777.698015255,6156426.95051733 L 212459.307332716,6156243.60103557 L 212727.578562016,6156048.985806 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217136.791621163,6162822.52605171 L 217164.389580285,6164017.06858541 L 216272.502063192,6163449.51012823 L 217136.791621163,6162822.52605171 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218469.832761019,6162898.83477813 L 218725.502311582,6162659.44012859 L 218937.718907411,6162970.79376931 L 218469.832761019,6162898.83477813 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219288.43937147,6163196.34920053 L 218937.718907411,6162970.79376931 L 219365.088918175,6162808.50437634 L 219288.43937147,6163196.34920053 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218661.801736625,6164155.31420159 L 218064.498077104,6163466.9485874 L 218691.83347789,6163431.89426131 L 218661.801736625,6164155.31420159 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219042.163573348,6163380.48809504 L 218974.98578313,6163718.98611032 L 218691.83347789,6163431.89426131 L 219042.163573348,6163380.48809504 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218661.801736625,6164155.31420159 L 218974.98578313,6163718.98611032 L 219161.289828043,6164042.8168837 L 218661.801736625,6164155.31420159 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219161.289828043,6164042.8168837 L 218974.98578313,6163718.98611032 L 219317.840271369,6163584.41708412 L 219161.289828043,6164042.8168837 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220376.450676748,6162821.19538259 L 220514.299318747,6162312.71035911 L 220855.832614909,6162535.13107661 L 220376.450676748,6162821.19538259 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219175.496835656,6159550.1864052 L 219532.333587103,6159589.94519609 L 219365.177313864,6159850.27482536 L 219175.496835656,6159550.1864052 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218626.267077184,6160873.02145399 L 218359.569300219,6160475.10277209 L 218742.247260596,6160595.84776969 L 218626.267077184,6160873.02145399 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216427.002450603,6157497.90929847 L 216043.999707727,6157494.5988159 L 216240.644651403,6157229.59697625 L 216427.002450603,6157497.90929847 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215218.172737412,6154426.14573568 L 214960.545167848,6154595.40438237 L 214862.464078635,6154308.94303696 L 215218.172737412,6154426.14573568 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216272.502063192,6163449.51012823 L 217164.389580285,6164017.06858541 L 216578.604970663,6164492.79835736 L 216272.502063192,6163449.51012823 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212942.105276519,6157117.7796796 L 212827.817468493,6156804.91522867 L 213042.786173882,6156939.30108082 L 212942.105276519,6157117.7796796 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220261.278807881,6160803.07799607 L 220323.08515477,6161234.25808924 L 219999.594900426,6161064.36222178 L 220261.278807881,6160803.07799607 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220323.08515477,6161234.25808924 L 220227.119186989,6161601.61543441 L 219961.736551793,6161487.13392238 L 220323.08515477,6161234.25808924 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219999.594900426,6161064.36222178 L 219722.26449441,6160938.75707331 L 219923.272312791,6160664.29372899 L 219999.594900426,6161064.36222178 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213652.114241629,6157467.40291158 L 213924.768657378,6157494.66835315 L 213739.204676785,6157761.49602243 L 213652.114241629,6157467.40291158 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220286.26927213,6161978.93139664 L 220000.56909369,6161880.25430408 L 220227.119186989,6161601.61543441 L 220286.26927213,6161978.93139664 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218064.498077104,6163466.9485874 L 218210.804294712,6164262.55008703 L 217506.554749456,6163895.7237049 L 218064.498077104,6163466.9485874 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220261.278807881,6160803.07799607 L 220578.099889196,6160950.30862382 L 220323.08515477,6161234.25808924 L 220261.278807881,6160803.07799607 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223728.727172704,6160850.38513341 L 224171.617336507,6161306.74316874 L 223631.448229972,6161592.46081491 L 223728.727172704,6160850.38513341 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219807.935073884,6157531.63082609 L 220330.73746343,6157699.42492415 L 219904.222631213,6157970.31721859 L 219807.935073884,6157531.63082609 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223151.131246053,6161140.37787557 L 223728.727172704,6160850.38513341 L 223631.448229972,6161592.46081491 L 223151.131246053,6161140.37787557 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223631.448229972,6161592.46081491 L 224171.617336507,6161306.74316874 L 224082.14080953,6161938.49796029 L 223631.448229972,6161592.46081491 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222213.686495268,6158707.50819226 L 221818.77119839,6158316.61056625 L 222591.88239974,6158333.31305224 L 222213.686495268,6158707.50819226 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220744.21795486,6157234.27038954 L 221493.99934358,6157309.02500421 L 221044.885760427,6157979.38859786 L 220744.21795486,6157234.27038954 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217672.476318558,6156580.84684331 L 217411.776382339,6156266.14592482 L 217742.869954924,6156177.99527819 L 217672.476318558,6156580.84684331 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220107.371276098,6162290.43623137 L 220376.450676748,6162821.19538259 L 219787.344125281,6162616.68741656 L 220107.371276098,6162290.43623137 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222710.551941713,6157657.48090981 L 222217.705608628,6157301.37469783 L 222831.479571828,6157076.598249 L 222710.551941713,6157657.48090981 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223022.543656371,6161888.32543085 L 223631.448229972,6161592.46081491 L 223632.529158668,6162430.43532057 L 223022.543656371,6161888.32543085 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219787.344125281,6162616.68741656 L 219679.294336499,6162132.83788212 L 220107.371276098,6162290.43623137 L 219787.344125281,6162616.68741656 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215188.931539895,6154662.71869387 L 214887.868876053,6154905.02635186 L 214960.545167848,6154595.40438237 L 215188.931539895,6154662.71869387 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215215.029712398,6160483.04823562 L 215562.426817701,6161258.76365349 L 214916.999056511,6161125.60143033 L 215215.029712398,6160483.04823562 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221635.713791149,6162750.33997598 L 222397.938935781,6163313.84185944 L 221528.846519039,6163509.58339474 L 221635.713791149,6162750.33997598 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220659.754102296,6163705.32493004 L 220931.16794308,6163050.53485641 L 221528.846519039,6163509.58339474 L 220659.754102296,6163705.32493004 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221234.955761959,6162681.4394651 L 221635.713791149,6162750.33997598 L 221528.846519039,6163509.58339474 L 221234.955761959,6162681.4394651 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215588.250761425,6158464.86518836 L 215317.790284322,6158012.62842789 L 215695.296990665,6158111.17418191 L 215588.250761425,6158464.86518836 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220855.832614909,6162535.13107661 L 221234.955761959,6162681.4394651 L 220931.16794308,6163050.53485641 L 220855.832614909,6162535.13107661 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222766.777454204,6162588.3378503 L 222397.938935781,6163313.84185944 L 222026.729155452,6162637.36017415 L 222766.777454204,6162588.3378503 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223022.543656371,6161888.32543085 L 222370.504850611,6162092.81663775 L 222582.870998718,6161485.52408602 L 223022.543656371,6161888.32543085 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218448.363292303,6156634.46624341 L 218905.890361451,6156663.41491547 L 218659.371344728,6156928.67612605 L 218448.363292303,6156634.46624341 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223632.529158668,6162430.43532057 L 223652.971152095,6163069.34312036 L 223150.418968344,6163167.24767902 L 223632.529158668,6162430.43532057 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221378.479355914,6159674.19917848 L 221786.441726136,6159050.51298778 L 222114.670311176,6159735.57032874 L 221378.479355914,6159674.19917848 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222026.729155452,6162637.36017415 L 222397.938935781,6163313.84185944 L 221635.713791149,6162750.33997598 L 222026.729155452,6162637.36017415 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216230.42179482,6158684.49888885 L 215924.944660332,6158250.93915557 L 216214.399061682,6157963.49384274 L 216230.42179482,6158684.49888885 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220107.371276098,6162290.43623137 L 220000.56909369,6161880.25430408 L 220286.26927213,6161978.93139664 L 220107.371276098,6162290.43623137 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213466.699876995,6157678.43895723 L 213379.459825881,6157440.13747 L 213652.114241629,6157467.40291158 L 213466.699876995,6157678.43895723 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220855.832614909,6162535.13107661 L 220931.16794308,6163050.53485641 L 220376.450676748,6162821.19538259 L 220855.832614909,6162535.13107661 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222976.411484951,6159957.88979195 L 222657.546699163,6159129.53414006 L 223482.371543612,6159408.11035235 L 222976.411484951,6159957.88979195 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219961.736551793,6161487.13392238 L 219634.293094815,6161580.26860057 L 219805.859889859,6161258.6000753 L 219961.736551793,6161487.13392238 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220584.136038175,6160058.91937653 L 220978.991899256,6160151.82399049 L 220618.886895649,6160332.97740119 L 220584.136038175,6160058.91937653 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213890.410080064,6155906.25878309 L 213825.807854366,6154953.98063841 L 214478.227036906,6155312.05562469 L 213890.410080064,6155906.25878309 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221855.852476104,6157305.19985102 L 222144.406269669,6157775.18545022 L 221671.601877379,6157737.09228703 L 221855.852476104,6157305.19985102 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216758.284592493,6158180.65709059 L 216214.399061682,6157963.49384274 L 216684.621822658,6157771.83369603 L 216758.284592493,6158180.65709059 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220323.529128359,6158243.14609681 L 221044.885760427,6157979.38859786 L 220697.578550565,6158662.19369981 L 220323.529128359,6158243.14609681 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213825.807854366,6154953.98063841 L 213047.050971075,6155120.72222383 L 213245.25667879,6154467.82531538 L 213825.807854366,6154953.98063841 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218112.578776062,6162395.26619378 L 217823.707437247,6161651.38181557 L 218459.848374508,6161765.53274988 L 218112.578776062,6162395.26619378 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217823.707437247,6161651.38181557 L 217409.33642282,6162076.79071208 L 217116.040809902,6161448.46925658 L 217823.707437247,6161651.38181557 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220245.213349404,6160315.05633303 L 220584.136038175,6160058.91937653 L 220618.886895649,6160332.97740119 L 220245.213349404,6160315.05633303 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220787.599356104,6160548.84160774 L 220914.790050012,6160770.39191209 L 220578.099889196,6160950.30862382 L 220787.599356104,6160548.84160774 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221574.375879837,6160268.07899137 L 221136.426654237,6160497.36635833 L 220978.991899256,6160151.82399049 L 221574.375879837,6160268.07899137 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221136.426654237,6160497.36635833 L 221426.283949116,6160747.63249252 L 220914.790050012,6160770.39191209 L 221136.426654237,6160497.36635833 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221574.375879837,6160268.07899137 L 221378.479355914,6159674.19917848 L 222114.670311176,6159735.57032874 L 221574.375879837,6160268.07899137 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220978.991899256,6160151.82399049 L 220787.599356104,6160548.84160774 L 220618.886895649,6160332.97740119 L 220978.991899256,6160151.82399049 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221574.375879837,6160268.07899137 L 221426.283949116,6160747.63249252 L 221136.426654237,6160497.36635833 L 221574.375879837,6160268.07899137 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214887.510946042,6156930.18183028 L 214587.151043726,6157057.72822583 L 214710.701593741,6156824.70785235 L 214887.510946042,6156930.18183028 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214887.510946042,6156930.18183028 L 214885.560398179,6157313.2762688 L 214587.151043726,6157057.72822583 L 214887.510946042,6156930.18183028 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214710.701593741,6156824.70785235 L 214566.241134585,6156705.47819666 L 214801.887214453,6156605.44357744 L 214710.701593741,6156824.70785235 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214355.1314485,6157199.83285623 L 214234.80064308,6156881.42197668 L 214587.151043726,6157057.72822583 L 214355.1314485,6157199.83285623 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214710.701593741,6156824.70785235 L 214587.151043726,6157057.72822583 L 214566.241134585,6156705.47819666 L 214710.701593741,6156824.70785235 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213890.410080064,6155906.25878309 L 214276.353561516,6156334.50563565 L 213811.720510359,6156396.8821934 L 213890.410080064,6155906.25878309 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214711.998756947,6156217.20271385 L 214276.353561516,6156334.50563565 L 214442.94919929,6155899.78999571 L 214711.998756947,6156217.20271385 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214887.510946042,6156930.18183028 L 214801.887214453,6156605.44357744 L 215202.464283731,6156718.24463103 L 214887.510946042,6156930.18183028 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214710.701593741,6156824.70785235 L 214801.887214453,6156605.44357744 L 214887.510946042,6156930.18183028 L 214710.701593741,6156824.70785235 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215202.464283731,6156718.24463103 L 215126.561294869,6156467.6154921 L 215383.5869513,6156303.20100022 L 215202.464283731,6156718.24463103 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215971.908471111,6157137.67628603 L 216043.999707727,6157494.5988159 L 215660.38188352,6157342.08409008 L 215971.908471111,6157137.67628603 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215640.61260773,6156138.78650835 L 216205.450054224,6155910.7477512 L 216143.019932721,6156497.06703096 L 215640.61260773,6156138.78650835 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215440.228079878,6157015.52218436 L 215137.237607823,6157061.69138369 L 215202.464283731,6156718.24463103 L 215440.228079878,6157015.52218436 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214885.560398179,6157313.2762688 L 214470.077488875,6157549.1992363 L 214587.151043726,6157057.72822583 L 214885.560398179,6157313.2762688 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214234.80064308,6156881.42197668 L 214355.1314485,6157199.83285623 L 214128.490602682,6157310.98217414 L 214234.80064308,6156881.42197668 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215640.137357815,6156644.05775981 L 215440.228079878,6157015.52218436 L 215202.464283731,6156718.24463103 L 215640.137357815,6156644.05775981 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215383.5869513,6156303.20100022 L 215640.137357815,6156644.05775981 L 215202.464283731,6156718.24463103 L 215383.5869513,6156303.20100022 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215640.137357815,6156644.05775981 L 215940.225383462,6156839.76132878 L 215730.625562058,6156995.82111734 L 215640.137357815,6156644.05775981 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217207.465563932,6157304.36233947 L 217335.694873288,6156901.4952418 L 217558.867089391,6157227.67733639 L 217207.465563932,6157304.36233947 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216427.002450603,6157497.90929847 L 216544.724089525,6157093.5936873 L 216833.036492587,6157434.27252596 L 216427.002450603,6157497.90929847 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223022.543656371,6161888.32543085 L 222766.777454204,6162588.3378503 L 222370.504850611,6162092.81663775 L 223022.543656371,6161888.32543085 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222397.938935781,6163313.84185944 L 222766.777454204,6162588.3378503 L 223150.418968344,6163167.24767902 L 222397.938935781,6163313.84185944 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219662.910955132,6159914.0483858 L 219790.545114545,6160275.69056274 L 219410.578623395,6160189.02554061 L 219662.910955132,6159914.0483858 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220245.213349404,6160315.05633303 L 219980.299350552,6159982.72136005 L 220304.522410668,6159812.33493629 L 220245.213349404,6160315.05633303 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218880.303597344,6158594.36291984 L 219080.989497415,6158377.45988427 L 219189.431058406,6158677.36641515 L 218880.303597344,6158594.36291984 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218525.007918106,6158468.44688827 L 218661.753855981,6158816.86038659 L 218320.909395437,6158777.67223816 L 218525.007918106,6158468.44688827 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223160.858281694,6158033.04407189 L 223316.948652484,6157425.35188759 L 223747.629896294,6158035.29206417 L 223160.858281694,6158033.04407189 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222591.88239974,6158333.31305224 L 221818.77119839,6158316.61056625 L 222144.406269669,6157775.18545022 L 222591.88239974,6158333.31305224 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218692.38762387,6157823.19436565 L 218949.691513424,6158042.72583009 L 218588.960456069,6158096.85429803 L 218692.38762387,6157823.19436565 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218886.562169526,6157398.16451668 L 218944.048656699,6157681.65186651 L 218652.803706177,6157545.22103115 L 218886.562169526,6157398.16451668 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217620.894445315,6161108.31613899 L 218223.397415903,6161113.80272346 L 217823.707437247,6161651.38181557 L 217620.894445315,6161108.31613899 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216625.06250272,6160949.42987144 L 215999.640587678,6160759.59103061 L 216533.881802237,6160252.01474395 L 216625.06250272,6160949.42987144 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216770.065611896,6159681.28558763 L 216677.345882834,6159200.80974471 L 217213.041051567,6159372.44381229 L 216770.065611896,6159681.28558763 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217964.897887796,6160097.44055996 L 217816.129429667,6159567.0166877 L 218217.455370447,6159810.34015614 L 217964.897887796,6160097.44055996 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223632.529158668,6162430.43532057 L 223631.448229972,6161592.46081491 L 224082.14080953,6161938.49796029 L 223632.529158668,6162430.43532057 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223022.543656371,6161888.32543085 L 223151.131246053,6161140.37787557 L 223631.448229972,6161592.46081491 L 223022.543656371,6161888.32543085 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211951.445124963,6157057.00755047 L 212227.47888044,6157290.17523676 L 211928.67197923,6157352.12089064 L 211951.445124963,6157057.00755047 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212227.47888044,6157290.17523676 L 212375.531709994,6156986.47331122 L 212502.559960579,6157258.56071993 L 212227.47888044,6157290.17523676 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215695.296990665,6158111.17418191 L 215749.193759232,6157796.79405488 L 215896.028397032,6158030.60947528 L 215695.296990665,6158111.17418191 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215317.790284322,6158012.62842789 L 215749.193759232,6157796.79405488 L 215695.296990665,6158111.17418191 L 215317.790284322,6158012.62842789 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216230.42179482,6158684.49888885 L 215588.250761425,6158464.86518836 L 215924.944660332,6158250.93915557 L 216230.42179482,6158684.49888885 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215588.250761425,6158464.86518836 L 215695.296990665,6158111.17418191 L 215924.944660332,6158250.93915557 L 215588.250761425,6158464.86518836 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215660.38188352,6157342.08409008 L 215749.193759232,6157796.79405488 L 215416.02494335,6157622.92769233 L 215660.38188352,6157342.08409008 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216214.399061682,6157963.49384274 L 215749.193759232,6157796.79405488 L 216043.999707727,6157494.5988159 L 216214.399061682,6157963.49384274 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216857.480720592,6162066.24553114 L 216314.890174346,6162429.11086 L 216310.258694715,6161554.2631254 L 216857.480720592,6162066.24553114 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216625.06250272,6160949.42987144 L 217116.040809902,6161448.46925658 L 216310.258694715,6161554.2631254 L 216625.06250272,6160949.42987144 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220376.450676748,6162821.19538259 L 219779.385083915,6163237.54258912 L 219787.344125281,6162616.68741656 L 220376.450676748,6162821.19538259 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219416.473937006,6162409.60762057 L 219365.088918175,6162808.50437634 L 218981.171862145,6162420.04547905 L 219416.473937006,6162409.60762057 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219980.299350552,6159982.72136005 L 220245.213349404,6160315.05633303 L 219790.545114545,6160275.69056274 L 219980.299350552,6159982.72136005 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220618.886895649,6160332.97740119 L 220787.599356104,6160548.84160774 L 220498.249753575,6160590.0764403 L 220618.886895649,6160332.97740119 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211691.422367769,6156239.7600243 L 211889.040908662,6156025.5856883 L 211941.657664199,6156242.86986306 L 211691.422367769,6156239.7600243 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211686.332689651,6155924.175159 L 211948.370683191,6155685.28608473 L 211889.040908662,6156025.5856883 L 211686.332689651,6155924.175159 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217961.963853121,6157615.77009448 L 217692.679887714,6157731.69520976 L 217753.590418037,6157457.86217665 L 217961.963853121,6157615.77009448 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217942.828512212,6157413.64773504 L 217911.004796478,6157184.4443198 L 218144.217299036,6157396.38595493 L 217942.828512212,6157413.64773504 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216314.890174346,6162429.11086 L 215616.108189577,6162713.93950164 L 215696.139991968,6161968.13245347 L 216314.890174346,6162429.11086 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215136.662913925,6162190.77008227 L 215696.139991968,6161968.13245347 L 215616.108189577,6162713.93950164 L 215136.662913925,6162190.77008227 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222114.670311176,6159735.57032874 L 222314.641655962,6160333.12796695 L 221574.375879837,6160268.07899137 L 222114.670311176,6159735.57032874 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222657.546699163,6159129.53414006 L 222114.670311176,6159735.57032874 L 221786.441726136,6159050.51298778 L 222657.546699163,6159129.53414006 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218217.455370447,6159810.34015614 L 218449.453184682,6159936.77659239 L 218299.757547073,6160093.99171084 L 218217.455370447,6159810.34015614 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217816.129429667,6159567.0166877 L 218131.221768431,6159132.10294733 L 218238.274939086,6159498.26341225 L 217816.129429667,6159567.0166877 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218897.413992427,6161327.96713196 L 218626.267077184,6160873.02145399 L 218908.419290182,6160852.16791609 L 218897.413992427,6161327.96713196 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218753.132056014,6159118.7632966 L 218811.689487052,6159430.71447602 L 218490.409741496,6159313.39022015 L 218753.132056014,6159118.7632966 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218811.689487052,6159430.71447602 L 218535.248120299,6159667.89890033 L 218490.409741496,6159313.39022015 L 218811.689487052,6159430.71447602 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219079.850552576,6160497.35991158 L 219043.854914905,6160007.68180752 L 219410.578623395,6160189.02554061 L 219079.850552576,6160497.35991158 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219520.487342025,6160588.63859617 L 219079.850552576,6160497.35991158 L 219410.578623395,6160189.02554061 L 219520.487342025,6160588.63859617 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218299.757547073,6160093.99171084 L 218506.69878487,6160149.78950829 L 218359.569300219,6160475.10277209 L 218299.757547073,6160093.99171084 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218131.221768431,6159132.10294733 L 217816.129429667,6159567.0166877 L 217626.988480757,6159015.26574166 L 218131.221768431,6159132.10294733 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218320.909395437,6158777.67223816 L 218181.723778319,6158495.62678654 L 218525.007918106,6158468.44688827 L 218320.909395437,6158777.67223816 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219961.736551793,6161487.13392238 L 219805.859889859,6161258.6000753 L 219999.594900426,6161064.36222178 L 219961.736551793,6161487.13392238 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220000.56909369,6161880.25430408 L 219961.736551793,6161487.13392238 L 220227.119186989,6161601.61543441 L 220000.56909369,6161880.25430408 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216997.213596472,6156279.54659534 L 216725.125831001,6156527.8491225 L 216557.945905573,6156239.4867567 L 216997.213596472,6156279.54659534 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216998.003992114,6156678.67407868 L 216997.213596472,6156279.54659534 L 217283.084537105,6156541.3461765 L 216998.003992114,6156678.67407868 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211198.224499893,6153768.39133792 L 211068.501175313,6153123.8501268 L 211579.965314294,6153100.4314476 L 211198.224499893,6153768.39133792 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215440.228079878,6157015.52218436 L 215270.311262022,6157331.232306 L 215137.237607823,6157061.69138369 L 215440.228079878,6157015.52218436 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215082.234091379,6157631.88812609 L 215270.311262022,6157331.232306 L 215416.02494335,6157622.92769233 L 215082.234091379,6157631.88812609 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213396.389090446,6158047.28093632 L 213836.905780932,6158046.86511414 L 213786.683470809,6158391.14846654 L 213396.389090446,6158047.28093632 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214158.349981676,6157834.31987317 L 213836.905780932,6158046.86511414 L 213739.204676785,6157761.49602243 L 214158.349981676,6157834.31987317 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221044.885760427,6157979.38859786 L 220330.73746343,6157699.42492415 L 220744.21795486,6157234.27038954 L 221044.885760427,6157979.38859786 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219807.935073884,6157531.63082609 L 219904.222631213,6157970.31721859 L 219603.506562564,6157809.26282308 L 219807.935073884,6157531.63082609 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212693.481141364,6153991.76368859 L 211927.42112651,6153751.88108943 L 212460.009767078,6153275.25290371 L 212693.481141364,6153991.76368859 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213505.00935131,6153751.2980049 L 212693.481141364,6153991.76368859 L 212904.628505003,6153470.01142746 L 213505.00935131,6153751.2980049 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214488.098919549,6162270.41615517 L 214869.970631973,6161766.25419988 L 215136.662913925,6162190.77008227 L 214488.098919549,6162270.41615517 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214623.123589079,6163105.9446342 L 214251.953956276,6162820.51794077 L 214913.197558195,6162763.95519486 L 214623.123589079,6163105.9446342 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216143.019932721,6156497.06703096 L 216215.172230159,6156924.18031635 L 215940.225383462,6156839.76132878 L 216143.019932721,6156497.06703096 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216240.644651403,6157229.59697625 L 215971.908471111,6157137.67628603 L 216215.172230159,6156924.18031635 L 216240.644651403,6157229.59697625 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215640.61260773,6156138.78650835 L 216143.019932721,6156497.06703096 L 215640.137357815,6156644.05775981 L 215640.61260773,6156138.78650835 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216494.201989512,6156532.13993466 L 216725.125831001,6156527.8491225 L 216594.546214156,6156648.92078366 L 216494.201989512,6156532.13993466 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215730.625562058,6156995.82111734 L 215940.225383462,6156839.76132878 L 215971.908471111,6157137.67628603 L 215730.625562058,6156995.82111734 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215640.137357815,6156644.05775981 L 216143.019932721,6156497.06703096 L 215940.225383462,6156839.76132878 L 215640.137357815,6156644.05775981 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216143.019932721,6156497.06703096 L 216494.201989512,6156532.13993466 L 216450.095048288,6156747.37174217 L 216143.019932721,6156497.06703096 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216544.724089525,6157093.5936873 L 216708.492736066,6156788.31583656 L 216937.997660155,6157033.46201621 L 216544.724089525,6157093.5936873 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216143.019932721,6156497.06703096 L 216205.450054224,6155910.7477512 L 216557.945905573,6156239.4867567 L 216143.019932721,6156497.06703096 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216557.945905573,6156239.4867567 L 216205.450054224,6155910.7477512 L 216782.466830265,6155689.56691694 L 216557.945905573,6156239.4867567 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216143.019932721,6156497.06703096 L 216557.945905573,6156239.4867567 L 216494.201989512,6156532.13993466 L 216143.019932721,6156497.06703096 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216725.125831001,6156527.8491225 L 216494.201989512,6156532.13993466 L 216557.945905573,6156239.4867567 L 216725.125831001,6156527.8491225 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217626.988480757,6159015.26574166 L 217213.041051567,6159372.44381229 L 217067.055902273,6158727.29928539 L 217626.988480757,6159015.26574166 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217319.96440546,6160042.62279075 L 217213.041051567,6159372.44381229 L 217816.129429667,6159567.0166877 L 217319.96440546,6160042.62279075 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219741.621037347,6161790.56876783 L 219961.736551793,6161487.13392238 L 220000.56909369,6161880.25430408 L 219741.621037347,6161790.56876783 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219741.621037347,6161790.56876783 L 219432.209410888,6161872.34709722 L 219634.293094815,6161580.26860057 L 219741.621037347,6161790.56876783 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219269.470112307,6162069.96268542 L 219679.294336499,6162132.83788212 L 219416.473937006,6162409.60762057 L 219269.470112307,6162069.96268542 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220000.56909369,6161880.25430408 L 219679.294336499,6162132.83788212 L 219741.621037347,6161790.56876783 L 220000.56909369,6161880.25430408 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219416.473937006,6162409.60762057 L 219679.294336499,6162132.83788212 L 219787.344125281,6162616.68741656 L 219416.473937006,6162409.60762057 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219365.088918175,6162808.50437634 L 219416.473937006,6162409.60762057 L 219787.344125281,6162616.68741656 L 219365.088918175,6162808.50437634 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218981.171862145,6162420.04547905 L 219269.470112307,6162069.96268542 L 219416.473937006,6162409.60762057 L 218981.171862145,6162420.04547905 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218064.498077104,6163466.9485874 L 218661.801736625,6164155.31420159 L 218210.804294712,6164262.55008703 L 218064.498077104,6163466.9485874 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218469.832761019,6162898.83477813 L 218937.718907411,6162970.79376931 L 218691.83347789,6163431.89426131 L 218469.832761019,6162898.83477813 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219317.840271369,6163584.41708412 L 218974.98578313,6163718.98611032 L 219042.163573348,6163380.48809504 L 219317.840271369,6163584.41708412 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218661.801736625,6164155.31420159 L 218691.83347789,6163431.89426131 L 218974.98578313,6163718.98611032 L 218661.801736625,6164155.31420159 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218064.498077104,6163466.9485874 L 218469.832761019,6162898.83477813 L 218691.83347789,6163431.89426131 L 218064.498077104,6163466.9485874 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218691.83347789,6163431.89426131 L 218937.718907411,6162970.79376931 L 219042.163573348,6163380.48809504 L 218691.83347789,6163431.89426131 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219660.77791946,6163930.31956582 L 219161.289828043,6164042.8168837 L 219317.840271369,6163584.41708412 L 219660.77791946,6163930.31956582 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219779.385083915,6163237.54258912 L 219660.77791946,6163930.31956582 L 219317.840271369,6163584.41708412 L 219779.385083915,6163237.54258912 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219288.43937147,6163196.34920053 L 219779.385083915,6163237.54258912 L 219317.840271369,6163584.41708412 L 219288.43937147,6163196.34920053 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219787.344125281,6162616.68741656 L 219779.385083915,6163237.54258912 L 219365.088918175,6162808.50437634 L 219787.344125281,6162616.68741656 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220659.754102296,6163705.32493004 L 219779.385083915,6163237.54258912 L 220376.450676748,6162821.19538259 L 220659.754102296,6163705.32493004 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219288.43937147,6163196.34920053 L 219042.163573348,6163380.48809504 L 218937.718907411,6162970.79376931 L 219288.43937147,6163196.34920053 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219365.088918175,6162808.50437634 L 218937.718907411,6162970.79376931 L 218981.171862145,6162420.04547905 L 219365.088918175,6162808.50437634 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218981.171862145,6162420.04547905 L 218937.718907411,6162970.79376931 L 218725.502311582,6162659.44012859 L 218981.171862145,6162420.04547905 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212785.410695445,6157391.22748342 L 212502.559960579,6157258.56071993 L 212686.685022268,6157111.79128456 L 212785.410695445,6157391.22748342 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212227.47888044,6157290.17523676 L 212502.559960579,6157258.56071993 L 212437.693494665,6157513.13628371 L 212227.47888044,6157290.17523676 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211598.117642991,6155186.19429982 L 212367.125748037,6155227.43522771 L 211948.370683191,6155685.28608473 L 211598.117642991,6155186.19429982 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213047.050971075,6155120.72222383 L 212367.125748037,6155227.43522771 L 212694.159516687,6154672.30392245 L 213047.050971075,6155120.72222383 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211927.42112651,6153751.88108943 L 212117.883044195,6154553.77315662 L 211426.993089602,6154493.06071159 L 211927.42112651,6153751.88108943 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212367.125748037,6155227.43522771 L 212117.883044195,6154553.77315662 L 212694.159516687,6154672.30392245 L 212367.125748037,6155227.43522771 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216770.065611896,6159681.28558763 L 217319.96440546,6160042.62279075 L 216533.881802237,6160252.01474395 L 216770.065611896,6159681.28558763 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217116.040809902,6161448.46925658 L 216625.06250272,6160949.42987144 L 217165.323065142,6160732.69058209 L 217116.040809902,6161448.46925658 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215999.640587678,6160759.59103061 L 215751.081777303,6160059.95311322 L 216533.881802237,6160252.01474395 L 215999.640587678,6160759.59103061 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217319.96440546,6160042.62279075 L 217165.323065142,6160732.69058209 L 216533.881802237,6160252.01474395 L 217319.96440546,6160042.62279075 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219196.087361848,6160966.46791368 L 218897.413992427,6161327.96713196 L 218908.419290182,6160852.16791609 L 219196.087361848,6160966.46791368 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219790.545114545,6160275.69056274 L 219520.487342025,6160588.63859617 L 219410.578623395,6160189.02554061 L 219790.545114545,6160275.69056274 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219079.850552576,6160497.35991158 L 219196.087361848,6160966.46791368 L 218908.419290182,6160852.16791609 L 219079.850552576,6160497.35991158 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218736.708238708,6160281.26855164 L 219079.850552576,6160497.35991158 L 218742.247260596,6160595.84776969 L 218736.708238708,6160281.26855164 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218850.890944264,6159723.67234412 L 219043.854914905,6160007.68180752 L 218687.299815633,6159961.29311658 L 218850.890944264,6159723.67234412 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219175.496835656,6159550.1864052 L 219559.538760074,6159038.60035726 L 219532.333587103,6159589.94519609 L 219175.496835656,6159550.1864052 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219043.854914905,6160007.68180752 L 219365.177313864,6159850.27482536 L 219410.578623395,6160189.02554061 L 219043.854914905,6160007.68180752 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219410.578623395,6160189.02554061 L 219365.177313864,6159850.27482536 L 219662.910955132,6159914.0483858 L 219410.578623395,6160189.02554061 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218359.569300219,6160475.10277209 L 218736.708238708,6160281.26855164 L 218742.247260596,6160595.84776969 L 218359.569300219,6160475.10277209 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219043.854914905,6160007.68180752 L 218736.708238708,6160281.26855164 L 218687.299815633,6159961.29311658 L 219043.854914905,6160007.68180752 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219175.496835656,6159550.1864052 L 219365.177313864,6159850.27482536 L 219043.854914905,6160007.68180752 L 219175.496835656,6159550.1864052 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219662.910955132,6159914.0483858 L 219532.333587103,6159589.94519609 L 219897.794949937,6159596.12960384 L 219662.910955132,6159914.0483858 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219532.333587103,6159589.94519609 L 219662.910955132,6159914.0483858 L 219365.177313864,6159850.27482536 L 219532.333587103,6159589.94519609 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219662.910955132,6159914.0483858 L 219897.794949937,6159596.12960384 L 219980.299350552,6159982.72136005 L 219662.910955132,6159914.0483858 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212693.481141364,6153991.76368859 L 213505.00935131,6153751.2980049 L 213245.25667879,6154467.82531538 L 212693.481141364,6153991.76368859 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213505.00935131,6153751.2980049 L 212904.628505003,6153470.01142746 L 213341.990736991,6153273.83912275 L 213505.00935131,6153751.2980049 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212360.489505024,6155710.46062349 L 212505.721082275,6155940.43821167 L 212177.421138509,6156035.83731037 L 212360.489505024,6155710.46062349 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212177.421138509,6156035.83731037 L 212505.721082275,6155940.43821167 L 212459.307332716,6156243.60103557 L 212177.421138509,6156035.83731037 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212459.307332716,6156243.60103557 L 212137.360793515,6156402.61966563 L 212177.421138509,6156035.83731037 L 212459.307332716,6156243.60103557 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211948.370683191,6155685.28608473 L 212360.489505024,6155710.46062349 L 212177.421138509,6156035.83731037 L 211948.370683191,6155685.28608473 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212803.80887312,6155663.30628287 L 212360.489505024,6155710.46062349 L 212367.125748037,6155227.43522771 L 212803.80887312,6155663.30628287 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212002.671108396,6156776.08845575 L 212430.06440473,6156606.77470237 L 212375.531709994,6156986.47331122 L 212002.671108396,6156776.08845575 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212459.307332716,6156243.60103557 L 212430.06440473,6156606.77470237 L 212137.360793515,6156402.61966563 L 212459.307332716,6156243.60103557 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222144.406269669,6157775.18545022 L 222710.551941713,6157657.48090981 L 222591.88239974,6158333.31305224 L 222144.406269669,6157775.18545022 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222217.705608628,6157301.37469783 L 222710.551941713,6157657.48090981 L 222144.406269669,6157775.18545022 L 222217.705608628,6157301.37469783 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221855.852476104,6157305.19985102 L 222217.705608628,6157301.37469783 L 222144.406269669,6157775.18545022 L 221855.852476104,6157305.19985102 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221043.388009406,6159156.85401077 L 221786.441726136,6159050.51298778 L 221378.479355914,6159674.19917848 L 221043.388009406,6159156.85401077 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221044.885760427,6157979.38859786 L 221278.270799214,6158633.14532912 L 220697.578550565,6158662.19369981 L 221044.885760427,6157979.38859786 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221786.441726136,6159050.51298778 L 221043.388009406,6159156.85401077 L 221278.270799214,6158633.14532912 L 221786.441726136,6159050.51298778 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221043.388009406,6159156.85401077 L 221378.479355914,6159674.19917848 L 220772.727612044,6159682.17595793 L 221043.388009406,6159156.85401077 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218886.562169526,6157398.16451668 L 218984.273564058,6157090.08892389 L 219199.938815969,6157444.10644712 L 218886.562169526,6157398.16451668 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219324.965445425,6157151.67474377 L 219199.938815969,6157444.10644712 L 218984.273564058,6157090.08892389 L 219324.965445425,6157151.67474377 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219261.484058021,6156814.8532838 L 219680.311218115,6157053.84246865 L 219324.965445425,6157151.67474377 L 219261.484058021,6156814.8532838 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220232.666870982,6156668.79303869 L 219680.311218115,6157053.84246865 L 219477.125658335,6156616.85604403 L 220232.666870982,6156668.79303869 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219199.938815969,6157444.10644712 L 219498.42120815,6157355.35423418 L 219478.480223251,6157595.35137219 L 219199.938815969,6157444.10644712 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218944.048656699,6157681.65186651 L 219199.938815969,6157444.10644712 L 219281.994916932,6157836.1791658 L 218944.048656699,6157681.65186651 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217164.389580285,6164017.06858541 L 217136.791621163,6162822.52605171 L 217826.315557184,6163323.65144972 L 217164.389580285,6164017.06858541 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216314.890174346,6162429.11086 L 217136.791621163,6162822.52605171 L 216272.502063192,6163449.51012823 L 216314.890174346,6162429.11086 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217978.502845752,6156825.58674367 L 218245.768323671,6156617.61505339 L 218306.900208993,6157025.76865252 L 217978.502845752,6156825.58674367 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218905.890361451,6156663.41491547 L 218984.273564058,6157090.08892389 L 218659.371344728,6156928.67612605 L 218905.890361451,6156663.41491547 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218886.562169526,6157398.16451668 L 218652.803706177,6157545.22103115 L 218651.131140553,6157229.56081109 L 218886.562169526,6157398.16451668 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219814.670349468,6158425.54977409 L 220148.468464703,6158721.69396772 L 219559.538760074,6159038.60035726 L 219814.670349468,6158425.54977409 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219559.538760074,6159038.60035726 L 219018.196140425,6158909.37647228 L 219189.431058406,6158677.36641515 L 219559.538760074,6159038.60035726 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220346.398425383,6159238.63540135 L 220148.468464703,6158721.69396772 L 220697.578550565,6158662.19369981 L 220346.398425383,6159238.63540135 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219814.670349468,6158425.54977409 L 219559.538760074,6159038.60035726 L 219407.153911344,6158466.53829403 L 219814.670349468,6158425.54977409 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221043.388009406,6159156.85401077 L 220772.727612044,6159682.17595793 L 220346.398425383,6159238.63540135 L 221043.388009406,6159156.85401077 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221378.479355914,6159674.19917848 L 221574.375879837,6160268.07899137 L 220978.991899256,6160151.82399049 L 221378.479355914,6159674.19917848 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216997.213596472,6156279.54659534 L 216998.003992114,6156678.67407868 L 216725.125831001,6156527.8491225 L 216997.213596472,6156279.54659534 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217283.084537105,6156541.3461765 L 217672.476318558,6156580.84684331 L 217335.694873288,6156901.4952418 L 217283.084537105,6156541.3461765 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217283.084537105,6156541.3461765 L 217335.694873288,6156901.4952418 L 216998.003992114,6156678.67407868 L 217283.084537105,6156541.3461765 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217753.590418037,6157457.86217665 L 217942.828512212,6157413.64773504 L 217961.963853121,6157615.77009448 L 217753.590418037,6157457.86217665 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217453.378759879,6157573.7508254 L 217125.119346625,6157655.4028467 L 217207.465563932,6157304.36233947 L 217453.378759879,6157573.7508254 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217207.465563932,6157304.36233947 L 217125.119346625,6157655.4028467 L 216833.036492587,6157434.27252596 L 217207.465563932,6157304.36233947 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217691.38930182,6156944.02352273 L 217335.694873288,6156901.4952418 L 217672.476318558,6156580.84684331 L 217691.38930182,6156944.02352273 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217978.502845752,6156825.58674367 L 217672.476318558,6156580.84684331 L 218043.17335504,6156600.76386338 L 217978.502845752,6156825.58674367 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216684.621822658,6157771.83369603 L 216970.787003265,6157871.31798984 L 216758.284592493,6158180.65709059 L 216684.621822658,6157771.83369603 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216970.787003265,6157871.31798984 L 216903.520101634,6157683.22974364 L 217125.119346625,6157655.4028467 L 216970.787003265,6157871.31798984 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217381.720506601,6158065.32113998 L 217067.055902273,6158727.29928539 L 216758.284592493,6158180.65709059 L 217381.720506601,6158065.32113998 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217125.119346625,6157655.4028467 L 217381.720506601,6158065.32113998 L 216970.787003265,6157871.31798984 L 217125.119346625,6157655.4028467 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217381.720506601,6158065.32113998 L 216758.284592493,6158180.65709059 L 216970.787003265,6157871.31798984 L 217381.720506601,6158065.32113998 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216544.724089525,6157093.5936873 L 216937.997660155,6157033.46201621 L 216833.036492587,6157434.27252596 L 216544.724089525,6157093.5936873 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217207.465563932,6157304.36233947 L 216833.036492587,6157434.27252596 L 216937.997660155,6157033.46201621 L 217207.465563932,6157304.36233947 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219961.736551793,6161487.13392238 L 219999.594900426,6161064.36222178 L 220323.08515477,6161234.25808924 L 219961.736551793,6161487.13392238 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219722.26449441,6160938.75707331 L 219999.594900426,6161064.36222178 L 219805.859889859,6161258.6000753 L 219722.26449441,6160938.75707331 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216043.999707727,6157494.5988159 L 216427.002450603,6157497.90929847 L 216214.399061682,6157963.49384274 L 216043.999707727,6157494.5988159 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216544.724089525,6157093.5936873 L 216427.002450603,6157497.90929847 L 216240.644651403,6157229.59697625 L 216544.724089525,6157093.5936873 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211927.42112651,6153751.88108943 L 212015.391029152,6153080.49437996 L 212460.009767078,6153275.25290371 L 211927.42112651,6153751.88108943 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213505.00935131,6153751.2980049 L 213706.031237969,6154316.88341389 L 213245.25667879,6154467.82531538 L 213505.00935131,6153751.2980049 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214248.051067426,6154094.42969678 L 213825.807854366,6154953.98063841 L 213706.031237969,6154316.88341389 L 214248.051067426,6154094.42969678 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221818.77119839,6158316.61056625 L 222213.686495268,6158707.50819226 L 221786.441726136,6159050.51298778 L 221818.77119839,6158316.61056625 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222591.88239974,6158333.31305224 L 222657.546699163,6159129.53414006 L 222213.686495268,6158707.50819226 L 222591.88239974,6158333.31305224 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 223437.258835816,6158713.77083074 L 222591.88239974,6158333.31305224 L 223160.858281694,6158033.04407189 L 223437.258835816,6158713.77083074 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 222710.551941713,6157657.48090981 L 223160.858281694,6158033.04407189 L 222591.88239974,6158333.31305224 L 222710.551941713,6157657.48090981 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219807.935073884,6157531.63082609 L 219498.42120815,6157355.35423418 L 219680.311218115,6157053.84246865 L 219807.935073884,6157531.63082609 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219199.938815969,6157444.10644712 L 219478.480223251,6157595.35137219 L 219281.994916932,6157836.1791658 L 219199.938815969,6157444.10644712 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219807.935073884,6157531.63082609 L 219478.480223251,6157595.35137219 L 219498.42120815,6157355.35423418 L 219807.935073884,6157531.63082609 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220330.73746343,6157699.42492415 L 219807.935073884,6157531.63082609 L 220159.217674732,6157237.6095955 L 220330.73746343,6157699.42492415 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220330.73746343,6157699.42492415 L 220323.529128359,6158243.14609681 L 219904.222631213,6157970.31721859 L 220330.73746343,6157699.42492415 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219544.24403802,6158112.57088487 L 219814.670349468,6158425.54977409 L 219407.153911344,6158466.53829403 L 219544.24403802,6158112.57088487 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219603.506562564,6157809.26282308 L 219904.222631213,6157970.31721859 L 219544.24403802,6158112.57088487 L 219603.506562564,6157809.26282308 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219281.994916932,6157836.1791658 L 219603.506562564,6157809.26282308 L 219544.24403802,6158112.57088487 L 219281.994916932,6157836.1791658 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220323.529128359,6158243.14609681 L 220148.468464703,6158721.69396772 L 219814.670349468,6158425.54977409 L 220323.529128359,6158243.14609681 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219904.222631213,6157970.31721859 L 219814.670349468,6158425.54977409 L 219544.24403802,6158112.57088487 L 219904.222631213,6157970.31721859 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214128.490602682,6157310.98217414 L 214355.1314485,6157199.83285623 L 214470.077488875,6157549.1992363 L 214128.490602682,6157310.98217414 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214128.490602682,6157310.98217414 L 213918.509441551,6157164.54477464 L 214234.80064308,6156881.42197668 L 214128.490602682,6157310.98217414 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214587.151043726,6157057.72822583 L 214470.077488875,6157549.1992363 L 214355.1314485,6157199.83285623 L 214587.151043726,6157057.72822583 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216043.999707727,6157494.5988159 L 215971.908471111,6157137.67628603 L 216240.644651403,6157229.59697625 L 216043.999707727,6157494.5988159 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215730.625562058,6156995.82111734 L 215971.908471111,6157137.67628603 L 215660.38188352,6157342.08409008 L 215730.625562058,6156995.82111734 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215749.193759232,6157796.79405488 L 215660.38188352,6157342.08409008 L 216043.999707727,6157494.5988159 L 215749.193759232,6157796.79405488 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215270.311262022,6157331.232306 L 215660.38188352,6157342.08409008 L 215416.02494335,6157622.92769233 L 215270.311262022,6157331.232306 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219520.487342025,6160588.63859617 L 219923.272312791,6160664.29372899 L 219722.26449441,6160938.75707331 L 219520.487342025,6160588.63859617 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220245.213349404,6160315.05633303 L 219923.272312791,6160664.29372899 L 219790.545114545,6160275.69056274 L 220245.213349404,6160315.05633303 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219199.938815969,6157444.10644712 L 218944.048656699,6157681.65186651 L 218886.562169526,6157398.16451668 L 219199.938815969,6157444.10644712 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218949.691513424,6158042.72583009 L 218944.048656699,6157681.65186651 L 219281.994916932,6157836.1791658 L 218949.691513424,6158042.72583009 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219252.991485086,6158167.17121458 L 218949.691513424,6158042.72583009 L 219281.994916932,6157836.1791658 L 219252.991485086,6158167.17121458 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218588.960456069,6158096.85429803 L 218949.691513424,6158042.72583009 L 218805.193084531,6158316.05861229 L 218588.960456069,6158096.85429803 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219544.24403802,6158112.57088487 L 219252.991485086,6158167.17121458 L 219281.994916932,6157836.1791658 L 219544.24403802,6158112.57088487 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219407.153911344,6158466.53829403 L 219189.431058406,6158677.36641515 L 219080.989497415,6158377.45988427 L 219407.153911344,6158466.53829403 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218525.007918106,6158468.44688827 L 218588.960456069,6158096.85429803 L 218805.193084531,6158316.05861229 L 218525.007918106,6158468.44688827 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218588.960456069,6158096.85429803 L 218325.578276106,6157749.2148646 L 218692.38762387,6157823.19436565 L 218588.960456069,6158096.85429803 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218880.303597344,6158594.36291984 L 218525.007918106,6158468.44688827 L 218805.193084531,6158316.05861229 L 218880.303597344,6158594.36291984 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217381.720506601,6158065.32113998 L 217874.131911326,6158330.03854066 L 217580.70772748,6158571.75349411 L 217381.720506601,6158065.32113998 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218880.303597344,6158594.36291984 L 218805.193084531,6158316.05861229 L 219080.989497415,6158377.45988427 L 218880.303597344,6158594.36291984 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218661.753855981,6158816.86038659 L 218880.303597344,6158594.36291984 L 219018.196140425,6158909.37647228 L 218661.753855981,6158816.86038659 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218880.303597344,6158594.36291984 L 218661.753855981,6158816.86038659 L 218525.007918106,6158468.44688827 L 218880.303597344,6158594.36291984 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218661.753855981,6158816.86038659 L 219018.196140425,6158909.37647228 L 218753.132056014,6159118.7632966 L 218661.753855981,6158816.86038659 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219063.803392113,6159209.64363707 L 219175.496835656,6159550.1864052 L 218811.689487052,6159430.71447602 L 219063.803392113,6159209.64363707 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219063.803392113,6159209.64363707 L 218811.689487052,6159430.71447602 L 218753.132056014,6159118.7632966 L 219063.803392113,6159209.64363707 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219063.803392113,6159209.64363707 L 218753.132056014,6159118.7632966 L 219018.196140425,6158909.37647228 L 219063.803392113,6159209.64363707 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218490.409741496,6159313.39022015 L 218131.221768431,6159132.10294733 L 218471.695066908,6159031.87397191 L 218490.409741496,6159313.39022015 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219175.496835656,6159550.1864052 L 218850.890944264,6159723.67234412 L 218811.689487052,6159430.71447602 L 219175.496835656,6159550.1864052 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218811.689487052,6159430.71447602 L 218850.890944264,6159723.67234412 L 218535.248120299,6159667.89890033 L 218811.689487052,6159430.71447602 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217775.755860042,6160595.05365282 L 217964.897887796,6160097.44055996 L 218359.569300219,6160475.10277209 L 217775.755860042,6160595.05365282 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218238.274939086,6159498.26341225 L 218217.455370447,6159810.34015614 L 217816.129429667,6159567.0166877 L 218238.274939086,6159498.26341225 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219043.854914905,6160007.68180752 L 218850.890944264,6159723.67234412 L 219175.496835656,6159550.1864052 L 219043.854914905,6160007.68180752 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218535.248120299,6159667.89890033 L 218850.890944264,6159723.67234412 L 218687.299815633,6159961.29311658 L 218535.248120299,6159667.89890033 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218217.455370447,6159810.34015614 L 218238.274939086,6159498.26341225 L 218535.248120299,6159667.89890033 L 218217.455370447,6159810.34015614 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217213.041051567,6159372.44381229 L 217626.988480757,6159015.26574166 L 217816.129429667,6159567.0166877 L 217213.041051567,6159372.44381229 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218131.221768431,6159132.10294733 L 218490.409741496,6159313.39022015 L 218238.274939086,6159498.26341225 L 218131.221768431,6159132.10294733 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217874.131911326,6158330.03854066 L 217952.804815246,6158720.49894716 L 217580.70772748,6158571.75349411 L 217874.131911326,6158330.03854066 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217952.804815246,6158720.49894716 L 218131.221768431,6159132.10294733 L 217626.988480757,6159015.26574166 L 217952.804815246,6158720.49894716 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218471.695066908,6159031.87397191 L 218131.221768431,6159132.10294733 L 218320.909395437,6158777.67223816 L 218471.695066908,6159031.87397191 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218325.578276106,6157749.2148646 L 218588.960456069,6158096.85429803 L 218234.754787612,6158181.03268845 L 218325.578276106,6157749.2148646 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218416.252252407,6157389.2664885 L 218652.803706177,6157545.22103115 L 218325.578276106,6157749.2148646 L 218416.252252407,6157389.2664885 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218325.578276106,6157749.2148646 L 218652.803706177,6157545.22103115 L 218692.38762387,6157823.19436565 L 218325.578276106,6157749.2148646 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218651.131140553,6157229.56081109 L 218652.803706177,6157545.22103115 L 218416.252252407,6157389.2664885 L 218651.131140553,6157229.56081109 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218651.131140553,6157229.56081109 L 218416.252252407,6157389.2664885 L 218306.900208993,6157025.76865252 L 218651.131140553,6157229.56081109 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218651.131140553,6157229.56081109 L 218659.371344728,6156928.67612605 L 218984.273564058,6157090.08892389 L 218651.131140553,6157229.56081109 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217165.323065142,6160732.69058209 L 217620.894445315,6161108.31613899 L 217116.040809902,6161448.46925658 L 217165.323065142,6160732.69058209 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218223.397415903,6161113.80272346 L 217620.894445315,6161108.31613899 L 217775.755860042,6160595.05365282 L 218223.397415903,6161113.80272346 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217409.33642282,6162076.79071208 L 217136.791621163,6162822.52605171 L 216857.480720592,6162066.24553114 L 217409.33642282,6162076.79071208 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217116.040809902,6161448.46925658 L 217409.33642282,6162076.79071208 L 216857.480720592,6162066.24553114 L 217116.040809902,6161448.46925658 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219662.910955132,6159914.0483858 L 219980.299350552,6159982.72136005 L 219790.545114545,6160275.69056274 L 219662.910955132,6159914.0483858 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220304.522410668,6159812.33493629 L 220584.136038175,6160058.91937653 L 220245.213349404,6160315.05633303 L 220304.522410668,6159812.33493629 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219897.794949937,6159596.12960384 L 220346.398425383,6159238.63540135 L 220304.522410668,6159812.33493629 L 219897.794949937,6159596.12960384 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219980.299350552,6159982.72136005 L 219897.794949937,6159596.12960384 L 220304.522410668,6159812.33493629 L 219980.299350552,6159982.72136005 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220245.213349404,6160315.05633303 L 220618.886895649,6160332.97740119 L 220498.249753575,6160590.0764403 L 220245.213349404,6160315.05633303 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220978.991899256,6160151.82399049 L 220584.136038175,6160058.91937653 L 220772.727612044,6159682.17595793 L 220978.991899256,6160151.82399049 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220978.991899256,6160151.82399049 L 220772.727612044,6159682.17595793 L 221378.479355914,6159674.19917848 L 220978.991899256,6160151.82399049 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220787.599356104,6160548.84160774 L 220978.991899256,6160151.82399049 L 221136.426654237,6160497.36635833 L 220787.599356104,6160548.84160774 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220787.599356104,6160548.84160774 L 220578.099889196,6160950.30862382 L 220498.249753575,6160590.0764403 L 220787.599356104,6160548.84160774 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 220261.278807881,6160803.07799607 L 220498.249753575,6160590.0764403 L 220578.099889196,6160950.30862382 L 220261.278807881,6160803.07799607 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212177.421138509,6156035.83731037 L 211941.657664199,6156242.86986306 L 211889.040908662,6156025.5856883 L 212177.421138509,6156035.83731037 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211813.043112547,6156510.54662664 L 211941.657664199,6156242.86986306 L 212137.360793515,6156402.61966563 L 211813.043112547,6156510.54662664 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217691.38930182,6156944.02352273 L 217558.867089391,6157227.67733639 L 217335.694873288,6156901.4952418 L 217691.38930182,6156944.02352273 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217453.378759879,6157573.7508254 L 217558.867089391,6157227.67733639 L 217753.590418037,6157457.86217665 L 217453.378759879,6157573.7508254 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217961.963853121,6157615.77009448 L 217942.828512212,6157413.64773504 L 218144.217299036,6157396.38595493 L 217961.963853121,6157615.77009448 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218325.578276106,6157749.2148646 L 217911.975655271,6157945.56729092 L 217961.963853121,6157615.77009448 L 218325.578276106,6157749.2148646 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217978.502845752,6156825.58674367 L 217911.004796478,6157184.4443198 L 217691.38930182,6156944.02352273 L 217978.502845752,6156825.58674367 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218416.252252407,6157389.2664885 L 218325.578276106,6157749.2148646 L 218144.217299036,6157396.38595493 L 218416.252252407,6157389.2664885 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218144.217299036,6157396.38595493 L 217911.004796478,6157184.4443198 L 218306.900208993,6157025.76865252 L 218144.217299036,6157396.38595493 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218306.900208993,6157025.76865252 L 218416.252252407,6157389.2664885 L 218144.217299036,6157396.38595493 L 218306.900208993,6157025.76865252 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218144.217299036,6157396.38595493 L 218325.578276106,6157749.2148646 L 217961.963853121,6157615.77009448 L 218144.217299036,6157396.38595493 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217911.975655271,6157945.56729092 L 218325.578276106,6157749.2148646 L 218234.754787612,6158181.03268845 L 217911.975655271,6157945.56729092 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218234.754787612,6158181.03268845 L 217874.131911326,6158330.03854066 L 217911.975655271,6157945.56729092 L 218234.754787612,6158181.03268845 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217911.975655271,6157945.56729092 L 217874.131911326,6158330.03854066 L 217381.720506601,6158065.32113998 L 217911.975655271,6157945.56729092 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215136.662913925,6162190.77008227 L 215616.108189577,6162713.93950164 L 214913.197558195,6162763.95519486 L 215136.662913925,6162190.77008227 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 215236.443871629,6161661.9076223 L 215136.662913925,6162190.77008227 L 214869.970631973,6161766.25419988 L 215236.443871629,6161661.9076223 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218687.299815633,6159961.29311658 L 218449.453184682,6159936.77659239 L 218535.248120299,6159667.89890033 L 218687.299815633,6159961.29311658 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218736.708238708,6160281.26855164 L 218506.69878487,6160149.78950829 L 218687.299815633,6159961.29311658 L 218736.708238708,6160281.26855164 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217775.755860042,6160595.05365282 L 217319.96440546,6160042.62279075 L 217964.897887796,6160097.44055996 L 217775.755860042,6160595.05365282 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217816.129429667,6159567.0166877 L 217964.897887796,6160097.44055996 L 217319.96440546,6160042.62279075 L 217816.129429667,6159567.0166877 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217874.131911326,6158330.03854066 L 218181.723778319,6158495.62678654 L 217952.804815246,6158720.49894716 L 217874.131911326,6158330.03854066 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218525.007918106,6158468.44688827 L 218181.723778319,6158495.62678654 L 218234.754787612,6158181.03268845 L 218525.007918106,6158468.44688827 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218131.221768431,6159132.10294733 L 217952.804815246,6158720.49894716 L 218320.909395437,6158777.67223816 L 218131.221768431,6159132.10294733 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217626.988480757,6159015.26574166 L 217580.70772748,6158571.75349411 L 217952.804815246,6158720.49894716 L 217626.988480757,6159015.26574166 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217952.804815246,6158720.49894716 L 218181.723778319,6158495.62678654 L 218320.909395437,6158777.67223816 L 217952.804815246,6158720.49894716 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218234.754787612,6158181.03268845 L 218181.723778319,6158495.62678654 L 217874.131911326,6158330.03854066 L 218234.754787612,6158181.03268845 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217221.835140003,6156013.74510442 L 217364.620050712,6155830.07811473 L 217553.036444863,6156003.38495942 L 217221.835140003,6156013.74510442 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216997.213596472,6156279.54659534 L 216782.466830265,6155689.56691694 L 217221.835140003,6156013.74510442 L 216997.213596472,6156279.54659534 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217411.776382339,6156266.14592482 L 217221.835140003,6156013.74510442 L 217553.036444863,6156003.38495942 L 217411.776382339,6156266.14592482 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217742.869954924,6156177.99527819 L 217411.776382339,6156266.14592482 L 217553.036444863,6156003.38495942 L 217742.869954924,6156177.99527819 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216997.213596472,6156279.54659534 L 217411.776382339,6156266.14592482 L 217283.084537105,6156541.3461765 L 216997.213596472,6156279.54659534 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216450.095048288,6156747.37174217 L 216708.492736066,6156788.31583656 L 216544.724089525,6157093.5936873 L 216450.095048288,6156747.37174217 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216725.125831001,6156527.8491225 L 216708.492736066,6156788.31583656 L 216594.546214156,6156648.92078366 L 216725.125831001,6156527.8491225 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 216770.065611896,6159681.28558763 L 217213.041051567,6159372.44381229 L 217319.96440546,6160042.62279075 L 216770.065611896,6159681.28558763 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217213.041051567,6159372.44381229 L 216677.345882834,6159200.80974471 L 217067.055902273,6158727.29928539 L 217213.041051567,6159372.44381229 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219196.087361848,6160966.46791368 L 219079.850552576,6160497.35991158 L 219520.487342025,6160588.63859617 L 219196.087361848,6160966.46791368 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218908.419290182,6160852.16791609 L 218742.247260596,6160595.84776969 L 219079.850552576,6160497.35991158 L 218908.419290182,6160852.16791609 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218897.413992427,6161327.96713196 L 218223.397415903,6161113.80272346 L 218626.267077184,6160873.02145399 L 218897.413992427,6161327.96713196 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218359.569300219,6160475.10277209 L 218626.267077184,6160873.02145399 L 218223.397415903,6161113.80272346 L 218359.569300219,6160475.10277209 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 214121.282473975,6153317.96455621 L 214248.051067426,6154094.42969678 L 213505.00935131,6153751.2980049 L 214121.282473975,6153317.96455621 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 213505.00935131,6153751.2980049 L 213341.990736991,6153273.83912275 L 213779.352968979,6153077.66681803 L 213505.00935131,6153751.2980049 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212727.578562016,6156048.985806 L 212459.307332716,6156243.60103557 L 212505.721082275,6155940.43821167 L 212727.578562016,6156048.985806 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 212430.06440473,6156606.77470237 L 212459.307332716,6156243.60103557 L 212777.698015255,6156426.95051733 L 212430.06440473,6156606.77470237 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221671.601877379,6157737.09228703 L 221493.99934358,6157309.02500421 L 221855.852476104,6157305.19985102 L 221671.601877379,6157737.09228703 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 221818.77119839,6158316.61056625 L 221044.885760427,6157979.38859786 L 221671.601877379,6157737.09228703 L 221818.77119839,6158316.61056625 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217911.004796478,6157184.4443198 L 217978.502845752,6156825.58674367 L 218306.900208993,6157025.76865252 L 217911.004796478,6157184.4443198 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217672.476318558,6156580.84684331 L 217978.502845752,6156825.58674367 L 217691.38930182,6156944.02352273 L 217672.476318558,6156580.84684331 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219261.484058021,6156814.8532838 L 218984.273564058,6157090.08892389 L 218905.890361451,6156663.41491547 L 219261.484058021,6156814.8532838 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218651.131140553,6157229.56081109 L 218984.273564058,6157090.08892389 L 218886.562169526,6157398.16451668 L 218651.131140553,6157229.56081109 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217411.776382339,6156266.14592482 L 217672.476318558,6156580.84684331 L 217283.084537105,6156541.3461765 L 217411.776382339,6156266.14592482 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218043.17335504,6156600.76386338 L 217672.476318558,6156580.84684331 L 217893.021654982,6156389.37957078 L 218043.17335504,6156600.76386338 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218949.691513424,6158042.72583009 L 219080.989497415,6158377.45988427 L 218805.193084531,6158316.05861229 L 218949.691513424,6158042.72583009 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 219407.153911344,6158466.53829403 L 219080.989497415,6158377.45988427 L 219252.991485086,6158167.17121458 L 219407.153911344,6158466.53829403 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218661.753855981,6158816.86038659 L 218471.695066908,6159031.87397191 L 218320.909395437,6158777.67223816 L 218661.753855981,6158816.86038659 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218490.409741496,6159313.39022015 L 218471.695066908,6159031.87397191 L 218753.132056014,6159118.7632966 L 218490.409741496,6159313.39022015 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217911.004796478,6157184.4443198 L 217558.867089391,6157227.67733639 L 217691.38930182,6156944.02352273 L 217911.004796478,6157184.4443198 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 217207.465563932,6157304.36233947 L 217558.867089391,6157227.67733639 L 217453.378759879,6157573.7508254 L 217207.465563932,6157304.36233947 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218449.453184682,6159936.77659239 L 218687.299815633,6159961.29311658 L 218506.69878487,6160149.78950829 L 218449.453184682,6159936.77659239 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218217.455370447,6159810.34015614 L 218535.248120299,6159667.89890033 L 218449.453184682,6159936.77659239 L 218217.455370447,6159810.34015614 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218359.569300219,6160475.10277209 L 218506.69878487,6160149.78950829 L 218736.708238708,6160281.26855164 L 218359.569300219,6160475.10277209 z\" /><path fill-rule=\"evenodd\" fill=\"#ff3333\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 218449.453184682,6159936.77659239 L 218506.69878487,6160149.78950829 L 218299.757547073,6160093.99171084 L 218449.453184682,6159936.77659239 z\" /></g></g></svg>"
      ],
      "text/plain": [
       "<MULTIPOLYGON (((216684.622 6157771.834, 216427.002 6157497.909, 216833.036 ...>"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mp = msh.to_shapely()\n",
    "mp"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now a lot of methods are available"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "68931409.58160606"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mp.area"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(211068.501175313, 6153077.66681803, 224171.617336507, 6164499.42751662)"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mp.bounds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/svg+xml": [
       "<svg xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"300\" height=\"300\" viewBox=\"210544.37652886522 6152553.542171583 14151.365454089566 12470.009991484694\" preserveAspectRatio=\"xMinYMin meet\"><g transform=\"matrix(1,0,0,-1,0,12317577.09433465)\"><path fill-rule=\"evenodd\" fill=\"#66cc99\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211198.224499893,6153768.39133792 L 211426.993089602,6154493.06071159 L 211598.117642991,6155186.19429982 L 211560.067149477,6155687.31428434 L 211686.332689651,6155924.175159 L 211691.422367769,6156239.7600243 L 211813.043112547,6156510.54662664 L 212002.671108396,6156776.08845575 L 211951.445124963,6157057.00755047 L 211928.67197923,6157352.12089064 L 212168.971013177,6157573.75266458 L 212437.693494665,6157513.13628371 L 212785.410695445,6157391.22748342 L 212782.002381097,6157615.82738795 L 212921.260010216,6157887.8238852 L 212914.88339843,6158366.55072644 L 213339.143877772,6158570.04687561 L 213786.683470809,6158391.14846654 L 214103.901284406,6158200.0802819 L 214489.322205307,6158007.47876373 L 214839.286590095,6157880.24648799 L 214854.015877425,6158580.48183197 L 214805.038807097,6159196.84730017 L 215506.808384256,6159149.42975949 L 216105.759313111,6159538.35072477 L 215751.081777303,6160059.95311322 L 215215.029712398,6160483.04823562 L 214916.999056511,6161125.60143033 L 214869.970631973,6161766.25419988 L 214488.098919549,6162270.41615517 L 214251.953956276,6162820.51794077 L 214623.123589079,6163105.9446342 L 215363.230155388,6163482.13632787 L 215733.477985935,6164188.97309528 L 216578.604970663,6164492.79835736 L 217164.389580285,6164017.06858541 L 217826.315557184,6163323.65144972 L 218112.578776062,6162395.26619378 L 218459.848374508,6161765.53274988 L 218897.413992427,6161327.96713196 L 219196.087361848,6160966.46791368 L 219722.26449441,6160938.75707331 L 219805.859889859,6161258.6000753 L 219634.293094815,6161580.26860057 L 219432.209410888,6161872.34709722 L 219269.470112307,6162069.96268542 L 218981.171862145,6162420.04547905 L 218725.502311582,6162659.44012859 L 218469.832761019,6162898.83477813 L 218064.498077104,6163466.9485874 L 217506.554749456,6163895.7237049 L 217214.578876771,6164499.42751662 L 218210.804294712,6164262.55008703 L 218661.801736625,6164155.31420159 L 219161.289828043,6164042.8168837 L 219660.77791946,6163930.31956582 L 220659.754102296,6163705.32493004 L 221528.846519039,6163509.58339474 L 222397.938935781,6163313.84185944 L 223150.418968344,6163167.24767902 L 223652.971152095,6163069.34312036 L 223632.529158668,6162430.43532057 L 224082.14080953,6161938.49796029 L 224171.617336507,6161306.74316874 L 223728.727172704,6160850.38513341 L 223151.131246053,6161140.37787557 L 222582.870998718,6161485.52408602 L 222370.504850611,6162092.81663775 L 222026.729155452,6162637.36017415 L 221635.713791149,6162750.33997598 L 221234.955761959,6162681.4394651 L 220855.832614909,6162535.13107661 L 220514.299318747,6162312.71035911 L 220286.26927213,6161978.93139664 L 220227.119186989,6161601.61543441 L 220323.08515477,6161234.25808924 L 220578.099889196,6160950.30862382 L 220914.790050012,6160770.39191209 L 221426.283949116,6160747.63249252 L 221671.002180039,6160736.74351632 L 222314.641655962,6160333.12796695 L 222976.411484951,6159957.88979195 L 223482.371543612,6159408.11035235 L 223437.258835816,6158713.77083074 L 223747.629896294,6158035.29206417 L 223316.948652484,6157425.35188759 L 222831.479571828,6157076.598249 L 222217.705608628,6157301.37469783 L 221855.852476104,6157305.19985102 L 221493.99934358,6157309.02500421 L 220744.21795486,6157234.27038954 L 220232.666870982,6156668.79303869 L 219477.125658335,6156616.85604403 L 219196.087361848,6156313.16588491 L 218885.574787014,6156199.18589637 L 218448.363292303,6156634.46624341 L 218245.768323671,6156617.61505339 L 218043.17335504,6156600.76386338 L 217893.021654982,6156389.37957078 L 217742.869954924,6156177.99527819 L 217553.036444863,6156003.38495942 L 217364.620050712,6155830.07811473 L 216782.466830265,6155689.56691694 L 216205.450054224,6155910.7477512 L 215640.61260773,6156138.78650835 L 215383.5869513,6156303.20100022 L 215126.561294869,6156467.6154921 L 214801.887214453,6156605.44357744 L 214566.241134585,6156705.47819666 L 214711.998756947,6156217.20271385 L 214857.756379308,6155728.92723105 L 214478.227036906,6155312.05562469 L 214645.288607245,6154674.18809348 L 214887.868876053,6154905.02635186 L 215130.449144862,6155135.86461025 L 215188.931539895,6154662.71869387 L 215218.172737412,6154426.14573568 L 215247.413934929,6154189.57277749 L 214855.31295695,6153873.91753594 L 214463.211978972,6153558.26229439 L 214121.282473975,6153317.96455621 L 213779.352968979,6153077.66681803 L 213341.990736991,6153273.83912275 L 212904.628505003,6153470.01142746 L 212460.009767078,6153275.25290371 L 212015.391029152,6153080.49437996 L 211579.965314294,6153100.4314476 L 211068.501175313,6153123.8501268 L 211198.224499893,6153768.39133792 z M 212803.80887312,6155663.30628287 L 213346.147155475,6155739.48195604 L 213890.410080064,6155906.25878309 L 213811.720510359,6156396.8821934 L 213519.402496687,6156795.99736144 L 213918.509441551,6157164.54477464 L 214128.490602682,6157310.98217414 L 214470.077488875,6157549.1992363 L 213924.768657378,6157494.66835315 L 213652.114241629,6157467.40291158 L 213379.459825881,6157440.13747 L 213257.754879272,6157073.68693298 L 213042.786173882,6156939.30108082 L 212827.817468493,6156804.91522867 L 212777.698015255,6156426.95051733 L 212727.578562016,6156048.985806 L 212803.80887312,6155663.30628287 z\" /></g></svg>"
      ],
      "text/plain": [
       "<POLYGON ((211198.224 6153768.391, 211426.993 6154493.061, 211598.118 615518...>"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "domain = mp.buffer(0)\n",
    "domain"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/svg+xml": [
       "<svg xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"300\" height=\"300\" viewBox=\"210544.37652886522 6152553.542171583 14151.365454089566 12470.009991484694\" preserveAspectRatio=\"xMinYMin meet\"><g transform=\"matrix(1,0,0,-1,0,12317577.09433465)\"><path fill-rule=\"evenodd\" fill=\"#66cc99\" stroke=\"#555555\" stroke-width=\"94.3424363605971\" opacity=\"0.6\" d=\"M 211426.993089602,6154493.06071159 L 211598.117642991,6155186.19429982 L 211560.067149477,6155687.31428434 L 211686.332689651,6155924.175159 L 211691.422367769,6156239.7600243 L 211813.043112547,6156510.54662664 L 212002.671108396,6156776.08845575 L 211951.445124963,6157057.00755047 L 211928.67197923,6157352.12089064 L 212168.971013177,6157573.75266458 L 212437.693494665,6157513.13628371 L 212785.410695445,6157391.22748342 L 212782.002381097,6157615.82738795 L 212921.260010216,6157887.8238852 L 212914.88339843,6158366.55072644 L 213339.143877772,6158570.04687561 L 213786.683470809,6158391.14846654 L 214103.901284406,6158200.0802819 L 214489.322205307,6158007.47876373 L 214839.286590095,6157880.24648799 L 214854.015877425,6158580.48183197 L 214805.038807097,6159196.84730017 L 215506.808384256,6159149.42975949 L 216105.759313111,6159538.35072477 L 215751.081777303,6160059.95311322 L 215215.029712398,6160483.04823562 L 214916.999056511,6161125.60143033 L 214869.970631973,6161766.25419988 L 214488.098919549,6162270.41615517 L 214251.953956276,6162820.51794077 L 214623.123589079,6163105.9446342 L 215363.230155388,6163482.13632787 L 215733.477985935,6164188.97309528 L 216578.604970663,6164492.79835736 L 217164.389580285,6164017.06858541 L 217826.315557184,6163323.65144972 L 218112.578776062,6162395.26619378 L 218459.848374508,6161765.53274988 L 218897.413992427,6161327.96713196 L 219196.087361848,6160966.46791368 L 219722.26449441,6160938.75707331 L 219805.859889859,6161258.6000753 L 219634.293094815,6161580.26860057 L 219432.209410888,6161872.34709722 L 219269.470112307,6162069.96268542 L 218981.171862145,6162420.04547905 L 218725.502311582,6162659.44012859 L 218469.832761019,6162898.83477813 L 218064.498077104,6163466.9485874 L 217506.554749456,6163895.7237049 L 217214.578876771,6164499.42751662 L 218210.804294712,6164262.55008703 L 218661.801736625,6164155.31420159 L 219161.289828043,6164042.8168837 L 219660.77791946,6163930.31956582 L 220659.754102296,6163705.32493004 L 221528.846519039,6163509.58339474 L 222397.938935781,6163313.84185944 L 223150.418968344,6163167.24767902 L 223652.971152095,6163069.34312036 L 223632.529158668,6162430.43532057 L 224082.14080953,6161938.49796029 L 224171.617336507,6161306.74316874 L 223728.727172704,6160850.38513341 L 223151.131246053,6161140.37787557 L 222582.870998718,6161485.52408602 L 222370.504850611,6162092.81663775 L 222026.729155452,6162637.36017415 L 221635.713791149,6162750.33997598 L 221234.955761959,6162681.4394651 L 220855.832614909,6162535.13107661 L 220514.299318747,6162312.71035911 L 220286.26927213,6161978.93139664 L 220227.119186989,6161601.61543441 L 220323.08515477,6161234.25808924 L 220578.099889196,6160950.30862382 L 220914.790050012,6160770.39191209 L 221426.283949116,6160747.63249252 L 221671.002180039,6160736.74351632 L 222314.641655962,6160333.12796695 L 222976.411484951,6159957.88979195 L 223482.371543612,6159408.11035235 L 223437.258835816,6158713.77083074 L 223747.629896294,6158035.29206417 L 223316.948652484,6157425.35188759 L 222831.479571828,6157076.598249 L 222217.705608628,6157301.37469783 L 221855.852476104,6157305.19985102 L 221493.99934358,6157309.02500421 L 220744.21795486,6157234.27038954 L 220232.666870982,6156668.79303869 L 219477.125658335,6156616.85604403 L 219196.087361848,6156313.16588491 L 218885.574787014,6156199.18589637 L 218448.363292303,6156634.46624341 L 218245.768323671,6156617.61505339 L 218043.17335504,6156600.76386338 L 217893.021654982,6156389.37957078 L 217742.869954924,6156177.99527819 L 217553.036444863,6156003.38495942 L 217364.620050712,6155830.07811473 L 216782.466830265,6155689.56691694 L 216205.450054224,6155910.7477512 L 215640.61260773,6156138.78650835 L 215383.5869513,6156303.20100022 L 215126.561294869,6156467.6154921 L 214801.887214453,6156605.44357744 L 214566.241134585,6156705.47819666 L 214711.998756947,6156217.20271385 L 214857.756379308,6155728.92723105 L 214478.227036906,6155312.05562469 L 214645.288607245,6154674.18809348 L 214887.868876053,6154905.02635186 L 215130.449144862,6155135.86461025 L 215188.931539895,6154662.71869387 L 215218.172737412,6154426.14573568 L 215247.413934929,6154189.57277749 L 214855.31295695,6153873.91753594 L 214463.211978972,6153558.26229439 L 214121.282473975,6153317.96455621 L 213779.352968979,6153077.66681803 L 213341.990736991,6153273.83912275 L 212904.628505003,6153470.01142746 L 212460.009767078,6153275.25290371 L 212015.391029152,6153080.49437996 L 211579.965314294,6153100.4314476 L 211068.501175313,6153123.8501268 L 211198.224499893,6153768.39133792 L 211426.993089602,6154493.06071159 z M 213346.147155475,6155739.48195604 L 213890.410080064,6155906.25878309 L 213811.720510359,6156396.8821934 L 213519.402496687,6156795.99736144 L 213918.509441551,6157164.54477464 L 214128.490602682,6157310.98217414 L 214470.077488875,6157549.1992363 L 213924.768657378,6157494.66835315 L 213652.114241629,6157467.40291158 L 213379.459825881,6157440.13747 L 213257.754879272,6157073.68693298 L 213042.786173882,6156939.30108082 L 212827.817468493,6156804.91522867 L 212777.698015255,6156426.95051733 L 212727.578562016,6156048.985806 L 212803.80887312,6155663.30628287 L 213346.147155475,6155739.48195604 z M 211921.67649991822,6153585.3091867445 L 212259.39474983222,6153733.241566076 L 212704.0134877572,6153928.000089826 L 212747.27986038465,6153944.607470466 L 212791.89803667527,6153957.137531781 L 212837.48469579214,6153965.482626305 L 212883.64819653024,6153969.571060194 L 212929.99194195948,6153969.367709152 L 212976.11778664304,6153964.8743202 L 213021.62945715917,6153956.129496652 L 213066.13595654012,6153943.208366481 L 213109.25492338053,6153926.221936877 L 213546.61715537662,6153730.049632163 L 213724.51919578583,6153650.254325827 L 213833.79133426436,6153727.047487396 L 214162.37562735786,6153957.96661335 L 214470.73209149306,6154206.204540917 L 214439.01292377777,6154218.72092407 L 214395.0827434943,6154241.294312346 L 214353.59399056027,6154268.091737184 L 214314.9514987177,6154298.851718038 L 214279.53232881968,6154333.274109031 L 214247.68208959335,6154371.023027681 L 214219.71156530234,6154411.730132329 L 214195.89368321528,6154454.998216304 L 214176.46085047026,6154500.40508373 L 214161.6026863217,6154547.507669181 L 213994.54111598272,6155185.375200391 L 213984.35189980516,6155234.034159992 L 213979.04516182985,6155283.46444431 L 213978.67336477575,6155333.177382695 L 213983.24018425005,6155382.681510155 L 213989.23184401283,6155413.592666064 L 213492.63738198738,6155261.422740527 L 213454.50248136843,6155251.364016039 L 213415.69341619674,6155244.342260984 L 212873.35513384175,6155168.166587814 L 212823.06977458915,6155163.677402925 L 212772.5880488948,6155164.28197471 L 212722.42462201806,6155169.974139509 L 212673.09091413635,6155180.695865246 L 212625.08988637512,6155196.337843061 L 212578.91091307858,6155216.740601732 L 212535.02479259894,6155241.696133492 L 212493.8789474693,6155270.950014682 L 212455.8928628948,6155304.203999628 L 212421.4538100673,6155341.119061276 L 212390.9128979042,6155381.3188475985 L 212364.5814934649,6155424.393518536 L 212342.72804753858,6155469.90392435 L 212325.57535776656,6155517.386082785 L 212313.29829720274,6155566.355909414 L 212237.06798609873,6155952.035432545 L 212229.43271561232,6156005.965860501 L 212227.7090184303,6156060.406812761 L 212231.91734993187,6156114.712230179 L 212251.78883823432,6156264.568640307 L 212248.80348680227,6156260.388162227 L 212189.6976926437,6156128.790076654 L 212186.2676761434,6155916.112325699 L 212183.26374072846,6155868.862136346 L 212175.8041147429,6155822.107906571 L 212163.95568429714,6155776.268854248 L 212147.8246873485,6155731.7559913965 L 212127.55576112756,6155688.968438865 L 212069.63149171448,6155580.308601047 L 212096.68247033487,6155224.050777939 L 212097.89028318087,6155171.11755887 L 212093.49387654892,6155118.353403408 L 212083.54254971174,6155066.349984414 L 211912.41799632274,6154373.216396184 L 211903.79847136632,6154342.539523976 L 211683.10361496563,6153643.445283969 L 211673.68819057228,6153596.663958703 L 211921.67649991822,6153585.3091867445 z M 213525.20041251875,6157957.2053097235 L 213419.81910649466,6157999.330181549 L 213420.51964130747,6157946.7372326 L 213525.20041251875,6157957.2053097235 z M 214934.98720552618,6157365.191205597 L 214914.8685564273,6157320.8116135495 L 214890.52562295584,6157278.601071953 L 214862.18959562114,6157238.960464153 L 214830.12958827498,6157202.266266235 L 214794.65008227486,6157168.866971545 L 214780.31070763955,6157157.7905450445 L 214997.26733012366,6157065.689827181 L 215321.94141053967,6156927.861741841 L 215359.78586383443,6156909.889502676 L 215395.99289032,6156888.812139016 L 215653.01854674093,6156724.3976471415 L 215870.8925823806,6156585.027712797 L 216388.5367274975,6156376.042051115 L 216816.2706014555,6156212.084019024 L 217121.43333029942,6156285.7395087555 L 217214.54651383645,6156371.385729248 L 217365.68614496995,6156510.405121359 L 217485.39284693703,6156678.928797772 L 217635.54454699502,6156890.313090372 L 217665.4006332867,6156928.31198305 L 217698.78557274636,6156963.251180961 L 217735.3875097458,6156994.804309827 L 217774.8645380174,6157022.676625344 L 217816.8478944709,6157046.607766443 L 217860.9454038859,6157066.374187383 L 217906.74514230175,6157081.791245936 L 217953.81928488432,6157092.714928169 L 218001.7281023266,6157099.0431937035 L 218204.32307093506,6157115.894383712 L 218406.91803956704,6157132.745573731 L 218454.99082187287,6157134.422317332 L 218503.00226496445,6157131.471859743 L 218550.50801259096,6157123.921508084 L 218597.068388822,6157111.841142487 L 218642.25246734312,6157095.342569339 L 218685.64205977178,6157074.578486489 L 218726.83558608085,6157049.741069998 L 218765.45179130833,6157021.0601955075 L 218801.13327415416,6156988.80131069 L 218977.54728853886,6156813.166510752 L 219110.1511819888,6156956.458361028 L 219143.8092057784,6156989.549138217 L 219180.43756193647,6157019.318680128 L 219219.70983875703,6157045.501697024 L 219261.27606337154,6157067.864860301 L 219304.7658205141,6157086.208881782 L 219349.7915534579,6157100.370289668 L 219395.95201770714,6157110.222885302 L 219442.8358566664,6157115.678867787 L 219997.17384780422,6157153.784862277 L 220373.42681273216,6157569.701349529 L 220410.6804892618,6157606.765703661 L 220451.61855773677,6157639.715321439 L 220495.78879942498,6157668.186227843 L 220542.70329168063,6157691.863921535 L 220591.84379773814,6157710.48684898 L 220642.6674913684,6157723.849293666 L 220694.61295316063,6157731.803648535 L 221444.39434188063,6157806.558263205 L 221499.28455343528,6157808.997069987 L 221861.13768596054,6157805.171916797 L 222222.99081848454,6157801.346763606 L 222279.57867421675,6157797.5316525875 L 222335.3704115681,6157787.332508909 L 222389.6481603766,6157770.880564564 L 222754.79668995435,6157637.155781997 L 222956.9790231518,6157782.400509562 L 223173.3237734547,6158088.792666404 L 222982.5746592265,6158505.774918378 L 222964.27824581036,6158551.630886625 L 222950.59344719446,6158599.067737853 L 222941.65369172924,6158647.622957345 L 222937.54614305196,6158696.823126161 L 222938.31085023162,6158746.188537033 L 222969.54917910317,6159226.984467587 L 222661.58994595244,6159561.614942311 L 222068.0183325495,6159898.183216034 L 222049.00789123797,6159909.525909544 L 221517.0650445933,6160243.098371013 L 221404.05795344242,6160248.126731676 L 220892.5640543384,6160270.886151246 L 220848.12618271765,6160274.855910575 L 220804.21908438805,6160282.77109469 L 220761.19234475514,6160294.568683422 L 220719.38853986692,6160310.154745149 L 220679.1405088459,6160329.405184683 L 220342.4503480299,6160509.321896413 L 220304.99593180843,6160531.483805478 L 220269.61053315172,6160556.818703736 L 220236.5622295058,6160585.134655671 L 220206.1013926389,6160616.217141499 L 220149.53748200432,6160679.198961835 L 220148.85621568482,6160677.951583836 L 220121.38239326514,6160637.584526731 L 220090.1020873082,6160600.0898247445 L 220055.31362562635,6160565.825073884 L 220017.34879415826,6160535.11706533 L 219976.5696726462,6160508.258668758 L 219933.36518139462,6160485.506039164 L 219888.1473720432,6160467.076173858 L 219841.34749773142,6160453.144842904 L 219793.41190013336,6160443.844912762 L 219744.79775258954,6160439.265079104 L 219695.9686999349,6160439.449020909 L 219169.79156737291,6160467.159861279 L 219118.3669639168,6160472.545308664 L 219067.77350018398,6160483.21275033 L 219018.5522212356,6160499.048108957 L 218971.22949802762,6160519.88204167 L 218926.31139841516,6160545.491750989 L 218884.27827527694,6160575.603367409 L 218845.57962963535,6160609.894878161 L 218810.62930370527,6160647.999570806 L 218527.07542536382,6160991.198917837 L 218106.29498391435,6161411.979359287 L 218074.7303986775,6161446.653235499 L 218046.5526960958,6161484.131466646 L 218022.0096822395,6161524.084454063 L 217674.7400837935,6162153.817897963 L 217652.34622126038,6162199.853820833 L 217634.77705258093,6162247.93828387 L 217383.24848871666,6163063.674972135 L 216824.5917081275,6163648.90987475 L 216482.33903080144,6163926.861506561 L 216085.9851123074,6163784.371282796 L 215806.14592302835,6163250.132830535 L 215779.9433960813,6163205.821154507 L 215749.32354701357,6163164.438526582 L 215714.61095811182,6163126.423618684 L 215676.173596294,6163092.17940359 L 215634.41891251685,6163062.0688832775 L 215589.78952263776,6163036.411240948 L 214891.094635641,6162681.268853537 L 214864.59903058532,6162660.893929855 L 214923.49605308112,6162523.692793771 L 215268.54302253155,6162068.148302977 L 215295.60008040557,6162028.627164621 L 215318.75155436076,6161986.698486947 L 215337.78500603142,6161942.747008301 L 215352.5257841028,6161897.176028285 L 215362.83862691472,6161850.4037070805 L 215368.62890362533,6161802.859228397 L 215408.97716278568,6161253.20815606 L 215618.42868016555,6160801.631316662 L 216060.85706670556,6160452.4314821465 L 216099.14647454265,6160418.911281445 L 216133.8303740086,6160381.672729842 L 216164.54948393875,6160341.101571457 L 216519.22701974673,6159819.4991830075 L 216545.1108453866,6159777.035100226 L 216566.64830558127,6159732.209788576 L 216583.62633706382,6159685.466690656 L 216595.87698155036,6159637.268221117 L 216603.27904729816,6159588.091192141 L 216605.75930801706,6159538.422096488 L 216603.29322727394,6159488.752294778 L 216595.90520122388,6159439.573154613 L 216583.66831726683,6159391.371189641 L 216566.70363101692,6159344.62324662 L 216545.1789687379,6159299.791788134 L 216519.30726709086,6159257.320317591 L 216489.34446661954,6159217.628991786 L 216455.58697981152,6159181.110464426 L 216418.3687587835,6159148.126001724 L 216378.05799159894,6159119.001908516 L 215779.10706274395,6158730.080943236 L 215739.46933655482,6158706.858995345 L 215697.86757203832,6158687.373067337 L 215654.65295601456,6158671.787652258 L 215610.19029040376,6158660.234316461 L 215564.85491270258,6158652.810588963 L 215519.02952752265,6158649.579138147 L 215473.10097593884,6158650.567242734 L 215349.358464608,6158658.928342667 L 215352.44479734625,6158620.087535929 L 215353.9052987627,6158569.966774449 L 215339.1760114327,6157869.731430469 L 215335.6337638817,6157819.918359609 L 215327.14017621867,6157770.707095504 L 215313.7799767216,6157722.588547981 L 215295.68644083783,6157676.042726413 L 215273.04006168744,6157631.5339513505 L 215246.06674954324,6157589.506222668 L 215215.03557825004,6157550.37879042 L 215180.25610106255,6157514.541972581 L 215142.07526267914,6157482.353261414 L 215100.87393827466,6157454.133757281 L 215057.06313405794,6157430.164965486 L 215011.07988725565,6157410.685988107 L 214963.38290642173,6157395.891138815 L 214944.10213581988,6157391.965579251 L 214934.98720552618,6157365.191205597 z M 219830.0940387114,6162183.636444001 L 219850.0378283337,6162223.271584582 L 219873.41685178253,6162260.982595916 L 220101.44689839953,6162594.761558386 L 220131.2015193134,6162634.014072237 L 220164.67387038912,6162670.148529791 L 220201.539122903,6162702.81426821 L 220241.4395220954,6162731.694286452 L 220582.9728182574,6162954.115003952 L 220628.15307726458,6162980.285014184 L 220675.81606800834,6163001.600842877 L 220982.75469427215,6163120.052317348 L 220549.8934402945,6163217.543590765 L 219550.91725746694,6163442.538226543 L 219051.4291660415,6163555.035544425 L 218551.9410746235,6163667.532862315 L 218546.13892920897,6163668.876009236 L 218532.29569007948,6163672.167584459 L 218847.93124156463,6163229.77535253 L 219322.91780777072,6162785.024531391 L 219367.1398078354,6162737.895671593 L 219655.43805800367,6162387.812877956 L 219818.17735658467,6162190.197289756 L 219827.69932316098,6162177.595702839 L 219830.0940387114,6162183.636444001 z M 222793.30066232613,6162359.731795798 L 222820.77999230564,6162310.192571956 L 222842.47914339777,6162257.862894746 L 222995.6653019876,6161819.804315405 L 223393.47737922348,6161578.183805132 L 223625.32715343306,6161461.779328074 L 223642.20602935128,6161479.171474665 L 223608.76246158223,6161715.301942605 L 223263.45510971808,6162093.115966854 L 223232.65417210062,6162130.268708306 L 223205.57850817498,6162170.217830682 L 223182.48035742078,6162212.591164128 L 223163.5749044237,6162256.99395461 L 223149.03827419548,6162303.012541477 L 223139.00589137623,6162350.218211163 L 223133.57121860562,6162398.171191127 L 223132.78488581596,6162446.424746813 L 223139.61674532384,6162659.95227495 L 223054.80904776903,6162676.474062077 L 222528.62339640994,6162778.982767918 L 222793.30066232613,6162359.731795798 z\" /></g></svg>"
      ],
      "text/plain": [
       "<POLYGON ((211426.993 6154493.061, 211598.118 6155186.194, 211560.067 615568...>"
      ]
     },
     "execution_count": 42,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "open_water = domain.buffer(-500)\n",
    "\n",
    "coastalzone = domain - open_water\n",
    "coastalzone"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Find if points are inside the domain"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "True\n",
      "False\n"
     ]
    }
   ],
   "source": [
    "from shapely.geometry import Point\n",
    "\n",
    "p1 = Point(216000, 6162000)\n",
    "p2 = Point(220000, 6156000)\n",
    "print(mp.contains(p1))\n",
    "print(mp.contains(p2))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Mesh class can also check if a mesh contains points "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([ True, False])"
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "p1p2 = [[216000, 6162000], [220000, 6156000]]\n",
    "msh.geometry.contains(p1p2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAnoAAAHUCAYAAACtVIUPAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjguMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/H5lhTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOydd3wb9f3/n587bXk7dmxnOnuHDAJhJhBIyh4FCmGWMsMqlM2vQPmWUSirA0oHlE3ZK4ywdxJGSALZy1le8dbW3ef3x0mKZUu2JNuZ9+RhYp8+97nPnca99J5CSikxMTExMTExMTHZ41B29gJMTExMTExMTEx6BlPomZiYmJiYmJjsoZhCz8TExMTExMRkD8UUeiYmJiYmJiYmeyim0DMxMTExMTEx2UMxhZ6JiYmJiYmJyR6KKfRMTExMTExMTPZQTKFnYmJiYmJiYrKHYgo9ExMTExMTE5M9FFPomZiYdDu33XYbQghqa2t39lJMTExM9mpMoWdispfwxBNPIISI+ykuLmb69Om88847Gc1555138tprr3XvQncyc+fO5bbbbtvZyzAxMTHpFkyhZ2Kyl/GHP/yBp556iieffJLrrruOmpoajjrqKN56662059pThd7tt9++s5dhYmJi0i1YdvYCTExMdiy/+MUvmDx5cuzv888/n969e/Pcc89xzDHH7MSV7X6Ew2F0Xcdms+3spZiYmJgkxLTomZjs5eTl5eF0OrFYtn/vu++++zjggAMoLCzE6XQyadIkXnrppbj9hBB4PB7++9//xlzB5557btyYhoYGzj33XPLy8sjNzeW8887D6/XGHj/00EMZP358wnUNHz6cmTNnArB+/XqEENx333387W9/Y9CgQbhcLo488kg2btyIlJI77riDvn374nQ6Of7446mrq2s35zvvvMPBBx+M2+0mOzubo48+mp9++in2+Lnnnsvf/va32PlFf9qu4cEHH2Tw4MHY7XYWLFiA2+3myiuvbHe8TZs2oaoqd911V0dPgYmJiUmPYVr0TEz2MhobG6mtrUVKSXV1NX/5y19oaWnhzDPPjI156KGHOO6445g9ezbBYJDnn3+eU045hbfeeoujjz4agKeeeorf/OY3TJkyhQsvvBCAwYMHxx3r1FNPpby8nLvuuovvv/+ef/3rXxQXF3PPPfcAcNZZZ3HBBRewdOlSxowZE9tv4cKFrFy5kltuuSVuvmeeeYZgMMjll19OXV0df/rTnzj11FM57LDD+OSTT7j++utZvXo1f/nLX/jd737Hf/7zn9i+Tz31FOeccw4zZ87knnvuwev18sgjj3DQQQfxww8/MHDgQC666CK2bNnCvHnzeOqppxJev8cffxy/38+FF16I3W6nf//+nHjiibzwwgvcf//9qKoaG/vcc88hpWT27NmZPFUmJiYmXUeamJjsFTz++OMSaPdjt9vlE088ETfW6/XG/R0MBuWYMWPkYYcdFrfd7XbLc845p92xbr31VgnIX//613HbTzzxRFlYWBj7u6GhQTocDnn99dfHjbviiiuk2+2WLS0tUkop161bJwFZVFQkGxoaYuNuvPFGCcjx48fLUCgU23766adLm80m/X6/lFLK5uZmmZeXJy+44IK441RWVsrc3Ny47XPmzJGJPhqja8jJyZHV1dVxj7333nsSkO+8807c9nHjxslDDz203VwmJiYmOwrTdWtispfxt7/9jXnz5jFv3jyefvpppk+fzm9+8xteeeWV2Bin0xn7vb6+nsbGRg4++GC+//77tI518cUXx/198MEHs23bNpqamgDIzc3l+OOPj1m+ADRN44UXXuCEE07A7XbH7X/KKaeQm5sb+3u//fYD4Mwzz4xzPe+3334Eg0E2b94MwLx582hoaOD000+ntrY29qOqKvvttx8ff/xxyud08sknU1RUFLdtxowZlJWV8cwzz8S2LV26lMWLF8dZSk1MTEx2NKbQ6wY+++wzjj32WMrKyhBCZJSFKKXkvvvuY9iwYdjtdvr06cMf//jH7l+syV7PlClTmDFjBjNmzGD27Nm8/fbbjBo1issuu4xgMAjAW2+9xf7774/D4aCgoICioiIeeeQRGhsb0zpW//794/7Oz88HDPEY5eyzz6aiooLPP/8cgA8++ICqqirOOuusTueLir5+/fol3B49zqpVqwA47LDDKCoqivt5//33qa6uTvmcysvL221TFIXZs2fz2muvxWIQn3nmGRwOB6ecckrKc5uYmJh0N2aMXjfg8XgYP348v/71rznppJMymuPKK6/k/fff57777mPs2LHU1dUlDCY3MeluFEVh+vTpPPTQQ6xatYq6ujqOO+44DjnkEP7+979TWlqK1Wrl8ccf59lnn01r7tbxaq2JWu8AZs6cSe/evXn66ac55JBDePrppykpKWHGjBkpz9fZcXRdB4w4vZKSknbjWlsDO6O1tbM1Z599Nvfeey+vvfYap59+Os8++yzHHHNMnAXSxMTEZEdjCr1u4Be/+AW/+MUvkj4eCAS4+eabee6552hoaGDMmDHcc889TJs2DYBly5bxyCOPsHTpUoYPHw4kthqYmPQU4XAYgJaWFl5++WUcDgfvvfcedrs9Nubxxx9vt180I7UrqKrKGWecwRNPPME999zDa6+9xgUXXJBUvGVCNEmkuLg4oYBsTabnNGbMGCZMmMAzzzxD3759qaio4C9/+UtGc5mYmJh0F6brdgdw2WWX8fXXX/P888+zePFiTjnlFGbNmhVzJ7355psMGjSIt956i/LycgYOHMhvfvMb06JnskMIhUK8//772Gw2Ro4ciaqqCCHQNC02Zv369QlDEtxuNw0NDV1ew1lnnUV9fT0XXXRRuwzg7mDmzJnk5ORw5513EgqF2j1eU1MT+z0aF5jJeZ111lm8//77PPjggxQWFnb4BdDExMRkR2Ba9HqYiooKHn/8cSoqKigrKwPgd7/7He+++y6PP/44d955J2vXrmXDhg28+OKLPPnkk2iaxm9/+1t++ctf8tFHH+3kMzDZ03jnnXdYvnw5ANXV1Tz77LOsWrWKG264gZycHI4++mjuv/9+Zs2axRlnnEF1dTV/+9vfGDJkCIsXL46ba9KkSXzwwQfcf//9lJWVUV5eHkuQSIcJEyYwZswYXnzxRUaOHMnEiRO75Vyj5OTk8Mgjj3DWWWcxceJEfvWrX1FUVERFRQVvv/02Bx54IH/9619j5wRwxRVXMHPmTFRV5Ve/+lVKxznjjDO47rrrePXVV7nkkkuwWq3deh4mJiYm6WIKvR5myZIlaJrGsGHD4rYHAgEKCwsBI34oEAjw5JNPxsb9+9//ZtKkSaxYsSLmzjUx6Q5+//vfx353OByMGDGCRx55hIsuuggwEhb+/e9/c/fdd3PVVVdRXl7OPffcw/r169sJvfvvv58LL7yQW265BZ/PxznnnJOR0AMjxu26665LmITRHZxxxhmUlZVx9913c++99xIIBOjTpw8HH3ww5513XmzcSSedxOWXX87zzz/P008/jZQyZaHXu3dvjjzySObOndtj52FiYmKSDkK2joo26TJCCF599VVOOOEEAF544QVmz57NTz/91C7mKCsri5KSEm699dZ2LiWfz4fL5eL999/niCOO2JGnYGKyU3jooYf47W9/y/r169tl1+5OnHjiiSxZsoTVq1fv7KWYmJiYmBa9nmbChAlomkZ1dTUHH3xwwjEHHngg4XCYNWvWxILGV65cCcCAAQN22FpNTHYWUkr+/e9/c+ihh+7WIm/r1q28/fbb3HzzzTt7KSYmJiaAKfS6hZaWlrhv7+vWrWPRokUUFBQwbNgwZs+ezdlnn82f//xnJkyYQE1NDR9++CHjxo3j6KOPZsaMGUycOJFf//rXPPjgg+i6zpw5czjiiCPauXxNTPYkPB4Pb7zxBh9//DFLlizh9ddf39lLyoh169bx5Zdf8q9//Qur1Rpzg5uYmJjsdHZeU449h48//jhha6loa6hgMCh///vfy4EDB0qr1SpLS0vliSeeKBcvXhybY/PmzfKkk06SWVlZsnfv3vLcc8+V27Zt20lnZGKyY4i2FcvLy5M33XTTzl5OxkTby/Xv31+++OKLO3s5JiYmJjHMGD0TExMTExOTPYa6ujouv/xy3nzzTRRF4eSTT+ahhx4iKysr6fhbb72V999/n4qKCoqKijjhhBO444474gqeX3HFFXz55ZcsXbqUkSNHsmjRoh10Rl3DrKNnYmJiYmJisscQTYCcN28eb731Fp999hkXXnhh0vFbtmxhy5Yt3HfffSxdupQnnniCd999l/PPP7/d2F//+tecdtppPbn8bse06JmYmJiYmJjsESxbtoxRo0axcOFCJk+eDMC7777LUUcdxaZNm2L1bDvjxRdf5Mwzz8Tj8bRrkXjbbbfx2muv7TYWPTMZI0N0XWfLli1kZ2d3SxsoExMTExOTnYmUkubmZsrKylCU7Q4/v99PMBjskeO1vX/a7fa41ovp8vXXX5OXlxcTeQAzZsxAURTmz5/PiSeemNI8jY2N5OTkpNUHe1dl9z+DncSWLVvo16/fzl6GiYmJiYlJt7Jx40b69u0LGCKv/wA3NdV6tx8nKyuLlpaWuG233nort912W8ZzVlZWUlxcHLfNYrFQUFBAZWVlSnPU1tZyxx13dOju3Z0whV6GZGdnA8YbIicnZyevxsRk90DXdYQQphXcxGQXpKmpiX79+sXubwDBYJCaap3PFhSTldV979uWFskhU6rb3UOTWfNuuOEG7rnnng7nXLZsWZfX1dTUxNFHH82oUaO6JDh3JUyhlyHRG1VOTo4p9Ez2KGpqtjD/qxdYtvwHJu+7H9MPm9Mt8/p8Pq667moUq6BwQG9GDB3G1NFTKO9XHucmMjEx2bkk+iKWlSXIyu7O96lhIUz1HnrNNddw7rnndjhm0KBBlJSUUF1dHbc9HA5TV1dHSUlJh/s3Nzcza9YssrOzefXVV/eYXtWm0DMxMaGlpZnvFrzC/AXzWbNOA0DgYPXaxVRU/J4zZv+/Ln/o2Ww2FLuC3hym5uct1Py8hc9f/wRsgrx+hQweMpj9Ru3LqMEj9pgPWBMTk+6hqKiIoqKiTsdNnTqVhoYGvvvuOyZNmgTARx99hK7rHfbhbmpqYubMmdjtdt544w0cDke3rX1nYwo9E5O9lFAoxOJF7zH/mw9ZuqwFTVOwWjQmjKlmn7GbKSmr58VX9+Grr2Hr1iu55NI/kJvbK+PjqarKwYcfwqevfYR3nCDcS2CpklirJfXravluTS3fvTcfVHCX5jBg8EAmjZzIxOHjcblc3XjmJiYmeyojR45k1qxZXHDBBTz66KOEQiEuu+wyfvWrX8Uybjdv3szhhx/Ok08+yZQpU2hqauLII4/E6/Xy9NNP09TURFNTE2AIzGif+tWrV9PS0kJlZSU+ny+WdTtq1ChsNttOOd9UMMurZEhTUxO5ubmxzBwTk90BXddZvXIBX3/9Jj8sqsLnVxFIhg6qY/K4rYwbUYXDoeGTYSQSTRe8N28EX3wziNxcjUsvuZyB5eMzPn4wGOSK669Ckxp1JyugRlxEYYm1FkP4VUmsNSDCxkNSgKPIRZ/yvowfMZb9Rk8hPzev6xfDxMQkjkT3tei273/u3a2u25ZmnYmjqnrkHlpXV8dll10WVzD54YcfjhVMXr9+PeXl5Xz88cdMmzaNTz75hOnTpyeca926dQwcOBCAadOm8emnn3Y4ZlfEFHoZkqrQ0zSNUCi0A1dm0har1Rr7Rra3snnzKr756iUWfruW+gbjw7pPSROTx21lwphK8nICsbFSSnyE4/b//sc+vPbmWBCCs2bPZP8DfpnxWh5//Um+mfslLfsL/MOT3Dh0iaWOmMXPWg2Kf/vDljwbvQeWMnrYKKaOmUJpcamZ4GFi0kX2FKFnEo8p9DKkM6EnpaSyspKGhoYdvziTduTl5VFSUrJXiYGGhloWfP0/5i/8kU2bjW15OX4mjdvC5LGVlPZuSbhfWOoE0dpt37g5l2demExTs4PDDxvIL0+5PqMkCr/fz5XX/xbNolN/ogJKCs+JlKhNUeEH1iqJ2mr5wqXSa0Axw4YMY+rofRk8YLCZ4GFikiam0NszMWP0eoioyCsuLsblcu1VAmNXQkqJ1+uNZWGVlpbu5BX1LD6fj0XfvcE3879gxaoAUgoc9jD7T6hk0ritDB5QT2f6J0zieln9+jRy6QVf8Mz/JvHhR7B581VceNEfcbuzE45PhsPhYMLBk/hh3kLsayWBISm8N4RAywUtVxAYZmxSPBJLtcRaBdZqjeplW6lZtpUv3/wUbILcvgUMHjKYKaMmMWbIaDPBw8TEZK/EtOhlSEcWPU3TWLlyJcXFxRQWFu6kFZq0Ztu2bVRXVzNs2LA9zo2raRo/Lf2Y+V+/x+KlDQRDCqqiM3JoLZPHbWX0sBqs1tSKnSZy27YlHFZ4/e0xfLeoH70KNeZcdh1lZcPSWrPH6+Hq669Bc0jqj0/RqtcJIiCx1BjWPmuVxLINRPS0Iwke/csHMHb4OKaOnmwmeJiYtMG06O2ZmBa9HiAak9ctN5KVK+GQQ+Czz2BYejdTk+1En4tQKLRHCD0pJevXLuabr1/l2+830eIxzqm8XyOTx21ln9FVuF3px4bqdP69z2LROem4xZSWNDH3vZHcffefOO/cXzJh4qyUj+N2uRlzwHiWfrII2wZJsLzrQk/aBaG+EOq7PcHDUosR41clkVVNLNu0hGWfL+EFnkHkZ1MyoB8TRo3hkHETKcjP7/IaTExMTHY1TKHXg3SLu/bZZ6GqCp57Dm69tevz7aXsKa7z6uqNzP/qfyxYuILqWuOcigr9HDJlCxPHVtKrwNel+bUUhB6AEHDAfuvpXdzMsy9O5B//eIVjjlnF0cdclvK1PvuYM7jui0W4FkuCA6UxaXdiEYRLMH6ETkjqeLbaqVubTX5DgPxGD5WLfuadRT/zzrP/Q89yUNivD2OGj+DQfSbTt8RM8DAxMdn9MYXers4LL2z/1xR6ey3BYJC/P3wJy1YZb9ksd4hD9tvK5HFb6VfW1G0aKVWhF2Vw+TbmXPAFTz8/mTffWsqmTddx7nl3pFRsNDc7l2FTRrHyq5+xbYRg/0xXnQyJVWhYIv5boUBDloONfbPZ2DcHpMTlC5PXGCCv0U9+Q4D6ZWv4fNkaPn/tbXS7lew+JQwfNpRDxk1iePkgM8HDxMRkt8MUersyK1bA8uXG78uWGW7cHnbfTps2jX322YcHH3ywy3MJIXj11Vc54YQTEj4erWX0ww8/sM8++3T5eHsyn370OMtWWRg1tIaDp1QwbFAdqtq94bW6lMg0hR5AQb6Pi87/ipdeG88Pi6Dq7iuYM+f39Crq2+m+5xx3JjfNvwnnYp1gP6WbrHoSi9CxikiHj1ZTegJ2BMI4SyHwuqx4XVa2lBr1teyBqPALkN/gR6zdyPdrN/L9ux+hWxSa3S72GTyKgyaMZ9LY0Tidzm5Yr4mJiUnPYQq9XZmXXwZVBU0DRTH+vvHGHj3kK6+80m3ZiVu3biXfjHvqMj6fl3ffW0heTojzTv0x5cSKdNGSZNumgt2mcfop3/PJZ0P44JPh3HnnrVxw4XmMHHlQh/v1yi9k0MShrFu4CusWCPXJeAl0JPCitATsHUrZgN1CVbGFqmI3AJaQTm5TgPxGP3kNAXKbPKz7fgHrvl/Ak4DqyqG4rA9jRozggMnjKdvLSviYmJjs+ux0P8TmzZs588wzKSwsxOl0MnbsWL799tuk47du3coZZ5zBsGHDUBSFq666KuG4hoYG5syZQ2lpKXa7nWHDhjF37tyEY++++26EEEnn2mm88ALokZuvrm934/YgBQUFZGenVy4jGSUlJdjt9m6Za2/mw/f/QYtX5ehD1+O09pyISNdt2xZFwGGHrubM074lFIaHH/4vH33wHzpL7D/n+DORAlyLMxWaEovQcCohrEJDiMQiT9MF/nB6323DVoVthU5WD8pn4fgSPhw1mPmD+rHWXUSdko3f56Vy9TI+eOtV/nDbbVw053Ku+f0d/PWJZ1i4aDHBYDDDczIxMTHpHnaqRa++vp4DDzyQ6dOn884771BUVMSqVas6tAIFAgGKioq45ZZbeOCBBxKOCQaDHHHEERQXF/PSSy/Rp08fNmzYQF5eXruxCxcu5B//+Afjxo3rrtNKHb8fvv8eEt0I6+pg8eL4bT/+CG++CQUF7ccLARMnQhcbMbd23Q4cOJALL7yQ1atX8+KLL5Kfn88tt9zChRdeCBjX+eqrr+bll1+mvr6e3r17c/HFF3NjxOrY1nW7YMECLrroIpYtW8aYMWO4+eab2x1/6dKlXHvttXz++ee43W6OPPJIHnjgAXr1yrzH6u5Mc3MD8z78iaKCAFMnVKIKBV3qKWXHpoOUstvmHDWiikvO/5Knnp/MCy/Op2LjOmaf+fukluLSohL67TOQTT+sx1IpCZekKmYlqtCxdWDBa403ZAUyF8pWm0ZIsdPodtI40EnWBoESBpsMk637yNa9ZOl+qNrEkqpNLPn6MyQCS1YepX37Mm7USA6YtA9FvcySSyYmJjuOnSr07rnnHvr168fjjz8e21ZeXt7hPgMHDuShhx4C4D//+U/CMf/5z3+oq6vjq6++it1cEvWha2lpYfbs2fzzn//k//7v/zI8iy7wz3/CFVckf1xRtlv0on8fd1zy8Q8/DJdf3n3rA/785z9zxx13cNNNN/HSSy9xySWXcOihhzJ8+HAefvhh3njjDf73v//Rv39/Nm7cyMaNGxPO09LSwjHHHMMRRxzB008/zbp167jyyivjxjQ0NHDYYYfxm9/8hgceeACfz8f111/PqaeeykcffdSt57W78N7bj+APqJxx7LpYTJ4FlRBaRvF0yeiqNa8tvYtbuPSCL3n+pQl8/Q1s3Xoll865ndzcooTjzzn+TP5v0f/hWqzTVNJZ+RuJisSqaCgi9XV7A3ZAkonYs1jDWFSdWMEaAb4SiWuzICisbFOsbMOoBaZInSzdR5buJ1v3kt3SxKblS9i0fAlzX/kfYd1CUVEZQ4cMYcqU8YwcMQSLxYyiMTEx6Rl26qfLG2+8wcyZMznllFP49NNP6dOnD5deeikXXHBBl+edOnUqc+bM4fXXX6eoqIgzzjiD66+/Pq6G2pw5czj66KOZMWNGp0IvEAgQCGzvB9rU1NSlNQJwwQVGgsVf/2qYI9pa9nS9479h+36XX27M180cddRRXHrppQBcf/31PPDAA3z88ccMHz6ciooKhg4dykEHHYQQggEDBiSd59lnn0XXdf7973/jcDgYPXo0mzZt4pJLLomN+etf/8qECRO48847Y9v+85//0K9fP1auXMmwvayOYH19DZ98vpY+vb1MGl0d2y6EwCJVQp0UNk6HrsTnJcPlDHHO7IW8N28EX3wziLvuvIbrrrubgsKydmP7l/ajdFRfKn/ahKVGEi5KJMYkChJbmgIviidoQ0CaklaiqDoWS5vrI0BzQDAf7PXxD+lCoUl106S6gUKQEocMka15yfV6ycZHXW0FC7ZVsGD+R0gpcLoK6NO3P/uMH8WUfceTl5eb9vmZmJiYJGKnCr21a9fyyCOPcPXVV3PTTTexcOFCrrjiCmw2G+ecc06X5v3oo4+YPXs2c+fOZfXq1Vx66aWEQiFujZQoef755/n+++9ZuHBhSnPedddd3H777RmvKSEOB/zlL3DEEXDOOdDSAuE0bt4WC2RlwZNPwrHHdu/aIrR2aQshKCkpibUTO/fcczniiCMYPnw4s2bN4phjjuHII49MOM+yZcsYN25cXNmNqVOnxo358ccf+fjjj8nKymq3/5o1a/Y6oTf3jb8SCiscf/jadm3LFCGwSCVpu7J0kFJ2u0UviqpIjpq5jPzCFt58exz33/97rr3uroSWvbNPOIM//fQnnEt0mg+Lt+op6BkLvChGIkZ61jxFkdhsWqvvYa0sggICBRKLF9RAB/MKgR8bAWGjzpJDzsYwitBw2AM47X6c9gBS1rFm1TbWrPqBl196BqE46dWrlGHDhzJ1v30YPHigWdrFxMQkI3aq0NN1ncmTJ8csOBMmTGDp0qU8+uijXRJ6uq5TXFzMY489hqqqTJo0ic2bN3Pvvfdy6623snHjRq688krmzZuXUr0vgBtvvJGrr7469ndTUxP9+vXLeI1xHHccLF0Kp58On3+e+n4HHGAUVO7TpVTFDmkbVyWEQI9YFidOnMi6det45513+OCDDzj11FOZMWMGL730UkbHamlp4dhjj+Wee+5p99ie3qO2LdVVFXzxzVYG9WtizLBtCccoKAgyK4nSmh3RA3HfSRsIhxXeeW8M999/M9deey9ZWfFWq8H9B9NreG9qV1ThrZNoBQIFHauioXZB4IEh0jxBW1r7CCGx2cOx2D8hIJFJ0FcicVeAkB2Ivcg+uk2gW4GQitfvwut3xQbYrKGI8DPEX031Wmqq1/Ll5+8hpYI7q5D+/QcyZvRIDjhgH9xud1rnY2JisneyU4VeaWkpo0aNits2cuRIXn755S7Pa7Va49y0I0eOpLKykmAwyHfffUd1dTUTJ06MPa5pGp999hl//etfCQQC7dpk2e32ns0g7dMHPv4Y7rkHbrklcYJGFCHg//4Prr/eKL+yE8nJyeG0007jtNNO45e//CWzZs2irq6OgjYJIyNHjuSpp57C7/fHxPU333wTN2bixIm8/PLLDBw4cK+PWXrr9b+j64LjD1+bNMlACIFVqgS76MLtCbdtIvbfbx3BkMqHH43kwQeu5+pr/ozLFS9WzjjhdB6+50FcS3SC0/UuC7wogbAFXaZjEZPY7KF2175dhIUA3QL+IomzOskTJVv13BWCYJaCvV5vY1sUBEM2giEbjS1GrJ+qaDgios9p9yNlLcuX1bB82UJeeulJLMJFca9SRo4czv4HTaRf/75maRcTE5N27FRfwIEHHsiKFSvitq1cubLDWK9U5129enXM8hSdt7S0FJvNxuGHH86SJUtYtGhR7Gfy5MnMnj2bRYsW7bxeqKoKv/lNamMvuGCni7z777+f5557juXLl7Ny5UpefPFFSkpKEmY3n3HGGQghuOCCC/j555+ZO3cu9913X9yYOXPmUFdXx+mnn87ChQtZs2YN7733Hueddx6apu2gs9r5bN60ggXf1zFycB3Dyhs6HCuEwErXXgfhHWDTix7hkINWc8hBK9m4SfLwQ9fGxb0CjB40kqzyXGzrJfaf6TZzY3rWPIndHm7nLgcgkfAUEMqBUFaSxbbZHMxWU3Iga7qKx+emtqGAjVVlrNhSztq6flQ2F9Hc4MTv97OlZg0ffjaXP975f1x84Ryuver/8feHHmf+19/h9/tTOIqJicmezk41m/z2t7/lgAMO4M477+TUU09lwYIFPPbYYzz22GOxMTfeeCObN2/mySefjG1btGgRYLj6ampqWLRoETabLWYdvOSSS/jrX//KlVdeyeWXX86qVau48847uSKS4Zqdnc2YMWPi1uJ2uyksLGy3fYfz2mupj+uB5It0yM7O5k9/+hOrVq1CVVX23Xdf5s6dmzCWKCsrizfffJOLL76YCRMmMGrUKO655x5OPvnk2JiysjK+/PJLrr/+eo488kgCgQADBgxg1qxZe1V80huvPoaUguMOX5vSeEUoqFJmZJmTGXbDSJ/tPs/Dpq8gGLLwzfxB/PUvv+PyK/6MzbZdiF181kXc/9CfEfM1lGqd4EESuljD20jEkCnE6ElstjBKkq4jQiTXnr5iieoHJdzqGK2teRF0m0CzCdRg6tddVwXSpuAPq/hDdpob7Ni2+VFtGvbsMPbsEPbsMI1U8+PP1fz48zfIx8GmZlHauw+jx4xgvwMnUlLS27T6mZjsZQjZWTXTHuatt97ixhtvZNWqVZSXl3P11VfHZd2ee+65rF+/nk8++SS2LdEH1YABA1i/fn3s76+//prf/va3LFq0iD59+nD++ee3y7ptTbqtv5qamsjNzaWxsZGcnJy4x/x+P+vWraO8vDzlGMAYRxwBH320PcPWYjESNKL/gmHJmz4d5s1Lb+69mC49JzuQdWt+4O4/Pco+I2u46FdLU95PSplRyZWw1AnS89bSkIxXO1LCG2+N4/sfBjB6tIs5c+6Le296vB7u+cefqFpeiZ4rCRymI7vQZGVZZW/qve5Or47VGsbSQecRf6ULPZTEgipBDYBrk0BEBaWW2Ahor9Nw1GkpWfaiIq81qieIY6un/WAhsWdtF3727BCqrdUCpIX87CIGDx7Mvvvvw+ixI7qtE47J7k+i+1p02/c/9yYru/u+cLc060wcVZXwHmrSvex0obe70iNCr64OiouNlmdg1M0bPRruusuIx1u2bLsAVFWoqQGzxVhK7C5C78H7rmD5aj+3XLqAsmJvWvtKKdOO1wvIcI9l3LYmJCVtbWG6Dq+8NoElS/syYUIuF154d5zlVkrJU289zZdvf4FUJcEDJNqQzNb6bUV/Ah12xZCoFh2brWPR6692ogc6mEeCvU5grzdMfyLJdEpIkrMhlPjBViQSeQAirONa39jp/iCx2PU44Wd1a7HYQynBYc2lT1lfxo4bxX4HTKSwMEFBdpO9AlPo7Zns3RHvuxpvvGGIvNa18e65B+x2OPxwuOEGeOgh43FNM8Z3ITvZZNdi+c9fsGxVgP3GV6Ut8mB7fb1wiha6niyrkuBo7bYoCpx4/CJCIZUffoAnHv895573h5jYE0Jw9rFnMXrIaP71z39i/0wnVK0T2k+STlhiWBedijxFkVitnV+3Tr2ekZIrqhesnuSDdatAswvUQPLrr6sCmaTlnbQoSJHYWth2QeGASjig4qmNbFF0w+qXE8aWHUJmN7G24ifWVvzE62+9iJA2CvN6M3TYEPY7YCLDhg/eeXHLJiYmXcYUersSL75o/JuXB089BUcfvf0xhwMefBBmzICzz4b6emO8KfT2CKSUvPbqsyiKztHT1mU8jyqUiIDrPF6vu9uoZYKqSk45+Xuee2Ff5i8Am/2PzJ59S1x4xqSRExn0+zu56+9307i8AaVWEpyuI1NsyeztJBFDUeLLqHQ8OLVr5iuRqOtA0ZNPGsxScAQSu29jIq+DRek2FTWQvttd6gr+Jhv+puh1kVic22P9HNlhasVGahdu5OuFHyN1gduRR7++Axg/YQxTpu7Tbf2wTUxMeh5T6O1KLF0K06YZtfGS1Y075hhj3BlnGP+a7BEsXvQe6yo0Dtl3C0UFXcuWVFHQU6ivt+OseR1jseicduq3PP3Mfnz+OTjs9/LLU66LG5Ofl8/dN9zFIy88yuJPfsTxukLgUB09hVKWRsZt4tZnbWvldUoq5V4ESCv4e4OtHtRg+4QMMISec1t7oZaKyEPKjIVeogWHfRbCPgueaiOsQVF1bK2SPKRsYMXaelasXcT/Xn6akFehOKcX4/YZzX7T9qV8cPlelTBlYrI7YQq9XYmffgK3u3P/UFmZUXPPkyAY22S3Q9d1Xn/tVaxWjaMO3dDl+VJtkbarCD0Am1Vj9unzefLpqcz7YA02+8Mcd1x8H2hFUZhz+qV8PPQTnn/yeRzzBKHxOqEJssNCUZ6APUnrs8S18joi5bFhUP2g20F3gAiDEgAltF1uSqsg7BBY/NtXlpLIi461q9Cc+trTQdcU/A02/A3brX5Wt449VzPEX1aQ+nA1n35bzafffowMQ7Y1h/79BjBx6gQm7T8Bl8vV4TFMTEx2DKbQ25VI0PorKUKkN95kl+Xb+a+xuRKOPHATudnBbplT6SReT99hZVVSx27XOPOM+Tzx5FTefvsn7LbHmDnrwnbjpk+exrD+Q7n3r/fBj16Uaklgmg7OxPN6ErY+Myx5aRuhUizgrAQinTKiSQ8W0CygSVCCEdGnG1Y91W+4b9MReQiBbtsxcXNSABYLQU0lWAfNdSBbPCgV67EXW3D0tmDvbYGiRn6uWMLPFUt46vn/YtXs9C4oYdTYkew/bQp9+vUxS7uYmOwETKG3C+MJesi6yxBzLTe24LaZLY/2NDRN440338Vh1zjioIpunVtBoCASxuLtqG4Y6eJ0hjjrzG94/L8H8sqr32G3P8m06We3G9enuA9/uuUeHnjyIdYuXI3zdYXAdB29d/w4KcEbal8+xGrTUJPUyusIQ6ckdgPHjqlIZLKwQAG6zbD0CQ10oeCs1dITedHj2HtW6EkAiwqqEr8uKaHJg+aTeDeE8EazhxWwF6rYexviz9Fbsrmpgs1fVjDvy/cgJMhx5FFeXs6+B05i/ORxcfUTTUxMegZT6JmY7ES+/OxZarYJjp1eQZara63M2hJ14SYqubIj3bbpVnDKcgc558yv+c8TB/L8819gt7uYesAv242z2Wxc/5treWPom7z9v7ewz1UI7SsJj5YxHeZP0PrMYg1jsWQodDtJxpCKcWy9o9J0USufCuEcgT9fQbcr2JtkqgbDyP4KUhEIvXufy6QCL4oQ0OI10qZbdR9Ch0CNRqBGo2mp0fFEdSuG6Cs2rH6yVx0/rq7nx9XfIx+X2KWT0qIyRu8zmv2n7UtxcbFp9TMx6WZMoWdispMIBoO8PfczslxhDpu6qUeOEe2HG2rlwpVS7hIZtx2Rk+PnnLO+4j//PZAnn3wfq83O5MnHJhx73KHHMmLgCB5+5GHEgiBKtSR4kA42w227HYmq6pmLPOjIkBcTeQCoxt+ig6zb6Hz+QgVpVQhlSVzVOmrn5fVi6DYV1d89XxAkGOLOErEUJhNc/gBC08FiQQY7DjXQPDqetUE8a41xQgV7kSH6HMUW9N6SDXVr2fDRWuZ+9CYipJDnKmDI0MFMOXhfRpoFnU1Muowp9Ex2OgMHDuSqq67iqquuSjpGCMGrr77KCSecsMPW1dN8+tF/aGhS+OXMDTjsPdedom2LtF0pCaMj8vN9hmXvvwfyn/+8gc3qZNz4GQnHDhswlD/deg/3PPYnKn/eilKnEDhMx8P2jFtFkVhtWlrJF20RIrHbNk7kRdBtRkJGh0jQHAqKBrpF0FKq4NwmsXlSeI6imbddFHopC7zIMWlqMX7PoLae1MBfGcZfGSZa7tmSE2/1q7PUsPDnWhb+PB+pgVO4KC4upXDEIE495nAKzCLxJiZpYQo9k27ltttu47XXXov1I06FhQsX4nbvXfGHdduqePe9BeTlaBw4eRN6rEWYaCcjusOV1brkyq5uzWtNr14ezj7za5747wE89tjzzLnMwciRByUc63K6uO2KW3lm7rN8/uZnON5UcIzWoUCkX0YlGQn2TyTyADSrRPUnOWD0KdBblV4RgBD4igRhh46zrjNXrkC3Z17SRILhfrWmIPBihxTQ7I38KpCtWzNmSLhJp6UpSMuqiNXPCo6o1a+3Bb1Yp6J2DRVfrOGHL+Yh7U7ySksZPmQIB04Yz9DycrOgs4lJB5hCz2SnU1RUtLOXsMNobm7gnbl/47PP1xEKWTntuOVIa4BARzu1utm3loEiVjSk/dZEfylAWEpC0rAe7i6xUCW9mzlr9jf896mp/P3vT3DVVQ4GD56ccKwQgjOPns3owaN47LF/Ur64hf4TGwiOk2hSIayrhHQFTVcIS5WwrhDSFcK68VhYbv9dk4K2Ck60UV7JRB6AbutApUU6wrU/gkEoS0GzS1w1HbhyBei29D/CDYEnwGpJK/kDgGAQgtsXJCwWZBeFXrv1hcC3JYxvizGvVKD6/40lR4QoaPCTG/Aj1q9lwfq1LPjgfXRFwV5QSL8BA5k4ejRTx48ly6xIYGISw6xwaRJHIBDgiiuuoLi4GIfDwUEHHcTChQsBeOKJJ8jLy4sb/9prr8UEwxNPPMHtt9/Ojz/+iBACIQRPPPEEUkpuu+02+vfvj91up6ysjCuu2F4jbeDAgTz44IOxv1etWsUhhxyCw+Fg1KhRzJs3r906N27cyKmnnkpeXh4FBQUcf/zxrF+/vtuvR3fR0tLEyy/dzU03/Y4PP6qgIN/DOad+z5QJm9OaR7b6T0dHj/yrxX40wq1+QoRb/WiEZJggkhAy7SSJnUmfPo3MPn0BUoeHH36Uig0dFwufMGICd976R0SBQP1BpaDBT4mrmb5ZjQzMqWdw3jZG5FcxttdWJhZvZkrJRg4oW88hfdZyWL/VHDlgBbMGLOeI/is4rO8qDumzhqml65jUZz1FJXXgCCHtGqg6iSr0QZKEDAloRpUW0XpbW4TRJq2lVCHo7qA7hl1Nyz4rhQCbBWzW9EWelNAYX7tTKArp16hJD8/kMpp6udlUmMeyXqUsKBnEF6VDWVzYlw3ZhTRaHfi31bL2u4W89OQTXHPNNVz026u56U/38dTrb7KuogJd3zWzzE1MdgSm0DOJ47rrruPll1/mv//9L99//z1Dhgxh5syZ1NXVdbrvaaedxjXXXMPo0aPZunUrW7du5bTTTuPll1/mgQce4B//+AerVq3itddeY+zYsQnn0HWdk046CZvNxvz583n00Ue5/vrr48aEQiFmzpxJdnY2n3/+OV9++SVZWVnMmjWLYCfB4Tsar9fDa6/ex003Xc3789aRm+PjV7/8nssv/pzRIys7DO7vCRRhvOUlEESi70Zib8CAOk4/bQGhEDz40ANs2bKqw/H5uflcP+dahCrwf+CGoOHCVSI/nekcIcCi6NgtYdzWIHl2P4VuH9sCLnDoCKeGcGuI7DAiK4RwhcERBpsGFh2sEl2NCIyIBQ+9/VOe9BkQgCLwFSl4C4VRz64tikCqnb+IpABptYDdmrkwEwKa2xdpF5YecAwJY83h0f1pmtY3dpFkxEMbVlXqnFmsyy3ix6L+fFE2jG+LB7IqrzdVzhz8gSDb1qzii7lvcfcf/8hFl13Glb+/jfv/818+X/gtPp+v+9dsssvwxz/+kQMOOACXy9XOOJEKF198MUKIOAMEQF1dHbNnzyYnJ4e8vDzOP/98WlpaumfRPYjput2JeIIdd7bwhDwJf09GV+vseTweHnnkEZ544gl+8YtfAPDPf/6TefPm8e9//7tTF6vT6SQrKwuLxUJJSUlse0VFBSUlJcyYMQOr1Ur//v2ZMmVKwjk++OADli9fznvvvUdZWRkAd955Z2w9AC+88AK6rvOvf/0rZk18/PHHycvL45NPPuHII4/s0nXoDnw+L/Pef5QPP/oZv1+lsMDP8UetZNyYLbH7rIbcoW9AKSEk4y0bISSqlKiI3cKVO3hwLaf+8jte+N9kHnjgbq699vcUFw9IOr6872COOOEw3n/pI/yfOnEc4e1SnJ5V0eifX8f6usL4BwSgSoSKcaEjxwj0URE+ib1GQWjt4y9J7vmNI5Ql0OzCyMpt4ymVNhV8id2nnZZKSYdQGAIJvkipqjF3d31pECBtVkKTh6AXZuMtjRSeloYbNxFSCFpsDlpsDjZnGckaNi1MTtBHbsBHTtAHVZWsqNrKivlf8RSgZOVQ1KcPY0aM4KAJ4ykrKdkt3gMmnRMMBjnllFOYOnUq//73v9Pa99VXX+Wbb76J3X9aM3v2bLZu3cq8efMIhUKcd955XHjhhTz77LPdtfQewRR6O5FoMeRU6H1f707HyFu79kG7Zs0aQqEQBx54YGyb1WplypQpLFu2LONYulNOOYUHH3yQQYMGMWvWLI466iiOPfZYLAksAcuWLaNfv35xb7KpU6fGjfnxxx9ZvXp1u8bqfr+fNWvWZLTG7sLn8/HRB//kgw8X4/WpFOQHOGbmSsaP24LapgabJKIJdsC9RUpDWPoTFErWAB2JVe4ecXsjhldx0ok/8PIrE7n//ju49trbKSzsk3T8STNOZfGSxVSuqCU8IIR1eBr1S9ogBORne6moL0BPaGIjXrkFFEAhUAi2RokayPD6CoFuhZayNlm50czbNkKvWwVe5DixbNt2SxNGqZVQ5tc1dhhAFmQTmjQE7FZ8vUBaIusXINWOi1W3JqhaqHVmU+s0PieE1MkOBsgJeskN+snxeqlesYyPVizjo9dfRbdYySruzeBBg9hv/DjGjxhuFnTeTbn99tsBI5woHTZv3szll1/Oe++9x9FHHx332LJly3j33XdZuHAhkycbMcJ/+ctfOOqoo7jvvvsSCsNdBVPomaSMoijt4rpCKXy49+vXjxUrVvDBBx8wb948Lr30Uu69914+/fTTjGpktbS0MGnSJJ555pl2j+2sxI5AIMBHH/6beR98j8ejkpcbYNaM1UwYv6nDDgwaOipKj3pwDY+hxCOTB81HXbkWCWo3i72ecA6PHbOFUEjl9Tf34b9P3MLV1zyedKwQgqsvuJabbr0B/2cu1JJmlNzMYrYCmgVNKBTnNVNZn0OHokMDoUdMUAoE80H1SKzNrZJk0rk4ibJyEUbPW1pNFy2VIqI7dQNJ3LYxLBbootCTgDasDG1Yn5g49ZaK+EYkXUiulUKhye6kye5kE4CU2LUwuUEfOQEvuUEfYssmlmzZxJIvPkMHAg4n/fr2Z3D5QCaNHsnIwYNN8beHous6Z511Ftdeey2jR49u9/jXX39NXl5eTOQBzJgxA0VRmD9/PieeeOKOXG5amEJvJ9JyY8e+fU/IE7PkVf2uCre1Z0uQDI58iH355ZcMGGC4w0KhEAsXLuSqq66iqKiI5uZmPB5PrBxK2zIqNpsNTWtfE87pdHLsscdy7LHHMmfOHEaMGMGSJUuYOHFi3LiRI0eyceNGtm7dSmlpKQDffPNN3JiJEyfywgsvUFxcTE5OTnedfkYEg0E++ehx3pu3kJYWldycIMcfvZpJEzZiSaHFVk+7bw2rYccirzXhSNyeZTdw5U6csJGffi5j9epeeL1eXC5X0rG52Xmcdc5ZPP73J/F94MJ1YgsizVA1KaEh6AQEvbJbqG3MIqx3oDzC7Q+guUDawNogUTSRsQpu7cpV7Jb0auFlQlgDX/LccCEEUlUhwXu/UwRIVSU0aTCyOC+2WVfBW0ycVtW7M6pcCAIWK9UWK9Uu43NE0XXyRAtF2fU4tkjcLUFqV6+gdvUK5s97z9Cc7mzyi3pTXj6ACSNHMG74MBwORzcubO+iqakp7m+73Y7dbk8yuue45557sFgscYmCramsrKS4uDhum8VioaCggMrKyh2xxIwxhd5OJJ2YOrfV3eO9bt1uN5dccgnXXnstBQUF9O/fnz/96U94vV7OP/98pJS4XC5uuukmrrjiCubPn9/OND5w4EDWrVvHokWL6Nu3L9nZ2Tz33HNomsZ+++2Hy+Xi6aefxul0xsRka2bMmMGwYcM455xzuPfee2lqauLmm2+OGzN79mzuvfdejj/+eP7whz/Qt29fNmzYwCuvvMJ1111H3759e/IyAYbA++zTp3jvva9palbJzgpx7C+WMXniRqxpdF7oSfetxJjcI8Np6Qkdw7pnlaDswmJPACOHV7J6TTE//vgOU6ee3OH4/ccfyLcHL2DJ58sJfuvAPqWzasbxSATNYeMGpCjQO7+Jzds6KN4bSqBKBOgWtrtyvV1z5TaXCnI26EaSRWR7t9OB2zZuSRYLMk2hJwGZ4yI0eSi44m/u3t60N0gqRuZ5gmjHbkBiK/GjlHuoU2wEy600fVeIXdPICvu3//j81K9fTf361Xz/8YfGng4XuUXFDOjfn/Ejh7PPiOHtQkt2d973jMAhuk8y+D1hoIp+/frFbb/11lu57bbb2o2/4YYbuOeeezqcc9myZYwYMSLttXz33Xc89NBDfP/997v8F9xMMIWeSRx33313zITd3NzM5MmTee+998iPVKN/+umnufbaa/nnP//J4Ycfzm233caFF14Y2//kk0/mlVdeYfr06TQ0NMSSJO6++26uvvpqNE1j7NixvPnmmxQWFrY7vqIovPrqq5x//vlMmTKFgQMH8vDDDzNr1qzYGJfLxWeffcb111/PSSedRHNzM3369OHwww/vcQtfOBzm88+e5t13v6ChUcXtDnP0zOVMmVSB1ZqZO7An3LfbRZ6WICovNYxEDcNbtqt9+CkYaxo5ooo358KPi77qVOgBXHjqHG5Y+Ts830nUfiEspakJEymhMeRAtnqWCrK81DRmEwwn/hgVwSTmp0jxvGA+WCwSsY20n30ZmUcNQdaWYM8Genbmto2iKEZ9vjR67+oDigmP7m9YI9vgLU1cZVCqILq5kYxQdbIHNWLv5Y9ZWVvqXWhOCPos1KlZ1Nm3x1Rb9Ij4C/lj/4qN61mycT1LvvyMpwFpc5DVq4h+/foxdvgwJo0aSX5+XvcufA9g48aNcZ/byax511xzDeeee26Hcw0aNCijNXz++edUV1fTv3//2DZN07jmmmt48MEHWb9+PSUlJVRXV8ftFw6Hqauri0s+3BURcncqprUL0dTURG5uLo2Nje3Ehd/vZ926dZSXl3fJpO8JemIJGy03tvS4RW9PpqvPiaZpfPn5c8x99xPq61VcriCHHriG/SZvwGbr2l1HAHbRvZX9pZR4pUZ6trzECMDaBVeuLmW3tl2Lirwoj/zzIGq3ZXP//Y8mTPBpy7pNa7jnrj+BU8d9ahMiRS/R+pYCQjL+eWrwOKioaf+FBQ1EQ2oTqx5w1LS3UcVC0yIe3gT1mxGAszJI3kp/J100uoCmw8r1KQ2VoVDnSRnCKBUT3mcQep8E1w7QbLD5UJFQwFqaBWqo+4StxR0iZ3g9SrQ9noSgz0rt+nzQBbZtIiULoqpruMMBssJ+ssN+skIBXFogbk/dYsNd2IuyPn0ZPWwIk0ePorio1y7zRSrRfS267e6Fh+LI6kaLXkuYG/b9NOE9tLt44oknuOqqq2hoaOhw3LZt29i6dWvctpkzZ3LWWWdx3nnnMXz4cJYtW8aoUaP49ttvmTRpEgDvv/8+s2bNYtOmTWYyhonJ7oqmaXz91YvMnfsh2+oUnE6NmYevYv8p67F3UeBF6Qn3rV/q3SLyoGcTNdIhqnPa3hRHDq/kg4/zWL7sS8aMPbTTecr7DmbG8dOZ9/LH+D9z4TzC2+F4KcGnWduJPIBclx+nNYQ/ZI2/2iGF+CyCDiaPuHNBbB/e9t+4fYy2aVFh5yuxoWgq7k1+VL/WvU5NKVOz5kXpLClDgHTZCe07FJntTDrMUxIZ3G49kVp6XU/wBSTOEi/ugU3xeSsCGquyjF8U0JxgSaHsnqaoNNlcNNm2x4oqUjfEX9TyFw5A1VbWVG1hzfcLeAMIWxTcpQWU9iljRPkQ9h02hrKSUpQeLkS9J1NRUUFdXR0VFRVomhaLJR8yZEisa8qIESO46667OPHEEyksLGznYbJarZSUlDB8+HDAiB+fNWsWF1xwAY8++iihUIjLLruMX/3qV7u0yANT6JmYJETXdeZ/8wpvv/0eNbUKDrvGjGmrOGD/9Tjs3dvyCbrXfeuXGsGMHbbJCUe6aeyMmnttrXitGTmiig8+HsEPP3yQktADOPmI01iydDGVK7YRGhDCOiy5chAimoSR+LGSgkbWVfWKfyCkkFLGqwDNDZoP1FRrfUvaWe90m4KnvxNbXRBHbbD7xF6qbtvY8I7732qlBYTHl29PGkmCtyx56RqppF5iJek6LTrZgxuwF8QnmEgJ/mY7Id/2zFrNJVF9bZsLpoYuFJqtTpqt218/QkpcEctfVthPts2D2FzL+o21rP9mMe/yCrpFwV6US3GfUoaXD2bysDEM7NPP7OmbIr///e/573//G/t7woQJAHz88cdMmzYNgBUrVtDY2JjWvM888wyXXXYZhx9+OIqicPLJJ/Pwww9327p7ClPomZi0oaZmE48++v/YtMmG3aZz2CGrOXDqOpyO7hd4Uboj+1ZKo7VZQPZcu6dozT3LDkzU6EjkARQXNZOf72HJ0q1IKVMSoUIIfvuba7npthvxfxopuZKT+LqFdQWPlrykRrYzQJYjgMdvM2L4JIhEiRhxRJRatBCwFUhF6OmgJHt6hSBYaCfstuDe6kcE9a4LPl0HT3pdJNr1v424nsOjB6APLO7UdB1yQTCngzFd1DqW7CC5w+oRSWJqm6rb1DdVjGxpS8eG35SRQuCxOmix2glnZ+McZkdRdBweDXdjGHdjCHdjGL2mgc1b69n87c98xJtIVWApzKaorIQhAwcxadhohvYvz6hE1Z7OE0880WkNvc6i1hK11CwoKNjliyMnwhR6JiatWLTofZ544gV8PhtT9lvDtENWkefq5sjvBHTVfSslhAGf3DFrDUXFHj2XqJHq3ELAyOFVfPXNICoqfmbAgPY1sBKRl5PPWeecyRN/fwrfvMQlV6SEhpBRUqUjSvIbWb01UnpBFyTuVwZxAi92AqBbU7BSdSjyWg1zqDQPcOGoDWCv74qPU0KLN+2OF0JRkIqClIbQlDar4arNT61AvKdt7bw2dFTRpmMkrj4tuPq1JCwxKCV46pxowfa3Rc0pUb2ZWfWSrsYC4Szw1TlxF3vxZ1vwZ1vY1tcRW5DdGxV/kZ+GZiqrm6hctJIveBcpwNY7j7uuvYXsrD0ry9ek+zCFXg9i5rnsOnT2XOi6zquv3s/776/E4ZCcetp8hg2vAiAkBdZ0i65lQKbu22hBZG+KtfK6izASBbB00lEjk3dBugJy5PBKvvpmEN9/93bKQg9g6viD+PagBSz9YgXB7+zY921fK64p1HnyjsseItflpcnrRCaNz0ve70zvrAZvRyKPBNdYEfiLHYTcFlxb/QhNZiBRBDSlEZ8XWYdWnE1g8CC0AjfKuk2ohcVgS83qJAFPZ+FOGZRYEVaNnKENWHOCSb9MSSloqU0iRiNWPUPsdR2JJJhvND4OB6wEW6xY3aH4tQlBwG0h4LZQF70mUmLz6zHLX35lEFHZwPotmxg7bGQ3rMxkT8QUej1A1JTu9XpxOpMHHHeG2+buclszEwOv1/C7JHJzNDXV8dhjt7JqVZCS0kZO/uW35Odv99OEkChS9ngiQibu23QLInc33V1zL1nCRWf071+P0xlk8eLVnHhSese86LTLuH7l7/B+K7H0DaNGSq5ICc1hO1qyBqttKMlvptHrTBCfl8CK1wapghQSkcgSqBvJF5mguS00l7txVfmxNqf5GpESPKn5K3WbSrhvAaEBvZAOK0iJogu2zexHwQodS/Jay3EEc0Fzdv7cp1NixZobIGdoPcIiOxB50FLjRteSP9ea04jVS26tTQ2JJJwtDXd9BF+DE4szjOisyLoQBJ0qQadKfYkdKTy4m8K4HJnfZ0z2fEyh1wOoqkpeXl6s5o7L5dpl0uf3NqSUeL1eqqurycvLaxfMvHLVfP752GM0NVmYMHE9M2ctxZKg4HEAHYdUejQuLV33bWuRt7O/DnRHzb2uuIFVRTJ8WBWLfuxHbe1WevUqTXlfm83G5RdewT133YvvA3es5EpHSRiJsFvD5Ls92GywrTYHLWSlIyteHJHMW7WtpzUi8jqdoqMBqsBb5sTaFMJZ5U9dNHp8HdbEk4Ce5yI4oBCtJC/Wos1Yj0BXQVoVGoYKCpZpKCkIM0+JML49dKKtpYIRMNrxKFz9mnH18XTcDU6Cril46pJ3VgEiGbhGkeuufAoYLts211UKw4VblF4goKIZ87htZmcOk+SYQq+HiBZQbFtg0WTnkJeXF1fUUkrJ++//k9deW4iiCI49/gfGj9/Y4RxRsdeToj1V9220ILK3CwWRuxsNiQ5YO3HlJqI7Yv1GDjeE3g/fv8ERR16U1r6D+g1hxgnT+ODlT/B/7sI5w0tAsxDQU/2INFy15b1qKXJ5WZ5fTE1DDqFmG2GPtXMrUDQho7XQS1XkpUgox0rYqeKq9GPxdqKSOuiGIVWFcFkeoYG90LMcSb+daHaMrGK7oHGQSt6qjku/SAHeUjoVeamUWFFsGjnD6rFkhTr/4iSgqSoLmYKlTnOC6pMZW/Vau2zbEvZbCXksWFzhlL/sKREhvjNahpnsPphCr4cQQlBaWkpxcTGhLjb7NukaVqs1zpLn83n5z+O/Z/GPzRQUeDn5lG/p3bupgxkMJIbYs/eg2NNTcN+2FnndWYi4O0hccy/5GjN11SZiyOAaLKrGjz8u5ogj09//l0f8iqVLllC5chvBfiEa+keUShIEEquiYREaFkXHIsLYIoF0VkVDtWuoDh+y0EfYYyXUbEMPqEnn1G0Soi3RulnkRZFWBU9fJ7aGEI7qQKxAcEJa4q1LWpadcP9CQn0LjA4Yrax37RCgObb/HsyBlr4K2ZuSfy3xF4BuS60kTUclVmz5frKHNKCoKVhTJYSDKr7GFC1iSqTciid9q55EEs6Kd9m2xdfgJNvZ0r5+TrLlRPS6mXlr0hGm0OthVFU1ax/tQmzctJx/PHofNTUqI0Zs4ZjjFuFIo2xKNCbNloHVKtX5O3PfCui2rhc9RRiJLiWWDm6H3Z2xa7dpDB5Uy6o1RXg8LbjdqWV5RhFCcNVvruXG264n8KkL/zQVSiUWISNiLiroNKyKjtLqZiwlsfZoUoJF2a7ShALWrBDW7BB6SCHUbCXcYkO2jgcTbBcAnSReJF58WidKMN9G2KXi2upHCSQow+Lzg6YjhSDcO4fwwF5o+e6UYwukBK21aBMCb4nA4pM4tyV+3XaWbRtHoo9UIXEPaMJV6k19HgGNldkpDjbQnKB607fqSQuEszt+z0pdwVfnwNUrtZI2ImLRS6UjjMnei1l622Sv4auv/sc9d99Hba1gxhFLOfmUb9MSeVE0ZI+KLA29w9n9ukZoFxZ5UXSM2L22KxX0XFmWEcOr0HWFH3+cm9H++bn5nPHr2aAI8j/WKK1qobeziUKHh1ybH7cliF3V4kReewTWtgFpkVNVrDq2/ACufs04enuwuINETWq6xQgpSFvkZYhuV2kZ4CJQYIt/jqRE9/oJDO2N97CRBCYMQMuLxK+l+JwJIq7bNjQNVAgm6OSoK+DrTcp6q22TEsURJn9sLc4S7/YFdDoJBDw2Ap7OUp7bIAyrXvtXdkeHkgTzUjPRhnxWQl5LSunq0Rg906Jn0hGm0DPZK3j66Wv4738/xG4PcdY5X7H/1LVdajkWQhLuocLEOolLYUgpCUqdwC4Tldc5EvBJgUc3PmoUjOzcnnJ9jxhmlMT5cdE3Gc9xyNhDuerqq1BtCnKeHX1lx9aS1ta8yBYsHWQeiIjX0+IM4yj24R7QhK3AhyrCKSUsJFxDZrsZJTyK7Hj6OdEtwphHCHzjywgNLkbaLNsXnSaJhB4IGoaqaG10ia8YpJr6MaQgJrTshT4KxtWmFdsGxjWLtTpLE63z0oqtjhNx2aasJwW+emdK5QsVXSIFptfIpENMoWeyxyOlZMGCBqzWML+58FP696/rlnmDSLQeqJUYdd+2ZkcWRO5OJLBNs1KtWyNev57NPs/ODtC3Tz3Lljd1KTZ2ZPlIrr/2eixZKvJjO/rSxGKvvcgzNJEtFbNcK9euLSeIs9yDyNs5ZXI0l4XmAS5CuRaC2RakVc28ejeRenqJhI0wBF3DUJXWVWu8UbdtqgiQFknWoAZyhjUglBSzm6Prk+BrdBD2Z2gJS8Oql4rLtt0+uoKvofOMb0UzkmNMTDrCfIWY7PEIIdh3Sl9CIQvbkhVEzZDVITc/B3NYF8piU9hFVdhBnWajWbfg15WOqlN0SGv3rZSGu3hHF0TuCtG1+3RBAAWJoFGq6DIqjnqOkcMrCQRUli/7okvzDOxTzi3X/z9s+Rbkl3b0760pN4mwqmkKcgG6X0ELZGiZyVSTRUv8hSVWjwZSULuPlZCza8+RtGAkbCRCQNgJjQMVQxBawdeLlM/BGtYoDLTQe0g1jmJfbM50aa7p2mdBKla9dFy2bQl5rIT9HbtwFV1CGpZQk70TM4LTZK/giBnn8sXnd7NwQTkDBm7rljklsCmcQzhSDiVZ7wEFiQUdq5BYhYZd6FjRsYpWP8T/bhc6FrHzul5kioz8L4jhsvW2CqZq0lV0dBwCXBj3p1Rj5tNh5Igq5n00kh9++JCx46Z3aa7SojJuv+EO/vDn2/AtBALA/kbJjkTWvCjtYvRSIFDvQCsUKEGJtRlUX/e23IoRuehCk1g8GhZvGCVonEnYLmgeoNBcDu7NkLPOSABNMQk0RrizJFYhCBQIPD6JTFIkWNV0sgIBsvxBsvzGv9n+APZw5NquAF+eQkupleYSC77C1KyQUkLLNhdaqIvuTgFht8TSkvh5St9l2/4A3jon2SXNSU9LaBJhWvRMOsEUeiZ7BSUl5QwfbmPFilIaG53k5qbXqD0RArAKjbBUO7R+6AiCqAQlEVNHVNzIVv9PcKOQkKUEGWOrwSG65EnrcaKWrgDglwINgZQQaiX0wgh0CX7AL8EGOBWwifQKRXdGUa8WCgs8LFmqIaXssru4IK+AO274I3+4/1aaFgNBgTwomNxiRSTrNi0kikWiYbRDCxSCCIO1RWJpMY7TLZdHl1i8GhaPhpog2zaQb8XWLAjmgaefETuXuxZcVZEFpCL4RLL4vPZ4+hgF8bJ9oYioiwi6QBBnMN71risKam4OeUVFuAqy8DbUINdtxbksQNGyAJpN0NzbQkuphZYSC5o9sQCSuqClNkFGSAboDsALCcNm1fRdtm2RmoK/0YEz35/wcUUHYcbnmXSCKfRM9hoOP/wEVqz4H98tHMhhM5Z1eb4NoRx8GX5dTybu2tKs26jVrShIsoSGW9Gw7EKCr7XA80lBa+mgIdpZvEKo2CMtDYJAUDcqZTgFxMqudfH8hIARwyv58uvBrF+/lPLysV2bEMh2Z3PHtXfyh4duZdvyBggKmB5EJLnHKkKioKOnFB1jtOYSFp3WNk5pgWAeBHMk1hawtgjQk/R47eiaSYnq1bB6NVRfglIqEcIOBc2pYmuUBPOMbbod6keCpxTyVoHFk0JpOmkUSe5sUIHfQ6m3kUJfc9xV0oVAZGeR3bcPfcr6MKJ8EPsMHUrvoiIUJf566rrOjyt/4qNvv2Tt8lWoG1vI22jkpPsKVFpKLTSXWPDnG9Y+KaG5xo3Uu8kKJiDsam/Vk0gCSQojp0uwxYbVFcJi09rNp2gSYTMteiYdYwo9k72GsWOn06vX8/zwwwAOPnQlVmtmiQ1SQrXmoiKc280rjD9Go+7EgeGy1RE0SQtNmooDSZai4RD6TrPyRQWeH0PgJXJhhtv1iBUEpIq9TZNSDWiR4JGG4HNiGMu64tYdObyKL78ezA/fv90tQg/A4XBw22/v4M5H7mDrz9UQEsgjAogkn6IWRSfYqaDY3n9VsWokPGMFQjkQypZYvGBtBqUjT37kyVF9umG982kpuV4DecaJ2JraLyOYB9WTwL0l4s5trzliCJIkYgCOcJBSTyMl3kbsmnESfncOw0cNY+SgQUwYOpR+ZX1SziJVFIUJI8YyYYTxHG+rr2Pet5/zw+JFsK4SV12A4p8Chku6xMLW4S489Z20OkuTtlY9iSTs7orLti1Ge7SskpZ211zRJYpZQ8+kE8xXiMleg6IoHHrovrz88ncsXdKHCRMr0p5DSmjS7awKFdL90WWtj+EgJBOVGxb4Efh1BTUi+NxC2yHx2NH4O0nU/ZpY4IFxDqEE1iwdgSYFagLlIQGvNH7swhB91gwFX/9+dbhcQRYvXstJJ6e5cwfYbDZ+f/nt/PEfd7Bp0RaYa0fOCiAS3NQtikawwxZqMk6oK9ZO3L0Cwm7DgqT6wdosUIPGQyGnxOIDNaBH4u5SE3dRotY8ANUPStBwIcehgKev4c7NWQvuSpK6c1u7bhWpU+RtpsTbSH7AqHOn2+wMnTiJ0485mj4lvVNfaCcU5hfwqyOO51dHHI+maXy3bDGffPcl65evwbLBi7rNx+b+JHhBRU8igzdSxKpnjbjYUSGc073pRnpYxd/owJHrj3/NaKBYTNetSceYQs9kr+Lgg8/izbcWsHDBIPaZUJFe3S0Jfmnh52CvpAKnO2jR7QQjbRJCqEnj1zQEjbpKIypOoZMlNOxCdruVr7XA80mBES3U8UHCRknkhI8FpYJTdGxNDUjjxwK4FCOeD1J36yoKDB9WxQ+L+lFTs5mioj6p7ZjS3Aq3XPx7/vL0Q/z0xTJ404E8yo9oUw3D2mGcXvvnyXDdpoAwMj41p0QEJRavwBYEe20Qqy+zGouB/O23AoHA1iDxF5HwKdRt0DDCcOfmrwSrJ/5xCehWSXbQT4mnkd7eJixSRxeC7H4DOeaIwzlk38nt3LDdjaqqTBkzgSljJgBwx2MPs+m7nxigV7OlLBt0jP62ukDq0X+J/S10gdREZAyJL0bkjHUH6F6J0Mk4y7Yzgs02bK4gqrVV1xVdmkLPpFNMoWeyV+F0OtlvSh8+/7ySDRsKGZhiBq5Rx05habCIcML+S91Di2bD38rnIxGEUbAmLZJsfOL7pIpPqqhIsiNWvg5yBVIiaknTpSHwAq2O1xmhdm7b7QRRcUgtJdEWBpp0ow5UNI5PRJbR2e4jh1fyw6J+fP/dG8ycdUlK604VIQSXn3kl/3b+k4XzvoM3HMijA4is7Zac5EWTE4txoUbSW9NoraU7IOiQZFeAr7cNZWsANZCeNSnsUNAc8a9pWxP4izveL5QL1ZPBtRVy1xjuXFVo5LqaKK9pIisUecVkZTNxyn6c9ouZ5ObkpLW27uSasy7gymXXMWh1E3UlDoKO1N/HUhJRsBFRKGklDgV6UCGkWxBhgd66NF+3ppULvHUusnpvd+EqukQ1XbcmnWBGcZrsdcyYcR4gWbhgUErjo5/xPweL8HfUkbwLSAle3ZowuSMoU/8g1xA06CqbNRvbNAsBKVKu/RZbS+RfXUKLLmiQggCCVO9YujTWkXx+QTjNu5+OEcNXpxvxfNH6hB2d2pBBtVgsGj8uXpLWsVJFCMFvfnkh044/BBoVeMOObIwkUshktfSSW1yFACUlq55EikhZEgXUICi6AEXgKbXH95hNgUB++9e0rYmUM2y9ZVC1n8RV3MSw3HX0sdfg0sL0HjGKOb/9LY/cdy8XnnbKThV5AC6nk5NPOxVLWDJ4WWNa+wphFLYWFoli01HsOqpTQ3WHUZxh9IAFaRXoDhBhgQgIRFAgwsIIQo3m2XQRPaQSaLJHhKfRLs9iWvRMOsH8KmCy11FSMpARIxysWFFCQ4OTvLyOS60IYHmokCY9xZoRaSIlBKQFj24nkZgKSgtugmnMaMzhlSpeTcWKJEsJ4xJ6h1a+qPFBi1jwgq3mSodwCt8fg1LFKtKvDSgxSrOkUp7FZtMYMqiGlat709LSTFZWdtrHS4XTj5qN2+Xm7efnGpa9o/xQIBO4bjt3qwurBh3VdxPS6CgRnUcayRkxFIGnzI57SwA12LmyCDsVNEf750sJCyw+STiFvAVHMMSozVUUhb2EbRZGTp3GJaecgN3eM++XrjBr/4P58PNPYfVGqqr91BV3VvCvY6QOoW2O7VZYASggNBH7hij0aDGlSPcOAVLI2NjWz2Uqb7dAk93Iwo2EP6hmn1uTTjAteiZ7JTNmnICUgu8Wlnc6dl0ol1qte+putUVKQ/Q06zGnZNsRBNt2cE+TEIJ63cIWzUa9ZiHYxjUYlQNhCU26oFEKgmlY8NodT6qd7htCSdvS2JYg0KhDnWYIPynbt44bMbwKXRf8+OPbXTtYJxw37QROPe9UCAh40wFVShvXbWqxk4o1eXyXVCWJLq21pe0kEcuetfMD+hNY86LYGujYCiUl/bY1cODK9RQ1eykYNpT7776bq848bZcUeVGuPf8SNKvC0J8bUcOZ942WEkINdmS4zW1UkLA1mkAgpBH7p2gKSlhBCSoZWP8E3m0uhGYMspquW5NOMIWeyV7J6NHT6NVL54cfBhAMJhZSUkJl2M2mcM+4nIy4P5UmPXkvJUF6rtvkGBmyLVKlSrPFuXRDEhp1QZNUCHVB4AFobWrpdbSeRFm5GR0Tw527TTcydlu7dUcMq0IgWbRofrccqyMO328G5158DugC5tpxVRqVBB2WAA5LCJsSxqpoqEJDEToiFhSwHcWit1OrUom4aRNdVmHUtmuHIvCWdSz2Qi4FPUlRYQBbI0lfCq5AkH3XbmLU5mqEzcYpvz6Pu675HbnZPWM17U6KCwo5+BdHYPdrDFzV3PkOSdBarOg+K8lK4qRKnAAMKyghxRB+QYEICSNQVSPupaIHVcJNhkhvCHkzPgeTvQPzq4DJXomiKEybNoWXXvqWpUv6MnHShrjHjTp2dlaHCuiJFDqjf61CY6cNM0U3Cb14fLpCUECTpmIT4S4nbkTpKAmjLUGpYhOZW1Ta0rY8i0tAVlaQvn3rWbZcIxQKYe1hN9fU8QfgusLF3/76d7I/kUw4ejO2oo4zjKOt1KQEvZfA38/Ggh+HoUc1dwfPjdCMcijtHwAZEXuuLQHUUHsTUSCv42thbcGwLrV6SoWUDKipZ0jVNlQpKR07huvO/w0upzPZNLskZ/3iBBbMX0DZhnqqS50056VX9E7zq4SbOtgnYtXLtIWdoJXrt00hZgSgSnyKBd0BgZVb+H75D0wcMSGjY5ns+ZgWPZO9loMOOhO7XWPhgvI4I4qU4JNWfg4W9UgZFYlRT65Rc3Y6v6S7LHrb5zMKPjvYrDlplnbqdBeBLrqHIXntvGREW6L1BAEJVZqgImSjz/AaQkEL73/8dM8crA3jh+/D2Reeh5AC24cWo5huBwhhdNJQFYlF1bHawuiKTgcVagykIcaSiolWYk9v006lM2seYKy/mZglKcsXYL/VFQyvrEW4nJxz6SXcdtnlu53IA+OL3uXnX4gUMPSnBkQaL0Q9LAjVJQu1iNA1w3gH0wqEADU/CA5oOcw4zj/+/g9WVazu/gOa7BGYQs9kr8XpdLLffn2pqclh/fpeQHwZFa2H3h5SCho1V4rtsSDQTZm+UoImFep0FyG2B3tJBE26gybN1iXhpWVwdwt2c6kaKcGvq9SEXdRo2dTpdsrGV+HICvD+O1/i9Sbyc3Y/B42dylGn/gLhEfCBDdJowlLly0KxQippmpa28XltiYg9TxuxlyjTNhG2BhC6zuDKWqau2kCOL8DAyZP46113c8D4fVKaY1dlxIBBjDhwMlnNYfqs7+xCGrRLvuiInii1qeoovfxgMWI5tSKB5zCQIcmfH7yfLdVbe+CgJrs7ptAz2as5/PBoqZXyWMTU0kARgR5wl0LEJaw50xKRXU3GiOKXFup0FxqJkyUCWLpk3QulvZ/otnOTEjy6lWoti226m2CrqBSrXWfMwevxe1Vefftv3XK8VDh++gmMPmgUokqBLywpldeQQG0gC3dps1FXryNEgkSMJOOkul3shVwKeor9UZ2NGlPXVDCkug4lJ5tLr/4tN15w4S6dbJEOl592DjLbwYDVLTi8HWeBJ02+SEaSpIyMsWooRX5oE68ZLhN4Dwbdo/HHP99JfWN99x3TZI/AFHomezUlJQMYOdLBqpUlbN2WzbJAL1pkz5VRadSdaRdc1lHQUiyi61gbYsLkChxrQ8YxY8d10Cw7jwfM1LpnWELTN2FEW6Jlii6hWbdRqWXRoDvblXYRkRtt+bit5Ba18OUnq6jdVpnx8dLlstmXUzi4ALHSAks7ft6lhBpfFppUUCwSd2kLoqPuGjJJIkYiBChhSdipxnraJpkSKUBXjX61A2Q12f4gBaNG87e77maf4SNSPODugc1m4+wzz0LVJUN+amyftt2KDpMvEtGd7lu7htIrkHTOULnAtx+EG4Lc9uc78PrMBA2T7ZhCz2Sv57DDjkNKwRvvTMAjLdgJYiOElRAWwqhoKOiIWN2D9L+lt+5fmwmpxukVvt6CrVan8A1PK1etO233b7rWva5k0AbTSOCIEpaCBs3OVi2bJt2exA2+PQJSUWD89LVoYYUXXnk447Wmi6Io3HzZLdgKrIj5FtiY/FyFgCrv9qxV1ap3KPZUf6RQcmdExIulRUPRQHNASxk094OmAdBYDg2DoX4oNAyHhuGCxqECe+9mCkUz7j59ufOKy7HsoWU8DtpnMkVjhlCwLUDx1sQ1NTtNvkhGd9xhXWFEQXKRFyU4UuAfD/4qD7c9+AeCwXRqb5rsyZhCz2SvZ+zYwxk5MZ/atXmsm1+6PTheSCxCxyI0bCKMXYRxiBB2QgmEoNahEGzdvzYTUnVxFr7lif3ri7lqM3mbp2fdS6V2XjKCkX6+KY2VCts0J1VaFh5po6O7X9utJYPq6D2wnsXf1rJ2w08ZrTUT3C43v7v8WoRNQXxkhYb265USGgMO/Fr8a0S16bhLPEZrtFaItoWS200YGReW2OvCuNf7Ypm3rmodzQ5ht0BzCnS7QFoFqCJWddoWDjNiWxWaxcKNl81BdHcD5V2M351zEZpdZfCyJizBeGGdUvJFB2TuvpWI7CBKXjDlHs/+fSAwDBrX1/PHR+5G17svq91k98UUeiZ7PUIILj7nNvKKBKs+70tdRXwtsLafsYmFoBYnBK2ECOgqAd3Srn9tJqRi0XOsCeFcY8QZOVeHkGs7SttM/eYTte4lE5u6JMXaeclW0nFLNCnBp1uoCbup0bIibeg684tJQ6q2GiIEjJ++BoDnX3ws4/VmwoCyAZx9/lkQEoj3rUQaB8etrdKbuAadatdwl7TEiT0pwJrMbatLrE1h3Bv9ZK/z4agLoWqtWodIyF3bQTyalIzYthWrrnHcyadQVFCQxpnunuTl5DDrhOOwhnQGrWiMbU8r+SIZGe0qEblBRHaa3WOEwLc/BAdA5c+b+fPjDyC7WpncZLfHFHomJoDD4WDOxdegWiSL3xxMwJO6myqREDSsYU5adDtevWsiz+iO0fl68t/xEPWCSgVK323seIeUMax7jUmse+knYbQnkYiMJlhUaVmG0EwztjGRFSS/pIUBY6rYsMrP94s/znS5GXHA+AM59LhIX9wPrUaNuggBzUJjMHk7LotDw93bQ2uBHsu4jbQEsXg1nFsD5Kz14aoOYvFvl9+6qsRcuEKCq1pibUps7SltaaSXz0P+oMEcd9i0zE94N+Pk6TNx9CumZLOPvG2B9JMvEhFtc5bWPhKlIIBwpZGq3RpF4D0EQqWwesFK/vHivzKbx2SPwRR6JiYR+vcdyi9/9QsCHhuL3xqMzNDrISXUa1mAQJNGUeSgrsYeS5dUu2MUvOXdrgN0KHu7u4TedgJYqG9l3Uu3dl4yWrdE06SgSbexVcumQXdk5HoWHVgsxx6yDkXVeemlF3a4a+v0X5zBoEnliM0qzDeeUymh0pNNZ6YfizOMq9gQeyIsjRi9oI6jNkT2Oh/uzQFsLVpbL69xDIuIV74C8lZr7V6QjnCIoXXVaFYbN116SRfPdvdCCME1v7kEXRUM+akB2WRJL/ki6cRpuG8VaSRd2JO3woubOtkYVeCZDloh/PDhtzz37v9SXq7JnsdOF3qbN2/mzDPPpLCwEKfTydixY/n222+Tjt+6dStnnHEGw4YNQ1EUrrrqqoTjGhoamDNnDqWlpdjtdoYNG8bcuXNjj991113su+++ZGdnU1xczAknnMCKFSu6+/RMdjMOO+gkxu9XRt2GXNZ81SejOXzSFnEvGh/EIWlhWzibmlA2Xj39WnUyUoZE+HWyvvOT9e32H/e3ftwL/djeD5G1PBi7yQsgd5mf3h82kf+tp91P7nc+lEAmIsdocRa17oWl6Lai0n6p0qA5qNSyaNbtkXkzmbvjFblzAwyfspFtVZKPP38hw9VmhhCCq8+7hpx+2YilFlihoktBjT+1XspWd4j82gCFi3WytoRwV/ixN4RROjD+SIzyKm032polzupWrwEpGVm7FYvUOX32bHJ2g3Zm3U3/kjImTD8Il1ej3+rUauulRCp32jY18rqMTdAyA7Rs+PjVD3nny/e6YdJdn/Xr13P++edTXl6O0+lk8ODB3HrrrZ0mp0ybNg0hRNzPxRdfHDfmww8/5IADDiA7O5uSkhKuv/56wuE03es7gZ2aRlVfX8+BBx7I9OnTeeeddygqKmLVqlXk5+cn3ScQCFBUVMQtt9zCAw88kHBMMBjkiCOOoLi4mJdeeok+ffqwYcMG8vLyYmM+/fRT5syZw7777ks4HOamm27iyCOP5Oeff8bt7pkG9ia7B78580Zu3XAla74qI69vM70GNqW8ry4F9dr214+UYBUaYWkhLFWaNBdNmhOnEsKlBLApGlJ28M08QkDaKH6+hYG31SUdI0V8zL4UMOXCDUnHr7y1iE3nJn+vdUYACz7dQkhaI/aKtt1bRay8S9T9Gx0H0bSV7b9bMRJeutqOTdD59RyxfwVrF5Xx1psfcdD+J+3QunBWq5WbLr+Zm++4mfAXkgabBd2VOGsY2t/zFVWStcl40ehOCwQ0FC35twepiKQXJHethr+XglQFfZvryfd76T1iFIdP3T/Ds9v9ueik0zn/6/kM2FbPuuJ8dKUbaj121hLNqqEUdp5Zmy7SKfAcKcmaC68+/Qo57hwO3Gdq9x1gF2T58uXous4//vEPhgwZwtKlS7ngggvweDzcd999He57wQUX8Ic//CH2t8vliv3+448/ctRRR3HzzTfz5JNPsnnzZi6++GI0Tet03p2NkDsxUvOGG27gyy+/5PPPP89o/2nTprHPPvvw4IMPxm1/9NFHuffee1m+fHnKvS1ramooLi7m008/5ZBDDul0fFNTE7m5uTQ2NpKT0zNN7012Hlsq1/PHO/+IompMPWcpjuxQSvvVhd14pJ3WYsar2WjSXAnHW4SGSwngVIIdChwLGvuKtfS/q56S/za3E3WpEt2v4pw81t7Yq9M2WJ3RrNkI0g3uLYykjpC0Uqw2ppxlmAgFPaX9V37bhx/mDeXwX4zi1BOuzPyAGfLz2p958M8PEVYEPx2ST9C1XVAkWr+UoG2zof3spvj7cNwDSkhHhBKnxGg2Bd2mJnyKJNA8QEHro7HvlvUIu4OH7r5rt2xr1p38+/WnWDD3C9aOzWGjo4CA34ZxtbrwwtSMtnLtsGsoBZHsnDSnn9RvU0rjlHpJ9jvGe/+yqy5n7JAxCccluq9Ft9298FAcWd1nG/K3hLlh3093yD303nvv5ZFHHmHt2rVJxyTTE1Fuuukm5s2bx8KFC2Pb3nzzTU499VSqq6vJ3oUt4DvVdfvGG28wefJkTjnlFIqLi5kwYQL//Oc/u2XeqVOnMmfOHHr37s2YMWO488470bTk/o3GRiOeqSBJhlkgEKCpqSnux2TPpaxkIL+afRxBr5XFbw4mlVCugG7BI+PLMAgMi14yola+qlAu9WEXQX173FbcOBQ0u8L62wtZ/lgx4SwFPU1Dg65COEthwWMDWHlr7y6LPCBSv67rIk9KaNEd+KWFai0no1jGyEwpi8TBE7aQle/lsw+X0NC4LdMDZsyoQaM4/oxfYQ1Khi1oRNWMtScTeXqDleC6LDS7IK70oBDoNhXdriaMBDPi8xKvQQDZFRqjqreiSMmvzzt3rxd5AMcd/Ask0Lu+hQFDqygfsYXisgZcbj/E2a/TINFzkGKNvK6i5wtaDjeyiP/6l7+xbvP6njtYmrS9rwYCgc53SpPGxsak9/bWPPPMM/Tq1YsxY8Zw44034vVuLzwdCARwOOITppxOJ36/n++++67b19yd7FTX7dq1a3nkkUe4+uqruemmm1i4cCFXXHEFNpuNc845p0vzfvTRR8yePZu5c+eyevVqLr30UkKhELfeemu78bquc9VVV3HggQcyZkzibzp33XUXt99+e8ZrMtn9OHi/Y1m+cjHfflHB6s/7MuzQ5N+epYQ6LSvhY4bQ68waIPDrNvy6DRUNlxrEpQRRYmY7I05PBdYcXsTGdwuYeFUFBQu9Kd0fJFA3yc0PD/TDX2LFSdeKqUaFWVBa25UxSXsujMxdGfne6ZdWarQcitSmtOdN5+arqpJx09by1atj+N+rf+HCc29L72DdwNEHTmftxvUs/fgbyr9vYs2+Oe2UnpSgN1sJrM6OmGQh7BJYW+LPVaoKmlOg+sMxa68k4rrtgILsRnJCfgbsM5Gp++zTjWe3+1JU0At3/3zYVI8SlFhtGnmFLeQVtqBpAk+Tk5YmJ55mJ1IKRMQx2yFx7luJyA6lXz6lC2i9BZ5pEvdHOn964F5uv/FWiguLU97/023DsPq7WkFgOyFPEPiUfv36xW2/9dZbue2227rtOKtXr+Yvf/lLp+7VM844gwEDBlBWVsbixYu5/vrrWbFiBa+88goAM2fO5MEHH+S5557j1FNPpbKyMubm3bp11+4xvFMterquM3HiRO68804mTJjAhRdeyAUXXMCjjz7a5XmLi4t57LHHmDRpEqeddho333xz0nnnzJnD0qVLef7555POeeONN9LY2Bj72bhxY5fWaLJ7cO6vrqOoj4V188uoWZObdFxzgvZbUYQAldQTHzRUmjUnVaEcGsPOiHVL4pc26nUnOgr+EitfPTOI5df07rTElxSw/JrefP10Of6SzIs2x+aTxvn6IwWLpXEHyxgBbTp3CHzSSq2WnaZlL/20kL7Dayns08j332xh85Y1ae7dPVx22rnkD+9HwdYgZSvatK6SID0WAiuz42q5Bd0JrHQCUASa04IeSb6QahITYXQ8kOX0oqHwu/PP654T2kPYb98pCB1cG+Mt8qoqycn3UjZgG4NHbaJsQA3Z+R4UNfoeT/KijVntJCIvgxp57Uj/TRfuJ/AeCHpzmNvvu4Omlp3vmdq4cWPcvfXGG29MOO6GG25olyzR9mf58uVx+2zevJlZs2ZxyimncMEFF3S4jgsvvJCZM2cyduxYZs+ezZNPPsmrr77KmjXG58KRRx7Jvffey8UXXxxL8DzqqKMAowPOrsxOXV1paSmjRo2K2zZy5EgqKiq6PO+wYcNQ1e2+rZEjR1JZWdku8+ayyy7jrbfe4uOPP6Zv375J57Tb7eTk5MT9mOz5WK1WLr/kJqwOnSVvD8bX2P4bbUgqNOod95HtyH2bGIlNhLEIDZ+0gdTx6HZka1WnCipOTa2YbcVpBUbngy5itHJztmuplnntf8Oa176FmcArbWmLvbQtgAL2OWwNUgqee/Fv6e3cTQghuH3Otai9suizwkv+5ojrSoLuU/GvyIY2rc7CbpH8ugiB7rCgWZWY4GtNNGEmkC1oLFexOEPYcnOx2brPWrMncPQBRyAVcG9I/t5VFMjK8VPSt57BIzfTb1AV+b1asFijIq7Nk6SAKAggnBnWyOsGQkMEvokQrgvy4scv7bR1RGl7X02WGHXNNdewbNmyDn8GDRoUG79lyxamT5/OAQccwGOPpV8gfb/99gMMi2CUq6++moaGBioqKqitreX4448HiDvurshOFXoHHnhgu5ImK1euZMCAAV2ed/Xq1XE1slauXElpaWnsw0xKyWWXXcarr77KRx99RHl5eZeOabLn0ruoD2ee80tCfgs/vjEEXdt+82xdMy8ZUoK1o/oXbVDQcasBnGooJlx80kFFqDAiKLffPkrmpfCNXKY4ruMpjDZdmitBK7fMBaTAiG1M9qhX2timZaUk9pQM5Wavvk30HVHNqp89/LT864zm6Cp2u51brroO3WFh0PdNOLeF0P0K/uU5oLX/mA65kuZvxpBWxXAXanpM3AWzBc0DVGr3sdI4zIqWDzapkVvQqydOa7cmOyub/EHFOKp0VF/nry0hwOkOUlTaQPnwrQwYWklhcRN2RzSRS6JkB1FsWmaZVN1IMKJL6mp3fGxqphQVFTFixIgOf6L3982bNzNt2jQmTZrE448/npHFbdGiRYBhOGqNEIKysjKcTifPPfcc/fr1Y+LEiV0+v55kpwq93/72t3zzzTfceeedrF69mmeffZbHHnuMOXPmxMbceOONnH322XH7LVq0iEWLFtHS0kJNTQ2LFi3i559/jj1+ySWXUFdXx5VXXsnKlSt5++23ufPOO+PmnTNnDk8//TTPPvss2dnZVFZWUllZic+XuKm1yd7N/hNnMnXaYBq3ZrHyk+0xJV5pa2fdaosQRnZt50hsIkSW6sci4l29RgyQQm04l83BfDRpFBgum9sQ57qNJmi0TtSQCpTOzbx4clTkNWhuQknCejOtpReWClqHHS8EHmmnTnN3Iva6duMcd+g6FEXnhRef3Gkto8qKenPRxReBDkO+9KDPz0HxKMRCPFsRdqd4vS0qisdPS1+FbeOtNAy34i9SjQQNwKkZ1sOy0pJuPJM9h4P2P9DoJFKRngVOCLA7QhT2bmLA0ErKh2+hV0kDalYYYSGSYZ+4L3bPIlHQceUGQZXU1ew+Qi9VoiKvf//+3HfffdTU1MTu763HjBgxggULFgCwZs0a7rjjDr777jvWr1/PG2+8wdlnn80hhxzCuHHjYvvde++9LFmyhJ9++ok77riDu+++m4cffjjOe7grslOF3r777surr77Kc889x5gxY7jjjjt48MEHmT17dmzM1q1b27lyJ0yYwIQJE/juu+949tlnmTBhQsxXDtCvXz/ee+89Fi5cyLhx47jiiiu48sorueGGG2JjHnnkERobG5k2bRqlpaWxnxde2LEFVE12H8469RpKBtjY8F0JVSvz0drUzOsIWydCL5EVL/7x7TcEn7SzIdgLf52Vwm88KBFNKAW0DLYz/18DaBlkjwlARYdeX7dgbUzfXWSIPEGD5ibcSQuyTPRRQE8lZlDQIp3U68nFXled0tkFPgZP3ELVJp0vvnm9i7NlzuSR4xg59WAcMsQgTzVqECxeo92Z6gUlCGhGgoWWyNMabXPmD2LZWo/9540IBGoQdGv7q+QKG6EsQwcO7LmT2o05csp0pEXgXt+1eDqrTSO/VwtK9AucMNy+O1rwWYSGyxJEUSQyW9Jc141FoXcR5s2bx+rVq/nwww/p27dv3P09SigUYsWKFbGsWpvNxgcffMCRRx7JiBEjuOaaazj55JN588034+Z+5513OPjgg5k8eTJvv/02r7/+OieccMKOPL2M2KlZtwDHHHMMxxxzTNLHn3jiiXbbUvnGPXXqVL755pukj5uNnk3SRVVVrrj4Zm674/+xdO4gRpy5BpmbmsRQhPFNun0smhGL51ASC7wobR+SKOTOC6Do22vjrTunkGXXlaDbFWoPyGLknyoZ9MQ2pDDEXu8Pmth0cuoFkqU0yqc0aK4E626/QhnZKdU4OU2KpAksiWjWnQgkeYq3zTFklzN/AUYfuIH1S0p4/bW32W/SUTstZu2qs8/g6pUr6b2tirpwFvWWbCOOXwOpgYrxnIcdoAZlJKFbIIIhlDoPaoMHJbC97qO0qjhrJWGnhr8oXqw7NUPojRlihq4kwm63Uzy8LzU/bcTSohPOysw2IiWEdAWrqhFo3TtXRMSeBD12T+qJOisShxqODyHJlYQ2htA0bZe3SKXDueeey7nnntvhmIEDB8ZpgH79+vHpp592OvdHH33U1eXtFHbtVBETk12MwoISzjn3DMJBhdVv9Y9PjuiEtu7bzqx48WPbfzEZ+l4VAIFsCx//Yyg//b8ytEhtPN2u8NP/K2P+PwcQyja2lb6TuvtWStBSFnmZYbi807upNekuGnRXO8teV0UegN0VYuTUDTQ3KDz1+h+7PmGGKIrCDVddjq6oDAlUYpHbrUnR0xQSglkqugJqTRO2lVuwLduMtaohTuSBIfQAsjbqWFviQwJcWhCJoLTEdN0m4/CphwIdJ2UkQ8rtIg8EVkuSOXrMwmd8CXJZgu3ihGWOBB1qamu66Vgmuyqm0DMxSZPJ46czeJyKv9qB5lNJ5UM52got8lfSWLwkeycUMr1WtbBxSj5PvnkAiw4eyJZQHnokdi9K9WE5fPLuMGr3c5Oz0p/K6SElhFFp0NxpirzU1ZYuBSGZmRWhSXfFklKMo2Z+U4y6pqPXbOjkzWQVeFnwQSWvvv9sxvN2lZLiIn5x3IlYpcZgf2VCv3igUIXGBqxb61F8wYRXX7Jd6AkgZ42GEtw+l0sLIJyuPcqi090cMvEAsCu416cn9GTE2BoVeQAWVafDz4tINZzuEnwWoeO2BFATJX/kGNvW7KSyQiY7DlPomZhkwIBiIyFjrNzMMFs1+YqnVSfX9h+qQhhCLx0rXpRk2aRPvjGVlx6fhKfIKEfg1R1sCPaiRTeqt0f3CvS28vUz5XzyztBOjyWlUe6kQXNllGAh6aDsR6tjBKSFrrioGnU3jZqTdNJAokklUTQp8Gp2tmlZbAoVsMpfwtJQXwpPrMeaF+Ldlz/dqWLvxFkzyOtbTqHWQlG4Tda0BItXxyKdyI5eSKoSZ+5UNMhdEwZdIqSOQwvhzkutRM/eiqqq9B1djq1RYm1IvR6mLiHcSuQBWFWNzl73IlJvr2uCT2JXQjg6+JyRucacGyrXpzm3ye6GKfRMTDIgK8soniz8MMBax2RnBdNdK9jHvpE+lnrsYntJhSg2JZyGFW87yW4LIbelnc9SR6EqnMfWUB56K0sVQqC5O0+mCEoLjbqrg6Nmutp4grLr4cENupsmrX27rqiVLva3NEq4NIRdVIbzWBso5mdfH5b6+7E6WMLmUAF1WjZeaUdDxZKlUXZy9U4Xe0IIbrpyDrrFxqBAFXa9VQ1QAVmbggibBa0kedyltLV/zlUf5KzXcIYNK2Bx79S7I+ytzDpoBkDKVj1NF2iyfXtAi5oghToJUcGnpCn4BBKnGsSmah1/mYxY9LZW7dpdHUy6jin0TEwyICvLuLkGWrUEUoWkyNLCSHsVBztXc4BzDcNsVRQoHoz0CYnIoH5WJvXhPLqDDcEiPHri4qNtiVrZmjop/JzSXJ3UFMwkNi8ZqwO92RTabpEKS4UWzUFNOJuKYCEr/KUs8fdneaAPFaEiqsO5NOvOSJmY9q3GomvfVcRebk42p88+ExWdIf6tMX+g1aNjazS+MMgcF3qOK+H+0tpeUAvA3iDJ3Wa48svbtKAyac+kkfsg3BayNmidppeHk4g8MASbqqT5fm4j+IzPkERzSFSh47IEsKRyDDegSLbtgSVWTOIxhZ6JSQZkZxUC4PMmLg8iBLiVIAOs9UxyVnCIfWXGsWSZ7qejUBnOozKUiybbulTj5/RJG83dIPJis3ew5K5a82IuaU2lRXeyOtCbZb5SfvL15Sd/P9YGe7M1nE+9loVf2lJ27uptrS+7iNg77ID96DN8DLm6j7JQHQhwb4qPydN65xmxeK03iu3xeYnIaTYshKOG7NpV/XcFFEVh8PjhWDwSe21ii7yUhsjTZce3VcN9mwFtXLpCQKhVMW2bouFUg3TS2ng7ipGQsSeWWDGJxxR6JiYZkJVluLv8vs5LcEhAUSFfbcnAOpdpKeIoghbdSUWwV1Lrnke3RR7rrrIOImGsXtQ1nFHsX2QuXQqCugWvZqMhVsNQUB3OzTi5Izp/osSTXUXsXXfpBUi7i/7BWrK8PqzNbcSGohAuK2x/zRNY9KJYLUY2b2mR2RUjFY4+eCaQOPtWRuLxOhN5EBV6XcyqjQi9nypL8AStONUgdjWcfvZ5jiTYEIzrImWy52EKPROTDMjJTl3oCWBTKA8hBL0szaTzIS/ontIhGiqV4TyqQrl4NBtV4Vw2BAvZECikNpxjCLAdUFoykKI1L7oUIzlEISCttGh2PLqDoLQSlmpcRxIdgUfPvO5dR6e+K4g9h8PBb379awSSvmotWw92UjvWRkuZhbA98gJx2NCLcmP7SJk4Rk9idEtpchhJO18tWrwjTmG3Z2T5MNQ8O+4Kzci0iBAVeal+gbGkkJCRGhJV0chSfViUzIRatMRK7bbabliPya7KTi+YbGKyOxJNxvD7Ou7sICVGCy/diKGyCY0C1UOdlpXScTLt35poHUFppTHsRKMXuaqHgLQRqbYbHYWKxCrCWIUW+7FE/lXR0xCdkSqwsZmNbF7ZwXdLKQ1Rq0tBWKqR9miJY52MueL9lEFpJaDr2JX0uxi0ddu2JSr2trxczLsvG4VVTzzyjLSP0xWm7DOWlwcMQmxYS07YS2OhG3+hBGHD4tNx1Go4anNwe/0onoDxDERdt5GnQ7ODp0TB30vBThYDqqtZ+OOPHHf49B16LrsjQghGThjD0o+/w1Gl4y9V0xZ50AXXbRwSpyXM8OIq7JaohTAD8Zi7vcRKcZGZlLOnYlr0TEwywOVyATIli15FKI/WH8IuJUiW4iMVy15XhV5YKng0G/WaC49uj/WVbQpHs1XjxZKGgj8Sr1enuakK57I5VMD6YBFrg8VsCPZiSzCPmnA2DWEnHs1OQFdbGzhitL75CWjXE7gjq11AWiNrTXzzCuiJv6N6dBtaGkWso8dP5Ua9K1j25pxzFjqCQS01gIyZe8NOhZa+VmonONl4QhmaTSFU6EKLCL1gtqB+mErteAu+EqPXrV+14letVFVs2OHnsbty/CG/ACB7jYbUJaE0RR6kUEuvUyRuW5ARvSuxqjq6VCJfh6JJGqnPLSOZt+u3ru/Cekx2dUyLnolJBiiKgsOpd2jRkxJqtCx8sr0YzFV8hKSl03pymSRiRDNoA7o1YhFrTxgVVcpOSr20yUrFKHIcQgXN2NJ6jIIesQJutwhmqz5UIQlJBR0lLatdMnSJsYYka27WHOSqvpStj9Hqh6mwsy17/fuU0XfkaLYsW0phoIVtjuztD0ZOQc+20rB/GRbFgUTSUiYI5SV4HQhBvc1Fqa+R6poaiouKdsxJ7Mb0L+sHvZ24K3z09kuqJzkI5qQn9IQAi6IT1jOJKZVk2wMM7VUTy96NCs1IrkZE6qVo4YuVWNmSwVpMdhdMi56JSYY4nQJfEouexGghtiWcm/BxIaBQbUHtUMilUQxYxlvvvLotqciLzpzMKpY67Wv4BaSVFt1JveamOpzDlmAeAHUhNyE9PatdMjrL2k03Xi/dFm8727I35+wz0YVCeUtNwvRmJQShAsNiKxBkbQV7nUw4tsFuhBR8OH9hzy56D+Lua26jzz6DcVXrDHjPS6/FAUQ4vS9klozct5I8h49hRdVxJVraFgIX0MrC1wlZgJBsqzVLrOzJmELPxCRDXG6VQBKhJ4BN4dwOxZYiJL0szUk/kFNJxNAl+HULTZqTJs3ZqkZdx7XsJIbACaWQJZgZAr9upSaczYZgIc3SRaPuIqBbOozTS4WA3lkdvmi8XucWk+i1SJedKfZ6FeQzfNK+uMNBSnyN8Q9KsDUT98kuJLgrJdkVEhGKP9sGu5G5/OOSpT286j2H/Nw8fn/JdVz02znYCt0ULAsx8B0v7k3hTmvsRbFa0s28lRS6vAzpVZugfEriTxBD8MmOBV+0xEptcxprMdndMIWeiUmGuFxWfAlct1IasWLbYuU/kmMVGgVq4jpWyeLzojFtLZqNhhSsd2331VsJwaDeM9m2Ad1wHUupEIpY4CSCICqhNv140yEsRcrn6tHtncbrdZaE0RE7U+xdcsav0FQLA1tqEXK7+93aAugYNfTartcDuWsk1qbtjwRVCx6LjW2bNyJ3RNr1HsTEEeN46PZ7OeDY6VhC0OdLP2Wf+7G2dJ4Ba1UjT1KKFLlbKC/YlrydWYfhH7GCR4kH5EgCZomVPRpT6JmYZIjb7UALq4RC7d9GFaF8Uv0gdyohshMkZ7T9YNYl+HQLjZqTZs1JMAXrXSJaixsdhbDsrtxeg4Cu4tcNAdz+BiTQIoIvUQJHZwTTcjcLWjRHh6JSZnD9WtNW7D359r8ynisd3G4X+x58CHY9TB9vPQBKECyByNkI0e7TXQCKDtmbJO7NOmjGham3u1FCQTZs2rRD1r4noaoq5xzzK+68448Uje5P1laNAe96KfgpiNCSv/DSybwtzW5kQH59B9Z9id7JFxpBcsEXLbFSV1+X8ppMdi9MoWdikiEutxHf5Pdud99KCbWaG2+CBIyOyFF8OESI1mJPQRrWO12hWbPToLnw6ba0Y8pakyjxICAtXa7fGptLV/G3io9L5pTOxLq3vX1a6mgIvEni9VLNtu0IXULAqWI9xoPM0fnyjYW8+9W8Ls2ZKuedfCK6zU7/ljrUsGa4bFvR0b3f1gh5ayQWr6TBFonT+2ZBD652z6ZXfiH/d8XNnDPnfCw5DnotDTLgXS+urYlL/ahKapm3fXPr6ZvX2EkIh0j5dZxQ8EUSMlZvWpXSHCa7H6bQMzHJkCy3kfHo90etV4aw2JwkAaMjhIACtQULxg1ASiMWrVFzGr1ZY9m5XRQmCd7yMhKr11XPXVuRZ9C+Q0brx9Kx7rWvnZcKgoC0EkwQr5ep21aXguawna2BHNb5itgayMPjdMDRQaRD8sozL7Fs7bKM5k4Hm83G4TNnYZUaAxrqaNtGuaPwSwEoYcheLwk0OZDAT8t6fs17OgeMm8Jf/u/PTJx5AFY/9P3MT+mXPizeeLeoEFH3bTIkA/LrKM1JLXYuXadrTPD5JWJF5L2R3ncok90IU+iZmGRIrGhyxKIngM3hvFitutSRWAmTo/oZbd/MBPsG+ljq8Ulrl6x37Y7SQeJBME1LWbv9E4q8yHE7SZyIWvfC7frxxpNqV41EtLSJ10vW8iwZYSloDDvY4s9lra8XVcFcPJoj7tx0NzRPF6DDw3/7K9saej6T8dSjZhFyOCnT6pCWeHdgKnk2ArBuU/Hqdpq3bjHjtLoBi8XCRSedw2233Ub+sFKyN2kMfMdL/vJgXEcNi6oleWdIBhVsozgr9R60MpOkqiCId2yIOoUpM/dl/1FT05/DZLfAFHomJhmSlZUPGG3QpASvbqU2hQQMFQ238FOottDHUs9gaw3ltm2UWRopUD3kW3zYRJju6z0bzbJNbhGM1sjLxKoX1FV8HZQzkSkVMBaEUZJa93RJl3rZto3XS+U0Q7pCQ8jJJn8+6329qAlm4+2gJ7A3bCNcrOCZKtBbwvzfQ3cRDAa7sObOURQFS7YDKaB5RBjd0qrsRoqf7gLwBN0ousZT77zZMwvdCykrKuHua27jtAvOQnXZKPoxyID3fDirDUFuVbVIvbvtCCRDetVS6Pamday05XkQeMeGqFWYeNgEzj/pN+nOYLIbYQo9E5MMyc42Csz6fFaESJyAoaDjEgEKlBbKLPUMstYw2FZLH2sjBYoHlxJEbeVzE8KwNjVEWqZ1G7JzV2Vn9ekS7qOr+PSOrYGp34SSW/cyWVtbNERMkCayMhrucpW6kIsKXwEb/L2oDWVFEks6dpuHdCUmRINDBL5R4N3SzJ/+/ecezWYNBoPI2gYachxoTkHzqFBM7EkltXLbEqjWc/FbVL58cy7zFnzZY+vdGzls8kE89H/3MXraJGwtOv0+9lHyjR9nKETr15RAZ1hRNflOXwZH6dgaHkcYeN+GqFYYe8gYLjz1ogyOZ7I7YXbGMDHJkOwsozek32ejNuzCK604RRCHCGEXIZxKCGuk84SMFKqPaziWQDdICY26E6uik6t6adS6R/Cl0v1BIghKFRtaSl0ltou8zudND8O6pwFWqaGIVGrnpTavX1pRdQ0lIq4NcWehRbPTojkIS5X4jh+dH1NKw5rXeqxvkkBtlGxctJ7/vvk05x53VhfXnpivlyxCkZJtuU4QoNuheVSI7J+tqErHq5eAVMFfIPCMEDQ5i9n3+yr+98RTFOTkMWnE6B5Z896I3W7nitMvZMOhG/nLf/8B62sYvqUJdbDClr4uFAWGF1WTZc/cAiwRnRdJDgPvWxFbFUYeMJw5Z1yGSL2BtcluimnRMzHJkOwsw6LX4rUbLhdrDf2s9fRSW8hWAzGRB4aoS8mBKaBWywIgV/XiVvx0R0psqvFoqVrOUhV5kKrrti3brXtBqZAsmin5MZP/NIXsNAdt1ASzWO/rxaZAAQ1hV0TkkdI5tT5OQLe0v76KwHOIQMuFr+Z+wSfffZ7W+lPli0XfAxhCD2Jir2VkGM2WpA4jhlvXXyhoGiAI5gpw6njdVhaNL0JKeORvf2ftpooeWfPezICyftx7wx2ccM6pqDYLw5c3MOXravbxbSXL1jU3f6eWcw34wIrYrDJkyhCuPPu3psjbSzCFnolJhuTm5mKxamzeUIhVbLeCpSrq2iIBr27DJ+2xef4/e+cdJ0lZ5//381RV58k7mzOwsMACSxAJciKSRBE9MQESPD3TgQR/AgbAsIiC2RO9I+rpeaAiIkEFlcwSJMMuC7vLsnl3cqcKz/P7o7p7OlTHGXK/eQ2zU131PE9Vh/r0N/aZY4TLyq40PW5T3R8Etq5dRNlRsmGRB77LuHXvpd9hw9F+KRb/d/7f1X9cjKo/G+1uns9MY7sdLyq+3NoNTyNIe8Guax0SjL5DoC349VX/w6p1L7R4DaqzbtULOKZkNF4UIynAi2iG9ygVexq/5Eq2B0bmCbI9gnybBR3WIGC4K8wTu/chbZeLv3spWwfarbEmGyEERx94GN/75nfo2ncusaxL112a6O8FxmpafKvr2l+oFHC7hVhnMH/pPM4+9ey2yHsT0RZ6bdq0iGVZ7Lv/bAY2d7Jhdd+ExxPAVq+jdJuAqdYolmi2ZdI4tZIwgrBrJD04Subq0jVh9Zqgy9W/gZWfg6jzUx1TeL5AUyFSrtVS4eY8Ka+24FWdgrG3C7Sr+e6PvsvI2Ejrk5WRTCZRA8MMdEYq4wAEqAhse6uHZ/kh/3aXL/AyfRJtFGUgC40uSuLYNiXGM7v0IpNZvvydi0mlW4kZa1OPWDTGtz/xJb598SXs+rbdMMYE0b9Joje0IvhE9RhcBfzNQqw1mLNkNl/85LlI2b71v5loP9tt2kyAdx/1SYTQPH7f/AmNo/EF1oiKVDwmhWaqNVK1JVo9mq8XJ8gGWPVaEXngWxRbNR741sjJS2bQmpJeoR6SpBci6zWfcewqidNAP113hiD1FoE37PD1Hy7D81ppaF/J3//5EIIit20AXhyyvb7AS/dLtBmQhBLSFU/phpkJnl/QBQOjfPE7y3AcZ1LW3KaS7s5uzjjxdL617FssfttuGKNFgm8NDQu+wO4YCviHhXjBYMau0znv0+e3Rd6bkPYz3qbNBOjvn8nue3WzcW0f2zZ2tj6Qhm1uB9VElCkU06zh+sHWZSjdnDUvj1+cuOjvFkUetGbR09pfu61NhJBNn3c1sspElFcWziWhJL0QrmqscLTWkPQavx7ZnSGzCEbWDnLZ1T9oet1BPPD4owBs7y4Ten4tHcKbJF2PWrihYIFX2D0cHN21en4nL81KYK/fwld+dFm7xt7LTE9XD5/PCb5dDt7VF3x3NCP4yp5jDdxtIlYZTF3Uz1c+91UMYyIlitq8XmkLvTZtJsh73nUqwISsegrBYJ2SKiHp0W+N0IxPp/VbsygkZkxE5EHzQk/nSsH45Ur8Y+UEziQ/pq0ktjaQorKPcD75I60s0l5td24hAaOZIrVCkNpf4EyH55evYNnVP+bvDy3n0WeeZs1L6xgYGCCdTjclpjatXksmZJCKWIWXhHAgus6g+2GL+FoTIwOJl5Tfd7XKOelQlceE4NlFPWyZEmVwxWouuepnjZ9vm5bp6erhzJPO4Fvf/Ba7HLR4XPD9obbgUzD+JUUD95qIFSZ9O/Tylf9oi7w3M+3yKm3aTJB5cxezw6IIL6yYxshAlM7e5mKatIbtXqKhzNiodOgzx9judtTdd6K9XB1tYChvQiLPX0dzx3pIPC1L5jSEpkaP+Drzg6dlUT08P07PqZJhnHfnhoRHSFaWmtFQNQGj1hqyymT7W0LMvi3D2vueYO19TwTuq6REmybCMjFCFoYVwgyHCIXDhMNhIpEI4ZCFGEmyfUoChMBICyLrJaHtElF0vaULpg2daxUj83KxeeXnE65xYYXgyd36WProVlj+KJ8dvZBlHz+Tro7m2/y1aY6e7h7O/NjnGTh2gKtvvJYVDzxD9A6B16uxl2q8uZQ9l7k/NHC/iXjapHteFxeccSGhUHO9t9u8sWgLvTZtJoF3vetD/Oj71/DEA/M56Ojme4Zuz5VUaYSEkcXVkuE6XTiaTcKoRJBVE/+IaNRGpTW42ggUvL4Frri+XTPzC1JlWcKmVDherfF8d67jGYSliylUQfClm3DZKi0YtUOM2hG/367UbJo/le7hDIbyMAyFqRSGUphe7t+536bnYiZtTG8Uw1NkAsYfcRIknjGxhgUiYE3S8UWcUUvsVXHdAmgFjmfyyC7T2OepzXQ/s5EvnPdF9n77Wzjl3R8lEqmMKW0zufR293JWTvBd9YdrWLn8WaK3C7w+jb1XqeBTWmA8bCCeNOmc08GFZ11EOBx+Vdff5tWnLfTatJkEdtvlAGbM+QWrHp/J0rc9TyzRWE0svwtGFLfJ/rhdRhpXGyRrtORqPgkjYH3CQGiNRKGQrcXbNVh02NFm1X2FAEPrpuvpKQ2pAGFmCFWxLWBWNJBRFgaKiOH6cYN1EjC0hqxnMGJHSDqhkmLVypVkVYjNHbkOHVKjIpXJEEGDSq0xPYXhKrpfAOkJUiNhLBEk8XLHuEXnXEXs5UurFK8fLdCuLFhjXVPywB4zmTM6xI4vDPHPvzzAP+95iH854lA+dMT7227BV4De7l7OPvlMth+7natvvJaVDxQJvqUabw6IRw3EoyaJmXEuOvtrRCPVE3XavHlox+i1aTMJCCE46shj8DyDpx+a28RxsM2r74YNOq7PHCNSpcaeH6szOXWyZK7cmikUJl4uXq45P2q1BIfipIt6glCK5uL0dE7kBY1riubOwUOQ8ix/PB1cF1Br2J6Osm60kw3JLsac/Nzj87upUpevUAKZFfWXIgRKSmzLRI+GSasIKREhF3AYfLgQCKf0kbzYy8fsaaHR1niXEOUJlGOgHKPS5S5g26wIjxwyhcF9TTzl8Y8b/sp/nPd5brrr1nayxitEX08fZ598Jsu+uYydDtgZY0gQ/askdr3AeMQkNi3KRed8jVh0ktsotnnd0hZ6bdpMEm/Z51309CmefWQOTra+hUMDYypMRrcWPyME9AfU2NOapi1ftSntxWsIjYnCwGswG1ZUFXHlSRe1kAX3bQMr1pBWVtW4RyHAaELoaS3wtCDpWKQ8i4xnkvEMsp6BoySe8l20w3YUtxD7V3lObtKsOAfhCUSD1UuEA5EtwW7airMps+jlKRZ72tLjAs820K7hV1UOQBq++9rBYOO8GJuODTG8p4GTsvnjL3/PGRecw92P3tfYibSZMH09fZxzyll885vfZKe3LkKkBGafyQXnXEgi3ngoyBuRY489lrlz5xKJRJgxYwYnnXQSGzZsqLr/mjVrEEIE/lx33XWF/R588EEOO+wwuru76enp4cgjj+Sxxx57JU5pQrSFXps2k4SUksMOPwQ7Y/Hso7Pr7i8Yb3fW8py5GnvlomWiRYqLCRpJNGnlK1+P1n4dOrdBkVeYs0FxllFmUUuzYAzZnAXKViZSarKeQdqzSLkhkm6IUSfMoB1he6Z2zCSAlwyO75OORASIsnJim0SwEAva5FW/soYNiXUKL+rlBF5p8ksQ0shfL8FQOopnCkZ3N9l0bIjRXQyy25L84qdXc/Y3z+Ox556qfzJtJoUpPVM459Sz+f6l3+P7F32f7s7uV3tJrzqHHnoo//d//8eKFSv47W9/y/PPP88HPvCBqvvPmTOHjRs3lvxcdNFFJBIJjj76aADGxsY46qijmDt3Lg888AB33303HR0dHHnkka/5OpNC69abE72ZGRkZoauri+HhYTo7J1A/rc0bCtu2Ofe8z6CFw/GfuQvDqN5v1FYmK51pTIaL1VYGm5wuIsJhVEXQk/gdTjYY7ZfP8lUBFrwOI42ZE1a1ki7q4WpRUxxq7Reezqr6WbFZzwiM3wscUxmFa5pyKkVk0rZyxZNrdMlwBSMreqqvnVy8XhV9aqSg8/k6luKicDsjrQiPlH8BADcKTofEjYIb06R2dP2v/HWe5FA0i2nlxZ6mN5aiK5IdX19S0/m4S2y1QmgwugWRSBgzZGKFTKxwiFDIIhQKEQlHiITDhMMRYpEY0XCUaDROPOL/JCIdxCLxQpaxZVntll2vAEH3tfy2o2/9BFZ88rJ3naTNLUf91ytyD73xxhs57rjjyGazWFZjGfNLly5l77335oorrgDgoYceYr/99uPFF19kzpw5ADzxxBPssccePPfcc+y4444v2/onSjsZo02bSSQUCvG2t+/JrTc9yQtPzWCnPaq4CzRs9RJMVOQJFJ0yQ4+VZIYxiJaSITfGc9lpkyr2GlpLrj6dRBdq4eUzfz0tMPGTI9wG4vGqYaBxa4g8V8uGM4XNBhIy8qVZiq9lyFC47rjgcjyJ08CcbsqsOZ9AYGTAi+pKX4uG2IYGnk+R60SiKXHbKglOQmB3Cr94ci7h2EwL4s+YJBfXF3uGUWwB9a16HeFsodOIFxcMHmAxulgx5aksYliTHPPAFeAA3gRf6xYYlkCGJGbIQJiauTvO4tMfOKudWdqmKgMDA/zP//wPBx54YMMi7+GHH+bRRx/lJz/5SWHbzjvvTF9fH1dccQXnn38+nudxxRVXsHjxYubPn/8yrX5yaAu9Nm0mmSMPO407/nIGT9w3nx2XbAhs/+UhGVL1XX3BaDpkhm4jRbdMI4Xf0Nw1JCkdpstIsXNkIyszM1qympXTyu05HwMnlGbYi5IWBgmVJWx4aC1abokmBAitA13BKlfwuNEVS1G/ZItG4JYVRjaEb7PU+EkZKacxK4eXtOrOR7HYK9otNCQw001cNAHC0bhhsDsEbjx3bP7CFw0lPYkYMdEJD8zgDGAhNKLspaS0YDgToSdaWvjF7ZZsPijMrNgwYekWptQKcAFHoB0x/u/cb1yBdkA5Atc2wfVjEi1PgQs6d5zrgpMVMCJ45s41fOGxM/nIRz/MAXsd0vj1afOaYWSktP9zOFcvcqJ88Ytf5Mc//jGpVIq3vvWt3HTTTQ0fmxdwBx54YGFbR0cHf//73znuuOP4+te/DsBOO+3Ebbfdhmm+tqVU23XbIm3XbZta/OJ/l3H339byzg/8k7mLtpY8pjVs8TrZ4jXzutHEhE2PkaLbSGEKVdJDVmtY73YXBJDWkFRhVmRm4DVZuqUco8WuFJ4WbLUThULFWvsWyIRpEzds4mYWQ+hCBmuj4s/VssJ1qrQgWSXDthajTrhqLF+5y7Z8e9YzSdlWrtxK/XlHV3XhZRu7IZSUXfGga4VENmoR81Uv2gIVEnW1pZaQnK3RaF/sWZViz7BcwtHKOCSBZk73EIYsvY1Y0sOUHtPCo74wbuK59S2y4wd0mumS/sS5VRPSLpknoqTuj6Ndwdwl0/j0iWfQ293X2GRtKqjlul14zfkYscmrm+ilMrxw8rKK7RdccAEXXnhhxfZzzz2XSy65pOaYzzzzDLvssgsA27ZtY2BggLVr13LRRRfR1dXFTTfdVDcEIJ1OM2PGDL7yla9w9tlnl2x/+9vfzi677MLnPvc5PM/j0ksv5dlnn+XBBx8kGn3tlrJ5bcvQNm1ep7z7qH/j3ju/xOP3z68UesD2OsWO84SFQ4+RpMdIERJeibgr/rxKa6tE5AgBcZllcWQDz2ZmNl2nr3S1zZNRJluzHbnsX1FYU8YLkcrmbxaasHSJGzYx0yZhZAkbvr+x+DzL8RM/xs/HL6NiteQONoQKFHpBLts8Qvjt6JKOhd2gm1h5Aq+BTOzCHEogs6DCmshWgfAaOEj7/wuNasy0Jjk9t/b65QJzvwSMGeiYB5Hi510XJWJUTjmcidAbG+8GI9EYUqORbLMTTA2PNFImEEcbAd1KNI4yCBulF0DiWxije6YJLcySvDPBi09s5ktfPZ8jjz2MY9/xAaRs5xq+Hli3bl2JsaSaNe/ss8/mlFNOqTnWwoULC/+eMmUKU6ZMYdGiRSxevJg5c+Zw//33c8ABB9Qc4/rrryeVSvGxj32sZPuvfvUr1qxZw3333Vd4bf3qV7+ip6eHP/zhD3z4wx+uOe6rSVvotWnzMtDTPZW99pnKI8slm9d1M23OEJAvkByraWWzcOk2UvQaKSLSqSruikmqSvehEBCVNrtG1/NMZmbVll+1aFY6aQ2jXoQBJ1Z5tPaF1XiPWEFWWWSVxYDjC18DRczMEjNsEqZNzLBzrunxcxL5wfKu0xplVOphSkU2QMMEuWzLz7NRly2AVyc+LwjhCWQGX+gFXEs/88LfLrMKc8zFGnPBCoEUxDcrkjMkyqoTh1j0sEBAygCl0LHxLFujitADwUgmQmckgyl9V7hZJMpcbTBgx+kLJau+dn0LqVnly4hffieMV7Z1XIgaHYqOd41gvxAieVcHt1x3O/fdfz+fOvkzLJjz2g2Qb+PT2dnZkFesv7+f/v7+lubI13jMZrN19vTdtscee2zFXKlUCilliUUw//drvYZk+ytPmzYvE+8++jRA8/j98wvbqhVINvDoNcbYMbSFXSMbmWEOE5ZO4ZhaKC3I6OAgYyF8q+CukfWEGi3WVqDxunX5dWy1O3KiLbgESL3yKB6SUTfK5mwXzyf7eWJkJitGp7I+082gE8NWBkLA1kyCVaN9jLkhHGWidPWizLUwA4owa03VDFpPC7KewfZMrEiw1sctxOc1h1ACt9gjpDVmyiWyJUPH6hQ9jw/Tf98A/Q8O0vPMKJFtDnk/p1AQ26QQbp15K+oiC0TGQIwZ+TYZCFl9DA0Mp/1FGkJXuFkzKsSIG+zy83sAW7g1bkWulhXPbXn9RiEgvINN90cGiCxJM7RujG8t+zY//82PsO3GutS0eWPwwAMP8OMf/5hHH32UtWvXcscdd/CRj3yEHXbYoWDNW79+PbvssgvLly8vOXbVqlXceeed/Nu//VvFuIcffjiDg4N89rOf5ZlnnuGpp57i1FNPxTRNDj300Ffk3FqlbdFr0+ZlYtbMHdh5twQrnhIMbo3TPSXJmIqQzYkymc+YNZJ0yFxAex3LXRCpKiIvjxAQwmW3iG/Za7xAs2iwILIfs7bF7qhpBYPGEiDK15BRITJ2iO25LVpr0p4f9xdzXSJGUXppLg4wnwEMta+lFLqQWOGPnXfZjv+ttMBRElcZuSxijWV4uMrF8Uxym2qekl8ouf45C+2XWUEIUBpr2CO6wSW22cFMK8yUh6jxlLgJq8TvLT2Ib1aMTZdgVJm/2rJy2bJG1EMrAVKXxISKwrGCkWwYS7p0RTOBbvdRN0JIekSkU3hMaV8E1ne5+1a9UMF/rat+YZBhTeKQMcKLMoz9vYOH73iSJ//5eU786Im8ZY8DA49p88YiFovxu9/9jgsuuIBkMsmMGTM46qij+PKXv1xwCzuOw4oVK0ilUiXHXnnllcyePZsjjjiiYtxddtmFP/7xj1x00UUccMABSClZunQpt956KzNmzHhFzq1V2skYLdJOxmjTCCtXPcJl3/kZOy5ZzyHveYoX7ClIoekxUnQVMmabE3blbHY6sBv4zuZ3zJA8m5lJSjWW1Vavhp7WMOaF2V7NihdA2jVbLv2iNGS8cdEUN7JMiaRqHOErsFrib8wJFdzaKmex87TEUQauqt7f11OSoUyUfDloIaoLy+RLcZzhUquWL+pyp6I1ZlpgjWqsJJhJiGzJklg1NH4mYYuArISSM00u7KrYRwMqhB+zF3C8F4b0tLJ6e/nWaPndTQ8Zd32rrNC5LNzx31JqTEPhhy5pTKkISQ/L8LCkh2UoQobLzMgwlvRQObd9o3GVlnCJm3mLtCbcQHVp7UH6sSipB+PgCubvOZNPn3g63Z09Dc35ZuTVSMZo30NfftoWvTZtXkYW7bg3cxaYPP/UDPY85Hnmd23DLBN3ExF5rhbYDSZaCAGGViyOrOfZzEySqt6Hdu3vgErDdjvewDhFI2pfKHgtfL3UGrJeqWUs5YVQOlVD/+Qj+iT+d1qJ3+TVF31+SzeFk3P9jtqhiqzP+vjy0e8Nmxtb5KRsbpjIlAzOUNh/ErTGyI6LOisJZsovG1OMNWyPWwsBYTu+2KvygvFiZqCQE4C0IbZFkZomK47Xoo7IA3Al2hMIwxfD/oTjD4fCDtIaj+lzlYGrDISbs1DmBls73EPEcOgOp5ndUVpWoxaONtDaaao7ijAgtnea8I5Zxv6RYM1jGzh/xbkcfdwRvPvt728XYG7zpqEdo9emzcvMUUe+B60kf/31Poxu8xuNT9Y9JhWQhFGL/I1ycWQDHTJdb++qcsdWko3ZbpINWgaL5zdq+R6r4Is8o7J+HpByG3dFj//2SzsrLfCU5IXhXjYmOwou4YbWVHUOgdYSTws8T+A5Ei8jSazT9Dyj6X8Ypjyu6VoNsS2+0Au6JNZItnQSDcJ2qwYjuolQVW0uACMD0a2q8vii0w0UebmddI2sYTtrBi5Ll0+AIONZjNiRJmMqx5NjGg0nyGN0KjrfPULHESMoobjpf//M+Refw5oNq5sap02b1yttodemzcvMvkuP4qj3LmJkMMaNV7+V1c9Om7SxfaHVZDan8C1OO0c20GUkm55zzA2xMduN00Sf2mJkQAJEPWxVzYksGHMnUlxVEJJ+EecxJ8JINkLa8ZM76lJvHy3QrkQ+FKPr1zHiGyE0Co202BW2h8wG1FRROlDsaZGLz6vxdAh8y2Fke6nYyxvoNNVEXg5H+kWPq4xeTewF7esqg42pTjwlGhZ8Tq4MTqMWvZIZBYR3ytJzwgCR3dIMrB3j4q9fzH9f95/tZI02b3jaQq9Nm1eA973rbD53xscwLcHtv92L5XcsQqmJmfUcLVuuj+fHlMGi8CZ6jLEq+5SJCQ3b7DjbnI6WW5hB3rvY+M3aURKvhqjMKhNHtfZRpjWMOGEcr6jki2cyko2QcWsLl6oP5dzA3uYw9qNdGOssDARmtvHUYHPUrjq+VhrcUhFYzW1bjgBCYxAe0iUbNRodqiHy8nPXsurZjUUC5V3mA5k4KwansiWdwNP1BZ+jDLTWTVv0ipFhTeLtY3S9fxCj2+PBvz7GFy44k4efeqDlMdu0ea3TjtFr0+YVYvfFB/OVL+3Ij356EY/ft4Btmzp4x3GPE4k1W/bEx6+d10wGaykC35qzY3gzq23FNrc8IHr8huooyVa7A7tKF4lmkUKPx3rVwFOiARGnGXND9IQydfarZMwNsXasJ9fOLJ9V6q8r45pkXZOw6RI23AB3e+X6tQbSBs4LcfSY//EqXS8XEwhmVuOFQNcRZeZI1p8vQNMIAFehhQem/3w4ebdtgy+F8LBGGwq7U6JkHUte8cy2REe8wNADrQW2bRIKBV2rwl4YcrxThkKyNd3BQCbOlOgYfZFk4UtI5ZF+7+TJCHuwZrh0f3CQ9D9jpB6K8fMfXskOe9/Gv3/0DLo6uiY+QZs2LTA0NMTvf/977rrrLtauXUsqlaK/v5+lS5dy5JFHlrRka4a2Ra9Nm1eQvr7pnP//fsB+b53OhtVTuOGKA9i2sfmMs3yLs1ZFXp68rlkY3spUczhwn5RnsSHbja2bL/pbDaMB963SkG2ovZhgzAk3XUdv2A6zLRvHy81RebhAI8i4voUv6xolc2hK/kAr8NZFsZ/oLIg8AFlUx05oMLJ+D+CqaI01Ytc3ejoeeAotwIvXdtsGERnQGEkPu6cRkZdHQLb6bcNuoMVbUIympyWbU52sHJzKQCaGDjR+6lx9w8lBGBDbN0XPhwcwZ9s8/8h6zv3y/+PaP1/5mi+A2+aNxYYNG/i3f/s3ZsyYwTe+8Q3S6TR77bUXhx12GLNnz+Zvf/sbhx9+OLvuuiu/+c1vmh6/bdFr0+YVJhQK8W+nXsSCBf/Db//v7/zxmrdw0NFPs2jPDQ2PYWuj5W4Q5eTv8fPD2zCEYqOTKz+hYcCNMeJOfg/HenFWQRm2tVBIMp5J1KxfdgNgyI4waEfRWuDmLIZa5yrqBSUiAGnXIuNaREyHkOH55tCcFU2NmDgvxCHAtSnd8tF8seeFQY+3+ihgpN3aQrBoHGwXtyPakNs2iLF5oINCHGtYB7UrEVX6H2stcGwDKxRs9TNE0PUdx9UGG1NdbMvEmRodozvsJwzlLa2NCj2/lJCfaONpiav9316uT3LJNlOi3wGh1RB7UHPPbx/gsXuf4KQPf4y9dlna0Hxt2kyEpUuXcvLJJ/Pwww+z6667Bu6TTqe54YYb+P73v8+6des455xzGh6/LfTatHmVOOztJzB3zmIu/9l/cudNS9i6oYu3HvEshlH/Jp8MvDtPnDmhAQwUa+w+BrKdZFtom9YItQonV8uwrceYG25I6A1koww7vnj13cfF2bi1rv244EtnQhibDXQ/uKtjqO2hwHMBv2hx5Ug5sRcCLSnxVZoj2aYc8ukpYRBlmbvjlV4qxtEAEpQEL0JJmZSql0AX/UMqUFT1B2WzJlYoqDmvX1+vERxlsj7ZXRB8XWG/EHNGmSQdCy1EkXDL/VbjAk5R/LyOzy9yJ1lxigLsheDM0nQ87jH2bJKffu9yZu02nU9+5FNM739tF8Rt8/rm6aefpq+vr+Y+0WiUj3zkI3zkIx9h+/btNfctpy302rR5Fdlph7356pcv4SeXX8gzj8xl++YODnv/Y8Q7q/dk9Pu7NldWpRkSMsOWTCceksly1ZaTL14cJOacqhm2tUl5Fp4WNcu3bM/GGHHG6/55ZZ08VJ3jAd+SZ4KzPYzxSBi7r7aVqVptXwEYtsazBNoYL6xojtiNnb0AZQhGd4xgZDWRbRoMX8BpQ6ANX0T6v4v+zglLjUY6Rc+wAGXUc+MKtCtQYxoshQx7FYJPa4njGIQsr2Sseta80jH852LUiTCYiqEVuJ6flLOgdzudkfz7Q9N4/5b6++mwxDoohblE494XZv1Tm7jgggvZ8+DdOeV9HycWjTV2Am3aNEE9kTfR/dtCr02bV5muzj6+ePb3+fV13+auv8ENVx7AYe9/lOlzhwL3z+jGOwo0h2//ySozlwggqOnDm8hM2r/xl7dhdZXAnUDCR9IN0WlVimStfZE3WtZz1VO5AspFVr3xpIzyQfzd1JiJvTpOdKUkvkUjMx7JmZWFiAG/HEoNdSEAw9F4CLQJeAojGZyck1+lBnTExItapGZFQAq8qCA5K7geX7WxvCio4tA+DdIVvtirGxUgwDFQjiwIPi3GL4GdNbEsr+iV4ydhBK4lJ+pcT+J5Elf5v6u9xkPFLe8mlINbiURhCoXoBuvoDOolA+++EI/940nOefAsDj/mnbz3He9HynZ4e5uXjw0bNnD33XezZcuWinjR008/venx2kKvTZvXAIZhcOKHz2PBgt/zq1/8iT/9z37s/84V7LbvixX6ITlp1jxfOgg0ceEQl1kkiq7wGI8n52Bj5lxictKte0Lk3LdFd2lPC+wJBdv7SRnlQk9r2JqNkwyot+cqUWERCrLqaQ04EntNHC/npjUzvnsytlVjOIqRuZUtxoLctpWr9sWe0iDSDuk5caLrkoXHtBR4URMVtfyf8HgplcxUo2QgXc8glz8fE9JTgh+Tni92dbWnXJT9UST4RE7wKSVxHYllKRB+TKbMrc9TfuxcsbBr9LUlhGZ7Js5Mc2TSio6Po4kaTsm4craH+Nc06lkT78Ewt173F+78x5185IMn8JYl+0/2Atq04eqrr+bf//3fCYVC9PX1lXRwEUK0hV6bNq93Dtr/fcyZuZif/PQy7v/zYrZu6OJt73oKM9deSmlIa6vF0X1hJ9HEhU1c+j9R4ZfD8LRgqxchJDU7RrewMjMdQ+hcQeFccLuWeMrAC4yBao7izFuVi8ub6JiONrA9w0+WwBcWWzIJUl6wOPaUEWgRUp6fWGAYfrs656UY7sYoFNU+NLLjfR/CQ5puVzG8QKKNog/mxnJDkK7CSnqk+0zGpkZx4ybhQQ8VtdBWsLVQGeDGirYLfEtcnTA4LSA91XfzVu2koQRCN+LKLZq8TPBlMhZWyBfdjivJZEO4aiKvG98qOGaH2TDWyczEZIs9QcSotKYKCcauLnIHF+/REKnHNVf8+Epu2vlG/u0jn2TujHmTuYg2b3K+8pWv8NWvfpXzzjtv0izHbaHXps1rjLlzduGCL3+Pn/7XV1n55EwGtyR45wcepbMnTVpXD/qvJC/sFImCsHOIiOA6ZyNqvP3XTuHNrMiMB6ALASYaU3iQF36FQHijpZg6fw3ar7/WRIZtbfyaer1GGq1hcyZBuorIg7zrNmdpciVO1sTNGriObynrFlmc9TG0U2Zp1BqjyHAoAGtM0/Ocx9AOBsryz6WmRU9rhKcxMh4i1/zXC/mZvKm5MVTMJTRW3TFpdwTcBAR1ne2ZKZqGjMLVXLnVBtf4KjJjoNMGSoNteghDYzsGYsKVUQQy5/4ds8NsGO1kZsfkib2827bq7GEw97fRix28B0JsXrGNb35tGYsPWMTH3/9JOhIdk7OQNm9qUqkUH/7whyc1POBVDzRYv349J554In19fUSjUZYsWcJDDz1Udf+NGzfy0Y9+lEWLFiGl5POf/3zgfkNDQ3z2s59lxowZhMNhFi1axM0331yyz09+8hPmz59PJBJh//33Z/ny5ZN5am3atEwsluDM/7iUw4/elYEtHfzhygNYt2pKHbetLwoMFJ0yw0xzlJ2sbewa2sq80DBTzDRRGSzyskqWZNh2mWmmmiNVI6CEAFMqIoZL3MwSNzJEpI0pvKJj6kdPSTS2ak0o+rFdvvvV9iRZ1yDtWGxJx3E92JTpqCnyXA8yaYuxwQjDWxKMbo+TGQvhOr7olBmBfqwDUpUKxbAr9Y7A7yfbs9LDyOSsfeVBiLmFC0dhJl3MpFsQeQAqLAsDZ/oMnFj162J3VYkLlNUSZzXZLo0brzpkINITCI/KQTW+9dAD4QqEC8ITCCV8wScgNRgluS2GOxZqus5hOUJoiu99Y06Y9aOdEx7Xp9JtW3UdnRrz8CzmsSlEr8cz96zk/33pC/zmll/heQ346tu0qcHHP/5xrrvuukkdsyGL3sjISNMDd3bWLwI7ODjIQQcdxKGHHsott9xCf38/zz33HD09PVWPyWaz9Pf38+Uvf5nvfe97gfvYts3hhx/O1KlTuf7665k1axZr166lu7u7sM9vfvMbzjrrLC6//HL2339/vv/973PkkUeyYsUKpk6d2vT5tmkz2Ugp+cBxZ7Bg/l+45qrfcNtv9mbHt73EwrduLFjDQGCiiMssCekQFzYhEVzDrBpaw0iAgNw5spEtY40Vc5bC72FroXwBlnPz1ovvc3KlMfLr0PguU1X2M75Njm+DquOuHu1BSFGzvFw6HSI5nE/OEKW/NVijEoHfH9aNQcFjrsFIVxHAgOH6Ym94oVFq0dMa4WqMrFci7orxQsWuWEG630Bs9jAzpft7FniRKieX946WTeFFBHZ35byNpNsIJfzWayag/L+DJy7CGB9Ze+COWZiJxsRUEEHJHMmc2Js1YctesNu2FnKGQrw/jXrOxHsgxB03/IN777qP4z9wPAfvfchEFtPmTczFF1/Mu9/9bm699VaWLFmCZZWG6nz3u99tesyGhF53d3dJQGA9hBCsXLmShQsX1tzvkksuYc6cOVx11VWFbQsWLKh5zPz58/nBD34AwJVXXhm4z5VXXsnAwAD33ntv4SLNnz+/ZJ/vfve7fOITn+DUU08F4PLLL+dPf/oTV155Jeeee27NNbRp80qyz16HM+v8nfjBTy5i1V1ziHdk2WWP9cSlTUI6WDQn7MpJahMv4FY/OzRIWDhkm4wJFAIMNIbwCvF9CuG7eXPxfVoLRu0wY06IMTuMRuLXCA6s+tZECQ3/mFE7hsIXhtVIjeXFbcDFE2COisKjZgrcuJ/EAGBWr37juzw1dD/vkenyExtkHYEH42VRStchSE01iG9yMezxzXanzGVeVHnipS+u8o8qA9L9AfF2ovFM3bxeDxZ5pWjKM3cF2pF4aRMz1mDgYvn0VbJ2k06Yl0a7mN0x3PL7oJ7bthpCgLHIRS5w8R4LkXlM84uf/Q837/AnPv7hT7LD3B1aW1CbNy0XX3wxt912GzvvvDNARTJGKzQco3f99dfT29tbdz+tNe9617saGvPGG2/kyCOP5Pjjj+cf//gHs2bN4jOf+Qyf+MQnGl1W1XEPOOAAPvvZz/KHP/yB/v5+PvrRj/LFL34RwzCwbZuHH36Y8847r3CMlJJ3vvOd3HfffYFjZrNZstnxT/dWrJxt2rTK9GnzOf8L3+PCC8/mmdvnsf+Oq+nsar63azmeFowVxeYVI4VmUWQTT6ZnT6icS7HwQ3q4SjBkx5ASIqbLcLZWbbKcRaiZ+YrmRKuqHUScTPB55yc0k0UfsICZHBd7Rqb+ivx2Z4pshyCxwakrqFSommgTpKaZxDa6GK5/LezOKm7bkuP8tmwISE/LJV9MhGaehMCi3wKVMfEMjRFuzsVZ7rYtJ+WEeGm0i1kdwy00CWncbVt1fRaY+9roXRy85SG2PzfEt5ddwk77LeTfjv93ujure6natCnmsssu48orr+SUU06ZtDEbEnrz5s3jkEMOabhI38KFCyvMjUG88MIL/PSnP+Wss87i/PPP58EHH+T0008nFApx8sknNzRXtXHvuOMOTjjhBG6++WZWrVrFZz7zGRzH4YILLmDbtm14nse0adNKjps2bRrPPvts4JgXX3wxF110UctratNmonR0dHPiSR/k8p/+jtv+uBcfOOH+CQeij1QReXl2DG/hifTsiU2SQ2tIeaFcwWJ/TtszahqmWqHY9ieF9kuFlJ2j5wmUV0U55ESe0KXHFIu9clfq+LHjJ6MFZHtMtBRs7zaIbXGIbnOrCj4vVF3JaClITTeJb3RRZg1RWIST0LhxBZ6ouX9TlRIb2FmTE5VV9vOSJkIqpNW4cqxmzSsm5YRYP9LFrM5mxV7zbtuqIyU05juyqN0dvPvCPLd8Nec+ei4HHn4AHz7qo4RCL1+h8zZvDMLhMAcddNCkjtlQMsbq1aubqsT85JNPMmfOnLr7KaXYe++9WbZsGUuXLuWTn/wkn/jEJ7j88ssbnqvauFOnTuXnP/85++yzDx/60If40pe+NKFxzzvvPIaHhws/69atm9Aa27RphaV7Hcl++09h7ep+Hnt4YmUdyhMwgogZNnOswQmXpXWVZMCOM+JEKVjpNDieidJBDexbpXQgIfwyLuXrd7Nmxb7F5N225UP7blw9HqOnNcJTyKyHkXIwRx2swQyhbWmciF9DTuC7ZJMzLbbvFiXVbxLkUVYhUf1CCH+M1HTTT8KopjMLvzXZPoXTDU6vRpnKF2AtkE+mFULULd0CNFRs2R0Lob3G1Vi1YsvlpNwQL410+WEADZ5uq27bmmNOVZjHpjHemUGHFPf86T7O/trnGB0bndR52rzxOOOMM/jRj340qWO+quVVZsyYUdHAd/Hixfz2t7+d8LiWZWEY476KxYsXs2nTJmzbZsqUKRiGwebNm0uO27x5M9OnTw8cMxwOEw6/PP1F27Rpho9++HxWrjiDv/91V+Yv3Ep3b6rpMaolYASxKLqRdU79sI1q85Rb8fIIAbbnB34prSlr+doy5WP4blyFW1QB2MlUlnORaYGR8oWROSpzIg4MVyNsjeH45VCEq4lst8FV/t8Ba8h2m2T7xq+v0Lk2ZCYkZ1qkpltEN/sWvryG8RMxaljepCaTUEghK6yCWmrcKHhRjRfRfg/bvOASgAna1OACrh/z2AgFo2bx7jWser41r4Hae1rgjlqYXXbd51w00ToNIO2GeGmkm9mdQ8i6FsiJu21rYezgIuY6RB+F0Uc6+Ob3v8JFX7ikfS9pU5Xly5dzxx13cNNNN7HbbrtVeEd/97vfNT1mS0LvwQcf5G9/+1tge45mMkIOOuggVqxYUbJt5cqVzJs3MUvFQQcdxK9+9SuUUoVaNCtXrmTGjBkF0/k+++zD7bffznHHHQf4VsDbb7+dz33ucxOau02bl5tYLM7JJ3+MH/7gf7jlxr340MfurRm/FES1BIwgppkjJGSGMRWpv3MRrpIM2TGcqi0WwCl0wpgcsVezHExO7GktcOzxL4HChshmA2vUv4jhrYr4Jo/Eeje4MYTtAX5B4aDHlSkYXRAt2SY1FKLShN93NjXDIj3NIrrVJbrVKSmtovFr3bkxjRfN/c5d/vha0IbOiTpf3Oly3Vp+GfLjmrnMWQe/LEotYRmgOwW57Ntq8X6Chot2aSXwRi2MjtpCS0rV9Gsi7VqsG+lmTl2xN3lu27zXXmtwtcTVBo6SJMwM3QeNgIbBf8LFP/oqXzlzWYkhok2bPN3d3bz//e+f1DGbFnrLli3jy1/+MjvvvDPTpk2bUEbImWeeyYEHHsiyZcv44Ac/yPLly/n5z3/Oz3/+88I+5513HuvXr+faa68tbHv00UcBGBsbY+vWrTz66KOEQqGCdfDTn/40P/7xjznjjDP4j//4D5577jmWLVtW0jrkrLPO4uSTT2bfffflLW95C9///vdJJpOFLNw2bV7L7LbrIRz8tr9z913w8AML2e+AFxo+tlYCRhBC+KVWHk7Nb+gYrSHphhl1wzX315pc+6vCTCitfQ3RotirdVhe7KWz/rkLF0LbJKEBWSJ4pJLYXQKxPiA7tKh3rTYlOF6JdU0Do/OjldmzeVdi8ea84Jtmkppq4oU0TpfCi/nWuYKYKjsuucBrXQ3nBZ+VE3xVLHxBIq/ifIIeD0zCqL4Y5UpImZjx6pm4jbpty8k0IPaMCbhti4WdpyVOTtx5ZRev20yDgO6DR1AZycZn4LKff51z/v2r7Z65bSoorkIyWTQt9H7wgx9MWkbIfvvtx+9//3vOO+88vva1r7FgwQK+//3vc8IJJxT22bhxIy+++GLJcUuXLi38++GHH+ZXv/oV8+bNY82aNQDMmTOH2267jTPPPJM99tiDWbNmccYZZ/DFL36xcNyHPvQhtm7dyle/+lU2bdrEXnvtxa233lqRoNGmzWuVDx7/RZ5+5rPc/bddWLDjFqb0jzV0XL0EjCAWhrfyz9S8uoWNHSUZrmPFyxPc41TgTVDs1UIIcFMmoa2S8DYJOtim5YUFblhgZotVnEa4RaJACLRp+GIvtynba2H3BCeiCV3kCi1flIDUPIXKH1oiCIt31mApf6BqySSNkNMiOuQLPm3j18dD1BV51ax6WrSS2StQ2VwmbqQyE7dZt205Gddi3XA3c7qGkRWNgDWRJty25cLOLfqpdsEs4RIzcxZDAb2HDaEykucf3chPf3kZnznpnJZLZrRp0yhC6+bCoGfMmMGdd97JTjvt9HKt6XXByMgIXV1dDA8PN1Qcuk2bl4PnVi3nskv/m6nTh/noqXdj1LGoZJVksEkXbJ77xxbyQnZqYKkVrWHMDTNWx4pXTNK22JpKVHlUY9SzKpUh0MgaNUy0BmckhLq/E8otbgE7xze6xDcXiQ9PIcs7XeSSMYSn8SzB4JKOSmteDiXG6/AFkelTZKfW+zjWEM+tKWNUUY40Vwolh9AakTEauuaFOnlF+2pTTaCEi8bscJBWqXXNMDwsc+KJEmHDYU7nMEaZv70vNIZVx2Lod2DJW+xqC7typoRG6bOSJWJSubD1hilkN4Q56Ki9+dj7/r2FM3p5CLqv5bctvOZ8jFhrnx1BeKkML5y8rH0PBY466iguvPBC3vrWt9bcb3R0lP/8z/8kkUjw2c9+tuHxm/5KeOaZZ/KTn/yk2cPatGnzMrDTjm/h0MMWsnljNw/cs2PNfZtJwAhiUWRzoMhzlGRbNtGUyNO6OD4vCIHXROakf0T1nb2sZGxNJ8l1nVgpkE7e/1ptMEG2p2h9ua4WQftpQ6IEjC2IBmbT5pE1zkejcfpUbqcamLpgjSMc1Jes+hzV0RDy0CGv4Hqtl6ErKM3ArSyQ3CwCd8yqyMRt1W1bTtbz3bieFoXEZkNUd9t6WpD1DJJuiBE3wqgXJqMsXF2jbkwFmm4zXWExlCb0v2c71hSHe259hN//5dctn1ebNwbHH388//qv/8quu+7KF7/4Ra677jruueceHn74Yf7617/ywx/+kA9+8IPMmDGDRx55hPe85z1Njd+06/acc87hmGOOYYcddmDXXXedlIyQNm3atM773nsWTz7xOe6/axE77LSFaTOGA/drJgEjiF4zSa8xxqAXR+PfMEfdMMkmBF4eIcDx6pl/mnHjBgsTrSCzNUZm63hyhBAQGQTP1Lgx8MK5CcrmcKMSzwLDwY/Nq3EyKmJid5j1Y+cCYsU0GrtfoeLaF082lTvlKbZ4ydzfTqtmNN8NLCIeQoL2BMpw/TU4AlyJcOqYVfPnMxl5BVrgjoYwO7MI6Qv3yfRqZj0zF7M3iCE0JuNxgUoL32Kn/Di7iRQIzxM3bMwqQlWGNVOP28bm6/q59fq/0RHv5J0HHjPhOdu8Pvn4xz/OiSeeyHXXXcdvfvMbfv7znzM87H+OCyHYddddOfLII3nwwQdZvHhx0+M3/R3s9NNP529/+xuLFi2ir6+Prq6ukp82bdq8soRCIU47zc8Wv/kPe+G6lW/rZhMwqrFzdCMage0ZbM12tCTy8jiqkY+fxix7gkqNZY+EGHmuJyfyxgVL3pBouBAegch2MNN6PGEij9Zku43q1rzcxBqQCqzR+t0egjzL2oTMjJwgkPhWu6ATlgFWM1NDK1YvUyESDjLmi7zcSsbXENbouIfqclEJFxXxrX3Flr68Va/hkioNoBV+jT0N0mg+27YeWc9kIBNFCnC0Qcq1GHbCjLgR0l4IR5uTIvIAuqxUzfqQRkwx9bhtGHHFdb/4Aw88duekzNvm9Uk4HObEE0/kj3/8I4ODgwwODrJhwwYymQxPPPEEl156aUsiD1qw6F1zzTX89re/5Zhj2t8+2rR5rbBg/h4ccdSu3Hrzs9z7j0Ucclhph5dWEjCKyUuP2aEBMq7JoBOb2Hi6EYteHt+yV7v0yvgd1bMl6Q1xnLHgWmW6bFqpIDQGVlLjRsCNidw+gky3QWyj4xc9FuNCTQMqInBiEicmcaMSu1vW7oFLWZmVHOk5XqlFzMDfqUQk5JIwKnNXIKwgI6rH6xVj5Cx4ZqUCESJAXgp8MWlqVET5ws4ViLy1T+dOatIEmUC7Ai9lEu5utCeuLhL6OZkmSi2CQuTlm6Y3kmsdKCQpFcYUE+sVHYSBosPI1h3X7PLoP24bW67v5+r/+iXxMzrYfaeltQ9q86ZgMo1nTVv0ent72WGHdqPmNm1eaxz77tOZNVvw4H07sn5dT2F7Ix0wismLOoXAQ+Bi4CLxMBBC0GX6BZon0i3D06JJy4mo2UFD4FuD0luijDzXgzNWPRZRVQmzEhqsNES2a0LDGmlrvLBACU22S5KabjG8MMT23SNs2S/Gtj1jDO8UITUrhN1rMrZAMbrQw4vUuC5lxjqnS+F2l+0vACvAqhcgzgr7h3LKsNrUUiNiDiLuBoq8wjj1kEBIo2MeqtNFdzkQy81dr5lvw2iUKxBCIYXCEApDKkzpYRn+T8h0Ced+IpZH2PIImR4hU2GZCstQmIbGkP6PFL4QjFsOlqGKZvIzaCevM4tPp5VueN9Qn0v/sdvRGv7zx5ez+qVVk7uYNm96mhZ6F154IRdccAGpVPPV+Nu0afPyYRgGp512JlJqbrlxKbZtNJSA4Ys6cqJO5oSdgYdEIXPawVcBnhZMjYyxe8cGwtKlpfROmrHmFVNd7LlJk5FVPWS2xOoWgdNG7VULwMxCeKuHSGu27xNnaJcoY3NDZPot3LhBUDNVFQKnSzO8i8fYPA9llbo6IRfSlrcKSk16dhV3ryRn5cvtnE/CqIZBafxefjapEVEXkXAQ1uTGvCE1wtT+uDEPEfYoVJGe4E+sO4sUYBm1hVtz56PpiZQLMIFC1i0b1ByabqsyCaMW4Rk2U961Hc/WXPa9S9m0dcMkrqfNm52mhd4Pf/hDbrnlFqZNm8aSJUvYe++9S37atGnz6jF71s4c8559GBqIc9cdu1QkYJSKOoFTEHVGTtTVvjulVQgQxEyH3Ts3MD08QrNiT2uwWxJ6UCL2ctO6YyZja7pRdmMZkbp2m1tkVhFbn8HQYCIx0rX3B1+0FdyvAuxezdCuHqnZClUU2yaAfKJnZqZCFzS4bxEThkKaHkbIxUjY46qwQsQFYGowcsJRaETU8wVeaPJj3UAjyl22kiYLJgePa8UczJCHRuBMpFZgGVHTIWQEC2uvUOh44kSkm/sS1BzR+Vn6Dh/EGdN867vfYGh4YFLW06ZN0zF6+ZZhbdq0eW1y9JGf5LHHPsc/H1xI746DTJs/nBN4kuotDRojqcKFMaTQzI0N0m2leT45BaeJ0hO1S6vURgCmdEELPAzckeACxdVQQaXitEYoCG+3sUZ9aazCvsiQLpACr0ZYYqDRVEK2X5Pt9YhsEUS3SIQSgMaNeeg5WUKG9pMhygoD52v7ii6Fl7EQIS8oMbhkg0DjGYCjIKSaL8Sbi3Gr/xxqRJXkC2GqXImU1l5jQmoiifFAR6UlnvKteBND0x1O1zw9T0vfvjdBF3Q+CaMVcR3fOY3KDDH4j26++b0L+doXv0U0GpvQetq0aVroXXDBBS/HOtq0aTNJSCnZb+/9Wbv6Xh69c0feOf+fRY9OzGqRVBE/Hq5oW6eVYUnnBtakehlwqhVALlpBQ6VVyo5BF2KyQoYfPK+ULxhHRjuRGdBWUaKFLhxYQUkyhvb/FxpyCQ86JWFmnjV+sFQgkr7YC/IMq1Ct9ErIzNBkp3hEN0tCQwJvpwxGuPoxeZFghjVm2K4+dhkmGjNhY9smrttSK/M6VBd5wLhVz2vtdRbtyhRlAfu4nkROMGEiYrhEzHpZ0QJXS0y8IM98Qwg0XWZmQmvt2DOJl5aMLO/kmz/4Cl896+JCj/Y2zZHNZtl///157LHH+Oc//8lee+1Vdd/nn3+ec845h7vvvptsNstRRx3Fj370o5JuWStXruQLX/gC99xzD7Zts8cee/D1r3+dQw89dNLWfPLJJ/Pxj3+cQw45ZNLGbDfaa9PmDcTQ0FYu/8k5XP/be4lEbHbbf+2kjj+mIoHuXVMqdkxsY4f4FgwU9XydjZRWkUIRMR26I2mmxJN0hLOEzfEbvhTgJC080wBTk1gLiTUQ2wCRbRAaASMNovj+rgGlCQ05SEdhJl0SL2aIDJSKPC2o6HAhNBjJ3Hhlp6fqGhU1oU4bc88R5BHboGdyCgGXz2FIhZQQibiEw07lQutRU6DUEXn5Iaz6z3/Q2FbEwQxXijFNeU/k5ilY8+oi/Dp6LRr1OszMhC2CAF37j5JYMsbW1WN8+6cXodTL8Xp54/P//t//Y+bMmXX3SyaTHHHEEQghuOOOOwpC7j3veU/JtX/3u9+N67rccccdPPzww+y55568+93vZtOmTZO25uHhYd75zney0047sWzZMtavXz/hMRt69/T29rJt27aGB507dy5r107uDaZNmzbV0Vpz713/y0UXnsc/Hx9lz8WbOf0zd7HX4hfpEplcSsXEbkBaQ6pOYkdfKMWSrvV0mpmq+yglUFVaSEihiFo2PdEUfbEUHeEsoZy4q7CSCBgbjoEApwOyvSCVwMwIQqOCyHZBfKOgY62gYzXE1kNkK8Q2K0JJRXSLTXSbE1gjT4WC1YwgJx7LQrCUFXBthSYczdLZN8aUWUN0TkkSjjkYBpPgigxemywa17I8olEbMSnZsI2JvAJNxuoJAeHOaq8ZgacErWqdkOEStdwmjNkCp0Wx122mJvguy61AQM/bh4ntlGLd09v4/hXLaLJb6ZueW265hT//+c9ceumldfe95557WLNmDVdffTVLlixhyZIlXHPNNTz00EPccccdAGzbto3nnnuOc889lz322IOddtqJb33rW6RSKZ588slJW/cNN9zA+vXr+fSnP81vfvMb5s+fz9FHH83111+P4zgtjdmQbX9oaIhbbrml4Zou27dvx/PqFw9t06bNxNm29SV+ee13eGZlho64y6kffII9d91CWis2eRAVLmHtktQhkrr1enppHWqoJEpIeuyc2MzmbAfr0r0AJcfZZfF5hlB+mQzTxTRUw/FNSkFydLz3Znq6xkqCka08WGjh17jLQmyLrxgEAm0J3y/rlJ6ZZ1X/DiwAI+PPr3Kl+vKuWyE0oahNOOYQijhVzyMatkmmw5NWnBfACCgwbBiaaDRLNhPCUw3EzpX75YGmRZ7wrXrNxOpFOjPImmYHgeMZhFpw4XaH0y3EzPmWPZPG57OES8xs7UYcuAIBfUcMorKSFQ+t4787fsgnPnzGpI3/WmFkZKTk73A4TDgcXAOzUTZv3swnPvEJbrjhBmKx+jGO2WwWIUTJvJFIBCkld999N+985zvp6+tj55135tprr2XvvfcmHA7zs5/9jKlTp7LPPvtMaL3l9Pf3c9ZZZ3HWWWfxyCOPcNVVV3HSSSeRSCQ48cQT+cxnPsNOO+3U8HgNB3GcfPLJLS24TZs2Lw9KKf52+1XccON92LbBW/Zaz3uPWEE85pubrKKbrBTQIWyi2mFERbBb6FmV9Br/8BUCpkdG6bIyrBrrJ50v2KzB8SSG9IiYLmHTw5Sl4q6hG6uG5EgUXWYZTM7RdDzvC7vg4zRWssw0ZEg/a9ZWBfetCglqqQMBGDYY/RmyTohoXwoj7mFF3LrrF7mkimjYIZWdeLcS8C2hsoqVUEqIRG2y2dpxezoXr1i6niZFXjENxeppzLCLGamfpZp34RbXwauHJV3iVmviSzcp9rqsVgRlbYQBU44ZYMvvpvDQ356mb/o1vP/tr8692NsUQ0ci9XdsEJXx37tz5swp2X7BBRdw4YUXtjyu1ppTTjmFT33qU+y7776sWbOm7jFvfetbicfjfPGLX2TZMt96eu655+J5Hhs3bgRACMFf//pXjjvuODo6OpBSMnXqVG699VZ6enpaXm8tNm7cyF/+8hf+8pe/YBgG73rXu3jiiSfYdddd+fa3v82ZZ57Z0DgNCb12fECbNq8tNm5YxbXXfJcX1nj0dNmc9sGn2WXH7SX75HNgi2//ptD0Gmky2mBEhXP1wxq7MyVVGIFuygoVNRx269zA+kwXw06MuGnjqE76DN28uCsm77Yt2+aFIDVdE98YPKCZVsF1fYVAhyS4GjyNsqpfl3ypFKcLojummDl7M+D3Sx3Nhqu6pSvWYijClkvWMavO1Rgao474EcKP23McTTYbPJ+gvLnGBEReo1Y9AZHO+h0k8jt7CgwZWMYwkO5wZkLiK19Q2aBeiRpNt9lc7bxGkZam7/BBNv5yGmvWvPFCotatW0dnZ2fh72rWvHPPPZdLLrmk5ljPPPMMf/7znxkdHeW8885reA39/f1cd911fPrTn+aHP/whUko+8pGPsPfeeyNzpmatNZ/97GeZOnUqd911F9FolP/+7//mPe95Dw8++CAzZsxoeL5aOI7DjTfeyFVXXcWf//xn9thjDz7/+c/z0Y9+tHCdfv/733PaaadNrtBr06bNawPP87j15p9w861P4LmCQ/Z/kWPesYpwQBC7EAITgRMQNRQRHmGZIqktxrRfG68e1RIxqqF1vhGEYHpkjOmRMQAGs1Ec15zQTVF5guRYgHVBgN0L1pgmNFo5gTWmqlfYEDlXrqHxjNJaJvlj3Jgm06exezXahI5uvz0aAgw0nZEso5kwXoNiL2R6eJ6Bq1q9GH4CRsPuRctDSkUmE0KXWz1F8ReDCYi8YkwNbvVBIh1ZZFPxfALHNQpxmzWnFh5xy56g+BIoAC0xRXUxHTdszFZ6DtfBfw8JvNw17E70TvocrzadnZ0lQq8aZ599NqecckrNfRYuXMgdd9zBfffdVyEY9913X0444QSuueaawGOPOOIInn/+ebZt24ZpmnR3dzN9+nQWLlwIwB133MFNN93E4OBgYb3/+Z//yV/+8heuueYazj333AbOtj4zZsxAKcVHPvIRli9fHpgpfOihh9Ld3d3wmG2h16bN64S1ax7nmqt/wvqNMHVKig8f+zQL5w7VPCYkBE6VIG4hICEcotplRIXJ1vg40DpfQ682eXGnyLc4ExWP+zF6rdfz0xrGRqI1e7umZmnMVSDLRIY11kAPBCkwlMa1PXTIQFmazBRNtlejyrRlNGqPn4YAiaYzkmEsGw6sFVguOoSAyATi9coTMBqhZtyegEkTeSJXV88NtuoZlosVbd6tqgFPCcw6ArEr3HgbstoIvx2g1hhVElsmUjuvnLy4Gy+xDSrrv5bi8frli96o9Pf309/fX3e/H/7wh3zjG98o/L1hwwaOPPJIfvOb37D//vvXPX7KlCmAL+y2bNnCscceC1DoBibLgkmllJPq9fze977H8ccfT6SGm7y7u5vVq1c3PGZb6LVp8xrHtm3+eMN3+evfXgCtOfxtazjikBewGuiW0Mgb3BCaHiNDNufO9QIEWlZbuYLLldQTd8W42mBadIytmQQpr7X4NBHkti1fk4TkbE1ijZ90ASBtheE0JopGZ1toE5yEIjNdB9YnkFJhmpXPgRCQCGdJ2iFsr/4zIEXr8XqG0Vp9uXzcnm2bOE7xGjWi8brXjRFo1dN+zbyW5hG4SiJl9Xp3hlB0hCZqzSvF0wbgVYg9A0WH0aj7OZggcVeMyiUYdcQbS4h8MzN37tySvxMJXxzvsMMOzJ49G4D169dz2GGHce211/KWt7wFgKuuuorFixfT39/PfffdxxlnnMGZZ57JzjvvDMABBxxAT08PJ598Ml/96leJRqP813/9F6tXr+aYY46ZlLU7jsOpp57K0qVL2X333SdlTGgLvTZtXtOsXHE/v7j2CrZsk8yePsqH3/sUs2eMNny8JUTDVVXCwmOKTJHKuXOLLUzl1rz8jUnVuDmVk7fmSQFTI2MM2DFGnOaDuz1PkBqrY10U4MYg0w/Rrf4mK1nDbVu+VgMQAjMJsfWC9HSFLquVF45UL2Tsiz2btKNIO/UFXCvxekKoOpmq9Y6HcNhFSkU2LzIlfo+8ySLQqqcJd2SR5kTKhQhc18Cq4sKdPGteKUHdMzqt1uYqDm3wqf68q6z/RHe2hd6k4DgOK1asKFjpAFasWMF5553HwMAA8+fP50tf+lJJDNyUKVO49dZb+dKXvsQ73vEOHMdht9124w9/+AN77rnnpKzLsizmzp076VVL2kKvTZvXIOl0it9d923uvGcjpqF59ztXcugBazGarE9mNWlmEALiwiGiXUZViAy+8EiqMFrrQj/cRsVd+di2Mgv/7gunsITHdrtGb7EytM5b8xrYX0CmX2ONgZkWjbltyXmEc6YigcDIQPxFSXqawivynEUiTl13XdRyMYXHqB2mXtnS5uL1NGYT2afVxvBdxy5hy2V0LJoTHRNrkxeIqcD13Y/SVIRiEy9Dogh24Uqh6AxNzMJWnfLuGZoeK9XwXM2Iu5LjckKvK97T7ILf9MyfP7+iBmHQtm9961t861vfqjnWvvvuy2233TbpayzmS1/6Eueffz6/+MUv6O2dnJjMpoVeec2bPPkaNO1WLW3eyPz55p9w972PEY0YxGIWsViYeCxKPBYnFu8gFu8iFu8hHu8llphKPN5DPB7HsqyGe48+8dhf+Z9f/S+DQwYL5w7y4WOfYuqUVP0DA7BavGEbQtNtZHG0w5AXYbPTiVsoydL6HdTWpXFrnaEsplRsySQailHz3bbRpuZMztF0rNSYqcaEUVAbXqEEsY0GdrciO8WPXwuHnap5uSHpETZcIoaDJRUbkx0MZGrHVzUTr9dMAkbxuvIxfVIopPDn1BqEoZnSPULWDuF4Esc1UUqglUBrUZm40QwChKnRucLUrbtsKwcOcuF2haoX654c/LIrFh5RwyEka1tfWhV3xeRdt90dfU0f2+b1xY9//GNWrVrFzJkzmTdvHvF4vOTxRx55pOkxmxZ63d3dNW9Ys2fP5pRTTuGCCy6oCFps0+b1ztPPPMvmrYLuzjQbNjnYThYI/vJTjGloYjFNLCqJRX2RGI9FiMWixGJx4vFOItE4zz7zEMsfSRMOaT7wrmc4cN91E3LPSarUwG0QM+ec7TZSpN2JFTFVWgRmo8ZMhxnRETZlOlBBjWSL8FxJOtnEOgQoE1SkMWseVLY+K8YaEhhp35VbnIghUEQMl7DhEDFcZF5A5R43hYchVO78q1vMGonXE0I3mIBRQ9gV51/ksm1NE0zT9hNvsqGSMjFag9aiSPyR+7dEK4HSlK237BwFYCkiYQfT8lqyCAcjcD0DKxerKFB0hidLSNaZVxskzODyLZMh7orJu2474vWzU9u8vnnve9/bsFGgUZoWeldffTVf+tKXOOWUUwpBjMuXL+eaa67hy1/+Mlu3buXSSy8lHA5z/vnnT+pi27R5tUnEI4DN106/H8tSOK4glbZIZUz/d9oklTFJpov/tsb/zphs226ResnB9TLAUMUcu+y4jQ+9+2l6uidumRBCYCGwW5R6IzrMGBFmhwZwkWx1O2n1ppVV1aP8w4bHrOgIm9IdOFoG7qc1jA417uaFXM07A8wxj2xcEx7RFBRPtWNqfCoKBEbWd+XqKSaJeWNEDBdLVsaKFf8dtTxmmCPYyiDlWKScvJCqFH214/U0RsBc+ccaFXblyKLSIEJAxHJJ2eNi029BV11g6lyHPaV9IajylsDcv5USSEPTN2W0sCatc63NdP5H+sflrnSj+F8gBKbQdIazk+10rjnvhnQ3PWYKQ0y+uCuZK2fRa6TLQ5vXNxMpFl2NpoXeNddcw2WXXcYHP/jBwrb3vOc9LFmyhJ/97GfcfvvtzJ07l29+85ttodfmDUdHIg6MMJay6OnKYpmarg6bro7qgflBaA2OI0mmLZIZIycETcJhj4Xzt02qRcISAruFPplJZTGofDepEDAvtI20CjOmwjR7E/MTMWp/3JhSMTM2zJZMB2mvUuTUc9tqciVBpEZL/M4MAj+YS4ZIT9NEN4wgNOiQgbYk2pQVykfVsOgV1qIF2x+eypy52zCN+q47hfCTHwyPsOHRHc6Q9QxSToiUU9laLmR6uJ6RK38yjhS6yMKbE3Y5ASaFbljYla2w4tk0DYVpKFyvsQ4qImeINdABfW79tSUi43FzJcKxTOu2IgJdT2IIl67QK2HN89eY8Qw0FgNOjJjhEJIu8mWaXGUlwqAdGvUmYOHChTz44IP09ZW66YeGhth777154YUXmh6zaaF37733cvnll1dsX7p0Kffddx8ABx98MC+++GLTi2nT5rVOoqMT2FgQeq0iBIRCCiuUoaur9MbYYAWQhmkm8zZPVhtsVXGKb6pSwE6RjTyVnoNdy+wVQHEiRi2kgGmRUbZlY4y5pRm5rmOQSY/f6ArCztB+C7MqBsPwduknWBiC9IwI8fUZRNaDbM6FaEmUJdGWAVKg62gbLUH02PTvvA0j5NXNXQgqOSMEREyPiJmmJ5Im45mk7BBp10LnRGFlP1yNafjlPSYm7EqRIjgiMGo5jHrB1tXGKZRf9nvVGl7lcAGW0MZFoPR/K4FWFNKEJrZeUfTv/BLH/601ZD0LnUuucbRJUkmSKkxUOkRl9R7HLa8qKzEjr5Stss2ryZo1awKzbrPZLC+99FJLYzYt9ObMmcMVV1xRkZ1yxRVXFHrWbd++/WXr/damzatJItENwFjKqr1jA+jcf+VMJKYuiGZX6mjJZi9B0A3eEopFkY08lZ5VuNE1gtbg1FNQOYSAKeEUllQM2rHC8cODUbQEbSiQujQAsdo9UEN0k/Rr6QlIzQgT3ZxFukW2IUchHYXARRsC3RUuPtw3Chrghf0fbULP4lFSYZO1o73MTgzVbJGl6iQyCAFR0yVqumgNadci5VikXZPOaJqY6Xdd2JpKELLUhIVd+QWSonpxZN+F3OprXZeszc51tGiKuiJwfLzp0RE8LZCosgPri7fSOaq/+5SGtFdqgfXr6vl/p5VFRlnEpE1Y1u973CgqKwhFmu9P3eb1w4033lj492233UZX13gpHc/zuP3221mwYEFLYzct9C699FKOP/54brnlFvbbbz8AHnroIZ599lmuv/56AB588EE+9KEPtbSgNm1eyyRyWW8TFXrVRJ7WfhxY0GOt0kyJFU8LNnuJqsWRAWLSZsfwZp7LNt7b0Rd5ja9DCOgOZbCkx9ZUjE5c1qSmoCOqUtjVGNYaERiZoh0kpGZFSKwtrX1WiKryNCpkgPbdv05coMKUWPmk5WFEfIGRdkOsHu5jdmKIiBlsyfEazlj1RVdnKEN3KIWRs9g5Kme1EpBxQ7mOG5OjIATVhaIQEDI8HNdouH9vLZSWuJ6chLIwOcrWHTUdpABPg6tKLZG1xFujKO0/38UiT1QIfF8+JlWItLKIGTYh0VpR65K5sxKru10N7Y3McccdB/hx1SeffHLJY5ZlMX/+fC677LKWxm76lXPsscfy7LPP8rOf/YyVK1cCcPTRR3PDDTcwf/58AD796U+3tJg2bV7rJDqmATCabE3oVRN4BSbbnEfjJVa0hi1eArcBS12PmWK22s5LTv1yD43E51UjbjpE4sP0RDL0xca487lFpJ3G45Sim8rORQjS00JEN2UxspWCw4sYmK6kc61CSxjYVVZk4Ya6siVWNVcbrBntZVpshN5IqYD04/OqXU+NzIk7Q+QqFJa5YvOFqYUQxCwXKQWeckm7Fl5QHZgmkTX6t0LO2hhySGYb64c8jg4UN1nXmDyhVzRXwrRzRYwFhvCTS6ol9bSC0qLgVi+mWku0nARkzItgoIgZNtYEBJ/OSiLRdnzeG5l8G7UFCxbw4IMPFlqxTQYtffouWLCgbmHBNm3eiCQ6pwOQTDX/oVtX5OUQk6z2pBB1Gx5oDdtUnGy1QLcAZlhDpFSYAa80lq8cPz6vNVESk1kiloOrTRKRLIft8iz/eG4nRjP1a+nJNFjDwSIrOTtC5/OltQk1kJ3ixwUKQGjoWaHYvptEhcbPL9QVlNkp2JzqIuOGmB4fLljKhCh23frCzhDKt9YFCDso/Xdx8kHE8Mh4JoaERMjG9SRp15qAtS1YjJVjSI1leDgNtHOrN66nJJ4SGE32563FlHCS/kgSRxuFd40QYKFwtWyoPmMtvJzIC3qNG3WEMoCHZNSLYAqPmLSxZHNCV3ugXUEkNrHyRm1eHxT3sM1kMjV73jZKS0JvaGiI5cuXs2XLlopmvh/72McmvKg2bV6rdHT4lcqbdd02LvKCciAnjoUgW2P+YR0hqZsTr0LAgvAWMplZpFRti0+zFr2otOm2UoSkx5jn3+AkftmPw3ZewZ2rdmQgWbsAcWSzDA7fE4Jsn4W7UZYUUXY7LbRVqrKkC70rFNtzlj0hFVbCqXqqw3aUrGcyu2PQr0Eo/F6ollQFYRewnKoUvxak0FhCFWIdTcPvserkBJ9uUvA1486MWC6uZzTw2qy3hyDrmsRCE+uMIXJzzYwN0xXK5qcu3Uf4dSA97VvXWrHueUqQrtGTuRGhl8fVBiNeFEu5xAwbs8Hrn6+hF402Vyi8zesTpRTf/OY3ufzyy9m8eTMrV65k4cKFfOUrX2H+/Pl8/OMfb3rMpoXeH//4R0444QTGxsbo7OwsKewnhGgLvTZvaPJVyseacN02KvLyvBy5dZYQZKuUWBlTIYZUazcRQ2gWhTfyZHpOUeeMUjwta8b8FRORNt1WmrB0C9uKkxmE8DNP375oJfe9sJCNw92B4wgXIttkLTsjyblRup5NAn6RZLs3XKG6hAYjDT0rFQM7S6wuu64VLONZrB6ewqzEEGHDxZTlyQGNU26tCxsujlt6nS2pMENZbM8gG+BerEY+BrBRwpZDphG3eZ0xXU+iNCXdLJpDYwjNnPggUdOtuacQYAqN0hq3SVeuqwSZGiIPmhN6eRxtMuwahIVL1HBquH99VC7GNBaL19yvzRuDb3zjG1xzzTV8+9vf5hOf+ERh++677873v//9loRe0zb/s88+m9NOO42xsTGGhoYYHBws/AwMDDS9gDZtXk8YhkEsqhq26DUr8mCiWZTBVEvISCuTbWpiRVhD0mNRZGPVLMZsA27bsHCYFhpmWni0RORBZYybEL5166Adnmd+37bg8bbJ2r5qAXaXhd3hf9fN9oar3s8FYI1C12pFqDNb1aue19F++Q2DVYN9rB9pvcB0vgBvMZZUuazS0gXmEyc6whnChkN9139zIk8ICJkKo6bbsVGJKbBdkxZKOwKaiOGyoGN7XZFXOqOfMd5oSISrZF2RlxecrSHIaoshN0rSs3KdRYLJW/QS8doW7DZvDK699lp+/vOfc8IJJ2AY45+de+65J88++2xLYzYt9NavX8/pp5/ertDd5k1LIi4aEnqtiLyXi6CEDFtLtqjgMirNkjCyLAhtqdheLxEjJFymhkaYFh4hYlTeuIPEDlBo27Xf/LXsPG0TJXsVl1SphYbkvAhuWOJ1WDUVtgCi2yH6nFG4XMXCzlN+dmzGMci4Bo5n4GnJlHhrPYr95QW7G8NVCjTnYwLDpktnOEPIcKkmbGSLAiVqVROROZHX4EvJdluL2eyyMsxPDATGudWqoZe/NpZQdWvt+SIvqCtJJa1Y9MpWRkZZDLoxUp4VKH51XujFOiY4V5vXA+vXr2fHHXes2K6UwnFaC3loWugdeeSRPPTQQy1N1qbNG4FE3GSsTjLGREXeZBv1zLIB/TIqHZMaDzjFGmO6NURJrbIqiRiWcOkPjTA9PEzUqF5gtmY7rNzmPWavZ6/ZLxX2toYE0m7gvAS4MYPstAbc1rk7sHwigk4LPJUTBDlhZ3smnpIFcSbQdISyVUVZIwTV3/O7a1QXcPl9/ILMDh3hLJYs31+3LPSE0H7R48AHmxoJ2zOasOpppkVGmRkbmYDLN+/KzVtFKyd3mhB5fobvZHyR818z6Zzgy3il1s58+7OOeFfw4W3eUOy6667cddddFduvv/56li5d2tKYTcfoHXPMMXzhC1/g6aefZsmSJVhWqWXj2GOPbWkhbdq8XkjEQ6xZ5wY3M580K97kZt4WW/SUhs1eB17z3/PqMsfaTsoLMaKigEBrPwg9jyk8eqwUUVk/1g1qlSYpZcepW4hYDsvXzCe6KdjaqtEoC1QIvBAoC8yUJrYtYA6lERrwNEKB0JpUn4E9A7z7piAWppCzqndG0Qj6o8mG1l5rjCCk8N3l9RJcfKunJhZySkqy5DOCW0EIv4iyU5KY0drr1HaN6qKxCIlidnyYhNVcm8Fq5OP2PK3xiuL2bE9iq+aSrOqVp2lyZYE1+PKu265EzyTO1ea1yle/+lVOPvlk1q9fj1KK3/3ud6xYsYJrr72Wm266qaUxmxZ6+eDAr33taxWPCSECW3e0afNGIpGIolSadMYkFh13N06WyMtnik6m0zdfYsXTsNWLY78MIg/8m+iOkc08lZ5NVls5a57AFB7dZoqY0ZjAy6MbLDYsBMzuGSQiXZ58dBeciC/qvJAv7FQIVLGhJndxvQikRiC+QWHYyhd3qtKeowxIT8uJAg36+ThKgJwZLPYihkN8AsKkmst6fHy3qUxmQ+pCSZasN7GCywKIWE6unmFzsX7F6FwBZcusJpY0llTMjQ82ZBltdhkSX6g5WmJ7Zku1Hifuug2itAafzvhflNpC783Be9/7Xv74xz/yta99jXg8zle/+lX23ntv/vjHP3L44Ye3NGbTr+zycipt2rzZ6Eh0AAOMpayC0JvseLyXJfMWwTYVIU29IPNWGC9kYgrFLpENPJWeTY81BgjiRrYlQaAKkrf+wULAyEiMoTlyfElUOTS3TYUE4RG/DIrQUO2+nek1KsbRq+IogsXelFhyQkk11eLz8pjSr8fnNVlSpcPKsKAjybpkNym3xbpsAixTYXsenprYF4asa2KZQYJYEzdtZseGJ7XmXjGFgteebLmg9+S4bqvjIdBZX+glIu0YvTcLb3vb2/jLX/4yaeO1e6q0adMk8Y5OwK+lN7Uv/bKIPD2JNj2t/dXFhWSuafOkE6a2Cio5OtdSVhd+/A4O/gplYfv4PlKAkJppiRGE1jwq5jKoEmjyzd0aV0CN1z/zz6czkcSQOQFST2lpiGzXWClACFRYItOqYjYNpKcGj6dXxVFCI2eMixVDKLrD6cp9c1a6sOGC9stsVKNef1y0P07Kbbz2YYeZoS/sJ4dMjYyxJSP8GnNa5n6XX+vaAjtqOSTt/JeG1svHeJ7AMEpf673hFNMiY82JZVHHDFoFXyw39mWinJfHoue/l0zhYQiN3esLvb8/dDMffnfzpTXavH4ZGxurMK51dnY2PU5DQu+HP/whn/zkJ4lEIvzwhz+sue/pp5/e9CLatHk9kUj4RZNHk9bLlllbN2O0Dnlxp9Go3PpiEgytmCIzZPX47VmIIgFHsahrLZZLa3CRGL6Xk8XRjYyqMKNelGEvyrAXw8OgkZtrXcGDX5A4bmSJiCwbY53sttdann58Hp5bpyuCgI614x+iWoC2BMIpfT7dmMCLVLdc6edybtzpNqDpiyaRYjwrV+GLqLx4n2JmEMCoG6lqSaorhgWEpUe6IeGs6Qml6Q5lCltipkNXOFNyrNb+9S4Xf56Sfi3E3GP550xK6E+kMIT/CtO5c8yPo3X+vHOPaeGnQOT+rfH3c5XEKLhmNTOjI3SHx9faKCJ3fLOCzRIeLkbT7+JqBbBbx38PmlKVWApDO2XJ3h/l3n88yPFHn1JScqPNG4/Vq1fzuc99jr///e9kMuPvA611y+FxDQm9733ve5xwwglEIhG+973vVd1PCNEWem3e8HR09gO+Re/lK5/S/LhB4q54NK01LopZRhoXwYCaeHuoIDzGA9yFgIh2SAuLbjNFt5lC6+0kVZgRL8qQFyerLardoIOFnn9uEeEQN7KEhYsQkPT87hyxeJZd91jjiz3PCI7z0xAZ0ISK8yWEQFkg3FwiRo70FKOOfhDolTmxNy1LdySNq2SRNXL84Ih0ClmjHWaGMTdMtiwBIN/fthFChke2ZmsyzZRwko6AeMGQdEvmFsJ3RfqSJ9hSlRevIekwaodxtFkodeNftKD6ICW/KhOYNLk+sjA/MUjMnEjXjOZez1nPwMXElAq3yffD5Fnz/Hp8plCB2dDS1PTsNcy2e3v56703cuTb3jdJ87Z5LXLiiSeitebKK69k2rRpJU0pWqUhoVfce634323aNMvY2BixWAwpX55kgFeCRMdUAEaTZosOn/oIIRrSerXEXdmOZPFyY4OpNX1SMVAQJJODqiJSIjikCRXmTxhZEkaWmQyRVSbDXoxhL8aYClN8RXVZ0ohvvcsQk3ZFfJQv9PxnJBa32W3PtTz1+Dw8J6B1V5k1b3y7b70zci5cJSHTJxt4kgV6RRwz5CD7RNk1Hf93tCgeTQhImFlwKRFcjcYlCuEnZVRLrhD4JUmC6hMKAeEyodcIQmjiZhZDaELSY3Omo+468w9X2ytfCqbbSk9Q5DVH1jML7eSEoGmxN/H4PF/cmULVsAxqotImtofD9ge7+eufb+eIg4+blJt/m9cmjz32GA8//DA777zzpI3ZjtFr84rw3Mrl3PKn/+GpZzP0dLkcdOBuHHTIifT2Tn21l9Y0kajvus3apn9Lzt2TJ/ujt1qUns6ZVVQ9cVe0v1O2pxBgaE2v9BhQxqSIPa3JuWRLESIn9HRwEkhYukyVI0y1RnC1ZNSLMuRFGfWi+M4+UWG9CyLlhXJRgD7RmM1ue67h6cfm47pFlj0NkUFNaKzKiRS5cLM9DYi8/PPR6TE4GmdoJEp3Z2WMnkARKev6IQR0WFmEo8koXwhXxspVxyjrfzu+XTE9MoolvarXK99lo9ESNqCJGTYyd4UN6SdMJN3afY4bQQpNOCdaQ3L8C0kzNLN7xjNLyv7k52tG7BmitQoTAj+RxsxZBGufpyAqHYyIonv3UQb/KXnw8bt5y55va2nuNq999ttvP9atW/fqCj3P87j66qu5/fbb2bJlS0Wg4B133DFpi2vz+kZrzdNP/oOb/3Qdq1a7CKHZbaftvLQpwU23rODm277M7otjvO2Qd7P7Hu943Vj5PM+/WWdwGPKymEJgaIkpJCai8G1bFxXamwwRqLVuWNwVjsF3wrkBxwgBBtCXE3veROMCaxwvgAguGWpbkEyh6DGT9JhJ0JoBN8FmtxPZwF1/zItUnGU06rDbnmt46vH5uHbOslfNmldY7LgLNz3VCL4Ta/9/hu3X4sv2aFJ9AoTBytUzWLzjejripdm4UaO6tSph2eBC2g017U4v739rCY/p0VGMmpYiX5+GpUtaNZLQoYkYdsWYCSubE3oTIyxdhPAtoRklfEsXtdcftMZGCBJ5eUrFHlR75wqat+gJfHGXP66Rc7OEWxCEvUtHGHy0k5tu/X1b6L2B+e///m8+9alPsX79enbfffeKWsV77LFH02M2LfTOOOMMrr76ao455hh23333tgm5TQVKKR575BZuvuUmXnxJIaXirUs3ccTBa5g6JY3jap58ro/7Hp7NE09N4fGnrqOn+zccdMBiDjrkBHp7p73ap1ATR/k38GFhYuNh5z/vc78lYOALP0ML/zcSo+i9Us8KqLWfkKG0alrcFcbIDWRT3fIg8Avw9k5Q7PnWvOpCXQiI4pDRjXYd8K08/dYoHUaadfYUHKrXf1NakKmS2BDJib1VT8+kv2+EDS/0YXcauFGQjkY6IB0wnKLyKkKQ7ZS4saJzyj1n0tGYKY2ZgnwnrtEFxRdDsOL5Wey600vEouOu2no1BBOm7Wfjus21lyy2zIWlw/ToWEOJAvkuG2lVv9xOWLqEAtqOGWJyrHql7mWBqw1cLbGEhzmJ5VVqibzC7CVir5oLXTcYo+cnWFgyOP6uHjE5/vqxOl06FyXZvEKw8oWnWLRwt6bHa/PaZ+vWrTz//POceuqphW1CiJc/GaOY//3f/+X//u//eNe73tX0ZG3e2Hiex4MP3MCtt/6ZjZvBNBWHvGU97zzoRfq6/ewhDZiGZskuW1myy1YGhiLc/8gsHvjnLG66ZQV/uvUrvpXvX45hyR6HvSatfI7jf/gmMdniRug3MiU3VQUoFI7O3Qhyn+8CMBAYQmIiMRCF3+VWwJS2Cwe2moErgGwDEjEv9vKWPbeF+Rpx/Qo0YVyydax6PuOrjkiXBeEtvGT3kdLBgiJVswG9piuW4sC3POu3ZHNNXgr1BZpUhKeRri/8NCBtjZkVCA/MpMZK+4+XjC40dtf49BqBUvDM87PYbad1RMIuhvBqdoHwO4j4buIOMwUIPJ3Pds1lwNYoYxI2PAQuU5ssSZJPAqglfkLSzbVdC2aiVj2BLrhryx9xtInnqZaFUh6tIavqi7zCzHXEnqZeV4xx92yrLdsEmrAove69+wwzsiLB7275Ned+9hutDdzmNc1pp53G0qVL+fWvf/3KJmMUEwqFAhvutnnz4jgO9939a277811sG5CEQy6HH/QShx6wjq6O0mw/P+5MQs7K1Nud4V3veJ4j/+UFnn5uCvc9PJsnn57CE09fT0/X/3HgAYs5+F9eW1Y+1/XPSRia1W4nUemRoHq/1jwa34Xqas9PjCi6bxmInBVQgBJ4qCILoG5a7GnA0wqvQUugyP2vV3oMKgOnifm0blDo5ax62QaseuWN502hmBfayianm0GVqNg/pcYTMYpWRkh6RKRTmF9rQSKRruo304bAM8DL1RKObIboFoV0qq/Y7qSia7hG4LmSZ5+fxW47vUQimqlomedpQTbXkSGrzILLNiJtekPpwOzUvOhzcyLQy/3dYab9+oVN3hPy7lvXCxZApnAJy9oJEobQJMwsY25pIk2DKyBSo9cx+G3wskpgCIVVI66tlnW8GZFXGK+m2KvW53Y8waLaOhtDB7YJjEy1ic1Ns/qJLWzeuoFp/TNbnaDNa5S1a9dy4403TqrOalronX322fzgBz/gxz/+cdtt+yYnk8lw19+v4a+3P8TQiCQe9Tjm0DX8y1vWEY9VtwAEvWqMKla+P926gptv8618Bx9yGHvu9e5X/XXnur7rVhp+DbOVdhdLwgNYutmYonE8NF7ODWxrjYkgIfwbky76fyOCL19Kxa5SIqMaxWJvoAmxV1xOpR6G0IS0h13zoye4L4QQMCM0RNh12OR2l+yR9MJFiRgaS3hEDDfAhanpSFQmSgQRGtJ0PQ8YUEsj2D0EJslqBLZt8szzM/mX3Z4F/HIeWWWSVVaVQr2aDjO4i4hf/kRhACG8QqkTQ3iEpcegHcOuUYQ5CCF8i12+NE0xhvCI1hFheeKWTdINtxBgIAKzgoP287SBpyWWUBgNxu+1KvIKs+bEnqdE7t00Pmmx67a4wHH+uIkSlcEt9Pr2GSb1YpTrb7mWz37s3IlP1OY1xTve8Q4ee+yxV17ovf/97y/5+4477uCWW25ht912qwgU/N3vfjdpi2vz2kQpxW1/+jZ/vWMVYymDzoTD+454kYP3XU8k3Ej8QO3bQbmV796HZ/PE01N44umbmLfgT5x0wueZM2eXyTmZFnC8nIUoFzvkYLDC7ma30IC/fQJje1qjAAddiMmA4ivWgHWvBZGXR+AXDvYte7JuT9xq5VRqERUOtq7db7XWiL1mkrBwWef0FdyZSS+MzllTIoZTNVBeCOiINyD0FL4LF8ADrXyxF9RxLNtT5Rw8MJICa8Bgw7Qe4r3pgDMr/VsGbKuGECBRhHLZnx1mmmE3lhM1jRf+kcJP4Cju1CFRTfUlNnJlV5q16hVnnzaGwMnH70mvZkLEREVeYUbhZxijKBF7hvCQqIoCx5NBSHiYVcaMzU0TnmLz5PIXGH3/aK4lY5s3Cu95z3s488wzeeKJJ1iyZEmFxjr22GObHrMhodfV1VXy9/ve976mJ2rzxuGldc9xw02r6e50+NAxz3HA0o1YVuMf1o3WiDMMze47b2HOTuvZMhTm3nt24tFH5rFs2WUc/La5vP99ZxONNhe4Phl4OaEni9o2JbXF804nO4VGWh7XL2ic+zfg4r9BS+09fs08X95U3lD9MVpL3siTF3s9UjGkIFtF7NVLwKiGKRSW9nCqfPzIBtYeN7IsFJt50eknrUwcLYkb2YYC90OWh2W6OG6Vjz/lX4PinAiRe0KEAFX0pChT48YBDTIDZlJgJsFKCmTWf46sDo9YV8a/qDU1kB/XlVZWzXi+wppQhIrKzYSly7zIdjLKZMyLMOpGGi6dEjHGr4dAEatiVaxFommrXn23bfUjBbYykEXxfUJQyHJqXeSN59rme5kgfKuwJTRZZeJpQbeVpsOqrOU4WVSz5oF/nr37DrHx1qnc8JdfctL7Pv2yrKHNq8OnPvUpAL72ta9VPPayJmNcddVVTQ/c5o2L1v4L7eD91vG2/V562VypSmuGlIODoqs7zVHvepzd9nyRv966B3f+4yUeeeQ/+Nd/PYYD3vq+V9Sd6+Rj9MpExXYVJea6zDRSLd28PEr1r6MVJkagOMi7KIvFXr4vgdOiNa+YvNjrlophDZkAU1awg7U+Gt+q5wRa9Rq/cYakxw6hjWy2O4kbU5u65ol4msHhAEuIGl+RF85ps6JkGnQuUUP6Fr5sJySel1hJECrXybfsi4w9GuLFR2cwb5+NNdeUdzPbykBpUSf5QFfUFFRIPw7ScIkaY0yxxkipEKNuhLF80GGV58sSHiIXiRY37ZYSCKTQJKwso06jVj1BuDyzpSlKy7GEhUOXaZP0QphS0WWlColGAp3Lch9v8wcUejYXXs31jeUMO2H6Qulc6aLW3gO1kKiKJIxyOndKsvUelwfuepQPHWMTCk28xE2b1wblJesmg6a/jr/jHe9gaGioYvvIyAjveMc7JmNNbV7jSOl/P7CVwtZeoTtDM9T7aPS0ZkDZpaJFwMxZQ3zk1Lt459GP4ziKa66+jUu+8x+8tH5lkytoHTdv0QsoN7HOTTCkQoX4qUYptublseuUyPBvNEXddou6X0wG+Zi9LqGIlrnXWrXm5ce1cnXSAudsaAxNVNh0yww7hbawV+xFuoxk4bFaaA2JWEAvVVU2vxC40eD1S+ULPjMNoVGBUCL3WJC1WrMl2cWGDb01Xhe6yFUnyHhmzX2DCkdrBKroGCEgbthMD4+wMLqNqaHRnKUo/5WglJB0iBt23etXi7iZbfg5NCeldIomKh36Qkn6w0m6rAw9VoqeUJq46RAzHSKGQ9hwcyViPCzpYcpxl6sUuuFEFlMo+nOVtgXk+kMrmvmC0sj51C2NY0Dv0mGcJNx6Vztc6o3ECy+8MOljNv1J/fe//x3brjQrZzIZ7rrrrklZVJvXNtLwYwaUkjh4pLSD0rrQsaEe+Rpx1XC0YrvKVmSM5r87Swl77LOW0z7zN3bfay2rn3f45je+w6//dxnpdGOB9hPBcytdt8WrXOV0kdVGU2IvKK9RAV4DY+Ste+XdLyaDgtiTiliR2JtoJ428Va98a8FdVnU9mohw6BQZQsLv+mAYsFdsHW/vXMEBiVXMCg0ia9x8tRYk4mVCr1zk5XDiVFWfAgiPCESdJ8mLCVQI1r3Yz8hwLPB1IctEfUZZVW722nfXVjm3aq5aKTSdZoZZkSHmR7bTZ40REuOBAn5bOhtZp8hyPaTwy63UFz66wSSMYASajtz5+G3exl9LZmCplonjFzz2ctbOcRevZHIFXy23bTFdu48iQ4q/337ny2IFer3zpz/9if33359oNEpPTw/HHXdczf1/97vfccQRR9DX14cQgkcffbTk8TVr1iCECPy57rrrJm3dO+64I4ceeii//OUvyWQCvpC2QMNC7/HHH+fxxx8H4Omnny78/fjjj/PPf/6TK664glmzZk3Kotq8tslb9PKfLRpNWtuNW/dq3Eiy2mNA2VXHKH7BRmM2R7z7cT58yl1MmTrC3/+2lq989T+4/4E/NCw6W6Ga6zaPh+RZpxvVoG0kn4ARhN2geFO52LyXg/zT1SkVcaEaLqdSb8yQ8DDKLJDVR9WE8QVeGN+aVRK7qP2bbaeZYbfYBt7e9Sy7RDcWCs4WPxNSaDoTqfGDq4g88OP0ar2UtAQzU/u6Z3vGLXXPPTeLbNYqG1NXxHp5WuKo8vgyP5u4XBSWHlf/eTGlosdKMzc6wJzIdvrMJFbOQmjWcRk2QqNWvUiNTiHVMIRHj5VkTnSAXiuJJUtzYSWKmBivQTl56MIXC5H/9lPEZAm+kHAbjvszQpruPUZIbve45+HbW5rvjcpvf/tbTjrpJE499VQee+wx7rnnHj760Y/WPCaZTHLwwQdzySWXBD4+Z84cNm7cWPJz0UUXkUgkOProoydt7Y888gh77LEHZ511FtOnT+ff//3fWb58+YTGbDgXf6+99iqo1yAXbTQa5Uc/+tGEFtPm9YGUvkVPl91UHDxcrYhgIhkvAhxE0CNp5TGiG/nwL80onDl7iI+edhePPzKPu/+2mKuuvJmrb76dUz5wCm9dsncD4zVHvgWaCLTo+WS0yUqni12soZrCNshlW4yjNdEqx+dnd3P18hrPs2ydDqlIK1FzzY2St+qN5RvLB94cNSE8IiKoVEoRAgw9LpctoZgXHmBuaIBBN86Ldi+bnc7cvmLcdVtD5AG40SqPC1C5qjLSA+lqlBmQHCPBKSr753kGK56dw+5LVvuZnKLSmpcn7ZlYRdYpg/oZqn7JlkYtWpop5hid4a1+wWYMnk1NZ6vT0UT/20p8q16GUSdCtasbkl4TcYCasHTpNNPEjPGaiEFYwiNuZMg4oUnp35yfPy/y8ohCSlQpea9DPpxi3O7XGLEGrXl5epeOMPjPLm657U+8bb/Dmzr2jYrrupxxxhl85zvf4eMf/3hh+6677lrzuJNOOgnwLXdBGIbB9OnTS7b9/ve/54Mf/CCJRGVtz1bZa6+9+MEPfsBll13GjTfeyNVXX83BBx/MokWLOO200zjppJPo7+9vasyG382rV6/m+eefR2vN8uXLWb16deFn/fr1jIyMcNpppzV9Um1efxhG3qIXcGNDk9ZOTeueKPo/+GJnTLkNibxqH/BZbbJ6fjcrjupkeKGJ2pzlqh//jDO+fh73P/FI/ZNqAifvuq0TXzSswqx1a38AlCdglONS6RLPZ94qNC6KYr1dO3y/dTuH1hpXazJK0294zDZsphs2vdKhQ7iEhWooW7YYgV8PLu9mLX1qNSYeHSJLTDpIUb+lV9D8QkCvlWSv+Dr+pXMFO0S2ILXCMBT7LFrJQXs+w6J56+ntHEUEiKjAbmRFIi+Pka2cWwPZbl3xKZvJhFj1zCz/+dAwlIkyZodwy95PWTUepydRWKK+gGtUoFnCZZo5QqfhF2aW0hdfcyMD7Jl4iQWRrXQaaVp91cRNu6a8acxtq4kbWWZGhpkRGSGWy9Ct/jrQWNJFCnJrnxzMXKJKMaKO1S2f8CFz4QiNXMPiUjkNry3u0bnLGNvXpXlyxT+bOvaNyiOPPML69euRUrJ06VJmzJjB0UcfzZNPPjmp8zz88MM8+uijJWJyMjFNk/e///1cd911XHLJJaxatYpzzjmHOXPm8LGPfYyNG2snd5WM1eiO8+bNw3EcTj75ZPr6+pg3b15Li2/z+ifflixI6OUptu4ZovLmk4/R01ozohwyTWSKSijsrbTgvpEF/G7bXqRUCB0RbN7PYPsuiu6nXHpeHOCqH/+MX8/u5SPHHT8pFr5GLHp5Nnkx4tJlisxU3KDqWfPy2GhCRVGN40kYPoLx27Eo+j0ZKK3xGLcRSeFfe0OAlU8g0CByNyhPg60FDhJHC2wtci3Vqge6RbFJ6XBhk4FHtKiZeyMIck3mazwlEemyY2QrO4S3YNsG6+b3scnpZvqUIYQATwkGhjvYNtjBtqFOtg934FkSZfhWu/xE5SIPclY9R6Os8QcEYHcX7aRB2mCmBZmtHazv6UN2OiVZqqZQRE2biOkQNV0MPHqtFCGjMvkiCI2o6MBRvkenkaZDZnJZqJVIoem1UvRaKRwlGXDjbHM6yCiLRl9dUkCHlWEk0Kqna2bbShQdZoZOK1Pixqx//qIghiPSIaTcpgtIl+NbUQO+QDQg3Iq+ypa8R4OvnyYW0AmjEXr3GWb4qQ5uuOU37L7z0uYHeJUZGSktSRUOhwmHw1X2rk8+meHCCy/ku9/9LvPnz+eyyy7j7W9/OytXrqS3t3dC681zxRVXsHjxYg488MBJGa+chx56iCuvvJL//d//JR6Pc8455/Dxj3+cl156iYsuuoj3vve9Dbt0m7LPW5bF73//+5YWXY3169dz4okn0tfXRzQaZcmSJTz00ENV99+4cSMf/ehHWbRoEVJKPv/5z1fsc/XVV1cES0YikZJ9xsbG+NznPsfs2bOJRqPsuuuuXH755ZN6bm9UGhF6MG7dyyo3wLqnC+VTmhF5fiKHz3Ppfr754lH8Ysv+JFWoxCbkJCQv7RtjxRGdDMwLkV7vC74zvnYu9z5e/fXVCHmhV8+i5yN4wekkqcvjsoITMIoZ8cI8mZ7B/clZCMDVgjEl8WrE7emy362Qt95ltcam1BEooMTlJii9ARsCIlLTITz6DJcZpsNsw2aaYdMjHRLCI1QUvSiAkPYtJgaKuMjSIe0GG8aXIuu+jjQWLn3GGDOjw/SYqRILkSE1U7pH2Hn+Bt629zO89+3LOeytj7PwmBfo2mnQF9g1moAYWV0S0OdGQYUBD8wkhLcLQiOCfEex4YE4o9lSIeRqyagTYVs6wYujPTy6bQ7/2LQjY07j5TOqZUOHhMN0a5iO3JeORjSFJRXTQqPsFt/ArrENTLNGMHNiqp7YiZl2oJU1LINFa0i49IVGmRMdpNtKN12jTqJKOlN0mikm8k7IJ18EP9bMOOMZurIg9yrXFJKUqwAAv2tJREFUFanTaq4a4V6H+IIU654Z4KUNa1oaoxGi6yWxlybvJ7ref53OmTOHrq6uws/FF18cOP+5555bNRki//Pss88WElO+9KUv8a//+q/ss88+XHXVVZOaNJFOp/nVr371sljzvvvd77JkyRIOPPBANmzYwLXXXsvatWv5xje+wYIFC3jb297G1VdfzSOPNO6pavrrznvf+15uuOEGzjzzzGYPrWBwcJCDDjqIQw89lFtuuYX+/n6ee+45enp6qh6TzWbp7+/ny1/+Mt/73veq7tfZ2cmKFSsKf5fHi5111lnccccd/PKXv2T+/Pn8+c9/5jOf+QwzZ85sqfL0m4mC0Gsg8Bvy1j2PCBaGkAWL1KCym08gEJDxLK7cvD//HJtbdCMpC47O3cjshMFL+8bZskuEqc9m6HlxkGt+8l/8Ztb1fOi4D3DgHvs2Nz/g5ly3wmhMjGgEK+wu9ggPYObapAUlYKSUxTq7hxftHlbbUxhREXwXpmLIi/O83YUtDOZZw+wZ2cQOocGC6NIl87Vm0Su33gXRyDfD8lh1ISCExhIaitrEuVpgaxjDxNE2IbzCca2s36gp9DQxkSUm7FzPW+jNlWMpWbsYd8sJAV2JFN17pOjdeZCHvrc3BTNYUOZsruSKsvzdnITGGvateIHFrR1Z9UTHv7T45T+sBgoo5/f3tKA4XFCg6TJSJIzshKy9UcNhtjHELD3EqBdhuxNn0I0HxqrBeAZuuVWv1G2riRkOnWaaiOHWsUbWxipLJLGEIi6zJFVrPXjL4/KC9ml2XAEYOWt8cRpJuIkkjCD69h0iuTrG9Tf/gs//21daHufVYN26dXR2dhb+rmbNO/vssznllFNqjrVw4cKCS7M4Ji8cDrNw4UJefPHFiS8YuP7660mlUnzsYx+blPGK+elPf8ppp53GKaecwowZMwL3mTp1KldccUXDYzYt9HbaaSe+9rWvcc8997DPPvsQj8dLHj/99NMbHuuSSy5hzpw5JQWZFyxYUPOY+fPn84Mf/ACAK6+8sup+QoiKwMli7r33Xk4++WTe/va3A/DJT36Sn/3sZyxfvrwt9OqQF3q6jkWvGA2+dc+N0GFotquMn0CgK6OzanHP2h25a/0inuvpBLN29qcQupAwMpmCz81VJm/MoufjYPBsrk1a3mVrK4OXnG7W2j2ssaew3fPfSxJddF4CF4MH0rMIS4ew8HjR6WKt001MOOwR2cwekU2ERanbJ1j+VqKLxF1j9slGuu1WO7Z0QabQmALGFISbjE0KHF8EBcn7VpROmS6JcRMCeswk9W7WQvht3lLCggOSjK7rwMhqjCyY2ZyI0/mZwMxqbCs3qhIYNWLrtV1d6OWRQhMP2axLdbF71yZcZRRZ7IIOFqiihIywsOk1UwVr52S49H1rWYZOM8NcPcCQG2Obkwgsyhw3bcaccOH1LPA7WQgUHWaWTjODWVSPciKlXayAsioJI0NaNZuYUV/kCQFCt15xcFzw+e/1mGykJE11ojMzRKZnePaRdQwMbae3u6/lsV5pOjs7S4ReNfr7+xtKQthnn30Ih8OsWLGCgw8+GADHcVizZs2khZxdccUVHHvssU0nRTTCc889V3efUCjEySef3PCYTQu9K664gu7ubh5++GEefvjhkseEEE0JvRtvvJEjjzyS448/nn/84x/MmjWLz3zmM3ziE59odlkVjI2NMW/ePJRS7L333ixbtozddtut8PiBBx7IjTfeyGmnncbMmTP5+9//zsqVK2taCdv45IWe16DQ2+ZEeWBsFnePzuWFbA+zrFH+ffr9bMzGSCo/g7fkI7Ns2IJtQ8NPlx/G9mQn0vLo3mmQSE9wnSHfxVv5wVlN8P137685+sgjOe6gQyt6C5ajmojRK2ZEhfjL4EIG7AQpy2KT24lGlAm76uI1n1GZFzIpbXF/ejZrnU62unGmmWPMMEeZbo0yzRwjnnMFjUvG8VtJI9a7ICYr9i+P1poeaZPNxfK5SGydL7rS/GwShcd4WZIQLh0yHZjhaQmPmLRJqdrxQKNuBE8ZTFkwyPaxztJ1aY10wLBBZn33rTmmceMNrN2pvY9A0xnOYEjNqBvDEBojZ/VytYGrjcAvSR4SgaLbSBGvpTQD52wOQ2j6rCR9VhJbGQw4cbY5CbLaj+cTQtBhZRl2/NCZTitNXyhJwsxUuP0nSlCyihTQaaYZcuMBRwQTlHwRjKKFUrQl+IJPVXVnNzNQqNMhsynCyrWP89buQye0rtcznZ2dfOpTn+KCCy5gzpw5zJs3j+985zsAHH/88YX9dtllFy6++OJCS9eBgQFefPFFNmzYAFDwCE6fPr3EaLRq1SruvPNObr755pftHIaGhli+fDlbtmypqJHYihWxaaG3evXqpiepxgsvvMBPf/pTzjrrLM4//3wefPBBTj/99KbVajk777wzV155JXvssQfDw8NceumlHHjggTz11FPMnj0bgB/96Ed88pOfZPbs2ZimiZSS//qv/+KQQw4JHDObzZLNZgt/lweQvpkoWPRquG63O1HuH5vFPaNzeT7bU/LBud7p4FN3fhAz7hDvbbwgpJM02Z70v/kpx2Dg6SlE+5N0LRxCmuVZcbmbSJXPazthsG7vOOumdDN1RYZpgyP89de/5c/X38C0XXbgvYcezr67LgksEeO6jVv0huwoK0emsXJkKs+NTiOrLA6f+Qxa5CN3Gq9JpwLakAFsduO42mSd081LThc67Y8XFzYzrWHeEl3PNCtZsCQ2ar0rZzJvzH5nDV9sKsCUGrPg0PLFTD6hw9ESN5e/WM8CJ3NjgiYhMkRE7S4DPUayqtDTGtLKwtYmQmp6pw5jmC5ecY9c4RdDViEg4S9v6oMODMNI2MSNiKoXTTvVRYJA0xlJ+yVYAFuZ2MrwrWHCFzWm9lCICiufRtBvjmC1EOc4EatSSHpMD48wLTRCWoXY7sTZ7iSImVkcJZgVHaHb8rNhJ7tjYXF8XjkR4RASjSVmVEu+CCIfAtA6flhGp9lay8RiRlbGGVnZwcydOth/j7dPbLA3AN/5zncwTZOTTjqJdDrN/vvvzx133FESFrZixQqGh4cLf994442ceuqphb8//OEPA3DBBRdw4YUXFrZfeeWVzJ49myOOOOJlWfsf//hHTjjhBMbGxujs7Cy5BwkhXhmhV0y+7EOrfUaVUuy7774sW7YMgKVLl/Lkk09y+eWXT0joHXDAARxwwAGFvw888EAWL17Mz372M77+9a8DvtC7//77ufHGG5k3bx533nknn/3sZ5k5cybvfOc7K8a8+OKLueiii1pe0xuJaskYA26EB8Zmcc/IXJ7L9paIu0JHSQ3ZsRCjWxOwFdzMGF0zRxsKd0lvi1G+Y3prjOxQhO4dB4mUicZq5T60BntbhPRLCZQtGewWrNqlg+lDY0zflGLrEyv57ydW8vNEhEV7LeGDhx3FvJmzC8fnm0oHFUy2lcHq0SmsHJ3Gs8PT2W77d38/U9hf95/XLcbMCHaYvoU5Uwb8sRp4C6nc2ktctBrcordxsYUnqUOszE7hrm0LSQ2HeYFeTp1xP8dMe7r+ZAFM5F6Uf9ZUTuDpogdsoFxq+XF9ipAA8HLCUOBqiYPA0QZewIoMoVBa0SlTdbN2lRb0GEnWO5VZeL7VTJL0xpMghID+6UNsemlK8AlqTWKdxrDBcDR9TzokpxmMzTbGg0aLD6lq0dN0RjIV7cFGnTB94fFCz0L47r9xK5/MWfn836GAFn2vBEJAzLDpMNIsia+jQ2ZZmZ7GsIpPusDLE6qRxSsEdJkptjod1HTT10i+CN5/QiqPsHDpMpO5N3TrF8YZM9j4137MqOZzHz/3Fe37/VrFsiwuvfRSLr300qr7lJetOuWUU+rGAAIsW7asoFleDs4++2xOO+00li1bRiwWVN+peVoSetdeey3f+c53Cr7kRYsW8YUvfKFQcLBRZsyYUVHEcPHixfz2t79tZVlVsSyLpUuXsmrVKsDPmDn//PP5/e9/zzHHHAPAHnvswaOPPsqll14aKPTOO+88zjrrrMLfIyMjzJkzZ1LX+XqhOBljMC/uRuewMtNbFh0V/IGzZU0v+Q+2kU0dOBmTvvmDFTFcxWgNma2xgB2Eb917ZgqRKUm6Fw4jrVw8Utk3c63BGQyTXpfAy5S+9B03zItzJS/O6yQxajN9U4rpm1KsuvtBlt39ILK/m33fsh8fePsR41m3hh9juCnTycqRaawYmc7aZB+elkhUUU0zUZomsCVMOix4cu0cnt84jR1mbG5Q8PlN3I3cDUZXqSaiNQylY6zZ3sfagT6yrkU4mqWjO8M/RnbkmGlPtxT0Lmk+/LxQ8kXnagKWPe7kLFBa1269JQSYaEzh4TsBXZQGF4mjfctfVhuY2iMRUMomcEw0vWZlQkZ+3SNuaRKBAKbPGqgUehqEp+lYqzGLvmsIDYlNHpEBj9H5Jtnusk4XgRY9311rVog0zagbKRF6Jeci/OSDiPYFVsLI5r5YvNI3fU1cZukwMkSFXVjbbvENGLhsdbpYbfdj68ZLtTRCvRqDZt3EjEaSL0qZyMoTMkPC8F+nQV9YGkVr2HDrVLyswUmf+AB9PQFfQtq8rli/fj2nn376pIk8aEHoffe73+UrX/kKn/vc5zjooIMAuPvuu/nUpz7Ftm3bmsrGPeigg0oyYwFWrlw56TX6PM/jiSee4F3vehfgB2Y6jlMQLHkMw6jaM3CitX3eSOSv2+Nj07hh9Q4lt8Ja33G1hqGNnTjp0lIR6eEom1ca9O8wgDSDb/jOmIVnl7eEKiWzLcaWoQhdOw4S7cvf7P2EDHc4RGpdAi8VHH8n0rJQeHisI8SqjhCrduyidyDL9E1Jpm4ZZvmf/sL9N/8FGfLP/4b1e7IiM52kGy6ceV7cBhau1UDKQIyYiF4PbUDaDuUE31R2mFHfwqe0KLioymtyJbMh1g70sWb7FEazkZLEhEjs/7N33nGSlHX+fz9PVecwOW7OkYVliQuIgAqKgOIZQcUzB1DwhwendyJ3KogCnhlFBHNEMaFkyXmXtDmH2Z2dPJ27qp7fH9Xd07l7ZmeT1ptXM9vVVc/zVKf69DemQcGWRCv/GJ3J0YHdhEjlxHU9l5rxJGLUEngKMkKtcP/xIDNWP6+w0ASkrTQxmSaiXHWlHggBDVqsJIFDKVvklbyGAgLhBP5AgljUm1u4lrRFXtaoVDyrnoLG9QbJJouRmTqWnplcCZQhELmwA1vkucpmcwtGjUrfPwoNRViL4RcpdGHRKKPElIeEctV8HopOcUK4hEFIJghpdlmU0tdTERApgu59tOqj7Eg3M2z6GTF9GXv3/lFPMenKiRnjF3lQPTSkMopGLYYvr/1bpS4b9TDwXAPRHX4WnzCVU49zOmP8M3D22WfzzDPPMHv27Ekbc9xC7xvf+Abf+c53CvzE559/PkuWLOGaa64Zl9C7/PLLWblyJV/60pd429vexlNPPcUtt9zCLbfcktvn6quvZteuXdxxxx25bdlmw5FIhH379rFq1SrcbnfOOnjttddy0kknMXfuXIaGhrjhhhvYtm0bH/jABwA7WPP000/nyiuvxOfzMWPGDB566CHuuOMObrzxxvE+Jf9yPP7i8wAMuexfx3V91ykwUxqDu8tnV6XjbvasbaNtzgAuX2lcVaLfR205ILAMjcG1rcRbYjTMGcKM60S3hDEiNeqQxbXS4YVgoMXLQIuXdQss2vbF6dwTpXkgiakJVo1Mw8rGK9b7Rb3Xfs5ESqC8KjdfPOWpS/CZSuLCysUGJQ2NnYPNbO1vpS8aLHiOsmuSmoXLnYkrRHFv30LavaPsxaJBJmmSCdyZHrbVLna1LseWUkghUJnSMVU7fioyMjMrjJmQ/Uli1+4j8zcoTALKJKY0IspV01qiCbuA8LBp/3pWyi5zk64Qz6UUtHcPsHVDNyiFKwLBHYoC43GZkxaAd9DCPZwiMlUj1qHZWw0BmgKhCHmSFUSezUjaV7waO5ZPxgnKZO61c2f61gZEEo9KE7F8medhcq17AkVAJghrCbwyXfD+KZ7JxVjLs7CWoNmK4pUGbfoIEcvLsOEnrjxMRPJrWMg64uoqJWbUn3xRynhEmsSiSY/iLsoOnqjQS+xz0/toC/5myYcvunLcxzscPtx11125f5977rlceeWVvPLKKxx11FElyYETqQoybqHX09NTthL0ypUrx9WSA+D444/nzjvv5Oqrr+baa69l1qxZ3HzzzVx00UUF8xXXvlm+fHnu388++yw/+9nPmDFjRq5H3eDgIB/84AfZs2cPTU1NrFixgscee6zATfyLX/yCq6++mosuuoiBgQFmzJjBF7/4RT7ykY+M6xz+1VBK8fPf/RpLwL65XmQNl1sOAfu2NqOsynLBMjR617fSPGMQf142rVJ2LN54LgCJfj+JAR9SM7HSRW/zMsMIS0BKgKfMF74CU5Ps6QqwNxzC26sQIQOrTMePiiigz51z14m0AF/pXLUEn6UEhinYNdzI1v5WeoYbiy6NpSfn8aVyF2ELwZpIF/2pAC3uKIOWj0HLi18YNMoEIVK5YUqc5JXc6plZ00oglELVsBCqjCWvwIpWkBNcH/kir3idAWHiVyYJpTGqdIwKMlUpaNSiDJt+27WvNGJmpR8FCpe0mD5tL9s2duLpE/j2ju8SLS0Ibzfx9VsMz9JRKYnwWATdSdw1auUlLRdpS+bKiIRkomxGcX6cmS4sGmSUhHJluo/UWG0dL4NbpAlpCUIygRR5HVqqDO3Jq3GngDZ9lB1pFwhJWLPFYsrSGDF9DJv+gszpWriqxOcV4xVpPCKdyQoeX/JFOeoTaXbSRbMrUqVW3vgErmUIdv21A6Xgwx/4SElDAIcjize96U0l26699tqSbUKIXIz4eBi30Js7dy6/+tWv+M///M+C7b/85S+ZN2/euBfwxje+kTe+8Y0VH//Rj35Usq04iLKYm266qWaZlM7OzoL6fQ718eBzT5DeM8i+6T56ZYBwKknAU72Eg1IQHfQRGy62SJTbV9C/tYl0fCxJIz3qxkrX8cWf/10pFEJYWCm99OtTFfzJHSOiGsptFF7shO3WlYM6clhDpCSWBWpIIbwJVMis/f2ssEtpDIz9MpMpUbW0STnBN7grxMZNXQw2ujCUVnCRqfyJUHiLLKQSxWMDcziv84XcScaUi5jpQsOiUSZolElcwso9pcUyqdA1O3YDcNe4Zins2Lxy49VLJZGXjxDgEyZeZZJEMmq5SBedicJOyNhGGwrBiJEVQwpd2L1HXdLAI01cWfeeB0JNoxi7Q+NYcSGuqJ2sEfG6EPNM3LPMzOuZW33Z42Kmm259iLCs3Dmi2I1pPw9p3MogYvkwxiGixlZjEZRJwlocjzSqWu+KkVgFxawFtsBq0UbZZzbktrulSauM0KJHiFkehk0fEcubd1R56nHb5ubOWPX2pXVEJuZzfxDZD0HF9Sk8wqBRj5Yt8UPuyPFZ9HofbibZ7+a01y9n4Zyjx3Wsw+FHpZCxyWLcQu8LX/gCb3/72/nHP/6Ri9F79NFHue+++/jVr3416Qt0OHxQSvHrO3+HJWHnvAAgGEl6MZQg7EmW/0WvQFmCvm1NZccsb0AQjOy1kzSaZwwyuqvQJVmgChSIjJ9QZG6WxyS9wC6Fo/W4YUQrG12W25JZgIhqqOZMjbyERA5qyCEdkR80n91XCbSNXsx5cVTQquVRhj1Fgf1KIExQNa658ZSHV9ZNY8eD0yAi0ZMS9xQTY5pVl7tHd5loeuGXiIXk2aEZnNm6loBeKNJNJP2Wn37LR0CkaZIJAkUlSvLFnZW3LXuyaRTVHOX5LtvcmDXPZAyt5OjszOXHEQK8WHi1JEkliVg6yYzYkULRokdAKVKWTlhP4pYGLjHmaizn0h4y/JjzwRWB0BZw5ed01HEyhlcQ7ZaolRHQYCDupz0QwaOZuedSkXHOKpju7cOnpZnt6cWnVckwRVXsEKIJRVjGSCmdqPKWxHhmj88/EY8wCGtxAjKRi+eE6ta7QuwxivcXAsJakqiVLOhznH0soCUJaEm7JZzpY8j0Z9zppaKqnNATWOhYaCJzy/w7u82jkiz27WF7qpkRy0/Mco87njF7ftWCGoIymUu6qMZ43LeRrT4GVjXSOt3Hu87/0DjW6nAkcMcdd/D2t7+9JCcglUrxi1/84uCUV3nLW97Ck08+yU033cTvf/97wM6Ufeqppwpcqg7/fNzz5COY+0bYO9NHyjemUGIpD6YlafLFS77QFNC/sxGz2H1avJMovC8MSPX46N3hxQzZX4HCAmFmhJ3K+5t/qFAYs8bcj2ZXCqm50AarF0EGIKIhdrsRcQ2RlMh0Gfdl3nVQWAJtgw9zfhwVqCD2FDCi2zGAxWMVxekVI5Pg2y3x9Nt9HLPXYP8uDSUgPrX2r0CPL11WqFgInhycxZlt68ofiCCq3ERNNzomrTJOs0xhCTBqxPIpBIZStiDLF4iAqcrXDVSUF1Slq8r8nWC4mUdYeLQUKSUYzQi+kJYgpCVyIqucKMknkdIxMwo9HYCBo8DbB8HtduHkavFeqZAg2q6TDglEcxpX7m0h6IsF6AyM5mrnZW21Ta4oJzduqeucXdTu6OARBi4VJWp5SFH6uZBYGddsHLcs/5yMBxflhakC2vVRtqdd5ZOXsF3PTXqURs12Pw8bfkYtX+4Z9oo0U1wDaMLChYUmTCRWWetZ7seIEHT7BwhIA8M1RKOKZzqgCGKWm6jlIWa5iVnuTO29yidf+ZHSpItq1Cv0jLhk99/a0dyKSz/0/0oSCh2OfN73vvdxzjnn0N7eXrB9dHSU973vfQevjt6KFSv4yU9+MpFDHY5QLMvizj/8HkvCrrmlVeaThov+qKTZH0MIlctIS8VcjOwN1jGB3SdUGrbIy1rgLI/C6LS/LF29Ovq+6m9ZozuNcueJJwFWexp0hbavekKGEAIxkrnwSbsIrjDsuCqgfJC9JdDW+zAXxFH+MmLPAvaVz5aUKYFVJk5PpMHXI/H22pYvUWbuwE4NBMSnVO/v6vGlyl6kFYLHB+dwasvGkuDwYtJK44VEJ7uNZqa6hpjj7qNdj2ApyvbaBbsoc0mjrlwCRjnqi9HTRb71sGiEOoZQZBI/BIQ1A0OZJJUkrMXoMxvqEjQj8bwQhMz+iRZINEOgB7z9BQZnAJJNkli7huEfuzCLsFHwI8dStthrD0Ty1qFYHt5Ofc+PqjteTQpFSEuQUmmiljdXiqVBixCSY2VR8v9OhPwkjGLskACLVi1Cr1m9BVbW/exzD9OuRoiYHkylMdU1iF+Ll7XYlxvDXpNBIPM8ucTYzw4plG1JzEtsMZUkmi/+TE+B67vce65S0kVtqgcwKAU997RhxHQuvPgcOtumVtzX4chFKVW2FuLOnTtpaGgoc0Rt9qtgssO/Dn957AGsgQh7ZvtJe8v7G9OWRl80QLM/hpZRR71bWqjqDjFBS4JmiLJfc1YwI2QEpNsN5KhES5T/FWsGTcz2Mhc6AVaLgdIU2h532YtC2UuoAOUCy8yIz0oCI1/s+YrEXq8HzPLnL4oK5goDvHskvr0CVO1LV2CHhpKQ6Cov9tweg2o/+BOWzqrhaZzQtLXiPkrBkOnn2egsAnqSnTSyy2gkKJPMcvUzy92Pq2y0ocBA4cp7UdNlXLb5WFAzemwi1qWsuCtnSdSFImJJproHGYyHamanWkowEitT3ypzWCKv9rISEG/ViLVrWO7SMWWo+L0q7DZicR/NGev4dO8Aza7ytf7KLaL8a1Fpb0WDTNAhRxmxfPRaIRpkMtO1ZXLIT8IouwYBIS1BxPKUuHArIYVilruPOW47UanHCJKs+1KmCMpk7vOuC7Pgw5/vnga7AHc28ST7tKQtjajlJmZ5iFpuhiw/KlNlsnbSRXnqidMbeinE6KYgs5e18bpT3zSu8R0Of5YvX24bG4TgrLPOQtfH3tOmabJlyxbOOeecCY1dt9CTUtasuC2EwDDqz4ByODKwLIs//fFPmJpg15wKPSMz32smkr5ogLCWJDHoJT3sLnTKZGPcyMR6+TOWsxGFLCOIrGBhskNqWhrvRjeiqP2akgpjZqrqj2LVaGJqKbRd5cVeJZQGSoKs1q3NFMh1GbHnyVRxS0rbbVuBXJwe4OsV+HqkHWs4jrUFt9mWvURnqdjz+Ko/HwJ4uH8exzVuLWt1sRRETC9PRmZjohExvIQ1+0mIWB5eTHbzcrKTGfoAc929WEj8MpVrvaWyYg8YMTzsMEO0adECi0k+itpJGbUezxpYsjeriiNVYXeTSCFp1GJ0uwdytd0qz6IYjZdmOOpR8O8B9wCYLonpgmiXRqqxktJWiAajzDSCmOHBnbJo8sY4OrRjHOK2dnKBQOETaQIijU+kkZmIgAYtRbc1zDarqZ6J6qI4CaMStgt3hO3ploou3GI69UjudQ3LJPus+i5lPpFGy5P89SRyFIs/lzRpkHEaMi7fnckmdqeb8Ig0jXqsogWz9jwWlWoKJgdd7HmwFU8YPvbe/3C6X/wTks28XbVqFWeffTbB4JgnzO12M3PmTN7ylrdMaOy6hd6dd95Z8bHHH3+c//u//zvgmSMOh4bv/fFO1FCMnjl+DJcsvPAYAhXTUDEJcQ0V1yAuGUhKfHuguYruj7dAZDq2tS4E7mFVIOCUprC8hT+3lVuR7jRw9xTGFqWnplB65Xi33JghE3N6Em2Hp1As1vreFGCEoHq7TAF7/GCCNFRdgk3v05AGeHvGJ/DyCW7VUEKR7MjL2RQKt7eckBhDIRgy/KwZ7WJJuLA0kt3n1c0TkTkYmZO2kMQsN3455g62kGwxWtmcbs1dpHRMAjKJYUpiaRdL/Xt4Mjodj9uulucRadq1EdpcEdq00VwNOEXGL1t1zdXFnt1ijbqsUgKIWnaijlekM/FgMQIySb8RKtsbVQoYzbpuFbhGwd8jcI+OPXFWxuLtGwSEItVQZi0eC+GqbPUZSnqZF9iTq4lXDxqqrMiQWPiEQUCk8GXGK0hQz/z1azBVJNhh1s6Or035JIxy2C5cRas2Sm9eFm4l/CJFQKby7tvizawhEiUWAVEYyuDKdX4e32cvX/y1u4bRhImlwBKVUoXqG7PcO0KZsOvudpQhuOSS9xIKTjzb2+Hw5fOf/zwAM2fO5O1vf/uklsypW+hdcMEFJdvWrVvHVVddlWvCW67ui8PBZ3R0lKHRfqZ0Tp+UYN3VL9q9Ufc0hrB6PBDXsDKCDqP8+FpKoaXygrjKkGzJuyMgHQbX8JhAMgNm6XewAKPFRBuVaBH7gmo2GFgt9buslN/CmJFA3+FFmFVC54Wy/W8o9FCatKGhaqXJAsj6vuoVgCawdEi0gW/fRC8RENqigzBItttn4/bWHwT+j4H5LA715C6ASgmSSufx0bmZVlVjjBreknI6diu2sZWnlMbakensjNvWoQeGF+LXUqxw7wAgqVzsNJrZYdit8NzCoEMbod01QqccpclV2XRaS+TV609QYLdOyziLhQC/TBGxvLilSadriIjlZdAIlGSnjkS9uAch0CPQizqSCatwjb4BhbAUyUZRYJYTJW7bQnwyxfxALwKFzATql8uSzceV5ybVsPCLNH6RxpvdLkrFXT5eIQhmMpN7LXfVuerBXferkXXh2lm40Rou3A5ttMTKGZJJhqzqAjUok2XntUXi+EvO2Ch8MsV0zwBDho+o5SWt9LJhAhNl35NNJPZ4WfHq+Ry7pLSGrcM/F+9973snfcwJxejt3r2bz3/+89x+++2cffbZrFq1iqVLl0722hwmwAtrn+a7374FMynRvNA2Lcys2bNYtuA4Fs9ZNqFfCR2+MHsAc1MIJet4yyiFazRTAtcqL/ZMN6TzczSE7R41QqCP2mIvF59XMj6kpqbxbrAVVXp6dRdlufW5hYmnZRjfLsk0Xz/poOCV4ZlkB5JuE3dTEldjElc4hdQViUEPw1tru7ak28TfGSW2vXoT9fxwMCMISQO8g3WeQxmCmzWQJslWhddfPgmjGIVgd6KRbfFmZvoHMkWDJY+PziWhSpNX0konael48oL+hRhLkEiYOi+PdJW064qZLgxL5nq4FgpDnZ1GExuSrQwZAU4LrWe+Zx9hmSqJdSpr8VDZGLwxd22ty7ZtzRt7LysFfpEkkumkm40d88kUg0aAmOWxLTZK4nrOT0OkQtxlmXwc7xAIU5FoIadOZMiwF1zmd5JAEdBTTPUN5c4312JP5buk88Wfwi9ShEUCv0zjycbqifo+FhL7YiAEzNTjpNOSwRoZp9VwU78lMosC2vQR4lVcuHb9vWjB2EJAiBTDeCtmrrox8FRw0+rCymVRjweRcU1n3/8uaeLGvplKkFYaaVW/hc/eq/CLLLbLS99TTTR0unjfv1027jU6HHmYpslNN93Er371K7Zv304qVfjDemBgYNxjjkvoDQ8P86UvfYlvfOMbHHPMMdx3332cdtpp457U4cDw+HP3c8etvwABTcuGiPb62bNpmD0bVvP431aDUIQ7PEyZ2cX8OYs5fslptLW01BxXapluDvVWO1PkLB2VxF6imbLWOksHIwBaTGFVKlki7Li5VHcaXNZYYTWlcKcsPCkTT9LEnTRz//ak7PvelIk7ZZYkVjTPGmb5qVv4296lmAHQfKUXBU9DEqFZKLO6lTQ8bQR3OElynw8zXv5iqbCFbT6pRjvz2B2pOnxFBILgRg00A1dX/RZOieLh/nnM8D2JgS3y7Obv5Rk1vHjyF6ns2fuTftaMdmIqSek528WIm93xsmMmLJ0Bw67NuD3VQoMrxl4rQEikaJQJ/HluwHxrjsq6anNLEXZWbcYDXCkWMK1kYbcMYVt8eoueNl1YtLlG2Rpx8fddixGAYWgVa/lVSrR0j4K0FLE2e1Hl4vOyrruwO8Gs8EBuW8E+Ivv7YEzmuTCY7erHlylkXK+4y8ebCQLPzjHXFWVNOkhkHEIlH3eNJIxy1OPCbdUiZVejCbuXbqSsNXAsAaP4WKVs922yTJmZyqhMnJ8qyEx2qbEXXxMKTRh4lIGBJG3pee34Kj+f+WVWzKRg193tCA0+9sFPlbTCcvjn5Atf+AI/+MEP+PSnP83nPvc5PvvZz7J161Z+//vf89///d8TGrNuofeVr3yF66+/ns7OTn7+85+XdeU6HDrueeT3/Oanf0FzW8x88y78nUlGTB+WIUj1uknucZPscRPpsVjzxDbWPLGN3/NXfK2dnHzSiZx/1qvx+8tkEwKazLi36tF5yi4eW1BvjozYy1x5FRm3bQURZ3ns+LzcdVgp3OmMaMsTbnO3DwEwEnLnhFylr1AlBMrnRg+H8AYDyHicyB77YtowNcK81+5gXnMPp8xcx939S3liaHaJVUFI8DbHq7RjU3gakngabBdRcM4wwy9VENJ51rx8Eq22WNDL66GaCATBdTqmz4s2q1r2yBimEry8dha3D2q4wxbCDX5PMlfPrZi4VWidMxVsibWwPdZcdn97XYqRtK+s0EtbkoG0LfIAdqcaWerfiRAwqjyMmh70TMeOBplEy5TEyMbj5ZO1cJmonFWvVHIWWvOy2zwijcQqeN0NS/Jo72ye7psJ2OV/XF6B5QY9qgqFXdbcVvb8MwkbliLWbrfQK16YT08xMzRAkydOxYHKnJNC4BL7V+/OU3ScFLDAFeWlVIjkOIWe3I+2YmMu3ARRVex9UHRqkbKfGwWEZYqIWepyDogUspKtT4iSzNvqKPQKtQrtRJhCOSkEuLBwaSksRcbKp1e0PObH6e15oI30iItz3nIaM6fOrXeBDkc4P/3pT/n+97/PueeeyzXXXMM73/lO5syZw7Jly3jiiSe47LLxW3brFnpXXXUVPp+PuXPncvvtt3P77beX3e93v/vduBfhsH/87u47+Nudj+IKmsy8cCfeFjs+S8NC6Rqe7hSebtv8G0m6+fvzS/AMKDr2RWnt28MDf/oD9/35LsJd0zjztFN53WkrC349Spm9ZNbxbSjs9k5lNmfcewojIDA99ga3aeIxjLI39+7M31T1MOugKXICLhgO0dTYRHtTM12tbUxv66CzpY1AIICUEtM0+dVd3+Ghv7+AkIpZp/Yw9fh9CAlpdLwyzZvanue0xg38vvcY1sW6CubyNceJ76uQeSwgNHUkd9cVNPB2xkjsKRSG5ax5+WPE2u16bFr1znJlsS8zAmNLAFoNpNsaeyD3VxTcT+/xYvb4eH5kHqnGsZF8rjRBX5yQN0nAmyToTRD0JnHrJqOmlyYZI2lqvDjczYhRPT5KIRhOl+5jKEl/OlBw4UsqFyOmj4Y8tWsg6bN89Fk+/KRp0RIEZGkc4tg4ttjTi8w4CkgVW/OyRwjwyySRTKzXrlgDf925lKHUWBauZYmcRTkdFsikQo9nLIh1NEjR4xDoVaRNMrVkFG5pMiM0QJs33yUpMJREF9UT3HRMmrQIaaXhlkYdOa7lxgCtjHLRhWKRe5SXUqGKvYJLUXhEffGhlUewe+HG0+4C0R2WiYKQgXwE2OEYmAWlVjRMfEWdXYpnc9X5rEksJJV7e8sa8X5SgEeYuJWJiSBt5fdgLhx0eF2A4TUhpswP86bXXlQ6mMM/LXv27OGoo44CIBgMMjw8DNjtYv/rv/5rQmPWLfTe8573OCndhxlKKe747bd47J4XcTelmHXhLtxhI/MYaMLEyIs9SRg6f1l/FCOaD9Um2N0WIrRe0paI0JYcQezezl2//Bm///UvaZsxm3POOJ1TjjsWLee6rY1MK2SRQFHYVjrDZ9+mil6O2jiK26h8+bCEwHDpeDICLhQO09TYSFtzC92trcxo76TBH6SlpaXuhJPde7fxne/fQO+ONIHWBIvP3Yq/PRugrUgqF97MhaTZFeUDUx9hfbSdu/Ydw96U7Upy+Q10bxojUexGUQS7R9HchRcN/9QIqX5vYa/eCta8/MdjnRDYVdkVWA4lIRWCtA9wCdJrGpGp+h1vWlSDxuyEgnjaTTztom80K9LtkXTNJORNEEynSFkuQlNGkVUySLOMGp6CIsumEvSnAqWWUxR70uECoZd9BCCG3Zd3nhhEimr9BOzyLnqepaucNS+LUrb1Z9AK8MjeuTzbPz0zdp6Fpug0Lbcg5QI9ptDT9ZV/0eMCcU8Q840jTAsO0uUfRZaxgBlKqyD0bLdtoxYjIJIIofBJhV9AvIyVsxbeKt/rHqFY6IrySjpYd4KBe9wrKCTrwm3TRtmb58Lt0CJVrZa2VS+/1Iqyiz9XWbagMIml0sgaVtnXqJh64v2EAB2FrqUzMbF2LJ+FRADpUY2e+9pw+RWfeL9TSuVfjalTp9LT08P06dOZM2cOf//73zn22GN5+umnS9qi1UvdQu9HP/rRhCZwODBYlsV37rieFx7firc9waw370b3j33BZrPJspablKnxl3VHMZLwFVpPgpI9NLLH24jbTNOWGqUtOYLcsoGfbtnAj+9woXsyAeq1LHpKocUVqUZb0Jk+MPwCw0vODetKG0zbMEhadxGcNpVgKExTUxPtzc10tbUyo6OTjpaWnAVuMlBK8dcHfs6ffvcAZloy7bi9zD5tN1JXuY4AIEgoNw3Y4iL7pT7Xv48rZvydJ4bn8Le+JcQsD77WOKM7C2PvdK+Jvy1WMrfUFYFZI4yub7LXQhVrXhZh7xPrhMDuyi7zrKgwvJAK27GNYLsXs+NYOlRpjVq41pSwVULBdUqUdKIwTI3h/gCJfWGMgGCgtwFfQ4JgSxR/UxyplV+wQhAxPIRdSSwF/elA2ZIYCkFPqokFvr0VVirQlMGw6cIjLdzCyqvdZ8c45Ukz242bWVJ/2seWRDO6MNGlVfhXWOjK5LYNKxlN272Ja17aM28fIyjQY5bdli8vHjVf+ClsS6DRauCekuTo1h24tcrWpJSl4S2xWipCMkFYxvOEh8ArbEuTD0gpGI8xuNhtW0xAmsx3RVmb516vxESSMMohBAS1JBGVIGp5cWPQKEtbLBYcQ2GpFY8w6qqTpwlFpRZkdu/g6m3lsihs921S1R9LJ4RticwmcPRvDbH17ilYSY2LPvhWmhtb6x7L4Z+DN7/5zdx3332ceOKJXHrppVx88cXceuutbN++ncsvv3xCYzqdMY5ADMPgpu99gY0v9BKYGmPG+T1ontILhp7JQzRMjbvXL2UgVugiQ4HlsyBiX2xTmotdvmZ2+ZrxmSnakiO0JUfwR+0iYZaq8m2nFErAyFxBpki8TdEhHaN2MPUbLjift77udRN+DuplaHiA79z2ZbauGcETMjjqzVtpnmEnElhFC0wovcRikL2YntSwmRXhbfy9bwkPG3MZ3Zlfy0oRnj5c8WLgaU6SbEyQGvKMRdPXQoDlgliHXYi3JIg8Y71LhaHgumIVjoEOyrLdirVQKPSYwAjViA8zILBdw5ICAvZE8WEf8WEfCIW/MUawJYavMV7UmcOO0wvpSQbSAYwqinfE9BG3XPiKhI5SkFQ6ScuLTxjEc41TlJ3xKCxMhH2BFra7zbA0Htw3n9e2r+Nzr1zAjkRTxXlDepz4Xh+qVdVvClUKb7+Fr8+0k4lCOpYkU2hboDSwJCAhOsskMVWBcJPaMZ2TZm6tOGxK6YWlWkSKRi1aYuXTULgy71O7ly1IBYk6Ii08UJfFqEEazNFjbDIqhC1kx5tAEkYlFNCmjZKw3LTp9WcohWSSYctLUJSWU6mEjkm64HKoMq5aVbdwta2DE7NmWqZgx8Md7H6mDc1tcd67VnLqca+Z0FgORzbXXXdd7t9vf/vbmT59Oo8//jjz5s3jvPPOm9CYjtA7AvnirZ9n9wt96DNThM8ewnSVLychBFgW3LNxEb2RUOkvVgFWQMG+ogMVJC03PaqVPVoLfpnEJVIk9cq9Yi0B6cY8v1yFL8f2kVEsIXjjQcjWfvzZv/Ozn/yaVEzSsWiA+a/Zgcs79kVcXIVeYddVK+d6kkLhxuCNbas5pWkDP0ucwlMb5gMCX0scV6B6XFJo1hB9q9vH115K2FbRRMtY/1TDZws8o4JxpZz1z3Jhu3BrXPgFAq2W0LNskSfTYqzPZ0FmgCA26Cc2GEBIi0BzjEBzDF9DAiEEw2kPPt1PqmY2p2JvKsxMb//YFgUGWiYjWDBi+QhnrDwKQVzpDBdZU+KGi2+uP4PNkVZ+sP0U0tUrXpNIuGFzANlnYs1JgLvouSi6K9KK4C4DPWZ/uqQByZAoW1LI8FskpmY7vQj2RUOMJj2EPOUFiVekM1rdjsPzVohP85URF67M761YjdfcM442Dq1ampSKVyyorGGNu/VXNbIu3FZ9hA4tUpfgypZaMer8PZXFJcy890blhIta6BMowBwfcLP+z9OJ7vXROtXNJz50JV0d08c/ucM/JSeffDInn3zyfo3hCL0jkMHeGEqHfae56U1MhYRdziCsxwnpCfumJZDC4oHNC9k50kSlLx7LrVCaQph2gL5M20kAY14hQVR4SLa40ar8QJYIaEhDsnLtLZdh0ByL4Z86FZ9vMqrvlycej/HdH1/B2mcVusdiyRu30bFosGAflft/gUohYblwa+V/lWe/+Bv1OJ849h72zn2K7z91Fmce8wINnhheaeCVaXxaGq808Ig0bmngzrgHf2qcwm/XnDSOM7FXafpBa4wS09ykjMpiGyqIOZEn9mrMqMVF5euUAt9uiYyPzSUNe+ySCQFlSSL9ASJ9QaRmEWiJ0DInQrKO+mwCQU+qMSf0srXjRk1v7tghy0dQJtByr2ZRQHvKx83rzmJvPIxCkjRdtoW20tQKzD4vGgJGNOTqAGpWAtVSvsOIa8QiuNsosJbaMXh2wlHh0IrovEKhJlBsHWjhqK7dJWN3uwbwawlatAg+Ub0moq+CuVbLGFzjirLpBhLGVVQEoKtKQeX9TcIAW8ynUxrxUQ+xiId4xEMq4mJXuhMhFFKCEMq+SZV7PaVUY9uFwhQCJTMG9My+Y4/b+yOyxytkkwlByK+NNxHGU4BZKeh9qYkt93VjGYKVr1nIxRdehqZNtHizwz8D/f39tGTKnu3YsYPvf//7xONxzj///AmXs3OE3hGIPxAiZsQKLmwppdOfDtGXDpL9At68oY1+Vd3VAmD6LNz9GloaqHAdTHRY+PYIO46rDMpnIppT0KtBmZ61AO0Zt+0pJ55Qc00TZd36p7j1tu8zPCBpmzHIvNfvxBsql51ZDkFCuQhTvSxJ1p3bER7iypV/pTkwkjm6upvnHcsfZUbzPoaFlz8NLgOhELLoQiTtsjJCKLsAq2YymvKCAj8w2hNidHcIyrnRVcUTs+P+7OYZVRFKIBNQrsmAp0/gHi60gsqkHQdYWTzZD1imJD3iodGfQCk7sE1Usf4ooM8IjmWeKtudm/+eV0gGzQCtGbde/mN7EyFuXvsahlO+XLKHUvZyKr5EAsTQWFEWYYHY5EP1p7FmJyGbcGIp/HtMvEPlBZYeMzEChc9Tqt3CCBeer0KwfbCJhe17cOXF6jXrEZYFdoDIlOyoKjoU3ip+eSns9025JA2PqM9tm0/lgsoq006swioVpJN6Rry5cyIuNpr5m7kfj3gw0odG6LRMH2ba0l66F/Tj8kzMBauUbR2slZBhJCSb/j6V/vUNeEOKf//393H04v2z2jgc2bz44oucd9557Nixg3nz5vGLX/yCc845h2g0ipSSm266id/85je5nrjjwRF6RyD+oN+OAU9BfqmpbA2x3J2ohmYIlNu23BV4KvOvObqyrXgV5jOCdhxYotXEv7v0LaNQmO1phAZacxJzX3lrXUfGbXvuqZPvtjVNk1/feRMP3rseKRUnvnYNc1b00GM2ljVQqQqprwnlrqsemUDRJtOI4CCxOktPaBJOnbUegK2uJjbEO6qO78lYFgUKJewEg1DXKP6mOANbmkhHq1v3igZE1Rmvp8WlHbuZh2tY4O0tvXhpSfv9UQ+JhIcnn59DqClBYzBKUyiKz2OL8LwyizkUkn3pEJ2uYUYsb9luCRHlIazidh25zOu5LdrM19eeRcJ0FR0jUKqKGDdBRErPUQzpaKt1zNkJ9JhFw+Z0SWZ5Pq6YIpH3JrJ0RXS2UdZSainBjqEmZrfYlsuATLAiuCWzWogrly2gKqzZhW25q0alJI1q2ba1xssvqJxO6JgRSTzqKy/kovZf06gsfrw+i2BY0jLTTUNDgHBDA02NLTQ1dtLSNA2ftwGUhVIWlmXYN2ViWWbmvomyLExlYBhxLGWC0rAsK28/C2WZ9n3TxFL2Y/HkABs27WTTKxb92xt48e+z6Zw/wLSlvbTNHGJcOWFZcV7Fgz28w8+Gv0wjNepm9tImPva+qwkFGyof4PAvwWc+8xmOOuoofvrTn/LjH/+YN77xjZx77rl8//vfB+DSSy/luuuuc4TevwqhgH1lFclCoZdFKTBNSVq4CGzUM6HpCjSwXAorI/yUW2G5QB+VVY0GqWb7om/5wAhY6NGibz4Jqtk2FQmPhQikUdFCM4/LMGiOxvBPnVKxMPNE2bV7A7f84Gvs2aVo6Rjl1Re8QFNb1LbgmGTWofJsD5WxsGusVautJVF0aSk8QmFlgt7HU7/MUoILWlbz1Z2vpZKP1KONZS9qQmFkLGNCgO41aFu0j8jeIKO7QihL5k6sVnSQ5VLIpKi6jx4TpPNqH2sx8O0qf7WTKeoOSfL2QcQIMpgMsl3Y2YQu3aAxGKMhGKUpGKMxGEXTVE5sPz44B900CLqSNLjiNLjjhPVEXjFnQb8ZpEsfxgLWDHfy7Q2vxrS0suVAlMoGFhY/YFvzRNmEIwEmBB53E9pRuSh3bm8FWkJh+uw9YzMMKnurBZv7W5nV3I9bGhwf3IKWZxlWSBLKhZfyteDKxeeVnaUoScODpFnzoopTqutECTjWleaWu+ew7qmpFffz+i2CIUnrLDfhhgANDQ00NbbaAq55Gs2NU2hoaDwsuj5EoxEefvJOnnjiSXa90sauV9rwBFJMXbyPaUt7aegozaovplpChmXCzsc72PlkG1JXvOkdZ3DOq9/ulE9xAODpp5/m/vvvZ9myZRx99NHccsstfOxjH8tVn7j00ks56aTxhP6M4Qi9I5BwKAxgu9iKfggqBcmkiw3ru0ml3HiD4IrYMU+YoJkCrdgzWeW7XglFKs/llGyx0KIir4CFwmpNF5TkkA0pzEShCzfrtl15wuS5bZVS3H3vbfzp949jGIKjV27h2FdtRNPyMxAN20pHxmJkS16qKZOkcuGqkLHnQtGlJdEzh0sBjVgMKVm32JNCMdU7xNGBnayOTit5XBcWel5XCk1aGPlt1zLux2BHBF9TnMHNTaQiHqqFn+XsvZoFNeKHZFog0rYVV6Ts5IvyAigTMJ+y6yRWw9tvtwFDSNKNY89U2tDZNxRm31A4t86gL0mjL8rU1n56rBB9sWDRa6bwa2kaXHGaPFEaXHGmeAbZ1t/KYwOzUVrFPghUtOoJkENVvg5VpoB1BZ1YjCtmYfokRtAi2VW9knI87aYvEuC8rlV4ZGk8XhIdN0bZ7g6V4vMqrktAo3Dhyna7mahVD3jo0Rmse2oqbZ1xFi9dTGNDK01NtgWupWkqDQ0N6PqRc4kJBIKcc+a7OefMd7N37w7uf/Q3PPvUWjY9PYVNT08h3BZl2tJepi7ZhzdYOR5Ry3VdHntuE0Mu1v95OpEeP02dOh//8BVM655z4E/K4YhhYGCAzs5OwC6UHAgEaGpqyj3e1NTE6OjohMY+cj6FDjkaw42AbdHLRymIjPrYtLEL07S/yJPNoEcKK4uVIOxjS/YQkA6rAl2gXJBuUrgGM+IRgdVW+KUnJMimJFbfmAu3I5dt+6rxnWwFYrEo3/z2R9m0wUewIcmrL3iBzmlDBfsoZZekSCg7cLwwhK2yGSphuQjKYqGn8KHo0FIlCZXaBMSepQTnt77Ai9EpBe7FfJft2PjlRxUCdLdJ26I+Inv9RLY2FGUS22erhdPozUn0xhRCV4w+34xMSCqFfykUWlxgSEVwu2Yn6lRBS0KZ2Pwcnn5wZxqGuCLUsAAKIjEvxnY/A2ta4ehRSj22gpjpJma62ZMII1BYzAYEno1eTDek2w1UoLwisyyR+zGQd9KI4cpfh+5RC/eIRTqoIUyFlrIQ5XM0ANCjFqrZKknAKH/GFqMRN416tILwEsSUm1DJjw+Fp06hpyHxCIkbiSYkUuxfjcrHn+/irvvm0t0J/+8z3yIQCNU+6Aiio2Ma77zwct7xZsW6Dc/zwKO/55VVPbz8wCxefnAm7TOHmLa0l875A+iuwtfALohsYmQur/teaWTzvd2YKY3jT5/Le/7tk7jd4wi7cPiXofjzP1nWXkfoHYE0h2yVX/y937cvzPbt7QWB+splx1C5apWhKif2FKSaSy+WqUYT14gOpkIFLfCV7iO9FsqfRsV0XIZJUzSGf0r3pLhtR0b6+b+bP8uOXT7mHrWLlWevwV0ueFqAX6YZtIo21sAWhoWEhEmrrFwMdrxiTwpFsx7l5PBmHh3J9rFUeLXSOTRZZcTMvsH2GL7GBH0vtGOlJVrQQG9JoDfZ4i5LtsOF5SWXZZ1NlhS5IQV6TOAZlIhk7edLZi1dZfD0g2esKxzCErhGIR2qfIweEZk1Seh1Q0flAFK71K3IZG/oiEEdF+Da68IKWKQ70hgtZqkRM19sKhARWSpolUKmIbwtjWcwY6FzCZRLYLgkWLbgkylVku0sLTBDFkawtvlvQcMeLlt8f6ZVrr2wYquziUZKabjEmOvYiypXxSWHADxouIUt7sqd+kR4cV0LP7trEc2NFpd96ov/dCIvHyEEC+cfy8L5x5JOp3ny+bt59LEH2LIOerc0obtNuhf0MXXpPloztTSzCRmJhJst93Wz75UmPAHFv3/wIo5bNjk/dB3+Obnkkkty3S8SiQQf+chHCATshMpksv66kMU4Qu8IpDVsp17LBLm4rJ07Wund20i5r/BUUx1WPciJvSxSWrzltCfQdAuZKWWQve2bFuKt857mq8+fw3pay8ZDycYUZkKnfTSCBE4+fv/dtv19u7j5pmvo7ZOcc/pGZp6yEUNkFl96OnjFOILIMhhomEpkaoIpWqRBWNSuqzURy94bWl7i6dEZpJQLXVp5sWeF51Gpcv/YTgq/nmLqzD30+b2VW5KZeUkoImOJc4EwMqIvc5iuTEREq/2ewT4OixLLW7HIy+IeFqQr1OoTKXCN5oUG7PXYQq8aClRUR2zyF6xXRiWezR7cWxVGm0G6w0D57feCnfwx5sIV+W5bBShFoMck2GNUTl6RAtOrYXoUMp2x8uX93tBSZtFbr1Bd6rqFppssbO3JtYYTmcdU3t/s6x5XblzEMzspfBX647ky1jsdWcEiMLG4PIDN2xu49ddH4fdafPJTV9PU1D7hsY40XC4Xp55wHqeecB4jI0M89PhveerJZ9n+YgfbX+zAF04ydUkvU5fuIxb3sPqP80gOu5m+MMzH3381jeHm2pM4/Mvy3ve+t+D+xRdfXLLPe97zngmN7Qi9I5DWBlvoiYTCsiSbNnUxMly5jIrlBjMAerSOwTNdLaTXYOGSbQR85S+yK+esx+dO8bHl93Lb9pX0JcP0JwPEzDFrmJQKLRRjysZhLAHnvWr/fs3u3rWOr3/9BoaGNd7y+rWcfuIONqUtLETFPpxS2IVny1npqpFQLoIiSbtME6hmUStiPGJPCPDJFKc3buDewUV4Kly4hbDdt0aZkg0SC01YvL7lJU5v3MBPe47jocEFVBK2yijjshO25dfUQZigudKEjh0k+UIIc3fteocCO37NzEsMqiTywBZylRIiPEOyUFymJfS7oCVdyc8MCYm1zY8mRVlJLyyBq1fHtdeFGTAxOg2MZgOZjf/PxudlDvYMmYS2G+jJUvdu2R8NQmC5BZZbIgyFTFlIwyIwbDGkK7tkjW6iaxaabqFpVqbum3349MAAxcF/ouCvyj2SUC58Ig2IgrIqEpFxzWrIGr9IJirzenoDfOdnRyMQfPwTH6Gz6183xiwcbuS8s9/PeWe/n527N3P/I79h1dMb2fD4NDY8Pg1QSB3e8JZTOP+173YSLhxqcttttx2wsR2hdwTSEM5kYMQEa16ZRiJRu9Fxsqm60FOZAnpmm4HZnYYGg1lzdlcoNaKY5h4EoMUd4z0znyRi2Vf5pKkxkArQnwjQv66B9PM+ZEIgZrfkTNATYcum5/jGN79NPCF494UvcvyyPSilMLBbQIlMf8uSlSrwTUDopZVOtzaKZwKV/rNiL6IEqRoWMSngtU1reD4ynQSV16hJhZGnAyV2n95jQ9s5v3U1DbqdYfPWzueQAh4YWFh2HJWuEpslFEoXeKfZ2YWuBVGSg16EIZAWYFGxu4ZMjgm9aiIPQJoCVxSKW6e6RkT5On97PNBaJvhdASmJuSUAlsDSq3yhZcIZtKiGtknDvcWN0Z7G6jRQukLEBVrKIrzVwDM8vgSHgml0gaFrJF8bg0aTxjpct1N9Q3l9a8uTfZrSSLvrHAovWeudhoYYl5iwE1Lq339w2MM3f3wMiaTGxz/yDmbPWVH3sf/sTO2ezXve9hku/jeLl9Y+wf0P/5aRyAgXv+3/MXvagkO9PAcHR+gdiXi9XkzdhbFLYpgepCfTnSAv5ggouIhaHjD8di/THBkjgvJapKekMTvSeaXyJa8MdrK8dWfJ/C1aBE+mHZMCmrUoUcuDQuDRTBqTCfbe24a51Y/XZ3H+Ra/lNaf924TPd81LD/Kd7/0Ey4IPvmM1S+b3AWAwZl+xuyPYfU4LTjxjNRu06hGZ9hO3xLUXnzBwC4tKlrFaaAIalcIQAiOzVkPZf4tlhFuafLTrEW7qObPKeNmj7DPudA/ztvZnmOUrbBEmhS32ml1Rfrv32MxLLHKHWkbl8/EEUrTMHMTwKQylIdwWrulxknv8Y6VwlW31E5l6fNl/y6T9mB5VaEmBpVEx2QPsunzpvGQJmQS9IJs7j4QGQzo0GIXvcUPYIi+TkVyjRm0BwhLoe1yIPW5S05MEdxoE9pjV28Qpyv3qKXg41QjRTvB2mgWxkZXwyhQNrnjd69ZQzNXtsj5B6Z5wB4fxvK+jMZ1v/vgYhka8vO89Z7H06LMmOuk/NVJKli1eybLFKw/1UhwcCnCE3hFKoKEF0b8X315A2BFcSgfTTaZOni3u8gVgMmMIlMpEWgozrDC601gN5cs/bBhqY1nL7pIm6t2uQSwlkEJlRJZFg4wxkA6w/ZkOtj7WhWVIlqxo55J3fppwqHHC5/ns03/k1tvuwq1bfOTdq5gzYwjIXFSLrqNaJjTfQOZOWmBn3laP07MH8osUIZmgMZNZa2F/QMZr07OfE4HQRNkPmKXsLgVZ4WcAsz0jLPT2sisVJq5cJW5an5YiZrjwyTTnt67mpPCWEitQfgzfWS3raHLFuG3nKZliDxknYBmLntufomXGIIFm25I3kPDnzsM7LUpynzcnphCZwsvFgyhwDSp0Q9jvw8wTJ0y7TVqx6HOPCGJTMqNYZVy2xfR4oNHIzYWFLfLyz0fahrt6jbACgdJNvOvA12eLvGrvkrKe48yPpWQTxDoFplcgdKsukQfQ5R2ub7HYMYWz9SR+oRDj6FFbjmzSR61RUinJd392NHv2BXnLm5Zz0ilv2695HRwcDj6O0DtC6ezqZmv/HnwqRVx4ENhuL2kAeXU9FQpLt/ulKh1MH2iNKYKLh0gZGvGUm5RRvsF82tJZN9TOoqY9uew+DYsu13CByBACkj1unvnLQiJ9fsItgosveg9HL9m/X7b/ePDH/OwXDxP0p/nYu59jSmde6rCClCp1sUlAx8LIS7OUwq6nl1TFRVkLBZ4taMfkUnb0TNhiTcGXE3g1zCxSZPqM5u2mgCu6HiWVmdVQgphllxCJWS4Eiqip0+gaxa+VL9lRvL5jwztomHkv39r+alKWCwtREKPn8qZpmTlAsCWWswylzLz3ggA0hbc7RmJH9fYXRqOBu0+zVWveE1JJ9ElDoMfB8Nku20pt83JEdRjVIGiiFFhbA5AsNeEpfSyLuCLKtkK6RxVaWtJ3jE68U+AeBc+ghWfIvglVJBzzMpWy/0o2jgm8LNJXu6RKli7PcC4RoxpBkaJZi9OhuapaFeundoKSaQp++JulbN7RyGvOmMXrXv+RSZjXweHA8uCDD3LGGWeUfeypp57i+OOPL/vYhz/8Ye699152795NMBhk5cqVXH/99SxcWBgG86Mf/Ygbb7yR9evXEw6Heetb38q3vvWtST+PycQRekco8+bMYutLz+FXSeKUj9FTgOURGH6yqZv2diXtYsK6iccVx7QE8ZSLRMqFpQotPmsHO1jUtCd3v0MfzmSj2iTjOk8/MJ+1z09DahavOnsJb33jR/a7TtRf//wtfn/XC7Q0JvjYe56lrbnUvVXpem43azdJ54k9v0jlCb1yAs9GUHgdNVC4xVjnEKUUWYeultlqopCImkHw1bDHGwvJ14UirCUJa4Up9YaCSIWuD+WY4+/jP2bdzf9tO4tBI4BPprA8blpmDBBqi5ZohrRZKJ6EAE93jOQeH6pMD1KFssuItJjoUYFWRnxlT7BY9OkjAguFK1YhblBlnw87UFRudKOWxGm410XahFinKhBYAJaWyQKuMB4oXDHQY2Myx/TYjxmmxPBLolMAS+EesfAO2jc9pjCbLch0Msu34BUjfWZdbfQAurxDFCdi5OPBpEWL4ZUmfiHRJimov5bMUwp+/seFvLiujROPa+Etb/vMpMzr4HCgWblyJT09PQXb/uu//ov77ruP4447ruJxK1as4KKLLmL69OkMDAxwzTXX8LrXvY4tW7agafb32o033sjXvvY1brjhBk488USi0Shbt249kKczKThC7whl+aIF3PMH8KsE/YRLHrf0TI/aMtddM5552bNWOqkIeFIEPKkSK1/ccLNlpIVZ4X6kgCnuwZxhY/MrnTxxz0LiUQ/TZ2tcfPEnmTFl8X6dl1KK3/zyeu59YAvd7aN89N3P0RAqzfwVAlJV2jcJbLFnZKL3xuL0VFmBl0UWXXAtwFIqJ+KEyLhjlf1vW6BJrP0oWZF/Um4lSVbJ19UFhKVJ1JKkKayNlr8CicItTDzCotXXx1fm/oFf9h7LPhlmz6wQlerlpq0ybxgB3qkx4lsK66UpFFbAwmizY+csr8oUgakhRjKiTyYU/ri0S7zkP2wotJRCiyu0pEJLgpZS6DGF9rgHoQReTELbTRLNgmi3TrJJ2CEMVb7RtLTCNWrXuMtiuTIZx1Khj+StXQpSjRqpRo2RWSANi4aj+4g/4SYRFpjeykkt0mfUHQE3rWwihkJD0aLFCYix1mchoe93DbyxGaqP86f7Z/P4890sXuDjvf/+P7k2TA4OhztutzvXYQIgnU7zhz/8gUsvvbSqt+VDH/pQ7t8zZ87kf//3fzn66KPZunUrc+bMYXBwkM997nP88Y9/5KyzxuJUly1bdmBOZBJxhN4RyszpU1EI/KrQ4mNJu5RK8cWzYJ+UtJvb53fVyrz/y1n5XhnoYk5DPx6RpkWLMDrk47G7F7Nzcyten8k7Lz6D00/d/56Npmny4x99nsef2sesaUN8+F3P46/iBkvX6NNpex5NRpUHlzDxkSSslRd4WYqFHkAahTsn7LKCb2wOgV3eQuWVwZgIAtCEQKrqvXOlgKC0SCpFTGXiETPWL38micQlLFuQC3t7oyvBh6c8xl/9i/jL4FLK1eUzlcBUpRd0IcDdESfZ48NKZL8yFMqnSHeMJUhY3jpEHhlLsw7oGu5ew3ah5gm6qs0e5FjsJYBvUOEbSGN4BdFuSay1KAxB2a5X16hCK1N32cgU+1aa/ZnRKpTs8y8eQWs18L22j/jLbbZptcK5av4qLTPyTwWLVndhSyOBolEmaJDJAneuF4lrUkt0VH6nPvjEVO7+xyxmTpN86KNfylkzHBwOBCMjhSn6Ho8nVzR4Mrjrrrvo7+/nfe97X93HRKNRbrvtNmbNmsW0aXabynvuuQfLsti1axeLFi1idHSUlStX8rWvfS23z+GKI/SOUDRNQ/OHCMTsgDwl7Pi7/FpmlRGYCQ3dX76bBJRa+dYNtfGa5ld44fFZPPfwHExD45jjmrnoHZ8hnOnUsT+kUil+8L2rWf1ShEVz+/j3t63G465e5qJGGV27JZzlIW5pgKJRiyNqSLFKZS4EAlnm6p0Tfnn39se6pwAXGknK19TLzSvAKxS6MklZEp+mSKqMUBVj+xSP/bqmNXS7h/lx7wmklV7gArbdtuUFTDYxI7bBzuixPIpUZ2FtO9NbuyyJkpkEoQyJNo3QjlRFgVV7QPuPnlCEN5uEt5gkGySxdh3LBXocXNEKuktghzVkxjH9Ci1Vuqe7NY6v2/6c6V6TpoV9DLzSirLKjCoUosb7dmzpgj2JBrq9QwgxFoenl3kPhuTkWfPsucvz7Evt/Obu+XS0WXzik9fh8+1/JxuHfw4CPVZJu7f9wUjbYxWLpM9//vNcc801kzbPrbfeytlnn83UqVNr7vvtb3+bz3zmM0SjURYsWMA999yTC0PavHkzlmXxpS99ia9//es0NDTwuc99jte+9rW88MILh3VbO8cefwTT1NqOGwPcJqmmjMjLi8WrhpmorfGFIBfLty3WzNpfzeLpB+YTbhBc+smL+egHvzwpIs80Tb7x9U+z+qUIK5b28MF3rKop8gxV23oWUy4SuJBSIqXGkOUlptxYqiCuvoByHwgX5ct+FG/J3q+RP1oV26pX2rGrEh4haNAULsCfeb2qzy1YGujhM1Pvods9VCB802b5pJzswgJtUTyhBMptkepKlzxZyg2qglBWgOnK64mbb3QTAkvffwkjsK133iELz4CBdxDclUQe9nsga9FDgOkrtclKt0lo4VCBMnIFDJoWDpRN75Xe2h1UcvMj+OmuE3ELk25tlHY9VlbkuRF4xMTfUxXnL/oQrNvcxB2/W0I4aHHZJ/+b0CR8th0carFjxw6Gh4dzt6uvvrrsfldddZXtValyW7t2bcExO3fu5G9/+xvvf//761rLRRddxPPPP89DDz3E/Pnzedvb3kYiYdcotSyLdDrN//3f/3H22Wdz0kkn8fOf/5wNGzbwwAMP7N+TcIBxLHpHMN6mBtgOXneCpBhPMWKFFdeB+nrnCaFwj1oM9YSYutDiPz7+rUn99TIwsJf1G1OEAkne9aaX0esoTVFcWqWYhKUTVYXmf4HdWSCpdLwijS+TzpF/YS7nujVRlNMh5S68Iu9fE7XuZa16ZhWrXn4yCNjnoAFapnRLpXGztLhifGrK/fyxfxkPjcxDKVU+Pg/7OfHKJJ+Y8SBrg13csu5V5ZWoAOUBkSiat8iKl4+Wsl3iSs90UTOqPF91Kh0ZS9OwNs3Iooaq6awC2wo+diBYXtBy61eEFw8iNFUytzuUomn+AIPrmgsWJn1GzUQMiYWFZI6vl7e0r2amPoIlCsvj5DPZ1rwxxkbc0RPkll8sw+VSXHrZp2htO7xdUQ7/PITDYcLh0jjzYj796U9zySWXVN1n9uzZBfdvu+02WlpaOP/88+taS0NDAw0NDcybN4+TTjqJpqYm7rzzTt75znfS1dUFwOLFY3HobW1ttLa2sn379rrGP1Q4Qu8IZSQSYfual0AIErqLesol5BBgJmrbjLJxXM16jFe7NrGWGZy6/NRJN1G3tXXzmjNmcu8DW7n7wTmc95qNVfdXQKqKgEopjRFVGuORfXYUgrhyZ9pJpfBmaoLYrcZUyTEK6s6iLD5OIsYt9kRmlToCo8yxGqKiKd6NIF7mmHIr0IXiza2rmePbxwsjU/hbojCRxi0M2tyjdHmGOKtlLc3uGFPD/YT8CUZT3vJxfj4LmXlvKexEh2qFjLVEXskSXdgZzUbVrr6VUQp9JIVM2VJXixqYoQoKM4ORL/QUGH4LLbN+37QIekOq4uvuaUzSMHeQ4Y1NZF816TMrrN0+JyksjmvYxinNGznav4egTOcMnGaZ51NH4KuUObOfZGvp9Q94+dZPlmOYkk9+4hKmTV96QOZzcNgf2traaGtrq3t/pRS33XYb73nPe3C5qn8PVDpeKUUyaRtETjnlFADWrVuXcwMPDAzQ19fHjBkzxj3+wcQRekcgSin+9/++iZZKsra5k0RYQ4aSqH53YQHZigOIsczbMowJvCgXtq7m5IYtrHp6JmuBjvYD09/yzf92JRs2XMq9j8xk3qwBFs4ZqLyzqpyIYSjBsJX1YRdSHJ+nEMSUJyf4PJgM9ATZuGMqS5bupCGUzDlhTSy0TFmasfFqOUnH/sqcfMs2qq+OEAKXEhh59rliK14lXJSWnrGti+VZEdjNcm8vjVoKS5o0uqK0e0YJaYkSkdPqi3Hx0ifpiTSwtr+DDQPtmEpmhK3IZd4iRUUrXg5VKPTAFnsIID0OsacUWAp9OIk0x1yxroiBEXJVdt2i7NIqWYRt0VNS4QqkCcwerSnufS0JlDHMyNZGALSi5KFsq7oGPc5pzRs4oWkLfs1+dVzCKniP6NhiLz9uMiS0cf/IqBcLi2jExzd+vJxI1MWH3n8e8xedMvkTOTgcAu6//362bNnCBz7wgZLHdu3axVlnncUdd9zBCSecwObNm/nlL3/J6173Otra2ti5cyfXXXcdPp+PN7zhDQDMnz+fCy64gE9+8pPccssthMNhrr76ahYuXFixbt/hgiP0jkB++Ze7Gd62hX2+ID3BBkgJRFMM0ZGEUR2r3w3D2Ze2/BWinNArEHhtq1kZ3pKzcA0N2kHZ7e3zD8g56brOBz50Ff/7xf/hx79byn989AnCwfIR+pVKq5hKMGT5K7rAKiViWEiiyktSmex+sYPnn57N/fctYvGiHo4/fgvTpg1iimybtcKsz7rOLWN/s48ek4djgk9VFIBZy2A1K17B/gJ0ZVsC67EjeskUbtYN3tG+mpiS7DR9VMwoFRZCQHdomO7QMKdN28imwTZe6etiT7SBYMMoIQH7BuqJ77IzbUu2avYrJesRe0oh0hb6SLIwZE6BezRNvNtnC6Uyh1peAbL0WbICpu2yreMMAPwdMSxDEtkZsoslizH37Cz/Pl7Vsp5FwZ4SL7KrjPTO2kIt7NfcL+SkiTzDEMQTLqJxF/G4Tizu4u4H59I34Oddb1/JscefNzkTOTgcBtx6662sXLmypOAx2CVX1q1bRyyTzOj1enn44Ye5+eabGRwcpKOjg1e96lU89thjtLe354674447uPzyyzn33HORUnL66adz9913T8hieDBxhN4RxtadO7n3T3dhaDprW7oyP/UV1rALrT0JYQMtbKDSAjXgQvV7IFUqEfJLrGQFXosrY8HLE3hZhgcDSKlobm49YOfW3jGDi975en74o7/zkzuX8JGLnqdS+a5ii5WlYMjyVSwkXOlin7cHrVoUc/ogPA0ej+Cll6fw0stT6Owc5oQTtnDMkt143KqufJesFc+2wknSZVaWHUdl5F+JABQKLdtjazwIcCtBMu+4cgLSR2E+hRAQEBYzRZwew4tJYTs5AF0URgC6NIuFrXtZ3NpDSMRoERFuvPPCOtcp0JIVzk2z3bgFYq/Mky7jBlo0Xfb1kCkLmTSxPFou+SZ/v1wiBthuX9PCY5jMMfYxLDVUTYWlMs+OItQ9gmUJhGaLvJOaNnNK80Y6PKNljxSoks9YlqynOyhKk2OUgkRSJ5YRarG4q0S8xeIuYgnX2L/jLmJxnVS6/Nf9uWfP5fQz31vjXB0cjix+9rOfVXxs5syZBclI3d3d/OUvf6k5Zjgc5tZbb+XWW2+dlDUeLByhdwRhmiZf+cY3kZbFmvYpGLn6VgJryI1sS47Vd3MpREcK1Z6CiIbqd6OGXLn9w74YZkKi+y1aXVEubF3FSeGtFS8+Q0N+GhqtA1449cST38KaV57j8afggcdncNYp28rul2/RUwpGLB+VoqMAEBmLXgVd0SjjhLQkntn7kJpF9zQvF73jMu6993aeecbkrruO4Z57FnP8sds58bjttDTGi4dH5FndsjUFbcEn0RUYFZynlQSgqbIiZ3wmHUEmc7ckMSMTR4Yt8ipl6HqExQw9xqil0WP5Ch6Tmc65+RGPzVqEdtcIGra176q3/pqvP3UOeze1Y1XqlJGhotDDPglLgEyVsewVxeOVQ6EIxONYPokuTHRM+68w0YWBsEzkWgOPYeIyzALjXkNEY9uZ/pzPVKBwCwOPNPBpafwyhU9L4ZNpvDKNV0vjbU2xfbCFs6e+QNBVvQ2aXrVSIgwPBHjw0QWMRLxjAi5hi7ni7jXlEELh81r4fYJwWKOr04Xf78bv9xMIBAgEgvj8jbS2BFm45IKa4zk4OBy5OELvCOKm227HHBpkR7iZQV9Rlm1aouIaoqg2nhBAyESE4igjgRySvKZrDRcveYR9yRBxy8NS/x70Mi6sLErB8JCfGTMnr4hlNd5x0X+xectl/PG+ucydMciMqYUFNc1MG7Ls2kYtD6kiy1Mx1axwPpGiVYsC4PaYTJnRz9ZNLTQ3T+W97/1f3vrWKP/4x4/5xz+e5R+PzuXhx+aweMFeTj1hG3NnDiDFmLArnVfkkjLGixQCj7KllYXCHKdlz4XIHZM9Usd211JB5OXWLSCsmSiRYI/pIScSRdYCDCEZp8s1jEsYBe5FXbNonjpEvFWQ6vWS2BbMZHkXYanK7coyKGm38FMCwMQ9ZCINhYylkVa1DF1F5+JhvOHKE5iWRAgPWjiAx+fDFwziden0vPgK/n6T129fx6JTt+PX07iLzrHslFic3riBBDpWDUd7taLdI8Nefv7jlYyM+HC5LPw+CPglXQ1aRqx5CQQC+ANBAv4wgWATgUAzgWAb/kCrLeJ8PqebhYODA+AIvSOGx1atYv3TTxJxe9jcWC7zSNkWu3JFkDN0BIZ588LVNLtHkQLavaMIRomj4VNm2RpeALGoh3Rap6WlYZLOpjper5cPfvAyrvvK1/nRb5bxmY88gc87ZiFJ5y0zWyuvPsplsJp06SMFqmfmvF52bG7jxZfv54TjzsXvD3DOOR/hda+zWP38D3nooad4ZW0HL6/tpKMtwqknbOO4ZbvxeEqf+1yZZSHQlBi3WBNC2GVTELiw27HZoi+bNVnlWOzEjGykowdwj1NvNkgDiWK3OZbgEhQJ2lwR/FqySq63sGswdiRwtydI93lIbAtiRu3XSmGXVjF8YLntxA3TLbDcYLoEllfYdfdc5KxqXfcN4x4y6sovb5wawxtO43G1seS4pbQ0NdLW0kRHewvtrc2EQqGKcTXR6AjXf+0/2PpkNwEtxbJXbakrTk5klupRBnFcVVfpQpVNsojF3PzipyczMuLj4ovP4LTT3lF7YgcHB4cqOELvCGAkEuGHt/4QhODl1u4KsUMCa9iN7EyU9DEVKE5s2cKrO9ZnSjwITCVybloTQUTp6ErhFaWCb2jITsRoa+s4AGdXnmkzlvKWN53ML3/zJL/84yLe+28vIkSmoXxG4JSrlVeNUvuGoksfQRalb8yau5eH/7aE51c9zAnHnTt2vJQsX/EBlq/4AHv3bOWB++/g8Se389s/L+HP987nhOW7OOX47bS1xHLH5I+rIavWxiu33uK9pbClo46dfV3N2mcnZoCBLfgqlL7L+1s+j7hRWugk2GF6UQhmevuwVHWncv5qhAB3WxJXaxJjwE1qtw/dZzDaF6L/aFfBQbmIxOKBFew7PkDXQ6PoiepuT08oRXhKDLcW4ms3fX7cgdKBQJj/+PRXuP7Gz/DyYzMB6hZ7YFs9vcoggV7mRGzKWfSSSY1f/uwk+vtDvPnNxzoiz8HBYVJwbPtHAFd842toqSSbZzeSbJRUDDSzBCpSqN3DrjjvnvkkZ3asQxMq1+KrnGvJyAi+iKVh5k2Rzbhtazu4tYLOeM37OHppkOde7uSJ57vtjZnSKikly9bKq0Zx1m2bFsFbxiUXborT3DbK2jV9WFZ5UdHROZN3vOu/ue66b/DOt59MY6POP56YyZe/8Spu+ckKXlnfar8e+fOL8m3Uyq+1jvItQqAJgUtIPEjcSHQKu3hIIQgJiUdIdCHQM/u4hMQlJHrmJoVE5lWYl3k3IQQhTTFdS2JmwhwnkgkqBHhaE0w/fje+hjLptiLjoi3/OwYjrNNzRhjLrVW0ZQrNonXeKCjB5Vd8YsLZcIFAiKs+fQMdUyUvPzaT1Q/NrthNpRyaUHiqiHoXVsF5Gobkt786gT09jbz2dfM455wPT2jdDg4ODsU4Qu8wZ2BoCLGth9FGF30LXLhnR/AsHkafEkUG0xSLPmsoW8xYsbRhFx+e+zBT/EMlF2ajSkC3gWRU6UQzgm9o0I4H7Ow4MKVVKiGE4D3v+2+aGkx+85eF7NkXQAiIWDBsVS4BUnG8vOcqJBM0lqkTl2XmvL3EIhqbt7xYdUyfz8erz7yEa77wPT71yXdz9NIA6za18oOfHceXvnEaz73YWSAQtDo/cnKcSiorzvSMqPMgcSFs4Vcg2srHE4qiW7nHQprFQlcC9wS6fQBowqTZG0cTiqYpw0ht/H0zjaBGosOP5SvnjFC0zI6geyzOPP0cZs+dOaF1ZvH7g1z16RvonCp55fEZNcWeoLC1ni4sXBknezH5NfQsS/CH361g29Y2Vp7SxVsu/PR+rdvBwcEhH0foHeb88M47kUqxszs0lgGoKfSmFO5ZpaJPjep4SXHh1Oe5YOoLuISZs+LlY5Rt9pWPIJ0RfH0ZodfePnOyT68mwWAD73//+zFMyW2/PopoSrIr40KcGHb2ZLs2WvX8Z83rBeDZ5/9a16hCCBYtPpWPXXojX/ziNbzuNTOJJVzc/tuj+N7PjmFgyAvYAq6WpW4yPpS2tc+22rknlApSnoBUHO2O4quSTFAOlzRp8sbt96IATVc0Txti3KVjACMgSTf5MEKFHVoCrUkCrUmaQt28/aLJyST1+4P8x6dvoHOaZou9B6uJvdIaPi5MSu2PKpd1qxT89c/LWL+ui2OOaeDdF/93xcQeBwcHh4ngCL3DmGQyydpnniWuu9gjGwsvItkyKkWir33BXi6a9RQLwrZQqXTNMFX1LNX8iYaHAni8afx+/36czcSZt+Bkzn39Ynp6Q9z+1wVFeaT1I4RdHqRbH6lZC69jyiBeX4qXX9oy7nlaWrp5y1uv5tr/+RonrGjilQ1tfOlbJ/PQE9OwrOrdLSSVM3jHi4Yt9qQQuDMWvv0dTyDwCMUyV4SgKG+tgsK+rW5p0OiJlxQMbp46PH4XsFKk/QKEwAh7STd6UYDuMWmeHQFL56rPfmpSxZLfH+Q/rvgKXdM0XnliBquqir1ChAAPRoE1WWLH8SkFD9y3mBdWzWD+Ag8f/OCXnExZBweHScf5VjmM+eXdd6MZabY3NmEmXZgxvfx1NU/0jbg9bI21lrXi5WMiqe9qpRgd9NHaXLs37oHk3PMuY9r0CGufn0pHIskcfZjp+iidWoQWGScskvhEGr2Cq8xG0amPomPWFBhSwoy5veztgf6BvRNacyjUxPs/dB2XfuLtBIOC3969kJtuPZ49vaGy+9tZm/svUAR2j9R892/WwudBTvhDn78yl4CjXFEaq4g9AK+WpsFT3kWuu00au4ehxnu1cA12uZUsZsBNusVHy7wRpKa46F0X09g0+dnhfn+Qz1zxFbqma6x5YgarHphT8vGp9MoJAV7Gwiyy1rwnHpvLk4/PZfoMySc+fgO67uTGOTg4TD6O0DtMsSyLRx56iLSU7G6wL1ypPk9NI9zxzVs4qWUjtSxeZh1FV90oWhRER720tgbrXfoBQUrJihWnArBvXwgpwCNMgtKgSSZp1+JM1aPMco0yVx9mpj7CFC1Cu4zRJBMERYoGEScgKzepL2Zmxn373PO1K6ZXY+lRZ/L5a77JWa+exvbdDdzwvZP4+wPzSRuFr8F44/LKIRG25a1SXT8hcAtt3O7crDWvYJuAxa4YbdKg3PvNp6cIe5JVn++W6UPjMs4qYbtu82lqH8UbMujqWMCrzji5/sHGiW3Z+6ot9p6czvP31y/2pAAv9vPkEhbPPzeDB+9fTEenxac+eT0ez8GpUeng4PCvhyP0DlPue+IJRDTKroZGzIw7x4rrWHGt5MIoUEgsTu/YwMq2LehCoWOiVbFuGVTuoSmBFmnRrllEh30oBK2tLZN3chNk6tTFAPT3jVnEsrXL8s9FCDvY3ScNwlqKFpmgU4sR1NK22wyVcaWV6y47xvTZ+5DSYvULz+/32r1eL2975+f4jys/Sle75J5/zOGm757C5m1NwOR8EHXsLNx6rIJZd65eh9wTVC74LAXM1+NM0cb6EisFlhCE3OV7Fefj9hmEOyLjsuql/WOvmtedoKVhEN0V4j8/94m6x5goPp+f/7jiq3RP11n7VLHYq34OmlBYMclLj8/g7j8vo6nZ5PLLv0ggED7g63ZwcPjXxRF6hyl/+MtfsIAdDY15WwWpfm+B2UCg8Gppzp36MrND/TlLnRAg8wRfcWmR8hY9RVhadGkmfqkQAgZzpVW6J/X8JsKU7qMA6Ourz7qYyyIVZbZh15XL9ioVZUSfx2vQPX2AzRvjJJNlyoFMgFlzlvPZ//42579xKYNDPr7zo5P43Z+WkEhOvCm2hFx27XgQmSxdN7Kqfa9aTKE9DszSk8zUEiileGJ4HhWbFJehdcZgtvVFXSjdLqwshEVX615AcNllH8Ptdtc8djLw+fx85oobmDLDFnvP3Te3ai9l0xBsXdvOvb8+ht984zSeemA+wVCSKy7/L5oa2ysc5eDg4DA5OEEhhyEvrFtHet8+9oZDpLya3V80k61ISmClJNJt9xxt9UQ4q2s9Pt1u9WQqWWLdEiiEMlEIrIw9yyzS+D6h7MK4RVergYzQa2+fcwDPuD6amppwe8wCi149KCjpLJpfKFjk7ZftN5GVfDPn7WXn1lZefPkBjjv2nAmtuxhN0zj3vEtZvvxFfvrTb/L4s9N5eX07b3nDKxy1qHd8YxXF4k0EKQQuBRaCdNEzJcu4bCsxVU8RM7ysi4+vsLYvmCTQHCU6EICmFJgCIjpYlec1/IIpsg+3brDylNeyYP7scc25v/h8fq68/AZuuPlK1j09DYATz1qbezMpBft2NbDxxW42r+kklXAhhGLmXC8rT34VJx533gF310ZTUYJftn8URa6OEHAHahzh4ODwz4gj9A5DvvnHnyCA2AmKzqbSC79PJNkba2BhaA8ntG9Dy7seFgu4LCWCTwGojJvWxFucEplhMNsVo33B/p3UJCCEoL1No79Oix5knLMKkjXzbIu7RNjHzp63l0fuWcLzz/990oRelu6pR/H/PvNdHv7HT/nt7x7ktl8ey7JFe7jwDWsIh6pbEG2L5PiteBXHy7Rak0pi5HXaKPduypd+xf9e4o3y/Rn3kFKSXsNiWAkMpWEoiaE00pl/5/8dNT08t2yUZ3bMIekFhLAtZAmJiuh2EfCYNmb1U4pgIEKDNkqooYv3vPstk/IcjBefz8+Vn7qBG27+DOuenoZUFktP2M6ml7rY+GI3I5kfSa3tcMLrjuK0lW+nualc+0IHBweHA4cj9A5DGqTGCJAMlxdti8N7uLBzFU3uGDHLzbDlJytPaiVZZAWfpaBVmGiZ+DZLqbKWocFBP1IqWloOjwtUR0eYnTshHnfh81VuWA9jIi9Rh8grhwCammM0tURYuyaJUmrSa5wJIXjV6Rez7OjX8fOfXs+qFzpZv7mF8163jhOW7yi7bImY1DIsxevx48JQVonwrTWfylhD3cLChcUsqei10iSrZHenlOS5xDRO6tjK3mSYzaNtWGTc7V4L4U0h2lK2STamYUV0PIOK6VovCp2rPnPpIa07Z4u9r/DVmz/DmmdmsOYZu3uML2By8qumcPop/8bMGYuc2ngODg6HDCdG7zBEz1wUlCx/gZziGaLJHUMI8MsUzVo0F4NnIWpUTbHj9qbqw5DplAB2T1VTKVTRwQODfhobLDTt0JZXydLZNQWgplUvY7Csy5JXi9nz9hIZ9bBt2yv7NU41Ghvb+ejHv8aHP3g+Hrfk139cyndvP4F9/YXutvEkXEwEN7qdmSs1dKHl5hp3/B+AELRJV8WED6VgXaqTdKYL72kdGwujJPNfOgkETDyNMY4a2ImOxdve9q7DIkko68adfxQsPErjQx99K1+74XtcctF/M2vmYkfkOTg4HFIcoXcYYlkWCvDopVmzAotu71hLMyHAI9K0aqN2LF8mDq8SAZFiqj6IVxoYGQtMbl6wC0BkxJ5SMDgYoKXl8Cn9MKXbbsPWVytOLyPyJt5BY4xl8+06eqv2s8xKPRx73Llcc+3NnLqyg03bWrj5O6fy+78sZu/e0IQSLupFYIs8RF5EniBjO6yP4t8X2bqA7Zqr7Cg7jUaGLC9ZNdfsibG0cVdJ4lAWT9zgmKf6CI4atBy9lNecdUrdazvQeL0+Pv2J73H5J77NimNec9j8MHJwcHA45EJv165dXHzxxbS0tODz+TjqqKN45plnKu7f09PDu971LubPn4+Ukk996lMl+/zoRz/KWSGyN6/XW7LfmjVrOP/882loaCAQCHD88cezffv2yTy9CaEsC6RdusKtFYq9VncUlywMmBcCdGHSpo+iYVboY6to00bp0EbQMqUsDCXKVoQwsF25sbiLZEqnpeXwKf8wZcoygKoJGdmYPGsSRF6jhNkzhvB607z44sb9Hq8e/P4g737vtVz+qffQ3pbg8adncuN3T+MbPzyJp1d1k0pP7sdWIHAVizxKM5aroSqIs2wsYasszCoeNr1sNZoptraubN9ctti3fzTNMU/24Y2ZnHze6/jSxy6tb2EODg4O/+Ic0hi9wcFBTjnlFM444wz++te/0tbWxoYNG2hqaqp4TDKZpK2tjc997nPcdNNNFfcLh8OsW7cud7/YErJp0yZOPfVU3v/+9/OFL3yBcDjMyy+/XFYQHmws08rFnWtC4ZYmKUsDBFO8Q1iKknZS2fZebfooaWX3sc04gHFh0akP4xZmwTEGAlGhfpkJ7BvIllY5fEpAtLV1oWlW1RIrqUkSeSEBHiFAKObP7eWFl6YwNNRPY+PBcRcuXHQK/33NSjZtfJaHHvw1z6+y+Pnvm/j93Ys4/phdnLxiBx1t0f2awxZ5WonIy6IAicQqyVsexxwCPAiapc6AZZBSGmtSnZRzqQddKVa0bOPpvpk5a2x4MMWS5/rRDMXr3/VvvPn01054LQ4ODg7/ahxSoXf99dczbdo0brvttty2WbNmVT1m5syZfP3rXwfghz/8YcX9hBB0dnZWfPyzn/0sb3jDG/jKV76S2zZnzqEvIQK26zbf1qpJhQuTtKXT7Rms3GoJQCjcmAhlgZCERIJWLVIiDAHMGrXLsjX0WlorP48HG03TaG2tbNFLKYE5CSLPB/jyhlk43xZ6q5//E6ef8d79Hr9ehBDMnXccc+cdRyQywuOP/IyHH32Ofzwxk388MZPZMwZYedwOli3ag66Pr/+vRKBXEXlgv6cqWeuyqJp72OcRFBopS/FYqoN0FWfC8a3bWDUwjZSl07QvweLnBxEC3vmB93HmcSfVmMnBwcHBIZ9D6rq96667OO6443jrW99Ke3s7y5cv5/vf//6kjB2JRJgxYwbTpk3jggsu4OWXX849ZlkWf/7zn5k/fz5nn3027e3tnHjiifz+97+flLn3F2VZJfVjPZrBioatzPL3V3WnjbnbBG1yhHa9vMgD20VbDZfLtgCm4rE6V35w6OgIMjzkI50ei4NSCtLKtlLuL24gJAutwPPn7kMKixdefG6/x58owWCY157zEb5w7fe44vJLOG55mG07G/nJb4/mCzeewV1/X8C+fn/tgahP5OUQ9dfSq0WP2ciw5aNagoxXMzi5bTNtu2MseW4AdMmHL/2EI/KKiKai1W/pMWtvNF1j39T+WYYdHBwOXw6pRW/z5s185zvf4YorruA///M/efrpp7nssstwu928970Tt5osWLCAH/7whyxbtozh4WG++tWvsnLlSl5++WWmTp1Kb28vkUiE6667jv/93//l+uuv5+677+bCCy/kgQce4PTTTy8ZM5lMFnRHGBkZmfD6amFZKhccpQmTxYEeVoS34ZVpO6sWu88rYizVIBvALlDoWMhMaWSJyjjdSi+s2Xp65YSgC8ncbvvLf/v2LZN+jvtDZ2cHL7ywhf6+AJ1dIyhlu5rTkyBGNKBBlrr6/b4006cPsm49pNNpXK6Jd7LYX4QQLFh4MgsWnszo6BCPPvxTHnlkFQ8+NosHH5vFvFl9rDxuB0sX9qJppbY2DYkutDz3fo35Mv+vZLer146Ync+FVcaiV7iaKdsjWC8MYfokn7n8ShbMqG7p/1ckWwy5Hjq+WruItfr8+CzCDg4ORwaHVOhZlsVxxx3Hl770JQCWL1/OSy+9xHe/+939Enonn3wyJ5881tx85cqVLFq0iO9973v8z//8j+0aBS644AIuv/xyAI455hgee+wxvvvd75YVel/+8pf5whe+MOE1jQdlKZRUHBXcmRN4YGs/LdOuyyXNckei56LTBElcCJL4MTERGGTdmmMXVAPbgpXFhcQnNDQhCYTTBAMptu/oO2DnOhG6u+cCW+jvC9HRNYKFHZe3v2VUBNAkqdhpYtH8XrZua2HNKw+y7OjDI04sFGrknDd8nNedY7F2zaP848Hfs/oliw1bWgkFkpywfCcnrdhJS1McGBN5ML5nKxOqWCLqajttM/spe98OfZD1aT+WchUcmetKomDXY23sfqKdQDP8v09dxZSOGeNYqYODg4NDPodU6HV1dbF48eKCbYsWLeK3v/3tpM7jcrlYvnw5GzfaWZOtra3oul527kceeaTsGFdffTVXXHFF7v7IyAjTpk2b1HVmUWaUgJ7ilEZ7vcW6I1sIuHi7ViZgftD00alF0IVCz1xILewOGgaCtBK4ULiFwCd0NDFmaRECpnaNsHFrM6ZpHjYlI6ZMORq4h76+YN1dL+qhUYJWxS++YP5e/nrPIlateuiwEXpZpJQsXnIai5ecxvBwP4/+4yc88uhL3PfIHO5/ZDYL5vZx6oqdLFswCGWsfLWw7W1j9uFxHasUaRTDVgoLWObp4enE1ExfFhuB/Z7edl8XvaubaerSueqK/6Ex3Dzu+f5ViFwdqfp4NB3NWfL2/r+9BFxOCzQHh39FDqnQO+WUUwoyYwHWr1/PjBmT+wveNE1efPFF3vCGNwDgdrs5/vjjxzW3x+M54L0pAbbv3kJqn0HL9HiVWLzSB0TBZXOMNBpR5SIo8q2Ctih0A4ayXYEuIcvGYU3rGmHtxlZ279rEtOnzJ3pa+41Sil07N7DquT+z6gX7dRse9k+460UWO9kAwgLcNWqJtLVEaWmO8vLL5gHpkjFZNDS08IbzPsk551q88tJDPPTQXbz0Mqzd2EYokOKEo3tYeexuOtvqj70U2f8VacRqktEuWq2IKpOoGosIDcg0i9y9vJwaS/KxTMGmv05hYF0DnbP8XPXJL+Lz1Rdv+K/KeHrXBlwBp9etg8O/KIdU6F1++eWsXLmSL33pS7ztbW/jqaee4pZbbuGWW27J7XP11Veza9cu7rjjjty2VatWAXbCxb59+1i1ahVutztnobv22ms56aSTmDt3LkNDQ9xwww1s27aND3zgA7kxrrzySt7+9rfzqle9ijPOOIO7776bP/7xjzz44IMH5dwr8ePffB+UoO3kgar7WQi03GVWlbXmZRmyvPhFumwsnlcIfBnBksbEpSQyz6o3tcuORdy65amDLvRM02T9uidZ/fzfeeHFXfQP2uvyetIsW7KPM07eSofUSOR18yh1B2b/XWEfBboAX6WMlTyEgIXz9vLok7PZsWMd06cvnOCZHRyklCxddgZLl51Bf/9eHn/4uzz+5C7ue2wG9z02g1nThjh5eQ/HLtmLz1suFKAQ26o3FqtXzW2bddUOWWnSZd6bHXqUYWuInUYDZlqy4Q/TGd4WZNaSJq74yLW43e4yozo4ODg4jJdDKvSOP/547rzzTq6++mquvfZaZs2axc0338xFF12U26enp6ekiPHy5ctz/3722Wf52c9+xowZM9i6dStg1+f74Ac/yJ49e2hqamLFihU89thjBa7aN7/5zXz3u9/ly1/+MpdddhkLFizgt7/9LaeeeuqBPekqrNn0Attf7icwO4bZKeg1QrRpo2UteyrPvCJrxElZCEaVhwaRLHksLAu7LaSx0BU5F+60blvobd+2foJnNT5isRgvvfg3Vq96jFfWDBKL2+7ipoYkp57Qy9KFe5k9fRCh2eJBIQiKyokCY9QWclYdoyyY38ujT85m1fN/OeyFXj4tLR288U2f59wLFBvWPcEjD/+B51Zb/OyuRn7z1/ksX7KXk5f3MHfGUEVLcq2kjHxSWAxbqYp7KgVNw0le2Rxi++p2ont9LDl+Cp/4988h5SGv4+7g4ODwT4NQxc1NHepiZGSEhoYGhoeHCYcnp3PEf13/aXo3jzL94t14Wm1Xq08k6dSHM+2oxtCwcEkTkbHm1ZYxim5tFD2vQHJICPwVLqo6Ek1IlILPfeXVtLV5ufqz39mv86tEf/9eVj//R1avXs2GTQlM017T1K5hli7sZcmCXro7xgSvUoWRYrXtS9XJLx6iMlFoVoXRDFPwxRteS2eHm//87HcnOOPhQSwW5Zknf8tjjz3Olu32M9rWHOOk5bs56Zg9NIZLfxgopXJ184qfo6yrNqIMYqrQQmhZ0Ls3zI4dLezY1sKO7S3EYmOhECeeMY33vf2zh607/EgkmormMnMjV0cc161DTcpd17LbVrz1f9Fdk9dQwEgnePbXn5vUa6hDeQ6pRc9hjKdfeITezRFCi6I5kQcQVx52G0106UMF5VSsjEWvPpEHIBi2vLRodvalzpjLthwGVsatKZnaNcLmHfqkJWQopdi+fQ2rnvszL7ywkZ277e2aZjFvVj9LFvSyZH4vjQ2lQqP8mdmWvfpsTeWPH/u3QMMuMJkVM/lj6ppi3px9vPxKF8PDQzQ0NE5gxsMDvz/Aq854D6864z3s2rWBxx7+JU8+tZU/3jeXP90/h8Vz+zn52N0cNb9vrBizEAglsCgUcnaSj51wkUZhmoKensacqNu5o5lk0pUZQtHVBceu6GTB/BUsWPCqI/p5dHBwcDiccYTeYYBlWfz6d79EaIqWkwdLHk8qF7syYk/DQmRa1EqlxpWHEFUuQiqJW1glLttymFigFFO7Rli3uZWe3VuZOm183UMSiQS9e7exd+8aevduZU/PC6zfKBgatt96Pm+aFct6WbqglwVz+/B6aseKlWN/xV7peLaVT2ZGtPLyTRfN7+WlV7pZvfqPvOpV756E2Q49U6bM463v+BwXvtXkhVV/49FH/s7La+HlDa0E/SmOX7aHk4/dzZSOaEFSRrb63WhasXZ7iO3bW9ixvZldO5sxDPtHgZQWU6dpzJ0zlQULTmT+/FPw+51ECwcHB4eDgSP0DgMefPKvDPekaFw+gitcXuiklc6udBPdriFcmLliyONxdGkoFBK/sACFmdGJdjeN8iOZKLq7hwHYtvWpskIvFovRu3cze/espbd3G729vezbN0Jff5rRSLEF0EVLU4zTT9rJkgW9zJo+WLao70SYbLE3Nq5AyxQXUYCU9ui7djwK/HMIvSyaprF8xRtYvuINDA318cSjv+Cxx1/ggSem88AT05nePcJJy3exaN4+dvcG2bS1ifXbGtnd04Bl2S533WUxY6abuXNnsHDBKcyde7yTXOHg4OBwiHCE3mHAn/70e6RbMfuk3bi0MaFXIFYyPdEippuQFqdRpqq2QitFEZRpmrQ0KEgUSSGhslYshcz8S2KLp45O28r44gvPIaSgd+82env30dcXYV+/QSxW6s4N+FO0NEeZNztGS1OM1uYYTc0RmpujNPpMZB1ZrhNB5P4/uWLPHlWwdXsTv71rGYGAwRln/r9JnuHworGxlXPO/QRnv0GxacOzPPrw73h2lcWv/rwIWJTbz+M1mb/Ax9x5c1i04DRmzlyGrjtfLQ4ODoeG9evXc+WVV/Loo4+SSqVYtmwZ//M//8MZZ5xR8ZhLLrmE22+/vWDb2Wefzd133527P3PmTLZt21awz5e//GWuuuqqyT2BScb5Nj4MSEUg2B7HH0hV3ilPF/lEGpcwsTLCbOyhci3RMvcF6Nm4qrJZvGPSyMzcy+JpjODzpXj+hRGef+GB3PZQMElHa5SW5hitTTFamqO0NsdoaY7h8xpF4yuMzJgWdpzXROPu6xFw4gCIvZ69QW77+Qo0CZde+gk6uxbVPuifACEEc+cfx9z5x/G2eJxnnryNDevup3vGaSxefA5Tp85zMmUPQwLugNPWzOFfkje+8Y3MmzeP+++/H5/Px80338wb3/hGNm3aRGdnZ8XjzjnnHG677bbc/XK1c6+99lo++MEP5u6HQqHJXfwBwBF6hwEev4aRqC/JwSPSNMjEBEXSxJSVEPCmNz/Lnj0NTGlJ0JYRcx53/fF0+RmaBgqN4u6mk89kir3BIS8/+OnxpFIaH//4u5g1a3ntg/4J8fl8nPbqj3Haqz92qJfi4ODgUEJfXx8bNmzg1ltvZdmyZQBcd911fPvb3+all16qKvQ8Hk/Vx8EWdrX2OdxwfoYfBnj9Oka8tuYWWLRpoxNWR/sjeObM3ccpp25kwaLddHeOjkvkZUuW5JPOdN090OSXTpkokaib7//kBEZHPVzy3tezZGll87+Dg4ODw6GjpaWFBQsWcMcddxCNRjEMg+9973u0t7ezYsWKqsc++OCDtLe3s2DBAj760Y/S399fss91111HS0sLy5cv54YbbsAwjDIjHV44Fr3DAF/ATX9Psmz/2nxatOg4yqkcGJJYeJQcV72zcj07LMBUCin2X4jVopZlr5plMZHUuPVnx7GvP8Db/u0ETjjpwgOzSAcHB4d/QUZGRgru72+7USEE9957L29605sIhUJIKWlvb+fuu++mqamp4nHnnHMOF154IbNmzWLTpk3853/+J69//et5/PHHc2XFLrvsMo499liam5t57LHHuPrqq+np6eHGG2+c8HoPBo7QOwwIBHwoM4qZluju8q3M/CJJUNZXV+5Ak8LCQ32u5mxpknIYWLiVrK5uJ4mJuHENU3DHr45l5+4GznndfM567fsP1PIcHBwcDmtCW+Nj9TQnAcNIADBt2rSC7Z///Oe55pprSva/6qqruP7666uOuWbNGhYsWMDHP/5x2tvbefjhh/H5fPzgBz/gvPPO4+mnn6arq6vsse94xzty/z7qqKNYtmwZc+bM4cEHH+Sss84C4Iorrsjts2zZMtxuNx/+8If58pe/vF/i9EDjCL3DgEAgAPRhxLWyQk/DpFWL7HdM22R9RJMZgVaPVa9yB157PQYKXVUu71LpuIkwHrFnKfjl75exYXMrp5zUyZsuvKL2QQ4ODg4O42LHjh0FnTEqCaZPf/rTXHLJJVXHmj17Nvfffz9/+tOfGBwczI377W9/m3vuuYfbb7+97gzZ2bNn09raysaNG3NCr5gTTzwRwzDYunUrCxYsqGvcQ4Ej9A4DgkE7a8eI69CQLnpU0apFirJrDy1ZgeaqsaJq1rwsJgotEyp6sGL2aok9peCuuxex6qVuli0NcvF7P++05nJwcHA4AITD4bpaoLW1tdHW1lZzv1gsBlBSCUBKiWVVMz0UsnPnTvr7+ytaAAFWrVqVcw0fzjjJGIcBoWAjAOkyCRlhmcAn05Pi3ZxMqZisaquzqfcjZRykxIwstRI07n94Do8+NZO5s3U++OEvO6VDHBwcHI4QTj75ZJqamnjve9/L6tWrczX1tmzZwrnnnpvbb+HChdx5550ARCIRrrzySp544gm2bt3KfffdxwUXXMDcuXM5++yzAXj88ce5+eabWb16NZs3b+anP/0pl19+ORdffHHV2L/DAecKdhjQEG4GIF1UYsWFQZOMHool1cREYajKUq4ea16WbGLGwaz4VSj1xmZ+8tmp3P3AfLq74OOXXu90dHBwcHA4gmhtbeXuu+8mEolw5plnctxxx/HII4/whz/8gaOPPjq337p16xgetrs+aZrGCy+8wPnnn8/8+fN5//vfz4oVK3j44YdzrmSPx8MvfvELTj/9dJYsWcIXv/hFLr/8cm655ZZDcp7jwXHdHgY0hloBikqsKNr0iZdSKcdkC6kkFnqF3wrjnSudyeZVNbJwlZq8s5CIAjH64poOfvvnpbQ0m3zyU1/G7w9O2lwODg4ODgeH4447jr/97W9V98m/lvh8vpr7H3vssTzxxBOTsr6DjWPROwxoCnUAkI6PWfSaZAzXQXZpjhcDhVVGeClUprvG+MdjEoVcPcjMM7xxazM/++3RBAMmn/rUZ2lsrB0L4uDg4ODgcLjjCL3DgHDI9u9nLXpekSIs45NedeRASKhysXoTncdEoXLN2w4evfuC3P6LY9F0uPTSy2jvmHWQV+Dg4ODg4HBgcITeYUAwaLsI03ENiUWrFjk4KaiTQAqrwAQ+UWteljTmQbfqvbyug0TSxbve8XpmzDy69gEODg4ODg5HCI7QOwzQNA3dozASOs0HsvuFKvgzaaTyrHr7O7Yia9k7eEzptCuzDw31HMRZHRwcHBwcDjyO0DtM8PgEZlwSlMkD1ihC5Sk9Q9lFgSfDeJbMWPX215qXxY7VOzCu5nLMmj6IJi3Wrl13kGZ0cHBwcHA4ODhZt4cJXr8gHqmvrVgh9fTLsCvoacIirSChRN4xCqEEEoUGSKGQ2L8A6hWcCkij0CfRDpnGwl3md8iBEH9ut8mMaUNs2tKIYRjouvOxcHBwcHD458C5oh0maGIEI+XN22KLM/tm/1uiEELltknG/i1EdtvY/rm/Gf2VRhJVGuT2I7MXmAhMADUm1oQiI/pUoQCkVAQmsUCJSesgYWUyekWNciuTxdxZ/Wze1szmTc8xf8EJB2FGBwcHBweHA4/juj0MSKfT9O8J0NY1TEAkaRUx2rU4bVqcVi1Oi5agWUvQqCVpkCnCMkVIpglIA7808EkTrzDxCAuXsNCFQhMKKcYEmSK/8ZfAqiO71RaAkEaQVJK4kkSVJKIkUUsStwRJBWkFaaUwJjmJIo110BIz5s7qA2DNyw9NynipVIpf//zLvPTC/ZMynoODg4ODw0RwLHqHARs3PYdpSrqnD4AQpNDwKHNSY/XsdInCAetx+lYbz0IUWAAVCi0jH/PHnahNLpuYoSlxwOIWs0yfMozHbbB23RYu2M+x4vEY3/nmVazbmKRnzx6WLjtzUtbo4ODg4OAwXhyL3mHAS2seAaBrxgCQtaJN3ktjC6Zy8W6TWbNO4ZH5om/sZqEK/hsPRmb/A23X0zTFrBkDbNuRJpFITHicaHSU/7vx/7FuYxIhFAMDEx/LwcHBwcFhf3GE3mHAxg2b0XWT9q7hzBZBGomhJseMVU0kTZaA8gqFq8pyi4XfeMRfOq9DyIEUfHNn9WOakg3rHp3Q8SMj/dz01SvZvN3kdadsY+HsQfoHrUlt2+bg4ODg4DAeHKF3iDEMg53bUrRPHUTTC7tMJJGYk6ARqlXlmwyrno5CZ/zhdPWKPwsw1YGvrTdvVj8Aa14Zv9AbHOzlazdczY7divPO3MybXruZlsYEqbQkEolM9lIdHBwcHBzqwhF6h5iNm1dhGJLu6YNlHhUk0LD2Q+HYIqq6ZXB/yjNLbGueEJNT6LiSy/dgdMzo7Bgl4E+xdv2ucR23b98OvvqVz7KnV/BvZ2/gDadvQwhobrTdtv192w/Ech0cHBwcHGriCL1DzCtrHgaga/pAhT0ESbQJa5x6D5uohPIJK5coYWXKuUwmY6IP4pgklIGpSvvrTgZS2Nm3u3crRkdH6jqmZ/dGvnbDF+gfFFx03lrOWrkz91hLRuj17dt4QNbr4ODg4OBQC0foHWI2bNiEppm0TxmquI+FIImckNgz65Re9ZRbKUThExZ5+RdYHFijm1IKg0wnjgM0x7xZ/SgEa9fULouyY/vLfO2r1zE8Krnkwlc49bjCFmotOYveznKHOzg4ODg4HHAcoXcIMU2THVuTtE8ZQterW6lMJMY47WVZa9h49q8Xt1DoZZZjHcA+tdlxLcBQY83WJnO+ubOzcXpPV91v86ZnufFrXyOWEHzgrS9ywrLekn2aG2yhN9Bf+piDg4ODg8PBwKmjdwjZvOVF0mlZxW1bSAqJUHZB5HooVzuvGnZiRm33q4bCXeExE4V2gHpZ5J91OufQBYlAZqr17U9tQICWpjhNjTHWra8sztaueYRvf/tHWJbkQ+98nkVzB1FKlnQFaQgl0TSL/v7hCiM5ODg4ODgcWByL3iHkpTV2F4buGfUJPTIu3HqTM8rVzqtFrcQMAfgyyRflj+eAlRPJH9UCrMw8FgoDizRWgUVxoquYN6ufvn5Jf/+eksdeXH0P3/zm7YDiw+9+hkVzBwCFgZlbTxYpobkhycBgfIIrcXBwcHBw2D8coXcI2bB+I1JaVePzSrEzcWtpqf1JV6g2dH7yReW5J7MQ8xjFY5plZsmKPmM/RN/cTJmVV166t2D7s0//ke9871e4XAYffe9TzJlRmCltYmIVJYo0NyScWnoODg4ODocMR+gdIuz4vATt3UO4XOOTZaoOsbc/JVMqCTWvsNDqGNbCmvTKxuWEUr5Vr2R/Ji76skJv7drVuW2PPforfvDDP+L3pvnYJU8xfcpIUf9gGxMLU5m59bY0xkkkJbFYrI6zdHBwcHBwmFwcoXeI2LptDamUzLU9Gy8WdsxeOeqpnVcLVXTPTfXOF8VrO9C9abOUs+oVM17RFwqm6GwfZd36QZRSPHj/j7jjjnsJBxN8/H1P0t2RXwC59EQtFCa2FS9XYqVvx7jPzcHBwcHBYX9xhN4h4uU1DwLQXWciRikCA0m6TJu0yTCm5XfM0BC460wAyc6/P0WeK41ZjvHGBBaLPlVB9M2d1c9oROOnP76en//ycZqb4nzi35+kvTVWNF75Ui8qE7fXlMm87Xdq6Tk4ODg4HAIcoXeIWL9+A1JadEwd2q9xUmXapNVbO68WFra9yltHXF7psZNbZqXaWMYEZ1LYFsFyoi/rvn340S10tEW49N+fzHW6KByjepZyY2MUgP59jkXPwcHBweHg45RXOQRYlsW2LVFau0Zwuc39HM2O1/MpEymytfMmz2/qLSqKXC8mCn0S11FNymWtesXlTcY7vpn37M2a2Y/bbdDWEuXDFz9DMJAe97oAmrKu297nJ7w2BwcHBweHieIIvUPAth1rSSW1/XDbFjMm9iwB+19NDiQWXhQSu9vFeDWUmuBxZcdSta2DBgrXJAlLBfg8Jld+4h8EfWnceta2WXl/UXSfzLaGUBIpLPqHKlUedHBwcHBwOHA4Qu8Q8PIrDwJMOBGjHCpTY0/uv8YDbJ++EJC1NwqV2Za9X8cc2eLJByMvYzKsellkZsWNoWRubFllbJVxcotMwelsNq5CgQaNDQkGBp0oCQcHBweHg49z9TkErF+/HiEsOqcO1t65BkqN3dJKTIrIKzsPtugzKOxpW92lOjlO5Hoj8OrJwK2FoFDQ1rOGbHSfaVfSK8rrhabGOAOD+1PZ0MHBwcHBYWI4Qu8gY8fnRWjtHMHtKR+flxVuVu4mMDM3QwkMJUkrjbTSMBi7KWRGgB3Y4rwWtuAzMuurlPQ6WV0y6hd6+z+fVlbmZV3RlceulnzS3JAgnpDE406HDAcHBweHg4sj9A4y23esJxHX6Jw+WFa4pZXMCTczdxNYSCykLeYq2MksJEkl0eAA9aYoJNtttlj05eshi/2XneM5fn+selmXbSUr5ERtck2NtsDr27drgiM4ODg4ODhMDEfoHWSeXv0bADpnDFYQbuVkRv0O0GzQpW2XOnhttyq5dk0UplJYSk3Y2jY+oTcxq56AuuIJJzJ2c07orR/3sQ4ODg4ODvuDI/QOMi+/2IPuMuicxESMfDQxZncaE3sHt89q1sqXVmRq/Kmc9S8r+OoVTBMRVhOx6mnIuo6aiDt6zKK3bdzrcnBwcHBw2B8coXcQGRoeoGd7mo7Zg2j6gRBfCq1IroxFnB1csQcZ66IorOuXE3zUJ/omsurxWvW0Gi7bYsa7pjGL3jPjPNLBwcHBwWH/cITeQeSJZ/4ECKbM7yeuJr+yTbYkStntwMESewJb5IlMEnD5JmH1ib6Jrrheq56dZTu+EjC1EjOKaQonEUIxOBQaxywODg4ODhPhueee47WvfS2NjY20tLTwoQ99iEgkUvUYIUTZ2w033JDbZ+bMmSWPX3fddQf6dPYbR+gdRJ5f9SxCWnTO6cdEI6VkxYzViaBVSRc4WGLPjnUrFJz1OI8rib6JC736xJg2wY9ArcQMgUBHw42OT9doDCcZGCxtoebg4ODgMHns3r2b17zmNcydO5cnn3ySu+++m5dffplLLrmk6nE9PT0Ftx/+8IcIIXjLW95SsN+1115bsN+ll156AM9mcnAKJh8kYrEY2zfGaZ8xhNtrl1VJKBe6SE1a0kR+fF45stpLTULnjHJIQKswbHbOembNF4b788yYVH+Da/vxHJRPmRFoSNtCWGRabW6Ms2ef0x3DwcHB4UDypz/9CZfLxbe+9S2ktH/If/e732XZsmVs3LiRuXPnlj2us7Oz4P4f/vAHzjjjDGbPnl2wPRQKlex7uONY9A4Sz6z6G5Yl6J7fn7dVEFeuSbPqFcfnFSPybpNt2dOoLPIAqjcROzCYVI7/m4jLNh9N2B8dicCVsdy5hY4mZNkOGi2NCaIxSSLhWPUcHBwcsoyMjBTcksnkfo2XTCZxu905kQfg8/kAeOSRR+oaY+/evfz5z3/m/e9/f8lj1113HS0tLSxfvpwbbrgBwzD2a70HA8eid5B45rlHAUX3vP6C7SaSFBpuZe5XX1iBQtZxfGFP1smx7Gl1jJK10k1kNhOVaTBmM54xKln1Juqyzc6vo9ljiLFEDltSZpugFdLcYAu8/v4epkyZNeG5HRwcHA4F+pYedDmJXgkrBcC0adMKNn/+85/nmmuumfCwZ555JldccQU33HADn/zkJ4lGo1x11VWA7Z6th9tvv51QKMSFF15YsP2yyy7j2GOPpbm5mccee4yrr76anp4ebrzxxgmv92DgCL2DQDqdZtO6YZqnjOILpkoeTyodl7BLC09UdunjKOc7mWIvm1lbzwgWasJWNFWw0vrHMFFoigIr20REnkBk4hxtt6yk1HJniz2BzDnjx0RfSybztn/fRkfoOTg4OGTYsWMH4XA4d9/j8ZTd76qrruL666+vOtaaNWtYsmQJt99+O1dccQVXX301mqZx2WWX0dHRUWDlq8YPf/hDLrroIrxeb8H2K664IvfvZcuW4Xa7+fCHP8yXv/zlius+HHCE3kFg1UsPYqQkU4qseWPYLlw/qQlrLk2MzxWbbx2zJiD2skkX9Yo8sN232rhmKc3YtS2D9jaZs6NVF375Vj3JeOIVRGb/0pi7ykeM/R0TfYqWJtsd0bdvS92zOzg4OPyzEw6HC4ReJT796U/XTKjIxtO9613v4l3vehd79+4lEAgghODGG28sibcrx8MPP8y6dev45S9/WXPfE088EcMw2Lp1KwsWLKi5/6HCEXoHgaeffRCA7vl9FffZXxdutYzbSmRlkmR8Yq9cZm29jEdS1srWzYpAUUPs5Vv1ZB0yT/7/9u47PKoqfeD4905NhxBSKAkJLQRMAMMCAQsskbqIiuiqIFhgKS6Lsiyi/EBhEcuqq6gIFhBXF0VFXUSQEmyETpBmEEMIxISehBImycz5/THMkEkvk0J8P88zj8y959577vtA8nrOPe+9kqBVNLkrjePoS7lG1v8YZt+mSkv2hRBClCYwMJDAwMBKHRMcHAzYR+g8PDy45ZZbyj3mnXfeITY2ls6dO5fbNikpCZ1OR1BQUKX6Vdsk0athNpuN5P0n8Wuai2+Tsh/EtygDBs1WxttsS6ZVY8q3ssleWStrK6Ki07eFR+7K42hrX2iiFRrnu8oKmMtI8hzJHVDtBK+w30568eZ/Yzh11pNe3QPp3Weq284thBCiuNdee41evXrh4+PDunXrmDZtGs8++yyNGzd2tunQoQPz58/n9ttvd27LyclhxYoVvPjii8XOmZiYyNatW+nbty++vr4kJiby6KOPMnLkSPz9/WvjtqqszlfdpqenM3LkSAICAvD09CQ6OpodO0p/g0BGRgb33nsv7du3R6fTMWXKlGJtli5dWqyoYdG59sLGjx+Ppmn8+9//dsMduTp4aAeXL+nKHM27yj6FW9kFsXps1VzIYWf/y1D6xctbWVsRtnKuUbhPlR2jtNfiU/bVtlfSRMeVrChQNpfkT3elHIoBnXO1rDuTvN0HmvL8W904k2XmzyN6cv+DczGZpMSKEELUpG3btnHLLbcQHR3N4sWLWbRoEZMnT3Zpk5ycTHZ2tsu25cuXo5TinnvuKXZOs9nM8uXLufnmm+nUqRPz5s3j0UcfZfHixTV6L+5QpyN6586do3fv3vTt25evv/6awMBAfvnllzKzY4vFQmBgIDNnzuTll18utZ2fnx/JycnO76X9Al+5ciVbtmyhefPmVb+RMmzdsRaAFu0rNmVnq/QUrqr083klKT6y56oiK2srSlV4RK8617CP8unhSiKnYVX2+9BdGburTlJX1pE2G3y1KYLV34bj423lkYljaB/Vu8rXEkIIUXHLli0rt01JpbfGjRvHuHHjSmx//fXXs2XLlmr3rS7UaaL33HPPERoaypIlS5zbIiLKXpEYHh7OK6+8Atjn3UujaVq5RQ3T09P561//ytq1axkyZEglel4xSin27z2Gl5+FxsFlv36lsMpN4Wrl1s+rqMLJXuEzVmZlbUXYipRLKcoxMlcd9gRPj167ei9GNAxaZZeDlKbk3ude1rPk047sPdSUsBY6xk+aTUBAzfxPhBBCCFGeOp26/fLLL+nWrRsjRowgKCiIrl278tZbb7nl3BcuXKBVq1aEhoYybNgw9u/f77LfZrMxatQopk2bRqdOndxyzaJSj/7MhSyN5u1PV3JqtTJTuAqdG4sfu3RTuT/Ju3LacvtQ+aUldno0PNBj1vTOuoKOvrsvyYOS7iLztCfPvdWNvYea0iM2gL9P/7ckeUIIIepUnSZ6KSkpLFy4kHbt2rF27VomTJjA5MmTee+996p13sjISN59912++OIL/vOf/2Cz2ejVqxfHjx93tnnuuecwGAzF5u1LY7FYilXwLk/izq8AihVJrggbOizKUO5bM/Soaj2fV5xCj8KMwqDZV9bWxBstypqarUraakDDEz0mNGc8ivbbnc/fFbU3OYDnFnfj1FlPRtzejQfGzqvXdZWEEEL8PtTp1K3NZqNbt24888wzAHTt2pV9+/bx5ptvMnr06CqfNy4ujri4OOf3Xr16ERUVxaJFi5g7dy47d+7klVdeYdeuXRX+5T9//nyefvrpSvVj357DmDzzaRqaXX7jEuShx4i1zCnc8t5vWzH2Z9n0V/7rTJRq8J1lNhSGEu6qMtO29jdUaFfO40jwSu60rkbSVfvzeGu+b8WqhAi8PGxMnnQfUdfdXCPXEkIIISqrTkf0mjVrRseOHV22RUVFkZaW5tbrGI1GunbtyuHDhwF7QcSTJ08SFhaGwWDAYDBw9OhRpk6dSnh4eInnmDFjBtnZ2c7PsWPHyrzmiRPHOXNC0bztGSpYjLsE5U/hGqo8bWsfuTNhwxOFWVPotSLJnXtfh1vk6iWfviLTthpgQsMDHQbnatmyj6mJRO+yRc9bH3fifxtb0zxYY8YTsyTJE0IIUa/U6Yhe7969XVbGAhw6dIhWrVq59TpWq5W9e/cyePBgAEaNGkV8fLxLmwEDBjBq1CgeeOCBEs9hNpsrNRW3eceXQNlFkivCMYVrpqCEZKZyz+dphUbudNiTusL15oqeXq/Z68/VlJJq6pWV5Omwr6A1aJpLvyvC3YneqbOeLFoezW8nfYjt3Jj7H3y6zBI+QgghRF2o00Tv0UcfpVevXjzzzDPcddddbNu2jcWLF7vUpZkxYwbp6ekuy6WTkpIA+4KLU6dOkZSUhMlkco4Ozpkzh549e9K2bVuysrJ44YUXOHr0KA8//DAAAQEBBAQEuPTFaDQSEhLitteY7Enaj95oJTjiXLXPlYceAzZ7vbxC2x3JWumU8y0Weuwjdkq5HlPa4Y7jajLRK5qslVYkuXCJFMfeyqZt7kzzfj4cwLJPYsi1GLh9aGcGDJlQo8//CSGEEFVVp4neH/7wB1auXMmMGTOYM2cOERER/Pvf/+a+++5ztsnIyCg2ldu1a1fnn3fu3MmHH35Iq1atSE1NBez1+caOHUtmZib+/v7ExsayefPmYtPENSUr+ywZafm0iDyL3uCO+U+Ny8qAd5F34RpKHP+yj9Y5nrfTFR21q2A+Yj9Wh17ZaizZc0zfljaip0fDiM55D1D1hM0dI3pKQcLmVvxvfXs8zFYmjbuJ6OtHVvu8QgghRE3RVElVA0W5cnJyaNSoEdnZ2cVeyLxm4zJWfvQj3Yf+TFink267ppECPHUFzu+eWj4GzZ4u2ac1ry6mqOzUZlEemoZe07ApRV4NPqyn42oSprC/wcJwJcFzx304eGnGah2fl6dj+Zed2LWvGSFBigmTphMS0sYNPRNCiPqhpN9rjm3xTR/EoHPfm30KbHmsP/1uib9DhXvJu25rwK5dP6DpFCFt3PsC+3z0GJUNg2aDKwspSkvuqpscOdaP6DQNTVX0rbOVZ8M+egiORRb2b6WVSKmK6o7mnc3y4J3lXUjP9CPmOh8efHgunp5ebuiZEEIIUbMk0XMzq9VK+hEbLcPOYfIooHqpStH0SiNXGWipz8WMDU1Tbk3uHAy41pzTo1FQQ6meDvsbK/SajgLl7pqAjmtU/aS/HPFn6YrOXLxk4k+DoxgydDK6qi+jFkIIIWqVJHpulp7+KwUFekJbnKWlPoc8+5IJl3IiqtBUJWjOosjO74XaFT1GU+Cl2fDWQYHSkavcUUfPlaFItqUHCkpuWmV6NMzoMKCh0+wfG9YaSSerkuYpBd9tDeOLte0xmhTjxw2ja+xgt/dNCCGEqEmS6LlZSor9pcchzbPw0FQpI2FFtlUiE/HXgeeVaVo9Gl6anlzl3gSp6HiVpmnolXLLogzHK8oKl0jRafZk14CO/Cq//Kx0lR3Ry8/X8fGqKLbvaUFQUxsTJ02nWfN2bu+XEEIIUdMk0XOz1FR7XcCQZva3YZhQ5LlpUtWIPcmDK7mhZk/KvNBzyU3JXtFpWwc9WrXG2wxXEryiJVI0rjxbqIFeaWjoyXPzOt/KJHpZ2Wbe/agLab81olOUFw+Pm4uXl49b+yOEEELUFkn03OzYsdN4eVnw88tF08CkFPmoMl5iVnF+uuKrUB0Jn/eVZK+642FFp20dqroow4iGuYQED+efCxVM1q6M+CkDFqwl1tSrSSlHG/Pux124cNHEwFvaMeyOx+R5PCGEENc0SfTcyGq1kpFho1V41tVFBRqYlY3LzrWlVWMCzKXkihqgNPDC/sxedcbDykprDGjkVzD5MqHD7BhLuxKMkrpfNK9UKHSaDg+lJx8bBdVMXXVoFSpm/OP2lnz6dQcMBsXYhwbTrfuwal1XCCGEqA8k0XOj48d/wWrVEdIsy7lNA4wa5CuFtRqjeiWN5hVmT/Y0PNFxWZX2bGDZSpu2dShvbMteHsWe4Nk3aGXesXPatsh2hULTNEzo0SuNvGpMGpcX8bw8HZ+t6cCWXS0JaGJl4sTHaBlaO4W1hRBCiJomiZ4bORZiNLvyfJ6DAszYuHRlBW5leQCmChzmTPY0DYvNVulCx/pyRr5KW5ShAWZ0mK7cX0VLpLhM2xZin+jWrvRJh8eVZK8q6V5Zz+cd+82X9z+L5uRpHyLbKsZNeBEfn0aVvoYQQghRX0mi50apR38B7CtuC9MAvQZGpcivQqJX3mhe0WsBmHU6NGXDUokXn1RkcrnwogwdYEaPEa3c0bsS+1rGAYWTPU3TMGOgQNkqvVCjpETPZoONP4azOqEtmga33RrDgEET5Hk8IYQQDY4kem50LO00Xt4WfH0vl7jfjLryjFvFUyIvzZ6AVWXS13jl+bTLFai1Z3+7RvlXKcg3sGtPc86d9qNbTAahLbKr1LfSpm3LYtB06JWGBSu2Co7uFU0/z5zz4IOV0aSk+RMSpHjwoUdoFR5TiV4IIYQQ1w5J9NykoKCAzEwb4RFZZY5UVabcigb4OmqQVIGmaRgUeGrlF1YubbWtQ3aOB1u2hbNjZxi5l+3vO0zcFkFE2FluijtCx/YnqcyAWGnTtg6FR/RcjtM0zEpPAbYK1dxznEEp2PFTMz75KgpLnoE+N7bgjhHTMZvNFe+0EEIIcY2RRM9Njh8/VGwhRlGVLbfifaVOXnUKszjq03lrZdfaK23a9tjxxmzeGsH+/c2wKR1Nm9r409A/0DqiB5s2fsCO3Tbe+yiWpk0ucmPPVLp1TsdkKn96tSLP8ZWV7BnRo1e6MsuwaFdGNC9eMrDiq44k7Q/Bz8fKuLEjuC4mvvwOCCGEENc4SfTcJCVlKwDNykj0gAqXW9EAH61iCVF5HOfwwv4WjaLjYEWnba1WjQMHQ9i8tTXHjvsD0L6dkX7xtxITE+98lq11m2e5I+sUG9a9w/c/Hmbl6k6sTWhHz9g0endPw8/XUuq9VWTatrREz0GnaWWWYdEBh1Ka8MHK68g+70HnaB9GjZ6Jr69/OVcWQgghGgZJ9Nwk9egh4OobMUpT0XIrPlr1RvJKui7a1WSv8JibY9r2Uq6RHTvD2LI9nJwcTwwGGz17BhAffz+hoR1KPG/jxoEMH/E4Q4ZeZvMPH7Bh4xY2/tCWbxNb0zX6N27qeYRmwReK9KXiCzfKS/YKl2GxFLqr/AIdazZ04LstEZhNVkbddzO9b7ynQs8hCiGEEA2FJHpuciztLN4+l/EpZSFGYeWVW9HhvtG8whyFle219mwUXNl+9rQPW7ZFsHtPS/LzDfj6WhkyOJI+fR/Az69io18eHh78Mf4h+vzxAXbv+pr1675iR1JLdiS1pH2bU9wUl0r71qfRauC+wF6GxfNKGZb0Ez58/FkXMk/6ERGm58GHZxAUHO7+iwohhBD1nCR6bpCfn09mpo3WbcpeiOFQXrkV3xocdHLU2jMrHSm/NmXLtgh+PRwMQMsW0K/fH+neYzgGQ9X+auh0OmK7DSG22xBSft3NN2s/YM9PikO/BhISdJ6beh4hNiYDo6Fiq2Ydz99VZAxQKY3Era353/r2KBsMGRjGkFsfR6+v3ltJhBBCiGuVJHpucOx4Mjabrtxp26JKKreix15SpaZmGPPzdST91IIft0Zw8pQvmqboHONF/C1/pl277m6d2mzdpivjJ3bl1Kl0Nqx7h82JaXz8ZQxfb2zPDd3T6NXtGN5e+W65Vla2mQ8/v45DRwIIDLDx4EPjad0m1i3nFkIIIa5Vkui5gWMhRlkrbktTtNyKX3WX2ZYiO8fM1u3hbNsZxqVcEx4eVm6+0Uz8LdMICg51/wULCQxswZ/vncWtt13k2w0vs+n7VL7e2J7137Whe9fj3NTzKIEBl0o9vrzn9HbvC+bjVR3JvWzkhrhgRvz5CTw8PGriVoQQQohriiR6bnD06GGgAituiyhabsUIeLo5yTue3ogft0awd38zbDYdTQNsDB4cyw03jsLT09O9FyuHl5c3g4bOpP9gK9u3rmTd+vX8uL0Vm7eH0SnyJH16pRIRdq7E0cySkr3cywY+Xd2BHT81x8fbyoS/3EaX6wfV0t0IIYQQ9Z8kem5w7NgZfHwt+JRSTqRMhcqtVOZVZ2Wx2jQO/BzMj1siSDvWBIB2bY3E9xtKTJdb6vxVX3q9np697qRH3HCSf05k3Tcfs+9AMPuSgwltnkWfXqnERJ1Ary/9Ob5fjzbmP59Fcy7bk05RXox+4AkaNQqsxbsQQggh6j9J9KopPz+fE5mK5i0ucuaMNyajFaOpAJPJik5X/oIDR7kVlMJczefjci8b2LErjMRt4WRl28uj9OjehFv6309oaFS1zl0TNE2jQ1QvOkT1IuO3FNZ98y7bttt4/5Mu+DfK5aaeqfToehwPj6tFka0FOtZsasOGHyIwGBV/viuOPn8cLWVThBBCiBJIoldNWVlnsNl0HD8WwOI3+rns0+utmExWTKYCjKYCjEb7n02F/mw02RNDs9GKt9mKh8mK0WTFbHK0tWIy2v9rvtJeVySnOX3Gm81bw9mV1JK8fAO+PlYGD2pPn74P0KhRk1qMRtU1a96a+8f8k9vuOMe3G5ew6bsDfLE2irWb2tLz+uPc2PMo+XkG/vNZDMcz/AhrqfHgQ3+nWfO2dd11IYQQ9ci8efP46quvSEpKwmQykZWVVaxNWloaEyZMICEhAR8fH0aPHs38+fPLrDixa9cupk+fzvbt29Hr9QwfPpyXXnoJHx+fYm3PnDlD586dSU9P59y5czRu3NiNd1g5kuhVU0BAEKNHx3P69HEuW3KxWC5jseSRZ8nDkpePxWIlL89KnsXGxYuKc+cgP0/Daq369KnRcDUJNBisnDrtC0CL5tCvXx+697gTo9HorlusVX5+/gy97TEGDM5jS+LHbFj/HZsSI/huSyt0OoXVpmNg/7bcettjUjZFCCFEMXl5eYwYMYK4uDjeeeedYvutVitDhgwhJCSEzZs3k5GRwf3334/RaOSZZ54p8Zy//fYb8fHx3H333bz22mvk5OQwZcoUxowZwyeffFKs/UMPPURMTAzp6eluv7/KkkSvmnQ6Hb16jaj0cQUFBVgsliufC+ReOocl7yKW3PNYLOe5bLmI5fIlLHm5XL5cKIHMy8diycdiKcBisZGXl0f0dXBL/zG0b9+zwUxhmkwmbrp5JDfceC/79iaw7pvl5OQUMHLUeNq171nX3RNCCFFPPf300wAsXbq0xP3ffPMNBw4cYP369QQHB9OlSxfmzp3L9OnTeeqppzCZTMWOWbVqFUajkddff935nPubb75JTEwMhw8fpm3bq7NLCxcuJCsri1mzZvH111+7/wYrSRK9OmIwGDAYDHh7ewNNgLC67lK9pNPpiOncj5jO/cpvLIQQQpQjMTGR6OhogoODndsGDBjAhAkT2L9/P127di12jMViwWQyuSxmdFSu+OGHH5yJ3oEDB5gzZw5bt24lJSWlhu+kYiTRqyKl7IsDcnJy6rgnQgghRPU5fp85fr8VVqDywOa+axWoPJdrOpjNZsxms/suVILMzEyXJA9wfs/MzCzxmD/+8Y889thjvPDCC/ztb3/j4sWLPP744wBkZGQA9mTwnnvu4YUXXiAsLEwSvWvd+fPnAQgNrdliw0IIIURtOn/+PI0aNQLsj9GEhISwKfM/br+Oj49Psd+hs2fP5qmnnirW9vHHH+e5554r83wHDx6kQ4cO7uyiU6dOnXjvvfd47LHHmDFjBnq9nsmTJxMcHOwc5ZsxYwZRUVGMHDmyRvpQVZLoVVHz5s05duwYvr6+dfZcXE5ODqGhoRw7dgw/P7866UN9IHG4SmJhJ3GwkzjYSRzsyouDUorz58/TvHlz5zYPDw+OHDlCXl6e2/ujlCr2+7O00bypU6cyZsyYMs/XunXrCl03JCSEbdu2uWw7ceKEc19p7r33Xu69915OnDiBt7c3mqbx0ksvOa+7ceNG9u7d61yc4RgZbdq0KU8++aTz2cHaJoleFel0Olq2bFnX3QDAz8/vd/3Dy0HicJXEwk7iYCdxsJM42JUVB8dIXmEeHh51/lrJwMBAAgPdUxQ/Li6OefPmcfLkSYKCggBYt24dfn5+dOzYsdzjHdO87777Lh4eHtxyyy0AfPrpp+Tm5jrbbd++nQcffJDvv/+eNm3auKXvVSGJnhBCCCEajLS0NM6ePUtaWhpWq5WkpCQA2rZti4+PD/3796djx46MGjWK559/nszMTGbOnMmkSZOcI4rbtm3j/vvvZ8OGDbRo0QKA1157jV69euHj48O6deuYNm0azz77rLNGXtFk7vTp0wBERUVJHT0hhBBCCHeYNWsW7733nvO7YxVtQkICffr0Qa/Xs2rVKiZMmEBcXBze3t6MHj2aOXPmOI+5dOkSycnJ5OfnO7dt27aN2bNnc+HCBTp06MCiRYsYNWpU7d1YFUmidw0zm83Mnj27xlco1XcSh6skFnYSBzuJg53Ewe73EoelS5eWWkPPoVWrVqxevbrU/X369Cm2+njZsmWV6kdJ56gLmqoPvRBCCCGEEG5X9fdwCSGEEEKIek0SPSGEEEKIBkoSPSGEEEKIBkoSPSGEEEKIBkoSvRo0f/58/vCHP+Dr60tQUBC33XYbycnJLm0WL15Mnz598PPzQ9M0srKyXPanpqby0EMPERERgaenJ23atGH27NnFqpT/9NNP3HjjjXh4eBAaGsrzzz9frD8rVqygQ4cOeHh4EB0dXWzFkVKKWbNm0axZMzw9PYmPj+eXX36pF3EozGKx0KVLFzRNc9ZHcvi9xOGrr76iR48eeHp64u/vz2233eayPy0tjSFDhuDl5UVQUBDTpk2joKDApc2mTZu4/vrrMZvNtG3btsRVaq+//jrh4eF4eHjQo0ePYtXkq8JdcTh06BDDhg2jadOm+Pn5ccMNN5CQkNBg4nD27Fn++te/EhkZiaenJ2FhYUyePJns7Ow6ucfLly8zadIkAgIC8PHxYfjw4c63CdSHWOzZs4d77rmH0NBQPD09iYqK4pVXXil2rfocC3f9nXA4c+YMLVu2LPHfUH2Og3AzJWrMgAED1JIlS9S+fftUUlKSGjx4sAoLC1MXLlxwtnn55ZfV/Pnz1fz58xWgzp0753KOr7/+Wo0ZM0atXbtW/frrr+qLL75QQUFBaurUqc422dnZKjg4WN13331q37596r///a/y9PRUixYtcrb58ccflV6vV88//7w6cOCAmjlzpjIajWrv3r3ONs8++6xq1KiR+vzzz9WePXvUrbfeqiIiIlRubm6dx6GwyZMnq0GDBilA7d69+3cXh08++UT5+/urhQsXquTkZLV//3710UcfOfcXFBSo6667TsXHx6vdu3er1atXq6ZNm6oZM2Y426SkpCgvLy/12GOPqQMHDqgFCxYovV6v1qxZ42yzfPlyZTKZ1Lvvvqv279+vxo4dqxo3bqxOnDhRL+LQrl07NXjwYLVnzx516NAhNXHiROXl5aUyMjIaRBz27t2r7rjjDvXll1+qw4cPqw0bNqh27dqp4cOHO89Rm/c4fvx4FRoaqjZs2KB27NihevbsqXr16lWtGLgzFu+8846aPHmy2rRpk/r111/V+++/rzw9PdWCBQuumVi4Iw6FDRs2zPmzsvC/ofoeB+FekujVopMnTypAffvtt8X2JSQklJvgODz//PMqIiLC+f2NN95Q/v7+ymKxOLdNnz5dRUZGOr/fddddasiQIS7n6dGjh/rLX/6ilFLKZrOpkJAQ9cILLzj3Z2VlKbPZrP773/9W+B4rojpxWL16terQoYPav39/sUTv9xCH/Px81aJFC/X222+Xet7Vq1crnU6nMjMzndsWLlyo/Pz8nLH5xz/+oTp16uRy3N13360GDBjg/N69e3c1adIk53er1aqaN2+u5s+fX6n7LE9V4nDq1CkFqO+++865LScnRwFq3bp1SqmGFQeHjz/+WJlMJpWfn6+Uqr17zMrKUkajUa1YscLZ5uDBgwpQiYmJ1bjrklUlFiWZOHGi6tu3r/P7tRaL6sThjTfeUDfffLPasGFDsX9D11ocRPXI1G0tcgyvN2nSpNrnKXyOxMREbrrpJkwmk3PbgAEDSE5O5ty5c8428fHxLucZMGAAiYmJABw5coTMzEyXNo0aNaJHjx7ONu5S1TicOHGCsWPH8v777+Pl5VVs/+8hDrt27SI9PR2dTkfXrl1p1qwZgwYNYt++fc42iYmJREdHO9/HCPZ7zMnJYf/+/c42ZcUhLy+PnTt3urTR6XTEx8fXizgEBAQQGRnJsmXLuHjxIgUFBSxatIigoCBiY2OBhhmH7Oxs/Pz8MBgMzv7Xxj3u3LmT/Px8lzYdOnQgLCzM7XFw3CdULhaltSn6s/JaikVV43DgwAHmzJnDsmXL0OmK/5q/1uIgqkcSvVpis9mYMmUKvXv35rrrrqvyeQ4fPsyCBQv4y1/+4tyWmZnp8oMerr50OTMzs8w2hfcXPq6kNu5Q1TgopRgzZgzjx4+nW7duJbb5PcQhJSUFgKeeeoqZM2eyatUq/P396dOnD2fPngWqF4ecnBxyc3M5ffo0Vqu13sZB0zTWr1/P7t278fX1xcPDg5deeok1a9bg7+8PNLw4nD59mrlz5zJu3Djnttq6x8zMTEwmU7H3dbo7DlD1WBS1efNmPvroowrFqz7GoqpxsFgs3HPPPbzwwguEhYWVeNy1FAdRffIKtFoyadIk9u3bxw8//FDlc6SnpzNw4EBGjBjB2LFj3di72lPVOCxYsIDz588zY8aMGupZ7apqHGw2GwBPPvkkw4cPB2DJkiW0bNmSFStWuPwPwLWgqnFQSjFp0iSCgoL4/vvv8fT05O2332bo0KFs376dZs2a1VCPa0Z5ccjJyWHIkCF07NiRp556qnY7V8vcEYt9+/YxbNgwZs+eTf/+/WuwtzWnqnGYMWMGUVFRjBw5spZ6Kuo7GdGrBY888girVq0iISGBli1bVukcv/32G3379qVXr14sXrzYZV9ISEixlU6O7yEhIWW2Kby/8HEltamu6sRh48aNJCYmYjabMRgMtG3bFoBu3boxevRo4PcRB0cC07FjR+c2s9lM69atSUtLA6oXBz8/Pzw9PWnatCl6vb7exmHjxo2sWrWK5cuX07t3b66//nreeOMNPD09nS8zbyhxOH/+PAMHDsTX15eVK1diNBqd+2rrHkNCQsjLyyu2ctOdcYDqxcLhwIED9OvXj3HjxjFz5kyXfddKLKoTh40bN7JixQoMBgMGg4F+/foB0LRpU2bPnu28h2shDsI9JNGrQUopHnnkEVauXMnGjRuJiIio0nnS09Pp06cPsbGxLFmypNgzF3FxcXz33Xfk5+c7t61bt47IyEjnNFZcXBwbNmxwOW7dunXExcUBEBERQUhIiEubnJwctm7d6mxTVe6Iw6uvvsqePXtISkoiKSnJWRLlo48+Yt68ecDvIw6xsbGYzWaXkgv5+fmkpqbSqlUrwH6Pe/fu5eTJk84269atw8/Pz5kglhcHk8lEbGysSxubzcaGDRvqRRwuXboEUOzfgk6nc456NoQ45OTk0L9/f0wmE19++SUeHh4u+2vrHmNjYzEajS5tkpOTSUtLq3YcwD2xANi/fz99+/Zl9OjRzp8LhdX3WLgjDp9++qnLz8q3334bgO+//55JkyZdE3EQblZny0B+ByZMmKAaNWqkNm3apDIyMpyfS5cuOdtkZGSo3bt3q7feesu5inD37t3qzJkzSimljh8/rtq2bav69eunjh8/7nIeh6ysLBUcHKxGjRql9u3bp5YvX668vLyKlRUxGAzqX//6lzp48KCaPXt2iWVFGjdurL744gv1008/qWHDhrmlrIg74lDUkSNHiq26/b3E4W9/+5tq0aKFWrt2rfr555/VQw89pIKCgtTZs2eVUldLbvTv318lJSWpNWvWqMDAwBJLbkybNk0dPHhQvf766yWWVzCbzWrp0qXqwIEDaty4capx48YuKzzrKg6nTp1SAQEB6o477lBJSUkqOTlZ/f3vf1dGo1ElJSU1iDhkZ2erHj16qOjoaHX48GGXNgUFBbV+j+PHj1dhYWFq48aNaseOHSouLk7FxcVVKwbujMXevXtVYGCgGjlypMv+kydPXjOxcEcciipp5Xp9j4NwL0n0ahBQ4mfJkiXONrNnzy6zzZIlS0o9T2F79uxRN9xwgzKbzapFixbq2WefLdafjz/+WLVv316ZTCbVqVMn9dVXX7nst9ls6v/+7/9UcHCwMpvNql+/fio5OblexKGokhI9pX4fccjLy1NTp05VQUFBytfXV8XHx6t9+/a5XCs1NVUNGjRIeXp6qqZNm6qpU6cWK7+QkJCgunTpokwmk2rdunWJsV6wYIEKCwtTJpNJde/eXW3ZsqXexGH79u2qf//+qkmTJsrX11f17NlTrV69usHEwfELuqTPkSNHav0ec3Nz1cSJE5W/v7/y8vJSt99+u8v/cNZ1LEr7O9OqVatrJhbu+jtR9H6LJnr1PQ7CvTSllCpn0E8IIYQQQlyD5Bk9IYQQQogGShI9IYQQQogGShI9IYQQQogGShI9IYQQQogGShI9IYQQQogGShI9IYQQQogGShI9IYQQQogGShI9IUSd6tOnD1OmTKnx64SHh6NpGpqmFXs/Z2X16dPHea6kpCS39E8IIWqCJHpCCADGjBnjTF4KfwYOHOiW82/atKnEJOuzzz5j7ty5brlGeebMmUNGRgaNGjWq1nk+++wztm3b5qZeCSFEzTHUdQeEEPXHwIEDWbJkics2s9lco9ds0qRJjZ6/MF9fX0JCQqp9niZNmpCTk+OGHgkhRM2SET0hhJPZbCYkJMTl4+/v79z/0ksvER0djbe3N6GhoUycOJELFy449x89epShQ4fi7++Pt7c3nTp1YvXq1aSmptK3b18A/P390TSNMWPGAMWnbsPDw3nmmWd48MEH8fX1JSwsjMWLF7v0c/PmzXTp0gUPDw+6devG559/XqVp1KVLl9K4cWNWrVpFZGQkXl5e3HnnnVy6dIn33nuP8PBw/P39mTx5MlartXLBFEKIekBG9IQQFabT6Xj11VeJiIggJSWFiRMn8o9//IM33ngDgEmTJpGXl8d3332Ht7c3Bw4cwMfHh9DQUD799FOGDx9OcnIyfn5+eHp6lnqdF198kblz5/LEE0/wySefMGHCBG6++WYiIyPJyclh6NChDB48mA8//JCjR49W6xm/S5cu8eqrr7J8+XLOnz/PHXfcwe23307jxo1ZvXo1KSkpDB8+nN69e3P33XdX+TpCCFEXJNETQjitWrUKHx8fl21PPPEETzzxBECxkbd//vOfjB8/3pnopaWlMXz4cKKjowFo3bq1s71jijYoKIjGjRuX2Y/BgwczceJEAKZPn87LL79MQkICkZGRfPjhh2iaxltvvYWHhwcdO3YkPT2dsWPHVume8/PzWbhwIW3atAHgzjvv5P333+fEiRP4+PjQsWNH+vbtS0JCgiR6QohrjiR6Qginvn37snDhQpdthZ+hW79+PfPnz+fnn38mJyeHgoICLl++zKVLl/Dy8mLy5MlMmDCBb775hvj4eIYPH05MTEyl+1H4GE3TCAkJ4eTJkwAkJycTExODh4eHs0337t0rfQ0HLy8vZ5IHEBwcTHh4uEvCGxwc7Ly+EEJcS+QZPSGEk7e3N23btnX5OBK91NRU/vSnPxETE8Onn37Kzp07ef311wHIy8sD4OGHHyYlJYVRo0axd+9eunXrxoIFCyrdD6PR6PJd0zRsNls1767i16rN6wshRE2SRE8IUSE7d+7EZrPx4osv0rNnT9q3b89vv/1WrF1oaCjjx4/ns88+Y+rUqbz11lsAmEwmgGovaoiMjGTv3r1YLBbntu3bt1frnEII0VBJoieEcLJYLGRmZrp8Tp8+DUDbtm3Jz89nwYIFpKSk8P777/Pmm2+6HD9lyhTWrl3LkSNH2LVrFwkJCURFRQHQqlUrNE1j1apVnDp1ymW1bmXce++92Gw2xo0bx8GDB1m7di3/+te/APvImxBCiKsk0RNCOK1Zs4ZmzZq5fG644QYAOnfuzEsvvcRzzz3HddddxwcffMD8+fNdjrdarUyaNImoqCgGDhxI+/btnQs1WrRowdNPP83jjz9OcHAwjzzySJX66Ofnx//+9z+SkpLo0qULTz75JLNmzQJweW5PCCEEaEopVdedEEKI6vjggw944IEHyM7OLrVsS3h4OFOmTHHb69ZSU1OJiIhg9+7ddOnSxS3nFEIId5MRPSHENWfZsmX88MMPHDlyhM8//5zp06dz1113lVmbD+ylWnx8fMjOzq7W9QcNGkSnTp2qdQ4hhKgNUl5FCHHNyczMZNasWWRmZtKsWTNGjBjBvHnzyjzm22+/JT8/H7C/Cq063n77bXJzcwEICwur1rmEEKImydStEEIIIUQDJVO3QgghhBANlCR6QgghhBANlCR6QgghhBANlCR6QgghhBANlCR6QgghhBANlCR6QgghhBANlCR6QgghhBANlCR6QgghhBANlCR6QgghhBAN1P8DtLY0eHgebksAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 600x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = msh.plot()\n",
    "ax.scatter(p1.x, p1.y, marker=\"*\", s=200, c=\"red\", label=\"inside\")\n",
    "ax.scatter(p2.x, p2.y, marker=\"+\", s=200, c=\"green\", label=\"outside\")\n",
    "ax.legend();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Subset mesh\n",
    "Select only elements with more than 3m depth. Plot these elements. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [],
   "source": [
    "zc = msh.element_coordinates[:,2]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Change z values and boundary code\n",
    "Assume that we want to have a minimum depth of 2 meters and change the open boundary (code 2) to a closed one (code 1). "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "max z before: -0.200000002980232\n",
      "max z after: -2.0\n"
     ]
    }
   ],
   "source": [
    "print(f'max z before: {msh.node_coordinates[:,2].max()}')\n",
    "zc = msh.node_coordinates[:,2]\n",
    "zc[zc>-2] = -2\n",
    "msh.zn = zc\n",
    "print(f'max z after: {msh.node_coordinates[:,2].max()}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "c = msh.geometry.codes\n",
    "c[c==2] = 1\n",
    "msh.geometry.codes = c"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([0, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n",
       "       1, 1, 0, 1, 1, 1, 0, 1, 1, 0, 1, 1, 1, 0, 1, 1, 1, 1, 0, 1, 1, 1,\n",
       "       0, 0, 0, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n",
       "       0, 1, 0, 1, 0, 0, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 0, 0, 1, 0,\n",
       "       1, 1, 1, 1, 1, 1, 0, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 0,\n",
       "       1, 1, 0, 1, 0, 1, 0, 1, 1, 1, 0, 0, 0, 1, 0, 0, 0, 1, 1, 1, 1, 0,\n",
       "       1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n",
       "       0, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 1, 1, 1, 0, 0, 0,\n",
       "       0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0,\n",
       "       0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
       "       0, 0, 0, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0,\n",
       "       0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1,\n",
       "       0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0,\n",
       "       1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0,\n",
       "       0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0,\n",
       "       0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
       "       0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
       "       0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0,\n",
       "       0, 0, 0], dtype=int32)"
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "msh.geometry.codes"
   ]
  }
 ],
 "metadata": {
  "interpreter": {
   "hash": "fa576ebcd40e010bdc0ae86b06ce09151f3424f9e9aed6893ff04f39a9299d89"
  },
  "kernelspec": {
   "display_name": "Python 3.8.10 64-bit ('base': conda)",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}