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+12,0.10089035332202911,-0.10593882948160172,0.10409047454595566,0.10277388989925385,-0.2030043601989746,0.10397550463676453,0.10450200736522675,-0.3207870125770569,0.0845165029168129 +12,0.1008901372551918,-0.10593360662460327,0.10409636050462723,0.10277815908193588,-0.20299214124679565,0.10397879779338837,0.10450205951929092,-0.32079237699508667,0.08452942967414856 +12,0.10088558495044708,-0.1059424877166748,0.1040969118475914,0.1027761697769165,-0.20299452543258667,0.10397839546203613,0.10451142489910126,-0.3207828402519226,0.08453265577554703 diff --git a/stack/main/scripts/data_visualization.ipynb b/stack/main/scripts/data_visualization.ipynb index afa021f..f3b14d1 100644 --- a/stack/main/scripts/data_visualization.ipynb +++ b/stack/main/scripts/data_visualization.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 17, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -47,12 +47,12 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "# ys_ik = pd.read_csv(f'../data/trajectories/dynamic/src_demo/observations_controlled_200g_06sep24.csv')\n", - "ys_ik = pd.read_csv(f'../data/trajectories/dynamic/observations_beta_controlled_200g.csv')\n", + "ys_ik = pd.read_csv(f'../data/trajectories/dynamic/observations_manual_decay_200g.csv')\n", "\n", "ys_ik = ys_ik.drop(columns='ID')\n", "# rest_positions = np.array([0.1005, -0.10698, 0.10445, 0.10302, -0.20407, 0.10933, 0.10581, -0.32308, 0.10566])\n", @@ -62,7 +62,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 21, "metadata": {}, "outputs": [ { @@ -100,63 +100,63 @@ " \n", " \n", " 0\n", - " 0.001038\n", - " -0.105898\n", - " -0.001014\n", - " 0.003178\n", - " -0.202692\n", - " -0.005402\n", - " 0.006742\n", - " -0.320060\n", - " -0.019781\n", + " 0.005791\n", + " -0.104353\n", + " -0.016442\n", + " 0.008156\n", + " -0.188244\n", + " -0.066424\n", + " 0.005582\n", + " -0.246721\n", + " -0.162730\n", " \n", " \n", " 1\n", - " 0.001036\n", - " -0.105886\n", - " -0.001021\n", - " 0.003174\n", - " -0.202683\n", - " -0.005409\n", - " 0.006736\n", - " -0.320060\n", - " -0.019779\n", + " 0.005794\n", + " -0.104378\n", + " -0.016430\n", + " 0.008164\n", + " -0.188279\n", + " -0.066355\n", + " 0.005504\n", + " -0.246845\n", + " -0.162629\n", " \n", " \n", " 2\n", - " 0.001028\n", - " -0.105892\n", - " -0.001019\n", - " 0.003180\n", - " -0.202684\n", - " -0.005408\n", - " 0.006734\n", - " -0.320059\n", - " -0.019779\n", + " 0.005799\n", + " -0.104423\n", + " -0.016370\n", + " 0.008183\n", + " -0.188312\n", + " -0.066301\n", + " 0.005458\n", + " -0.246885\n", + " -0.162562\n", " \n", " \n", " 3\n", - " 0.001039\n", - " -0.105902\n", - " -0.001015\n", - " 0.003175\n", - " -0.202694\n", - " -0.005405\n", - " 0.006734\n", - " -0.320060\n", - " -0.019783\n", + " 0.005807\n", + " -0.104444\n", + " -0.016342\n", + " 0.008175\n", + " -0.188363\n", + " -0.066244\n", + " 0.005412\n", + " -0.246900\n", + " -0.162527\n", " \n", " \n", " 4\n", - " 0.001034\n", - " -0.105893\n", - " -0.001016\n", - " 0.003168\n", - " -0.202693\n", - " -0.005410\n", - " 0.006715\n", - " -0.320073\n", - " -0.019778\n", + " 0.005797\n", + " -0.104434\n", + " -0.016329\n", + " 0.008162\n", + " -0.188351\n", + " -0.066239\n", + " 0.005382\n", + " -0.246849\n", + " -0.162517\n", " \n", " \n", "\n", @@ -164,21 +164,21 @@ ], "text/plain": [ " x1 y1 z1 x2 y2 z2 x3 \\\n", - "0 0.001038 -0.105898 -0.001014 0.003178 -0.202692 -0.005402 0.006742 \n", - "1 0.001036 -0.105886 -0.001021 0.003174 -0.202683 -0.005409 0.006736 \n", - "2 0.001028 -0.105892 -0.001019 0.003180 -0.202684 -0.005408 0.006734 \n", - "3 0.001039 -0.105902 -0.001015 0.003175 -0.202694 -0.005405 0.006734 \n", - "4 0.001034 -0.105893 -0.001016 0.003168 -0.202693 -0.005410 0.006715 \n", + "0 0.005791 -0.104353 -0.016442 0.008156 -0.188244 -0.066424 0.005582 \n", + "1 0.005794 -0.104378 -0.016430 0.008164 -0.188279 -0.066355 0.005504 \n", + "2 0.005799 -0.104423 -0.016370 0.008183 -0.188312 -0.066301 0.005458 \n", + "3 0.005807 -0.104444 -0.016342 0.008175 -0.188363 -0.066244 0.005412 \n", + "4 0.005797 -0.104434 -0.016329 0.008162 -0.188351 -0.066239 0.005382 \n", "\n", " y3 z3 \n", - "0 -0.320060 -0.019781 \n", - "1 -0.320060 -0.019779 \n", - "2 -0.320059 -0.019779 \n", - "3 -0.320060 -0.019783 \n", - "4 -0.320073 -0.019778 " + "0 -0.246721 -0.162730 \n", + "1 -0.246845 -0.162629 \n", + "2 -0.246885 -0.162562 \n", + "3 -0.246900 -0.162527 \n", + "4 -0.246849 -0.162517 " ] }, - "execution_count": 28, + "execution_count": 21, "metadata": {}, "output_type": "execute_result" } @@ -189,16 +189,16 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "11701" + "5689" ] }, - "execution_count": 29, + "execution_count": 22, "metadata": {}, "output_type": "execute_result" } @@ -209,7 +209,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 23, "metadata": {}, "outputs": [], "source": [ @@ -251,24 +251,24 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "da17945fd77b47d89513d5d0599e2064", + "model_id": "5198084b323a43edb88e305929613797", "version_major": 2, "version_minor": 0 }, - "image/png": 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99tuLPZ/10ksvER0dTUpKiuO1G264gd69e2O324Hit4Dz8/N5+OGHiYqKwsfHhwYNGjBlyhTXXHQNGjcObr0VbDY4dqzw/7feWvh6TZk6dSq33HILo0aNolOnThw8eJAffviB2rVrA4Wjek8//TTt2rWjd+/eWCwW5s+fX2pfdevW5cUXX+Spp56iTp06Za6/N3v2bDp37sz1119P9+7dMQyDpUuXlrjtWxFff/01SUlJzJs3j6ioKMfHlVdeWaLt2bebs7KyWLx4MWfOnKn0ueXyYzLK88CBiMglzDAMrr32WiwWCzt27OCRRx654O3fjz/+mKioKJo3b05iYiITJ06kdu3aLF26FCgcUenVqxd16tRh0aJFvP/++zz11FNs27aN+vXrA4UBcNGiRdx44428/vrrvPXWW8ybN4969epx7Ngxjh07xt/+9jeXX3955ObmcuTIERo2bIiPj0+V+ysa+SuaBCI1Y9++fcTFxREbG8s111xDs2bNarokuUgoAIqIW9i7dy8tW7akbdu2bN68GQ+Piq2CtWHDBrp27cqZM2cICAgA4PDhw3To0IEHH3yQt99+mw8++ICRI0c6jjk7AI4fP55du3bx448/lpiQcDFwdgCU6pObm8uxY8do1KgRFosFwzCw2+0cOXIEq9VKQUEBTZs21Z+rFKNbwCLiFj7++GP8/Pw4cuQIx48fv2D7LVu2MGzYMOrXr09gYCB9+vQBIC4uztGmUaNGvP7667z66qv85S9/KRb+zjV69Gi2bt1K8+bNGT9+PMuXL6/yNYlA4Q8afn5+WCwWx+eGYWC1WgkJCcHDw4MjR46wdu1aPvzwQ8fkFD0X6N4UAEXksrd27VqmTZvGt99+S/fu3bn33nvPu9xGVlYWAwcOJCAggLlz57JhwwYWLVoEFD7Ld7bffvsNi8VCbGwsBQUFZfbZqVMnjhw5wssvv0xOTg7Dhw/n1ltvdc4Filvz9vambt26AI5JKQUFBRiGQWZmJsnJyUydOpX77ruPf//73wwaNIi9e/c6AqO4JwVAEbms5eTkcNdddzFu3Dj69+/PRx99xIYNG5g5c2aZx+zdu9fxTbNXr160aNGi1AV6v/zySxYuXMivv/7KsWPHePnll89bS1BQECNGjODDDz/kyy+/ZMGCBY7tyEQq6twfYuLj49m7dy/Z2dn4+PgQERGBzWbDZrMxZMgQPvvsM5YtW0ZkZCS///57DVUtFwsFQBG5rD311FPY7XZeffVVAOrVq8e///1vnnzySWJjY0s9pl69enh5efH2229z+PBhFi9eXCLcHT9+nAceeIBXX32Vq6++mjlz5jBlyhTWrVtXap/Tpk1j/vz57N27l/379/P1118TGRlZ5nZiIhdS9Cxp0ezeyMhIAgMDOXr0KDabjbCwMK644grq1KnDjTfeSIcOHcjKysLb25vWrVvXZOlyEVAAFJHL1sqVK3n33XeZM2cO/v7+jtfHjh1Ljx49yrwVHB4ezpw5c/j6669p1aoVU6dO5fXXX3e8bxgGo0ePpmvXro5lQAYMGMDDDz/MHXfcUeracAEBAbz66qt06dKFK6+8ktjYWJYuXYrZrC/DUnnJyckcPXoUu92OyWSiQYMG5OXlceLECQzDcPz92rdvH59++in9+vWjS5cujj2KxX1pFrCIiGgW8CXg3K3kAFJTUzlx4gStW7fGZDJhMplIS0vj0KFDNGzYEH9/f/bt28eHH37IL7/8woMPPshDDz1UQ1cgFxMFQBERUQC8hJw5cwZ/f3/MZjMpKSnEx8c7AmBRSDx+/DjJycnUr1+fhIQEsrKyiIqKckwWEanYQlgiIiJSY1JSUjh27BgWiwVfX198fX2xWCxYrVa8vLwcI4TR0dGcOXOGY8eO4eHhQZs2bRTspRg9fCIiIlKG2NhYTCYTW7duPW+7Pn36MGHCBKeeu7QbdLVq1aJt27bUrVsXk8lEeno6WVlZHDt2jLS0NHJzcwEwm800atSI8PDwi3Lhcal5CoAiInJJGz16tOP5N09PTxo1asQTTzxBVlZWlfuOiYkhPj6eNm3aAPDrr79iMpk4ffp0sXYLFy684DJAFXH28365ubnYbDaSkpK47rrriImJISoqij59+vD666+Tl5eHp6cnx48fZ8+ePezbt4+MjAy8vb0d+x2LnEu3gEVE5JI3ePBgZs+ejdVq5ffff2fMmDFkZWUxY8aMKvVrsViIjIy8YLuQkJAqnedsZ4e/w4cPk5OTg8lkIj8/n2HDhvGPf/yD0NBQDh8+zAMPPEB8fDxLlixx3PbNy8sjKCjIafXI5UkjgCIi4nSnMk+xM3EniVklF9B2BW9vbyIjI4mJieH2229n5MiRfPPNNwDk5eUxfvx4IiIi8PHx4eqrr2bDhg2OY9PS0hg5ciTh4eH4+vrStGlTZs+eDRS/BRwbG0vfvn0BqF27NiaTidGjRwMlbwGnpaVx5513Urt2bfz8/BgyZAgHDhxwvD9nzhxq1arFDz/8QMuWLQkICGDw4MHEx8djMpnIy8tj165d5OfnO0b8LBYLgwcPpkuXLjRs2JB+/fpx9913s2XLFsxmMx4eHtSuXbtcgVVEI4AiIuI0WflZfLD5A3458guZ+ZkEeAXQt2FfxnUeh5+nX7XV4evri9VqBWDSpEksWLCATz75hPr16/Paa68xaNAgDh48SEhICM899xy7d+/m+++/JywsjIMHD5KTk1Oiz5iYGBYsWMAtt9zCvn37CAoKwtfXt9Tzjx49mgMHDrB48WKCgoL4v//7P4YOHcru3bvx9PQEIDs7m9dff53PPvsMs9nMHXfcwRNPPMHcuXM5ffo0AQEB1K9fH4DExESsVispKSn4+PgQFRXFyZMn+f777+ncuTP5+fl4e3u76HdTLkcaARQREaf5YPMH/GfXf7CYLNQLqofFZOE/u/7DzE1lb73nbH/88Qeff/45/fr1c9wG/te//sWQIUNo1aoVH374Ib6+vsyaNQuAuLg4OnbsSJcuXWjQoAH9+/fnL3/5S4l+LRaL41ZvREQEkZGRBAcHl2hXFPw++ugjevXqRfv27Zk3bx4nTpxwjEoCWK1W3n77bbp06UKnTp14+OGH+emnnzCZTAQEBBAaGgoUjkImJCTQoEEDoqOjGT16NH5+ftStWxd/f3/eeOMNhT+pMAVAERFxilOZp/jlyC9E+EcQ4R+Bt4e349e/HPnFpbeDlyxZQkBAAD4+PnTv3p3evXvz9ttvc+jQIaxWKz179nS09fT0pGvXruzZsweABx54gPnz59OhQwcmTZrEmjVrqlTLnj178PDw4KqrrnK8FhoaSvPmzR3nBPDz8yMnJ8cxczcqKsqx57S/vz8BAQGkpaWRnZ1N48aNCQkJwdfXl4kTJzJ37lwWLlxIXFwcb775ZpXqFfekACgiIk6RlJ1EZn4mwd7FR8WCvYPJys9yaQDs27cvW7duZd++feTm5rJw4UIiIiIcS6mcuxTK2RMthgwZwtGjR5kwYQInT56kX79+PPHEE5Wupaz9Fc7dycPDwwOLxeK4JVy0kPPZ0tPTsVgsjq0M7XY7rVq1on379gwdOpT333+fGTNmEB8fX+l6xT0pAIqIiFOE+4UT4BVAel56sdfT89Lx9/Inwj/CZef29/enSZMm1K9f3xGoAJo0aYKXlxerVq1yvGa1Wtm4cSMtW7b8s/bwcEaPHs3cuXOZPn06H3zwQann8fLyAsBms5VZS6tWrSgoKGD9+vVAYfBLSUlh//79tGzZslgoNQzD8axiWdeVmZlJamoqycnJnDx5Ej8/Pxo3blzstm9eXt75fntEStAkEBERcYo6AXXo27Av/9n1H6Bw5C89L53ErERubX2rSwNgWfz9/XnggQd48sknCQkJoV69erz22mtkZ2dz7733AvD888/TuXNnWrduTV5eHkuWLCkWDs9Wv359TCYTS5YsYejQofj6+hIQEFCsTdOmTRk2bBhjx45l5syZBAYG8tRTTxEdHc2wYcOKjQIahoGHR9nfioODgwkNDeX48eP89ttvFBQU0L9/fzIzM9m9ezeTJk2iZ8+eNGjQoOq/WeJWNAIoIiJOM67zOG5tfSs2w8axjGPYDBu3tr6VcZ3H1VhNU6dO5ZZbbmHUqFF06tSJgwcP8sMPPzgWSfby8uLpp5+mXbt29O7dG4vFwvz580vtq27durz44os89dRT1KlTh4cffrjUdrNnz6Zz585cf/31dO/enby8PP79739z4MABjh8/7hj18/b2Pu/onZeXFw0aNKBZs2Y0b96cr776iquvvpqWLVsyYcIErr/+epYsWVLF3yFxRyajrIcVRETEbeTm5nLkyBEaNmzolD1jE7MSScxKdEwCcXcFBQXY7XaSk5NJT0/HZrNhs9koKCigRYsW+Pv7l3hG0Bmc/ecqlw/dAhYREadT8CvOYrHg4eFBdHQ00dHRZGdnk5aWxunTp0lISKBx48aOZwK1d69UB90CFhERcbGiUFd0061oHb/IyEhyc3M5ceJEsXYirqYAKCIiUk3ODYLBwcHUrl2b06dPk5qaWuw9EVdSABSpRmlpaYwaNYrg4GCCg4MZNWoUp0+fPu8xCxcuZNCgQYSFhTn2JD1XXl4ejzzyCGFhYfj7+3PDDTdw/Phx11wElbsOwzCYPHky0dHR+Pr60qdPH3bt2lWsTZ8+fTCZTMU+brvtNqfW/t577zmeh+rcuTO///77eduvXLmSzp074+PjQ6NGjXj//fdLtFmwYAGtWrXC29ubVq1asWjRIqfWXBpnX8eiRYs4evQoO3fuZOPGjY4Pu93uyssACrc52759O5s2bWL37t2cOXOmzLb5+fkcPnzYUWdcXFyp7dLS0ti5cyebNm1i586dpKWluar8Sim63evh4UFISAje3t4kJCRgs9k0CijVQgFQpBrdfvvtbN26lWXLlrFs2TK2bt3KqFGjzntMVlYWPXv2ZOrUqWW2mTBhAosWLWL+/PmsWrWKzMxMrr/++vOuVVYVlbmO1157jTfeeIN33nmHDRs2EBkZyYABA0p8sx87dizx8fGOj5kznbeF2JdffsmECRN49tln2bJlC7169WLIkCFlhogjR44wdOhQevXqxZYtW3jmmWcYP348CxYscLRZu3YtI0aMYNSoUWzbto1Ro0YxfPhwxxpwruCK64DCUNK8eXPat2/v+DCbXfttIjU1lWPHjhEVFUWrVq0ICAjgwIEDZc6MLQpNkZGR+PmVvrdwZmYmhw4dIjQ0lFatWhEaGsrhw4fJzMx05aVUWFHQK9rbt3HjxlgslhquStyGISLVYvfu3QZgrFu3zvHa2rVrDcDYu3fvBY8/cuSIARhbtmwp9vrp06cNT09PY/78+Y7XTpw4YZjNZmPZsmVOq79IZa7DbrcbkZGRxtSpUx2v5ebmGsHBwcb777/veO2aa64xHn30UafXXKRr167G/fffX+y1Fi1aGE899VSp7SdNmmS0aNGi2Gvjxo0zunXr5vh8+PDhxuDBg4u1GTRokHHbbbc5qeqSXHEd8+bNM5YtW2ZkZ2c7v+Dz2L17txEbG1vstR07dhjHjh274LF79+41jh49WuL1gwcPGvv27Sv22r59+4xDhw5VrdhyslqtxqFDh4zNmzcbmzdvNg4dOmRYrdZS29rtdsMwDCM1NdXYt2+fsWXLFmPDhg1GVlZWibY2m804evSosWXLFmPTpk3G/v37jby8vPPWkp2dbezevdvIycmp+oXJZUUjgCLVZO3atQQHBxfbH7Rbt24EBwdXae/RTZs2YbVaGThwoOO16Oho2rRpU+U9TUtTmes4cuQICQkJxWr09vbmmmuuKXHMvHnzCAsLo3Xr1jzxxBPnvR1YEfn5+WzatKlYDQADBw4ss+61a9eWaD9o0CA2btzoWMetrDau+L0H111HQUEBeXl57Nu3j23btnHgwAGys7Ndcg1F7HY7WVlZBAUFFXs9KCioSqN1WVlZBAefsx1dcHC1jQAePnyYnJwcmjZtStOmTcnJyeHIkSOlti0aBbTb7QQEBFC3bt0y+z127BhpaWk0atSIFi1aYLfbOXDgwHmfGSz6Mzx7dxQR0DIwItUmISGBiIiSy2JERESQkJBQpX69vLwci9oWqVOnTpX6Pd/5KnodRa/XqVOnRI1Hjx51fD5y5EgaNmxIZGQkO3fu5Omnn2bbtm2sWLGiynUnJydjs9lKreF8dZfWvqCggOTkZKKiosps44rfe3DddTRr1oy0tDTMZjOhoaFkZWWxZ88emjRpUmzLMWfKz88HCsNPbm5uiffOfe1cdrudgoKCEu2sVmuJPu12O1ar9YJ9VlZBQQHx8fFkZGRgGIZj796i29VHjhwhPT292O9leno6qamp5ObmYrPZit0CzsvLw2w2c+TIEbKysoqdKyEhgXr16hEVFcX+/ftJTk4mMDCwWBvDMMjOziYxMZFatWrp1rKUoAAoUkWTJ0/mxRdfPG+bDRs2AKUv8WC4aN2vivZbHddx7vvnHjN27FjHr9u0aUPTpk3p0qULmzdvplOnThe8hvK4UA3laX/u6xXt0xmcfR3dunXDMAwSEhI4ffo0hmGQnp7Ozp07CQkJcXL1hWw2G8nJyXh4eJQIRllZWRcctSr64efc5wWTkpIwDKPYxKSsrCxSUlLKHImrqsTERAoKCvDz8yMjI4P09HQSExMdPyylpKRgGEaxbeMyMzMpKCjAYrGQmpqKp6cnZrOZ5ORkPD098fLyIiEhAU9PT3x9fUlKSiI6Ohqr1eq4jvT0dA4ePEitWrVKratWrVpERka65Jrl0qYAKFJFDz/88AVnqjZo0IDt27dz6tSpEu8lJSWVGJ2piMjISPLz80lLSys2CpiYmEiPHj3K3Y8rr6PoG1BCQgJRUVHFajzftXfq1AlPT08OHDhQ5QAYFhaGxWIpMUp2vhoiIyNLbe/h4UFoaOh521Tlz/R8XHUdUBgGo6KiiIiIwGq1Mnv2bBISEvjwww+dfyEUjvINGzaM6dOnM2DAAMfrr7zyCnv37uWzzz477/EvvPACLVq04Jlnnin2+j333MNdd93F6NGjHa/NmTOHTz/9lJ9//tmp1wBw6NAh7rrrLr788kvWrVvHokWLmDp1Krfddhvff/89DRs25IEHHuCmm25i3LiSW+KdOHGC4cOHs2jRIgICArj//vtZtGgRDRs2dFxju3bteOaZZ9i+fXuxY//xj39Qt25dXnrppRL9enp6auRPyqQAKFJFYWFhhIWFXbBd9+7dSU9P548//qBr164ArF+/nvT09AoFtXN17twZT09PVqxYwfDhwwGIj49n586dvPbaa+Xux5XXUXRbd8WKFXTs2BEo/Oa/cuVKXn311TLPtWvXLqxWa7HQWFleXl507tyZFStWcNNNNzleX7FiBcOGDSv1mO7du/Pf//632GvLly+nS5cujtGp7t27s2LFCiZOnFisTVX+TM/HVddxNovFgtls5tdff6Vt27Yu20LMx8eHsLAwvv/+e/7yl784Xl+wYAHDhg274HkTExOJjo4u0a5evXosXryY+++/3/Hat99+S/369St9LeUZIc/OziYrK4v4+Hi6devG6dOnWbduHS1btuTEiRMsXLiQjz76iMOHDxMcHEz//v2ZOnUqFouFo0ePYjKZKCgo4OjRo/Tt2xer1Yqvry8//fQT+fn5ZGVl8fe//50XXnjBccs3MTGRwMBAbfMmFVf9805E3NfgwYONdu3aGWvXrjXWrl1rtG3b1rj++uuLtWnevLmxcOFCx+cpKSnGli1bjO+++84AjPnz5xtbtmwx4uPjHW3uv/9+44orrjB+/PFHY/Pmzca1115rtG/f3igoKLhormPq1KlGcHCwsXDhQmPHjh3G3/72NyMqKsrIyMgwDKNw5uaLL75obNiwwThy5Ijx3XffGS1atDA6duzotOuYP3++4enpacyaNcvYvXu3MWHCBMPf398xC/Wpp54yRo0a5Wh/+PBhw8/Pz5g4caKxe/duY9asWYanp6fxn//8x9Fm9erVhsViMaZOnWrs2bPHmDp1quHh4VFslrSzueI6Jk+ebCxbtsw4dOiQsWXLFuPuu+82PDw8jPXr17vsOipzLYZhGFu2bDG2bNlidO7c2bj99tuNLVu2GLt27XK874o/k6SkJGPPnj2Oj6uvvtpo2rSp8fnnnxvDhw83PD09jSFDhhizZs0ygoODDcMwjKZNmxr//Oc/DcMwjKCgIKNVq1bGl19+aezdu9dYu3atcdVVVxmdO3cuNsP/9ttvNwBjxowZxubNm43mzZsbjRo1Mj744AMDMGJiYoz+/fs76mrXrp3x/PPPV/q6xH0pAIpUo5SUFGPkyJFGYGCgERgYaIwcOdJIS0sr1gYwZs+e7fh89uzZBlDi44UXXnC0ycnJMR5++GEjJCTE8PX1Na6//nojLi7uoroOu91uvPDCC0ZkZKTh7e1t9O7d29ixY4fj/bi4OKN3795GSEiI4eXlZTRu3NgYP368kZKS4tTa3333XaN+/fqGl5eX0alTJ2PlypWO9+666y7jmmuuKdb+119/NTp27Gh4eXkZDRo0MGbMmFGiz6+//tpo3ry54enpabRo0cJYsGCBU2sujbOvY8KECUa9evUMLy8vIzw83Bg4cKCxZs0al1+HYVT8Wkr791C/fv1ibZzxZ/LCCy+Ueq6zP37++WfjlVdeMerVq2cAjh/U1q9fbzRp0sTo3bu30ahRIwMwwsPDjVGjRhknTpwwDMMw/vjjDwMwOnToUKLfgQMHGobx55JOCxYsMDw9PY0pU6YYgLFp0ybj5MmTLlvuSS5/JsPQnjMiIiLnSk5OJjk52fH52LFjOXXqFH379mXu3LnUrVuXJk2acOutt/LYY48BMG3aNL766itOnjzJwYMHiYiIwG6306hRI6ZMmcKECRMoKCggMzOT2267jZdeeolOnTqxadMmJkyYwPTp0wH4+OOP6dixI5GRkQwaNIgbb7yRxMRElixZQnx8PP/4xz9YsWIFKSkpbNq0Sc/6SYVpHUAREZFShIWF0aJFC1q0aIFhGKxatYrPPvuM+vXrU7duXT799FO+//57IiMjSU9PJygoiISEBObNm0dUVBTZ2dkkJSXRq1cvFi1aRLdu3Xj77bfZtGkT+/btY86cOdx+++14eBQ+jl8U/qBwIkvHjh15//33HUv8TJs2jV69emGz2Zg8eTJ+fn7897//VfiTSlEAFBERoXCix7l7URd9tGrVCoAXX3yRnJwcTCaTYwH0U6dOMXjwYE6dOsWxY8eYNGkSv/zyC2azGU9PTxISEti3bx8tWrTgu+++A2Dw4MFkZmayePFi/vjjDwDHUjj3338/GRkZHDx4ELPZTHp6OpmZmfz8889s2bKFjh07kpWVxX//+19iYmJq5jdLLnm6BSwiIkLJW77w523fjh078ttvvxESEoKHhwdHjx7l9OnTNGvWjLvvvptx48YRGRnpGI3r2bMnr7/+Op6enkybNo2vv/6ajIwM6tevj81mIycnB6vVSkZGRok6goKC6Nq1Kx9//DF33HEHq1evBgqXYbruuut44YUXXLY2o7gPLQMjUglG4QQql/S9a9cuWrdu7ZK+q4thGOzevfuSv478/Hz27t1Lu3btarqUKrsc/l6B86/jxRdfLHUNvbPNmjWLo0ePsnXrVmbNmkX37t0B+OOPPxwLcB84cACr1cqOHTto3rx5sePfeOMNZs2aRbdu3dizZ4/jlu7cuXMZMWIEACdPnuSKK67AYrHw9NNP8/TTT5OUlMT8+fO54oorWLp0KYMGDXLadYtoBFCkgoz/bbGUlpbm9CAYFxfHsGHDmDJlCoMHD3Zav9XtxIkTDB06lK+++qrEN8NLyYkTJ+jXrx+7du26pJ+zWrduHQ899BArV64sthPFpeaLL75g+vTpLF++vMRev5WVmppKampqidcNw+Dbb7/lo48+4tFHH+Xdd9/FZDJx7NgxYmJiiImJwWKxcOjQISZMmMDixYupX79+sfUWW7Rowcsvv8zhw4d59tln8fPzIzAwkMmTJ3PfffexZ88eatWqRUhICF5eXrRv3x5PT09OnTqliR7icgqAIhVkGAanTp2iXr16zJ0712X7pIpIzcnOzub2228v8/0nn3yS7du388MPP+Dv78+NN97IO++849iSbcmSJY7FrX18fAgPD+fYsWOl9vXLL7/Qp08fBg4cSExMDDk5OXzxxRd4e3szYMAA3nvvPT3rJ06nW8AilRAUFMSRI0fYuHEj7dq1w8PDw6l7v2ZnZ3PgwAFCQkIu2S/8BQUF7Nixg0aNGjlttKa6GYbB5s2bad++vWOm5qUmKyuLffv2Of6eXori4+M5deoUzZo1w8/Pr8r9vfHGG0ybNu28baZNm0bt2rXJzc1l1apVREREcPfddxMfH09aWhpnzpzh5MmTXH/99SVG/aZMmcLAgQPZs2cP9913H5s3b8Zms7Fjxw7CwsJYuHAhEyZMID8/n0OHDjFv3jwCAgLIzs4mPj6eI0eO0LFjRzZs2KBRP3EZjQCKVJBhGOTm5mKz2fjpp5/o27cvZrMZm80G4LQgmJ2dzbZt2wgODqZFixaYzZfepP24uDgSEhLo0qXLJVm/YRj8+uuvdOvWDV9f35oup1K2b9+On58fTZo0qelSKswwDGJjYzl+/DgdOnRwbH9WVSkpKaSkpJR6vjNnzrB48WJmzZrFNddcw++//+4YubNarTz66KPMmzcPHx8fbrnllmKjflD473/27NmMHj2a2NhYGjZsWGYdqampZGZmcscdd7Bz507S0tKoVasWo0aN0kQPcTkFQJEKOjcA9uvXDyi8jWO322u4OhGprAvd9k1PT2fPnj1069aNvXv3Vuj51iZNmnDHHXcwefJk0tPTCQ8PZ+7cucX279ZkD6lOl+b9AJGLSNGIn91up1evXphMJux2u9NGAq1WK7t378YwDFq3bo2np6dT+q0uycnJHDhwgCuvvPKSvAW5Zs0a2rZt67TRp+q0a9cuvL29L7nRv6KRv4SEBNq1a4e/v7/Lz7d+/XomT55M3759ee211wgPD8disTB69GgSEhJ488032bVrF+PGjeP6668vFv6KbvvedNNNZGVl8corr3DDDTcQFRVFSkoK7733HsePH+evf/0rAMHBwdx77708/vjjhIaGEhISwhNPPEHbtm3p37+/S69VpMil99VY5CLm5eXluG3oitHAdevWOb3P6rJ27dqaLqHStm7dWtMlVEl8fHxNl1Bpmzdvdvk5zh75279/P1deeaXjvSNHjvD3v/+dm266CYAbbriBd955p9jx+/btIz09HQCLxcLevXv55JNPSE5OJjQ0lCuvvJLff/+92PI106ZNw8PDg+HDh5OTk0O/fv2YM2eOnvmTaqNbwCIVdO4t4KKf2H/88Uf69++PYRj89NNPXH311Y41wpwxGmi32zlw4ACnT5+mbdu2TnkYvrqcOXOGrVu30qVLl0vuWboNGzbQpEkTateuXdOlVMiePXvw8PCgadOmNV1KuRmGweHDh0lKSqJdu3Yu/TtuGAYnT57kxRdfZMuWLUyZMoWuXbvi4eFBYGCg49/s2b8WuZxoBFDEyYq+WXh4ePDbb7+5ZCRw06ZNTu+zOmzcuLGmS6iUnTt31nQJlZaQkFDTJVSKq/+On/u8X9GCzIBjX1+Ry5kCoIgLFT0X6OxZwseOHSMuLo7WrVsXm4F4McvNzXUsm3MpfXPdunUr0dHRRERE1HQp5bZ3715MJtMlswi3YRgcPHiQ1NRU2rVr57JRYsMwyMjIYP78+fz73/9m0qRJ3HfffXh4eGCxWByjfZfi854iFaUAKOJiXl5eAPz+++9OHw3csWOHU/urDtu2bavpEips37597Nu3r6bLqLDExMSaLqHCXDlKnJWVxciRIx2fv/baa7z22muOzzXyJ+5EAVDExc6dJWy32x2jgVWVkJBAUlISbdu2dUp/rmaz2diwYQOdOnVyBOOL3d69e6lduzZ16tSp6VLKJTExkeTkZFq1alXTpZSL1Wpl06ZNdOzY0eW76vz4449A4R6+TZo0KTHhQiN/4k4UAEWqkY+PD2azmby8PKf0FxAQQHJyMj4+Pk7pz9WK5px5e3tfMlvomc1mPDw8LpnfYw8Pj0uq3qIfkIKCglw+2aJXr14Al+SkHhFnUwAUqWYmk8lpu2IUfcO8VHbZKAqAZrP5kqm56M/rUqrXmX/HXK2oTrPZ7PIAqNm8In+6NL5CiIiIiIjTKACKiIiIuBkFQBERERE3owAoIlIN7HY72nhJRC4WmgQiIuJCQW+Uvq5c94jufDPiG3w9L62t8UTk8qARQBERFykr/AGsTVxLnbfr0Pb9tsSmxVZfUSIiKACKiLhETn5OudodzT5Ku9ntmLRikosrEhH5kwKgiIgLvLvx3Qq1f3/H+5zJPuOiakREilMAFBFxgWa1m1X4mNazWrugEhGRkhQARURc4IaWN1T4mNPW084vRESkFAqAIiIXkdFfja7pEkTEDSgAioi4QIG9ABMV33t24fGF1H6jNtYCqwuqEhEppAAoIuIC209tx6ByCz/bsBH6VigZORlOrkpEpJAWghYRcYF/rP5Hlfu4YsYVxN4fS23f2tjsNrYlbmPViVUkZSZRy7sW7eu0p31ke8J9wzGZKj7aKCLuSwFQRMQFVh1b5ZR+GrzfADNm7NjLbGMxWajlXYtr613LA00fwBNPp5xbRC5fugUsIuJkyw8vJ9fIdVp/5wt/ADbDRkpuCl/v/5r+3/Xns8OfOe3cInJ5UgAUEXGySb+cf1ePViGtXHZuO3Y+OPIBQ+cPJTEr0WXnEZFLm24Bi4g4UdzpOA6nHz5vm7cGvMWh04cY98M4l9Wx6uQqmsxsgq/Zl/Z12tMlqgsRfhG0CG1Bp8hOhPvpuUERd6YAKCKXnbyCPA6fPoyHxYOGwQ3xMFffl7rRS0ef9/0AjwC61u1K17pdOXnmJC+uedGl9eTYc1gXv4518esA8DR54mXxItQvlHbh7ehWtxvX1LuGxrUa4+/pr1Ao4iYUAEXksmEYBjcvvJmfj/6MgYGHyYM6nnU4kX/C0SbSL5Jfbv+FukF1L9jfrC2zeO6358iyZeFp9uSO1ncwrf+0MkOStcDKxoSN5+3zjrZ3OH79eLfHeaDjA1zx7hUUUFDOq6waq2HFWmAlKyOLuIw4lhxagqfJE28PbwK9Aonwj6BDRAfuaH0HXaO7KhCKXKYUAEUq4fTp0+TmOu8hf6k6u2En5p0YzljPOF4rMAqKhT+AhOwEWn7Ukv1j9hMZFFlmfzf95yZ+ivvJ8Xm+PZ+Pd3zMxzs+drzm7+HPxCsnMql74TN/93537wXrfKnXS8U+9/P2I/WxVPJt+czZNofZO2ZzMO0gefa8C/blLFbDitVqJdOaSXxWPNsSt/HJzk+oH1ifD4d8SLcrulVbLSJSPRQARSohNzeXvXv3ApCQkECdOnVquCK559t7ioW/Cxn61VA2j9lc6nv7k/YXC39lySrI4h9r/8GOpB3U9qzNN4e+OW/7dmHt8PHwKfU9L4sX93W6j/s63UeuNZe1J9eyKm4Vq46vIjE7EQ+zB9EB0WxJ2FJtewYfPXOUgV8NZNlfl9Ejpke1nFNEqocCoEglREZGEhISwq+//srBgwc5fLjwoX+73Y7ZrMn11S0vP4+FhxdW6JiDGQfLfO+eZfdUqK9vD35brnZhvmHlauft4c36k+v5aPtHpOelO5aBOZp+tFpHBosM/nowGY9pVxKRy4m+U4lUksViAaBHjx40aNAAgNWrVxMXF1eDVbmfMzlnCH8n3Cl95RXk8dWer9ietN0p/Z3r52M/89qa1y7Y7sXfX2Tq2qmk5aUVWwMw155b6e3lquqbXd/UyHlFxDUUAEWqyGw2Ex0dDUCzZs04efIkgIJgNWn7YdtKHefv4V/s8893fk7j9xsz5vsxziirTK/+8ep530/NTWXaxmkXXPy5ut39w901XYKIOJECoIgT1alTh6uuugqA5ORkAA4dOkR+fn5NlnVZyi/I55pPryG1ILVSx68buc7x6xu/vpH7l99PRr7rb3Na7dZSX9+VtIt+8/rR4L0GNTbKdz42bDVdgog4kZ4BFHGyomUzOnbsyMqVK0lPT3eMBubm5uLv73++w6UcCmwFxLwTQ449p1LH39rkVurWqss3+7/h8RWPk5SX5OQKy++e/97Dfw78p8bOLyLuSQFQxEWKgmCnTp1IT09nw4YNrF69Gi8vLwzDOSM8drudgoICVq9e7ZT+qsuGDRuqtL7c24ffrnT4a+fXjoOnDhL1ZhR5VP+ECih8VjQ9N52/bftbtYz2eeJJ24C2bM4sfdZzeYRaQl3y96zo38KaNWuc3vfZ58jOzsYwDBo1akRGRobjGV6AwMBArXcobkcBUKQaBAcHA9C9e3cKCgooKHDOor9paWnEx8fTqpXr9pZ1JsMw2Lx5M82bN8fLy6vS/fyy8ZdKH7s92zUTPCrikZ2PcCjrkMvDX4RPBA+2e5B72tyDyWSi+xfdOZ59vFJ9rfnbGvy8/ZxcIeTn57Njxw5at27tshB25syZYv9GiiZtFUlPTycoKMgl5xa5WCkAilQjPz8/LBaL054JzM/Px2KxOALmxa5otCcoKAhvb+9K91Ngr55dM1zlYFbZS9BUlZfJiytDruSDGz8gJjim2Hvb7t1G6NuhFe7z8H2HCQso3xI2FZWXVzgKGxwc7LIAGBQUxPHjx0lPT6d169bExsZSu3Ztx/uBgYHF2qelpTF+/HgWL14MwA033MDbb79NrVq1yjzHwoULmTlzJps2bSIlJYUtW7bQoUOHYm3y8vJ44okn+OKLL8jJyaFfv3689957XHHFFU67VpHy0iQQEbnkNK7duKZLqFHLhy/n+e7P0zasLeG+4dQLrMeIFiNYdccqtg3fxtQOU0uEPwBPT09e6PFCuc/zbJdnyXgsw2Xhr7qYTCaCgoIcQS8oKKjYx7nB8/bbb2fr1q0sW7aMZcuWsXXrVkaNGnXec2RlZdGzZ0+mTp1aZpsJEyawaNEi5s+fz6pVq8jMzOT666/HZtMEG6l+GgEUkUvOd7d+R+MP3DMEfjvsW7pd0Y1uV3Tjie5PlHj/xIkTpRz1p8e7Pc7Sg0vZkLjhgudqGNaw0nVeqvbs2cOyZctYt26dY0b/hx9+SPfu3dm3bx/Nmzcv9biigBgbG1vq++np6cyaNYvPPvuM/v37AzB37lxiYmL48ccfGTRokPMvRuQ8NAIoIpec8IBwOoZ3rOkyADBhwt/DH38Pf3wtvvib/DHh/FuZrWu1JnV8Kn0b961yXytuX0Ftr9oXbPfN/m+qfK5Lzdq1awkODnaEP4Bu3boRHBxcpYkqmzZtwmq1MnDgQMdr0dHRtGnTxqUTYETKohFAEbnkpGSlsC1pW02XAUCMfww7x+0s8XpBQQEhb4VUul9Xbr1mNpvZcPcGmsxsct529YPru6yGi1VCQgIRERElXo+IiCAhIaFK/Xp5eRV79hAK1w6tSr8ilaURQBG55MzdNfei2SkjLqv0HV88PDz4ZUTlZyu7WoR/BMv+uqzM902YePKqJ6uxItf65z//Sb169QAICQnBZDKV+Ni4cSNAqZNRDMNwySQVV/UrciEaARSRi1pmfiZ2u50gnyAMw2DhvoX8a92/arqsculctzPHHjzGuO/HsTx2OQVG+WcvW21W5u6cy7xd84jLiCPPloenxZPogGiua3Qdj3R5BD+vqi3L0iOmB69d8xqTVk4q8d7zPZ4nxK/yI5gXm3HjxjFw4ECuvfZa1q1bV+rM+QYNGrB9+3ZOnTpV4r2kpCTq1KlT6fNHRkaSn59PWlpasVHAxMREevToUel+RSpLAVBELkqfbP+EJ395klxbbk2XckF51jy8PUtf1ibYJ5j5N80HID4jnuYflT6J4Gytg1tT9526pV57YnYiWxO3MmPLDL644Qu6x3SvUu33d76fm1vczOM/Pc6+1H00CG7AC1e/QOvw1lXq92ITGhrqWPy5WbNmJW7FFunevTvp6en88ccfdO3aFYD169eTnp5epaDWuXNnPD09WbFiBcOHDwcgPj6enTt38tprr1W6X5HKUgAUkYvOh1s+5PFfHq/pMsrNbCrf0zRRQVFkPJZB0BvnX3R4V/quC/aVmpfKyCUj2XbPNgK9Ay/Y/nwi/CP47IbPqtTH5aJly5YMHjyYsWPHMnPmTADuu+8+rr/++mIzgFu0aMGUKVO46aabAEhNTSUuLo6TJ08CsG/fPqBw5C8yMpLg4GDuvfdeHn/8cUJDQwkJCeGJJ56gbdu2jlnBItVJzwCKyEXnqV+fqukSKsTTw7NC7TMeyyDjsQzW/G0NjzZ7lG/6fcP4zuPxNldscezknGTm7ppboWPkwubNm0fbtm0ZOHAgAwcOpF27dnz2WfGAvG/fPtLT0x2fL168mI4dO3LdddcBcNttt9GxY0fef/99R5tp06Zx4403Mnz4cHr27Imfnx///e9/i21LJ1JdNAIoIheVnYk7sRrWmi6j3Ma1HVfpY9tEtaH5kOaM+GYEPx/9uVITWzYnVH5/XyldSEgIc+eeP1ifu5/36NGjGT169HmP8fHx4e233+btt9+uaokiVaYRQBG5qKw/ub6mSyi3Rzo9wr8GVH5CSr4tnwHzB/Dj0R8rPat5xeEVJGUlVboGEXFPCoAiclEJ8jr/83Hn8sCDAM8AF1VTtr1j9/JKn1cqffzx9ON0/Lgjm09VbQQvNT+VdrPaMe2PaeRYc6rUl4i4DwVAEbmodK9bvlmtJkz0uqIXa+5cw+yhs/G1+Lq4suJeX/96pY/9KfYnes7tybEzx5xSS1ZBFpNXTabFhy14Zv0z7Dp94UkkIuLeFABF5KISHRh9wTYdQzqy/s71fDf8O1qEtaBZaDN8PXxdsgVbWRbuX8iZvDMVOiY2PZZnfnmGu5bcRVpe2gXbmzHTrU63ck0OMTBIy01jUewixm8ezy0Lb9GtYREpkwKgiFxUzGbzBYPcstuX0SKshePzBsENCPIJwmwy42Gqnrlt6XnpLD64uFxtT545yf3L7ueaedcwY8sMMvIvvM1bLe9afHPLNywfuZx/XfsvLKbyzxTNN/JZEbuCPp/3Yd2JdeU+TkTchwKgiFx0Iv0iz/v+ov2LAJj04ySC3ggieFowsemx2AwbNsOGuRq+tNkMG6uOrTpvm2MZx7hv6X10mdOFz3d/TlpuGjZsF+w7xCeE30f+Tp/6fTiYdpATZ04wqOEgPCq4cMOxM8e4c8md7E7aXaHjROTyp2VgROSic2uLW3l7c9lLZczYMoN/rvkncZkl9+E1/vdfdVhycAl9dvdhWLNh+Hj4OF4/fPowX+35itnbZ3Mq61SFZviG+YTxw20/UC+4Hnf99y6+PfBtlfY9TshKoP8X/flry79yW8vb6BjZsVitIuKeFABF5KIztv3Y8wbAbUnbqrGasqXnp/Pg8gd5afVL3N7qdnrV68W3+7/l92O/c+LMCbKsWY7wZsKEgeH4/7lMmGgX3o6vbvqKqIAopqyZwqIDi5xSZ2ZBJp/u/JQFexdQv1Z9etbtyYCGA7gq+iqCvCs267o0BfYCTuecJtArEC8PL0ym6nsWU0QqRwFQRC46DWo3qOkSys1qt3LszDFeXf8qr61/DQ+TBx5mD/Lt+ZgwYcaMHbsj9J0dAs2YsZgsXBF4BWM7jOWhzg85wtOcHXOcWqfdsJNlzWJ38m72p+7n892fE+QdxJVRV3L1FVfTrW43Woe1Lve2dgDpOen0nNuTuDPFR2IjfCJYOmIpzUKbOfUaRMR5FABF5KLkgQcFFNR0GRViYGA1rNhshc/52bEXTt4o5Y60GTOhvqGM7TCW8V3G4+fp53gvMy+T+Kx4p9ZmwoQdO2bM2Ow2co1ccgpy+O+B//Jj7I/4e/oT5BVEm/A2tAprRcvQltQNqktd/7oEewdjM2x4WbzwtBRue2e322n8fmPyjfwS50rMTaTLJ11YfNNi+jTs49TrEBHnUAAUkYtSw+CGHEg/UGPnL5pwUZkQevYze3aj5PN7HiYPWoe35pVrXuHqK652jPrZ7Xae++25897+royiEUcLFuyGHYvZgs2wYTFZMJlM5BTkYLVZSc1J5Wj6UZYeWorFZMHT4onFbMEwCkctPUwehPuG0zSkKb8f/73U8He2mxbdxLq71tE8tLlTr0dEqk4BUEQuKnbDzt7kvTQLbVajAfDLYV8y4acJHMus2mLNRbd+TZjwNHvSsFZDnrzqSf7a4q/FnpWz2qx0mtWJo5lHq3S+sxUtp2PBUhhKTYABJpMJwzDwNHuSa8stHBXE5giKdsNeOEpoy8Vu2Is9s3gq5xQ7U3eW6/w2bPT9vC+b795MZMD5Z3aLSPVSABSRGvfHyT/4YMsHrD25lqTsJKx2a6kjZ9XB2+TNgpsXsO7kuiqHv7OZMBHtH83wFsPpVKcTuQW5+Hj4YDKZOJx2mIFfDCQxN9Fp5wPwNHs6AlzR0jhmk7lwFNBkocBe4HjNZtiwmC1Y7VY8TZ7kk+8IkGVNXCmPTGsmg78czKa7N2Exl38tQxFxLQVAEakxcelxPLDsAdacWFOu9fFcrWlwUzbes5H9qft5dd2rTu3bjp3YM7G8vOZlXl7zMlAYrIqezXOFAnsBw1sMZ0fyDpKyk8jMzyTfnl9sYorFVDg6aDYXBkMTJgyTAXbAhFOW1DmcfpgPt37I/Z3ur/pFiYhTaCFoEakR72x8h66fdOX3E79fFOEP4Oubv8ZkMnH3d3djNawuP5+B4bLwB4Wh80DaAVaPWs3iWxbzUq+XGFB/ACG+IfhYfDCbzI6ZyqbCtIeH2aNwMW2zudTJK5X1+a7PndeZiFSZRgBFpNrFvBtDLrk1XUYxZsz8ePRHPOM82ZW8y3kdTz4CxIBje7v/paqolXDvIPBw7UznTac2cSD1AK3CW9EqvBX3dbyPxKxE1p1Yx6rjq9iZvJPY07FkWbPIt+dTYCvAZJgwmUwUmAowG2anhNTY9NiqX4yIOI0CoIhUG5vNxo1bb6zpMkplx84TPz/h3E4nnwCiznnxf0Ewvi/8I5/CQFgUDm1ww83Q6b8luvLEEyuVG5Uc+tVQDow7UDiqB0T4R3BDsxu4odkN2Ow2UnJS2HpqK2tPrmVv8l6OpB/hdN5psvOzyS3IJc+ed95bwWbMNAhswOEzh8tsk2fLq1TtIuIaCoAilZCXl+dY603KxzAMQt4Kqekyqll5Zr6evWuGBRZ/CwdmwIiHHK8uH7GcKP8o2n/cvlKjcUk5STzz2zNM7TO1xHsWs4UI/wgGNhrIwEYDAbDZbaTmphKXHsfxM8dJyEzg97jf+SXuF84UnDmrchPRgdG83Otllh5cet4A6GXxqnDdIuI6CoAilZCQkMC+ffsA2Lx5MwEBAQCcOXMGf3//miztonXVrKtquoQaUMkt0fbcD/kPgRdM7DyRbnW7ATCk0RC+O/xdpbr8cveXvNL7lXLNxLWYLYT7hRPuF07nqM4AjOs0jryCPH6M/ZG1J9ZixsyQJkO4KuoqzGYzs7bPOm+fzUO0FqDIxUQBUKQS6tevT2RkJCtXriQiIoLMzEwANm7ciN1eOEKzZ88eAFJSUhwB0V1l5WexN2NvudqG+oTSt35fzuSe4YejP1ToPI9f+Tgrjqxge/L2ypR5ETHBW+vp8+b/8eI1Lzpefb3f63x/+PtKjQJm5meSmptKuF94pavy9vDmuibXcV2T60q8F+V37q3u4l65+pVKn1dEnE8BUKSSPDwK//lcccUVABw/fpw+ffqQm5vL6tWr8fX1BWDv3r3k5OQAsGnTJry8vBwhsary8vLIzc1l587yLcxbUzanbC5327fav8WOjB0ctB8kxjOGY9byrcUX7hnOLbVv4abgm7j6x6srW6rz2P+36nJlRwEzu7B54tfsbPnnn63NsBHqGUqSNanC3XngweH9hznlcapy9VxArYJa531/6fal+GeUHB0vepRi586dxRbGdibDMMjOziY/P5+oqCgyMjKwWP4cCQ0MDHTZuUUuVgqAIk5kMpkcwa9BgwbExsbSs2dPCgoK+PXXX6lTpw52u91pzw9mZmaSk5NDUFCQU/pzlTq2OuVuO3L9yEqd46sBX/HlwS95c/+blTre6bb8jUqHPwBMZGSE0qNHCHXqnOC75Yk8+PuDlQp/AM2DmxMVcv5RuqpoV6cdpsNlLxi9KWMT9wbdW+L1goICUlJSCAoKclkIy8zMZMCAAY7PGzRoUOz99PT0Gv83dPr0aWrVqlWjNYh7UQAUqQZnjxZaLBby88+/h2p5JSUlkZmZSb169ZzSn6tcEXMFgb8FcsZ65sKNK2HOwDmMWTmGQ1mHXNJ/pax82kkdmTh16gq6tLfC5D8q3csVYVeU6+9Jgb2ALae2kJGXQdvwtkT4R5Sr/4G1B+K7wZfsguxS30/ITSj1/Hl5ecTGxlKvXj2XjgAeP36c9PR0WrduTWxsLLVr13a8HxgYWKx9Wloa48ePZ/HixQDccMMNvP322+cNaIZh8OKLL/LBBx+QlpbGVVddxbvvvkvr1q0dbfr06cPKlSuLHTdixAjsdjsLFiwgMjKSpUuX0r59eydctcj5aSFoEXE5s8nMx0M+dmxH5myjl4++uMLfz/dDRisnd9oQqvBzw45TOy7YZv2J9XT7pBtDvxrKiG9G0O3Tbjz/2/PY7BcesY4OjCbMN6zM9zOtmRWq15lMJhNBQUGOoBcUFFTs49zgefvtt7N161aWLVvGsmXL2Lp1K6NGjTrvOV577TXeeOMN3nnnHTZs2EBkZCQDBgzgzJniP/SMHTuWmJgYFi9eTHx8PLfddhsrVqzg+++/Z8iQITz55JPOvXiRMigAiki1GNRkEGvuXENr39YXbnyp2dcPlr4GO/rD5Bz47T2qdvu3DDM3VfrQIxlHuO/7+ziQeqDU95Ozkrl54c3sT9tPni2PfHs+yTnJvLPpHd7a+Fa5ztG4VuMy36vJAFgRe/bsYdmyZXz00Ud0796d7t278+GHH7JkyRLHzP9zGYbB9OnTefbZZ7n55ptp06YNn3zyCdnZ2Xz+efEdUPz8/EhKSqJDhw5ERkbyyy+/MHz4cAYOHMikSZPYsGFDdVymiAKgiFSflqEteaX5K1i48FIkl4TjbWByPnyxAv54AhYsB7xdd76MmCodPn/PfK6eezVDvhzCgr0LKLD/uQvJQ8sfKvUWfYFRwHub38MwLrwvXJhf2SOAeQV5WG2u316vqtauXUtwcDBXXfXnskXdunUjODiYNWvWlHrMkSNHSEhIYODAgY7XvL29ueaaa0ocM2/ePPLy8ujduzdPPPEES5cupX///kBhkNT6olJd9AygiFS7IK8g0vLTarqMqikwwUdbqdafo9t+UOUucgpyWH1iNatPrMZvuR8tQlrQPqw93x/5vsxjknOSsRk2PEzn/5YRE1R2QC2wF3Ao7RAtwlpUuvbqkJCQQEREyeceIyIiSEhIKPMYgDp1ik92qlOnDkePHnV8PnLkSBo2bMisWbP48ccfeffdd7HZbAwZMgSArVu30qRJE2ddish5aQRQRKpdlL/rZqO6nN0MGVHw+ddU75dQA274u1N7zC7IZnPiZmbvnn3ednbDjof5wuMFTWs3LfM5Tzt2Vp9YXak6neGf//ynYxJKSEgIJpOpxMfGjRsBSp2MYhjGBSepnPv+uceMHTuW/v378+mnn/J///d/3HjjjVitVvbv3w9AfHw8Dz74YJWuU6S8NAIoItUuwj+C3Wm7a7qMittyB6x8HjLqgd2zes89bGi5mlVlz+CyBHsFl6tdjyt6YDFbSl3n0sBgX2rpz9BVh3HjxjFw4ECuvfZa1q1bR3BwyWtq0KAB27dv59SpkmslJiUllRjhKxIZWbjlX0JCAlFRf/5wk5iYWOoxnp6ePPHEExiGwYIFCzhw4ACdOnViwoQJlbw6kYpTABSRalfepUUqywMPTJicG4T23ADfzYQCX+f1eUEGLVrYaDnmVRZlXnhXlMZBjflHl3/w6OpHScxLdFoVD3V+6MKNgAbBDQj0CiQ1N7XU9xOznFdTRYWGhjoWf27WrFmxZWDO1r17d9LT0/njjz/o2rUrAOvXryc9PZ0ePXqUekzDhg2JjIxkxYoVdOzYEYD8/HxWrlzJq6++CsDixYsZMmQInp6ejuVljh49itVq5fDhw47XoHDZGRFXUwAUkWrn4+Hj0v7jHoojPjOeKz+5slLbppWQ5w0/THZt+AuIhbwg8E1n/DhfXno2AJMJTCZ44Pu9sKfsQ9uEtOGla16if8P+nDhxgo+u/Ijf8n9j3q55JGYlYqPyEws8TZ5M6japXG1NJhOR/pGlBkATJjLyMypdR3Vp2bIlgwcPZuzYscycOROA++67j+uvv57mzf/cz7hFixZMmTKFm266CZPJxIQJE/jnP/9J06ZNadq0Kf/85z/x8/Pj9ttvB2DYsGFMmjSJv/71rwwbNqzYOZ955hnHrWKTyaSJIFIt9AygiFS7tGzXTQD5783/JcA7gKahTfn4uo/xMntVvrN5H8BkG0zJgdMdnFZjqeqtg2fD4LHGvOUfzTsb36Lo8bECo6DMw0yYWP635fRv2N/xWm3v2jx/9fPsuW8P826YR4+6PfA2V2528sfXfVyhBZob1WqEqZQlcAwMkrIqt4tJdZs3bx5t27Zl4MCBDBw4kHbt2vHZZ58Va7Nv3z7S09Mdn0+aNIkJEybw4IMP0qVLF06cOMHy5csdaw/GxcWxbt06Bg0ahJeXF40bN2b8+PGkpKRgGAZ2u92puwSJXIhGAEWk2qXluSYAJj6SiI/nn6OLNze/mfYR7Rn7/Vi2JGyp2EjYtBWQ3s8FVZYhoUOxT/++6u881PkhLBYLdqPsUUyLyYKnufTnEc0mM0ObDGVok6EcTD3I1HVT+e7gd2QVZJWrpGe6P8OwZsMu3PAsUQFlT/BJz0vHbtgxmy7usYeQkBDmzp173jbnLotjMpmYPHkykydPLrV9TExMiV1ASpOdnY2fn1+5axWprIv7X6GIXJYyrM6/FRjmG1Ys/BUJsgRxIPlAxcLf9o6Qfq0TqysHn/QSL/X/oj9jlo5h9fGyZ88WGAW0mNmCIV8OYXdS2RNrmoQ04aOhH3Hw/oO8ePWLtAlrg5/Fr8SsXW+zN1dFX8W6Uet4qvtTFb6MhsENywx4mdZMcgpyKtzn5aZPnz4cP368xOvr16+nQ4cO1V+QuCWNAIpItcu15jq9z+ScZFJyUgj1DcUwDP6x6h/8a8O/Kt7RO2sh+aoLt3MqA3q+VuLVTYmb2JR44d0/UvJTWH1iNd0+60aH2h14q2PZO3f4e/kzsetEJnadiM1u40j6EeIy4jBhollIM6IDoqu0J2+ob2ipt4ChcDHolOwU/IP9K93/5SAoKIh27drx3nvvcdttt2G323nppZeYMmUKjzzySE2XJ25CAVBEqp3NcM1zTl0+6sJp6+mKjfbZgYWfwN6boMAfl2zhdkEGtF7klJ62pm3lL7/9hXo76uFn8cPD4kEt71r4ePoQ4hNCsHcwQd5B+Jh9MJvMtAhtQdfIrphNZrwsXiXCX15BHjO3zGTBvgXEZ8ZjtVvx9/Snae2mjOs0jsGNBhdr7+/5Z7gz/e8/43//FRgFnM47TT3qOeVaL1WLFy/m/fffZ8yYMSxevJjY2Fji4uL47rvvHLuCiLiaAqCIXDZSrCkVP+itvXC6mfOLqRAD8v3AK9spvaUXpLMneQ8mk+nP5wcNHEHMoOS2bmbMhPmF0aNuD8yY2XlqJwczDpY6izolN4W4M3H8FPcTTWo14YcRPxDuHw6AxWxxPB939rmKRgXLs6WcO7j//vs5evQor776Kh4eHvz6669lLjMj4gp6BlBEql2BrexZrdVq2/CLIPwBmCGtgVN7NFEY/or+b2Bgx15q+IPCnToSsxP55sA3LDywkP0Z+8u1hM7B0we59vNrHcHO26P02cYGBhaTBS9LFWZlXybS0tK45ZZbmDFjBjNnzmT48OEMHDiQ9957r6ZLEzeiACgi1c4pa/M5wy8v13QF/2OCfOeuMWg2mR2jf2WN+jnL0TNHWby3cCHjM3lnyrwFb7PbiPBz7SLgl4I2bdpw6tQptmzZwtixY5k7dy6zZs3iueee47rrrqvp8sRNKACKSLVrENygpksolBtS0xX8qfZhp3ZXFPgMwyhzUoYzjfp+FPEZ8fx27Lcy29ixk2tz/gSgS83999/Pb7/9RsOGDR2vjRgxgm3btpGfn1+DlYk7UQAUkWr3zFXP1HQJhWofrOkK/uSVASfrwMZekFm1rixY/lxvz0S1BECA5h81Z9upbWU3MMDbUrkFqS8nzz33HGZzyW+/V1xxBStWrKiBisQdaRKIiFS7KL+yFwuuVjfcCTP3UrmZvwa38jnD+ZqfuZaZPISBpfK1/POsfYuXFPaP51Z4tnO5uzBhwtPsickwYZgMDON/t35N1Tf5YuOpjWW+5+/pT5hfWLXUcSnIzs4mLi6uxKhfu3btaqgicScKgCJS7TrO7VjTJRSKOgDkA+UblVqPmc78GReL/n8ri3mPCdiBu/iAeYxxQnEmsHaEL0fCiHlltuoY3pHmYc1pXKsx/l7+WDOtxJ+Op250XVJzU8kpyOFU5ilSc1M5kXGClNwUl+3EciEtw1rWyHkvNklJSdx99918//33pb6v7eCkOigAiki12pqy1aUTEsrtoDfMzaK8T8LkY77gF0wz8Bn3cYK6/MqQqlZYaM8nQOkBMMIvgpWjim8vduLECZKTk2nfvn2px+Tb8onPjOe7A9/x+a7PSc1LJdA7kJiAGLrW7Uq0fzSf7/6ctSfWVmw9xXK4MupKp/Z3qZowYQJpaWmsW7eOvn37smjRIk6dOsU//vEP/v3vf9d0eeImFABFpNo0fKshqbbUmivAoHDYLrEJzN1HeW/9voZnhb5Yfs8N+GK9cMNyKbvGfvUrvlexl8WL+sH1ebDLgzzY5cFS29zR9g6g8LZxVm4WS44swcPkwcBGA/n32n8zbfO0Cp/XjJm24W0rfNzl6Oeff+bbb7/lyiuvxGw2U79+fQYMGEBQUBBTpkzRTGCpFgqAIuJyVquV0LdDnd6vr9mXHPsF9pZNrQefLofTTSgcoytKgeU3sYIjYV5OHjkrjafJkxeufsGl5zCZTAT4BnBbq9scr02+ZnKlAqCXxYsuUV2cWd4lKysri4iIwuVwQkJCSEpKolmzZrRt25bNmzfXcHXiLjQLWERcKi0rzSXhD7hw+MsIh3f3/G+x56Ivd+UPf57kcT2fVnhqh4nCW8bOUfqaiY93fZzowGgnnaP8TCYT6RPTK3ycv5f/xbP8Tw1r3rw5+/btA6BDhw7MnDmTEydO8P777xMVdZFMkJLLnkYARcTp4tLi6PFZDzIKMmq2kO/eBVvFF1gO4jSfcxv9WE5l963wAEwswOCWSvYAYMCDDUu8Oqr1KJ7pWXNL6Zy7X3B5RPhEVOq4y9GECROIj48H4IUXXmDQoEHMmzcPLy8v5syZU7PFidtQABQRp/rX6n/x8vqLZIeNYz0rcZCdjbSjCcerfPps/opvpXc9scPNgyDizzr8Lf681PslxnYcW+XaqmL4F8MrfMzh04ex2W1YzFVYKucyMXLkSMevO3bsSGxsLHv37qVevXqEhWmZHKkeCoAi4lQXTfgDyK542BjOF04Jf1CZ1QUNwAo9puA1aAreFm/8POvQJKQJt7W6jdtb3Y6nxdMptVXFsvhlFT4mz8jjkeWP8N5g7Xd7Lj8/Pzp16lTTZYibUQAUEad5e+3bNV1CoQx/eOM0VGJh5g8Z5bQyarG4Ygc82AgijuJl9iLhkQQ8LJfXl+iF+xYqAIpcJC6vry4iUqOeXftshY/xwot8nLT/6WkLzP4D0jtQ0fG3AE6TSojTvijagFyur8AReRBxFID24e0vu/AHkGfPq+kSROR/Lr+vMCJSI15b91qljssnH4vJgs2o5NIpub4w9RhQm8pt6QbJmAmp3NnLNJj/VKC1ARMjHZ8NazbMydVcHGp516rpEkTkfxQARVwsPz+fvLzCkY9jx44BztvqKTMzk/z8fEe/NWXa9ml8tO+jSh9vNyo4USI5DGZtg5w6VGU1q5lcy7386vT1sAzgJ26uwBEmCC5cWiXAEkD3oO6V/jM9ffo0OTk5Nf53ojSvdH6lRF0FBQVA4b8NV80SNgyDrKwscnJyqF27NhkZGVgsfz4eEBgYqBnK4nYUAEWqKDMzk9zcXAAOHTrk+PX69esB+O233/DwKPynlpycjMViwW6v7MzQ4vLy8rDZbJw+fdop/VVUga2Ax7Y8xqa0TdVzwjNe8O9kIKDSXfiQTga1XfbFzwBe55qKH5gZCAFn6BzSGZ98H07nn67U+XNycigoKKixvxNlqUUt2vq1LVFX0b+F9PSKry1YXllZWQwcONDxeYMGDYq9n56eTlBQkMvOX6Rfv3489NBD3Hxz6T8cJCcn07VrVw4fPuzyWkRMhmFcBJtyilw6DMPgwIED7N+/H5vNhsViwdvbm+zsbKKjo/H29ubIkSO0a9eO7du306dPHzw8PPjxxx8ZMGAAFouF/HznPPOWlJTEkSNH6Nq1q1P6q4jk7GR6ftqT+Ox4155oZwf4zwYKR/qqNkrTgP0cpIXLVsA3gBCOkU7dih/snYj5qbqsHrWK1hGtK13DhfYCdobI6ZFk27MrfFzGYyXXhczLy2P16tX07dvXpSOAZ86cIT09ndatWxMbG0vt2rUd73/22We8/vrrxMfH07p1a6ZPn06vXr3K7G/lypU89thj7Nq1i+joaCZNmsT9999frM2CBQt47rnnOHToEI0bN+aVV17hlltuwWw28+yzz/Liiy+W6PfUqVNER0c77Q6ByPloJxCRSggPD6dz584A9OnThx49egDQqlUrGjduDBRu8QQ4Rv8uJ5vjN9Ps/WauDX9fvw+TbfCfzRTO5q16ONjqwvAHhQGwUuEPIC+cWplX0Sq8lVNrcoXKhD+AI2lHnFxJ+ZhMJoKCgggMDAQgKCjI8fH9998zceJEnn32WbZs2UKvXr0YMmQIcXFxpfZ15MgRhg4dSq9evdiyZQvPPPMM48ePZ8GCBY42a9euZcSIEYwaNYpt27YxatQohg8fjmEYzJgxgzfffJObbrqJzMzMarl+kdIoAIpUgo+Pj+Obibs9O3Q07Sh9v+hLAQXO7/zdf8NkK0wugF334YzQV8SXLAKd1lvp3qIqe92aaGbpf1n/fUrMSqzpEkp44403uPfeexkzZgwtW7Zk+vTpxMTEMGPGjFLbv//++9SrV4/p06fTsmVLxowZwz333MPrr7/uaDN9+nQGDBjA008/TYsWLXj66afp168fAMOGDWPt2rXs3r2b7t2763av1BgFQBGpkFu+uQUDFzw5MjkXkiZSONrn/C9NAWQ6MU4WZwCLaMRj/FGlfu7oOsg5BblQgb3ywb9DnQ7OK8QJ8vPz2bRpU7HnAwEGDhzImjVrSj1m7dq1JdoPGjSIjRs3YrVaz9umSMuWLfnjjz+IiYnhyiuv5Mcff3TG5YhUiAKgiFTIwbSDTu3PhAmW/gUqvetu+SQRXulN2c7HBliI4xaq+vtiMLJfW2eU5FLmSn7b6HNFH7w9vZ1cTdUkJydjs9moU6dOsdfr1KlDQkJCqcckJCSU2r6goIDk5OTztjlbcHAw3333HWPHjmXo0KFMmzatqpcjUiGX38NJIuJSdifGKBMmjF1/gT8WOq3PsplZztUMZlWVezL+9zGImfyEc/bljYw5g8Vy8f9MbjZXvMauUV355tZvnF+Mk5x7290wjPPeii+t/bmvl9Xm3H6mTp1Kx44duffee/n5558rXLtIZSkAikiFeJu9nbajg5HcAL5eQHXdjBjKb1gxV2KDuD/lAz5OH0s02Lnl4g1/hmGQnJ3MmhNr+O+B/5b7uCe7PsnDnR+mtm/tCzeuAWFhYVgslhKjfYmJiSVG7IpERkaW2t7Dw4PQ0NDztinLiBEjaN68OTfeeGMlrkKkci7erzgiclEa12FcpY+1YMETTwI9A4n2i8Z3yX+o+H69BpANVG4GsrVSR/155mBSytkyA8gDU3ke8j+Fl2vvgFfKgbQDjPt+HI3ea0TjmY0ZtWQUX+37qtzHd4vqdtGGPwAvLy86d+7MihUrir2+YsUKx8z+c3Xv3r1E++XLl9OlSxc8PT3P2+baa691rA5wrg4dOrBp0yZmz55d2csRqRCNAIpIhfyjzz9Yf3I96xPWl/uYa+teywNdHiDIO4h92/ZxwzU3EBIQQr1/+pNT7l4M4AwMuxc6LihcIqYSltKXm/mlUsduBfIoT6BJg6cags+Zwk8nZwJ+ZbQtYPLyWcCjlarJFX6L+43Jqyaz9dRWCozKT/qYuW0mAxoPcGJlzvfYY48xatQounTpQvfu3fnggw+Ii4tzrOv39NNPc+LECT799FMA7r//ft555x0ee+wxxo4dy9q1a5k1axZffPGFo89HH32U3r178+qrrzJs2DC+/fZbfvzxR1atWnXeZaFCQ0O58847XXvBIv+jACgiFfbJoE9o8UmLcrf/ZsQ3QOGtxJz9Ofh7+gPg52dw+nR55+aagCD49mv41k5ll4i5leXY8KzQ0f+LnnQu763f8GPgfebPz/8eDFM3QUEbCm+8/O8pwnrTMN0ziZFt9legGtew2+2M+24cXx34ymmzvC1VutlePUaMGEFKSgovvfQS8fHxtGnThqVLl1K/fn0A4uPji60J2LBhQ5YuXcrEiRN59913iY6O5q233uKWW25xtOnRowfz58/n73//O8899xyNGzfmyy+/5Kqrrqr26xMpiwKgiJTb7G2zefSnio1UnXzwZJnv+fd5Cz6fUIlKqvL0ioX67CGWluXqJQsIIhejIrOUBz1WPJ962ODvHUpt2q1Od+oElP68mbOl56WzP2U/xzOOsyNpBzuTd3Ig9QBH0o84dXJPkYc7P+z0Pl3hwQcf5MEHHyz1vTlz5pR47ZprrmHz5s3n7fPWW2/l1ltvdUZ5Ii6hACgi5fLlzi8rHP623bONAJ/S9+01DIMDTR+D8D6Q1KHqBVbAcZrjgZ0gjrGb+kRRcjzxBP7EkAp4Vqzzet9Bk/LfYv76pq8r1n85FNgLSM5O5kTmCRbsXcDKuJUcSD1AdkG2S4JeWXrVL3s7NRGpWQqAIlIuY5dXfLmT0UtG82qfV+l2RbcS72XmZxamroc6wZr7YPm7VHxCSNVkEMMVZwUiD/KIIJF4ojAq/OXRDu3+CTc9X6GjAn2dsz+J3W7nqz1fMXnlZE7mnqSSjzk6zf9d+X81W4CInJcCoIi4zJbELQz8qnBHBE88mTN0Dv4UPv/n6+H7Z8MeHxR+bL8FFn6FM7eAq4gCvDlJTCWOtHPTuxNZlPR2hY+80JpzF2Kz23hzw5u8ufFN0vLSKt2PMw1vOpxnez1b02WIyHkoAIpItbBiZeTSkQA8UPAAD3Yp5ZmrdgugnQV+Hws/zaAwCF5se+Ma+PpC37423ngjhzqRBpn5Z1iwpzGLKjjqZsZcqYWVAfKseQxbMIw1J0vfsszZgryCCLQEciLnxHnb7b9vP5EBkdVSk4hUngKgiFS7GTtnMGPnjLIb9Pqw8ONAH5i/GGylP0dYfQzwTiPmus9494UWTPz5YX5Ij6XF/MKlaDzMHniYKv7l1Nfie+FG58jIzaDjxx1Jyk2q8LGV4Wfx49O/fEpWfhZ3Lb3rgu0V/kQuDQqAIm5sS/wWlhxaQk5BDhm5GXh7ejO6zWja1rlI9qRt+is8FwRbhsK3/6VmRgPzYNQ10PgPjgE3LCrZosBeQAEVXy+vXnC9crWz2W0cTjvMtHXTmLtvboXPU1kNgxqy8a6NdJrTiaNnjlbbeUXE9RQARdxQem461311HduTt5d478NtH9Kidgt++NsP1PapzdHUo3T7tOQkjmrVcSm09oWFc+DotWCzgWc2ZF0BeLvopHboMhWu+7vLcmd6bjqrjq3i6pir2Zm4k0eWP8LOpJ3kGX9utWfC5LR1+cpiwYKXycux6HPT2k1ZPnw5Qf5B9P6st8KfyGVIAVDEDY1cPLLU8Fdkb9pe2sxsw+vXvs64FZXf+s2pvPLhtttLvm6zQFJzeH87ztvd0oAnPMDFd55PZp9k6NdD8cCjzBFEZ4U/Pw8/6gfVp1ntZjSs3ZB6gfVoHdGaDuEd8PUq/VZ0Tn4OW5O2lvscAZ41fateRMpLAVDEzZzKPMXak2sv2O6M7czFE/44z0iYxQY+R3Fq+Bt0s8vD39kqc/v4QjxNntTxr0P/Bv15sNODtAgr/84tRdacqNgEkx337KjwOUSkZigAiriZY2eOYbVba7qMCrFgwUYZe/+ergXTU5x0Jjvc0AM6/eGk/qpfo8BGvNDiBW7qdVOV+4oOjK5Q+xdWvcA7g96p8nlFxPWc9SOziFwiGgY3vCT2aD1bmeEP4O1jOOchvRyY7HHJhj8vkxefDf2M74Z+R6OgRk7ps2VYywq1/+7Qd045r4i4ngKgiJsJ9Qulc53ONV2G89j8ndEJTKzMAtDgbXbVJJTy6xXZi+SJyQxrMcyp/W47ta1C7S2mS+sHCxF3pgAo4oYW/3Ux4T7hNV1G1VV5foSdW2/NJT09h1rh5d8j18fsw7Amw+gb0xeLueZCjwULX17/Jd/d7tyRN5vNxr1L7qXXvIrt5XtnmzudWoeIuI6eARRxQ35efhx84CCP//Q4H23/qNrPH2oO5eVrX2ZjwkY+3vlx5TsyQWEKrPgt4NBQO0eOZDs+//FvP9Lzs57k2fPKPCbIM4hRbUdxLOMYP8f9TFZ+FnbKHxwBXu3zKm+sf4NTOafK1T7MJ4xAr0Bq+9SmfnB9elzRg6ENhxJTq3Ijlhcyc+NM/u+3/6vwdflZ/Ph7z7+7pCYRcT4FQBE3ZTKZeKP/Gzzd/WkGfDGAwxmHXX7ONX9bQ+KeRHr27Im3tzcj247E29ObWVtnkW/kV67T+svg6JAKHWIyGfz+e3ax15qFNuPYQ8d49MdHWXpoKVnWrMINQMzetA5pzYNdH+TXuF/5YtcXpOenYzPO81xiGV7q+hIPdHqABzo9wJe7vmTsD2PP2757RHd+uOOHCp+nMk7nnqbth21Jt6ZX+NiWtVuy5s41ld7WTkSqn/61iri5cP9wto7Zyjv9XTd7c/GwxWQ8lkHryNbFXjeZTLzQ84XKhz+Au6+D0J3lbl6njo2TJ7O44oqS7/l4+jBzyEyOPXyM1Imp7L93P1n2LP5I/oPRS0czZ+ccUvNSKxX+vPBiwtUTHJ+PaD2ChTctPO8xaxPXEvRGUIXPVVEJZxKo9169Coe/egH12D1mN+vvXo/Fouf/RC4lCoAiAsCd7e7k1COn6H1Fb6f2e0vjW+jTuE+Z77f/uH2VzzFv+Q7i4zPp0SMHKAAKCAuzER1tJzy88KNtWxv//ncuu3fn4F/GvBGrzcqKIyu48esbCXojiEaznDObFuDwfSVHWG9edHO5ju34TkfHr+12O3HpcUxbM40G7zYgdFoodd+py9ilY8nJz6lwXct3LafZh80qfNydre9kx9gdXBFUSpIWkYuebgGLiIOvpy9Lhi/hi11fMGHFBHLsFQ8U55o2cFqZ7+1P3M+p7PI9C1eaYM9g5g2bR+96haF12TIbnG/JmFJk5WUx+ffJfLP/G07lVr6WCwkK+HMkLy8vj/B3yz8J51D+IZq+15RMayZZtqwS71vzrXy590u+O/gdPwwt3y3jdza+wzO/PVPuGs72ZNcnee7q5yp1rIhcHBQARaSEv7X+G+0j2tPts6rvAbw/bT9dfbsWe81ut/PSqpeY9kfZ4bA0bYLb8K8B/6JBcAMiAyKrfNvx7iV3s2D/gir1UR6/jfjN8euCgoIKhb8i5QmnmQWZTFg7gTfavVFmmykrpzBl05QKnx8gxj+Gn0f+TJ2AOpU6XkQuHgqAIlKqVuGtCPMJIzk3uUr99J/f3/FrCxZ88CFra8lRrPLIIoue9XpWqZ4iDy1/qFrCn6/Flw51OwCQkplCww8auvR8G5I2MOy3YRirDPJt+djsNnLtuVXq04KFpX9dSveY7k6qUkRqmgKgSDXKycmhoKCAggLn7P2anZ2NzWYjIyPDKf2da0rPKYz96fwzVSvCho0sKhf+ANKz0p1yrQW2Aj7f+XmV+ymPO5rfQUZGBgdTD9JnYZ9qOWeqNdVpffmb/dkzeg9ms9klf8/y8wsnAGVkZGAyOWNHl5IMwyAzM5PMzEy8vb3JyMgoNnocGBjosnOLXKwUAEVczG63k5iYCMDq1avx8vLCMKq8grGjb5vNxvbt253S37nqUpehYUNZmrzUJf1XVKhHqFOu9UDWgfNvL+dEw/yHsXXbVq7fcH21nM/Zvu7yNTt3ln+WdUUV/VvYsWOHy86RnZ3Nrbfe6vi8QYMGxd5PT08nKMj1s61FLiYKgCIukptbeNtt1apVjtGG3r174+vr6xj1qKqkpCSOHDlC165dL9y4kq6++mpmbJrB33/7O1bD6rLzlEeruq24+uqrq9xP9Olo2OWEgi5g8c2L6XFFD8LeCnP9yVwg4zHXjCyfLS8vj9WrV9OzZ0+XjgAeP36c9PR0WrduTWxsLLVr13a8/9lnn/H6668THx9P69atmT59Or16lb0LysqVK3nsscfYtWsX0dHRTJo0ifvvv9/x/pw5c7j77rtLHJeTk4OPj49zL06kkrQMjIgTGYZBcnLhM3Pr168HoHXr1vTo0QMALy+vGqutKh7o/ACb79lM7yt642nyrLE6/D2dse8vNKrViNretS/csAo88aRXTC/C3gqr8K4aNa1ZYLNqCX/VxWQyERQURGBgIABBQUGOj++//56JEyfy7LPPsmXLFnr16sWQIUOIi4srta8jR44wdOhQevXqxZYtW3jmmWcYP348CxYUf540KCiI+Pj4Yh8Kf3IxUQAUcYKiEb3Vq1eze/duAK666ioAQkNDL4vni+oH12fJ8CWsvWsto1qNqpEaetWr2N605zN76GxM5dhCLtgUzE+Df+Ln4T/TNbIrnSM60yG4wwWPaxLShIeXP1yh8Dem3Rgi/SMJ8gwi2i+augF1ifKPoo5vHer61y13P5V1VcRVpD2axsaxG11+rovFG2+8wb333suYMWNo2bIl06dPJyYmhhkzZpTa/v3336devXpMnz6dli1bMmbMGO655x5ef/31Yu1MJhORkZHFPkQuJroFLFJJZz+7VPSMX7NmzQgLC+Pnn3++bH/abxbSjHcHv0v/hv2567u7qvXcNzS9wWl9XdvwWjbetZFxy8axK3kXdsNOk9pNGNt+LP0b9ScmMAaTycS2bdsICw6jbt26/Hj7jwDl2p1jcq/J3PnfO8tdT9GI2xv9y17CxTAMnvnxGd7d8W65+y2Pxzs9zgt9XnBqn5eC/Px8Nm3axFNPPVXs9YEDB7JmzZpSj1m7di0DBw4s9tqgQYOYNWsWVqsVT8/CEfLMzEzq16+PzWajQ4cOvPzyy3Ts2LG0LkVqhAKgSCUkJiZy4MABALy9venevTtr1qwhIiKihiurPjc1v4mEMwk89dtTGDhnUsv5RPtHE+gd6NQ+m4Y25eeRP1fomI82fFSudkMaDyHPnnfBdiGeIcQ+EluuPk0mE1MGTGHKgCmcPHOSebvmsfjAYg6mHSSnIKfYaKMZM8b//ivLmhFraFO3TbnOfTlKTk7GZrNRp07xdQ3r1KlDQkJCqcckJCSU2r6goIDk5GSioqJo0aIFc+bMoW3btmRkZPDmm2/Ss2dPtm3bRtOmTV12PSIVoQAoUgkeHh7Ur1+f3bt306xZxbfRulw80OUB7ml3D/csvYflR5aTZ1w48FTW9H7TXdZ3eb208iVe3/T6hRsCv8X+duFGwKZ7N1WqlujAaJ7s9iRPdnuy2OsnTpwgOTmZ9u2Lb7GXV5BHYnYi4b7h+HhenqPTlXXuIxqGYZz3sY3S2p/9erdu3ejW7c9F1Hv27EmnTp14++23eeutt5xVtkiVKACKVEJISAjBwcGO5/3cmbeXN/NunIdhGOxN3svSQ0s5mHaQeXvmOe0cnSM6M7jJYKf1V1F2u51uc7qxO7X8f97XL7zwsi8dwjoQ6hdaldLKzdvDm5igmGo516UiLCwMi8VSYrQvMTGxxChfkcjIyFLbe3h4EBpa+p+l2WzmyiuvdNw1ELkYaBKIiDiFyWSiZXhLHu/2ODOGzODfff7tlH6DPYP54bby7W/rCnGZcdyy/JYKhb/y8DH78MvIX5zap1SMl5cXnTt3ZsWKFcVeX7FihWPm/rm6d+9eov3y5cvp0qWL4/m/cxmGwdatW4mKinJO4SJOoBFAEXGJsZ3GkpKTwj/X/7PSfQR5BrHt3m14eVT/8jnHMo4xbcM0vt71NekF6U7t24SJZSOWVXkvY6m6xx57jFGjRtGlSxe6d+/OBx98QFxcnGNdv6effpoTJ07w6aefAnD//ffzzjvv8NhjjzF27FjWrl3LrFmz+OKLLxx9vvjii3Tr1o2mTZuSkZHBW2+9xdatW3n3XedO3hGpCgVAEXGZp3o+RZBPEE+tfOrCjUuxc8xOavnWcm5RF2C1WZmzYw5vb3yb+Kx4rDbnL379UOeH6BTVyen9SsWNGDGClJQUXnrpJeLj42nTpg1Lly6lfv36AMTHxxdbE7Bhw4YsXbqUiRMn8u677xIdHc1bb73FLbfc4mhz+vRp7rvvPhISEggODqZjx4789ttvLl2wXaSiFABFxKUe7PwgB1IOMGvnrAodd12j66o9/K06vop/rv4nW05tIc+Wd8FZtGcLJph0LjxSGGAK4JXer1S1VHGiBx98kAcffLDU9+bMmVPitWuuuYbNmzeX2d+0adOYNm2as8oTcQkFQBFxuWkDpxETFMNLa14q18LIbcLa8MGQD6qhskIp2Sm8vOZlvt3/LafzTjsWiLYZNsdyKhdSnvAHsGXMlstiYXARubQpAIpItXis22NMvGoi876bhynGRKBvIGm5aaw5vob9qfvJsmYRGRDJXW3u4uYWN1dLSDIMg2/3f8sLq17g+Jnj2Ow2oHBCi92wY8GCHTtmzE7Zzu1vzf5GncDSZ5eKiFQnBUARqVbRftH0bNETb29vAO5qV727iRRJy0nj0R8f5YfDP5Bjyyn2ngkTBkax/5tNZkyY8PXwpbl3czZlVmz9vvr+9Zl5/UxnXoKISKUpAIqIWzEMg7k75/LS6pc4lX2q1DY2w4anyRO7YXeEvwCvAPrV60egVyBzds2p8Hl3jNtRxcpFRJxHAVBE3EZaThpjvh/DL0d/ocAoOG9bq2HFw+yBL740DW6K4WGw6MCiSt0K3n739sqWLCLiEgqAIuIWVh5dyejvRpOSm1LuY+r61eVM3hm2pW2r9Hlj748lxC+k0seLiLiCAqCIXPZeW/sa/1j7jwofdzTzaJXOm/poKh4WfZkVkYuPvjKJyGXt/U3vVyr8VVXGYxnVfk4RkfLSXsAictmKTY1l0spJ1XrOFzu/qPAnIhc9jQCKyGVpU/wmrv3i2mo5V4PABnx6/ad0iOpQLecTEakqBUARuexkW7O5/uvry72NW2U1Cm7EzMEzuaruVS49j4iIsykAishlZ+aWmWQVZLmkbzNmesf05pVrXqFtRFuXnENExNUUAEXksrMpoWK7dJSHl8mLgY0G8u6Ad6ntV9vp/YuIVCcFQBG57IT4Om/dPX+TPxM7TOTJPk9Wy/7EIiLVQQFQRC47D3d6mC/3fElOQc6FG5/Hv/v8m66WroSFhSn8ichlRcvAiMhlp1loM57u/nSV+ph2zTTGdhrrpIpERC4uCoAiclmacOUEtozegieeFT42wjeCezvf64KqREQuDgqAInLZahzSmPWj19M+vD2epvIFwUDPQPbet9fFlYmI1CwFQBG5rDUJacKvI3/l+xHf80qvV2hau2mp7Tzw4L7293HikRPav1dELnv6Kicilz2L2ULX6K50je7KI1c+QrY1m5VHV7IraRetwlrRt0FffD19a7pMEZFqowAoIm7Hz9OPIU2GMKTJkJouRUSkRigAilSjVatWkZub67T+DKNwq7NffvnFaX1Wh9WrV18yy6oYhkFKSgr79++v6VLK5VL7O1FU76+//urSc+Tk5GAYBs2aNSMjIwOLxeJ4PzAw8JL5+yjiLAqAIi5mt9s5fPgwAPXq1aNOnTpYrVan9J2amsqxY8do3769U/pzNcMwWLduHZ07d8bLy6umyymXPXv2EBISQp06dWq6lHI5deoUqamptGzZsqZLKZf8/Hw2bdrEVVdd5bIQdubMGZo0aeL4vEGDBsXef/3113nnnXeIj4+ndevWTJ8+nV69epXaV3x8PI8//jibNm3iwIEDjB8/nunTp5dot2DBAp577jkOHTpE48aNeeWVV7jpppuceVkiVaIAKOJiGzZscIxy1KtXD4vFQn5+vlP69vLywmw24+t7aTy/VvT74OPjg7e3dw1XUz4WiwVPT89L5vfY09MTi8VyydRrNhfORfT19XVZAPTx8eH48eOkp6fTunVrYmNjqV27cDu/BQsWMG7cON577z169uzJzJkzGTJkCLt376ZevXol+srLyyM8PJxnn32WadOmlXq+tWvXMmLECF5++WVuuukmFi1axPDhw1m1ahVXXXWVS65RpKI0C1jERU6cOAFASEgIXbt2reFqRNyXyWQiKCiIwMBAAIKCghwf77//Pvfeey9jxoyhZcuWTJ8+nZiYGGbMmFFqXw0aNODNN9/kzjvvJDg4uNQ206dPZ8CAATz99NO0aNGCp59+mn79+pU6UihSUxQARZysaHTv6NGjADRt2tQxyiEiF4+i288DBw4s9vrAgQNZs2ZNpftdu3ZtiT4HDRpUpT5FnE23gEWcKDk5md27dwNw5ZVXsnr16mLv2+12TCYTdrvdKefz9vYmPDzcaf25mmEYREdHA1wyNYeEhODr63vJ1Ovr60tISMglUy9AdHS049+GKxU9glAkOTkZm81W4vnOOnXqkJCQUOnzJCQkOL1PEWdTABRxApvNBsCOHTto3rw5u3fvxtOzcOcJwzAc33jMZjN2u91p35z9/Pzw8/O7pL7ZFz2Mf6nUHBUVBVw69Rbd2rxU6rVYLDRp0qTYvxNXKer/3KB57ueGYVQ5jLqiTxFnUgAUqaKMjAx27twJQLdu3fD19XWMAkLhF36LxULTpk0dkzZ8fHxqqlwRtxUYGEhaWprj2b2wsDAsFkuJkbnExMQqzfqOjIx0ep8izqYAKFJJRaMJGzdupGHDhhw6dKjYzMuiEZiiwNeqVasaqVNE/lSrVi3Hr728vOjcuTMrVqwotkTLihUrGDZsWKXP0b17d1asWMHEiRMdry1fvpwePXpUuk8RZ1MAFKmEnJwcduzYAUDnzp0JDg7m0KFDAMVu9zZp0gRvb29NAhG5SD322GOMGjWKLl260L17dz744APi4uK4//77AXj66ac5ceIEn376qeOYrVu3ApCZmUlSUhJbt27Fy8vL8UPeo48+Su/evXn11VcZNmwY3377LT/++COrVq2q9usTKYsCoEglnDx5Ej8/P06fPl1sKYizn2Py9vamVatWeu5H5CI2YsQIUlJSeOmll4iPj6dNmzYsXbqU+vXrA4ULP8fFxRU7pmPHjo5fb9q0ic8//5z69esTGxsLQI8ePZg/fz5///vfee6552jcuDFffvml1gCUi4rJcPVTtyKXmaJtpex2Oz/99BP9+/cH4Mcff+Taa6/Fw8OD2NhYmjVrVmy7KRERkYuFRgBFKuHsUb2zR/0sFgs+Pj6XzDZcIiLinvRgkkgVnTvLV7d8RUTkYqcRQJFKOnuyh2b5iojIpUQjgCKVpFm+IiJyqdIkEJEKMgyDgoICzGYzZrNZt3xFROSSowAoIiIi4mZ030pERETEzSgAioiIiLgZBUARERERN6MAKCIiIuJmFABFRERE3IwCoIiIiIibUQAUERERcTMKgCIiIiJuRgFQRERExM0oAIqIiIi4GQVAERERETejACgiIiLiZhQARURERNyMAqCIiIiIm1EAFBEREXEzCoAiIiIibkYBUERERMTNKACKiIiIuBkFQBERERE3owAoIiIi4mYUAEVERETcjAKgiIiIiJtRABQRERFxMwqAIiIiIm5GAVBERETEzSgAioiIiLgZBUARERERN6MAKCIiIuJmFABFRERE3IwCoIiIiIibUQAUERERcTMKgCIiIiJuRgFQRERExM0oAIqIiIi4GQVAERERETejACgiIiLiZhQARURERNyMAqCIiIiIm1EAFBEREXEzCoAiIiIibkYBUERERMTNKACKiIiIuBkFQBERERE3owAoIiIi4mYUAEVERETcjAKgiIiIiJtRABQRERFxMwqAIiIiIm5GAVBERETEzSgAioiIiLgZBUARERERN6MAKCIiIuJmFABFRERE3IwCoIiIiIibUQAUERERcTMKgCIiIiJuRgFQRERExM0oAIqIiIi4GQVAERERETejACgiIiLiZhQARURERNyMAqCIiIiIm1EAFBEREXEzCoAiIiIibkYBUERERMTNKACKiIiIuBkFQBERERE3owAoIiIi4mYUAEVERETcjAKgiIiIiJtRABQRERFxMwqAIiIiIm5GAVBERETEzSgAioiIiLgZBUARERERN6MAKCIiIuJmFABFRERE3IwCoIiIiIibUQAUERERcTMKgCIiIiJuRgFQRERExM0oAIqIiIi4GQVAERERETejACgiIiLiZhQARURERNyMAqCIiIiIm1EAFBEREXEzCoAiIiIibkYBUERERMTNKACKiIiIuBkFQBERERE3owAoIiIi4mYUAEVERETcjAKgiIiIiJtRABQRERFxMwqAIiIiIm5GAVBERETEzSgAioiIiLgZBUARERERN6MAKCIiIuJmFABFRERE3IwCoIiIiIibUQAUERERcTMKgCIiIiJuRgFQRERExM0oAIqIiIi4GQVAERERETejACgiIiLiZhQARURERNyMAqCIiIiIm1EAFBEREXEzCoAiIiIibkYBUERERMTNKACKiIiIuBkFQBERERE3owAoIiIi4mYUAEVERETcjAKgiIiIiJtRABQRERFxMwqAIiIiIm5GAVBERETEzSgAioiIiLgZBUARERERN6MAKCIiIuJmFABFRERE3IwCoIiIiIibUQAUERERcTMKgCIiIiJuRgFQRERExM0oAIqIiIi4GQVAERERETejACgiIiLiZhQARURERNyMAqCIiIiIm1EAFBEREXEzCoAiIiIibkYBUERERMTNKACKiIiIuBkFQBERERE3owAoIiIi4mYUAEVERETcjAKgiIiIiJtRABQRERFxMwqAIiIiIm5GAVBERETEzSgAioiIiLiZ/we2wsOik+1KJAAAAABJRU5ErkJggg==", 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", 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DAJAMxyraGkBOARMRkcEwACTDsYbKbkUJAMNbwek8ECIioh5iAEjCirsVnDn1RSBd4VZwRERkNAwASXja+lt5L2BxMoDBvxkAEhGRUTAAJMMRrxE0q4CJiMhYGACS4YTbwKSwD2D8NoCsAqa4apo68MR7n6GupVPvoRARRWAASIYjTwH7BckAsgqY4vnv1Z/gF2v2Y/nqT/QeChFRBAaAZDiitYGRp4BTmJAkg3jr45MAgFU7Tug8EiKiSAwASVhSnN2Aw21gkh9x9SSpJ08BMwNIRERGwQCQhKddfxduAyNGwBWKR1kEQkRpRZIktHR60en1Q+IFbtqx6j0Aot6St4ITZQrYoopQAwFJmRImIjIqSZJw9RMb8PGxRuVr2XYLbqocgfuvGK/fwChhmAEkwxG1ETTAaWAiSg/+gBQR/AFAu8ePp9YfRE1Thz6DooRiAEiGI1wjaHUAKMiYiIgS5YMffAkfPXApSvOdAIBPalt0HhElAgNAMhyrDo2Xu5rUjZgCZgaQiNJMntOKQXkOTCt3AQCOnmnXeUSUCAwASVjxYimLWaw1gOaIAFDHgRARJYj6UGYKXQKXhDKA9S1uHUZEicYAkIRn0uTfUpkBjNeKRs2s+hRxCpiI0lVRrgMAcLqVAWA6YABIhmMRrBG0tgqYCIh+L/C9QUbHADC9MAAkw1G2ghNk6w1WAVMsHk2Vuvb/RCKTIueAAQBFuXYAQH2rJ/UDooRjAEiGYxGsEbTJZFKaVTPLQzK3lwEgpZcB2cEAsKXDq/NIKBEYAJKw4oVSelQBd4fbwZGW2+eP+L8oFyxEfZVttwAI9gMk42MASMLTbgUnWhUwEO4FKFJQqqe/76rBd1Z+hLNtmTtV5PZFZvxEaVxO1BPqAjj5GOy0yQGgT48hUYIxACTDUXYCSeEaQJM2CtWQM4CCLEvU3Xdf2o5/flKHP289pvdQdKMNADkFTEYnZwA7vXwvpwMGgGQ4oq0BBMJj4hRwpN0nmvQegm60TcFFer8S9YUcAHr8AWa004BhAsAnnngCI0eOhNPpREVFBT744IMub79+/XpUVFTA6XRi1KhReOqppyK+v3LlytDi/cg/nZ2dyXwalAAp7QPYw4eQC4E5BRy59s1uMcwhJuG07wUvT5hkIOpjnzz/IU8BA0C7l+sAjc4QR+dXX30VixcvxgMPPIAdO3bg/PPPxxVXXIGjR4/GvP3hw4fx5S9/Geeffz527NiBH/3oR7jrrrvw2muvRdwuPz8fNTU1EX+cTmcqnhL1gzUUVIgUbMkZQIkZQDSpKgTV+ySnWmO7B69sOYpOnU5U2gyglxlAMjiH1axc7HawEMTwDBEAPvroo7jllltw6623YsKECVixYgXKy8vx5JNPxrz9U089hWHDhmHFihWYMGECbr31VnznO9/BL3/5y4jbmUwmlJaWRvyhnmt1J3khcJxgSrRG0EB4OzhOAQNt7vCJoUPHLMFDb+3F/a/vwr1//liXx9euB03lmlWiZDCZTMi2WwGwEjgdCB8AejwebNu2DVVVVRFfr6qqwoYNG2L+zMaNG6NuP2/ePGzduhVebzg70draiuHDh2Po0KGYP38+duzYkfgnkKZ+seYTTFn2D2w8eCbpj6XNIYnYBoZVwGHqCkE9swSv7zgBAPjbrhpdHj86A8gAkIxJXQTntAXDBm2bIzIe4QPA06dPw+/3o6SkJOLrJSUlqK2tjfkztbW1MW/v8/lw+vRpAMD48eOxcuVKvPnmm3j55ZfhdDoxd+5cHDhwIO5Y3G43mpubI/5kqifeOwhJAp5+/2DKH9uiQxVwd1gFHKYO+tqSnSUWmDYbzClgSgcOa3AdoLbRORmP8AGgTNuGQ5KkLltzxLq9+uuzZ8/GjTfeiGnTpuH888/Hn//8Z4wdOxaPP/543Ptcvnw5XC6X8qe8vLyvTydtHKxvTfljhreCE+eEyirgsDaPGFPAMqtO6xC160GZAaR04AhlAPVaW0uJI3wAWFRUBIvFEpXtq6uri8ryyUpLS2Pe3mq1YuDAgTF/xmw247zzzusyA7h06VI0NTUpf44dy8weZ+rtzo6d7Uj541t1WAPYXQgR6k0tVFCqlw7VFHBGZwC1awCZASQDiVUFDIQzgJ0+XtAYnfABoN1uR0VFBdauXRvx9bVr12LOnDkxf6aysjLq9m+//TZmzJgBm80W82ckSUJ1dTUGDx4cdywOhwP5+fkRfzKROqszdagr5Y8v7wTiT8EJtaePoEwBMwMYsThc2ww5VdTZN3M3TbyTRfteYCNoSgfKGkBmAA1P+AAQAJYsWYLf/e53+P3vf499+/bhnnvuwdGjR3H77bcDCGbmbrrpJuX2t99+Oz7//HMsWbIE+/btw+9//3s899xzuO+++5Tb/PSnP8U//vEPHDp0CNXV1bjllltQXV2t3CfF15aibYC62wtYqCpgFoEoRAgA1Y+rU/wXkSkHmAGk9OCwhqaAmQE0PKveA+iJ6667DmfOnMFDDz2EmpoaTJ48GatXr8bw4cMBADU1NRE9AUeOHInVq1fjnnvuwW9/+1uUlZXh17/+Nb7xjW8ot2lsbMRtt92G2tpauFwuTJ8+He+//z5mzpyZ8udnNOpF/qmo8tSu57QIGGyFi0DEGZNe1O8JvbIE6jHolQHUrgcVqWiJqDux9gIGws2gmQE0PkMEgABwxx134I477oj5vZUrV0Z97cILL8T27dvj3t9jjz2Gxx57LFHDyyjqPm+dOrQC0GMv4O6wCCRMnQHUa9pTvUuBXu8T7bWAhxkTSgPMAKYPQ0wBk1g6vOEpYD02BZeDrYAkTsZNaQQtyHj05PFHTgHrsTtKu6r4xOuXdPm9RE0B872RUpIkoa6FW3smGjOA6YMBIPWaxxc+kXXq0OjXag6/bUXJuMlDEmQ4ulIn/SRJn/532l0K9GhZwUbQ+lqx7gBm/vwdvL0ndr9Y6lpkFbCqEbTcB5AZQMNjAEi9pp5S02MK2GIJH4xSltnpZhmZhRlAhV8z5arHjgHaaV89AkDte4GNoFPrV+8EW3o9suYTnUeSXhysAk4bDACp19SZDK9fgi9JmY142TR1Y19RptXMXAOo0P5O9MgUaCtu9WhIrX1ragNjIiOSp4C5BtD4GABSr2kzGak+EFjUAWCSp9V6un6NVcBh2syXHgGgNhDXYwzaKWBRLlYS7WB9q9C7QvCarG/UL5u6ClguAmEG0PgYAFKvabMrqT74W0zMAIosKgOoR/ZNE+/pUYEbFQCm4RTwlsNnccn/rsedf9qh91AiqC8M9eoDma6UDCD3AjY8BoDUa9rF7KnoBahmNpsgJwFFWXPHNYBh2iyoCBlAPQJA7XtBlIuVRPr9h4cBAOv2ndJ5JJHUrar06gOZrpQMoA5reymxGABSr2kDQD0OBHIlsCgn1XBrGjHGoyft70SX7Jt2DDpU4GrfCslerqAHu1XMU4h6tyJWX/dNvOUvDmYA04aYn14SmvYEn6wDgdTFTrzWUCVwKvYD7onwVnA6D0QA2syXHuvDRAhCta9DumeHRXp+6qyztiUQ9U+4ETRfV6NjAEi9ps1kJLvCMtYMjkWw3UDkzjQsAokRfOkQFWuDEV0CwAwoAlF/NlO1R3hPeBgAJlTsreDEOPZS3zEApF7z6FwEAoRbwaQq69DdKiJuBRembXciQgGGHssUtFNo6TgFrC5saXeLE2ipf9/tHp8uu9EYXbxXzMkMYNpgAEi9pj2R6bMdXGrWAPb03rkVXJi22lWXIhARClE0D5mOGUB11q/VLWYGMKDTbjTpilXA6YMBIPWa9kSmR5PdVGcAuyMHgMw0RGffRFh/J0IWUpT3aiKps35tAgWA2oCf2ar+UW8Fxz6A6YMBIPWa9mSqxxRweA2gGCdVi2ABqZ5ELMDQYx1i9F7A6ffeaPeGgz5R1wACXK/WF/GuZcMZQAaARscAkHpNW3iRrBN8V8k0pQpYkCKQcCPo4P8lScLpVreOI9JP9PSrDvvwCpCF1BYEifJeTST1dL8er3E82vcce9YljlIEItDvm/qGASD1mnaNV7IP/KYYJRhKBlCQrIq2CviZ9w9hxs/W4bVtx3UclT7k34ncrFuXbdhEyEJq3preNMwOq4N9sQJAba9SccZmRJFVwKEiEGYADY8BIPWadipLj4OrcGsANVXAy//+CQDg3v/7WLcx6UX+nWTbrQAydycQ7XpQUXpWJlJEAChQlXNUAMgp4N7rbgqYQbXhMQCkXhNhJ5BUVQH3FLeCC5ODr2x78EQhwhpAESqRRXmvJpL6OYkUZEWtAeQUcMLIRSD+gMRdVgyOASD1WqrWAHYl5X0Au9lPVNkKTjOeTNyG1BfQBIAiNILWpQgk+Lf8HhClaXkiGSUDyJYl/aM+jMkZQIDTwEbHAJB6TYQp4FRVAfe0q4t2Cri3P59O5GKHLHkKWIeTr0htYOyWcMYk3aiDWpHWAKYiA+jxBdLydyqLtxWnQ7X/M9dWGhsDQOo1Oe2f6wie4JNWBdzF98IZQDEOQPIUMLeCCxeBhDOAqc8SRO8Eol8Qag+dMEUpWEokdQAk0jRrdBVwYn//TR1efPGRf+LKX3+Q1kFgLCaTKbwfMDOAhsYAkHpNPpHlOOR2AHruBSzGwVe9FZx2p5RMaw7t104B6xB8idCLUA5C5ZNlOk4B+wStAk72bjSbD51BXYsbn9S24MiZtoTet4i0S2C4G0h6YABIvSZnAHOSnAHsitwHUJSsSngruOjqOD12StGTtghEiDYweqwBDEROAYtysZJI6spmkaYDta91onetOHq2Xfl3TWNnQu+7Jzy+ABa/sgP/+/b+pD1GV9etzACmB6veAyDjkQ+uOTq2+RCtCljueSdJEto1OyJ0ePxKS5RMoG0Do08VcOT/9di2Sn5rpvMUsKgZQO3SkES3LGlo9yj/Pqv6d6psPHQGf60+CQC47rxyDC3ITunjsxl0emAGkHpNW+Wpbx9AMQ5A6q3gOj2RY2r3ZNZVshzo6HmSkLOQctNaXSqRJc0aQEEuVhIpcg2gGJ9FIPkZwLNtXuXfDW2pDwCPqqad99e2JP3xtKtw5M8V9wM2NgaA1GsBAdZ4WQVbA6iuAlbvjwpk4BSwkiHW7/0RECALGdAEgKJcrCSSel2jSAFgsvtANqqyfg06ZACPN3Qo/z58OjlrELs6soabQWfWsS3dMACkXpMP+uGdHpJzEOjZXsDJDgCD999dPz91FXCHJuOXcRlAAS4Q5DFk2fQPQm2W9JwCDgQkqD9+Ik0BR2UAEzy2ls7wRZ4eGUB1AHiisaOLWyaH08oikHTAAJB6Tb7oz0rRCT5W7KWsARTkpKrOAEYHgL5YP5K25MxXtiO5Fwg9GUOWjs2olTWAaVoEErXdnkCNoLXb7iX6Pai+v6YObxe3TI7jDeEilBMNyQ8AtRfADu4HnBYYAFKviVDlKdpewOHxRE/5agPCdCe3wdG+P5ravdh1vCklY/ALkAHU9gEU5b2aKNrn4xUwAyivzU307199f3oEgKdbw1nHZGUAu2pf5bCyCCQdMACkXlOm13QMAIXtAxgIRE2LZNoUsBwYyOuE5MzQt57dhK/85kNsOnQmZWPI0rEQRdL0AZTbJx09047ff3hYqCnTvojqtShSBjA0TSFnXxPdilP9fmrUIQBsdYdnFXSZAmYGMC0wAKReUxbY23TsAyhsFTCiNkjPuAygtk2QN4BWtw97a5oBAO9+Upf0Mfg1Fym6ZACjikCC/7/tha146P/txeP/PJDyMSWSdppV+77Xk09Zf5mcmQI9M4CSJKFNFQA2tnsj/p8M3TWC/sWaTzDxP9ek5OKOEocBIPVadBuYJBWBdFGHJlwG0BQOSLWZkExbAxi1E4g/gGOqxrmnmpPfOFcOvvTMAMpvA+0awE9CbTve21+f8jElkldz8SVSRjM8/R78/Wu3Buwv9fupqT21AaDbF1DeS3L/0WRkAbuuAo7MAD7x3kG0e/z47bufJXwclDwMANPIsjf34OL/fS/pfaECKZ4CjlWBq10D2O7x4cd/3YU1u2uTOpZ4wkUg0ZmQ9gybJolaIuD1o7YpHPTVtbiTPgbte9SjQyGKpO0D6A9ETJklOihJNW1WTaQpYPk9aA9lABN9nag+5rUmOfumpc72jS3JA5CaQhA19RpAdQa0PgWfbUocBoBpoqHNg5UbjuBQfRtWrPs0qY8VbgOj5xrAyKzKy1uO4cVNR3H7i9tSPhYgHJAGAlJUZXKHx4+D9a34x57atN8XWL0FmzoD2NwZPkmcbk3+SSJqCliPRtCaIhBfQEKjKlsk0pRpX2iz7yI9H/m1t1nlNYCJngIOB/JuXyCln+s2d/Cxs2wWZQeQ4yleB6jOAKqDvrM6tMShvmMAKCBJkrD1yNle/czHxxuVf39w4HRSW2/Ix311n7dUBzbaPoCf1bUq32vpTNyUjPy0umkDqGQAfYFAdAbQ48fNf9iCf39hm+Gn/brjixUA+gJo7lAHgMk/SWingD2+AAIBCcve3INf/mN/St6v4TYwwTH4AlLECVKP6tFE0q4BFGkKOJwBTE4FtvaiN5UXwXLGMcdhxdCCLADJyQB29RFxWsPLf5o6Ii/utPtwk7gyZ4NSA3n1o2O4//VdmDg4H/WtbuQ5rRiYY0fZgCzMHV0Ei9mEc4pzMa18gPIz6jVWrW4fNh06iwvGFGHHsUaMLclDriNxv2o5A5il2t/W4w8o0wKpoKwBDJ2EmjrCJ9ZTzZ3Ic9pSNhYgsg2MNtv06akWHDsbPEBvPHQGXxpfnNKxpZI/IgAMvj8CkmbrrHYPmjq8eLP6BC6bWIpSlzNp45CD0IAE/OvgaazccAQAcPX0ITinODfhj6sWvROIhEbV+7QxxWvHEs2nWQPoFaQnJxAuDpObcCcyJpEkKeoz3uHxK4URydYWWlOc67BgyIBgAHi8oR1unx+Prv0U5wzKxTdnlKPTm5gxxVqCoy4CUV/cBaRgVXRhjr3fj0vJxwBQQHUtbphMUKom61vcOFTfBqABb4Q2AAeAX39rOq6aVgYAOKoKAAFg7d5abDp0Bk++dxDjS/PwH/PG4ed/24fLJpbg2vPK8dcdJ/D1c4eiINuGg/VtOHfYAHR4/bCYTd0GcvJxXz65AsEr4FQGgNoq4OaO8LoYdbCRKuoiEK8v8mwT/N0FnQxN1UiSFFVZlw7UQYH6/aGe9pUk4N4/f4x1+07hrZ01+PO/V6Kl04tchzVhr4m2FQ0A7D7RrPx7f21LygNAIDx9BwQ/M4k6Seshag2gSBlAf/KmgL1+KSo7lsot0dQZwCFyBrCxA3/41xE8vf4QAODNj0/iX5+dxtVfGAJfQMIHB+rxw8vHY8uRs2ho8+BbM4fhn5/UYdSgHAwZkI39p1owdYgLNU0dMJtNKM134uNjjXHHoJ4CVl/UAMDZNjcDQIMwTAD4xBNP4H/+539QU1ODSZMmYcWKFTj//PPj3n79+vVYsmQJ9uzZg7KyMvzgBz/A7bffHnGb1157DT/5yU9w8OBBjB49Gj//+c/xta99LdlPpVt3XTIGF48vxqZDZ3BOcS4sZhMa273Y9nkDDtS14Mjpdpxo7MDj7xyICgAvHDsI6z+tx2vbTijTYJ/UtuCWP24FADz9/iE8/X7wIPH4Pz+Dw2qG2xfAqEE5OHa2HTkOK6YMceFgXStKXU7kOW1o7PBi6hAXln55PLLt1nAGUHXiSsrBv4tjtrYKWL0Qu1mHqTWLqgjEp2QfTPD6pYgKvaNn2/Gfb+zGe/vr8btvz1AWcacLdVCQFScABIB1+04BALYcPotfrPkET7x3EDfMGobbLxyNDw6cxqUTipHjsOLw6TZMKstHh9cPs8nU42ApoJkCBoCD9eFlAkfOJGf/VDX5tXBEBICRBQON7V6UuowZAIrdBzD02isZwMQFgOrnKX/GU7klWluMKeDjDR14JnRcB4LLgADg9R0nlK/d//ou5d/v9mIpijnGRVlEEYgmk3261YNz0neSI60YIgB89dVXsXjxYjzxxBOYO3cunn76aVxxxRXYu3cvhg0bFnX7w4cP48tf/jIWLVqEF198Ef/6179wxx13YNCgQfjGN74BANi4cSOuu+46/Nd//Re+9rWvYdWqVbj22mvx4YcfYtasWal+ilEmD3Fh8hBXxNe+Egr2zrZ5UPGztThQ14r6FjcG5Tnw+ZlgAPitmcOw9chZtPWw95y8dkXOUjW2e5WDx0lV5ebHxxrxxTFFmDepVGlvYTGbYLea4fEFkroGJlZWKFYVsEyPtVXqRtDyCcKVZYta77bzeBN2hnbD+MO/jmDuOQNR3+LGTZUjlPvoiW2fn8Wek81oc/vR6vZiX00LWt0+/PDycagYXpigZ9V76gDQbjHDajbBF5C6LPx44r2DAICXNh/FS5uPAgCWvWWG3WJGq9uHUUU5ONHYAZMJGD0oF0fPtiPLZkGpy4mTjR0oynXggSsn4Pwxg6LGYbeaYTGb4A9IEe1nPj/Thr/trMHnZ9twyxdHJiV7Lccc8jo0AGjRBoAdnqRMgadC1E4gAgWAXqUIJHxhlijqi918pw1n2jwp7fUpB4C5DqsyBawuxJCPyXJwGs/wgdloaPPAYbNgfGkeDta1YvCALJgANHd6MbQgG7VNnTh/TFHUzzoiMoCRx9uzbR489NZefHTkLJ688VylUIXEY4gA8NFHH8Utt9yCW2+9FQCwYsUK/OMf/8CTTz6J5cuXR93+qaeewrBhw7BixQoAwIQJE7B161b88pe/VALAFStW4LLLLsPSpUsBAEuXLsX69euxYsUKvPzyy6l5Yn1UmGPHyKIcHKpvw76aZhTmFCkB4JiSXFw0rhh/21UDAPj3C0bhjxuPoNMbwH1VY/HWxzU42diBn31tMlZuOIJzBuXi0okleG9/PS4eX4wOrx8nGzswdagLJxs7EZAk/OAvOwGED3zy1bTVbILDEjzYeHwB7Ktpxl+2Hce/zR2R9A+9XAUsH+DUU2vNCSwC6fl4wgGpPAUcKwBUe3nLUby8JRjw7DzehAN1LSgvyMZNlSPw4Wf1mDp0AEYMzMHh023Ic1qR57TC6w/geEMH7n6lOuZ9fuPJjbh5zgj8ZP7EXgWUiSIHBWZTMHC3W83wefy9LvyQ31MAcOh0OFu352RwGrel06e0kznd6sFLm47GDAAtZhPsFjM6ApHVipsPn8Vr20/AH5CQbbMg22HFxoNn8MPLx6PV7UNLpxdfKB+ATm/wRGq19L5eTqlEtYR/D62dkQFgQ5sXn55qQXGeAwOyjTVtFpUBFGgKOHoNYOIiQLnAzmYxIT8rGACmshVMa+hYl+OwojDHDqfNrGQgZ48qxM+unoztnzfi6ulD8N7+OmTbrZh7zkDsq2lB2QAn8p02tHT64Mq29XkpSngNoD/qgrv6WCN+/6/DAIAXNx3Ft2aWo/pYI748ZbDy+yAxCB8AejwebNu2Dffff3/E16uqqrBhw4aYP7Nx40ZUVVVFfG3evHl47rnn4PV6YbPZsHHjRtxzzz1Rt5GDxljcbjfc7vBJpLm5Oe5tk21scR4O1bfh01MtGOxyosPrR7bdghEDc3DL+SPx/qf1GFWci3suG4tvzijH52fa8KVxxbjtgtEwmYIHxq9+YYhyf/MmlcZ9rFXbT2CjqsO7vNer2WyCw2ZGizt4ULzv/z7GnpPNONHQgacWViTvySN6DaD6AKxvBlBSMiGFOXYcrO/ZVOOq0FTN7hPN+HsvehleUzEUOXYLCnMceCzU/mflhiMYX5qHBTOjs+PJJgcF1lCAbrea0e7xKxnAAdm2mMUPc88ZiJ3HmxAISHjyxgr8bWcNBubaceXUwVi79xSmDHFhYK4Dn55qwcTBwSnhM60erP+0Hi9vOaosd5ApAWAoCO3QtKuQL5gA4DfvfoYzbR5IEvCvz06jsd0Ljz+A0YNyUNPUiWy7BTOGF+Lj440YU5KH4YXZON7QjoG5Dvzb3BGYVBaZqZfJQYetiyngv+44gVe3HsPoQTlYe8+FSjW5EcifPXkZiUgZQHkNYHgruAROAfvk521BvjN4Ck3lshN1BtBkMmHIgCzlOHPusAKcU5yHc4qDS0uqVMf1iWX5yr9d2cEiub6uuVUXgWgvatQ7/Ww+fAZvVp/AyaZOfFbXimlDB2Dn8UYsumAU3L4AbGazMhZKPeEDwNOnT8Pv96OkpCTi6yUlJaitjX2irK2tjXl7n8+H06dPY/DgwXFvE+8+AWD58uX46U9/2sdnklhjS3KxZg9w4FQrBuU5AAATBufDYjbh3GEF2PXTecptzynOVRa82xNwgpEv/K2qgpHmDp+SnVmzpxa/ffcz/HnrMfz86imwWUw4erYdX5s+BJ/Vt2JgjgMDc+w41dKJkjwn/JKEgCTBYbUoB+ruDkzqNYDarZESGQD29LQRKwAs6GVGx2wCivOcqG3uxJQhLhw92w5/QMKoQTno8PjR0ulTpncCkoQfXD4e11QMVX7+MVX/x82Hz+oSAKozb0B4/VtL6CQxtjgPW0Itjq6dMRTbPm9AfYsb//21KcEMmBQ8OV0wNpzNUwdYX1BVvgPB6aZY+Xp55sscWqYAAGfi9ChTZyfVTarlk2q7x481e4LHhZqmyF1MGts9+N23z4t5v3IAaDGZlKlwbabo1a3HlMfaV9uMfTUtmDwkH+NL86PuTzRykJVtt4QCQAmBgCREEKvtA5jIHSPl5S52qxn5WcHgJZWzDuEAMHjsHVqQrbxXpwyJfTGSaM7Q69rp8yvv6YJsGxravTigasm142ij8u/H/xneJURehy5JwAVjB2HvySaUDcjCmJI8HD7disllLrS6ffD4Ahg8wIkvjSvGjBH6LW1JV8IHgDJtQNBd6jrW7bVf7+19Ll26FEuWLFH+39zcjPLy8u4HnwRjQsUDn9a1YEBO8CA0YXBqCgrkIgezKXxyPd4QWYX8P//YDwC48bnNyhqs/3xjDzpCOyHIX8uyWeD1B2A2BVvbHDnTBrPJhEF5Dhw+HT97pu4DqN4aCYisCE6UbgNSU3itkTwtPTA3fgA4f+pg/L+dNZgyxIWV/3YeVu+uxcXji1GUa0dDmxelLmevp2d+f/MMfGdlsNjnQF1yd4OJJ5wBDI5bXQELAGNLc5UAsGJ4AX529RRIkBK+Bi+gGoe9h9NOA3PsONPmwcAcO74yrQyvbz+OayrKkZ9lxYG6Vlw2oQQnGjvQ2O7BzuNN2Hz4bJeL/5XpcLMJljgBoNr9r+3CrhNNcNrM+NWC6fi/rccwtiQP86eW4Y2PTwTbQrW48ebHJ3HVtDJYzCY0tHsxZ/RAuLJsGFeSB7PZhFa3DwfrWmE2mTBlaPICAqXZts2CBgQDIG8gAIdZ/6IWZQ2o3AcwCRlAu8WM/FC7qZbOVE4Bh4tAAGBMcS7Wfxos6tCuG08Wh7zFYmifbwAYUZSDBlXA1xX1mnG5IOxkUye2ft4AANh0KLIPrt1iYQCYBMIHgEVFRbBYLFGZubq6uqgMnqy0tDTm7a1WKwYOHNjlbeLdJwA4HA44HI6+PI2EG18aDPY+qWlRDnbxpqISRT6EylfTVotJyfAc76IRqTy+DtU2WNFfk5S2N0DklO6wwuj1hFbVTiDtmgXYTR1eNHd68ZetxzF/2mAU5yV/kb3FEp6SjpcBnDg4X3mO//XVyVh86RiUurKQ67Bi4ezhyu3kqtDeTs9cPL4Ec88ZiH99diZqN5JUUQc9AKICu0smlOClzUchSUDF8MKoALGvtOd39TjkBesy9ZqpmyqH4/mNn2NsSS7e+N4X8d7+Opw7vAAl+U4su2pS3Md7o/oENh/uulm7fE1iDmUA3YheA6i260SwOKjTG8C/vxDc0WbdvjqlSEZNLiQCgF+/cwAAUJTrgM1iishS/mrBF1DX7Mbafadww6xhEcs++ku75R8QDI5S2Q4qHm0j6EROActrAB02M/J0ngIGgAUzy/H6jhM4d1gBymMcK5NBbgPj9vmV4HdkUU5Exk9tWGE2jp5th81iwjUV5Xh5y1FcNG4Qpg4dgHf2ncIlE0rQGVrWMa40F5/VtWJAth15DitqmzsxqUz8jLgRCR8A2u12VFRUYO3atREtWtauXYuvfvWrMX+msrISb731VsTX3n77bcyYMQM2m025zdq1ayPWAb799tuYM2dOEp5F4o0elIuSfAdONbuVk8GFqmmzRNLGIXIG0KLKAB7T9CFUM5uAOaOL8OFnp/GNc4eiKM+Og3VtuPPic/D+p/UoznNgylAX9pxsxqSyfNgtZpxu9aAgxwZ/QMKEGNNh6irgTs1eu80dXvz33/bhlY+OYeOhM3j2phn9efo9Eu4DiLgB4KILRuLBN/bgS+OLUZBjR0ESemX95/xJmLfi/YggQJIk7DzehKEFWRiYm9wLGL8mA+jQBHgTSvPx4i2zYAIS0ocvXoysXgOYpWkdM6ooVwnEl31lEr5+7lCcU5yLLLsFV0wZ3O8xyZQpYDNCRSTh6bIsmyXigiiWPKcVNosZZ9s8mDg4H3UtbmUtpdVsQuXogWju9OH42faIdZZq6mKhfTXN+MrUsoRN0Wq32wPEaQat3YYvkY2g3eoMoA5TwNoM4DnFedjyo0v6VKjUV/JOIJ3egBKQjhyYE3Gb7140Gk++dxCFOXb89XtzsXpXDc4pzsXsUQNxX9VYFObYYTKZsOSysSkbN0USPgAEgCVLlmDhwoWYMWMGKisr8cwzz+Do0aNKX7+lS5fixIkTeP755wEAt99+O37zm99gyZIlWLRoETZu3Ijnnnsuorr37rvvxgUXXIBHHnkEX/3qV/HGG29g3bp1+PDDD3V5jr1lDu0Gcqo5eNAfX5qHslBLgGSSJCmc2TCHM4DHQlPAeU6rckX4l9srsf7TekwfNgAXjy9Bq9sXtSOJek2XOoM5Jn4iFkDkGkBtANjU4cWfQ2ur1u49lZKmy+qiFDkAzHVaYTaFTz5zRxfh4werkjqWwQOC2c6mDi/aPT5k26148M09eH7j58ixW/CX787BhMHJu5pWLg5Cr0eOPfL3neOwYO450W0lEs2vCr7UY7CYTfjB5eNwx0vbcdsFo2A2m6LWFSaKHADKGUAgfPIuG+BU1m2p3yNfnlKKL08ZjC2Hz+K7F41GvtOG2uZOjB6UC0mSlM+QPyBFnPA7vX5sPHgGeU4rRg0KBtYX/uJdtLh9GJTnQH2LGy2dPhw63ZawBthyls2mavcjSiWwL4lVwEoRiM2sKgLRbwoYQEqDPyCyClgez8hB4QDQYjbh3svG4rwRBRhXmo/CHDtuVM1yJPtClHrGEAHgddddhzNnzuChhx5CTU0NJk+ejNWrV2P48OAbqqamBkePHlVuP3LkSKxevRr33HMPfvvb36KsrAy//vWvlRYwADBnzhy88sor+PGPf4yf/OQnGD16NF599VUhegD2VIlqajNVaz/Uvb+sZvUawOAU8NVfGIKK4QUoyLFjxojCiHUbidyOzqqactWuw2rq8CLbblUOTH/fXYvH1n6Kq6cPwfe+dE7CxqBmVmUkvaoKRHXmYUC2PemBaL7ThlxH8LmfbOyExxfA8xs/BwC0efxY+NwWPPTVSdj2eQPe3luLwflZOKckF2/vqUVJvhPZdguOne3AtHIX3L4AGtuD7VA+q2tFQY4duQ4rTre6UeZyot3jx8SyfPzb3JHK42szgOrsEBAdECZLuB2NCdmO8BjynVZcNK4Yu5fNS3qxgnoMlqgAMFy5OXmIC1dNK8M/9tTiP+aNx8iiHMyfWqbcz+hQQGcymZQtDq2WyLE7bZaoLQafv2UmPjxwGtfPGoZb/rgV1cca8Ultc8ICQLkK2Go2wWYxwxfwC1MJHN4JRm4XlbhxdZUB7Aw1LE/U0oZY5JZXuQ79ptrl19UXkJSiO3lZEhDcO91qMePi8d1cyZOuDBEAAsAdd9yBO+64I+b3Vq5cGfW1Cy+8ENu3b+/yPq+55hpcc801iRieLorzwwHg8BSt/VAvpjarqoDlALA4z4GrpydunVE86r2A3ZptmGqbIys173gp+D74n3/sR7bdgt99cBg3zh6Oqkkl2HL4LC6bWIIsmwXNnV4MdmX1KWNojQgAQ9kHzUkgmScFtbIBTnx6qhUHTrVg+9HgourKUQPR2OHFvppm5fUAgGNnO5SiDHU1bO2e8GtY3cWWUKbtwVY0cmAiZ4XkNZE5qpNUjt2SxKArMsOj9Kq0mCK2pJOn5VNRqSoH/5ZQgASE128NVjV/Hj0oF7eePwq3nj8qoY8/fVgBpg8rABAsEKs+1ojVu2pw5ZTBvX5/+/yBqCyT8rs2m2CzmNDhFWc3EHls8u++w+PHur2nMOecgcoe1X3lUVcBq4pADta34htPbsCALBv+dtf5ERm6RFJ2AknRxVQs6nWe8hrs/Cwb5oweiA0Hz0Rk+0hchgkAKVpJfjiNPmxgigJATQZQm+Epzk9Naj9yDWDwgCxPdXXlp2/tBQA8suYTPLLmEwDAT/66G1aLCZ3eAKYMceGzulZk2y0YPShcsdrdInIlAyiFA0C7JflBRiyzRg7Ep6da8eLmz/Gvz4L9G/9t7gjMGFGIH72+C4dOt2JsSR7mTSrFR0fOYu/JZsybVIrTbW7l35sPn0W+04qBuQ4crG9FxbACtHT60NjhwfDCbNQ0d+Lp9YcgSYgoOAmo1t4BQJYtfIhJxgkx3issj8lsMkWc8FPZcyygZADDFyxyEYh6Gn6EZu1UMshtZVbvqsUja/bj/ivG9/hnb/3jVmw+fAar7pgbkT0MZ3vNsFstAHzhZvE6t4PxKy1qgr/77UcbcevzW3HJ+GI8d3Pstj095Vb1AVSKQDq9+MO/DqOx3YvGdi/W7TuFYYXZcGXZMLIoB8fOdqBsgBMWsynUs9Xa45ZXWrGmgFNNu7YXAPIcNjx23Rfwjz21CS02ouRhAGhg6t02hqfgJCJJUkQAaDaZlDUwslRU3ALhnUB8AUnZiL0o14HTre6oitDu+AKSkjGQKzE7vH6caQtXeXb3vJQiEL8Ejz98Yrxx9jC8uOkorpgcv9F2ol05dTBe2BQO/krznbh4fDGsFnNUg255e0Gt7q7gAwFJ2Xhe/XKrs0JAZAYwkUsAuhMuwDAhR3WR4spKYQCoXgMYuhiQt4IrznNiwXnl2PZ5A66ZMTTufSTKjBEFyr/X7q3tcQB4qrlTadPx563H8KMvT1C+Jy91CO62Ygp9LYCf/HU3/t/Ok/i/2+ckbLq5t+T3YY5mmvQdVZPivvLE6gPYEd5CEwgX3zisZgwpyMKh+rZg42YA7V4/Zo0sxJHTbTCbTRg1KBd7TzZh1KBctLl9ON3qRlGuA/6AhG/OKMctXxwZ8fjaKmA9yP015dfCYjbBaTMjy+7ETZUjdBsX9Q4DQAM7b0QB8p1WZNutEesvEk19gapuqGo1m6IOQnJT6mRTZwDdoQxgtt2CPIcVzTFabcwcWYhPaprR3OnDf109GR8eqEdAAu6/YjxWbT+B0cU5GFuSh48On8XkIS5YzCYcOdOGknwnmtq93a6xtKgzgL7wFPA9l45FcZ4TX0vBtLhs5ohCnFMcbKUAAHddMibhi8S7q76V2/Sos2+pzFioq4CzVY87IMEBoNRFq3ClGbWqCESWZTfj4W9MTehYujKpzIU7LhqNJ947GLFtYnf2qVozHTgV2VtSvQZQXt7g8QXwwqbgmtNXPzqKB66c2N+h90m4Qjn6Pfe1J/6FYYXZmDG8AEMLszFxcD6cVgsslmDFuAnBqWyH1RwzO+eR28CopoDrWtwxq7rdvoCyz7q6tdWGg+GdleTlM6dbwxeccnHfCxuPRASAgYCk7POuZwYQCDaDlgNAeVcSMhYGgAY2INuOdfdeCLvFrFRlJZtPFQFazCbkOiJPqKmaAlZXAbtVB2RXtk0JAOdPHYy395yCxx/AtTPKMfecgaht6sT0YQURfffumzdO+be6ElleP9Wb8fgDkqoC0YSBuQ7cdcmYPj7LvjGbTVh6xXjc9sI2fGlcMa6flbodQbQZQPX6u2RmLKL6AKoygNmqz0Yq99uVVGOQM9Yypw698hZWDscT7x3E6VZ3j6do1etCPz3VGvG9yDWA5qjb93b/50SSP4PZMY6LO442YsfRRrxRfTLqe3KDevnfN84ahp9+dXLEbSJ3Agm+p+V1cAXZNpS6srCvphlFuQ44rGbUNnfiuxeOxpZQ38ivnzsE//ykDuMH5yPbbkF9ixsVwwtQ19yJ/CwbRg3Kxbq9p/Cbdz+Lal/Trgoy9cwAAsHCI/lYq/dYqG/4WzO4VE25yvxSeF2TyWRCrmoK2GwCBuakOgMYUNrAOG0WuLJsOIbgFfWUIS58o2IoDta14mvTh8BiNmGwKzmtciKLQCKb0Orhkgkl2P7jy5QTVDKp10cqWSFLjADQmYQ1gHFimIDqJK5+3PwUTgHLgURw7+3IgTpSdMGmVpTrgMkUDNwa2j09asVxRtVb8ERjB1o6vUrBj5LttYQzgEfOhHfv6WrXk2QKBMKtqnp7Yaxe4uIPSPjbrpqoADByL+DI99OYkjw89NVJ+PNHx/Fvc0dgYK4dbW5/1MxId9s0+gMSfvPuZ1EZZnn612wKV+LqRd1gnQGgMfG3Rr2i3es1T/XBL8p1KF9PtsgMYPCA7LSZI9Z4lQ3IwpfGFeNL44pj3kciqdvAyCeIVPfm0kpmwUO86R65CNRskgPA8PujMIXZNzk7ZTabIi6SClNYBKL+rGingPU4edssZhRmB7e7q2tx9ygA1DaXPt7QgQmDQxXfyhpAs5IBPKvab7m7gqxkUXcq6Enl/TfOHYqRRdmYMDgfdmvwGOL2BfDNpzbGXE8cLgIxI9tuicgaji3JxfjSfPznV8JT332pOpY/XtrHVxeA6D3lqs5iJ+PijpKPvzXqFW0AqP7gp2r6F4jcC1jOADqsFpTkhQ9KQwuS3xhbGU+sNjA6VQGnmvocpV4XBkQuwk/GzifxqKuRS1UtV1K1VRYQPnnH6guXqiUbWkW5Dpxp8+BMD6dntbcLSJEZMgCwqfZbbmoP74ihWwCoyuLFqlZdfOkYXDy+GJPLXHGnwT8NrXeMtcJTbnVjD60RHJhjR13ouY4pTsxabHlU2gBQhAIQmfo9rPd6ROob/taoV9SL6wGgUHVSL0nhdLRSBewPt4Fx2swYpMpqjCpKXQWinPHyS1LEDgmZRrsGUD31VZiTvOyb9kStXgM4rjQPJfkONLZ7k75fdqwxmE2mqP1x9QoA5Qx5Uw/3ru1qGlf9u5YD3MaOcMCozgamkk8dAGoyrRuXXtyjZSDhACw6BHR7w2uOgWAbn3AAmJhjTrzsnggtYGTqLHYqM+uUOJl3hqJeM6m6rflVU2tAZA8zdWPqZIuoAvaFM4CXTx4Mq9mEC8cOSmnPN3VGUs4Aaqf9MoF6XRgADB0QzrgVJmF9qClOJ0B5KjrYnsKCN+/8It6+54KIbGCyqVvRRGUAU9QUXEv+TPQ0AJSLG2TqeEi93lPOdjeqMoAdXj/aPalfB+j3qzOAkYF2aQ+PUcoUbIzvKRnA0AWeeqZhTEmiM4DaNYBiVAADkRcxqczuU+Lo/y4iQ9Fu9aVuRl1emLop1/AawPBWcA6bGRPL8rFzWVXK1iIq4zHFmgLOjOsr9TlK3YAZAEpdTuTYLWjz+DExiXsQa/k1exKXpPDiRKZuBK2ditQ7A6jO1HWlqwAuVgZQG1h+VteK/7ezBpdOKMHMkYVR95EM6k4F6sDbaYvd1iW24O26XAMYyoDdMHsY3vz4JOacU5SwNljxAlB5CjhPgABQXQAzkAGgIen/LiJDUU+tAcGpimcWVuCv1Sdww6zUbf9jVRWBKFXAoav9/m711Bfy6xGQwg1y0z0ANJlitF/RXCDYrWa8+u+VONPmwcSyVAaAkYGoHuSZSHOsDKBOAaDcB1G9Vq8r2gygmrrno/xeb9Tc78//tg+bD5/FX3ecwJYHLu3LkHstXvFNVi9e83ARRowpYF9kBrBieCE2/+iShGblTHEC0PAUsH77AMsGqGZYmAE0JgaA1CvaIhAAqJpUiqpJqdvpQv34fr+6Cli/g6L69dBOg6Y7dauK8AVCOODprol2QsagOVOq9+HVizoIVU9F2iwm3cY1oJ9TwGrdrQEEgM2h3nd1LW7UNnXGnYKPtddwX6nHpX6dE3VhGN4JJPw77UlFdW+EM4Cx28CIMAWsXv/NDKAx6f8uIsOQpOgiEL3IGYeIDKCOfbFindDTPgOI6CkqnyYDmJJBxKDNRCZLV9sOKo2gTaaIKWDturRUUqaAE5oBDFcBy8sxYvndB4cwINuGm+eOjKhifWTNJ3jm/UNYctlYHDvbjrNtHtwwezje2XcKZQOyMCjXgcOn25DrtKK5wwtfQIIkSZhWPgDzp0ZvZagel/r3H6siOB5lDV6M76nbwCSbyFXA6qbqZQNSt/yHEkf/dxEJTx3rKQGgztkt9c4byhpAHU+ssQPAzMgAqvlD6x/1fn8oFbhJCgB7spZMHoNJswZQzwsVV+ik3fMMYBdrAFV7AffkYud3Hx4GABw+3Y7/vXYagGCj6afWH4QkAf/zj/3Kbd/ee6rb+zObgPPHDIra3zleBrA3F2SmLqpA5K3getJjsK/iPXyrQEUgo4rCBYDlBalrr0SJo/+7iAxFlAygfGXvDQSUKmDRMoBWc3pnABXqIhBB3h8ivE/V09DCZQB7EABKkqTsb2s1m0KZt/D3Y+0FLIu1PlT22vbjeKP6BK6aVobJQ1xRt5Mfa+rQ4J7cFpMJY0ry0OHxIcdhRbbdgmc/OIyAFGrJogkA1eNSr/vzd5Wu1egqA+hJQQYw3hpAkTKAc88pwhWTSzFqUA7XABqU/u8iMpRYawD1IK8XkiSgwxPeCk4vsQKNdM8AmmKc5VM19aoV1QdQaVeU0mFECKjWAKoDJG1vulQKF4F0XwXc6Q0ov95se3jfV1k402aGzRL5GxhakIVjZzvi3rcvIOH1HSfw+o4TAIAfXj4enV4/vlA+ABeNG4SGdm/EGjOt3//rCPwB7Qq56HGp1xXKF4o90aMikBRkALXvbKUIxK5/EYjdasaTN1boPQzqBwaA1CuiBIDq4KoldGJKxZqceLSvh9Vs0n2rplSJ2AkkyVOvWrEeRQ68AH2zsOGCmMisn1PHDGBvikDaVNO/WTECwIi9gKXI13lYYbYSAE4cnI8Wtxf1LW58/+IxEVO9QLCA4PqZwyL6dnYV/HVHnprWXoR0tT5RS8nAxfieJ6UBYKT60NZ8iS46oczEAJB6JVaVpx7U63nkq2I9M4AmkwlmU3jaL1MqgLX8SgscHatvVVkbXaeAA/IaQFNUPzq9yFPAbR4/vP5Al+vi2t3hpRVyOx11zi2iCljz+w6uCTsDABhZlIP//voUdHj8KMl3INdhRavbh4N1rSjOd+LmOSN63bQ93lZp2nGpyTt49Oj+4+zFC6iLQJJ/vNE+fk1TMKhOZUNzSl8MAKnHJEiqg6u+Y1GfuJo7g9kMPTOAQPCEE5ADoAxY/xcrtIp38k0l9V6wuk4By2sANVXAel6o5Dltyvq8pg4virrIJLUq681sMX/X6ul+synyhVbvjjF8YDZcWTYl+Pz2nBH9exLdUO9QoiYHbr0Ra5I5pWsAVV/r9PpxsrETAIsuKDHS/yxFCRUQYHE9EAww5BhDhAwgEBn02HQORlMpsjAg3BxY7zEA+gai8baC03upgryLRHetYOTPVZ4zdp5A3vEmVhXwSNU+3MMHJj5YidcnD4isTlbrSwAYS3jryRRUAave2AfrW+EPSHBl2SJ2YCLqq8w5S1FCiJDhkdlUhSCAvlNrQGRQnAn7AMe6Bkj1+yPWOsuIKWABMpHBNjCqNYA6X6jkhzJxLZ1dB4DdVZyqM4DaAPCc4lxcOXUwhg/MxiUTSvo75LhiTdFqC5GqJgYf/4ZZw3p8v11NAadkDWDob/XDf3qqBQAwriQvY9YXU3JxCph6JSBQAGi3mCOu6vVsrwGgzz3HjC5iJxBVCw69qItAkp2p7roRdGgMZlPExUmWzhWcckDX5u56TVyLatuxs23RbUkiq20jX+dsuwW/vf7cRA05iilmG/LIcclZ6Eev+wI+PHAaF40b1PP7N0VPwco8/tQVgcivtyRJWL+/HgAwfnBe0h6XMgsDQOoV7V7AerJZzYA7/H+9MyuRAaD+r48eRMgQp2IKuCf3qlREm0zIc4aLHPKdvSt4SDS5iXCru6cZQBuA6JYusXYCkWWnKMiNFaBpt2LMdVhx+eTebVUZpwsLAgFJ2es7uRecwRE0dXjx87/txbv76/FZXSsA4NxhBUl8XMokDACpV0RpAwNEB1m6TwGr1r0lal9TkclZmNhrAPXrA6ieetVzqiygCgDVu1XEW1OXKrlKANh1BrC1Uw4AYwc6sfYCliV9p4oufq2JuAiJt8ZQzv4Byc0AurJsSleBZz84HPG9qknJm1KnzMIAkHpMksRpAwNET7PqnwEM/zsT1gDGop4WTIWY1amqPXj1IknhwNhsgpABoJzhi0eeAs5VjTcy0A5X26o/i9qt75Ih3AYmOgeYiGUI8XbicHvVS06S9xwH5Tnw/Hdm4ePjjWju8MLtCyDLbsF3LxqNbDtP25QYfCdRt9RZlPBWX3qNJkw97WQ26R90qStfk5kdEEaMl1vuA6hnH0QRstSqWWhYzKaIdX96r1XNCWX0WrsJANuUNYCxTxPhhsvmiPd7jt2qa+Y1kcsQtOGl2x/MmppScLz54pgifHFMUVIfgzJbBpylKJECKc7wdEWddXDaLLpXxpkzNAOoPkmKsAYwlAASZh2iyRTck1bevmt8qb6L+INr+oIBoNvnR7sndiAoTwHndVMFHGwDE36tU7H+r6sq3US0Ioq3FZycAbRbzLofb4j6ixlA6hVRGkEDgM0aPgDrPf0LRAakmbAGMBYRqoB9oTHouguIphWNyWTC728+D5+fbcfMkYW6jQsIr+lrc/twzZMbcfRsO96598KoptCtnnAbmFgBkS9OEUiqCkDiidcHsDfi/WQqKoCJUoXvYuoV+cSm5x6rsogMoAAHZPVJMBOqgGOtw0p9H8DoMSjFFwI0gQagNCyfNWogrp1RrnvmSJ7SrWt2Y9eJJjR1ePH33bVRt5MzgPGmgJUMoCWyCCTpBSAIr9Hralz9ughRikAiyRlAES44ifpL/7MmGYYkha+u9Ty5yrRTwHqLDEj1H48e9KoCjhwDBBiDOgDU/7OiJhd1fFbfqnztQKjJsFpbNzuBqDOA6vd+vMbRqZKQKuB4RSC+8P7IREbHdzF1S30YVba3EuCcps64OQQIANVZkEyYIup6JxD9nr8cfKXiIiXWVmRAdBGISOQATe4rBwA7jjZG3a5VVQRiipERk6f7tW1gUhEAdr0GMPZewH25f61Or7wPsP7HG6L+Sv+zFCWUCCd4mXqaVYQrcvV49NzvNdVE6AOoFkhBG5ju7jogcAYwJ0YbkX01zej0RvYFbO1mKzj1jhvqi7FcndvcJOIYpf6NqZcXpGIfYKJU4buYesUvUBGIOusgwpSrehosUzMEeq0B1HMMscRaAyiKWAGaLyDhk9rIaeDWbqaA1VXA6oAoFX3qwnvlxuoDmNiLEPUFjrz1JANASgd8F1OviNQGRp3JSMXC8+5ETknr//okW6yF+ImYfusvEfoAys2o9d6NJJZ4Gb2/7jih/FuSpIgikFhr4sJ9AE0YkG1XfT3cLFkPidkJJPyz6hBTDgBFWHNM1F/pf5aihBKpDYy6uW6+ztNOQGRGMlMzBCIEXwEB9quWAyU9W9HEo71Y+vKU4D65L23+XJkGdvsCymc9XsCo/l2nvArYFLtIQz2u/u0EEqaeApZfn0z9fFN64buYekyCWG1g1CcavdcdAZk3BRwrthFhDaBSBKJj7BUeg3gBoDagW3DeMGTZLPD6JdQ0dQKI3CUk1ppBQLUGMJTt/fKUUljNJnz93CHJGHZMsUpwEtIHMM6PhqeA0//zTelP/7MmCU99MPQJdGLLUk3D6L2/KqANAPUPkFMlYlow5XsBR2eCRMpCCnCdFEUbAJYNcGJoQRYO1LXiREMHRhblKC1gsu0WTTV1+IXWNv1+7LovoKndi+J8Z3KfAOI3ao41rr7df5wpYC/bwFD6EP5d3NDQgIULF8LlcsHlcmHhwoVobGzs8mckScKyZctQVlaGrKwsXHTRRdizZ0/EbS666CKYTKaIPwsWLEjiM0kPAc1Vv57kPU2B8PZWerKrdibJhDWAsYiVAdR/OzoRLpS0tMFL2YAsDCnIAgCcaGwHADS0ewEABaG1fTGLbfyRwb7DaklJ8Kem3aoNSNBFiOr5xi4CYQaQjE/4s9T111+P6upqrFmzBmvWrEF1dTUWLlzY5c/84he/wKOPPorf/OY3+Oijj1BaWorLLrsMLS2RVW6LFi1CTU2N8ufpp59O5lNJC0JlAO1iTQGri0DsIiySTLJYlZiJmH7rL7kAQ9dClBS0oukrbVFKtt2KIQNCAWBDBwCgoc0DACjIiX9h5dMz2O/iIf0JvkhVv7/lDGCmXuBRetH/rNmFffv2Yc2aNdi0aRNmzZoFAHj22WdRWVmJ/fv3Y9y4cVE/I0kSVqxYgQceeABf//rXAQB//OMfUVJSgj/96U/493//d+W22dnZKC0tTc2TSRMiZHhkharKQxGKQGyW1LbCEJEI7w+lUj0FwVesIgQgPAUsYPwXU1koAKxp6sQDq3bhpc1HAYQzgDLRptpjrgFMSBWw6jFiZABZBUzpQOjLmI0bN8LlcinBHwDMnj0bLpcLGzZsiPkzhw8fRm1tLaqqqpSvORwOXHjhhVE/89JLL6GoqAiTJk3CfffdF5Uh1HK73Whubo74k0kkSUrpLgvdGVuSq/x7UJ6ji1umhi3FlZB6i9XexKfaHSI1Ywj+LUWsTUv+e7SrvWgBdbsk/T8nschrZuX1gKWhqdudx5uU4A8Iv5axnoUvAWvt+qrrNYCJrQJWYx9ASidCv4tra2tRXFwc9fXi4mLU1kZvXi7/DACUlJREfL2kpCTiZ2644Qa8/PLLeO+99/CTn/wEr732mpIxjGf58uXKWkSXy4Xy8vLePiVDUh8MRZraGlmUg6EFWcixWzChNF/v4URmAB2ZkyEQLSvkT2EGMB55IxBRA8D//eY0jC3JxSu3zQYADHYFA8D9mj2BywuyY/58ICAJ8RxjZWATcRES0QcwIgPINjCUPnRJUyxbtgw//elPu7zNRx99BCB2lkGSpG6bq2q/r/2ZRYsWKf+ePHkyxowZgxkzZmD79u0499xzY97n0qVLsWTJEuX/zc3NGRMEyvx+/ddXyawWM/521/nw+QMoyLF3/wNJpj4pxGudke5E2IXDL0AfQCVzJsCFUixVk0pRNSm8/GVwaApY9sVzilDqcuK+edHLbIDwawwEP4ep1tXrqm5Q3ef7V/1bnV1u98hVwJlzgUfpS5ez1J133tltxe2IESOwc+dOnDp1Kup79fX1URk+mbymr7a2FoMHD1a+XldXF/dnAODcc8+FzWbDgQMH4gaADocDDof+U416kg/8IhSBAIArS//qX1m2qjG1+t/pKlwEEhaeftMvQyJCFjIV+xEnUqmmevff5o7AJRPCx0ul8XLo//JrDOg0Baw8ZHKqgOP92po6gtXRIh13iPpKlwCwqKgIRUVF3d6usrISTU1N2LJlC2bOnAkA2Lx5M5qamjBnzpyYPzNy5EiUlpZi7dq1mD59OgDA4/Fg/fr1eOSRR+I+1p49e+D1eiOCRooWEGCRv6jyneGTQiasAYxFrwygeppOhJ1AlD6ABvmYZGkuWGaOLOzy9j5VACjaNHdi1gDGngJuDgWA+QwAKQ0IvZBhwoQJuPzyy7Fo0SJs2rQJmzZtwqJFizB//vyICuDx48dj1apVAIJXqosXL8Z///d/Y9WqVdi9ezduvvlmZGdn4/rrrwcAHDx4EA899BC2bt2KI0eOYPXq1fjmN7+J6dOnY+7cubo8V6PwCVQEIpqInUkyIQDsaicQHZcIyFOAuvYBDAUNRv2c5Dm7DnDkpSCAvkUgsdcAJvYCQP0QzaH9kfO7eX2IjEDoABAIVupOmTIFVVVVqKqqwtSpU/HCCy9E3Gb//v1oampS/v+DH/wAixcvxh133IEZM2bgxIkTePvtt5GXlwcAsNvteOeddzBv3jyMGzcOd911F6qqqrBu3TpYLOk/dddXElQ91gx6Yksm9QmnUIA1iamibsbr86e2CjiWgADvURGaUffWj6+cAAD42dWTo76nDbjkQgtAxAxgqDq5HxchkW1gwu/vcAYwAy7wKO0J/y4uLCzEiy++2OVttN3gTSYTli1bhmXLlsW8fXl5OdavX5+oIaY99YJr+crfqJmNZDp/TBEum1iCsSW5wp0UU0WEPoB+eRcOXatT9Z+G7q1bvjgSV00r69FuHup1lnoUumjXJKqFi0ASk99Qr3tsaA81yM7OnAs8Sl/CB4AkFmYA43PaLHj2phl6DyNlYhWBpHoNoBIIqFvRCFCAEa4C1m0IvWYymXq8lZsI1d7xhIPTvt9HrEbQtc2d8Pol2CwmlKR4yzuiZGAASL0iQo81EpcIVcCpbMIcZyMQIYLQhJIbboeel96Z3q7WAHoT8B5UF4F8fqYN+U4bVu+uAQCMGJgjZOBL1FsMAKlXRGixQWKI1WtThMxQKgqVuovr5MDESGsAe0OE3zMQ2aNPJq9DTdQawKt+86+I71VNit9OjMhIhC8CIbEwACQtOdhRdQYRYi9gIYpA0vRz4tdxGzig6wBcXgNo68ccsM1ixjUVQ+HKsiHXYUVe6M/sUYVYdP6oPt8vkUiYAaSekxgAUnwRlaEpagMTXoeo2gtYgGbl4V6Eug0hobTrPRPRbDkRYk8BJyY4/eU3p/Xr54lElyaHJ0qmiL2ABciukBi0uzGo4j8hsm96Bl8BAYLQZErEdmv9E/9xRehFSWQEDACpVxKx0TqlJ1F6w4mQpZZfinQNAEV4jYE4GcAEt4EhSlf8hFCv8OqaZNpKzMj9YTN7L2C/wbaC64623Y4vAc2W+zee+N9LRBEIUSZgAEi9IsraHxKPen/YVAU+ciAQcy9gHbNvRmwE3RvyFLDezy9mFXCg/0UgRJmAnxDqMQkS+wBSXOr1oXrsDqEdh54VuPJuJHq+Dsmk91rgrh7V69e3QpnIKBgAUrfU5zBR+n+R/rTbcYny3khpE+Y4naBFyEImkrbaWpSZgFhrAEVoRk5kBPyEUK9wDSDF49e9MjRyHMlsRdPdPStVwGl6hNU9A9jFwypFIDxGEXUpTQ9PlCysAiaZtghEj/eGvGWXOhEkwjZsyjR0mmQAtXw6XwiaugjB5fehjQEgUZcYAFKviJLlIfGEs8P6HlZSuRdw3DGEItJ0uVAyheeAAei/E0hXfGwDQ9Qj/IRQr4iyzovE4xWkMlSInUAyJAOo1+86VvW3zMs2MEQ9wgCQekySuMCawpSTsFIYEJp60zsAFOAiJd13AhHlOBCrDYwoYyMSHT8h1APhk5g/zfubUd+FF9+n7rCinZoExAgA064RtGatpd59AOM9qiRJuq9PJDIKBoDUK1wDSGGa3SEEmXqTe/BxDWDy6F0FLNNOAaubkduYASTqEj8h1Ct6r/0hcSk7MOh84hWhBx/XACZXvAbbcmYS0P9ChEh0DACpV0SYXiMxibL4PpU7gcRagwao+wCmx+dEG2/5dd4LWKZ99b2hcQH6j41IdAwAqcckqDaBT5MTG/WdthJTlzWAob/VgVgqpie7S+yF+wAmbQi6CPd8FGMnEK2IDKBgYyMSDT8h1C35ZBeQpLRf20R9J68BtGdQBjAeOVBKl63gtMRZAxiZA5QvUE0mHqOIusMAkHosEODVNUWTs29eQdpvCLETSGgM8daqGZ3+awBjf13OAOq9DpXICPgpoR5TV9glc59VMgbtO0CUKuDwTiD6jcEvwBiSQQ72hckAav7v4z7ARD2WZocnSiZ/RAaQB1iKpGRf9OgDqB6HAOvTpDTvl6l7H8A4D+vlGmWiHmMASD0WkQHkATbjRRWB6HjyVS8FU9rA6JoBDP6dLlPA2uchSjFYVB9AHQqRiIyKnxLqMXmKD0jfxe3Ud3pkAGPxC9CDT4RehMkgShWwKc5eIB5f8BjltPLURtQdfkqoW/Kh1qdqbZEu/c0ocUTrAyjGXsC6DSGp/MJstxaZAnT7/AAAh82ix2CIDIUBIPUYN1knNW0WRukDmNL3R3QAIkL2Le0aQWv+L+oawE5v8CLEwQwgUbf4KaEeUzKAfNdQDPISAZsOWSF1HiiVLUq0a9Bk8mqJdNsKTn66fp3XACoNwDWvv5IBZABI1C1+SqjHvD75BM+3DcUqAhFjDWAgJQFg1/ed9lXAgswGaONvt0/OAHIKmKg7PJNTj8lrvHh1TbGI0gfQL8D0q7xcIl0SgNF7Aeu7BjBedXV4DSCPUUTd4aeEeszjZwaQosnNgX06ZABjxQHy9Ku+awD1H0MyyJlNvXcCkUVNAXuZASTqKZ7JqVvyOUw+uNqZASRET4IqVcC69AEMRwJ6r08D1FXA6RUAyvTeCSTeo3Z6mQEk6il+SqjH5AygnRlAisErSIZY6QMowBRw2lQBa56GOBlAbRsYLlMh6il+SqjHPCwCIRV5HZZ8DpYzxE6de7Ap068CZADTbgo49LfuWdZu28BwCpioO8KfyRsaGrBw4UK4XC64XC4sXLgQjY2NXf7M66+/jnnz5qGoqAgmkwnV1dVRt3G73fj+97+PoqIi5OTk4KqrrsLx48eT8yTShJzh4RQwxaJH9iVWHCDSTiBpkgCMEu4DKFYVcEunFwCQn2VN/WCIDEb4M/n111+P6upqrFmzBmvWrEF1dTUWLlzY5c+0tbVh7ty5ePjhh+PeZvHixVi1ahVeeeUVfPjhh2htbcX8+fPh9/sT/RTSBqeAKRb5JKzn+it1ICDETiByH8A0iQC1Tb9FXQPYLAeATlvqBkNkUEJfJu3btw9r1qzBpk2bMGvWLADAs88+i8rKSuzfvx/jxo2L+XNygHjkyJGY329qasJzzz2HF154AZdeeikA4MUXX0R5eTnWrVuHefPmJf7JGJh88JengJkBpFhE6cGWyuAkTh/ocCuaNJsClp+wOGsAI//f3OEDAOQ7hT61EQlB6DP5xo0b4XK5lOAPAGbPng2Xy4UNGzb0+X63bdsGr9eLqqoq5WtlZWWYPHlyv+433TEApK6IsgtDKoKT7uI6ZQ1gmn5URO0DeKbNDQBwZdtTORwiQxL6Mqm2thbFxcVRXy8uLkZtbW2/7tdut6OgoCDi6yUlJV3er9vthtvtVv7f3Nzc5zEYkdun31ZfJJ7wTiDBYECXNYAxAgE5+NK1DYwA6xATKboKOPi71j0DqMnBfn6mHQAwvDBbj+EQGYou16fLli2DyWTq8s/WrVsBxD7AS5IU9wqwP7q73+XLlyvFKC6XC+Xl5Qkfg8jCRSCssKNoShNeHaqA1VOB8o4k+lYBB/9OlwBQS5Q1gItfqcZ//N/HePTt/Xj1o6Ooa3HDbAJGDcrRZVxERqJLBvDOO+/EggULurzNiBEjsHPnTpw6dSrqe/X19SgpKenz45eWlsLj8aChoSEiC1hXV4c5c+bE/bmlS5diyZIlyv+bm5szKggMt1hI03kt6hM59hJlCtgvwD61/jStAtbu+qJXFfCIohwcqGtFXYsb/7ctsnvD1KEDkMciEKJu6RIAFhUVoaioqNvbVVZWoqmpCVu2bMHMmTMBAJs3b0ZTU1OXgVp3KioqYLPZsHbtWlx77bUAgJqaGuzevRu/+MUv4v6cw+GAw+Ho8+MaXbsnuMA6x84MIEVPC8pTwKnsAxgrvlKCEx2XKkiSGEUSySK3gdErA/j4t6Zjw8HTOHCqFW5fABsOnsamQ2cBAN+eM1yXMREZjdBrACdMmIDLL78cixYtwtNPPw0AuO222zB//vyICuDx48dj+fLl+NrXvgYAOHv2LI4ePYqTJ08CAPbv3w8gmPkrLS2Fy+XCLbfcgnvvvRcDBw5EYWEh7rvvPkyZMkWpCqYw+UTf5glmeLIdQr9tKMXk6df20PvDqfM2XHpPT6rHkIylKnrQPgu9q4CdNgsuHl+Ci8cHZ4LuumQMWjq9yLJZYE3XyhuiBBP+k/LSSy9hypQpqKqqQlVVFaZOnYoXXngh4jb79+9HU1OT8v8333wT06dPx5VXXgkAWLBgAaZPn46nnnpKuc1jjz2Gq6++Gtdeey3mzp2L7OxsvPXWW7BYmN2KR64CztZ5pwcSg7Y3XGtnMEOsx/SbPA0tSZISnOi5/i60DDHtMoBysK/7TiAx5DltDP6IekH4VE5hYSFefPHFLm+j3Q/y5ptvxs0339zlzzidTjz++ON4/PHH+zvEjMMMIGl1ev1Ko/A8HXuwBVSHAj2DEylNt4KT6Z0BJKL+4+US9Vo21wBSBAktoewfAOTaUxcAauMrvyoCTMUaQO3FpzIOSZ4CTvoQUkPzRPTuA0hE/ccAkHqNASABkTHBqeZOAEBBtk3X7c/UAWAyM4Dd3bM8jHTLkMnxbrgIhKcQIqPip5e6pc1icJ9NUpMkYO3eYLumyUNc+g0C4QbFgN57Aeu/DjGZRNhvmYj6hwEg9VpRbua2wqEw+dT/0ZEGPPHeZwCAayqG6jcgaDOA+h3e5N1I9MyGJlK8KmBOARMZF1fzU68NzOU+mxT2yJpPAABXTC7FVdPKUvrY0VuUhQNAPWMvv5IB1G8MySC/uiJWARNR7zADSL3isJpRku/UexgkgMKc8IXAlCEu/O+103Tve6eemtRzLPJaufSvAuYphMiomAGkbqkLHSeV5XPdDwEAnrihAu/tr8PQgmycN7IADh33iA5npsRYmxauAk6Pz0q8amtmAImMiwEgdStL1fj5vnnjurglZZJSlxMLZg7TexgRRAlMAmm6FZykFNuk5/MjyiQMAKlb37v4HAwtyMLXzx2KEUU5eg+HSKHdjUSUwCSQpmsAZaIE2kTUdwwAqVujB+ViSRUzfyS+VBcnxG4DHZ4CTscqYEmShJlqJ6K+4wpeIjI8pUFxiooTulvbJ7cjTLciEAmRldZsBE1kXPz0ElHakHeosOh8ZFP6AKZZAAiEX2MAsFnT7/kRZQoGgERkXHGrU/U9tIUbQes6jIRRZzw9/vBuK3q/zkTUd/z0ElHa8AtSfetP063gJAnwqQJAG3cCITIsBoBEZHhSqBxDlOpUpRF0GhZJeP3h1zhd+hwSZSIGgESUNsJrAMVoBJ0u8Z/6aXhDGUCb3gstiahf+AkmIsPSxleitCdJ3yIQSQkArZz+JTI0BoBElDZ8ATGCE7kNTPoFgOE2MHZmAIkMjZ9gIjI8ec2dkgHUOfASJROZKOqX0+MTI8gmov5hAEhEaSPVW8FJcbYCkaeA0zABqLzGXANIZGz8BBORYWmrUAMp6gPYXVwXEKQdTaJJEotAiNIFP8FElDZSnQHsbhx6t6NJFJMq5PX65AAwPZ4bUaZiAEhEaUPpA6hzcJKujaABoNPnBwA4bRadR0JE/cEAkIgMT16LJ0oGMCDIOBJNAtDpDWYAnVYGgERGxgCQiAwrug9gqEJVkCngtAkAVU+j0xvMADpsPH0QGRk/wUSUNnyCTL2maxEIoMoAcgqYyNAYABJR2hBtDaDe/QgTTZKADi/XABKlAwaARGR4cju+cANm/Q5tkiQhNIy0yQCqn4U8Bey08vRBZGT8BBORYWkTbP4Ut1+J1QdaHgOQPgGgWocnGABm25kBJDIyBoBElDZSVXzR1cyuX7U9iDnNAkAJEpo7vQCA/CybzqMhov5gAEhEaSPVGcCuxqD3OBJJHfC2dPoAAHlOq06jIaJEYABIRIYnhbJuPr/+1bfqAFDvauRkaO4IZQCdzAASGRkDQCIyLJOmE6DcB1DPADA0BN3HkQySBNS3ugEAhTl2nUdDRP3BAJCI0oZXgAbMPlUEmC5tYNSB9omGDgDAkIIsvYZDRAnAAJCI0obPHwy+7Bb9Dm1yEYjJlH5FIK9vP44zbR4AwNAB2TqPhoj6gwEgEaUNb2gNoE3HAFBOAKZL9g8IZ1Tf3V8PABhakIX8LBaBEBkZP8FEZFjaGMsbygDquROIT4B1iIn27Tkj0OoOVv9azCZ8/+JzYEqjAJcoEwmfAWxoaMDChQvhcrngcrmwcOFCNDY2dvkzr7/+OubNm4eioiKYTCZUV1dH3eaiiy6CyWSK+LNgwYLkPAkiSgk5AExZBlCKbgWtZADTKAC8bGIJ/vq9ufjr9+bite/OwUXjivUeEhH1k/AB4PXXX4/q6mqsWbMGa9asQXV1NRYuXNjlz7S1tWHu3Ll4+OGHu7zdokWLUFNTo/x5+umnEzl0IkoxnzIFrH8j6HSaAiai9CP0FPC+ffuwZs0abNq0CbNmzQIAPPvss6isrMT+/fsxbty4mD8nB4hHjhzp8v6zs7NRWlqa0DETUerJiThPqjOAMSitaHSchiYi6o7QGcCNGzfC5XIpwR8AzJ49Gy6XCxs2bOj3/b/00ksoKirCpEmTcN9996GlpaXf90lEqaMNseQMoFXXADD4NzOARCQyoTOAtbW1KC6OXmtSXFyM2traft33DTfcgJEjR6K0tBS7d+/G0qVL8fHHH2Pt2rVxf8btdsPtdiv/b25u7tcYiCix5AIMu47ZN3knkHRrAUNE6UWXy+Rly5ZFFWBo/2zduhUAYlaaSZLU7wq0RYsW4dJLL8XkyZOxYMEC/OUvf8G6deuwffv2uD+zfPlypRjF5XKhvLy8X2MgosTyyBlAs54ZQP33IyYi6o4uGcA777yz24rbESNGYOfOnTh16lTU9+rr61FSUpLQMZ177rmw2Ww4cOAAzj333Ji3Wbp0KZYsWaL8v7m5mUEgkQAkyHsBh9YAWvVvBJ2O+wATUfrQJQAsKipCUVFRt7errKxEU1MTtmzZgpkzZwIANm/ejKamJsyZMyehY9qzZw+8Xi8GDx4c9zYOhwMOhyOhj0tE/RCnD6BNx+ybX4Dt6IiIuiN0EciECRNw+eWXY9GiRdi0aRM2bdqERYsWYf78+REVwOPHj8eqVauU/589exbV1dXYu3cvAGD//v2orq5W1g0ePHgQDz30ELZu3YojR45g9erV+OY3v4np06dj7ty5qX2SRJQwIuwEwilgIjICoQNAIFipO2XKFFRVVaGqqgpTp07FCy+8EHGb/fv3o6mpSfn/m2++ienTp+PKK68EACxYsADTp0/HU089BQCw2+145513MG/ePIwbNw533XUXqqqqsG7dOlgsltQ9OSJKKBF2AmERCBEZgdBVwABQWFiIF198scvbSJpu/DfffDNuvvnmuLcvLy/H+vXrEzE8IhKAfAjwpTgDGL0PCBBgI2giMgDhM4BERPGYNIsAO7x+AIDTltxDm/Zx1XxcA0hEBsAAkIjShhwAZtn0m9wIMAAkIgNgAEhEaaPDEwoA7fqt5fVxDSARGQADQCIyPAnBtcByBjBbzwDQr/9uJERE3WEASESGpa6z8PgDSgWu06ZfAOgN6L8bCRFRd3iEIqK00O72K/8WIQOoZysaIqLuMAAkorTQ2OEFAOTYLbo2gvYqU8A8vBKRuHiEIiLDkyQJDe0eAEBBjl3Xsci7kTADSEQiYwBIRIalDrHOtoYCwOzUBYBSjE7Q4SlgHl6JSFw8QhFRWjjZ1AEAGOxyJv/BukjuyRlATgETkch4hCIiw+vw+HGovg0AMLQgW9exeAOhDCD7ABKRwBgAEpFhyc2WTzZ1YuWGIwCAGSMKdBxReD9iTgETkch4hCIiw5owOB/nDhug/D/XYcUXxxTpNyCE1wDaWARCRALTb8NMIqJ+ynVY8fodc/HM+wfx9p5TuP3C0ch32nQdkyeUAdSzFQ0RUXcYABKR4d12wWjcdsFovYcBgI2gicgYeIlKRJRAvtBWcDZuBUdEAuMRiogogTzKGkAeXolIXDxCERH1kYToTtCcAiYiI2AASETUS12Fdj6lCIQBIBGJiwEgEVECeUNrAK1cA0hEAuMRiogogby+0BpAKw+vRCQuHqGIiBLIF9oKzsat4IhIYAwAiYgSqNMbDACdNovOIyEiio8BIBFRAnV6/QAAB6eAiUhgPEIRESWQ28cMIBGJjwEgEVECKRlAGw+vRCQuHqGIiPpIiu4DjU5fMABkBpCIRMYAkIiol0ym+BW+ShGIlQEgEYmLASARUQLJU8BOTgETkcB4hCIiSiA328AQkQEwACQiSpBAQILHzwCQiMTHAJCIKEFaOn3Kv3MdVh1HQkTUNQaAREQJ0tThBQBk2SywsxE0EQmMRygiogSRA0BXlk3nkRARdY0BIBFRH7W5fTjT6kZzZzDwO93qBgAU5Nj1HBYRUbe4SIWIqI+OnGlHxc/WAQju/StvAzeyKFvPYRERdYsZQCKiXhpVlAOrObIZtBz8AcBV08pSPSQiol4RPgBsaGjAwoUL4XK54HK5sHDhQjQ2Nsa9vdfrxQ9/+ENMmTIFOTk5KCsrw0033YSTJ09G3M7tduP73/8+ioqKkJOTg6uuugrHjx9P8rMhonRQXpiNrT++FB89cCk+/OGX8P5/fAmr7piD3900A89/ZyYunzxY7yESEXXJJEmxdrMUxxVXXIHjx4/jmWeeAQDcdtttGDFiBN56662Yt29qasI111yDRYsWYdq0aWhoaMDixYvh8/mwdetW5Xbf/e538dZbb2HlypUYOHAg7r33Xpw9exbbtm2DxdKz/l3Nzc1wuVxoampCfn5+/58sERERJR3P34IHgPv27cPEiROxadMmzJo1CwCwadMmVFZW4pNPPsG4ceN6dD8fffQRZs6cic8//xzDhg1DU1MTBg0ahBdeeAHXXXcdAODkyZMoLy/H6tWrMW/evB7dL99ARERExsPzt+BTwBs3boTL5VKCPwCYPXs2XC4XNmzY0OP7aWpqgslkwoABAwAA27Ztg9frRVVVlXKbsrIyTJ48uVf3S0RERGREQlcB19bWori4OOrrxcXFqK2t7dF9dHZ24v7778f111+vRPm1tbWw2+0oKCiIuG1JSUmX9+t2u+F2u5X/Nzc392gMRERERCLRJQO4bNkymEymLv/I6/VMJlPUz0uSFPPrWl6vFwsWLEAgEMATTzzR7e27u9/ly5crxSgulwvl5eXd3icRERGRaHTJAN55551YsGBBl7cZMWIEdu7ciVOnTkV9r76+HiUlJV3+vNfrxbXXXovDhw/jn//8Z8Qcf2lpKTweDxoaGiKygHV1dZgzZ07c+1y6dCmWLFmi/L+5uZlBIBERERmOLgFgUVERioqKur1dZWUlmpqasGXLFsycORMAsHnzZjQ1NXUZqMnB34EDB/Duu+9i4MCBEd+vqKiAzWbD2rVrce211wIAampqsHv3bvziF7+Ie78OhwMOh6MnT5GIiIhIWEIXgUyYMAGXX345Fi1ahE2bNmHTpk1YtGgR5s+fH1EBPH78eKxatQoA4PP5cM0112Dr1q146aWX4Pf7UVtbi9raWng8HgCAy+XCLbfcgnvvvRfvvPMOduzYgRtvvBFTpkzBpZdeqstzJSIiIkoVoYtAAOCll17CXXfdpVTsXnXVVfjNb34TcZv9+/ejqakJAHD8+HG8+eabAIAvfOELEbd79913cdFFFwEAHnvsMVitVlx77bXo6OjAJZdcgpUrV/a4ByARERGRUQndB1B07CNERERkPDx/Cz4FTERERESJxwCQiIiIKMMwACQiIiLKMAwAiYiIiDKM8FXAIpPrZ7glHBERkXHI5+1MroNlANgPLS0tAMDdQIiIiAyopaUFLpdL72Hogm1g+iEQCODkyZPIy8vr0d7EvSFvM3fs2LGMLVHvK752fcfXru/42vUPX7++42vXe5IkoaWlBWVlZTCbM3M1HDOA/WA2mzF06NCkPkZ+fj4/0H3E167v+Nr1HV+7/uHr13d87XonUzN/sswMe4mIiIgyGANAIiIiogzDAFBQDocDDz74IBwOh95DMRy+dn3H167v+Nr1D1+/vuNrR33BIhAiIiKiDMMMIBEREVGGYQBIRERElGEYABIRERFlGAaARERERBmGAaCAnnjiCYwcORJOpxMVFRX44IMP9B5Syr3//vv4yle+grKyMphMJvz1r3+N+L4kSVi2bBnKysqQlZWFiy66CHv27Im4jdvtxve//30UFRUhJycHV111FY4fPx5xm4aGBixcuBAulwsulwsLFy5EY2Njkp9d8ixfvhznnXce8vLyUFxcjKuvvhr79++PuA1fu/iefPJJTJ06VWmoW1lZib///e/K9/na9dzy5cthMpmwePFi5Wt8/WJbtmwZTCZTxJ/S0lLl+3zdKCkkEsorr7wi2Ww26dlnn5X27t0r3X333VJOTo70+eef6z20lFq9erX0wAMPSK+99poEQFq1alXE9x9++GEpLy9Peu2116Rdu3ZJ1113nTR48GCpublZuc3tt98uDRkyRFq7dq20fft26Utf+pI0bdo0yefzKbe5/PLLpcmTJ0sbNmyQNmzYIE2ePFmaP39+qp5mws2bN0/6wx/+IO3evVuqrq6WrrzySmnYsGFSa2urchu+dvG9+eab0t/+9jdp//790v79+6Uf/ehHks1mk3bv3i1JEl+7ntqyZYs0YsQIaerUqdLdd9+tfJ2vX2wPPvigNGnSJKmmpkb5U1dXp3yfrxslAwNAwcycOVO6/fbbI742fvx46f7779dpRPrTBoCBQEAqLS2VHn74YeVrnZ2dksvlkp566ilJkiSpsbFRstls0iuvvKLc5sSJE5LZbJbWrFkjSZIk7d27VwIgbdq0SbnNxo0bJQDSJ598kuRnlRp1dXUSAGn9+vWSJPG164uCggLpd7/7HV+7HmppaZHGjBkjrV27VrrwwguVAJCvX3wPPvigNG3atJjf4+tGycI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", 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\n", + " \n", + "
\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure()\n", + "plt.plot(x3)\n", + "\n", + "plt.figure()\n", + "plt.plot(y3)\n", + "\n", + "plt.figure()\n", + "plt.plot(z3)" + ] + }, { "cell_type": "code", "execution_count": 58, diff --git a/stack/main/src/executor/executor/data_collection_node.py b/stack/main/src/executor/executor/data_collection_node.py index f5fc6f7..d0dd9ea 100644 --- a/stack/main/src/executor/executor/data_collection_node.py +++ b/stack/main/src/executor/executor/data_collection_node.py @@ -54,7 +54,6 @@ def __init__(self): self.sample_size = self.get_parameter('sample_size').value self.update_period = self.get_parameter('update_period').value self.max_traj_length = self.get_parameter('max_traj_length').value - self.max_traj_length = self.get_parameter('max_traj_length').value self.data_type = self.get_parameter('data_type').value self.data_subtype = self.get_parameter('data_subtype').value self.mocap_type = self.get_parameter('mocap_type').value diff --git a/stack/main/src/executor/executor/manual_decay_node.py b/stack/main/src/executor/executor/manual_decay_node.py new file mode 100644 index 0000000..5ff4858 --- /dev/null +++ b/stack/main/src/executor/executor/manual_decay_node.py @@ -0,0 +1,177 @@ +import os +import sys +import csv +import time +import select +import rclpy # type: ignore +from rclpy.node import Node # type: ignore +from std_msgs.msg import String # type: ignore +from rclpy.qos import QoSProfile # type: ignore +from interfaces.msg import TrunkMarkers, TrunkRigidBodies + + +class DataCollectorNode(Node): + def __init__(self): + super().__init__('manual_decay_node') + self.declare_parameters(namespace='', parameters=[ + ('debug', False), # False or True + ('sample_size', 10), # for checking settling condition and averaging (steady state) + ('min_collection_time', 2), # minimum time it takes to collect data, avoiding immediate settling condition + ('max_traj_length', 750), # maximum number of samples in a dynamic trajectory + ('mocap_type', 'rigid_bodies'), # 'rigid_bodies' or 'markers' + ('control_type', 'output'), # 'output' or 'position' + ('results_name', 'observations') + ]) + + self.debug = self.get_parameter('debug').value + self.sample_size = self.get_parameter('sample_size').value + self.min_collection_time = self.get_parameter('min_collection_time').value + self.max_traj_length = self.get_parameter('max_traj_length').value + self.mocap_type = self.get_parameter('mocap_type').value + self.control_type = self.get_parameter('control_type').value + self.results_name = self.get_parameter('results_name').value + + # Initializations + self.is_collecting = False + self.trajectory_count = -1 + self.stored_positions = [] + self.data_dir = os.getenv('TRUNK_DATA', '/home/trunk/Documents/trunk-stack/stack/main/data') + + if self.mocap_type == 'markers': + self.subscription_markers = self.create_subscription( + TrunkMarkers, + '/trunk_markers', + self.mocap_callback, + QoSProfile(depth=10) + ) + elif self.mocap_type == 'rigid_bodies': + self.subscription_rigid_bodies = self.create_subscription( + TrunkRigidBodies, + '/trunk_rigid_bodies', + self.mocap_callback, + QoSProfile(depth=10) + ) + else: + raise ValueError('Invalid mocap type: ' + self.mocap_type + '. Valid options are: "rigid_bodies" or "markers".') + + # Timer to periodically check for user input at 10Hz (adjustable frequency) + self.input_timer = self.create_timer(0.1, self.listen_for_input) + + # State machine to manage user input and data collection + self.state = 'idle' # 'idle' for waiting for user input, 'collecting' for collecting data + + self.get_logger().info('Manual decay data collection node has been started.') + + def listen_for_input(self): + """Check for user input to start/stop data collection.""" + if self.state == 'idle': + if self._kbhit(): + char = sys.stdin.read(1) + if char == 's': + # Start data collection + self.is_collecting = True + self.trajectory_count += 1 + self.start_time = time.time() + self.stored_positions.clear() + self.check_settled_positions = [] + self.state = 'collecting' + self.get_logger().info("Started collecting data...") + elif char == 'f': + # Finish data collection and shut down + self.is_collecting = False + self.get_logger().info("Finished data collection!") + rclpy.shutdown() + + def mocap_callback(self, msg): + if self.is_collecting: + # Collect data + self.store_positions(msg) + + # Check if the trajectory has settled + if (self.check_settled(window=30) or len(self.stored_positions) >= self.max_traj_length) and \ + (time.time() - self.start_time) >= self.min_collection_time: + # Finished collecting trajectory + self.is_collecting = False + names = self.extract_names(msg) + self.process_data(names) + self.state = 'idle' + self.get_logger().info(f'Stored trajectory number {self.trajectory_count}') + else: + self.check_settled_positions.append(self.extract_positions(msg)) + + def _kbhit(self): + """Check if a key has been pressed (non-blocking).""" + return select.select([sys.stdin], [], [], 0.0)[0] != [] + + def extract_positions(self, msg): + if self.mocap_type == 'markers': + return msg.translations + elif self.mocap_type == 'rigid_bodies': + return msg.positions + + def extract_names(self, msg): + if self.mocap_type == 'markers': + raise NotImplementedError('Extracting names from markers is not implemented.') + elif self.mocap_type == 'rigid_bodies': + return msg.rigid_body_names + + def store_positions(self, msg): + self.stored_positions.append(self.extract_positions(msg)) + + def check_settled(self, tolerance=0.00025, window=5): + if len(self.check_settled_positions) < window: + # Not enough positions to determine if settled + return False + + num_positions = len(self.check_settled_positions[0]) # usually 3 (rigid bodies) for the trunk robot + + min_positions = [{'x': float('inf'), 'y': float('inf'), 'z': float('inf')} for _ in range(num_positions)] + max_positions = [{'x': float('-inf'), 'y': float('-inf'), 'z': float('-inf')} for _ in range(num_positions)] + + recent_positions = self.check_settled_positions[-window:] + + for pos_list in recent_positions: + for idx, pos in enumerate(pos_list): + min_positions[idx]['x'] = min(min_positions[idx]['x'], pos.x) + max_positions[idx]['x'] = max(max_positions[idx]['x'], pos.x) + min_positions[idx]['y'] = min(min_positions[idx]['y'], pos.y) + max_positions[idx]['y'] = max(max_positions[idx]['y'], pos.y) + min_positions[idx]['z'] = min(min_positions[idx]['z'], pos.z) + max_positions[idx]['z'] = max(max_positions[idx]['z'], pos.z) + + for idx in range(num_positions): + range_x = max_positions[idx]['x'] - min_positions[idx]['x'] + range_y = max_positions[idx]['y'] - min_positions[idx]['y'] + range_z = max_positions[idx]['z'] - min_positions[idx]['z'] + + if range_x > tolerance or range_y > tolerance or range_z > tolerance: + return False + + return True + + def process_data(self, names): + # Populate the header row of the CSV file with states if it does not exist + trajectory_csv_file = os.path.join(self.data_dir, f'trajectories/dynamic/{self.results_name}.csv') + if not os.path.exists(trajectory_csv_file): + header = ['ID'] + [f'{axis}{name}' for name in names for axis in ['x', 'y', 'z']] + with open(trajectory_csv_file, 'w', newline='') as file: + writer = csv.writer(file) + writer.writerow(header) + + # Store all positions in a CSV file + with open(trajectory_csv_file, 'a', newline='') as file: + writer = csv.writer(file) + for pos_list in self.stored_positions: + row = [self.trajectory_count] + [coord for pos in pos_list for coord in [pos.x, pos.y, pos.z]] + writer.writerow(row) + + +def main(args=None): + rclpy.init(args=args) + manual_decay_node = DataCollectorNode() + rclpy.spin(manual_decay_node) + manual_decay_node.destroy_node() + rclpy.shutdown() + +if __name__ == '__main__': + main() diff --git a/stack/main/src/executor/setup.py b/stack/main/src/executor/setup.py index cd1a590..093f37c 100644 --- a/stack/main/src/executor/setup.py +++ b/stack/main/src/executor/setup.py @@ -25,7 +25,8 @@ 'run_experiment_node = executor.run_experiment_node:main', 'run_teleop_ik_node = executor.run_teleop_ik_node:main', 'visuomotor_node = executor.visuomotor_node:main', - 'slider_node = executor.slider_node:main' + 'slider_node = executor.slider_node:main', + 'manual_decay_node = executor.manual_decay_node:main', ], }, )