These are drawings of three-dimensional objects. Which one doesn’t belong? Explain your reasoning.[br][br][img]data:image/png;base64,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[/img][br]
Before you get started, make a prediction about the shape of the graph.[br]
Choose a point on the graph and explain its meaning in the context of the situation.[br]
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgMAAAFQCAYAAAAiKX2TAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFiUAABYlAUlSJPAAAFQMSURBVHhe7d0HfI3XGwfwR+29g1K11d57196rZtHSGh2qSrWUanWg2mq1/lojNrVSglYqMWIkiJWgdhAxEqQoQcj7v7/jXA1VcUlyT3J/3////XjPuYled7zv8573Oc9JZtkIERERuaxn9J9ERETkohgMEBERuTgGA0RERC6OwQAREZGLYzBARETk4hgMEBERuTgGA0RERC6OwQAREZGLYzBARETk4hgMEBERuTgGA0RERC6OwQAREZGLYzBARETk4hLtqoVffPGlvDPoHd0y1+ZNW6R2nVq6ZaazZ85KuvTpJHPmzLrHTH94eUuTpo10y0x3bt+RTZs3S/369XSPmTb5bpaSpUpI9uzZdY+Zfpg0WQYOfNN2pEqme8xz6uQpCQ8Pl0qVK+keMy1cuFg6tG8jqdOk0T3muXnjhizzWC7du3fVPWb688BByZYti+TKnVv3mMlrzR/y0ksddCsWCAYSm7///tuynbisJUuW6B5z+fis13vmCgk5bUVEROiWuTw9V+s9c0VFRVleXmt1y1ze3uussLBw3TLX2HETrOjoaN0y0/HjwZafn79umcvdfbYVGRmpW2bC85sxY6ZumSswMMgKDQ3VLXN5eKzQe7FLlLcJpk2bJpcvX5aJEyfqHiIiInpSiTIYWLhwofpzz549cu3aNbVPRERETybRBQPBwcGyfft2tX/9+nV588031T4RERE9mUQXDPTp00fv3bVo0SKJiIjQLSIiInJUogoG/v77b9m5c6du3XXr1q17IwVERETkuEQVDHh4eMjVq1d16y7LsmTIkCESHR2te4iIiMgRiSYYuHHjhvTr10+37rd//36ODhARET2hRBMMBAQEyM2bN+WZZ55RQQGKpQwbNkySJ0+uHl+2bJn6k4iIiByTaIKB//3vf1KjRg05ePCg/PTTTyoIaNWqlar8NWrUKFV7ALMLiIiIyDGJIhjALYKuXbvK1q1bpWjRopIsRmnSrFmzypgxY2Tz5s1y4sQJ3UtERESPy6nBwIULF2Ty5Mm69W9BQUEybtw4SZMmjbRp00b3Plzp0qWlZMmSukVERESPy2nBwMmTJ6VFixbqZP8wmEbYvHlzWbBgge4hIiKi+OC0YOCtt95SBYPy5s2re+43cOBAWbVq1X23BIiIiCjuOS0YWLlypRQsWFC37vfrr7+qNQfKli2re4iIiCi+OC0Y+K8rfiQBTpo0SebNm6emERIREVH8MupsiyqC7777rrz99ttqiWJMG7x9+7b6k4iIiOJHMgv1fJ2oevXq4u/vr/YvXrwoZcqUUft2CARy5swpZ86c0T135cqVSzp37ioFCxXWPWZCUJM5c2bdMtOtWyjmlFxSpEihe8yEBakwldRk+DpdvnJZsmTOonvMhM9l+vTpbO95St1jpjNnQuXZZ5+17ZmbO3Tz5g3bdyhKMmbMqHvMFB4eJtmz5zB6xBUXhJhl5ubmpnvMhJo2OF6mSpVK9xjKdjx6771BuvFoRgUDEBUVpffuqlSpklqcKGXK+w9aCAaWLFkitevU0T1mWr9ugzR4sb5umSn0dKjtxJBesmQ1+wS2etVv0rJVC90y053bt2Wd7T1v3KSR7jHTOp/1UrZsaclhC7RN9tVXX8uw94fgvqLuMc+J4BNy/vx5qVa9mu4x06xZc6Rrl86SJm0a3WOeG5GRsnDhYund5xXdY6Z9QftsgVU2yaMCVXOtWO4p7du31a1Hc3qIWKRIEb13F076MbdixYr9KxCwQ97BM4ZvieY5PvPvftM2XB0+rN+kDa9lYnnPkyV75qGPmbThPTf99Uw07zm+P6Z/z595xvZa2k5MD/YbtiWW9xzfn8fl9GAAiYKPsnTpUr1HRERE8YHp+kRERC6OwQAREZGLYzBARETk4hgMEBERuTgGA0RERC6OwQAREZGLYzBARETk4hgMEBERuTgGA0RERC6OwQAREZGLYzBARETk4hgMEBERuTgGA0RERC6OwQAREZGLS2bZ6P1EJVeuXPLdd99L5cqVdY+Zdu3aIxUrltctM4WHX5A0adJIxowZdI+Ztm71l5o1q+uWme7cuSO7du+RKpUr6R4z7dy1WwoXKiRZsmTWPWZasHCRdOvaWa0db6qzZ89JRMQlKVmypO4x0+9rvOTFBg0kdepUusc8N2/eFB+f9dKiRTPdY5bbt2/LpUsXbc9xnRQpUkSqVKmiHzHTtm07pEePbrr1aIk6GPhx8mTbQdfsN2Pnzl1SqVJF3TLT3WAgtS0YyKh7zLR581apXbumbpkpOjpadgQESLWqVXWPmQICdtkOZggGsugeM82ZO0969njZ6GDgzJmzthPEJSldupTuMdOqVb9JkyaNJFUqc4OBW7duidcfa6V1q5a6x7lwerxy5bKEhp6RKVOmyJo1v9uCqbvHyjFjxkjjxk30T5rJz89funXroluxQDCQGLm5uVm+vr66ZS5blKv3zBUSctqKiIjQLXN5eq7We+aKioqyvLzW6pa5vL3XWWFh4bplrrHjJli2AEu3zHT8eLBlO+jqlrnc3WdbkZGRumUmPL8ZM2bqlvPcuXPHmjt3rlW2bFkrffr0VvLkya169epZf/zxh3X58mVr9+49VmhoqP5pc3l4rNB7sWPOABERubxdu3bJ4MGDpVKlSpIpUyYZMWKEtGrVSry8vOTs2bOyYcMGady4sXrMFhzo30o6GAwQEZHLCQ8Pl8WLF0v//v2lcOHCUrduXTlw4IB06dJFfH195cSJE/LFF19IrVq1JGfOnPq3ki4GA0RElOQhH+HgwYMyf/58adq0qeTLl08++OADOX36tHzyySdy/vx5NQowbNgwqVixojzzjGudHhkMEBFRkmNZlkRGRsqpU6fkww8/FDc3NylXrpy88847aiTg8OHDEhwcLKtXr5aePXtK+vTp9W+6JgYDRESUZGB6r4eHh9SpU0eee+45KViwoBr2nzp1qgoMzp07J//73//k+eef179BwGCAiIgSNdzrHzVqlAoAsmXLJm+//baqQbNgwQIJDQ2VrVu3SufOndWU9JQpU+rfopgYDBARUaJy+fJlNbz/3nvvyQsvvKDu8W/cuFFefPFFdd8/JCREvvvuO2nSpInkzp1b/xY9CoMBIiIyGob+cX9/+fLl0r59e8maNav07dtXTQccMmSIXLx4Ud0K+PTTT6V69epJcupffGMwQERExkEAgJP8l19+qeb2o/xv9+7dJXPmzHL8+HE5c+aMmvuPoMDVk//iAoMBIiIyAsp579mzR5o1a6YS/PLkySNLly5VCX9Hjx5VwcGsWbOkQIEC+jcorjAYICIipzly5Ih89dVXKgDInz+/zJw5Q80CwD1/BAC4FfDKK6+oWQFp06bVv0VxjcEAERElmCtXrqjhfRT6KV++vJQuXVqWLFkixYsXl7lz59qCgB9k2rRp8tJLL6nggBKGkcEAikVcv35dVYwiIqLEC/f+Udsf2f5du3ZVxX86duwonp6e0qtXL7lw4YLs2LFDvv/+e2nQoIEYvEBlkubUYABDQA8WfsCUkUaNGqmlVTNkyKAiRSIiSlyw9v+3336ryv5i2B8negQGO3fuVKV/8SemBpq+dLqrcFowgISQfv36/Ws99W3btsnHH3+sqkRhKgkySTdv3qwfJSIiU/n4+Ei3bt1U5n+6dOnE3d1dPvroI9m7d69cvXpV3Q4oVaqUpEiRQpJxCMAoTgsG8EFBluiDCSEoElGvXj1VRSpv3rzy7LPPqhKSRERklpMnT8rkyZOlQ4cOavgfVf5wkkc1QCwKFBQUpKoBIgDg9D+zJbNwg96JUCDC399ft+6HYSYsLLFq1SqVSRoTykoOHvyelLR9yEx28uQpef55s5NgELGjRGeaNGl0j5mOHj1mu+IorFtmwtQovOcFC5o99enEiZO2g3dOFZSbzN9/m1SvVtV2pDL3KvKvvy7LtWvXbBcvz+oeMwUG7pOSJV9QV+VPCgv/BAYGyunTIRJk+3Pfvn1SrFgxeS5/finxQkmpWaumpEqVSv+043DMP3DgTylbtozuMROWP06TJq1kzJhB95jpzJmzMqB/X92KBYIBZ6pWrZreu5/tQ2H17NnT+uabb3TP/WxRqOXr66tb5vLxWa/3zBUSctqKiIjQLXN5eq7We+aKioqyvLzW6pa5vL3XWWFh4bplrrHjJli2AEu3zHT8eLDl5+evW+Zyd59t2U7muvX4Ll26ZO3YscPq3bu3ZQskrEyZMlmFCxe2PvvsM+vChQv6p+IGnt+MGTN1y1yBgUFWaGiobpnLw2OF3oudsVMLMcyEfIJBgwbpHiIiSgg3b96Un376SSV4IwGwatWqKo8LJX+x8A+W/x05cqRkz55d/wYldkYGA8OGDVNzUSdOnMga00RE8cx2YShbtmxRpX3Lli2rav9//fXXMmDAAFm3bp1ERETIb7/9JjVq1FCzvJ55xtjrSHpCxr2jWGgCq041bNhQzUP99ddf1RxUIiKKO6jtP2fOHFXdD8V9UAEwLCxMBQQBAQFq6vfw4cOlWrVqaj0AStqcHgy0bt1a792FjFOsQ42kQfuGcpRERPTkbt+5rbL7p0+fLrVq1VIBwGeffaYKvKHgz19//SUrVqyQgQMHSsmSJfVvkatwejCAOagxDR06VGbMmHHf1r9/f/0oERE9Dgz9Y5YD6rW89dZbMvDtN6Vu3boyevRoqV+/vly6dEmtC4C5/5gayFuyro03foiIkhAEAVjZr0qVKir5r2jRonLo0CHp27e/OvmjNsAXX3yhlgUmsmMwQESUyKG075AhQ9T9fdxqHTNmjCrr7uHhoUr/ent7S8WKlSRHjhxPVWeAki4GA0REiQyK3qCC65tvvqkKsmHYH8WA2rZtK1u3blXJf+PGjVPrAXD6Hz0OBgNERIaLiopSQ/y//PKLuuJHmXaMBKAPSYCYBbB27VoZMWKEWhaYU//IUfzEEBEZCKV5MQKAkz5W9itRooT07t1bZfojKRD3/hEA9OjR419rvBA5isEAEZEhsMTvokWL1GJtWPY3T548qs7K7Nmz5fjx42qJ90mTJqnEQKK4xGCAiMiJMPcfxdZefPFFVfkP06uxQNu0adMkJCRElQDu0qWLqgvwNIsAET0KgwEiogSE0r6osvrhhx+qaX+o+//HH3/c+xPD/7j6b9WqlRoZIEoIDAaIiOIRhv5Pnz4tq1evlpYtW0q2bNmkV69e6or/gw8+UEP/WBcA2f9Y0p3Jf+QM/NQREcUDLLaGlf2w+ipW/0OVP1zpY+j/7Nmzagrg66+/zqF/MgKDASKiOIARgJUrV0qbNm2kQIECan4/iv1899138ueff6ra/1gXAMl/vPon0ySzULsyEcqVK5d88823UqlyJd1jpj17AqV8+bK6ZaYL4RclTdo0kiFDet1jpm3+O6Ra9Sq6ZaboO9Gye89eqVSpgu4x057de1WxmsxZzC5Ju2jRUunc+SVJlkx3GCbiEu7/r5E1a9aoQj+RkZG273sFadK0idSsWVPNCDDFH394S/16dSVVanNHIm7dvCXr12+Ups0a6x4znQg+KRkzZTC+oFPAjl3Ss2d33Xq0RB0MjBv/lVSsYPZBNyhov5QpU0q3zHTx4iVJkya1KmNqsoCAXVK5ckXdMlN0dLQEBu2T8uXMDgCDbM/x+efzG1+f3uPXFdK+fVsxJRbA/f29gYGyceMGWb9unVoIqHDhwlK2bDnp0eNlyWu76k9mzLO937r1G6R2rVqSKlVK3WOeW1G3ZJPvFmnYsIHuMdPJU6ckY8YMki1rNt1jpr17A6VXrx66FQsEA4mRm5ub5evrq1vm8vFZr/fMFRJy2oqIiNAtc3l6rtZ75oqKirK8vNbqlrm8vddZYWHhumWuseMmWLYAS7cS3u3bt63w8HBr+/btVufOna0UKVJYWbJksUqUKGFNmjTJunr1qnX8eLDl5+evf8Nc7u6zrcjISN0yE57fjBkzdctcgYFBVmhoqG6Zy8Njhd6LHW9cERE9AOV/J0yYoG6lYKgfCwBhgR8sCGQ7Ccj+/fvVuv8ZMmTQv0GUuDEYICKywdz/V155RZX9TZcuncyfP1+VAvbz81MzA9AuW7aseiyZqUkMRE+IwQARuaQTJ07I1KlTpXPnzpIzZ05V4x8JgIMHD5aDBw/K7t27ZdCgQWrhH44AUFLnUDBw/fp1NXxmh33Uzca0GSIik+H4tWvXLvn222+lYsWKUqxYMTXtD/P8586dK+fOnZPFixdLv379VFIgr/7JlTgUDHz00UcyduxYtY+saayhjeU0K1WqJFOmTFH9REQmsCxL/v77b3WF//LLL6ur+9q1a6tSv506dZILFy7IgQMHZN68edKsWTNJnjy5/k0i1+NQMLBp0yZVPxswxBYQECCHDx+W9evXy08//aT6iYic6erVqzJ58mR1dZ83b151sXLjxg3ZsGGDKguM1f+GDx9u/LRKooTkUDCA2wJInoHx48fLF198oeb7V6hQQS5evKj6iYgSEkYpUee/f//+6liEY9IPP/wgffr0UesBoPLfsmXLpG7dumpdAFb/I/o3h74VhQoVks2bN6sv3sKFC+XNN99U/QgEUqY0t5AFESUtmN6H4X2c8FHet3Xr1nLmzBk1GwDT/5AAiHUBcFuAIwBEsXMoGMDQG6bXYG1tZNzaRwmQlIOMWyKi+IAsfyQqz5o1S2rVqqVq/48ePVouXbqk8pVw9Y91Ad599101NZCIHONQMIDpN0FBQWrFrU8//VT3ilqW89dff9UtIqKng+Q/3JaMiLgoAwYMUCv/YY7/0KFD1XA/ygIfO3ZMli9fLm3btmXmP9FTcigYwOwBHx8f3SIiinszZsxQV/9I/vvm6wly8uRJ8fT0VH/iQgQzmuyjkkQUNxwKBtKkSaPuy8UVVPVCEuKDtm/fLr169ZLevXurqT9ElHShVsmHH34oderUkdSpU8u4cePUPub+j/holPz+++/StGlTefbZZ5mbRBRPHAoG3N3dVeIgphLiHt7TwO2GDh06qApgMaHmd/fu3dVjWBe8Xbt26oqAiJKG8+fPqyt93N9H8l/Dhg3VBQBqluBPTFfGbCUEAOnSmb2SJlFS4VAwgDwBFPB48cUX79Xntm/lypXTP/V4kPzz/fffS548eXTPXQg4kCGMIKB9+/bSokULWbJkiX6UiBIb3PtHXRJU98P9fgQAb7zxhjqWfPPNNxIeHi7r1q1TxwQcR3j/nyjhORQMTJ8+Xd0muH379r82fLEd4eHhIaVK/XudfyQF2QsbAaYM7d27V7eIKLHA/f333ntPXThgWjJmIVWpUkWN9KH4z8aNG1Ufbg0QkXM5FAygWAdKdj5si6tCHigfmiNHDt0SyZo1q4SFhekWEZnq1q1b6uofica4+sfSv5h2jHv/R44cUY9jJAD3/nn1T2SWZBbm8DjA29tbjRAgul+7dq2q9+3v769GDHCf31HVq1dXv2+HaYpYA6FmzZqqjRLIEydOVCMJMaHK2JCh7z90dMEkJ4JPSIGCBXTLTFeuXJVUqVKqBFGTHT58RIoVK6pbZkI1PLznhQoX0j1mCrY9x1xubpIu/dNl5e8L2id//rlfTp06pRIBUeAH5X/zPZdfqlSuLG627+nT2LLFT2rVrG47UpkbPPwV8Zf8fe2aLQDKq3vMtGdPoJQuXVJSpEihe8xzO+q2BO3bLxUqOHbbOaHhAjVt2rSSMWNG3WOm06dDpX+/13UrFggGHtf69estW8RvvfXWW1b58uWtiIgI1b9lyxarYsWKat9R1apV03t39e/f35o2bZpuWZbtSsJ6//33desfbm5ulq+vr26Zy8dnvd4zV0jI6Xvvpck8PVfrPXNFRUVZXl5rdctc3t7rrLCwcN16fBcuXLD9rrc1fPhwq1ChQlbq1KmtGjVqWEOGDLG2bdumfyrujB03wbIFWLplpuPHgy0/P3/dMpe7+2wrMjJSt8yE5zdjxkzdMldgYJAVGhqqW+by8Fih92Ln0Nj+sGHD1FX6jz/+aIswS+tekaJFi6oM4biApEFUOURREWyYvYBhRyJKeEj+w3cbI4LI7sctPNznR72RESNGqFlFW7dula+//vq+XB8iSlwcCgZu3rwptity3foHDgjIG4gLTZo0UbcbcF8RMw1Qa6B58+b6USJKCKgBgpX9UPgnf/786vZdwYIF1ZoASP7Drb3XXnuN9/6JkgiHggFUBUMy0IO+++67+0YKHBEzXwBwcBk4cKC6GsGUIyyGxAMOUfy6c+eOmvvfsWNHKVasmErcRb4Oqv1hqXLU/scy5QjSkVvC7yRR0uJQMPDVV1+pRKGSJUuqtcH79eunggAvLy+1ZGhcQmJi+vQsOEIUX7Dwz6RJk1RND9T+xxLA+N4hgRffc6xQiqv/MmXKqGQpIkq6HAoGcKBYs2aNKhbUrVs3df8Q84hx5YB5xERkLgz9YyTu888/t53k+0izZk3VOgD4HiOgxy2A2bNnq2WAcXuAiFyHQ8EAioRg+L5x48ZqlOB///ufqhaIIUMuYERkFkxzRBLuli1bVB4Orv7x3UUAgMqemKqJgl6YKoypvHFVK4SIEh+Hvv3IHkYRkQfhIIKrCSJyvmvXrqnFfnDvH1f4tWvXVlUAMYKH5L/jx49Lx44vsfIfEd3zWMHApUuXVI4ArjICAwPVfszts88+k8yZM+ufJqKEhmF+zLzB/X2MAKAS4Ntvv60WFbt+/brMmzdPKlasqL6nTP4jogc9VjBw8eJFlSCIK4pvv/1WjQLE3HDAwSpjRJQwjh49qhb1Qu5O9uzZpUePHuqkjwWAsOofRvCwKiDWAmDyHxHF5rGCARQVWrZsmZo9gCJAKEUcc0PWcatWrfRPE1Fcw5odWPZ78uTJamU/zOhBAI6r/F9++UVNw120aJGaiot6AEREjnAoZwD1BLD2OKqS3bhxA6WMVT/+tO8T0dPD9wkL++zfv186d+6saqCj5j+WEe/Vq5cKDg4dOiQLFixQSYFERE/DoWAA3n//fbUaGaYjYaoSYLQA9yeJ6OkgLwe35HDvHxU48Seu/lEACHP/sSzwkCFDJFWqVPo3iIienkPBADKUMU8Zw5FYL8A+GlC+fHlZt26d2ieix4fKf0jCtd/fz507t/z888/y0ksvydKlS1XlP3zfMCMAj8VV2W8iopgcCgZwUBo5cqTUq1dPlSu1wxWMfZSAiB4tJCRElixZomp0oLwvFudCNcBOnTrJnj17ZN++ffLJJ59IgwYN1JLARETxzaFgAFclD8sNOHHiBEsHE/0HLOSF7H8U+6lWrZpK8MNQP5L+0BcREaGmBmJV0OLFi+vfIiJKOA4FA7iSwUEMyUt2WMlwwIABXGaY6AHnzp1T3xmMoqEA0ODBg9WqnMgLwCyclStXchYOERkhme1K/7GnAaC8KeoMIKP59u3bki1bNlWDoGfPnmrBk4Scz5wrVy6ZMmWKVKli9hrqAQE7pXLlSrplJlyhYiU6ZKybbNOmzVKnTm3dMhNO8n379pW//opQpbvLl68g/fr1ldKly6hqgClSpNA/6Vw7dgRI0aJFVIEik82cNUd6v9rTtmduoaQzZ86q42CZMk+2cmtC8fRcJc2aNTE6+fTWrZvy+5o/pG2b1rrHTEePHrN9dzKrRHqTbd68Vbp166xbj+ZQMGCHioQHDx5UowIFChRwyrxmBAPjx38lFSpU0D1mCgrabztIlNItM128eEkFA+nTp9M9ZgoI2GULrCrqlnkCA4Ok/4B+0qhhQzUikOfZvJLG0JK/gUH7pMDzz0umTGYHgL/+ukLat2+rW2Y6HxYul//6S4oVK6p7zLRu/QapXauWLRhIqXvMc+tWlAr6GzZsoHvMdOpUiGTImEGyxcidM9GevYHySq8euhULBAOJkZubm+Xr66tb5vLxWa/3zBUSctqKiIjQLXN5eq7We+bZs2ePZQuorF69elleXmt1r7m8vddZYWHhumWuseMmWNHR0bplpuPHgy0/P3/dMpe7+2wrMjJSt8yE5zdjxkzdMpct8LdCQ0N1y1weHiv0XuwcyhlAuVNUOLPXN4+5oSoakSvCyn8YoWrWrJlKCCQiSmwcCgZeffVV2b59uyo/jPnPMTcsk0rkalAiGDMEkAjo4eGhe4mIEheHggGUPx07dqyqiobRgZhbhgwZ9E8RuQbUBEB5biwW5OnpqUbIiIgSI4eCAcweQNIgkatDYSCsCdC2bVuZOXOm7iUiSpwcCgYwrRBTCLdu3apGCWJuKDxE5ArsOQLNmzeXadOm6V4iosTLoWDAzc1NTSnE0GjFihXv27p06aJ/iijpCgwMVIEAigfNmTNH9xIRJW4OBQMvv/yydOzYUU6fPv2vbe3atfqniJImBAI1a9ZUawmsWrVK9xIRJX4OBQOooY57pNmzZ1clVmNuXFCFkjIkCyJHoHPnzrJs2TImCxJRkuJQMFCpUiW1pjqRKzlw4IC8+OKL0rp1a3F3d9e9RERJh0PBAFZV+/LLL2XixImyceNG8fPzu7chqYooqcGtgVKlSqmCQtOnT9e9RERJi0PBwFtvvaXWYh85cqS0aNFCGjVqdG/r16+f/inHRUVFyddff62SsrAq4tWrV/UjRM6zf/9+KV++vPp8L1iwQPcSESU9DgUDWHP9wcqD9u1pKhD26tVLFS6aNWuWGo6tXr26foTIOTDSVatWLenUqROTY4koyXMoGMDyqylTpnzo9jRLsyKQwDLIzz77rBpxuHHjhn6EKOEhEMAo1UsvvSSLFi3SvURESVeswcD69evVdKro6GgZOnSoqsH+sO3tt9/Wv+G4Dz74QN1mOHLkiMpJqFOnjn6EKGHh1kC9evXUZ5o5AkTkKmINBooWLaoKCmEqVd26ddXUwodtDRo8+frTWPv95MmT6u///fffZcKECfoRooSDZEGsu4FRAa4+SESuJNZgIF++fDJo0CAVDLRp00b69u370A3FiJ5U06ZNZfDgwXLmzBn136pcubJ+hChh/Pnnn2oZbuSsLF68WPcSEbmGZJaN3o8Viq68//776soppuvXr6ukP1xZOer48eNSv359CQ4OluTJk6u+AQMGqJXgMFz7X3LlyiU9e70ihQsX1T1munjxoirSZLKbN25I8hTJJUWKlLrHTGFhYaokdlw7deqETJv6sxQoUFBee/3JZ8UAvk54z3PkyKF7zITnmClTRkmZMpXuMROOD4UKFdItM0VGXpebN29JlixZdI+ZQkNPS548eeSZZ+4eZ00UHX3HdlF4Vl2Emgwz3lKlSimpU6fRPWa6dfOm7QL7MW/hIxh4XDVr1rRWr16tW/8ICAiwChQooFuOiYiIsHLmzGnZvvSqbTvgWxUrVrTOnj2r2v/FdlKwfH19dctcPj7r9Z65QkJOq/fBdJ6e//7sPa1du3apz1+fPn10z9OJioqyvLzW6pa5vL3X2b5r4bplrrHjJljR0dG6Zabjx4MtPz9/3TKXu/tsKzIyUrfMhOc3Y8ZM3TJXYGCQFRoaqlvm8vBYofdi91izCWwneylevLjs2LFDunfvLraD530bEv4wBetJIJpeunSpml7YsmVL9ffgtkPu3Ln1TxDFD8waqF27tvrcMUeAiFzZYwUDuIePZYox7/qTTz6R1atX37eFh4fLV199pX/acUgc3LRpk/q7NmzYoG4TEMUnrDWA1QcRCMycOVP3EhG5pscKBuxWrFghr732mlStWvW+LX369PoniMyHEYFq1aqpWTCsI0BE5GAwgJUJL126JFOnTlXT/2JuqB5IZLqdO3eq8sJYjvvXX3/l6oNERDYOBQOoAYDpV3PmzFGliWNuW7du1T9FZCaMCGDBoQ4dOnD1QSKiGBwKBj799FMZN26cbN68Wby9ve/bMFpAZCrkCOCWFpYh/vnnn3UvERGBQ8FAZGSklCxZUreIEgeMCFSsWFGte8ERASKif3MoGChbtqxawpgoscCIAGbBoEKmh4eH7iUiopgcCgY+++wz+f7779XCQphZgEWM7BtqEBCZBMmCKHXdtWtXWbJkCZMFiYj+g0PBwMcff6yWF0Yi4ahRo9Q6AvZt/Pjx+qeInG/fvn0qEMD0Qa4+SET0aA4FA5hFgPUHHrahiiCRCZAjgFtayBFgYisRUewcCgbAsiw1OvD333+rfYiOjlYbkbMhMEVlwebNm6vglYiIYudwMNCnTx+18lW2bNnk8uXLqg/3Y19//XW1T+Qsu3fvVqWtu3TpokpbExHR43EoGBg5cqScPXtWfHx8VE13u/Lly8uWLVt0iyjh7dq1S40GYKGrhQsX6l4iInocDgUDuNoaOnSomrOdIUMG3StqjXncNiByBiQLNmzYUBUUmjZtmu4lIqLH5VAwkDJlSrl586Zu/ePIkSNq3QKihIZkwTJlyqhRAQYCRERPxqFg4J133lHLC9sLDyGBMCwsTF555RV1MHYGPAejt0TwHO++jonhed7fxogAblFhCuH8+fPve8xZm3otH3iepm4Pvp4mbniO6jV9yGNmbYngOSaSz6Xt/w/pM2tLHJ/Ju8/zcSWz/YJDvzF79mwZPHiwui2QMWNGlUQ4fPhwVXcgVapU+qfiX65cuWTy5P+pevMm2xGwU6pUrqRbZkJAlzZtWvV+mmzTpi1Sp04ttY8cgW7dukr79u1l3DhzalzcuXPH9p4HSPVq1XSPmbbvCJCiRYtI1ixZdI+ZZs+eK7169TC6YFTomTNy6eIlKVOmtO4x08qVq6VJk0aSOnVq3WMejDx7ea2VNm1a6R4zHT16TDJnziQ5c+bUPWbasmWr7TjZRbdigWDAUdevX7dsV2XWzp07rQsXLujehOXm5mb5+vrqlrl8fNbrPXOFhJy2IiIidMtcnp6r1Z+7d++2bMGg9frrr6u2SaKioizbwUy3zOXtvc4KCwvXLXONHTfBio6O1i0zHT8ebPn5+euWudzdZ1uRkZG6ZSY8vxkzZuqWuQIDg6zQ0FDdMpeHxwq9FzuHbhOsXLlSDhw4oK4iS5UqpRIJs2fPLocPH1bTC4niW1BQkJo+iNkszBEgIoobDgUDY8aMUQfjh/noo4/0HlH8OHbsqJQrV07lCMyYMUP3EhHR03IoGMD9nBw5cujWP3D//tq1a7pFFPcQhL7//hA1IrB48WLdS0REccGhYCB//vyydetW3frHunXrVEBAFB+QLIg6AjVr1lK3qrj6IBFR3HIoGMDyxT///LO8/PLLMmnSJLX/1ltvyRtvvKGWNSaKa1hrANNWsfrg0KHDdC8REcUlh4KBwoULy8aNGyVNmjRqqNbd3V1CQ0Nl0aJFqh48UVzCrYHq1auzoBARUTxzKBgABARI3tq8ebNs27ZNli9fLvXq1dOPEsUNBAJIFmzSpInMmjVL9xIRUXxwOBggim8oMVyjRg1p166deHh46F4iIoovDAbIKFiGGFMHsfogAoFnnuFHlIgovvFIS8bAWgO4LdCqVSuZOXOm7iUiovjGYICMgFsDFSpUkGbNmsn06dN1LxERJQSHggHLsmTVqlVqcZg6derct7366qv6p4gcYw8EGjduLHPnztW9RESUUBwKBsaPH6+WK8a6BBjKjbmhXjyRowICAtRnp1u3brJ69WrdS0RECcmhYAC1BTDf+/PPP1dFhmJuffr00T/1ZI4dO6aKGWGUYdCgQbqXkrIdO3aoQLJz584yf/58VhYkInISh3MGsmbNqvfiTnBwsLo6xK0GlDYeO3asfoSSKtQRwKyBNm3asKAQEZGTORQMYLrXli1b5M6dO7onbowaNUrlIuCeccqUKSVdunT6EUqK9uzZI2XLllWjAlOnTtW9RETkLMksZAU+Jtzf7d27t1qhECVic+bMqR+5u3Ih1ihwFFZCzJ07t5w9e1aVN06VKpUaIUiRIoX+iYfDf69lq7by/PPP6x4zRUZGStq0aXXLTHdu35ZkzzyTIHP6w8PDZfKP30vBgoXklVcdu7WEz1369Ol1y0z4Ot24ccP49xyfS3zXkidPrnvM9Ndff0mWLFl0y0xRUVHqAgll2k129epVyZAhg9G34/D9wfPMlCmT7jHTrVu31PEytvOUs6W1fSaHDRuiW4/mUDDw1VdfqXv7D5M3b175+OOPdevx4eSQL18+NVyM3IMjR47I6NGj5fDhw/onHg7BAHIYatWqpXvMtGGDr9Svb3ZyZWjoGXWSzZIls+6JHwgmEUS2bt1aBX6O+u23NdKiRTPdMhNOCuvXb5RGjV7UPWbCcyxTprTkyJFd95hpwtcTZejQwWJyNsmJEyfl/PkwqVatiu4x0+w586RL5062oCW17jEPAulfflliuyDsqXvMtG//AcmeLavkyZNH95jJ03O1dOjQVrdigWDAmc6dO2dly5bNunnzpu6xrP79+1srVqzQrYdzc3OzfH19dctcPj7r9Z65QkJOWxEREboVP2yBgGUL4Ky+ffvqHsfZPth6z1y2q0TLy2utbpnL23udFRYWrlvmGjtughUdHa1bZjp+PNjy8/PXLXO5u8+2IiMjdctMeH4zZszULXMFBgZZoaGhumUuD49Hn0djinVcGJHawYMH1f7FixfFdvJ+6HbhwgX1M47CECByBGzPRfeIGrrEMAwlDViGuGHDhmpEgDkCRETmiTUY+PXXX1WmP4Y/MQWsSJEiD91atmypf8MxqVOnlqFDh8p7772nggqcOH777Td56aWX9E9QYoaCQuXLl+cyxEREBos1GOjSpYucPHlSXa3//vvvagTgYZuvr6/+DccNHDhQ3XspXry49OrVS1auXKkfocQMgUCVKlVUPsiCBQt0LxERmSbWYAAZk/bMaGQfI2P2YRuu8J8U/hsjR46Uy5cvq2lnpUuX1o9QYoWCQo0aNVKFpJYvX86CQkREBov/uWTkcrAMMWoIYA0Lrj5IRGQ+BgMUp5DzgZLSLChERJR4MBigOINAwJ4sOGPGDN1LRESmcygYQCKYj4+Pbv3j0qVLUr9+fd0iV4RbAzVq1JAOHTrIokWLdC8RESUGDgUDqDOA8sEPQnLYf1UmpKQPyYLNmjVTM0+WLl2aIGWNiYgo7jzWURtFh1AL4MSJE2r4F/sxN9QEQK0Bcj2YPogaE23btn2iEsNEROR8jxUMPPfcc+pkHx0drQICLD8bc6tYsaIsW7ZM/zS5CuQIVK1aVVq0aMFkQSKiROyxggEsYjNgwACZOHGifPfdd+Ll5XXfNmHCBMmWLZv+aXIFCALtyYKzZs3SvURElBg5dHO3a9euatoYubZdu3apzwHKU3t4eOheIiJKrBwKBlB2GFXl3NzcJGPGjPdt1atX1z9FSdnOnTtVjkDHjh3ll19+YbIgEVES4NCRHGsIZM+eXdatW6emksXcFi9erH+Kkqp9+/ZJ06ZNVUEh1hEgIko6kmEdY70fK9wjRs6ACTUFcuXKpZLWqlWrpnvM5L9th1SvVkW3zHTuXJikS5dWMmXKqHv+DYtVoY5A48ZNZPZs5+QIbNjga/vs1dUtM2F1T/9t26VWzRq6x0z+/tulWLFiki1bFt1jpunTZ8prr/UWk5e2OH36jFy8eEHKlSure8zk8auntGzRTFKnTqV7zIOp66tWr5GOHdrqHjMdPnxUsmTJLG5uOXWPmTZs2CRdu3bSrUdzKBjAyWD06NFqTrmzIRj4ftIkqVSxku4x0549WMK3nG6Z6eLFS+oAkSFDBt1zvwMHDki7dm3V+z5p0g+6N+H5+W2zfQbNDv7wddq5c5dUrmz253LXrj1SuHAhyZw5k+4x04KFi6R7ty66ZaZz586rwmslS5bQPWb6fY2XNGr4oqRMmVL3mOfWrSjx9vGRFs2df455lODgE+q7Y3ri/PbtAfLyy111KxYIBh5XYGCgVa9ePSs8PFz3OI+bm5vl6+urW+by8Vmv98wVEnLaioiI0K37BQQEWLYPvNW9e3fd4zyenqv1nrmioqIsL6+1umUub+91VliY87/HsRk7boIVHR2tW2Y6fjzY8vPz1y1zubvPtiIjI3XLTHh+M2bM1C1zBQYGWaGhobplLg+PFXovdrHmDLzyyivywgsvqK1Tp04qgSxv3rySP3/+e/3YUHSGkhbMGkB+QLt27WT+/Pm6l4iIkppYg4H3339fJYvZtzVr1qgEwoULF97X/+mnn+rfoKRg//79auYICgrh/SUioqQr1mCgdOnSUqtWLbWhEmGVKlXutWNuJUqUkNDQUImIiNC/SYkVCgrhfcfMAQYCRERJn0NTC7t3766mEWL4OOZJ37IsqVmzphQoUEBy584tfn5++hFKbBAIVKpUSd0eWLBgge4lIqKkzKFgACd9DB337NlTChYsqOoOwNq1a9WUkDNnzsjmzZulf//+qp8SF+SDNGzYUK0+uHLlSrUaJRERJX0OBQNRUVFqZTrcTz516pTMmTNHzp49q7Y8efJIzpw51W2EtGnTqscp8dgREKDyA9q0aSNz587VvURE5AocCgZw9V+5cmW1nylTJjWj4MqVK6odU+bMmdUoASUOx44dUyWGsU2fPl33EhGRq3AoGMCaBLgNcP36dXWyDw4OVkPLhw4dUpXX7PB4unTpdItMtnfvXmnQoL681LGjGvUhIiLX41AwMHv2bBk6dKiqM4BSpiNGjJD169fL0qVL5fnnn1dz0ZcsWaJK1yIbncyGRFBUlaxXr75MnjxZ9xIRkatxKBh49tlnVb7AH3/8IQEBATJ8+HCZNm2aHD58WL788ktZtGiRfPPNNyo44Gp2Ztu2bZs0b95cunXrpnIEmCxIROS6HD5j58iRQyUJoupgzBMIEgg9PT3F39/f+MWDXB1GBJAoiMqCrCNARESxBgOoGdC4cWOJjo6WMWPGSK9evR66ffTRR/o3yGSBgYFSu3ZtlSz4888/614iInJlsQYDKCKE+8oYBShUqJCUKlXqoVuRIkX0bzydSZMmyeLFi3WL4hIKCmEZahQUYrIgERHZxRoMoLgQRgQQDPTo0UM++OCDh269e/fWv/HkVqxYId9//726eqW4hRwPlI1GjsAvv/yie4mIiJ4gZwDTCYcNG6ZWKbx27ZrqO3jwoJpi+DRu3bolY8eOVdXvKG5t375djQZ07txZzfhgcicREcXk0FkBMwnq168vR44cUfuoSAghISHy9ttvq/0ngUAAme3fffedKlhEcQd1BJAfgOCNBYWIiOhhkllYcOAxIRDAlfsbb7yh1if44YcfJEuWLHLu3DmpWrXqE5cgxrD1jh071LTE8ePHy9WrV+Xzzz/Xjz5crly55J13BskLJUroHjOdDjkt+Z7Lp1sJC5UFRwz/UGrUqCnvDh6se//t77//lpQpU0rq1Kl1j5mCg09IwYIFdMtM+DqFnAqR/M/n1z1mCrF9LnPkyK5Kh5ssIGCXVK5cUbfMhCqs165dlzx5cuseM+3f/6e88EIxSZ48ue4xz53bd+TgoUNSqlRJ3WOmixcv2o6XaSRDhvS6x0xh58Nt5+t+uhULBAOPq0yZMtbGjRvVfo8ePayIiAi1f/78eStv3rxq31GHDh2yChcubN26dcu6c+eONXbsWGvEiBFq/1Hc3NwsX19f3TKXj896vZewgoKCEORZ7dq10z3/zXZiuPdemszTc7XeM1dUVJTl5bVWt8zl7b3OCgsL1y1zjR03wYqOjtYtMx0/Hmz5+fnrlrnc3WdbkZGRumUmPL8ZM2bqlrkCA4Os0NBQ3TKXh8cKvRc7h24TYDbBli1bdOsfCxcuVI89CdsJXZUyxrK5yHRHAiEKGWHRHHoyGGWpW7euSvj08PDQvURERA/nUDDw008/qTXucaJGBbtPP/1UJaZhaP/bb7/VP+WY119/XSUlYgYBtnfffVf69esna9as0T9BjkAggIJCHTt2ZGVBIiJ6LA4FA6g5gCv5evXqSdmyZeXo0aNStGhR2bRp073VDJ/Wc889JwUKmH1f2FT79u2TZs2aqQANoytERESPw+E5ZlmzZlV1BbD+wMqVK2XixIlSuHBh/ejT6969uxotIMegoFCZMmXUqA0DASIicoTDwQCmE3p7e8u8efPu21avXq1/ghIabq9UrFhRTR+cM2eO7iUiIno8DgUDCAKwUNFbb72lpgHG3LC8MSU8FBRq2LChGlFZvnw5cwSIiMhhDgUDKEuM7dChQ7J79+77Nq4nkPBQ9RGjAVh9kMEYERE9KYeCARTXqFChgm6RMyFZECMCqC7IHAEiInoaDgUDSFA7ceKEbpGzIBDAbA6UcGaJYSIielqxBgNhYWFq7QFso0ePVrMHUF8AQ9T2fmwoSUzxb8+ePar0c4cOHdSiQ0RERE8r1mBgwIABUqVKFbXVrl1bzp49K1OmTFHD0/Z+bFgal+IXCgo1bdpUrT6IqZ1cfZCIiOJCrGcTlLPFVX9s2/r16/VvUHxAkmbr1q1VdcFZs2bpXiIioqfHS8tEADkCderUUTkCTBYkIqK4xmDAcDGTBWfOnKl7iYiI4g6DAYPt2rVLatWqJZ06dZJffvlF9xIREcUtBgOGQrIgkjSx+uCiRYskefLk+hEiIqK4lcyy0fuJSq5cueTHHyermQwmC9i5SypXqqhbj+fs2TOqqmDlylVk8uTJujf+hIWFS9q0aSRjxoy6x0ybN2+V2rVr6paZ7ty5Y3vPd0q1qlV1j5kCAnZKkSKFJUuWLLrHTHPmzpeePbtLMtv/THXmzFm5dOmSlC5dSveYadXq36Rx44aSOlVq3WOem7duyh9e3tK6dUvdY6Zjx45JpsyZJGeOnLrHTFu3+kn37l1169ESdTAwZsxnUq58Od1jpj//PCQlShTXrdgdOHBA+vfrp24NvDNokO6NXxGX/pLUaVJLunRpdY+Z9u4Jsr3fZXTLTNF3om3v+UEpVbqk7jHTnwcOSb7n8toCwAy6x0y//bZGmjdvJiYvuREeflGuXL4shYsU0j1mQjBdrWoVSZkqpe4xT9StKPH33y516tbSPWY6fTpUMmRIb3ww/eeBg9K79yu6FQsEA4mRm5ub5evrq1vm8vFZr/diFxgYiMDMatu2re5JGCEhp62IiAjdMpen52q9Z66oqCjLy2utbpnL23udFRYWrlvmGjtughUdHa1bZjp+PNjy8/PXLXO5u8+2IiMjdctMeH4zZszULXMFBgZZoaGhumUuD48Vei92zBkwxLZt26Ru3brStWtXVduBiIgooTAYMIC/v79afRCVBRcuXMjKgkRElKB41nGywMBAadWqlQoGfv75Z91LRESUcBgMOFFQUJCUL19eBQMMBIiIyFkYDDjJ3r17pUKFCqqOACsLEhGRMzEYcAIkCzZq1Eh69uwpS5YskWQmz5siIqIkj8FAAtu+fbsqKNShQweOCBARkREYDCQg5Ag0bdqUOQJERGQUBgMJBIEAVh9EIMBliImIyCQMBhLA7t27pWrVqtKlSxeZPXu27iUiIjIDg4F4tnPnTmnWrJl069ZNLUPMgkJERGQaI85MERER8sMPP8iQIUPUvfTIyEj9SOKGQGDs2C9UQSF3d3fdS0REZBanBwNRUVHqZHn58mVp3Lix+Pj4SJ8+ffSjide+ffukQYMG8uKLL8rUqVN1LxERkXmcHgykTJlSfH19ZeTIkWo4fcqUKbJlyxb9aOKEQMCeLPjmm2/rXiIiIjMZdwP77NmzkiNHDt1KfAICAqRmzZpq9cG5c+fqXiIiInMZFwyMGjVKBg8erFuJCyoLYjSgU6dOsmDBAkmePLl+hIiIyFzJLBu973RvvvmmZMyYUcaPH697/luuXLnkgw8+lNKlS+se5zp48KB8/vlnUrZsORk2bJjuFTl2PFgKFyqoW2a6fOWKpEqVStKmSaN7zPTnwUNS4oXiumWm6Oho9Z4XLVJY95jp2LHjkjt3bkmfPp3uMdNG381St25tMblg96WIv+Tvq1clf/7ndI+Zdu7abTs+lZGUKVLoHvNE3b4te/cGSuVKFXWPmc6dPy9p06aTzJky6h4znTwZIn37PmYOHoIBZ4uKirKGDx9uDRo0SPfEzs3NzfL19dUt59q3b5+VNm1a69VXX9U9//DxWa/3zBUSctqKiIjQLXN5eq7We+bCZ9nLa61umcvbe50VFhauW+YaO26CZQuwdMtMx48HW35+/rplLnf32VZkZKRumQnPb8aMmbplrsDAICs0NFS3zOXhsULvxc7ptwlsz0E++eQTuXDhgnzzzTdy584dtaE/Mdi/f78ancDtAa41QEREiZHTg4FDhw7Jl19+KZ6enpIvX75728aNG/VPmGvHjh1Sp04defnll2XhwoW6l4iIKHFxejDwwgsvqPus586dUzMJ7Fv9+vX1T5gJqw+iPgJWH5w3bx6TBYmIKNEybjZBYoBFh1q2bCktWrSQ6dOn614iIqLEicGAg5AjULFiRQYCRESUZDAYcAAqC5YrV07dHpg1a5buJSIiStwYDDwm5AhgrYHu3bvLkiVLJFkyk2c+ExERPT4GA48BswbatWunRgTmzJnDQICIiJIUBgOxOHDggFpAqXnz5swRICKiJInBwCMgEChVqpQKBGbMmKF7iYiIkhYGA/9h7969UqlSJVVHYPbs2bqXiIgo6WEw8BBIFmzSpIl06dJFli1bxoJCRESUpDEYeAACASQLtm7dmtMHiYjIJTAYiAF1BBo3bqwSBpksSEREroLBgIZAoEyZMmpUwN3dXfcSERElfQwGbAICAqRGjRrSo0cPBgJERORyklk2ej9RyZUrl0ydOk2qVauqe54Mpg+iqmB1WzDw05QpujfubNu2w/Ycq+iWmc6fD5e0adNIpkwZdY+ZNmzYJPXr19EtM925Ey3+/tukVq0ausdM/v7bpVixYpItWxbdY6Zp02fK66/1FpPrfJ0+fUYuXrwg5cqV1T1m8vh1hbRs0VxSp06le8xz8+YtWbX6N+nYoZ3uMdPhw0clS5bM4uaWU/eYaePGTdKlSyfderREHQyMHv2JlC1bTvc4bufOnTJixIfSqVMnef31fro3bh06dFiKFy+mW2b666+/bAeI1LaAIK3uMVNQEG7llNYtM2E5brznJUq8oHvMdPDQIcmXN69kyJBB95jJ64+10rRJY90y04WLF+XqlStSsGBB3WOmrX7+UqVyJUmZMqXuMU9UVJTs2BEgNWuaHUyfOXNG0qdPL5kzZ9Y9Zjp8+Ij06fOKbsUCwUBi5ObmZvn6+uqW44KCgqx06dJZr732mu6JHz4+6/WeuUJCTlsRERG6ZS5Pz9V6z1y2g5nl5bVWt8zl7b3OCgsL1y1zjR03wbIFWLplpuPHgy0/P3/dMpe7+2wrMjJSt8yE5zdjxkzdMldgYJAVGhqqW+by8Fih92LnkjkD9mTB9u3bc9YAERG5PJcLBlBHoE6dOtKrVy9WFiQiIrJxqWDAz89PrTyIHAEEAqwsSERE5ELBANYaQCCAyoJTp07VvUREROQSwcD+/fulatWq0qpVKwYCRERED0jywUBQUJCULVtWrT7IZYiJiIj+LUkHA9u2bZMGDRpIz549Zf78+ZLM5MolRERETpJkgwEEApg6iBEBrD74zDMukx5BRETkkCR5hkSOQMuWLdXGHAEiIqJHS3LBANYaQI4AkgWnTZume4mIiOi/JKlgYM+ePVKxYkXp3LkzVx8kIiJ6TEkmGPD395emTZuqFQgXLFjAHAEiIkpSLMtSW3xIEmfMHTt2qGTBNm3aqBEBzhogIqKkBoEAZscNGjRIrboblxJ9MIAcgSZNmqhkQeYIEBFRUoUR7ylTpsjcuXOlcuXKap2d3377TS1D/7QSdTBw8OBBKVWqlEoW5OqDRESU1GXMmFH69Omj9jdv3qwuhLNmzSqjRo2SS5cuSXR0tHrMUYk6GHj77belW7duqo4AERGRK/jyyy+lSJEiunXX559/Lvny5ZNKlSrJpk2bdO/jS2bFVzbCU8JQyOjRo3Xr3y5evKgioJw5c+oeM0VFRUnKlCl1y0x4HZFnYXquxa1btyRVqlS6Za5bt6Jsz9Ps9/wWPpcpUhj/nl+/fl3SpUunW2a6Y/v+WLYthe31NNmNGzckTZo0umWuxPA879y5o747zkxUv3r1qnqt/kvx4sWlc5euMubTT3TPoxkbDJw/f15CQkJ0698wc2D8+PFSvnx53UNERJT04bT98ssvy5EjR3TPPwoWLKim1/fr108KFSqke2NnbDAQm1y5csnSpUtVAgUREZGrwKJ7r7/+um6JGklBsb2hQ4dKp06ddK9jksTUQiIiIleA6/cxY8ao/dSpU0vv3r3VbXOsx/OkgQAYGQxg6GP48OHyxRdfSEREhO4lIiJybW+99ZZkyJBBVq5cKWfPnlW1deIir8aY2wSYJ/ntt9/KCy+8oJIzGjZsqJIjMIcye/bsatZATLxNQERErgTnxr1796pbAnGdsGrEyMC5c+dk2LBhajtx4oSqsPTss8+q5AdMHzx+/HicFFWIb7dv31ZTPoYMGaJ77sK/D8ketWrVksaNG8u+ffv0IwkLHyQUq3jxxRelZs2a0rp1a/nzzz/1oyJr166999iAAQNUJrczHD58WCW/1K5dW6pVq6b2L1++rB7Dv+Gjjz6SGjVqqEBw8eLFqt+ZEE/jOaEIiB2SX1u0aKHecyyj/bBEn4RSv359adSokUq6xTZu3Dj9iKjXD69x9erV1ewdfIad5dq1a2pEsFmzZup5oqCYHY4D+FziIuGPP/7QvQkP76X9dcRWr169e+ugYLXUunXrqs/mq6++eu8z6wyrVq1Snz88R8xDP3XqlH7k7kwtvN94PSdNmhRv5W1jExkZqb43eB74nuA+uB1GhHv16qUewzETNWUS2saNG9Xn7e+//9Y9d2EKH95jvNdzbcdT++uHpPeuXbuqf0vz5s3VSTuuJU+eXK2/Ey8zVzAy4Ey2g7vVt29fKyoqSrXHjx+v/owpKCjI+uGHH6yrV6/qHstyc3OzfH19dcv58PxtXz6rVatW6s+Y3njjDeuTTz5R+7YDhmWL6qzo6GjVTkh4jraDlHXz5k3Vnj17tmX7sql9PJY/f37LFhyo5/bOO+9YU6dOVY8lNLzf69at0y3Lsn2xrLFjx6r97du3W7Yvm/rc2A62li1otGwnMPWYs/z+++9WmTJlrMyZM+sey7IFKtaKFSvUvu2Ea7Vv317tO0OaNGmsPXv26NY/8H3Kly+fZTsoq9cTr+uiRYv0owkLnzl8byZPnvyv78aHH35oDRw4UO0HBwdbWbJksa5cuaLazmY7Iaj3/9atW1bOnDktW9Cn+r/99lurTZs2aj+h4fuQLVs2yxYAqDa+M+nSpVPvsY+Pz33HnypVqqg+Z1i2bJllC1bU871x44b6/AUGBqrHOnbsaNmCVrWP1zRDhgyW7eJEteMbXptZs2ZZlSpVsvLmzWvZAhP9iGV5eHio54yfwfEHn0XbxYt6zHbRcu845e/vr46tD36WTeb0YMAW/VvffPONblmW7erEOnr0qG7ddfbsWatLly6W7epa95gXDAA+FLZo8l/BAA64MeHDtG3bNt1yHryuBQoUUPs4WeA1tsMJInfu3LrlXB988IE1ZswYtf/cc89ZJ06cUPuwZMkSa+LEibqV8PA64TnhvbcHAwi2ChYsqPbtcuTIofcSHoKBmK+ZXe/eva2RI0fq1t3AvHXr1rqVsPBdLlmy5EMPnvgcxgxmqlateu+k4WyFChVSrxu+9wimsQ/4d+AxZ0BgnylTJuvatWuqjc9msmTJ1HNDYPXll1+qfvjuu+/uBVoJrWXLltbJkyd1y7I8PT2tRo0aqX0cM8+cOaP2Ad+xnTt36lb8W7p0qQpSihcvfl8wULt2bWv58uW6ZVmff/65NWXKFLWP9z+mevXqqfNbYuH02wQYPu3Ro4duiRom9Pb2VjkCKDH8448/qmFi5A1gSMYOQzKm5QsULVr0X0VccHvjwUI5KB2J5ZadzfblU9WqYMuWLWpI0Q7DUPi32A5quidhIV/EdjCQX3/9VRYuXKjmzdoOZhIaGqqGyuxQmtOZy1VjOBi5KzHf90OHDv2rOhiGk505BP/xxx+LLdiTqVOn6p67t69iDjeigApuFTkDbg/aDvhiC07U9xrZ0vjsYSgZG+ZO273xxhtGJBZjmBjD7Hjdrly5oj6X9iI0+DzgtoftGKvaCQnv6eDBg9WaLThmvvTSS+p2IJ5bcHCwuv1m16BBAwkPD9ethIXjIBLg7PCdRxuvGYbmbRd8+hFR98jDwsJ0K/517NjxvuMM4HlduHBBbCd93SPqlhZeWzzvLFmy6N67cAxw5u1BRzk9GMABHpmRdpgq0b9/f3WAx70X3C967bXX1IqED55oEwPcd3+wShU+ZDh4OBPyFmbOnKmSNgEH4/Tp06t9wGuN54la186AYOn999+XyZMnS5UqVdRzwcnhwc8AXltU4nIG3HvFCcx2pap77kKg+mAAmDlz5vvyMxISgmrcy0TQjVrmWMvjv05SCFicEQDiOHD69Gl1jxivK+5xv/fee6rqJJ5TzCqeSB4OCgrSLefAc926dasK8gDP/2GfTWfl3eAzif82lnPHMRUXU4CLk7Rp06p9yJQpk9OCAeRWYbXZr776SkaMGKHed7yG2KKiou47GSNb3tkBIL4z+DzG/CwiAMAFCvJDHryPj7n/MYMd0zk9GECi4MOuRvCBLVGihCqpuHv3bhUUJEb4sNy8eVO37sKVTrZs2XQr4eGKGwtdTJw48V6Ui+Q3fKjtcHDD88yRI4fuSVhIcJo/f74aJUKUjhEjHBzwhYx5IsOX0xnPEa/PZ599pq6s8BwxsoKT1rp166RYsWL/CvZwhVCmTBndSlhIXkVCExJGsbLnhg0b7gVQDwYFOIA9GLwmBJwA8BlEslvp0qVVEIjniZMAAquYAR9OwkiiciYEWBhlsV/I4ATx4GcTJ7SYAXZCwedw4MCBsmbNGvn999/V5xTJ2AgO8ubNq4JVu2PHjkmePHl0K2GheizmxuP7iytsjABjNhkggMHxxw4nVWcdi+zwGcV5KWZCIUYBCxQooF7DBwO/B0cRTOf0YABfamSR4uD6MDiIInp1xgEqLuBghisZ+wcFBwt8sDHq4Qw4EOA1x6gATrh22Pfw8NCtu3WvnXEgexgMx2JGCT4DuLqNObMEGee4qkhoOOAi0xi3MGbPnq1uZyAwmTNnjgpwMSPCDp/tXbt26Zbz4XXEhsz4mCdZHNgwguAM+KwdPXpUt+7OLMAJASdZnATw3ADfH7zGGGJ2FhR4+d///qey3e0KFy6sTv724xhOBM46eeFKH6M/9mF2XEjhs4nvDW5lxpyN4ePj47RgADCyhgsT3BrC8efdd99V/Thm2svR47uG7zm+V86EYAABTMzv9rJly6RChQpq5A9Bq/3CD59TfGYR2CYatiftdMh6RbKFLeLSPXft27fPGjRokNOzxR2BRKgHEwi///579e9DUtEXX3xh2U4i+pGEde7cOZVYhKS7TZs23dvskP2KWRu2g4ZKLERSlDPYApV7Gc5IfEOmvj2z2BZIqUxp24HCsl05qgxuEyDjOeZsAmSTYwYBkrlsJw3rzTff1I8krNOnT1u2E5fKxEYiVM+ePVXWNuDziPd57dq16j23nRQsLy8v9VhCw3ccr98vv/yijgP4DuG7D3htS5QoYYWFhVkLFixQ7799Rowz/Pzzzyr57UH4XuNziueGbPgBAwboRxIWPnPIcrcnWeI1s52o1PO6dOmSep/37t2rkvfw/XFWkpstcFJ/4vlixhWSV/GZBHx/MIsIn4Uff/xRfU6dcR54MIEQn8Hnn39efSaRBJ4iRYp7iY7Tp09XCYb494waNcpps0melDFFhxDNYrgV94oxPISlGDH/GfcQY96jMR3uJWLoC0PbdrhiQLWo5cuXq0ixb9++TrmywYjEvHnzdOsfuDcPSCjDVS5GY3AvD0N3Me/bJRRE3raARUXWuLrB88BwvP257NixQ40mYYgWQ4sYlnc23M9EstY777yj2vgMYw7/+vXrVcIWEmKdMdKCpCy8p9u3b1dX2qg30K5du3sjbfi8IkkXI0a40sXr7Cw4BuD2AEaB2rZtq56n/T3HsQGfCQxz4z3PnTu36ncGjKphVAVXgzHhtcbzx/xyJO/hPXfG9wdQ82DRokXqO12yZElVstb+fJG7glscOC7hqtxZt1wwwoI6A7jXjvom+J7bK+nhtISRgtWrV6vvN+pMxMwtSyg4zmA0Et8du507d6rPAG6pxTz+YPQF9R1WrFgh5cqVU8nFzrwd7KhEu1ARERERxY3EeSOeiIiI4gyDASIiIhfHYICIiMjFMRggIiJycQwGiIiIXByDASIiIhfHYICIiMjFMRggIiJycQwGiIiIXByDASIiIhfHYIDoCaGS98mTJ3WLAKtzYrU5e5VzrHlw6dIltf8g/FzMZWqJyHkYDBA9ISz0gqVrTYKllF977TXdShjFixcXX19ftb9u3TqpVKnSvaVcX3nlFfniiy/UPjz//PP3lvnFQmRYyAnOnDmjlqjFa0pECY/BANFTMG2dL6yuhpX9EhKCAfuKjHg9Yr4mD7ZLlCih1oWHmP1YRRGr69kfw4jB0KFD1T4RxT8GA0SxwNKkR48ejdMh7b///lst1RsTlvA9deqUbv1bcHCwWpL2UVq0aCFjxozRrX/gahz/Bvx3H8ft27fVz+PfboerffThsZg8PT3VaMDjWLNmzb3lk2PCksRYphjL2YK7u7scO3ZM7T8Itx3wPKKjo3XP/ez/VvvoBOB1w+v9X79D5OoYDJDLGj58uNStW1e37rpy5YpapxwnIgxZjx49Wg1fY/36/Pnzy+eff65/8t9y5swpv/32m27d9dVXX8nLL7+s9nESw5U71ryvWbOmOnFjvfN9+/ap9ebr1Kkj9erVU2uhxzyRIS+hSpUq0rJlSzW03r59e3Vv/mE+/vhj9bN2WbNmlfnz50vp0qWlY8eOUrBgQfnss8/uuyqPCevK//jjj1K9enX18xkzZlRrt3/zzTfqqr5du3ZqqH/btm36N0SyZ88uv//+u249GgKBh90KwPr7GF1A8IFA4NNPP5W1a9dKkSJF1IYABO8NboHg9Wnbtq36NwUGBqrfx0m+UKFCav17vI5NmjSRQ4cOqZyFGjVqqPe5TZs26vXeunWr+h0i+geDAXJZb7/9tvj5+d2X4LZixQp18kEuAE6K8+bNkwsXLqiTDq42f/75Z7U9KZzsNm/erP6+gwcPqoCkTJkyKjBAG1f/V69eVSdswEm7du3a6t77gQMHVGCQPHlyeemll9Tjsfnrr7/ku+++UwHH3r171ZU5/m70/5effvpJtm/frn4e9/RxAsY+rqzx9yBgQNARX/r06SP9+vWTxo0bq9ccG0YMkHuAfz8SDxE84DVBoBUzsHnzzTflhx9+UM+1bNmy6u9q1KiRHD58WD13/LsrVKigf5qI7BgMkMvKkyeP5MiRQwUEgKtLXKEvWbJEtXHS/+ijj9Q+ZM6cWUaOHKmu7J8U7onHPJFiJABw1Wq3YMECGTdunNrHVSx+B4GLXdOmTVXQ8Lg2btyoAgjAcD6uzO1JfA/TrFmze0P5GMHAiXjs2LGqDQiSMKSf0PB+zJ07V7dEhg0bJkeOHFEjBnbIM4h5ywK3H3AbI+YtnrRp0+o9IrJjMEAuCyc8DH+PGjVKtQMCAtQtAtwOQGCAYeYePXqox+xwcrl48eIjT6aPghM7/hsPwu0DOwzt2/9+Hx8fdb8bSYH27YMPPlD5BY/rYffoH+VhCYgYXrdDUOSMe++4NYITvf11yJcvnxppuXHjhv6Ju+9PTBjl6NKli/p53D5wRhBDlBgwGCCX1rlzZzlx4oRK3MOJF0PKuHeNkzauIB+8Ar927Zo6mduz3mOD4fWY8HuOnJzd3NzkhRdekNDQ0Hsbbmvg1kV8iRmYmASjG3/++ed9rwWCkly5cumfEEmXLp3euytlypQyYsQI9T5269ZN5RqsWrVKP0pEdgwGyKVhCLxWrVoqSQ5Ja/ZbBDhpv/rqq/fdJgCc3DFy8LATOvIMkMBmhxOVff79k8JVbVBQkMsVN8Lr++CshVKlSsnEiRN1yzEYzUA+wcCBA++9x0T0DwYD5PIwY2DKlCkq4QxXknbvvvuu/PHHH/Lhhx+Kv7+/DBgwQKZOnar6HgbJh9OmTVO3HpAkiMQ7zER4Grhl8P3336sTIWYFILEPJ0Qk2CVl+PdiSB/3+7HhtgkSCL/++mv55JNP1PsxZ84cFSw9SqdOnVTCJH5+4cKFKt8htt8hckXJbV+sT/Q+kUtCIiFGCDBtDgV07DBlDgEAMv+XL1+uprTNnj37XoEdyJIli5qGBxkyZFDD0MjYx0kbIwsYos6UKZMULVpUjTbg3juS8uxD8Rj6xv1sTH+zQx+Gvu19lStXlq5du6rn4OXlpaYwInnuwSFxwN+LKYCYoQC4IsbfE3MkA314DjEDHzv828qXL3/fvXc8f/wbH/w77M8P0w/x9+G1wN+JqYeY3oifx9+H7P0CBQqon8Xfhd/Da4Hfwz5+z/5vxtRJ/B6mDeIeP0ZskCvQoEED9RriNd21a5esXLlS5Qq88cYb6v2z/91Vq1ZVAZQd/o49e/aoQA0zCZBD8OC/hYhEkln/NeGYiIiIXALDYyIiIhfHYICIiMjFMRggIiJycQwGiIiIXByDASIiIhfHYICIiMilifwfFmSj9auVOIYAAAAASUVORK5CYII=[/img][br]What shape could this container have? Explain how you know.
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfgAAAFCCAYAAAAdec9sAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFiUAABYlAUlSJPAAAE24SURBVHhe7d0HfE3n/wfwr5Xae+/atRVVqlZVdaB2FZWo/ikqVdWiip89a0uM0oQSe5MIFVttkiCJTWIlViJD8PzP9+lzScybSO597s3n/ep55TzPvamTc+493/PsVMJAAAAAYFdSq58AAABgRxDgAQAA7BACPAAAgB1CgAcAALBDCPAAAAB2CAEeAADADiHAAwAA2CEEeAAAADuEAA8AAGCHbG4mu2vXrtPqNWtVCgAAwD6lTp2auv9fN5VKOJsL8GvXrqXHjwU1bNhQ5eglNvYBbdzkSV+2aK5y9LNw0WJq364NOTg4qBy9nD9/nh48eEBly5ZVOfpZt34DNW/2hUrpZ//+/fT++++rlH4iIyMpPCKC8uXNq3L0s2LFKmrTppVK6WfHjp1UuXIlypEjh8rRy+3bt+nECV+qX7+eytHPypWrqHVrfa9xUFAQ1axZQ6USgQO8rXj06JGoWrWqqFixonhsRHkdxcTEiMVLPFRKTy6uc0S0cZy6CgwMEr6+fiqlJ4+ly9Wennx8dqg9PRnBXQSHhKiUntzcFqk9PXl6bhGhoWEqpR8+Ni8vb5XSk7u73tfY3/+k2kscm2qDP3jwIB07dowCAwPp7t27KhcAAACeZVMBfsmSJfInV9+OHTtW7gMAAMDzbCbAc5vdrFmzVIpo3LhxKMUDAAC8hM0E+Llz51JsbKxK/efQoUNqDwAAAOKymQC/aNEitfdUv379uJOgSgEAAICJTQT4ffv20eHDh1XqqePHj8sNAAAA4rOJAD9mzBhZUk+XLh3lzJmT8ufPT6lSpZKvLV68WP4EAACAp7QP8NxjfteuXVSpUiXatm0bNW/enNq3b0+enp5yIhQXFxe6d++eejcAAAAw7QP8zJkzacqUKXTixAn68MMPVS5RkyZN6PTp0zR8+HBatWqVygUAAACmfYD/4YcfqEuXLir1vL59+9I333yjUgAAAMCsEuCvXbtGtWrVktXuL8JzkWfPnl32nE+bNq3KfTmekB8AAACesnhk5M5ygwYNoqFDh6qc+B49ekR9+vShAQMGqBwAAABIKIsHeO79Pn/+fKpYsaLKiW/ixImyrb1QoUIqBwAAABJKq7ptnpmOx7z/8ssvKgcAAAASQ5sAHxMTIzvMca95AAB4NcziCa+TyviQWOVTcunSJfr888/J19dXpnkoXP/+/eU+e/z4sfzp6OhIf/75p9xnTk5OdOfOXerYqbPK0Qv3ITh79hyVKVNa5ejHz8+f3nmnHKVJk0bl6OXOnTvGeXxMuXLlVDn6CQo6Q6VLl1Ip/QQHB2vdzMXrSvAcF5kyZVI5+jl9OoDKlSurUnrg+8vDh7G0d88e+uuvBfTTT/2oStVq6lW9REdH040bN6ho0aIqRz86XuO4+F7Y7VsnlUo4bQI8fxiioqLkPlu6dKlsr+/UqVO8mwAH+MyZM9OECRNVjl5iYx/Q2nXrqU3r1ipHP/MX/GWc16/JIZ2DytHLuXPnZI3OO++8o3L0s2r1GmrV8kuV0s9uIwDU/eADldJPZOR9uhceTvnz5Vc5+lmyZCl16NBepazL23sLjRw5kk6ePEn379+nD4xr27BhI/ruu26UJ09e9S693L59i44ePU6NGjVUOfrx8FhKX32lxzV+kYCAAKpSpbJKJQIHeGu4ePGiqFixoko9z93dXSxcuFClnjJK9MLZ2Vml9GMEJrF4iYdK6cnFdY6INo5TV4GBQcLX10+l9OSxdLna05OPzw61p6fwiAgRHBKiUnpyc1uk9izPKPmKsWPHitq1a4scOXKInDlzip49e4pdu3aJ69evy/d4em4RoaFhcl9HfGxeXt4qpSd3d+tdY3P4+59Ue4ljtTZ4rrYxld5fpHPnzrL0DgBg77i5wsfHh4wgTjVq1KB8+fLJGTrbtWtHGzduJCOoy/5JdevWpbx59Syxg3606kUPAJASGIUrunLlipzM69tvv6U8efLINTZCQ0OpW7duFBYWRv/++y/9+OOPZJTizZrwC+BZCPAAABbAfYz8/f1pzpw5spReokQJuZYGd5zbsGGDLKUvW7aMevToQTly5FC/BZB4CPAAAMmAS+nh4eFyUSyenZODNk/R/ccff1DLli0pMjKSAgMD6a+//oq3kBZAUkGABwBIQjzEd/Xq1XI561y5clH58uVlyZ2r3G/fvk2nTp2iwYMHo9odkh0CPADAGzp79qxc+bJ06dJyGC+X2HmVSz8/P7p37x5t27aNqlSpQunSpZPDfwEsAQEeACCBuHp9xYoV1KpVKypZsqScs4Gr23ms+pEjR+jixYuylF6mTBkZ8AGsAQEeAOA1uNqd29LHjRtHzZs3l1XvvGYGzxY4YcIEWfXu5eUle8KXK1cOS1iDFvApBAB4gejoKNqxYwcNGzZMBu3q1avLtvUKFSrQgQMH5IyL06dPl6V4nafchZQLAR4AwMDD1a5du0be3t7UsWNH6tXreznRDAd5Lq3zFLH79++nMWPGUKVKldRvAegLAR4AUqyHDx/K6nUXFxfKnz8/FSlShNq0aSOr5CdOmizHpm/fvl1OPgNgaxDgASDF4Y5w3JbO077yLHLTpk2jiRMnyoDOs8ktWbKEcmTHZDNg2xDgAcDu8bKbs2bNktO+8jzv9erVo+zZs9PatWvlypa8SluXLl0oZ86ccigbgD1AgAcAu8NV79wRrnfv3nJpVS6lz549m1q0aEHLly+X1fLu7u5yBrmCBQtibDrYJQR4ALALN27ckHO5d+/eXa5W2bRpU7p8+bLsKMcT0Rw/fpwGDBggS+8opUNKkIrXjFX7NsHJyYkiIiLp+57fqxy9cE/cEyd8qVq1qipHP/v27af33qtJadKkUTl64TbQhw8fUf78+VSOfo4dO0FVq1ZWKf3wEC5ezERXvDxqTEwMZcmSReUkHP8/rl69SteuXaWt3t60c+dOKly4MBUsVMj4fNeiZs2aqXcmzuFDR6h6jXdVSj8BpwOpSNEilDFjBpWjl8jIKLpiPGCVKVtG5ehH92t888ZNat++rUolAgd4W+Lo6CicnZ1VSj/GTUssXuKhUnpycZ0joo3j1FVgYJDw9fVTKT15LF2u9vTk47ND7ekpPCJCBIeEqJT5wsPDxalTp8TgwYNF5syZRaZMmUSpUqVEv379xL1799S7koab2yK1pydPzy0iNDRMpfTDx+bl5a1SenJ31/sa+/ufVHuJgyp6ANCacZ+SQ9V4gpmsWbPKaWE9PT3lEqu8WltQUJDsAf8mtQEA9ggBHgC0w+3po0aNIqN0TtmyZZPLqzZs2FBOF8sd5A4ePEj169dH5ziAV0CABwCr4/Z0njGOp33lWeK4Z/uaNWtoyJAhtGvXLgoLC6MZM2bIxVt4eBsAvB4CPABYniC6dvWanGCGe7nz2HT+mSNHDvr111/lhDNcSuclV3mZVV07hALoDAEeACwiKiqK/v33Xxo7diw1bNiAatd+n+bPny+nh+UJZzio//nnn9SpUye5WhsAvBkEeABIFtw5joc8cgc5Z2dnWTr/7LPPZOe4Jk2a0Lnz5+nYsWM0adIkOTYdAJIWAjwAJBmeQe7WrVu0atUqKlasmFzAhTvI8VSwPLMct6Xv3r2bBg4ahA5yAMkMAR4A3hjP5/7dd99R7ty5ZXt6z5495cYB/ebNm3IJ1sqV9Z0YCMAeIcADQIJxe/qKFSvk4i3chs6z5vG0sJzH08LyDHM8LSwPccO0sADWgQAPAK/F7elnzpyhn3/+mRo1aiRXXevfvz81btyY5s2bRxEREXLyGU7zPPCofgewPgR4AHihe/fuyQ5xP/74oxx/zlXs3CmOF3HhIWznz5+nESNG0CeffELp06dXvwUAukCABwCJF0q6cOEC/f3339S2bVs5VI3b0YODg+XY9MjISNq6dSv98ssvVLFiRfVbAKArBHiAFIyDdkBAgJxwJm/evHKed549LnPmzLItnTvP8frp3bp1U78BALbCagGe2+t4Ssq4eI7pr7/+Ws5axdWCjx8/Vq8AQFLgtnQuqfv5+cm53TNlyiQXcZk+fbrcuPMcB/YFCxbItnQAsF0WD/B8g+GZqrhjzrMGDhxIv/32m6wSrF69uqwG5PcDwJvh9nSey50Xb+EOctWqVZO933l8Ok9Gwyuy8cM1ANgPiwd47l3Lw2f++OMPlfOUq6urLE3w5Bg801VgYCDFxMSoVwHAXFz7dfToUerQoYPsHMfj0+fMmSO/ezyzXHR0NLm7u8sqeSzeAmCfUhklZKsUkblt7/PPPydfX1+VEx+vIDV48GDy8fGJN+TGycmJ7t69S46OXVWOXh49fkQBAUFU/p1yKkc/x44dp0qVK1Ka1Hou4HH7zh05I1oeIyjp6nRAAJUrW1al9BIefo9++22QbPKqXr0GFTZK6rVqvU9FChdW77C+B7GxFPvggWwi0JWfvz9VNAocuuKpfgsUKEAZNB3BEGU8RF67do3eLl5c5ejHz/+kcY3Lq5R+bt26bcS6ziqVCBzgreHixYuiYsWKKhXfhQsXRNmyZcX9+/dVzlOOjo7C2dlZpfQTExMjFi/xUCk9ubjOEdHGceoqMDBI+Pr6qZSePJYuV3t6MR6MRJs2bYRRMlc5egqPiBDBISEqpSc3t0VqT0+enltEaGiYSumHj83Ly1ul9OTurvc19vc/qfYSR7te9FeuXKHWrVuTh4cHZcyYUeUCgDm46Yvneh8zdpzKAYCUSqsAz/NW82pT3DZYtWpVlQsA5uBJaLhZizuwZs+WTeUCQEqlVYCvUqUK9e7dW65GxaUQ3tDJDuD1uFPdl19+KaeP5b4tAABWC/DcU37p0qUq9Z+1a9fK4XEZMmR4smFOa4DX4/nheXlWLsEDADCrBXgHBwcqXz5+70UO7s9u/D4AeLkpU6bIueF5ilnMCQ8AJtp1sgMA8504cYL69u0rF4UprNEwOACwPgR4ABvFM9Dx8qx9+vSR084CAMSFAA9gg3gioF69eslS+9SpU1UuAMBTCPAANoindfb29qYjR46oHACA+BDgAWzMoUOH6Oeff6aFCxeqHACA5yHAA9iQBw8e0FdffUU//PADxrsDwCshwAPYkDZt2sh29xEjRqgcAIAXQ4AHsBEuLi5ylcX58+djvDsAvBYCPIANCAgIoB9//JFWrlxJJUqUULkAAC+HAA+gubt371KlSpXkOg08JS0AgDkQ4AE017lzZ8qbNy+NHz9e5QAAvF4qXhRe7dsEJycnunIlmJq3+FLl6OXxY0E3b96gfPnyqRz9BAeHUIEC+Sl1aj2f7yIjo+TqaJkzZ1I5+rlx44YMusnt3/37aO3aNTRg4G+UNWtWlft6d+7coezZs6uUfh49emRsD8nB4S2Vo59r167JRbF0xatuZsmShdKlS6dy9BIbG0vh4eGUM2dOlaOfa9euG9dY33t1VFQU/dK/n0olAgd4W+Lo6CicnZ1VSj8xMTFi8RIPldKTi+scEW0cp64CA4OEr6+fSunJY+lytZd8du/eLTJnziw2b96scszn47ND7ekpPCJCBIeEqJSe3NwWqT09eXpuEaGhYSqlHz42Ly9vldKTu7ve19jf/6TaSxxU0QNo6N69e7K2qnv37tS0aVOVCwBgPgR4AA116tRJVg+j3R0AEgsBHkAz06ZNo927d5Obm5u2/SQAQH8JunuIZ/rj8bSZMTExKgUAbyosLIx++eUXWrFiBb399tsqFwAg4cwO8Nxjs1q1aipFdPr0acqTJ4/cxowZo3IBILEiIiKoSJEi1L9/f6zvDgBvzOwAf+DAgSfDdLgk36xZM5oxYwYdPHhQ/gSAxONhgbyIDA+9+/333ylVqlTqFQCAxDE7wPO42ty5c8t9HgPMVfPt2rWjsmXLUsGCBSk0NFS+BgAJN3fuXNqzZw8dO3aMHBwcVC4AQOKZHeCLFi1KFy5ckNNmtmrVSlbLv/XWf5NUREZGPtkHgITh2jGeZ/7vv//WenIaALAtZgf4OnXqUOnSpalAgQKyc13Lli1l/tWrV+nhw4dyRiUASJjbt2/TN998Q926daPPPvtM5QIAvDmzAzy3ES5ZskSW1rndPWPGjDKfAz6vdAUACcN9Wbp27SqbvqZPn65yAQCShtkBftmyZfTRRx+pFAC8qYkTJ9KmTZto9erVKgcAIOmYHeCzZcsmF4hIKtxJ7/z58yr11P379+UQPO7UB2CvuGmLe8uvWrVKDjUFAEhqZgd4Xoe6UKFC9Oeff6qcxNu1axe9//771Lx5c5XzH57cg/NPnTpFLVq0oEmTJqlXAOxHdHQ0Va9enX799Ve0uwNAsjE7wF++fFlOm8mdgXhoXOPGjalJkyZy+/JL85du5bZ8Ly8vcnFxUTlPTZgwQU7PyR341qxZI2f04uUGAewFd0ht3bq17LvCAR7j3QEguSSoip5LG4sWLaIhQ4bIla66dOkitw4dOqh3vR4/JIwcOVKOnX8Wj6V/99135X6OHDlk1SUPywOwFwsWLKAdO3bQP//886SjKgBAcjA7wHOw7dixo9x4xi3eTOn27durd72ZzJkzq73/FC5cmGJjY1XqKe59zDUBOm58bDofH28kjP9ekK/LZgvnMDHHx+Pde/fuLWuneFjpi96TVJv25483O7zGltz4+HQ+RiFwjd904+N7E6mM/4HZ/wfu+MY3KJ6Qo0+fPjR16lS6du0abd++PUGleHbp0iX6/PPPydfXV+UQlStXTnawM6lcuTKtW7eOihcvrnJI1hycPXuOPmrcROXohU8nDyXMlCmTytEPN3tk4YcpTauHHxoPdcati9Kl03dGN+4MmpBrHBUVRXNmz6JKxme6UaOPVW7y4Xb+9OnTq5R++Ob/+LGgNGnSqBz9yO+JxvN78H2Gr7GuKw5ygIqJiaYMGfStqYowrnFmja8xd2wf/r8hKpUIHODNYdygRM6cOUW7du3EkSNHhBHgZb5xEUXRokXlfkJcvHhRVKxYUaX+U6JECWE8RMj9Bw8eCOPLL4wHCJk2cXR0FM7Oziqln5iYGLF4iYdK6cnFdY6INo5TV4GBQcLX10+l9OSxdLnaM0+bNm3EBx98IIwvrMpJXj4+O9SensIjIkRwSIhK6cnNbZHa05On5xYRGhqmUvrhY/Py8lYpPbm7632N/f1Pqr3EMfvRb8uWLVSlShVaunRpvKda7iSUP39+OT/9m+I2/rFjx8pSsLe3t/z/mua/B7BV48aNk23uPEoE67sDgKWYfbfhqoIXVflxMOY1rE0rzZmLq+a4J3Fc48ePl9WevA722rVrZfW9zlV4AK/Di8eMGjVKdq7jB1YAAEsxO8DXrl1bBtzNmzfLoT6M2yG5Rz0vcZnQ9j4eU8+1AnFlyJCBBg8eLBe1mT17tuxJD2Cr+KGYa6W4v8qzcz4AACQ3swM8lz54jHrPnj2pQoUKNG3aNLnyFU+1yfkA8BQ/BH/66aeyloofWgEALC1BDYI8mx1PL8slEz8/P7mq3OHDh+UqcwDwFK/dwOPdPT09te7NDgD2y+wAz4F97ty5KkWyFG+ahcvR0VH+BACiEydOUKdOnejo0aOYZx4ArMbsAB8cHCx7Ab8Ij13n8fAAKR33S+Garu7du1P58uVVLgCA5ZkV4EePHk0zZsyQ677/9NNP8bZWrVrJSWtQUgEgub47jwKZOXOmygEAsA6zAvw777wj583mJV5DQkLibWXKlCEPDw8MZ4MU748//qCdO3fSypUrMd4dAKzOrLsQr+42ZcoUOU0tB/O4G09MU69ePfVOgJSJ29uHDRtGs2bNoqJFi6pcAADrMbuYwRPZDBo0SLa3b9y48ckc8tyT/tatW3IfICXimi1+CO7Vq5f8CQCgA7MDPM9YN2bMGLmc6//93//RvHnzZD4vQPP+++/LfYCUhr8XjRs3lish8ox1AAC6MDvA83j3+fPny4DO43tNeBY7BwcHuXoVQEqzePFi2rNnD3l5eaHdHQC0YvYd6ezZs1SxYkUZzJ/Fi89w4AdISU6dOkVdunShf//9V069DACgE7MDfOHCheVkN1wlGRcPnbty5QoW0oAUJTQ0lD755BM5z3yNGjVULgCAPswO8B988IEcLlenTh05HGj//v3066+/yvbHH3/8Ub0LwP49fvyY/pw3VzZP8XfBNKMjAIBOUhkl8vhF8teYPn06HTp0SK7/zqV2nuimWbNm6tXk5+TkZPzbN6n9Vx1Ujl745n/p0mUqXryYytFPUNAZKlmyhLZtxuHh4fT40WPKlj2bytEHf11mu7rQ2bNnaPSYcZQuXTr1il74+8kPILrixXhiY2PlCpK6On/uPL1d4m2V0s/Vq1cpV85c5PDW882mOngQ84DCbt2iAgX0rd3lWmmemEpXfC/s1bOHSiUCB3hb4ujoKJydnVVKPzExMWLxEg+V0pOL6xwRbRynrgIDg4Svr59K6cN4eBM9e/YUuXLlEpOnTFW5evLx2aH29BQeESGCQ0JUSk9ubovUnp48PbeI0NAwldIPH5uXl7dK6cndXe9r7O9/Uu0lToKKcPfu3ZOT2zw7XS1X1QPYO6494pEkPj4+RqmkoMoFANCT2QGeq4N4bevhw4dTvnz54m06VwUCvCnjQZi+/vprWrRokWye4tEkAAC6MzvA81jfWrVq0cmTJ2WJPe7Wr18/9S4A+8LBnVeGW7p0KR0/flwukwwAYAvMDvC82IzOHWIAkhp3mORhcMuWLSM/Pz8EdwCwKWYH+Pr168u1rrdt2ybnn392A7AnHNy5fwkHd565kYeIAgDYkgSV4Nu2bSvHvfN+3I3b4QHsBVfLOzs705IlS8jT05OqVKmiXgEAsB1mB3iejnPgwIF04sQJOYY17nb79m31LgDbx6vCubu70+bNm6latWoqFwDAtpgd4C9cuCBL75UqVVI5APbnm2++odmzZ9PevXvlyokAALbK7ABfrlw5CgsLUykA+8LV8t9++61cHQ695QHAHpgd4CtXrkyff/45ffnll3LIEM9Ff+DAAbnx2GAAW8XB/YcffngS3DHOHQDsgdkBnm983C555swZGjFiBHXr1o26du0qN26zTKzr16/Tzz//TH379qVhw4ZRTEyMegUg+XFw597y3KGO+5mg5A4A9sLsAM+djXgs8Is2vjEmRmRkJJUtW1a2dU6ePJkuXbokgz2AJZiCO5fct2zZImupAADsxWsDPI8H5huhaf9lW2Lw3Pa8ohkPv2NcTXrx4kW5D5Cc+DPNk9gsXLiQNm3aRNWrV1evAADYh9cGeC5hT5gwQU5VmyZNmhduOXLkUO9OGF5utmHDhnIqUJ7r/rvvvsPa8mAR3MT0559/0j///IPgDgB26bUB/uDBg7JkzfPQh4aGvnDjNXUTa9asWfT333/LNXnTpk0rZ8wDSE6dOnWiv/76S362US0PAPbqtQE+e/bscg56HiLHN8RcuXI9t/G44cQ4d+6cvMHeuHGDoqOjaciQIdSoUSP1KkDS4mp5ri3iDnU8YRM61AGAPUtl3PT+a2B/jd27d8ve815eXirnKS7dczsmB/uE4KF2Q4cOjff/5CFK3HHvZXhN7ujoGOreo4fK0cujRw/p2DFfql5d3xnQ9uzZZ1yzmrLGREc3b4bSw4excnnipMIf84kTJtDOnTvoz/nzKW/eN5te+ejRY1StWlWV0s+ZM2epVKmSKqUfHi0TY3yPs2bLqnL0c/DgIapZs4ZK6ef06QAqWrSInC5cR/fvR9Lly5epXLmyKkc/ul9jLvy2a9tGpRLOrAC/fv16Onz4MK1evVouDxvXtWvXaPTo0RQSEkIODg4q1zw3b96UAZ2H2fHvHjt2jLJmzUpz5sxR73geB/hs2bLRlClTVI5eeOGdlatWU4ev2qsc/bjOnmucxy70VgKvl6UEBZ2RAaBixaQpYfNH3NRbnh8mq1Z988C8dNkKat8u8V+85LZjx06qX7+eSukn4v592cm2YBI+xCU1d/e/6ZtvOqqUfry8vKlGjepGwSqnytFLWNgtI24coSZNGqsc/Sxc+Dd17qzvNT558hSVL5/4ha7MGibHHex4Xm5uax83bly8bcOGDTRq1KgEB3eWJ08eCg4OpsyZM8t15nsYpfJXBXeAhOLgzgvHcHDnz3BSBHcAAFtgVoAfO3asLMW3bNlSTngTd+NeyNyumVhcTcylK55Ep0GDBioXIGnwQyMPheOSO+aWB4CUxKwAz/LmzUtubm4qBaC/jh07yqFwXAOFkjsApDRmB3jGK2yVLFmSSpQoEW/DUCPQCVfLd+nSRa6ZwL3ly5cvr14BAEg5zA7wZ8+epU8++YTGjBlDrq6u8TZdO7xBysPBvWfPnrRs2TLy9fVFcAeAFMvsAM893D/88ENq164dNWnSJN6GseugA1OHuuXLl8s5G955J/G9TwEAbJ3ZAT59+vSUKlUqlQLQCwd3nuaYS+7e3t5Y8hUAUjyzAzyX1Hla2oCAAJUDoI/evXvLoXA84RKvfAgAkNKZHeCDgoLkDHPlypWTJfm4G09OA2AtvEgRzy3PJXcMhQMA+I/ZAZ5Xlbt+/TqFh4c/t/FKcADW0LlzZzkUjtvcMRQOAOApswM8LwvLM869aMuUKZN6F4Dl8ARLixYtQm95AIAXMDvAMy7Bf/3113LGufHjx8s8nr522LBhch/AUvr06SPb3P39/bEqHADAC5gd4HlhCA7s+fLlkxPb8BzyrFixYjRv3jy5D2AJffv2JQ8PD9q5cydK7gAAL2F2gN+xY4dcvnPy5Mmy9GSSOnVqKlq0qFxNDiC5mRaOQW95AIBXMzvA8/Kd3N7+rMePH8tlX7Nnz65yAJIHz1DHixJxcK9RQ981nAEAdGB2gK9du7ZcOe7OnTsyqLPY2FiaNGkS5ciRgzJmzCjzLIEnNXn06JGm22PNj++RcXzGg9kL8nXZ+PPFW9w8nluelxL28dkhe8vHfc0am+7X+Nnzp9vGnz/dj1EIzc/hC74nOm2PH9vA5/Cx/t/jN5HKuFEZt3vz8GIzPF0tB3Qu0XPPel4Hntdyz507t3pX8nJycqKIiPvUteu3KkcvfFFOnjpNlSrq2/Hr0OEjVK1qFXn9dBR26xY9eviI8ubNI9MzZkynzZs3kavrHCpSpIjMszY//5NUsYK+7f8XLl6k4sWKqZR+Hjx4QDHGluUFtYK6OHb8BFWtou9CWmfOnqVCBQtShgwZVI5eIqOi6GrIVSpZsoTK0c/xE75UpXIlldJPaFgYde70tUolAgf4hDC+mGLnzp3C29tbHDx4UKYtydHRUTg7O6uUfowHH7F4iYdK6cnFdY6INo5TV4GBQcLX10/uf//998J4iBTGQ6RM68Jj6XK1pycfnx1qT0/hEREiOCREpfTk5rZI7enJ03OLCA0NUyn98LF5eXmrlJ7c3fW+xv7+b3bfS1Avei8vL0qXLp0sxTdu3Fi2g3L+kiVL1LsAkg53qOPe8ocPH8bCMQAACWR2gD9w4AANHz5cpZ7KlSsXDRw4UFZNAySVQb8Nkuu5b926FQvHAAAkgtkBnheayZPnvzbRZ+XPn19OggOQFKZOnUL79+2jjRs3Ym55AIBEMjvAc+emCxcuPFdS57noz549SwULFlQ5AIn37bffyrnlly9fQdWrV1e5AACQUGYH+Dp16sgSPFfJr1q1SuZNnTqVcubMSc2bN5dpgDfRoUMHmj9/Pi1btlx+zgAAIPHMDvC8LOy6deto5cqVcqgap11cXGjLli1yfDLAm+CSO3eoO3XqlFySGAAA3ozZAZ7xeMuPPvqI7t69Kyf6OH36NDVs2FDb8dRgGwYNGmSU2pchuAMAJKEEBXiApDZkyBC5WNHu3bsR3AEAkhACPFjN77//Lpt3Nm/eTFWqVFG5AACQFBDgwSqGDRtGs2bNovXr16O3PABAMkCAB4vjavmxY8fS9u3bqWbNmioXAACSUoIC/MGDB6l48eJUuHDheFvZsmXVOwBejYP7yJEj6ejRo1S5sr4LeQAA2DqzAzxPZsM95sePH0+LFi2Kt/HEJACvw9Xy48aNI39/f8wtDwCQzMwO8MeOHaN69epRu3btqEGDBvG2unXrqnclHK93269fPypfvjy99dZbcqITsD8c3KdNm4aFYwAALMTsAJ8+fXo5uU1SGzVqlFwb+siRI3KNeZ5EB+zL//73P3J1dSVvb28sHAMAYCGpeM1Ytf9KHHwbNWpEs2fPTrKb9K1bt+jtt9+mGzduyNK7OfgBIHPmzDR23DiVo5dY42Fl3fqN1Lp1S5Wjn7/+cqevv/6KHBwcVE7yGW9cp5kzZ9KKlSvN7lB37tw54/P2wCjp6zsufs2adfTll/pO0bx3z16q80EdldJP5P37FB4RQfny5VM5+lnqsZzaf9VWpfTzzz8+VK1aFcqRI4fK0cvtW7fp2PHj1LBhA5Wjn2VLl1O79vpe48CAQOMaV1WphDM7wPOsdVwVHxYWJoNx3NnrsmTJQteuXVMp8508eVJW+xcrVkyuK8//73/++YeqVn35H8QB/saNm8ZF+Url6IWbHC5fvmL8TUVVjn7OnDlDJUqUoNSpk3cQxfJlS2nXrp00aNBvlL+A+YsRRYSH0yPjPGbLlk3l6OfixUtaX2N+aM6bN69K6efhw4cUGxsrZ8fU1fnz52UBRFdXr16VazZY4kE9MR48iDHu6bepQIH8Kkc/589fMK5xcZXSD98Le/X6XqUSgQO8OR49eiQiIiJeuiXG4cOHhVEaF5GRkTJ98eJFYQQeuf8yjo6OwtnZWaX0ExMTIxYv8VApPbm4zhHRxnEmp99++40fHMWpU6dUjvkCA4OEr6+fSunJY+lytacnH58dak9PRuldBIeEqJSe3NwWqT09eXpuEaGhYSqlHz42Ly9vldKTu7ve19jf/6TaSxyzi3Bc2suUKdNLt8RIly6dXKHO9BRftGhRrZ/owTw8FG706NGYWx4AwIpeG+B79+4tV5HjKvq2bdu+cPvmm2/UuxOGq+avX79OUVFRMs1VTli4xrYNHTqUJk+eLJtfENwBAKzntQGehzTxmu/csa1atWov3BI7j3jWrFnlwwO3B/ft25c+/PBDOcMZ2CYO7ryEMBaOAQCwvtcG+F69esnOdTxjHS/r+aKNx7EnFi8/e+XKFVmlGxAQQJ9++ql6BWwJB3deOGbTpk1YOAYAQAPJ243aTFwtz23vqJ63TbwqHC8cs2HDBqpRo4bKBQAAa9IiwINtEkLQ4MGDadKkSXJ4I1aFAwDQBwI8JBoHd25a4WmMK1WqpHIBAEAHZgf40NBQ2rFjh0rFN2XKFLUHKQVXy0+YMEGOrihTpozKBQAAXZgd4PlGzqW1F/Hw8JDTzkLKwOPcuc2dS+4I7gAAejIrwG/evJl8fHzkmPUVK1bE22bMmCGnPk3sZDdgWzi4z507l7Zu3SpXAAQAAD2ZFeC9vLxkMOdAzu2ucbfFixfLn+YuFgO2i1eF48WG1qxZI+c/AAAAfZkV4LmNncc3t2zZUlbVx9327t1LP/74o3on2CsO7jxD3caNG6lWrVoqFwAAdGV2G3zBggVp4cKFKgUpybBhw2jEiBHyYQ7j3AEAbIPZAZ4dP35cVs3y9LVxN9z07RcH9+HDh5Ofnx/a3AEAbIjZAf7ChQty7fYePXrI4VFxt5EjR6p3gT3h4M6T2GDhGAAA22N2gD9y5AjVrl2bunfvTl988UW8rWnTpupdYC84uPNQuF27diG4AwDYoFS8KLzafyVe9Y0XE+H5xq3JycmJwsJuUedELlGb3B4/ekxnz52j0qVLqRz9+Pv/VyJPk+bFz3c8DO7E8WM0ZOgwuV6/pd29c5cePXpEOXPlVDn6OXPmLJUqVVKl9BMSHEIFCxVUKf3Exj6kBw8eUKZMGVWOfgJOB1LZcvrO83Dp0mXKmzcvpU+v5wim6OgYunnjJhUpWljl6CcgwLjGZfW9xneMe+F33bqqVCJwgDfH3bt3xXvvvScCAwNVjnU4OjoKZ2dnldJPTEyMWLzEQ6X05OI6R0Qbx/kiQ4YMEblz5xYHDhxQOZYXGBgkfH39VEpPHkuXqz09+fjsUHt6Co+IEMEhISqlJze3RWpPT56eW0RoaJhK6YePzcvLW6X05O6u9zU2CmNqL3FeWUXPy7jyEyJvpUqVIiO4G087ZSlbtmxP8nkrWVLfkgyYx/gsyCVfuc2dJ7GpWbOmegUAAGzRKwN8/vz5ySjJPdmOHj1K586dk73p4+Zv375d/QbYKtNQuMOHD2M9dwAAO/DKAJ82bVoqXry43LgtltdrN6XjbkWLFlW/AbaIS+5jxoyhU6dOyRoaAACwfWb3oufSu7OzM02bNo0GDBhA0dHR6hWiLl26yOCfPn16rCxnYzi4T58+XS4cg+AOAGA/zA7wbO3atbR7924KDw+nChUq0N27dyksLEz2sI+IiKDg4GAaNGiQzAP9cXDnueWxcAwAgP0xO8Dfu3eP2rRpQ8uWLaOZM2dSq1atZKmegz1X32fIkIFy5colO+Ndu3ZN/RboapgR3HnY4/r16+ndd99VuQAAYC/MDvD379+P11u+evXqstTOva/j4vfExsaqFOhoz+5dMrjzwjHoLQ8AYJ/MDvA85/zKlStlUOeNl4jltvh58+ZRVFQUPX78WL7P19cXS8dqih/Gfv/9d1qyZDHt3LkTJXcAADtmdoCvWLEi/frrr3IMfPbs2eWUtbxOvIODA40ePVp20GrQoAGdP38eveo1xW3uo0aNov6//EqlSpdWuQAAYI8S1Mmua9eusvc8V9f379+fChUqJINGx44d5bzl33//PV26dIkyZcqkfgN0wSV3Xs89ICCAihUrrnIBAMBeJSjAs3Tp0j1XBZ86dWr6+OOPqX379jLog16GDBkie8vv2bOHSqPkDgCQIrw2wHPbOy8Ju2/fPlkyf9GWL18+9W7QDdewcIe6TZs2UeXKlVUuAADYu9cGeJ6Gtnfv3rLX/JkzZ164nThxQr078XgWtYwZM8qhd5A0hg8fTi4uLnL+gho1aqhcAABICV4b4Hk+eh7jzp3pChQoIDfuZJcjR44n6TctwfPSoG3btpW1BfDmuLc8B/eJEyfKjpC1atVSrwAAQEqRoDZ4Xl2ucOHClDlzZjlEjvn5+VGHDh3kfmK1aNFCrkHOK9PBmxs5cqSsmj906BBVq1ZN5QIAQEpidoDn6WerVq1KY8eOlROkmCa44SlruX0+sfbu3SsDO0qZSeN///ufLL1zb/kyZcqoXAAASGlSGYE6/lR0L7F69WpydXWVVb7c7s4LlEydOlW+Vrt2bVq1apWsrk+IkJAQ+btBQUGyCeDTTz+VY+pfVep0cnKihw8f0k8/9VM5euFj2//vAar7QR2VYzncGXLz5k20YsVKypkzp8p9nvfWbdSwQX25WqCOeKrjB7EPqWiRwipHP/v27Tc+u++rlH5OnjxF5cvr2+QVHRND0VFRsrlPVzt27qL69T5UKf0cP36CSpYsIWtUdcQTop09e56qVKmkcvSzc+duqlevrkrpJ9iIkV98/plKJQIHeHOsXbtWNGnSRO4bAVn06dNH7sfGxooiRYqI6OhomU6IXr16iWbNmokBAwbIrUSJEsII4OLgwYPqHc9zdHQUzs7OKqWfmJgYsXiJh0pZztChQ0W+fPnEoUOHVM7LubjOEcYNVqX0ExgYJHx9/VRKTx5Ll6s9Pfn47FB7egqPiBDGzUul9OTmtkjt6cnTc4sIDQ1TKf3wsXl5eauUntzd9b7G/v4n1V7imF1FX6dOHVnS5sVmeBU5xtXAPXv2lJ3jEjM97bBhw+TCNfz/4I1nwGvXrh062yUQV8vzOHfuLc+jHQAAAMwO8Llz55Yrj/FUp1ytzuvCczAJDAykFStWqHclDP8/jdL/k43Xk+ce+Ty2HszDwZ2vBV8b9GMAAACTBPWi5w51x48fpwcPHsjparmNxcfHh7JkyaLe8WY2b96MXt9mEmooHHd63LFjB8a5AwBAPAkK8HHxpDRgPSNGjJBNHDzJEC8EBAAAEFeCAnyzZs1kWzv3vo678aQ3YDkc2MePHy/7QGBueQAAeBGzAzyvH86d7HiyG17/Pe528+ZN9S5IbjyBDa/cx/MHILgDAMDLmB3gecw6927PkyePXFEu7qbreGp7w8GdZ/zDwjEAAPA6Zgd4Li3yBCRgHRzcTUPh0KEOAABe55UBnmdlM60Yly1bNipbtiz16NFDDo0z5fN27tw59RuQ1Li3PLe586yBnp6eVLNmTfUKAADAy70ywAcHB1O5cuWebIsWLaJ58+ZR+fLl4+VjcpXkw0PheOOFY3gtAAAAAHO8MsDzzHLPdqh70Xbjxg31G5CUuFqeV4bjzo2lSpVSuQAAAK/3ygCfKlWq5zrUvWyDpDVkyBC5oA8vx1uyZEmVCwAAYB6zO9mB5XBw597y27Ztk/0eAAAAEgoBXjPc3j5nzhy5PC+m7QUAgMRCgNcITz/LC8esW7eO3n9f37XGAQBAf6l4zVi1bxOcnJzkPPi8yIqOYmNjacPGTdTyyxYqxzwc2HlluO3bfahy5UoqN3m4uf9NHb5qRw4OevadOH/+AsXExFC5cvo2T6xdt4FaNP9CpfSzd99+qlNb34fEyMhICo+IoHx586oc/SxbtpLatWutUvrZvn0HVa1ahXLkyK5y9HL79h06fvwENWhQT+XoZ/nyVdS2bSuV0k9gYBBVr/6uSiWcTQZ4BwcHGva/4SpHLw+NAL/F25s+++wzlfN648eNoylTJtPBg4eoUOHCKjf5LFu2nFq2bEHp0jmoHL1cunSJHhgBvpTGU/F6enpR06afqJR+eFilzhMiRRkBPiLyPuXJnUfl6GfduvXUvHkzldLPnj17qWKFCpQtezaVo5e7d+6S/0l/qlOnjsrRz3rjGjfT+BqfO3uOPvigtkolAgd4W+Lo6CicnZ1VSj9GyVMsXuKhUq9nlNpFxowZRVBQkMpJfi6uc0S0cZy6Mp5aha+vn0rpyWPpcrWnJx+fHWpPT0bpXQSHhKiUntzcFqk9PXl6bhGhoWEqpR8+Ni8vb5XSk7u73tfY3/+k2ksctMFbEc9Qx0Ph9u3bh3HuAACQpBDgrYSDO88tv3HjRiwcAwAASQ4B3go4uLu6utKaNWvovffeU7kAAABJBwHegoQQcpw7LxzDS77WqlVLvQIAAJC0EOAthIP76NGj5Vj3/fv307vvJn7oAwAAwOsgwFsIB3ZePOb06dOYfhYAAJIdArwFcGCfPHkynTx5EgvHAACARSDAJzNeOIZ7y//zzz9UpkwZlQsAAJC8EOCTEZfc582bJ+eWx8IxAABgSQjwyYSHwrm4uNDatWsxFA4AACwOAT6JcW/5vxctokmTJsn13GvWrKleAQAAsByrB3gfHx8qUKAApU+fnrp3765ybdf48eNp48YNdOLECapUKXlXhQMAAHgZqwb4e/fu0datW+no0aN0/fp1evDggVwy1VZxm/uoUaNo+vSZ9Pbbb6tcAAAAy7NqgM+aNSuNHDmS8ufPT9myZaMmTZrQhQsX1Ku2hXvLz5o1Sy4ckyt3LpULAABgHVq1wW/ZsoXq1aunUraDp5+dO3euXDimQoUKKhcAAMB6UvGasWrfqlauXEnu7u60evVqSp365c8dTk5OxEf864BfVY51LV68mKZMnkzTpk2n92u/Tw8fPqTdu/dSgwb6Pqhs3OhJnzRpTGnTpVU5egkJvkqxsQ+oWPFiKkc/O3fuNh5G66qUfnxP+FGlyhVVSj/RUdEUGRVFOXPmUDn62br1H2rcuJFK6efwoaNUpkxpypI1s8rRS/i9cAoMOkPVq+s7RHjb1u30UeOGKqWfy5euUBPjXp1YWgT4HTt2UP/+/eVkMJkzv/rDygE+bdq0chiaNfFZGzd+nOwxv3z5cipXrpzMj419SN5bt9Fnn34i0zpavmI1fdniC0qXLp3K0csl40Md8yCGSpfSd9Y/ry1b5UOSrg4dPko1NL6xRkZGGVsk5da4OWv9hk3U7IvPVEo/e/fupwoVylO2bFlVjl7u3L1HJ0+eojq19V1Ua4Nxjb/Q+BqfO3+BPqz7gUolAgd4azpw4IAoVaqUiImJUTmv5ujoKJydnVXKOh4/fizGjh0rHBwcxKlTp1Tuf/jvWLzEQ6X05OI6R0Sbeb6tITAwSPj6+qmUnjyWLld7evLx2aH29BQeESGCQ0JUSk9ubovUnp48PbeI0NAwldIPH5uXl7dK6cndXe9r7O9/Uu0ljlXb4A8dOkQffvihnAiGh8hx6bxXr17qVX3xqnC//fabXDjGVHIHAADQiVUDfOnSpWXHOlNw561jx47qVT1xh7oJEyaQUXLHUDgAANCWVQM8D43jXvNxtzp16qhX9cPt/jNnzqTt27fLhxMAAABdaTVMTmcc3HlVOCwcAwAAtgAB3gxcLc+T2PDCMbVq6dsjFAAAwAQB/hUeP34sO9RNnDhRTqmLVeEAAMBWIMC/Ai8cw73leeGYypUrq1wAAAD9IcC/xIgRI+R2/vx5Kl68uMoFAACwDQjwL8Ad6qZNm0YHDx5EcAcAAJuEAP8MXvJ1zpw5tHnzZipfvrzKBQAAsC0I8HGYgjsveFOjRg2VCwAAYHsQ4A1CCDkUjiex2bBhA4bCAQCAzUvxAZ6Hwo0ZM0Zuu3fvpurVq6tXAAAAbFeKD/CjRo2iIUOGUEBAABaOAQAAu5GiAzz3lp80aRIFBQVR0aJFVS4AAIDtS8Vrxqp9m8ArzkVHx1CfPn1UTuKsWrWSXF1dacKEiVSlShWV++YePnxEh48coVrv1VQ5+vHZsYvqflCb0qZNq3L0cv3GDXoY+5AKFSqocvRz4OBheq+mvs05AYFBVLaMvgsixcTEUFR0NGXPlk3l6Gfvvv1Up/b7KqUfP/+TVLx4McqcKZPK0UvE/ft08cIlqlDhHZWjn737/jWusb59rq5eu06tWrZQqYSzyQCfJk1aGjpsqMpJuJEjRtLatWto8eLFVLpMGZWbNDgwbd32DzVt2kTl6GflitXUvMUXlC5dOpWjl8uXLtOD2FgqWbKEytHPli1bqUmTxiqln8OHj1D16u+qlH6ioqLo/v1Iyp07l8rRz8YNm+nzLz5VKf3s27vfCJ7lKWu2rCpHL3fv3qNTJ0/R+xoHUN2v8flzF6hevboqlQgc4G2Jo6OjcHZ2VqmEGz58uMibN6/Yt2+fyklaRslELF7ioVJ6cnGdI6KN49RVYGCQ8PX1Uyk9eSxdrvb05OOzQ+3pKTwiQgSHhKiUntzcFqk9PXl6bhGhoWEqpR8+Ni8vb5XSk7u73tfY3/+k2kucFNMGz73lx44dKxeO8fLyovff17fqDQAA4E2liABvPMjIznS8cMzRo0epatWq6hUAAAD7lCICPC/5yrPUnTt3jkqU0LddFwAAIKnYfYD/3//+R5MnT6ZDhw5RsWLFVC4AAIB9s+sAz+PceSicp6cnFo4BAIAUxW4DPAf32bNnY+EYAABIkewuwHOHupEjR9KMGTNo/fr16C0PAAApkl0FeB4KN2HCBLlwzM6dO1FyBwCAFMuuAvy4ceNo4MCBdOrUKbS5AwBAimY3AZ57y3OAP3v2LBaOAQCAFM8uAjyPcZ81a5asli9evLjKBQAASLlsPsDzWu5z586lDRs2UOXKlVUuAACAfi5dukTTpk2jmzdvqpzkY9MBnofCzZkzh9asWUM1a+q7PCsAAADjJmRvb29Z29y9e3fav3+/eiXp2WSA597yo0aNoqlTp8qFY9577z31CgAAgN54bRSOY1xArV27tgz2HMtu376t3pE0bDLAc4mdO9UdPnyYqlSponIBAAD0V6ZMGerXr59KEV28eJGaNm1KOXPmJEdHRwoPD5dzurypVLxmrNrXRuHChdXe8/gJJzIykjJmzEg5cuRQufrg0xkVHU0ZM2RQOfq5f/++PH+pUqVSOXp5+PChPI/p0qVTOfqJioqiDBpf45iYGHrrrbdUSj98fbkEkyZNGpWjH9N9RlfR0THk4JCOUqfWs5zG1zc2Nlbrz6E1rzF/R0NDQ1UqPr73caneqeu3NHDAryo34bQM8CtWrFB7z+Pe8nxB+CkHAADAFvF8LdxJ/EWKFCkia6kbN24s9xNLywD/Kk5OTpQtWzaaMmWKygEAALAtLVq0oHXr1qnUf9q1a0ddu3alBg0aJEnNh80PkwMAALAlHNhNwf3tt9+mX375RQ6fW7p0KX3yySdJ1qyhVYDnyoRjx47J3oQHDx5Mkk4GAAAAuuA+RrwgWt26dWWH8XPnzslZWN+kKv5ltAjw3NGAl3bloW/8x3L1REREBDVq1Eh2ZgIAALAH3GN+8+bNtGvXLllNn5ysHuA5uPPTy3fffUd58uShVq1ayeqJhg0byskAxo4dq96prz/++IOaN2+uUk+1b99e9obs1q2byrE8nr63dOnSlDlzZvrpp5/i1YosWLBA9meoUKEC3bp1S+VaVlBQENWvX1+eJ17aN26v0jNnzlC5cuUoffr09Pfff6tc69myZUu8ER4PHjygtm3bkoODA7Vp00b2irUG7ojD58+0TZ48Wb1C8rzxNS5btiz5+/urXMvjc8XfAz6+6tWrq1yiGzduyBkos2fPLmf3sgaeCTPu+TNtfGzs+++/l+mWLVvKtDVwqe/bb7+Vx/HOO+/IgpDJxo0b5YiiYsWKxcu3tG3btsnPGpdE9+7dq3L/u8fzcGY+dmtcY44jfExx73337t2TBUnusN2nTx/Z499kyZIl8u/goWzJMdtcyZIlKVeuXCqVzIw/2mru378vPv74Y/Ho0SNhfIDFokWL1CtPffrppyI8PFylhHB0dBTOzs4qZV18zB9++KEwPiDis88+U7n/MR5QxOzZs4Xx4ZY/v/jiC/WK5fDxDR8+XFy+fFlcv35dGDcIMWHCBPmaceMXn3/+ubh27Zrw8/MTWbJkiXeeLeXPP/8Uxk1Jnqfjx48L4yFPREREiNu3b4sSJUqIU6dOCeNGK+rWrSuMG4j6LeswblKifPnyKiVE586dxaxZs+Sxu7u7i6+//lq9YlnGQ4e8hnwcvEVFRcl8Pp9G8BQhISHCeFgSRmCQ59bSjAcfUbx4cXn9jBumCAsLU68IUbRoUWEEA/n5dHJykufR0vh8mc4dbwEBAaJAgQIiNjZWHtPQoUNl/oYNG0TFihXl/crS+vfvL3777Td5HPx94ePj74URvETNmjXF1atXxaVLl0S+fPmEUUJUv2U5e/bskd8PPo4rV66Id999VxiFC/l542vs6+srj71du3byO28JfJ06duwoNz5fRhBXrwjxwQcfiDVr1sjP48iRI8WIESNk/sqVK8VHH30k74v8OciQIYM8bltl1QB/4MABERgYqFJCGE/KzwWZXr16CaN0L0844y+bKUjpgI+fb67PBngOVPwAw/hDzmlr42DZpEkTud+sWTOxfv16uc+6dOkidu3apVLWw+eJv3TLly8XRulY5Qp583r2HFuKUfoUNWrUkNe5UqVKMu/OnTvyphFXhQoV5LFbEt/EUqVK9cJ/t02bNuLEiRMqJcTAgQOFUYJSKcvp3bu3WLhwoUo9xd8do1SsUkIcPnw43gOUtXTo0EEGLGaUtuS1Zvyg4uDgYPFrzPjhfPv27Sol5AMTP7hz4WLu3Lkq978HATc3N5WynEGDBolNmzaplBBLly4Vffv2leexWrVqKlfIBwAOrpbC9zx+eIwb4PkBpFatWnKfRUZGCqPELn9+9dVXYtmyZeoVIWPP5s2bVcr2WLWKnqtnufrYhFeF4yn8xowZQzNnzpQ/udrHKLGT8WQq38Pzz//8889yXwdxjz8uPl7TBAqZMmWSMxRZ24wZM8i42cp944Ep3rEbT63JOifyq3Bb1Nq1a8koActmhNy5c8uqRq4iM+EqtpMnT6qUZc2fP5+MLz4ZwUflEBk3DcqaNatK/Sd//vwWryLlqm/jeyybuYybrJxDgtPs33//jbd0MlcNGqV6lbIc48ZPxo1d9g7malGjBCfz9+3bJ6fpNMmbNy8ZwVSlrIN7MnOVrmn6a65W5upaxk0xfA6t0S/IKOiQETDl1KZGiVRWK3Nz0YULF6hq1arqXUT16tWzyjXmSZ+MBw6VItmHitP8PeEmBRP+jvBnwVK4ie9ZPP487r0vbdq0ctKvu3fvUkhISLzj/fjjj2WHb1tl1QBvuhGZcFDkIM9T+HFbPN/sOTDGPeG24tnZkfjmYE1GaZ2OHDlCn3/+uUwbJb94QzH4C8qzOlnD1q1badWqVU/awbi9kWfAevYccjCzNKMELAMSfxbjzvzH5+/ZWdj4RmHpY+TP1bx582SflRo1ash+FdyfhUVHR8c7Zj4+zrMk/o5z3wQORCtXrpR9AriPQHBwsAyU/PBrwscXty3UGtzd3WngwIHyWNizw5X4e2KNY+T7IM9sxt8VnqLb1Kb87PeEj8/S15jx/ZonZuGJyLjf1MKFC+XDEX+Xuf9PXPzdsSb+jsa9rvwd4Y2Pi4+Xz6EJn1tb7uht1QDPT6D81PQsvmkVKFBAfpG4VKfrVIyvwh10TA8w/DOpFxFICE9PT1nzsXv37ifnkr90YWFhcp9xyeVVUwQnJ74xuLm5kYeHhwymR48elTe0uE/6/OXjjliWxJ+/Tp06ydEdXLvBJU5+COKfL/ri8/zRlp4+ma8nd7767LPP5E12+fLlsocu4yAQ94GDOxZxR1ZL42PkByT+zBUqVIh69OghHzg5YHGPYhM+t9Z8EL558ya5uLjIYzXhaZ1NAZ2/x1zCMwV/S+rSpQsNHz6cli1bRqdPn6bff/+dDh06JD9vfEwmV65ckTUhlsa1W9wplj9fXFPDnU5LlChBWbJkkfcWEz6XSTXGO7G4IBkapzMvH5OpwMO1clzrYMKfT45FtsqqkZOrlrgXsikQxsUnnT/UfIO1VaYPdtybmKVxz2+uFeFqprgPSpUqVXpSJc/nn0uBTZo0kWlLivs0z8fBT9L8FM3L/3Lp2fTZ4PGi3IxgSfxvc9UoV7vzsfDGpVH+WbBgQXmspgDKJSm+uVq6tunZ7w4HcVOpmL87fN4Yv497Nlv6HPI54lEafPNnfBxcRVqqVCnZ+3/Dhg1PPgMBAQGyJ7i18CQjphouE24uMo0+4OYDfijmoGVpXOMR97PFIw+4EMG1NvwAb8I1EFxNbw1c8uX7Od9b+DiaNWsmrzM3xZo+p9zkGrdJwRqqVasmH5L4PsP4wZwf2LlnO/f25yZDxsfs6uoqP6c2y/gjrIo7PDRo0EAYJXmVI2QP6hYtWsgOGbbgRZ3suKOGcbMSv/zyi+wQs2DBAvWK5XCnHO4db+qBa9q4M4kRCIQRpGTHRu5wx72DjQ+8+k3L4E6I3AOcOxANGDBAdmBr2rSpPA7jAU+OmDBuVrKzTvr06cWFCxfUb1qPqZMd8/HxETlz5pSd1/gaGzcD9YrlcOfTt99+W15j7pBq3KRkB0XG59cokYju3bvL0SiNGjWK15PYUvg4ihQpIq9zq1atZEc603G0bt1ajjj54YcfhBFMn3SmtTTjIUOex7j3IWY8IIv8+fOLX3/9VZQtW1ZMnDhRvWJZgwcPlsfH31/umMjHxN9hPrd8n+HOYDyKg98THR2tfsty+J79008/yc8h9+SfOXOmekXIc8e96vk1/jweOXJEvWIZz3ayY6NHj5adYk3HZDy0y3zu5M33pB49esjzbDygyE62tkqLuei5mp6rPfmpits1uWMEl+AsXSWbWFy1yG2McTthMS75cTUzdyzhzjmWxlWOgYGBKvVUrVq1ZDUjj33np2uuFuWnbmtUPXKpl0snXIrjJ2h+4je1bXOpmDvWcTUpd7jj0pS18UyLphIIf3X4uvM15mPjY7d0c5Jx06Lz58/LakX+t7kEHLdKkUsnfA5N46fjti9aEn/WuBTP15aPw9RuzNfddI25yp6/K9bA/z4f34uWn+bOYlwbx9eY5xOwBj5PZ8+eld9pvoZ8jzSdQ77GXCvC1994UJfzRlgal4YPHDggvxP8GeSmGK69YaZrzLVLfB+09DXm+wh/bzmmmPD3hu+N/Lnk2jj+7JlwTQ3XJvF3hu+L/NNW2dxiMwAAAPB6ttd7DQAAAF4LAR4AAMAOIcADAADYIQR4AAAAO4QADwAAYIcQ4AEAAOwQAjwAAIAdQoAHAACwQwjwAAAAdggBHgAAwA4hwAMkswYNGtDatWtVyrqOHz8u5y23FF7pjOf7ZjwfOM+VblK3bl1avHix3Od1G0yrovHs2TyvPy8bzHjVQ9NqdABgPgR4gGQWERHxZGlKa+MlUXkpT0sZOHCgXEiK8aIjfC5MeIEX03K7Pj4+NHPmTLnP+H38fsbHy+vcm2zatEn+LgC8GgI8QAoyevRoGjNmjEolPy6FP7vG+ot07dqV1q9fr1LxzZo1Sz4omPTp04du376tUgDwMgjwAK/AS3E2adJELgkc19ixY2nq1Klyn5dq7d+/PzVu3JjatGlDK1eulPkvMmnSJJo3b55K/WfChAm0cOFClSJq27YteXt7y59NmzaliRMnyiUvf//9d3ks7du3p927d6t3/4d/v1mzZvTpp5/SlClT5HKYL8LBkl83+eqrr+jIkSPk6OhIH330kQyepir1Z3HVOR/Tli1b5N/J/xb/PXxsgwcPfnJse/bsUb9B1KlTp+eO9UXWrVtH/fr1U6n4+PzwOYuOjpb/Pi+Py/8OHy8v1ctCQkKoZ8+eMq9bt25yeVKT7777Ti61yjUEn3zyiTxXfD1Nx8y/07dvXzw0gP3h5WIB4OVat24tjOCqUkJERESInDlzioCAAGEEHZEnTx5hBHu57+/vLypXrizc3NzUu4WoXr26WLFihdw3go8wSqNy38TJyUmMGDFCpYRIly6d+L//+z9x7949cfHiRVGoUCFRv359YQRB8fDhQ+Hu7i7zeJ8tXrxY1KxZU1y+fFncvHlTGEFMGIFavvasH3/8UXz//fcqJUTGjBmFETTFpUuX5PEbgU6UL19ePHr0SL3jKc7jY+vevbs8tgsXLjw5NqP0LY/nr7/+indsJUqUEKtXr5b7hw4dEsWKFZP7rGrVqmLBggVy33jwEA0bNpT7xsOJyJcvnzh48KBM8/mJe85y5Mgh/1aTO3fuyL/j77//lsfI/8/ixYvL68T4erRq1UpMmzZNHpcR3IWzs7P8/8bExAgjsMvfNR0zgL1ACR7gNUaOHElGAJYlSMalTSNwUZkyZWjr1q2UO3duWfJ96623yAiOspQ8YMAAWeJNLP79LFmyUNGiRWX1NdckcAk9TZo01LlzZ9k+bQR/ioqKoq+//lq2URcuXFgeC5dMX1WL8Cz+t4oUKSKPf+jQoRQUFERGAFevPo+ry/nYjGAtS/5cGv7iiy/ksXXp0kUem/HAoN6d/Lhqv0KFCvI8pE6dWh4Tn4u4tSLp06enH374QR5jhgwZZK0LHz/XdGTPnl3+Lr8GYE8Q4AFegwMB3/yvXLki0xxM27VrJ/c3bNggq6rjKliwoAzIb8Iopao9ksG0XLlyKvWftGnTklH6fPLvcK9zo3QtN6MkLKvNzWWUuNXeU696OOGAaMLHVrZsWZX6D58rPjZL8fLyosOHDz/5+3njnvfBwcHqHSSr5uNycXGR1f6ZMmWSzS1G6V29AmA/EOABXoNLfD///LNsC+bS6j///EM9evSQr2XMmPG5Ht1cKuSSpLlMNQOJkSpVKvmTh76FhoY+2bgUnlJwQO/evXu8v5+33377Tb3jefyQwjUg3HZ/+fJlypkzJ4bigd1BgAcwA1dde3h40IwZM2THNy65Mq6SXrFixZPhXuzEiRMyYJiCb1xcMuegEtfBgwfVXsJxoOKq9QsXLlC2bNmebFmzZlXvsE/cDGDCtSnLli2TD1txzwFXy78KP4Tly5dPdr5r1KiRHH4HYE8Q4AHMwKV4rsoeN24cdejQQeWSbPutXbs2ffvtt7RmzRqaPn267A2+ZMkS9Y74WrduLceiL1iwQLYdc9svB6bE4tLrzp07qWPHjrKGYfPmzeTq6kpDhgxR77A/3L7OfyufP25Lr1+/vuz7wOdg9erV8oHrl19+obCwMPUbz+N+ChzYOajzQxtPAMSjIADsSZphBrUPAK/AHd64zZar5zmwMi4FcpDmNtxdu3bJUjs/BFSpUkW+zu7evUs1atSg/Pnzy+DEw7K2bdsmS/JctcwPCPzwwO3ojIepcZux6d/gKvw8efJQ1apVZZrxkK569epR5syZ5e/ysDWeKY43biJo3ry57AvwLG5i4L+DH0wY/38+/vhjWQtgwh3sePiY6d+Pi98f9zU+Ni4Fx/17+T0cdPnY7ty5Q3Xq1JHv4VI3Hxv3EWB8XmrWrCnPCbfZc21ErVq15Gv8e/z/4JI4T3rD58bU1v/ll1+Sn5+fHC7H545/jzvW8TXgSXW4r8S7774rzzlfH9O/E7evAdekcFDn2hb+W8aPH/9cXwIAW5eKu9KrfQAAALATqKIHAACwQwjwAAAAdggBHgAAwA4hwAMAANghBHgAAAC7Q/T/VUjSGhA9sCwAAAAASUVORK5CYII=[/img][br]What shape could this container have? Explain how you know.
How are the two containers similar?
What shape could this container have? Explain how you know.