![2-[(4-Chlorobenzyl)thio]-4-[4-(4,5-dichloro-1H-imidazol-1-yl)phenyl]pyrimidine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA2HAAANhwH0Hc7bAAADVHpUWHRtb2xTb3VyY2UAAHichVZdb9woFP0ryM9rzKeBKJMqalVppbYPm660bxXxOKmlsV15nK9/vwdo0xkyHTQecQ3nwL3cA9eX757HHXnsl/0wT5uKU1aRfurm7TDdb6p/v36sbfXu6rIDCMBpv6m+r+uPi6Z5enqi3fd+9M/zRLt5rNL4xfN+OMI8STov941gjDf/ff50Ezn1MO1XP3U9WPvhYh87P82dX6MXf1iiGf3yOExNgjfj8phm+yZYeBh93m+r37G8x9g1qORu2PXkbl5Gv5JHwSge9he576d+8Wu/Jbcv6JZUIfary88f5u5h7KcVZphh6PzuZl0eOnSM867vHjAZjL8/bKqRg+DXebxeFv9CghW6PSdeEC+JV8Rr4lviDfGWeEc8Z/hjnAPAgeCAcGA4QBwoDhgHTgAnwjzACeAEcAI4AZwATljkadcHR7++/OgR7Y68J19+/uNL/gsDN4c9CfQFORDIPKPKMEFeW04Nb3lohcK7o4bFRgiliKFGO0MsNU5zdCqBQCzVvBWkpc4qg0ZqK4EUrdR4Y4CiMUw7oqllzBCFMceJpK1CTIJyjm3BeqxlpGZUCt2SGu+SWVILalrsRC2ptNaQWlEnmAz9ymIB4J3GrimqlXEVeUFMtaGWa8zl4EtoEZxoEUUdohPKHhq/hhCoVZiXC+oMnKy5otKY4Imm8EBFQ7XIRhhiOjopEJEL4BChDRiLcHRYCou3SHkwwimAgd1zUkajlSEmgK2xIhqGm8RyrUwsywSPQ9LpBIYXic6VU9GQnKm4OqJXUGXzKsury9t52h6YZNhuqlteRb3+09/txU/JVmRetv0CLYQJAvSQII4JQeCvhOtTBHlMCMfhPEEdE8LhOU/Qx4Rw1M4T2jcxFAjmmBBO8vldsm9csucJ7pgQbonzLnF2zIiXSoGSJzteQgVOlu90aRU4WcrTJVfgqDcbUKToE66p89vMs9Sne7ewTpb9dE8XOJkA0r1e4GQaSHXgPEdkKkh1o3CCcxnEOlPg5Mc+1qUCJ5NBqmOFeDIZpLpX4GQ6SHWywMmvgFhXC/GYE5yCDkSmg1S3Cxx3Yt8KHHlCB6KgHZnrQP2J0xyUjubX1w/MN19GzcFnU4OPxav/ASH06Y7g9akKAAA9pUlEQVR4Xu3dB3jUVdrGYVdZWQuKWMDup9gVVKyIiooLirrSdlXEXleK7roWLKAiFhBBUKQosEizSxNQRFQUpXdFegdBegffL8/ZTTY5mZaTSTLJ/O7ryoXM+WdmMJN55rT37GEAAATYw78BAIBEECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgApLA9uqTu23TqPjMAAAECAIhs1tpZVndEXSvXs5yVeaeMXfzpxTZk4ZCsdgIEAJDL7HWzrfy/y1vbKW1t4caFtn77ehu9bLTVHFIz6xoCBACQy80jb7ZWE1v5N+dAgAAAclHvY+76uf7NORAgAIBcSnUrZVt3bfVvzoEAAQDkQg8EABBEcyCtJ7X2b86BAAEA5KJVWBV6V7B2U9vZ4k2L3Sqsr5d/bbWG1sq6hgABAEQ0c+1MqzO8jpXtUdbtA6n2aTUbumhoVjsBAgAocQgQAEAQAgQAEIQAAQAEIUAAIAVs3rnZbh11q63ZtsZvSlkECACkgGlrprkVV98s/8ZvSlkECACkAAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEGmrcoIkNYZAbKYAAEA5MG0nzIC5KiMAPmRAAEA5MG0aRkBskdGgHxDgAAA8oAAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQ5KuvvnIB0q9fP78pZREgAFDEvvjiCytfvrz94Q9/sLJly9rAgQP9S1ISAQIARWTnzp32+OOP25577mnVq1e3KVOmWO3atV1PpEmTJrZt2zb/W1IKAQIARWDevHl2wQUXWKlSpez555+33bt3Z7W1b9/eSpcubZUrV7aZM2dm+67UQoAAKFZ0ZkZxp3mOAw880I477jj77rvv/GZn4sSJdvLJJ9u+++5rXbt29ZtTQvH/SQBIK8U5QDZt2mR33HGHG6Jq0KCBrVu3zr8kB11/5513Zl2/du1a/5IiVXx/EgBKpFlrZ1ndEXWtXM9yVuadMnbxpxfbkIVDstqLa4Bk9ij2228/69atm98cU//+/V2P5dhjj7UxY8b4zUWmeP4kAJRIs9fNtvL/Lm9tp7S1hRsX2vrt6230stFWc0jNrGuKY4C89tprtvfee9tZZ51ls2bN8psTMn/+fLvwwgsjzpkUleL3kwBQYt088mZrNbGVf3MOxSlAVq1aZddcc40bgmratGm+V1Vp1Vbz5s2zVm0tXbrSv6RQFZ+fBIAST72Puevn+jfnUFwC5PPPP7fDDz/cDjnkEBs0aJDfnC8jR460E0+sauef/7R99dV8v7nQFI+fBIC0UKpbKdu6a6t/cw6pHiA7duywRx991PUSrrjiioxewlL/kqRYs2aDPfTQZ1alShd7+eVvbfv2Xf4lBS61fxIA0kpx74HMnTs3o1dwvpunaN26dZ7mKRYuXGgzZsxwf+ZFv37T7KKLutvf/vZ+xuP/5jcXqNT9SQBIO5oDaT2ptX9zDn6AzFw7037bVrhvnJH06dPHDjjgALe34/vvv/ebc9CE+Ouvv241atRww1yaI/G/dLvadZ2uj+Xnn1db/foD7OKL37YPPyy8jYcECICUoVVYFXpXsHZT29niTYvdKqyvl39ttYbWyrrGD5Dj+x1vf+z2R6sxuIZ1ndXVVm4p3InljRs32q233ure9G+88UZbv369f0mW4cOHux6KrtWqLAXEM888Y927d3fzJKNGjXJ/6u+6Xe26Ttfr+/T90WzdutOef360G9L6179G2IYN2/1Lko4AAZBS1KOoM7yOle1R1u0DqfZpNRu6aGhWux8gyzYvs47TO1r1QdVtz657ui/9t25bsmlJjmuTbfz48XbiiSe6vR1vv/2235xl0qRJbj5EQXDRRRe5negbNmzwL4tI1+l6fZ++X/ej+4vm88/nWvXqPax27T4Z1y33m5OKAAFQYqj3oV6IeiPqlShsqn5S1dpMaWPzN8z3Lw/2+++/26uvvup6B2effbb99NNP/iVZevbs6epanXbaafbxxx/7zXmi79f96P50v9EsW7bR7rjjk4xeSzfr0mW835w0BAiAEknzIj1+7mHXfnatle5e2oVJlQ+rWKthrWz2L7P9yxO2YsUKq1Wrliu9/tBDD9n27ZGHinbt2mX//Oc/Xa9B5UuiXZdXup/Mcii6fz1OJLt27bY33vjRLrywmy1ZEn1YLT8IEAAl3sYdG+3dX961eiPq2b5193Vvvqeffrq1aNHCpk6d6l8eleYgKlSoYIceeqgNGfK/8iqR6M19r732crvQC4LuV/evx4ll587/rQTT/EiTJkMzelDZLsjWllcECIC0snnrZnv//fetYcOGtv/++7swqVixotvhPW7cOP9yR3s7HnnkEbe3QxPby5Yt8y/JQcNLut+CCo9Mun89TqzhrOwUEs2bj7QBA6b7TQQIAOSFSoto1dPtt99uBx10kHsz1jJcfar/9ttv3TW//PKLnXvuufbHP/7RXnrppbh7O1Q0UXMUGmYqDHocPZ4eNx6FhFZn1anT3+bNy1nZlwABgEDqZYwYMcLuvvtuO+yww1yYqAKuguP444+3H374wf+WiK688ko30Z2sOY949Dh6PD1uPJkhMX78UmvU6KNcw1t5RYAAgEe9DO3JOOOMM9ywVaLlSDRHouDJ72qrvNLj6XFj7ROR7CHRvv331qnT/0KRAAGAJNKxs1pt1bdvX78pIm32036NoqDH1ePHkj0kduzYbQ0bfpi1V4QAAYAkO+ecc6xevXr+zbmo3Ih6AQMGDPCbCoUeV48fq+yJHxKqnaUSKJs2bc/VlggCBABieOGFF9xO882bN/tNOahmlTYWxiplUpD0uHp8PY9oIoVE377TrEWLURHb4iFAACAG7TLXJ/sPPvjAb8rhqquucl9FKd5ziBQS2hPSuPGQiG3xECAAEIc2Hd58883+zTmUL1/eWrZs6d9cqPT4eh6FhQABgDhUGVel2qMdSaujZrVaq2vXrn5TodLj63no+RQGAgQA4pgyZYobxop2NO2SJUtc+8CBA/2mQqXH1/PQ8ykMBAgAJEBl27VjPZLJkye7N+4xY8b4TYVKj6/nEa2+15tvjnO1sJKFAAGABDz++ONWrlw5t2PdlznRHq2HUlj0+NF6IJosv/baPvbCC1/7TcEIEABIgAotRtvtvXLlSteWynMgM2asciutxo5d7DcFI0AAIEEVK55hzZo959/saJL92Wef9W8uVHp81fGK5PXXf7ArrujlzglJFgIEABLUuvUnduWVXWz37twHalSrVs2uueYa/+ZCpce//PLL/ZudG27olxEwX/k35wsBAgAJmjx5uRsGmjAh93kgOk9kn332ibtjvaDocfX4bdq08Zvs559Xu+f9zTcL/aZ8IUAAIEGaiK5Vq7e98kru1VZjx4518yCDBw/2mwqFHlePP3PmTL/JOnceZ5dd1sO2b498/G0oAgQA8uDll7+1q69+N+KxsDrZsG7duv7NhUKPe9JJJ/k3Ow0avGdPPTXSvznfCBAAyINx45a64aApU1b4TdahQwdX/n3SpEl+U4HS4+lx33nnHb/J5s9f657vyJHz/KZ8I0AAIA80gV6jRi977bXv/SbbtGmTHX744Xb99df7TQVKj6feT6Tlu2+/PdGqVXvbtm7N3ZZfBAgA5FGrVqPtuusiHzLVo0ePhKr3JoseR4/37rvv+k3OzTd/aI8++rl/c1IQIACQR999t9gNC82a9avf5NSqVcvtC/n555/9pqTS/etxGjRo4Dc5S5asd89z+PA5flNSECAAkEc7d+62yy/vaW+88aPf5CxfvtyOPvpoq1Spkq1du9ZvTgrdr+5fE+cbNmzwm5133vnOLrqou23enLv8SjIQIAAQ4JlnRlndutGPr9XEdtmyZd1ZIosXJ698iOj+dL+qzRWtcKJUr36DNWrU3L85aQgQAAgwevQCNzw0Z84avymL6mfpTf6oo45K2sos3Y/u75hjjom45yPTokWL3MqsXr16+U1JQ4AAQABtyrv00h7uTPFY5syZY2eccYaVKlXKmjVrZuvWrfMvSYi+T9+v+9HQ1dKlS/1LctCSYp2R/ttvv/lNSUOAAEAg9T7Wr498SmF2W7dutUceecS9+avYYatWrVywJELX6Xp933777WcvvPBCRnht9y/L5dJLL7WaNWv6NycVAQIAhUSrpho2bOh6Blp6W6VKFXfOSKdOnezjjz+2UaNGuT/1d92udl2n6xs1apTwXIom8ffaa68CLy9PgABAIVu1apW9+eabdu2117qehULC/9Ltatd1uj4vOnfu7AIkr9+XVwQIABSxNWvW2Pz5823ChAnuT/09P2rUqBG1rHsyESAAEEirsHTGeKTCimorCqtXr3ZzLRoGK2gECAAEUkg0bz7SBgyY7jcVWYCooKKOtY23SisZCBAACKSQ2LBhu9Wp09/mzcu547yoAqR27dpWtWpV/+YCQYAAQKDMkBg/fqk1avSRK3Hit61du9V69JhkXbqMz9PX668Pseeea20tW7ZM+EsrtzR81bZt26znUZAIEAAIlL2X0b7999ap0w+52n74YYmrR6W/5+WrYsUHM8KgTK7VWfG+FCCxdqgnEwECAIGyB8iOHbutYcMPbdKk5bnaSioCBAAC+SExd+5vVr/+ANu0aXuutpKIAAGAQJFCQrWxWrQYFbGtpCFAACBQpJDQnpDGjYdEbCtpCBAAQBACBADyYPfu32OeAZJOCBAAyIMOHca6ZbladZXuCBAASNDYsYvtvPO62jvvJOd0weKOAAGABKxZs8Vq1uxt998/yA1jgQABgLi0sqpp08+sRo1etmrVZr85bREgABBHnz5T7dxzu9jXXy/0m9IaAQIAMcya9aubNG/TZozflPYIEACIYvPmHa5U+003fWDbt+/ym9MeAQIAUbRsOcqqVXvb5s/PedYH/oMAAYAIhg37xZUj+eSTWX4T/osAAQDPkiXr7bLLetjjj3/uNyEbAgQAstmxY6fVq9fWrruur23cuN1vRjYECABko2Nhy5Q5xsaP/9lvgocAAYD/+uKLL2zPPfe0Vq1a+U2IgAABgAyrVq2yI444wi6//HLbvZtCiYkgQACkvd9//91q165thxxyiC1ZssRvRhQECIC01759e/vDH/5gn376qd+EGAgQAIVK8wv16tWzV1991fr162dfffWVzZ8/33bs2OFfWigmTZpkpUuXtsaNG/tNiIMAAVBopk+fbn/84x/twAMPdG/ae+yxR46vQw891CpXrmxXX3213XnnndayZUvr3r27DR061CZPnuzmKZJp06ZNdsopp1ilSpVs69atfjPiIEAAFAq9QZ9xxhl22mmn2ZYtW9xtq1evtqlTp9qwYcOsR48eLjDuueceNx9x9tlnW/ny5XOFjALouOOOs0svvdRuvPFG+8c//mFt27a1vn372qhRo1xvZvv2xPZvKKT23Xdfmzlzpt+EBBAgAArFAw88YH/6059cYOSFVkQpFL755hsbMGCAvfbaa/avf/3LGjZsaNWrV7fjjz/e3a8fNJoQV8+iVq1aWb2Zbt262ZAhQ9ywVdeuXd11+hNhCBAABe6jjz5yb9adOnXym5JmzZo1Nm3aNBs+fLj17NnTBca9995r1157rZ1zzjlWoUKFXCFz8skn+3eDPCBAABSoRYsWWbly5ez666/3mwpdZm/m22+/tdNPP90qVqzolvAiDAECoMDs2rXLzVUceeSRbr4jlWj1l3ohGtJCGAIEQIHRMNJee+3lJrdTUZUqVezKK6/0b0aCCBAABUKT3gqPp556ym/Kk4ULF7php/Hjx7s/9fdkeffdd90GQi0RRt4RIACS7rfffrNjjjnGqlatajt37vSbo1q3bp1baXX33Xe7Zbz77LNProlvfen2s846y+644w7r06dP8P4QbV486qij7LbbbvObkAACBEDSaad52bJlbcGCBX5TROqt3HTTTVnLcU888US39Fa71T/55BM3BJb5pXIj7dq1c/tFtKdE12tviCbpdW1eJ8Vfeukl23vvvW3ZsmV+E+IgQAAk1VtvveXe1N977z2/KZcff/zRzUHoeq2IevHFF90wVV6o+OHrr7/ulurqfrRZ8f333/cvi0q9pf3339+efPJJvwlxECAAkmbGjBluZ7eGoGJRCZFmzZq5ORL1IhIJm0R8/fXXVqNGDRckCqbZs2f7l0SkOlgHH3ywbd682W9CDAQIgKRQqZIzzzzT1ZaK9Ub8888/u9DQPMbLL7+cpzmSRA0ePNiVO1GYqURKPHPmzHEHSXXu3NlvQgwECICkePDBB90cRqwVTdp7oUKKJ510kuutFCT1cjQ5rt7Ifffd5/akxHLDDTe4nel5nUNJZwQIgHzT5LXeqDt06OA3ZVGJEfUIrrjiCrfaqrB06dLFSpUqZXXq1LFt27b5zVk0/KV/w6BBg/wmREGAAMiXxYsXu/kD1ZyKZty4cS48VNgwsxJvYdLKLQ2ZqZcRqydy3nnnuSNtkRgCBEAw1Za67LLL3Fniv/76q9/sLF261A4//HD35lwU4ZFJIaKeiIazolFJePVCVK0X8REgAII999xzbvJ55MiRfpOj+YSrrrrKBcjy5cv95kKn4SwFRLSJdU3oH3300daoUSO/CREQIACCjBkzxn2ib968ud+UReXbVSpEB0alCk2sazgt2hLfV155xW0sVM8JsREgAPJs7dq1duyxx9qFF14YdRmuqu+qjLt2lKcSrc7SEt9oRRT1bytTpow98cQTfhM8BAiAPGvQoIFbjjtv3jy/KcvDDz9sBxxwgK1YscJvKnLaJ6KhrGg71ps2berCL9Z+FhAgAPIo8yjYfv36+U1ZikN5EO1YV9mTSPs+5s6d63bJv/HGG34TsiFAACRs5syZbv4g3rCUdphrU2EqTJxHk7nvQ6uzIqlbt64r6qiVZoiMAAGQEG3Cq1y5stutrXmEWCpVquSGuVKdCjBGO2pXx97GChgQIAAS1KRJEytdurRNnDjRb8ph1qxZ7o33o48+8ptSjqr4aiVZtPNEzj//fLfPBZERIADiGjhwoFuO+9prr/lNuXTs2NGdzxGvl5IKVApe/y4dShVJ//79XRhOmDDBb4IRIADi0EorlSqpXbt2xAlnn4auLrroIv/mlKXKwDrZMBItUdZy5YYNG/pNMAIEQBwqfqhhnkQnxDVHouGu4kJnl2huJ5q2bdu6HpV6K8iJAAEQk46bjbVnIjt9Ytcubg1jFRc6NleFFqOttlLlYO1neeyxx/ymtEeAAIirWrVqVrVqVf/mXPQpXWGjOZPi4uOPP3bPOVYP66GHHrKDDjqoWMzrFCYCBEBcWlGlN9nvv//eb8rhp59+cteNGjXKb0pZX375pXvOOikxGs0DaWNhcepZFQYCBEBcGt454YQT4u7t0BJfvRmPHTvWb0pZeq6JlHCvX7++VaxYMepQVzoiQAAkJHPPxPz58/2mLCW1ByKqPqzrNOSF/yBAACRk48aNVrZsWVckMRqVQC9uu7cTmQPJpOrDmg/CfxAgABL26KOPuhVJ69ev95scHRerVVjqrRQXWqYbaxVWdgpPhY16WiBAAOSBzj/XnggtfY3mlFNOscaNG/s3pywVhjz77LP9m3PR0J1K2OuERfwHAQIgT26++Wa3O1u9jUhuvPFGd/55cXHSSSfZPffc49+cg/a3aHe9/t06cAr/QYAAyJNx48a5YZwBAwb4Tc5bb73lJtujDXOlEvUq9G957733/KYcdGyv/k2q0Iv/IUAA5Nmll17qJpQj0WFMKlD47rvv+k0p58UXX3TnlsTqVWiV1p577mnPPfec35T2CBAAefbJJ5+4T+5a2hqJhntq1arl35xSVBhSB0bddNNNflOWX3/91Y488khX0j2RSfZ0Q4AAyDO9mWpTnTbXRaJjb/WpPZVXK2nYSiGokwmjue6661wlYi0eQG4ECIAgnTp1cuU9VObDt3XrVjv88MPttttu85tSgibFVcb9yiuv9JuyaCmyAka9LURGgAAIosKCKjCoQoORtG/f3vVCxo8f7zcVOZ3Zruf2448/+k3O5MmT3dzI3//+d78J2RAgAII9/vjjVqZMGVfy3KdP+WeccYZb0qv/ThUzZsxwGwebNWvmNzmbN2+2U0891c4880zXk0J0BAiAYCrfro2Fbdq08Zuc7777zi1/1Q72VKCg074PDV9FK82uA6YUMNOnT/eb4CFAAOTLLbfcYsccc0zUXsZLL73khov69u3rNxWqLVu2uNMVtZs8WuHEzIl17WVBfAQIgHyZMGGCe9Pt16+f3+RouaxCRjWyPvvsM7+5UGhY6uqrr7Z99903aqXgBQsWuGKRdevW9ZsQBQECIN+qV69u559/vn9zlh07dljt2rVdiBR2T0RVdjUPs99++9nw4cP9Zke9J524ePTRR9tvv/3mNyMKAgRAvql8u3ohOj89GoVIw4YN3S51zYlEG/JKpmHDhrnlxPpSCZZonnrqKbckOdbzR24ECIB80zCVJqfjDf/oOs2JaGJdvYJYb+r5sWLFCldlV2Gl6rk6pyQaDWkpPFq2bOk3IQ4CBEBSvPHGG+6NWLWw4tHqLC3x1fXabDhr1iz/kiAKDhU+1Jkl5cqVc5sdFVrRrF692o466ii75JJLolYXRnQECICk0ES13rSbNm3qN0WkIawOHTpYhQoV3Cot1c7q3bu3bdiwwb80Jj3uRx99ZH/961+tdOnStv/++7uDn9asWeNfmstf/vIXtxly0aJFfhMSQIAASBp9+tcbeKzqtr5t27ZZly5d3CS25lHUK9HwVpMmTVw5kaFDh7phpswvreTS7QoqFW3UPhR9X6VKldwO80QnwdU70fcpfBCGAAGQNJpr0EqrV155xW9KiOpqaQ+GDqXSbnDNlehN3v/S7Tr5UMUcO3bsmOchsKlTp7pSJffff7/fhDwgQAAk1a233uqWwyZjlZXmL3Tok75Utyrzv2PNa8SjDYXaiX766ae7/0Y4AgRAUk2aNMn1Egp7v0ei7r33XleqZNq0aX4T8ogAAZB0l19+uZ177rn+zUXugw8+cOH25ptv+k0IQIAASLpBgwa5N2qVdE+Vw5gWLlzoVlzdcMMNfhMCESAAkk6hoU182Se+VXBR56hrs+GDDz5oL7zwgvXs2dOtrFJxw40bN/p3kzTa41GtWjW35yOR5b1IDAECIKl03K2GsMqXL2+DBw+2jz/+2A0ZqVzI7bff7iriagWVNvv5q6t028knn+y+X9c++eSTboOi7mPs2LHB+zVatGjhlgePHj3ab0I+ECAAkqpVq1ZuY+Dnn3/uN+WiMzlmz57teiHqjbRu3doaN27seina43HsscfmChl9aZXXBRdcYHXq1HG9GT2mvv/LL79057Bn34yo0FB4PPPMM9keGclAgABImswDpHRSYTLp4Cot49X55J07d7ann37a9VB0prn2i+iMDz9kdFLiiSee6FZcqVIwpUqSjwABkBQ67e+4445zPQNV3i1s6s388ssvrjfTq1cve/HFF92Z5qq5NWXKFP9yJAEBAiAp/va3v7k5jESKKaJkIEAA5Fv37t3dsFGfPn38JpRgBAiAfNGktU7705wE0gsBAiCYKumeddZZ7jCpgtzHgdREgAAI1qxZM3cGx4QJE/wmpAECBEAQbRLUbvNXX33Vb0KaIEAA5NmyZcvs0EMPtauvvjpfpdVRvBEgAPJEpUq0gU9H0a5cudJvRhohQADkiTboqVTJiBEj/CakGQIEQMJU0FBnkD/66KN+E9IQAQIgIevXr7fjjz/ezjvvvCIpVYLUQ4AASMhNN93kSpXMmTPHb0KaIkAAxNWjRw9XqqR3795+E9IYAQIgJp0WuP/++9utt97qNyHNESAAotq+fbudc8457lyN7Ic0AUKAAEWgSpUu1qTJUIu0B09tqeLhhx+2vffe28aNG+c3AQQIUBQUEs2bj7QBA6b7TSkTIEOHDnWlStq0aeM3AQ4BAhQBhcSGDdutTp3+Nm/e2lxtRW358uV22GGHWc2aNSlVgqgIEKAIZIbE+PFLrVGjj2znzt252oqKAuOqq66y8uXL24oVK/xmIAsBAhSB7CHRvv331qnTDxHbJk9ebi1bjrJ27b633r2n2LBhv9iECcts6dINOUInmV5++WVXqmTYsGF+E5ADAQIUgewhsWPHbmvY8EObNGl5rraJE5fb/fcPsuuu62sXXdTdtWX/uvLKXnbjje+7Cflnn/3KunQZb598Msu+/HJyxv1NynOxwx9++MGVKnnkkUf8JiAXAgQoAv4w1dy5v1n9+gNs06btudqyW79+m82Zs8a+/36xDRz4swuMF1742h566DMXQn/+c2/3/UcdVd9t/NNXqVKl7LjjjrNLL700I2xudCurNDGu88tHjRpl8+fPd8t1VarkhBNOsHPPPdf9HYiHAAGKQKSQ6Nt3mrVoMSpiW17s3v27LVq0wr755ht77733rH379q744S233GLVq1d39az22WefrIDJHjR77bWXzZ49279LICICBCgCkUJCi50aNx4Ssa0g/PbbbzZ9+nRXlr1nz55uw6CGr1atWuVfCkREgABwfv31V9czadmypd8ERESAAIVo8+YdtmbNFv/mlHHfffe55btbt271m4BcCBCgkOzatdtuv/1jN+GdXwsXLnST3+PHj3d/6u/JMGvWLLeEt3v37n4TkAsBAhQS7fU4//xuNmVK3jbnaU5CK6buuOMOO+ussyJOgOtLt5999tl2991324ABA2zdunX+XSWkdu3adsYZZ7ADHXERIEAh+PHHpXbeeV0zPtlP8Jsi0pv3J598Ytdff72b2FZAnHbaaXbPPfdYu3bt7NNPP3VLcDO/dO2rr75qd955p6ucq+v/9Kc/uUOgtBorL7744gv3/WwkRDwECFDA1q7darVq9bZ77x3kltjG8/7777segN7EtTLq9ddftyVLlviXxaRhrRdffNEqVqzo7ufKK6/MCLEf/cuiqly5squDBcRCgAAFTHMeV1zRy1au3OQ35aD9F3qj1xt+jRo17Ouvv/YvCaK9IOq9aI9Hs2bNbNOm2M9DtKxXlXinTZvmNwFZCJAYfvnlF1u2bJl/M5Cwfv2m2bnndrHRoxf4TTnoyNh9993X7RgfPHiw35xvO3fudDWuNE+iMNEpg7FoJ/rhhx9ud911l98EZCFAopg8ebL7BKZPg/pTv9hVq1a1+vXrW9OmTe2ll16yf//73278ec6cObZ582b/LpDmfv55tatf9fLL3/pNWXbt2uWWzup1dttttyXUO8iPGTNm2EknnWQHHnigffXVV35zDq1atXLzKHmtp4X0QYBEoDA49dRT7eSTT7b+/ftbx44d7YknnnC/4CoFoV9AnRHtr4IpW7as+3Sn4Yfbb7/dnnnmGevcubOb8NSJbkuXLvUfCiXUli07rV69Aa7Q4fbtu/xmZ9u2bVanTh1XQqRLl8LZfS5anXXFFVe4Hs/w4cP95iyrV69217Ro0cJvAhwCJAItg1RXX5/WYlHxOa2bHzlypBszfv755+3vf/+73XDDDXb++efbUUcdlStk9JXZm6lXr541adLETXb26tXL9WY0bFbQn0JR8J57brRdfPHbrkhiJOp56HWi15k+YBS2LVu2WK1atVxAxDqu9oEHHnAHS7GxEJEQIB5NOOpN/q233vKbgmmT19ixY+2jjz6yTp06WfPmzV0PJbM3U6ZMmVwhoyEG9YKqVatmF154oXvDQfEwZMhEV8/qww9n+k1ZNGylnkdRhEcmhch5553n5jqi9Y41V6KNhd26dfObAAIkuwULFrhhqLp16/pNBW7Dhg32008/2Zdfful6Mxp/fvDBB91QgwJFG8OQ+rR8tkKF0zICop3flEUT5vqZFuawVTQ6ulYBohMIo20cvO6669zQbLR2pC8C5L+0SkXDSsccc4yrUppKLrnkErvooov8m5Fi9BrSz0mvobVrc55znklLdTVspPm0VKENg1ooot5xJPpQo8D77LP8l2BByUKA/NdTTz3l1snnddduYdDQl36Bv/vuO78JKeTJJ590w1Lffht91ZX2eWgOLNXmubSDvVy5cm7iPBKVSFEvBciOAMmgyWuFR6qWsd69e7c7Ka5BgwZ+U1rYsmVdRog+nhHyJ9qDD+5jjz12lL31Vn2bMyf6G3Vh06d0vYaeffZZvymLdpjrg0BB7PPIrxUrVtgBBxzgTiuMREvW1UuZOnWq34Q0lvYBok9cRx55pBsmys9EtcaHNf6tL5WMyPzvZI0bq5yFPt3qPtNNhw41rXfve2zlytm2c+e2jJ/ZfBs79l178cUL/EuLROZrSEfGKuwj0etA5Um0xDtVqQel5emRhnB37NhhRxxxhCvoCGRK+wBRsTp13RctWuQ3xTRv3jy3UktnTGu1lN7c/ZVU+tLtatd1ul7fF2Ljxo120EEHRf2EWJKp16FeSKrKfA0tXrzYb8qi1VZ6PSSrPElB0IS6Ng5qx3okrVu3ttKlS7vrAEnrANGkoX6pNceQCG380soZTbbr+zRkoWWQ2suhHsLQoUNzVEjV33W72nWdrtf36ft1P7q/vNC51hpm0P6TdPL661db165/dUNWO3ak1mFM2mSqn+nHH3/sN+WgkFFhxFSnYdJKlSr5Nztr1qyx/fbbz55++mm/CWkqbQNEY7n6tHX//ff7TblodU2HDh2sQoUKbk28NmD17t3bLb3NC12v79P36350f7pf3X8i9AlXpb1VtjudbN26PuMT/NP23HOVM3ojf7LmzY+3Dz54JEevZMqUgRlvbCdb27bVrUeP2zLe0J+wL7/saBMnfmhz535vq1fHrkUVYsqUKe41pM12seg8D/VE9WEi1WUu2NAG2Ui0UfaQQw5xe0iAtAwQvfi1rv3000+P+4uglU8au1bvQUsvo/1i5ZXuR/en+9X9J7rC6uabb7Zjjz024dApaX7/fbctXTrdhUTHjrWzbl+1ao7179/UTa6//PLF9sQTx9l99/3B7r13jxxfjz56pLVufZ698cZfrE+fB6xv3+fs3Xd7ujMwZs6cmfAhTJnlbvSzi7dLW4dBaQI6ryXZi4JWh+lDinpWkWgZsj78pMIeFhS9tAyQe++915WQiFWqWpOeKpioT44afopV7iE/dL+6fz2OHi/epLuOMGVjod7A11rTpmX8m3NZt26ZLVgw3vVQvv66iw0c2MJ69rzdXnvtKmvZ8nS74YaDbO+9c85baZhGhzKpUsCtt95qjz/+uOs9fPDBBy7otZBBBzvpNTR9+nT/IXPRxLM+sBQX2ssSa8WfhuMUnvFeqyj50i5A9CagN4k333zTb8qiFScNGzZ0nxo171DQn/Z1/3ocPZ4eV48fy2WXXWYXXJAaK5AKg1ZbjR3b2379dW7G/6vtGX/Oy+g13OfmRpJBvdC5c+e6eSsNMWoSWedm6E1UpWS0b0Ofuv0FEqp9lggdzqT6asWF5uxUSDQaVfHVv3/IkCF+E9JMWgWIalJpJZMqoEajN2+dCb333ntb3759/eYCpcfT4+rxY4WIji/VL/CYMWP8phJpzpwxbhJdw0//mQP5v4z/Vw/apk1r/EsLlFYfTZgwISO83nWrkR577DH/kly0rFc9leI0b6XhK70OY31wqlKlitsUifSWNgGiPR76NHn00Ue71SSRqEt+yy23uF+eoirboMfV4+t5RBsi0JuShlhUzRdF46GHHnIfRuLtKFfoJLJKK5UMHDjQPedYczYKUfWYdW4O0lfaBIjO5tCE9ejRo/2mLJqD0FBFYfc8fHp8PQ89n2i0BFn/ntB9JalOk+WjRnWyzZtzb2pLBZoH0f//aJPNmVTNVm/G2qleXGgoT89ZxT2jUQ9ZxxWkUk0vFL4CC5A9uhTYXeeZQkO/7AqRaDQ5qolszUWkAj0PPZ9oq7P0yVeb1zRWXxINGfK83XffnrZ48RS/KWXodMqKFStG3X0ukyZNcm/GKudfXOi56jlPnDjRb8pBH3A0lMexz+mrwN7lUyVANFylYSsNX0UrVaKxXi3H1GqoWOO+hUnPQ89Hzyvac9LqIJ0lkujS0+JCcx7331/K7eVIZQr3eMNTJbUHIip5otInKoGC9BT8Lj9r7SyrO6KuletZzsq8U8Yu/vRiG7Lwf6syUiVAdOqbxqo1gR5N+/bt3ZCRlsimEj0fPS89v0g0Rq01+23atPGbii0tz9UejpdeujDjk33k4EwlOuxLddSiKY5zIJllV6IdMpVd48aN7eCDD3b7YpB+gt7lZ6+bbeX/Xd7aTmlrCzcutPXb19voZaOt5pCaWdekQoBoqa5+EbR0NxptAtOBOqk6lqvnpecXbbOaJtt1/kS0Xkpx06VLA2vW7EC3VLc4yDzBMto+ocxVWG3btvWbUpb2vGghR7Qee3aZQ3T/+te//CakgaB3+ZtH3mytJrbyb86hqANEmwT1i6tNg7F07drVfcqP110vKnpeen56npFonFq/wP369fObip1vvunmdov/+GPx+bfoTVb7RG666Sa/KYvO0tB5G8WFehWnnHKKf3NE2rek37Pvv//eb0IaCHqXV+9j7vq5/s05FGWAaGOYypRo92+8UiXadavaVKlMzy/WiYTaMa35kuJs+fJZ1qTJftazZ/ErF96uXTs3lBitorN2rZ900kn+zSlLryVVj46nV69e7sOL/kR6CnqXL9WtlG3dFXlIJZMfIBN+nWAD5g6wr5d/bfM3zLddv8fvHodSgUQVuYt3+I12H2stu9a0p7LMNfd6vpFkrttPxdMUE6EzPlQoUcUQt22Lva8iFak68oEHHhh1GCdzmKs4nOWif4tW/+nogVhUE0sLODSEivQVFCAhPZAGnzdwt2X/0v2c/eHZVvuz2nb36Lut5fiW9s5P79iwxcNs6pqptnpD5OM1Y8msJhrtfOfs9EuiX5ZUL48e75daGw71CTfWDvtU1q9fE/v730tnfIKPvWw0lf3jH/+wgw8ub5s25Z5M1vno+kDz4osv+k0pJ96HFdm+fbvbia5TMvNakRolS1CAaA6k9aTW/s05+AEiq7aussmrJ9vQRUPt7Z/edoFx1+i77OqhV1vlDyrbob0OzRkyl+/h1plrjFnDNKpE+8gjj7ghg/79+7v9HfpUlzmBrCEE7Y34y1/+4j1yZOqmF5ehn3jDClowoL0uc+bM8ZtSmoocqmruF1+85jcVK4sWLbcTT7zf+vad5Dc5miNR9YBo1QVSRbzhUvnnP//pJtl18ibSW+53+QRoFVaF3hWs3dR2tnjTYrcKS0NTtYb+by4hUoAkYufunW6IS6u6+o3o52oI6QWrX0CFiMJEL171MrJ/HXbYYe72smXLuiNGE6GJQk0YFgfxJja1jFLLKVUIr7hYu3Zpxif3Q+z1169J+TfWRDz++Od2/fX9bPfu3P8WnUSo16mGs1JVvAUbolI76qFEO7UQ6SXsXT7DzLUzrc7wOla2R1m3D6Tap9VczyJTaIAk6tdff3UH+ugF/c4771jLli3dfg8FTCK0ekaBUxwO+ZFEllY2b97cbezSkEmq0/LWxo2vsIceOtw2bFjlNxdL06attCpVutjIkZGXIKv4oBZ2pOqS63hLxlesWGHly5e3q666qkQEPvKvYN/lC9mwYcPcp7yRI0f6Tblok5Su1aap4iCRzV0qKaGQKQ6fDl944QXba6897bvvPvebirU77vjE7ror8mtKQz76hJ+KP594m1YVGH/+859dT58z0ZGpRAWIXuRavqty6PGou643ZJVtKA4SLS+hA5BU5C5VP+WK9gxo2Wsi5dCLG/U+1AuZPn2l3+Sodpn2TcyYMcNvKjKJlM1RtQMNXQ0d+r9RBqBEBYh07949oY2BmRvwikuRu0QL3GXuDNYxqqlIdbv+7//+z84///yYZ54UV5r/uO66vvbEE1/4TY6KYGoYS6vmUqWGWbzCndplr56tVpoB2ZW4ANH4rbrZ9913n9+UQ0ntgcgVV1xh5557rn9zSvjb3/5mBxxwQMxlosVd377TMgKymy1fvtFvclRgUftG9HOKt9G1oMU7OkDLdFVx+JxzznHLd4HsSlyAiCbU9913XzfRHk1JnAPJNHjwYHdtrLNPisLbb7+d0r2jZNm8eYdddlkPe+216OU99IFAr9Grr766yAoRJnJ4WaNGjdzCDIUe4CuRAbJy5Uq3cSvWmdUlcRVWJr0ZHHrooW5Vmk7Oe+WVV9wGMb1p6QCqbdu2+d9S4NRz2m+//VK2aGWytW//vQsRhUk0w4cPd/9PNP9Q2BPTiRyfrPPhFfg9evTwmwCnRAaI3H333VahQoWY3e6StA8kO20m1AZMDRVpt7A+6eqNIPuXNlxq0lQra26//XbXa9P6f/VedO53Mt/QFFgqKKiNdBs3Rh7WKWk0fKVhrD59YpfT0fyCls7qS6sIC5omyTXnoQlxFUKMFh6//PKLK1WizbtANCU2QKZPn+5+SWJ9eipJO9Ez6Q1B1x5//PE5SrRob4hW/nz++efWs2dPe/bZZ9080fXXX+/mS4444ohcIaOxce2r0WFcf/3rX90KIi1B1SdT9WY0jxFtz0B26gXp026qnbdS0DSRrgn1SBsLs9OwpPZW6PWqqr3ab1EQFFZ6bWjCXHMe0Yator2GAF+JDRBRWYZKlSr5N2cpKbWwstOnSy2RDV1dptIwY8aMcWeoaNhMpx5qabCqAGgyNVpvRsun9Sao3kyLFi2sS5cuNmjQILevQG+MqiiQbmbMWGUXXNDNFi6Mv9pKb+aq36b/l+o5alNosoJk1qxZbuhQpW7U64y22iqTikLm5zWE9FGiA2TEiBHuDU6fuiMpKdV4M+nfq15D69ax65Tll5afzpw507744gvXm3nuuedcBWTVINMn1yOPPDJHwGjZarRPuyXdunXxe2jZ6Qjmhx9+2E1caxhSPT8VCM3rRLtWT6mnqA9Rek1oOLdDhw5R93lk0ryMri8OhR9R9Ep0gMiZZ55p11xzjX9zlpJwHoho4YDeJFQuQ2VCUsGCBQvc6rHiUFol1ei8cQ0XqgetEFaPQK+Bpk2bup6hVlBpGDHzSxv8dLtqoSnE1dvQ91WtWtX1BhNZOJH5GqpRo0bKvIaQ2kp8gKhOlj696xNzJMX9RELRp3stB9XKq0SW+aJ40RBUx44drX79+m4hhYYz/WFEfen2U0891c2VabhTK+4SpdeQPqjoNaSSOEAiSnyA6JOXPlVFO9q2uJ+JLppfUEhqBRVSi8qaNGky1CKN4KkthN7sNVelL9XXyvzv/AwT8hpCiBIfIKIxetUfWrUqctVXTfTqU36qrRKKV+BOtORWY+VaIYXUo5Bo3nykDRgw3W8KDpBk0+tMq+S0Wg7Ii7QIEAWHAkRLVyPRxKJWp2jsON4kY2FJpMCd9lSoptJZZ52V0Bg3Cp9CYsOG7VanTn+bNy/nXFAqBIheQ9qfo306vIaQV2kRIKIhLJ1lEO2XREsbNYasZbCpIF6BO9GSWe1k1hg5UlNmSIwfv9QaNfoo48PA/yanUyFANESq11CqzgEitaVNgGgSXWO8qscUjTZXachIZR6KUrwCd6JrNHGq6sNIXdlDQuVNOnX6IWLbnDlrbNSo+a4M/MqVm7JuL0iqSabXUKzfCSCWtAkQ0XJeLeuNRpOQKiyn8WAtkywKiRS4034QbTZTZVuktuwhsWPHbmvY8EObNOk/ZWKyt2meRH/P/nXNNX0yeggf2yOPDLeXX/42441+og0a9LONG7fUFixYG7POVjyZr6FEqhsA0aRVgGhDoT5xabNUNCrjoAJzehMv7J5IIgXudPsFF1zgSoykynkSiM4fppo79zerX3+Abdq0PVebeh7avf7VV/Pt/fdnWOfO46xly1H2wAOD3feoOKMfMieccL2dfPLJdvnll7shTe1g1452bT7UTvJFixbleAzRa0jnsehcFl5DyI+0ChDRxqx4Gwf1C6ZCcxry0lxEtEnsZEm0wJ2otEi8uRGkDj8kROeFtGgxKmJbPFu27HSlUTSnMnjwz9a+/b/d5sF69eq5jYb6YOHvD9GXTqlUaNxwww0Zj1vFvYZ0MiSQH2kXICquqDdqFVuMRcNHmoPQL5pWQ6kQXUFItMCdqHSI5kZatWrlNyFFRQoJ/YgbNx4SsS1ZtKFUry1VAujcubM9/fTTroeiXeaqt3XXXXf53wLkWdoFiMq7a2Oeyr0nQp/0tZRWpSG0YiVZK57yWuBOS5H1vDVUQZkJAKkg7QJEdNCUDpxS7Z9EaIhJhei0o109AA2BqVCdCtblRWiBO/VKNC9yyCGH2JIlS/xmACgSaRkgq1evdmXJdYhSXmgPiQrTqUCdxpXVe9Dwk8agVchOBe2SXeBOMkuiDxw40G8CgCKTlgEiKj9+2GGHxawxFYsK1algnZZBqoBdQRS4k0mTJrlSJQohAEglaRsgmVVuk7URryAK3G3atMkt0axcuXLCvRUAKCxpGyBy7bXXupP08vMmX5B0vKmG2qKVogeAopTWATJy5Eg3zDRs2DC/qcj179/fPbdY54AAQFFK6wARVbL985//7N9cpDRPcuCBB1qDBg38JgBIGWkfIN26dXOf9FUepFGjRvbYY4+5pbXvv/++jRkzJt/zGHmlJb0XXnihHXvssRwFCyClpX2AaHJa54jXrVvXLrnkElcKInO5bfYvbeJTCYjrrrvO7rvvPrcEuGfPnjZixAi3q11nWCeDahlp5ZbCCwBSWdoHSDQrVqywiRMnuiM+NQ+hwLjjjjusZs2arqLvwQcfnCtkdGjVCSecYNWrV3fVdFXfSns43nvvPfv2229dbybWLnLNyWhlmE5QBIBUR4Dkg3ovCgVtGtTZCm3atLGHH37YlVnP7M1E2h+iHejnnHOOWwWmg64UTh07drRDDz3ULrvsspghAwCpggApBCqZog2BQ4YMcXMuCgwt0VVJE1UHVomSzE2Hixcv9r8dAFISAZIiVOSRsxkAFCcECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAI8v8lYiaRh6XT6QAAAABJRU5ErkJggg==)
| Product Number | 7H66-5-30 |
| CAS | 650592-28-2 |
| MDL Number | MFCD00111533 |
| Molecular Formula | C20H13Cl3N4S |
| Molecular Weight | 447.76 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory