![3-Amino-8-chloro-6-(trifluoromethyl)[1,2,4]triazolo[4,3-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABp4AAAaeAE47Y/QAAACRHpUWHRtb2xTb3VyY2UAAHichZTbbqMwEIZfZeTrxUfMIQqpolaVVmp7se1Ke7dywEmROFRATm+/Y9J0wyYLgmTs8Xw2/mfs+d2hLGBnmzavq4QIygnYKq2zvNok5OfboxeRu8U8xSAMrNqEvHfdx4yx/X5P03dbmkNd0bQuyWl8dmjzQcxe0brZMMm5YL+en157xsurtjNVapFq81nbO5/q1HT9V/xnCVaaZpdX7BTOymZ3mu235O7l9NBm5O9e7nFsiSis88LCum5K08FOcoov/wYbW9nGdDaD1RHdivq498X8+aFOt6WtOmy6GfLUFK9ds03RUdaFTbc4GTa+PySkFAiYri6XTWOO4FrObQQYCUaB8cFoMAGYEEwEJgYjOP5wXGCAwAiBIUKj5oV1i74dP2xCXuAeXsD941OcTN99dA9qJl2mAj8OQVIhdQCCSsn9c09RHXMJPo2lis8moFKHwdl8Oj8jQzT4NRE6NceQSPY9FQhF4IireSiOUAo8SbUfheAJqriMwEMpdRA7qxX2UVwVSvycMERz9iLFw5ON/Ft9RQPhrE9FGGg3u+axE5d9qbuYr+oqu2hCniVkJUgv+w+7buWn8gTqJrMNSuQmcKGXgBwCLk9fwPIWoIaAy+o44A8BVwPjgB4CrmLGgWAIuPoa33R4BUTjK0RDwNXuOBAPgb7Sxwk3PkhdfzImGHGVvUlEXqk7iajrzUxUlfgn6afjPcHoG4w/wQQ3GH2LYRfHhZ0vLmxeXWrs4sZjeM8v/gBm2cVLJITDzwAAQPxJREFUeF7t3Qu8VWP+x/H8GeM67vd7ZiYMg5GU+50wTCgjRIhyT8k00hSV2zDjXirddKUbSjmoiEolKZHKKakkXXVVzfM/35W1Wvs5Z++z97P3PmfvvT7v12u95Kzn7MvaZ6/vujzP76liAABwUMX+AQAAySBAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBHBQpVOVYAGiir9+RNaajWtMxxkdTZ2RdczhfQ43u7y6i9mhyw7m0N6Hmqvevcp0n9ndrN+03v41DwECECCIqD6z+pj9eu4XEwRlLQf0OsC88e0b9q8TIIAhQBBB7T5rF+z8f9P5N6bJR03MmIVjzE/rfvLOOGavnG1e/PJFc1T/o+KGBAECECCImCHFQ4Id/z499jGTlkyymwQ2bN5gHhj/QJkhQYAABAgi5JfNv5hDeh/i7fS36bSNKfq+yG5SpkcnP2r/iAABDAGCCOk7u2+w079w2IX26pQQIAABggi5cdSNwU5fPazSQYAABAgiJHxTfMbyGfbqlBAgAAGCCNmj+x7BTn/lhpX26pQQIAABggjZrvN2wU5/0/822atTQoAABAgihDMQILP460dkVOtfLdjpcw8ESB9//YiMBqMaBDt9emEB6eOvH5ERHgdy0bCL7NUpIUAAAgQRYo9E/2DBB3aTMql2lo0AAQgQRMzg4sHBjl/VeD9b8pndJKDAeXDCg2WGBAECECCIoHA13u07b2/uHHun+XDRh2bp+qVeNd5vV33rzRPypwF/ihsSBAhAgCCies/qbfbtuW9MEJS1HNjrQDPw24H2rxMggCFAEGGrN642L3/5srli5BXmsN6HmZ267hTMSHjlu1eaHjN7eCXdy0KAAAQIAMARAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAhg+X719+bwPod7i/4NoGwECGDp+U3PYJR5r2962asB/IoAASzdZnYLAiTdiaeAQkaAABYCBEgOAQJYCBAgOQQIYCFAgOQQIICFAAGSQ4AAFgIESA4BAlgIECA5BAhgIUCA5BAggIUAAZJDgAAWAgRIDgECWAgQIDkECGAhQIDkECCAhQABkkOAABYCBEgOAQJYCBAgOQQIYCFAgOQQIICFAAGSQ4AAFgIESA4BAlgIECA5BAhgIUCA5BAggIUAAZJDgACWbtNKAuTJKt7SfRoBAsRDgACWbqNKAqRuFW/pPpoAAeIhQABLt9dLAuSwKt7S/Q0CBIiHAAEs3bqVBEiVKt7SvTsBAsRDgAAWAgRIDgECWAgQIDkECGAhQIDkECCAhQABkkOAABYCBEgOAQJYCBAgOQQIYCFAgOQQIICFAAGSQ4AAFgIESA4BAlgIECA5BAhgIUCA5BAggIUAAZJDgAAWAgRIDgECWAgQIDkECGAhQIDkECCAhQABkkOAABYCBEgOAQJYCBAgOQQIYCFAgOQQIICFAAGSQ4AAli5dugQB0rVrV3s1gF8RIEDIO++8Y/bcc88gQPTvESNG2M0AGAIE8MycOdNceumlQXDYi9apDYCtCBBE2ooVK0yzZs3M9ttvHxMYJ5xwgreEf6Y2aqvfAUCAIKI2b95sOnfubPbZZ5+YkKhataoZNGhQ0E7/1s/CbfQ7+l09BhBlBEgCJ53UKVhq1epiFi362W4SCLdFbhszZow58cQTY0Jh1113NR06dDAbNmywm5v169eb9u3be23Cv6PH0GMBUUWAJBAOBS1t2oyymwQIkNw3d+5cU69evZgQ2GabbcyNN95oFi5caDcvRW3UVr8TfoxrrrnGe2wgagiQBOwAOfnkV8ycOcvsZh4CJHetWbPGPPzww2bHHXeM2fHXqlXLTJgwwW5eLv2Ofjf8WHrs1q1be88FRAUBkoAdIFqaNx9pN/MQILnptddeMwcffHDMzv6ggw4yvXr1spumTI+hxwo/tp5LzwlEAQGSQDgUqlff+u/p0xfbTQmQHPPpp5+aU089NWbnvsMOO3hnIqtXr7abO9NjtWrVynvs8HPpuSdOnGg3BwoKAZJAOBRatCgK/t248Vt2UwIkRyxatMjcdNNN5v/+7/9iduh169Y1xcXFdvOM0WPrOcLPqdeg16LXBBQiAiSBcCjo3ofugfj/P378/LhtUfHUe+qxxx4r1VNKYzlGjx5tN88aPdfxxx8f8xr0mvTayurhBeQzAiQBOxRatnwv+P8bbhhk/ve/+G1RcQYPHmyOPPLImJ22xmq88sorlTJWY9OmTaZTp06lxpjoNeq1AoWCAEnADoXi4uUxZyFFRXPitkX2TZs2zZx33nkxO+nf/OY35v7778+J0eLLly83TZs29V5T+DXqNU+fPt1uDuQdAiSBskKhVav3g59deWX/kiPcLachZbVFdixdutTccccdZrvttovZMdeuXdt8/fXXdvNKp9ek1xZ+rXrtd955p/degHxFgCRQVijMm7ci5ixk8OCv4rZFZm3cuNE899xzMdVytVSrVs0MHz7cbp5z9Br1WsOvXe/l+eef994bkG8IkATihULr1qOCn9eu/ZrZsGFT3LbIjKKiInPMMcfE7Hx3331388wzz5hffvnFbp6z9Fr1mvXaw+9F703vEcgnBEgC8UJh/vyVpkaNzsG6Xr2mxm3rW7p0rXn22fFm4MAZ5qefGK2crFmzZpnLL788Zme77bbbmttuu80sWbLEbp439Nr1HvRewu9N71XvGcgHBEgCiUKhbdvRwbpzz+2RsK20b/9hsF6XwBo1etP07TvN/PBD/AKNUbZy5UrTokWLUmXWzz77bPP555/bzfOW3stZZ50V8x71nvXetQ2AXEaAJJAoFBYsWGVOOWXrWUiitqIzD7udv9x002DTo8fn3mNGnbrdahrZ/fbbL2anevjhh5vXX3/dbl4wBgwY4L3H8HvWNnj11VcrpSsykAwCJIHyQqFduzGlwiBeW5k7d7np3HmyufbaN0r9jr/Urz/QdOky2WsbNWPHji3ZBifF7ER32WUX8+ijj5p169bZzQuO3qPe68477xyzDbRNtG2AXEOAJFBeKGh+kJo1S5+FJOP771d6Zx06+7B/31+uvrq/6dhxopk58yf71wvKd999VxKq18bsNFUy/YYbbijZTt/bzQue3vP1119fqmx8/fr1vW0F5AoCJIFkQqFDh49K7fhTpfsgffpM8+6LhLsIh5crruhrnn9+QpmFHPPV2rVrTZs2bcxOO+0Us6OsUaOGGTdunN08crQNtC3C20bbSttM2w6obARIAsmEwuLFq73ZCpNpmwz10HrjjS9NkyZvx/T0Ci+XXtrbPP30J+azzxbFlFPJJ3379jWHHnpozM7xwAMPNN27dy95T9l/UzrKHzFihDeu5K677vKO7nWDXstRRx3l3Y/Qf/2f6QxJ7dRev1dRZwLaFtomBxxwQMy20rbTNgQqEwGSw1asWGeGDv3a3H338FIh5S8XXdTLPPbYR+bTTxcEo+Jz2eTJk83pp58eszP87W9/a/75z3+an3/OXo+0L774wht/cemll5YquOi66F7FxRdfbJ588kkzadIk+ykzSttG20jbKvwazjjjDG+bApWBAMkTq1dvMMOGfeNNaHXqqV1LBYmW887rYR55ZIwZO7bY/PJLbo1sXrx4sbnllltKlVm/8sorzZw5W2uKZZLmBFG5ELtHV3nLvvvu652B6L/2ukTLHnvsYRo2bJjV6r/aVnXq1Il5Xm1TbVttY6AiESB5aO3ajebdd+d41YFPP710mBxzzMOmWrVrTaNGzcyQIUMqtQeTSpjrCP13v/tdzE7vuOOOMx988IHdPG2qLfXUU0+ZP/3pT6V28P5y2GGHmauuuso7ou/Tp4939jB/fmx5fpvW60hfl400gZTm/qhatWqpxw4/hyavytalLm07bcPwc+62227etqZsPCoKARKiXlEqTdKv3zR7Vc5SGZXRo4u98ipnndXNC5A//OEes88+Z5vtt99SM0qXWv7+97+b/v37Z3Q2vvK8+eabJa/lDzE7ub322su8/PLLXsnzTPrpp59KArVlqaDSoktW9erVMx07dsz4KG9NJKVxK9ddd53Ze++9Sz23BgXq7CDTzyvahi+99JK3TcPPqW3+1lulJz0DMo0A+dW4cfODHlAap5GPfvlls/n447nmwQe7miOPPMdss01smQwtO+64o/nb3/5mevbsmbWRzjNmzDAXXHBBzPOqpPk999xjli1bZjdPi97Dgw8+6I0XCT+fLuucf/753vzkFdVjSUf+mu9Dl5jsEfSqvquQmT17tv1radM21ba1y8ZfeOGF3mcBZAsBYrbUqbrwwl7BJSCNGs93OjrVZY4mTZqU6sHjL9rJqcy4jqB1BJ8u7cjuvvvuUmXWtSP76qstVYszSaO31XMr/FwKyPvuuy9rl46Spe3ZoUOHUpNKae70tm3bmvXr19u/kjaFhbZ1+PmyFdyARD5A1GNUvZz88HjggXftJnlPXUE/+ugjb3Iju+usv2inf+6553qXl1Kdw1th9eKLL1bYpZS5c+d6vanCz6XLdM2bN8+5G8lr1qzxen/ZIa5tM3LkSLt5Rmibl3XpUJe7Mn3pENEW+QAJV9K95JLeZuXKzB8Z5poJEyaYf/zjH6WmgfUXjYA+88wzzX//+99yj+Tff/99c+yxx8b8vm7m6kZ2Nsqs6xKRHj/8fLq/sXDhQrtpTlFHhtatW5fqhquzg2zc9Na212dgbyvdeNdnBmRCpANkxowlQSkS3f+YMiW1I+9CoGqw2rHZc22El1NOOcU8/vjjMd1tK7o7qSZceuCBB2LKe6ir7bBhw+ymOU030+37Q9WrVzfffvut3TQj4nWf1meXre7TiI7IBsiaNb+UfIn6BWcfnTplbyCY5r8eOHCgeeyxx7z6TolGPDdo0MDbWQ8aNCgr9w0S0dSrKuZ34oknlgoRf9HZxtFHH13qhq0GtH322Wf2Q2aE7ifYJc813kKXh/KVRpeHiyZqgqm3337bbpYx6oKszyi8DXUPTEGSiftfiKbIBkh4VsFbbx2a0VHcupzSqVMnc80115S6iZrqsv/++3u9d1TWuyK/6Doi1piCWrVqlXpN4UXjHfr162f/esZoW4bHdOgmdJcuXexmeUk3vcOX/3QfSp9zNpVVQuaPf/yj3QxISiQDZPjwWUF4nHNO94xM6qRr3L179/ZKW9izzMVbUh3xrCNGDYDTTdKKnENbg+ieffZZ775I+PWoN1E2u8gqxML3aRRW2TrLqSw6i9JZp/8edYlOZ6DZ5Bex9J9TBymAi8gFiKajPfPMLQPutHzwQbHdJCWrVq3yvvDxQkBnIDoT0Q3NoUOHepel4k0QpB4yOirV6HEd/SssVB7Dfkwtv//97023bt0qNEjk5JNP9p5f19SzSfcKwl10dZmvvBv6+Uyj4sOfr2YkzDb/vshpp51mrwKSEqkA2bhxc8nR3tb5N1SK3ZV6ueiexp57bhntHV60s2vXrp1XwC9d6oI7ceJEr3zGIYccUuq5dIRekTP1+YUQdZaVLZovXAHpv0fdk/nxxx/tZgVHlX7DN7v195VN/nPp3gjgIlIB8uyz44PwqFt3gFm/3u3oXQP0qlWrFrMj103lm266yesimy0Kk6KiolJjILRcdtllZt68efavZFy2A0SXV2rWrBm8L/VQWrFihd2sYPXq1SvYsetyVjbviRAgSFdkAmT8+K2lSlTNdvbspXaTcmnn1qhRo5gdt+5LaLS3BrdVJBUAVGiEX4vKeWgHlE3ZDBAFpMqs+O/niCOOMD/88IPdrODpTMTfBrqxnq3eWQQI0hWJAFGpEs2b4Z99vP76l3aTcunehV399JxzzqnwrrY27Vx0czn8uu64446sDE6TbAaI7hP570Ejp9WtOKoeeuihYFuoi282xokQIEhXwQeISpXcc887QXg0a5Z6+QjtpMPF+jS6N9tH+qlQhV3NexEOEd0YXb58ud00bdkKEJ1R+QUIddQ9ZswYu0nkhHtnqfNCpg8KCBCkq+ADpHfvL4LwUKn2VEuV9OjRI6Y44EknnZSzI3g1t0U46E444YSM33zORoBotj2NRfBf9yOPPGI3iSRdMg2PE1HZk0wiQJCugg6Qr79eEkwFq/sfkyenVi9JtaDCpTN0kzzTR4GZplHvBx98cPCa1SMsk/cRshEg4bMnjTWJ1805itStOzxiPZMFGAkQpKtgA0Sz9l15Zf/g7KNjx4l2k4RUaiIcHppzIl/YA/B0+SNTZT8yHSCqxeUPvNS1/vJmBowijffxP0tV2c1UKXgCBOkq2ABp23Z0EB4335xaqRLd8whfttKgvnyjEiDhELniiisycmSf6QAJ17hS7yOULTzPhyoAZAIBgnQVZICMGBFbqmTRouRLlahXVfg+gsqe56tvvvkmZo6Of/3rX3aTlGUyQFSXyX9tutZf0aPq84k+S78UvOqBZWJmQwIE6Sq4AFmwYFUwN7iW999PvvujfdNS9zzy3dixY4Mdj3b6+v90ZCpAdDYUnvRIgzORmMru+9tLBTbTRYAgXQUVIJs2bS7Z6W8tVdK+/Yd2k4RuvfXW4AuqEdC5fsM8WZoRz39fKt6YzlzomQoQlV/xX5MGRKJ8Ktjp1wfTJVbVC0sHAYJ0FVSAvPDChCA8Ui1Volna/B2axnlk4hJBrtAI74suuih4f/fff7/dJGmZChC/KKMWTbeL5IQPBjRRVDoIEKSrYAJkwoTvg1Il6ro7a1bypUp0pqHurv4XM5cGCWbKggULzK677uq9Pw3Ycx3lnYkACYf1qaeeaq9GAupN588xo88xnfpnBAjSVRABsmzZOnPxxVtLlfTvP91ukpCqnvo7tHPPPddeXTCeeOKJ4H2qIKOLTASIytv7r0Ml7pGaDh06BNvv4YcftlcnjQBBuvI+QFSq5L77tpYqadp0hN0kIc3n4Zdk1xFdZde2yiadaYXLpLtMzpRugGjU+U477eQ9xkEHHZSRrsVRo5kp/bIvuqelS5QuCBCkK+8DZMiQr4LwUKmSFSvW2U0S0mRQ/g5VVXULnUqz+O/32muvtVeXK90A6dmzZ/D8zZo1s1cjSZrL3N+Oo0ePtlcnhQBBuvI+QP7974+98ND9j0mTFtirE1K33f3228/7Emk+j+LiYrtJwdFEWH6pE/XkSfU9pxsgmvLX3/FNnjzZXo0kDR48ONiON998s706KQQI0pX3AbJ8+Trz9NOfmDFj5tqryqXig/6XsGHDhvbqghUum55q4cJ0AkRVgxXU+n1NyAV3uhy59957e9tSl2BdLgUSIEhX3gdIOsJHw9mcSTDXqEKvX6rl6KOPtlcnlE6AvPvuu8H2btq0qb0aKdJgQn97upzNESBIV2QDRLWi/CJ+6sIbNeFxIVOmTLFXx5VOgIQnSRoyZIi9Ginq2rVrsD11VpkqAgTpqvQA8W+A++M3EtWtCrdNV8eOHYMvn7pFRo2qDfvv/9FHH7VXx5VOgGiSK/2udlxLlyY/Tgdl0/0r/zOsXbu2vbpcBAjSlVMBoqVNm1F2k0AmA6RevXrBl2/q1Kn26oKnMzD//V9wwQX26rjOOutCs912u5rf/nZ3e1VCunnvdz09/vjj7dVwVLVqVW+bapBoqt15CRCkK+cCRL2p5sxZZjfzZCpA9EXbd999vS+P/pvqF69Q+LMAasIi7eCT8de/3lOyzc4xBxxwnr0qIY189wOrEIpU5orwgVCqo9IJEKQr5wJES/PmZc+6lqkA0Sxv/pdOo6KjKlw8cuLE5Cbcql//JVOtWgtzzDGplbl/8803g+dq3769vRqONBLd367qpJAKAgTpyqkAqV5967+nT19sN81YgAwcODD40uXjZFGZ8sILLwTb4bXXXrNXl+mWW4Z6219niql4+umng+dSJV5khj43f7umOiEXAYJ05VSAtGhRFPy7ceO37KYZCxAdAftfuijXYtL82v52SHayKdcAady4cfBcmsYWmTFp0qRgu2pu+VQQIEhXTgWI7n34FXW1jB8/P27bdNx4443Bl27mzJn26siYM2dOsB2SnaDINUDCpTfogZU5GtPjb9err77aXp0QAYJ05VSASMuW7wX/f8MNg7xiifHaugqPgdAkPVGlG+f+djj//PPt1WVyDRD19PKfK9kb9iif/n797aq/61QQIEhXzgVIcfHymLOQoqI5cdu60hwU+uKoW2nU+dPd1qxZ015VJtcAqVWrlvc8ej5kll8eJtW5VQgQpCvnAkRatXo/+NmVV/Y3mzdvOQ0pq62L4447zvvi7LXXXvaqyPHrKWku+GS4Bog/1zzbPPO0TbVt9XedCgIkOzrdViXpJd9V+jsoKxTmzVsRcxYyePCWOTrKauviyCOP9L44qkobdYcccoi3LbRNkuEaIP421/Mhs/zqysl+hj4CJDvskEi05LtKfwfxQqF161HBzzXPx4YNm+K2TRVnIFv5R6+cgeQvzkBySyEFRHkq/R3GC4X581eaGjU6B+t69Zoat22q/HsgunYcddwDyX/cA8ktBEgFShQKbduODtade26PhG1TQS+sLSqrF5bmskBm0Asr9xAgFShRKCxYsMqccsrWs5BEbVMRHgeiGk1RxTiQ/Mc4kNxDgFSg8kKhXbsxpcIjXttkqXy7/6WL8rwUI0aMCLZDmzZt7NVlcg2Q8Ej0VOYfQWKqYeZvV0ai5wYCpAKVFwqaH6RmzdJnIekYNGhQ8KV7/PHH7dWRodpJ/nbQ9L7JcA2QZ555JniuAQMG2KvhqFevXsF2ff755+3VCREg2UGAVKBkQqFDh48yGiDh0uJXXXWVvToyVFbd3w7JTonqGiBvvfVW8Fzt2rWzV8NRq1atgu1aVFRkr06IAMmOcIAkWgpBpb+LZEJh8eLV3myFybRN1v777+99efbcc0+zefNme3UkHHHEEd420GREGzdutFeXyTVAVHPM39E1aNDAXg1Huu/hb9fvvvvOXp0QAZIddlDEWwpBYbwLB7pp7H/xVNE0ajT5kP/+U5kO1TVA1OPL7zKc7JgTlO+www7ztunvfve7lCdGI0Cyo9BCIpHCf4dxvPrqq8EOVJcBouall14K3n8q94FcA0TOPPNM7/m22WabkrPK0vO9IDWzZs0KPsPLLrvMXl0uAiQ7CJAI+Omnn4Ij4kMPPTRyl7FOP/30YOeTSlfmdAJEc474z8mkUunr2LFjsD3/85//2KvLRYBkBwGSR1RoccyYud59klTpBrr/BXzvvffs1QWruLjYOwvQ+65evbq9OqF0AmTUqFHB9k61yylKq1u3brA9v/jiC3t1uQiQ7CBA8sirr07xdmgaqa4uv6kI9wy69NJL7dUF68EHHwzet7rXpiKdANGo6R122MF7Xl27T/WaPbZas2aNd99D23K//fZz2pYESHYQIHmkU6dJQc+sm28eGpR+T8amTZvM73//e+9LpCNyDcoqdCtWrDC77bab95533nlns2TJErtJQukEiIRHpH/44Yf2aiQpPBe669kcAZIdBEgeWbt2ozdniB8iHTumFgLdunULvoguNyLzTXg++HvvvddeXa4mTd72tvNpp3W1VyVl4MCBwfPfdttt9mokSbXL/O346aef2quTQoBkBwGSZ77+ekkwTkRHxpMnL7SbxKXxD/5cFVrefvttu0nB+OGHH4KzD1VwTXXcgHzyyXxTv/7AkiPgqfaqpKxfv97sscce3mvQGBz9P1KjLtj+zv9Pf/qTvTppBEh2ECB5qHfvL4KzEM0fsnJl8jsm9QjyA0TX5levTv2GfD7QAD7/fd5999326grTqFGj4HV06dLFXo1y3HfffcH2e+qpp+zVSSNAsoMAyUO6h3jPPe8EIdKs2Ui7SUK6fOV/KV2vKeey999/P+h5pZuuuhdSWT7//PPgtfzxj3+MXBfqdOgscqeddvK2nW6ip1PZmABBugomQGTp0rXmoot6BSEyYMCXdpO4dFlgl112CUKkb9++dpO8pUF7Bx54YPDedN+nsl1yySXB66G4YvKaN28ebLeWLVvaq1NCgCBdBRUgMmHC9959EAXIqad2NbNnJ3+EFq5sqjCZNm2a3STv6Og+PIHW5ZdfbjepFB999FHwmo4//njOQpKwcOFCr+ec//epwbDpIECQroILEHnuuQnBWUjdugPM+vXJFQqUO+64I9ixHXzwwd6gu3wWfj8acZ/OJY9M80ubaHn55Zft1bDUq1cv2F4ay5MuAiRzlsydZNauil55noIMkI0bN5sGDQYHIaJy8MnSdKunnXZa8EVVD60FCxbYzfLCo48+GrwPDeD7+OOP7SaVSt1P/Z2YemSlOiYlSoYPHx58lrocuXLlSrtJygiQzJha9LR3w7xn8/3Mxg1r7NUFrSADRObPX1lyhNstCJEPPii2m8S1fPlyc8IJJwRfWA02VDnyfBIOj2233da88cYbdpOE/O2mRV2kE43yD7dNlcaC+K/z1ltvtVfDbBl17pfe15KpOmIESPrWrFhoXr1nVy9AOt+xvdmwZrndpKAVbIDI8OGzgh3bOed0Nz/8EH8naNNc00cddVTwpd17773N2LFj7WY5R/cS1IvMf91aVHk3VeFQ0NKmzSi7SSCdANF1/L322st7neqZNWzYMLtJ5DVs2DD4LDNZcocASd+objcGXXbHDbjfXl3wCjpA5F//GhXs3G69NbVSJ+oyefLJJwdfXlXvVe0ol7pDFUG9rcI3zHXm4RIeYgeIOibMmbPMbuZJJ0AkXFpfQf3999/bTSJL42T8baNBoHPnzrWbOCNA0rO4eIJ55fb/23L5qtm+ZsPayusaX1kKPkDWrPnF1KnTL9jBqXZWKnT54Iorrog5or/wwgtz7r6IxnmEu+rqnkeql63C7ADR0rx52WNr0g0Q+fvf/x68dt1cV52yqPvss8+C4pM6Oxs0aJDdJC0ESBpKDiKHPF4rOPv46kO32nD5ruADRGbMWGJq1uwcHElPmbLIbpKQLgtpLovtttsu2MlpEJcmYtJN98qksySNMPcH5mlRb6t0b5iHQ6F69a3/nj69dE+TTASIbgr7hS21VOZI+VygMjP+bINaHnjgAbtJ2ggQd7PGvxaExxuPnlCSJ9Hshh6JAJFevaYGO7lLLumdUqkTn+6BHH744cGXWot2ej169PCmbK1IGkneoUOHoLaVv2icRya66oZDoUWLouDfjRu/ZTfNSIDI5MmTg0m+tKjwYxTp/lu1atWC7aAzsmTnrE8FAeJm4/rV5rUHD94SILdvYxZ+M8ZuEhmRCRDdtrj77uHBju6BB961myRFR8rNmjXzihGGd9waM/L00097X/5s0jVwjQGwg2PffffN6AjzcCjo3oc/OFPL+PHz47ZNl0al+zs2nVV17drVblLQdGBw4oknBp+riiWmO2AwHgLEzcQhrYKzj6JOde3VkRKZABGVOrnwwq2lTgYOnGE3SZq69apHTHgnrkWXuXQju3v37mbRotQulcWjMisaaKcvuv18CjJd7lHX40yyQ6Fly/eC/7/hhkFeIMdrm64XXnghZntGpeCiLkdqhkj/vWsMkkafZwsBkrpVPxWbrnfu6IWH/vvzT5nr1JCPIhUgMm7cfOdSJ2XRjU7dAA7fHwkvKhao8Q3PP/+8eeedd0qeb7b9EDFmzZrlDRp77rnnzE033RTT/z+8qKCe5vNwKcmeDDsUiouXx5yFFBXNids2E1q1ahXzfgv9cpbmpQ9/1gcddJD59ttv7WYZRYCkrqjj1cHZx8ShD9urIydyASLPPjve29kdf/y/zSWXdDDr16d/I1xnCW3btjVHH310qZ19vOWAAw7w7qnov/a6eIuOUNWVONujtssKhVat3g9+pkm8/C7RZbXNBDtEdKZViL2zxowZE4yF0aL7ajqQyCbNBuk/nw5G5szZekCAsi2cOToID90D0b2QqItkgKjUyTXXvFJyxHez2Xff80zTpm3sJmmZMmWKNxL8ggsuCIrfuS677rqrqV27ttfjS0epFaWsUJg3b0XMWcjgwV/FbZspupzlHylr0Q3lQhknojB85JFHYs5ea9asmdX7aLqHds0115T6O1PnBVX3XbVqlf0rMLqHutnrbeUHyKwJve0mkRTJAJHi4kXmsMPONTvssOXof/DgwXaTjFDvGc213qdPH68r8LXXXmvOPvtsb/nDH/7gnYHov/7PtF5nMionP2nSpEo74o4XCq1bjwp+rom7NmzYFLdtpujGerh3lgYb5vuIdV16DBeT1PK3v/3NrF271m6aERrP1Lp1a7PjjjvGPKcGm4b/X2fD6oyRq4NlK8uMDzsF4THkiVO39MpBdANEXnutb/DFUTG/+fNjexdFWbxQUI2xGjW2jKnREu4ebbfNJHXxDY8TUQ8t3VvKVg+lbNEBhe5v7b777sF72X777b2ZBbO10+7du7c55JBDYoJC91h69uzpBZYOWPxJqvxFFRg++eQT+6EiSSPMezTbxwsPjTz/sdhtDvpCFOkAkeuvvz740px11lmRmJdCl/DUFbdduzHe/ObDhn1jN0kYCm3bjg7WnXtuj4RtM0mXV8Ij1v3g79ixY158bh988IE59thjY16/zj51ppkNOvMNV5bWopHturdkT9usg6frrrsupq0WfT+ifmD1yYCmwdnHqO432asjLfIBop1S+MhW16QLkS41ffjhPK8oogpLhnf69eqVru6aKBQWLFhlTjll61lIorbZoEss4ZvOWjQplS515WKQaPKs8JTJWnTpSEUvf/45+QKfyVL3cRVgDN870nL11VeXO7+NKhiEuxJr0X08fS/WrVtnNy94y3/42quyq/BQ1V1V38VWkQ8Q0bwUuoygL4tuaOZD1d1krFu30bz33hyv99QZZ7xaamevRSXvhwzZcjM8rLxQ0NmL/Vjx2maDRturFLy9k1S3aY0bqewSM7ocNXToUHPqqafGvD4tuvcxdepU+1fSpveszhYqsxN+PoXrqFGj7OZx6bWrwOX+++8f8zi6X9e/f3+7eUF757lLgrOPKSMet1dHHgHyqyeffDL4oqgGUaYH5lUUFY9UGXuNtD/ttK6ldvBadNlJl6HGjp3nnZmUpbxQ0Pwgfn2x8tqqfpaeb8yYzA+6UvjbN6O16NKWAkZdZCuS7tWoUoHuMdivSZer1DkiG4YMGeINPAw/nzobdOrUybkjhs7OVfXAP7jyF13qVU/DQvfdtOFBePR96EizaWPq5Y8KHQHyKx11qcqu/yXR6X6+UF2vN9+cae677x1v8id7p67lggt6mvbtP/TmjN+0qfzLPOWFgmimR/t5yqKR6/76Jk3ejlsWPh26TFRWZQAtOiDQ5SJNxJTp8TM60NDO+7777vPOfuzn1qJLQqqMnI3La9OnTzfnn39+zPOpOkHTpk0zdhCkwa92RWpdgmvUqFFWuxxXps2bfjH9Wx8VBEjxlOz00sx3BEiIrh3vt99+wZfklVdyt0SzyrIMGvSVt0OOdz9C3WyfeurjkqPihSnNgyLlhYIsXry6VGCVJTxHvRb14nriibFOBS3L8/nnn3u9s8K9nOxFN7JvuOEGrxilQkVH05pLJRHtKPXYav/YY495VQJ0ach+bH9Rrybd8FeZ/WzQJTyFol0B4eKLL87aeKH33nvPq80Vfj5tZ9WAq+hiotn2RdEzQXi8/cx59mr8igCxqNyIXxpdO4EZM9zrZWWadtj9+083t932VsyAvvDy17/28UbaT536g/3rlUqXy8LzsmjRzXy9n2TOiFK1fv16M3DgwJLnrBPMqZHsomv/ut5v3wMob9GRv3bg6h5r93LKFHUDVlkcXaILP7eq91bE2Bg9vwZ32s+vs6+KeP6K8POKH81zt+/uhUfnxtuZpQum2U3wKwKkDPfff3/wxfjzn/9cqb1P5s//0XTrNs40bDikVFj4i8qKvPTSxJIjz8xensk0dR9+7bWp5uyzu8W8/rp1B3iX1rJFn5+60Gogne6XhAclprPo3oC6yf7zn/807777btZCw1dUVJQzZwA6A7rrrrsq9Ayoojz7yO3mxrOrmJZ/q2JGv3anvRohBEgZ1JvlpJNOCr4U+qJUpG+++ca0a9fO1Kp1UclR8EUlR5cPlAqNv//9dfPKK5Ozcj8h25YtW+f14rLPou6/f6Q3UDHbdC9CO7m33nrLqyvWpEkT756XXw1AR9M6A9F//Z9dddVVXjvtrN98803z1VdfZWWOjrIkugeR6Xs6qYp3D0b3hDJ1D6Yi6TLlIXtva06qWsXUP2dPs3plfg1UrWgESBzaie+yyy7eF0KXtNQlM5u++OILr9RJ+Ahz2213MnvtVdNUrXqbOfHEF0yDBoNLzkamVMhOtiLMnPlTyU7wzZgQUc8u3TNRb7Koy6deUOpIEB5PpUW9wDTI07UXWGXQwYJe+29/U8V07/ycvRoWAiQBzenhfxk0cC3TRfw0UliXP+wvnr8ouC6++HrTufMws3BhYYRGWd59d4537yYcJJq3ZejQryNZcijROAwNlsxVmRqHUlnUQcJ/zTqQq6gzzHxGgJSjfv36wR+Vjk7S7YqpQYq6xxKe7zq86NLEOeecY1566aWsTiaUazQepXPnyeb002PHrqgLcK51CMgm/X3k+0hwTYzlOhK+smjbhqer1j0tlI8AKYemsA0P0NK9iVTo9F1HX+pyeeCBB5YKDC26RKFZDDWCurKvaVc29TR7+OEPSt3z0Wh6rStUqs4bPljRojNQ1aLK9JlvRYlXi+uhhx7KeoeDVOl77b/Gyy+/3F6NOAiQJEyYMCGYA129TsqrUqoeMSNHjvTGI2iucjsw/C+Sboz26NHDmwcbsXTWER6AqEUj69VxYP36wrm0EK8abo0aNcr9O8sXiaoB5wIFtH+/Uwdz2Z7Mq5AQIEnStV3/j1+nuvZOX6fA6p1z4403mj322KNUYGjRpYh69ep55Sxy7QgsF+n+h0bYX3TR1nnstVx2We+SgE48NXA+6NevX6lLmZqPQ/feslXavbJoPhJ1ErHnI9EEWuPHj7ebV6hwRe4HHnjAXo0ECJAk6d5HuLuigkBfCt3U1KUH/wjGXnRDUaOeBw0alLXJggqdemS98MKEUqPeb711qJkxY4HdPOepXpbmIQ//nURlRkBN/WzPiKhLdQ0aNDALFlT8Zzlu3Lhg4LCqUBT69s80AiQFuqkdviTlX9ayF/XYuvnmm83w4cMrvSpsIfn++5WmWbORQYD8+c9PmapVG5p7721nFi/O/ZpMKpdyyy23lLq5rNHyUZuTXHOy/+Uvf4nZDjoIa9++vVdFoCLoLE+XCv3n79q1q90E5SBAUqRyDXZgaFGXy9tvv92rF0T3v+z69NMF3hwmf/xjM2+g5Y47Hmx22203b1a/ih6RnQy9Jr02vcbw34xqcmWrVlY+0Fm9Oo7Y9wmPOOIIrwxNtun+o/+cGjicbg/LKCJAUqTZ2fw/Oh1J3nvvvV7J8EK7Zp3rVByyR493S85AzjTbbLO1nIZGj2uEea7Qa1EZ9/AOUmeo6qadTwPsskk9HZs3b15qwKS6s2dj3hTRRF5+r0hdwlI1Z6SOAEnRs88+G/yBP/HEE/ZqVLBly5abu+++u1RNJnWLVrmRyqIinOHpAbTokqde67Jl+Vd+piKo+kNZMzc2btzY/PRTZkuK6H6T/xyqmgw3BEiKwpMXqUYRcoN22BdccEGpHbbOECtyh63nuueee0rdH9Nry6XKzrlMXeCPPvromO2nno3//e9/M3J5+Ntvvw0qNKv7tMbgwA0BkgKNsNURkf7wTjjhBHs1coC6UtuXjFST6eWXX87qJSM9ti5L2XO167XoNSE1Cgqd7dtd4o866igzYsQIu3lKrrzyyuDx2rRpY69GCgiQFKgwnP+Hp9ISyE3q+aYpiu2aTMcdd5xX1j3T9Jh67PBz6bn1GuiFlx5dulIVZPsSpWafnDlzpt28XPqs/Mc49NBDva74cEeApCB8ieTLL7+0VyPH6IxR3antbrM6AtVljHSp6234aFaLnktddcub4RCpUbVq3VQPb2vddNf88/ag3nh0lqj5ffzfz9b89FFCgCRJE+j417V1fRb5Y9KkSeb000+P2flo4J4qIas3Tqr0O/pde2IqPYcGCSJ71L23atWqMdtd3YA7d+5cbjdcXWIMf1ZIHwGSJJXX9v/4WrVqZa9GHujTp4932SK881FXTo0HSKYbttqozIhdFFOPydFsxdFAQw04tKs/nHjiid4AxbKoc4PuhamdzhIJ+swgQJKka67+H2quTeaD5KmcjG6c2sULTznlFK+sRTxaFx61rEWPoceiRE3lUGUI1Z7zS5H4i0qlzJ07N6ateuP563WJEZlBgCRBA538yxUq7Y78p66b1157bcyORzsi1S0Ll0/Xv/Uzeyel36X7Z25QtWwVZQx/Pira2Lp1a+8mubpP+5ef1blB98aQGQRIElSO2v/DbNGihb0aeUwjkFXGIrzz0aURVY7VogrK4XVqq0mfkHtUHl5l4sOf18EHHxxz41w945A5BEgSwj1tKrv0NDJPN19VSE/VWMM7n/CidWpT3o1aVC5Nk6B7lP5AwfCiOUnoVp1ZBEg59AfpXy/XH2AyN1uRn3SpUmeY4TEH+rd+pnXIH5o61+5ircuQmmp30aJFdnM4IkDK8frrrwd/gLoRh8I3bdo0716XFv0b+enf//53qbMQLbvuuqs3QRxnI+kjQMqhQmv+H168LoIAcosGcvrl83UDXb3l/G68/qIDhCFDhti/ihQQIAlomlodreiPTfN9cP0byA+33nprEBQqbinLly83TZs2LVXo8rzzzjPTp0+3HgHJIEASGDp0aPBHpno8AHLfZ599FpSvUXFLuxrz119/bWrXrh0TIrrXdeedd3oVJ5A8AiQBDVLy/8A00yCA3Beeb/7FF1+0Vwc05XS1atVigmTPPfc0zz//fEbKxkcBARKHpiH1S0nrKIY/KCD39evXLwgDVUgur4S/vufPPPOM2X333WOC5JhjjjFFRUV2c1gIkDg054D/x6SKrgBym0rKHHbYYcH3NpX55pcsWWJuu+22YL4ff7n88svNrFmz7Ob4FQESR6NGjYI/omHDhtmrAeSYtm3bBt/ZOnXq2KuT8vnnn5uzzjorJkRUNp6xQGUjQMqwadNm8/vfn2t23vkIs88+h9FfHMhxqkvml51R3TrN1ZKOAQMGmMMPPzwmSFSNQFW56Y25FQFShvHjZ5kjjrjFHHzwVeaOOx6zVwPIMeHCmP/4xz/s1U7Ujf/RRx8tVQ+tevXq1EP7FQFShieeGGv+8pcXzbHHtjdFRYxEBnKZduZ+teQDDjjArFq1ym6SFlVkvv7660tVZK5fv37kKzITIBaVurr44l7mpJM6mTPOeNWsX0/vKyBX6XKSzgj8nbom/MqWTz75JO6cMOvWRXNOGALEMnXqD154aHnwQbrxAbksPFPoySefnPVip/6slDrT8Z93599WMZedcagZ9170ZqUkQCzPPDMuCJCRI2fbqwHkCF2qUokh7cR1eUlnCBXl559/Ni1btvRu2B+5X0mAnFTFtLi8ihn61BlmybzoTJdLgFj++tc+XnjUqtXFrFnzi70aQI5Q11r/LOC6666zV1eI4uI5puVddcyt51UxTzeoYjrdVsW8cvv/mTE9bjFrVy22mxccAiTkyy9/DM4+7r9/pL0aQI6YPXt2MM20eknNnz/fblKh5nzxvnm97XFegPhLt3t3M1NHPmU2byrcA1ECJOT55ycEATJs2Df2agA54oorrgjOPtTVNhf8b/Mm8+Xol0yPpnvFBEm/Vn8w86a+ZTcvCARISJ06/bzwqFmzs1m1isGDQC5SjSo/PDTYT+M1csn6NcvMx/3uMZ2b/CYmSIb990KzfOEMu3leI0B+NWvW0uDs4+67h9urAeQAFTU99thjgwDRiPFcpbBQaIRDRKGicFHIFAIC5FedOk0KAmTw4K/s1QBygEqt++GhmlX5QJevdBkrHCS6zKXLXbrslc8IkF/Vq/e6Fx41anQ2y5fn1ikxAGNWLF9qDj5gTy88VDV3ypQpdpOctXnjBu+Gum6sh4NEN94XfJV81eBcQ4CUmDt3eXD20bhxYd7sAvJd56fuMjX/UMUcuncV06TxbfbqvKCuveriq66+4SAZ+XIds3JJegUgKwMBUqJr18+CABkw4Et7NYBKtnTBdPOva7bzxlvUPXM3s2zpj3aTvKLBhhp0GA6RLnf81kwY3NL8sv5nu3nOIkBKXHfdQC88Tj75FbNkyRp7NYBK9vZ/zvd2sv+9qYr5cMjT9uq8NfvTvqb3Pw6NCZJeDxxgZn7SfUthvjjC7ctbsim7j54HFixYZapX33L2ccstQ+3VACpZ8edDgp1h/4erFdzAvI2/rDWT3mpjut61U8yOf3CHGmbxnHF2c48dEomWbMruo+eBXr2mBpevevf+wl4NoBLp5nPfh44MdobzphXu7KA/L/vOvN+lfszO/5XG25ofZn9sN62wgChP5T57DmjYcIgXHjoLWbQof649AlHw+Ygngh3l8Odq26sL0qLZY83A9icF77t4ymC7CQGSCxYvXh1cvrrhhkH2agCVaM3KRebVe3b1dpIagLd8UXTGZ/3vf5vNnIn9t9wLKQMBkgP69ZsWXL7q3j1/+pQDUTC6e8NgJ/lJ//vs1ZFGgOSARo3eDALku+9W2qsBVJIf504Mxkr0aLaP2bBmud0k0giQSrZ06Vqv267C49pr37BXA6gs//ufGfrEacEOcsaYjnaLyCNAKtnAgTOCs49XXonODGJArpv1aZ9g5/jGI8fnfb2obAgHSKIl27L/DDlKFXf9AJkzpzAqYwL5buOGNab3g4cEO8AFM0fZTWAIkErXpMnbXL4CcszEN1sHO793O15lr8avKjIkEqncZ69EP/64xvTtO80biQ6g8v28dJ7peueO3k6xy507mFU/FdtN8CsCBABC3nvlmmCn+OmQh+zVCCFAAOBXi7750HS6fRtvh/hai4PMxvWr7SYIIUAAwGwZdT3w0RODHeI343raTWAhQACgxFcfdQ52hoMfr5mwjDm2IEAARN6GdStNz2b7ejtCjTxfXDzBboIyRCJA/HEWWsqTStt4wo9Rq1aXhNV1M/F8ANIz7vVmwY5w1KsN7NWIgwCxpNI2nvBjaGnTZpTdJJCJ5wPgbsXib0znO7b3doKv3r2LWbN8gd0EcRAgllTaxmMHiGpdxRtlnonnA+Bu/MAWwU5wyvAO9mrkgYIOEC3Nm4+0m3ky8XwA3M2fPsIbMDj4sVPMpo3r7dXIAwUbIP5EUVqmT19sN83I8wFAlBVsgLRoURT8u3Hjt+ymGXk+AIiygg0Q3fvw5/vQMn78/LhtAQCpK9gAkZYt3wv+X3Oeh8cn2W0BpCfcM6i8BYUhq59keCedyuLKfozi4uUxZyFFRXPitgWQHjskEi0oDFn9JO1gSHZxVdZjtGr1fvCzK6/sbzZv3nIaUlZbAO4IiOjJ6iedyk46lbbxlPUY8+atiDkLGTz4q7htAbgjQKInq590KjvpVNrGE+8xWrceFfy8du3XzIYNm+K2BeCGAImerH7Sqeyky2qrnlQvvzzR3HjjYHPuuT28+lZ16vQz//nPOLNixbrQb29R1mPI/PkrTY0anYN1vXpNjdsWgBsCJHqy+kmnspMuq234Z/ZyySW9zQ8/xBZLLOsxfG3bjg7WKYwStQWQOgIkerL6Saeyky6rbd26A0yXLpO9keTLl68zP/+8wbz//rfmoot6ee3UTTesrMfwae7zU07ZehaSqC2A1BEg0ZPVTzqVnXQqbTUoUO3OPrtbzM/Le4x27caUCo94bQGkJhwgiRYUjqx+mqnspFNpu3btRq+d7omElfcYmh+kZs3SZyEA0mcHRbwFhSOrn2YqO+lU2k6d+oPXrmHDITE/T+YxOnT4iAABsoCQiJ6sftKp7KSTbauBgLfcMtRr9847s2LWJfMYixev9s5ckmkLIHkESPTk3Sf95JMfezv9Jk3etlcBqEQESPTk1SfdseNELzz++tc+Ztmy0uNAAFQeAiR68uaT7tRpkhce6nkVb5paAJWHAImevPik/fA49dSuZsqURfZqADmAAImenP+k/ctW6n77ySexk0IByB0ESPTk9Cfth4dGkI8ZM9deDSCHECDRk9OfdLirbbxFJU4AVD4CJHpy+pO2w6KshQABgMqR0wECAMhdBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcPL/wE6F1GYZHI0AAAAASUVORK5CYII=)
| Product Number | 3H30-7-12 |
| CAS | 338773-34-5 |
| MDL Number | MFCD00974657 |
| Molecular Formula | C7H4ClF3N4 |
| Molecular Weight | 236.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 273-275 ℃
TSCA: Not listed on TSCA inventory