![1-[6-Fluoro-2-(trifluoromethyl)quinol-4-yl] piperazine](data:image/png;base64,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)
| Product Number | 3H32-3-61 |
| Purity | 97 % |
| CAS | 541539-66-6 |
| MDL Number | MFCD03094523 |
| Molecular Formula | C14H13F4N3 |
| Molecular Weight | 299.273 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-3-61
CAS: 541539-66-6
Molecule Weight: 299.273
Formula: C14H13F4N3
![1-[6,8-Difluoro-2-(trifluoromethyl)quinol-4-yl]piperazine](data:image/png;base64,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)
PN: 3H32-3-00
CAS: 1000339-47-8
Molecule Weight: 317.263
Formula: C14H12F5N3
![1-[6-Fluoro-2-(trifluoromethyl)quinolin-4-yl]homopiperazine](data:image/png;base64,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)
PN: 3H31-3-44
CAS: 541539-67-7
Molecule Weight: 313.3
Formula: C15H15F4N3
![1-[8-Fluoro-2-(trifluoromethyl)quinol-4-yl] piperazine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABqDAAAagwGw8F58AAACf3pUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrjcE2p0QhVdQq0kptL7attHcrB5wUKeAKyOntdwwkDZCCQjL2+P8cm5mx5w+ndAcHlReJzkLCqE1AZZGOk2wbko/31SQgD4t5hCIUZkVIPsvya2ZZx+ORRp8qlSed0UinpB6fnYqkpTkKqvOtxW2bWX9fnt8qZpJkRSmzSCFVJLOicj7rSJbVKn74CyuV+SHJrFpupfmhnu0ft81j01MRk++9POLYElHYJDsFG52nsoQDtyk+9i/YqkzlslQxrM/oFtTBvS/mL0862qcqK7FpZkgiuXsr832EjlTvVLTHybDx+ykkKUNAljpd5rk8g2kZt2QgOUgB0gHpgvRA+iADkFOQzMYvjjMUMFQwlDDUMBQxVDGUMdRx1HGGsdgps5j385cKyQoeO5/X6ndVfV6/PfhaeUg49TzfgcYwKoTwL6Zx4p5tXJKLTscHD52BczGNs5EEaDiDKTrdAHzKBfYC6vto2sqBOQmccV0Th3qYDzAR1A6M5VQwY22cDi2Gx/65e1V36Utf0MA11qEOw51OGPUdT+DGXQfdjboRNStpevUYxtS6BnUxX+ssvmlCEodkjZExkj9qU/Am4AR0Hqsca8hMYKS3AG8DJj2uwPIeINqASaZhwGkDJvWGAbcNmEQdBrw2YNJ6GPDbgCmCYSBoA6ZkhoFpG6gKbJgw463QVQU5wrBe9EYR3ntZo4job2Ykq1gn6PWpMsK4dxhnhPHuMO4I048+80aQTvzrQ3GE6aRAfYiOFGM3B6pDd4Tplnx1SI8w3apvDvVBRvTfwX3GujmZrMvVhM3etWXd3GkW3uSL/6+ERrd1DltdAABDr0lEQVR4Xu3dB5gURd7HccwJE+id4plAMQcUFVAOA4oJQcXzVMxiwAgiviioKGDAfCqZlRwUJUsQEQRFERFBECUjUXJmAevl3zpNd23qqamenen+fp6nn/OY2p2Zru3+zVQsoQAAMFBC/wcAAIIgQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAQS+ee2849ipJMWSBOCBDEUjKhkExZIE4IEMRSMqGQTFkgTggQxFIyoZBMWSBOCBDEUjKhkExZIE4IEMRSMqGQTFkgTggQxFIyoZBMWSBOCBDEUjKhkExZIE4IEMSSNxSSOQDsQoAglvRgCHoA2IUAQSwlEwrJlAXihABBLCUTCsmUBeKEAEEsJRMKyZQF4oQAQSwlEwrJlAXihABBLCUTCsmUBeKEAEEsJRMKyZQF4oQAQSwlEwrJlAXihABBLCUTCsmUBeKEAEEsJRMKyZQF4oQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBLHlnd9RuXJHtWTJer2Ii7kgQF4ECGLLGwpyvPDCaL2IiwAB8iJAEFt6gJx3Xns1e/YqvZiDAAHyIkAQW3qAyNGo0XC9mIMAAfIiQBBb3lCoWHHXf0+btkwvSoAA+SBAEFveUGjceKT73w8+OEgvSoAA+SBAEFveUJC+D+kDSfz/CRMWFlgWwF8IEMSWHgpNmnzu/v/bb/9E/flnwWUBECCIMT0U5s5d7fsWMnLk7ALLAiBAEGP5hULTpqPcf7vhhj5qx46/vobkVxaIOwIEsZVfKMyfv8b3LeTTT2cUWBaIOwIEsVVQKDz33Gj336+6qrvaunV7gWWBOCNAEFsFhcLChWvV+ed3cB/r1m1KgWWBOCNAEFuFhULz5l+6j116aZdCywJxRYAgtgoLhUWL1qkLLtj1LaSwskBcESCIraJCoUWLMXnCo6CyQBwRIIisxYvXqxdfHKOaNftCbdyYqz9cZCjI/iCVKuX9FqJbtWqzsxTKq6+OUytXbtIfBiKLAEHkbN68TbVtO1FVqdLJvekPGjRTL1ZoKCS0avVVkQHSteuuTvZ//ztHffjhZJWbu0MvBkQOAYJIGTr0N2forfeGf/XVPZxvI7rCQiFh2bINzm6FhZWdNWulql7d39Feu3YvNWbMPL0oECkECCLh55+Xq7vv7u+7icuN//33v1ObNm3Ti1u3du0W9frr4/N0vD/00OACN6kCsh0Bgqy2YsVGZyta7+xxOaRPQkZSpZusp/XII0N8r0XmlEj/iIQMECUECLKS9DHk5ExWVat29t2sb7nlY/X994v04mk3dux8df31vX2v7ZJLPlR9+kxT27fTP4JoIECQdUaPnqtq1erluzlfdlkX1a/fdHfxw0ywbdsOp4O9WrUc32u96aa+6ttvf9eLA1mHAEHWkM5q6VPw3oylz+GNN75W69Zt1YtnDBna+9JLY/I0szVsONxZNgXIVgQIMp70Hbzyyle+9ankePTRoWrevNV68Yz1yy9/qPvuG+B7DzLP5N13v813ngqQ6QgQZCzpK+jde6rTd+C96Urfwrhx8/XiWWP48Fnq2mt7+N7TFVd0UwMG/OLbBRHIdAQIMpL0EUhfgfcme/HFOap79ylO30K227Jlm2rffpK68MJdkx3lkK10p0xZqhcHMhIBgoyyYMFa1aDBMN9NVfoOZF0qWTIkamSi4rPP7toFMXHIzojyGJDJCBBkhHXrNqiXX+6rKlZ8y3cjrVdvoJo5c4VePHLkW4d8+/C+d/l2It9S5NsKkIkIEBSrHTt2qE6dOqnjjqugjjjiSlW+/JPOzbNmzZ5qxIjZevFIk/4P6QeR/hBvkEh/yWefTdOLA8WOAEGxGTdu3M4b5LmqRIkSarfd9lSHHHKWOvnku1Xbtl8528jGlYzIkpFZiZWAK1R4V5Ut+8DOIHlYTZ48RS8OFBsCBGm3YMECdcsttzjB4T3uuqu+WrRouV48tmSOiMwVOeWUZ1SZMrVUyZInqN13313dd999atmyZXpxIO0IEKTNpk2b1AsvvKD2339/X3Ccd9556uuvv9aL42/jxv2sqlT5r9pzzwPcc3bwwQer1q1bq9xc5o+g+BAgSItevXqpY445xhccRx55pMrJyVF/MvmhSNu2bVPvvfeeKlWqlO8cli9fXg0ePFgvDqQFAYJQTZo0SV100UW+m94+++yjmjRpotatS/9qudlu5cqV6pFHHtn5bWRP3zmtUaOGmjFjhl4cCBUBglBIG/29997rtNl7b3S1a9dWs2fHa3RVGKZNm6aqV6/uO7d77bWXevzxx9WqVew/gvQgQGDV1q1b1WuvvaYOOugg383t9NNPV6NGjdKLI0X9+/dXJ5xwgu9cH3bYYapNmzZq+/b4jmRDehAgsGbgwIHqxBNP9N3MSpcurd5//31uZiGS0H7llVfyhPaZZ56pvvjiC704YA0BgpRNnz5dXX755b6bl7TRP/roozSnpNHSpUvV3XffnafZ8IYbblBz5szRiwMpI0BgTMJBQkLv0JUwkVBB8Zg4caK68MILfXUiAxeeeeYZtX79er04YIwAQdKkOUqapaR5ynuTkuYracZCZujRo4c6+uijfXVUpkwZ1aVLF4ZOwwoCBEmRjnDpEPfelKTtXTrOpS0emWXjxo3queeeU/vtt5+vzi644AL1zTff6MWBpBAgCKxKlSq+m5C0td9zzz1O2zsy2/z589XNN9/sqz85atWqpRcFAiNAEJjMM0jceGRy4Pfff68XQYYbO3asOuecc9x6LFmypF4ECIwAQWCJPo8jjjhCfwhZRJbQT6xHJnNIAFMECAKTDlhuOtFwyCGHOHUpc0UAUwQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCI0CigwCBDQQIAiNAooMAgQ0ECAIjQKKDAIENBAgCO+yww5ybjgQJstsBBxzg1OWJJ56oPwQERoAgsL322su56chx9dVXq5kzZ+pFkOEmT56sqlWr5tZjyZIl9SJAYAQIApPmjsSNRw4JlIYNG6o1a9boRZFhli9frurVq6f22GMPXx1eeumlelEgMAIESenZs6cqW7as7yZ0+OGHq/bt26sdO3boxVHMcnNz1RtvvOH2eSSOU089VQ0aNEgvDiSFAEHStmzZolq2bKkOPPBA303p7LPPVl9++aVeHMVkyJAhqnz58r46KlWqlHr33XfVtm3b9OJA0ggQGFu8eLG688471W677ea7Sd10001q7ty5enGkyS+//KKuvPJKX53sueeeqn79+mrlypV6ccAYAYKUffvtt6py5cq+G9a+++6rmjVrpjZs2KAXR0hWr16tnnjiCd9gBzkuu+wyNXXqVL04kDICBNZ069ZNHXXUUb6bl/x/+XeEZ/v27apt27buMOvEUa5cOfXpp5/qxQFrCBBYJd84mjZt6nwD8d7M5BuKfFOBXaNHj1ZnnXWW71xL39TLL7+stm7dqhcHrCJAEArpA6lTp47vxiZ9JdJnIn0nSE1+53f33XdXd911l1qyZIleHAgFAYJQyais/D4ht2rVik/IBgr6hlelShX13Xff6cWBUBEgCJ200bdr186ZL+K96cl8kk8++UQvjgJ07do1Tx/Tv/71L9W9e3e9KJAWBAjSRkYJNWjQIM8oIZkN/fPPv+jF8bdJk2aoatWu852z/fbbzxnltnHjRr04kDYECNJO5ilcddVV7s1wzz0PVP/854WqadNuas2azXrx2Fq+fKN69tkh6vjj71KHHlpR7bHH/s75+s9//qPmzZunFwfSjgBBsRk6dKg66aST1IEHlldHHVVbnXJKU3XJJR+qXr2mqu3b47ssytat21WnTj+oqlU7q3PPbadOPvn/VJkyNVWVKteqMWPG6MWBYkOAoFjJWk1t2vRRFSo8ufN4z7lhylGnTh81YcJCvXjkjRo1R9Ws2dM9D3Jcckl71bv3V6w1hoxDgCAjrFq1UbVsOVadd157382zQYNhav786K/2++uvK9UDDwzyvfdKlTqot976Rq1fz2g1ZCYCBBll5swVql69gXlupO+8M0Ft2BC9G6n0+bRq9VWe4Hzssc9iEZzIbgQIMtLIkbPzNOVcfnlX1b//DLVjx5968awjfTw9e051+ny87/HGG/uo8eMX6MWBjESAIGNJZ3LHjpPURRd18t1kb7utn5o8OXtnW3/99UInKLzvSYKkR4+f1LZt9HMgexAgyHjLlm1QzZp9oSpW3HXDlaNJk8/VkiXr9eIZS5qkHn/8M997kKYr6ftZvZrhy8g+BAiyxpQpS9Udd3zquwFXqdJJtWv3vdq8OXM3SJJOcOkMl74c72u///5BTuc5kK0IEGSVP/9UatCgmapGjW6+m/HVV/dQw4b9phcvVtJX8+mnM5y+G+9rlb4dGa4LZDsCBFlp48Zc9f7736nKlTv6bs733DNATZ/+h1487X74YYm69dZ+vtcmEwNlgqD07QBRQIAgq/3++1rVqNFw341a+hWaN/9SrVy5SS8eusWL1zt9M97XI303zz032lmaBIgSAgSRMHHiInXzzR/5btz//neO6tLlR5Wbm//IJm9Z+SZTWIe8t2x+pA+mbduJTp+Mt+ydd36qpk5dphcHIoEAQWRIn8NHH/2sLr20i+8mfsMNffL99O8tI8cLL4zWi7gKCxAZXXXNNT18Za68spsaPHim02cDRBUBgshZu3aLat16vLrggl2jngYOnKkXyxMg0vQ1e/YqvZijsADp2nWK+5h8k5G+GemjAaKOAEFkzZmzWj399Ej11FMjnFDR6QEih/Sn5KewAJF5KrJml8xVWbRonf4wEFkECGLLGwreSYrTpuXtsygsQIC4IkAQW95QaNx4pPvfDz44SC9KgAD5IEAQW95QkL4P74q4+l4kBAiQFwGC2NJDwTt/4/bbP/GNoNLLAiBAEGN6KMydu9r3LUSWlC+oLAACBDGWXyg0bTrK/TeZP5LYeyS/skDcESCIrfxCQSYFer+FyGKIBZUF4o4AQWwVFAqyblXi36+6qruz+GFBZYE4I0AQWwWFwsKFa9X55++axd6t266Z5npZIM4IEMRWYaEgq/kmHtPX1gLwFwIEsVVYKMiSJN61tAorC8QVAYLYKioUWrQYkyc8CioLxBEBgtgqKhRkfxB9H/OCygJxRIAgtoKEQqtWXxEgQAEIEMRWkFCQpdr1fdcB/IUAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBPDIzd2h3n//O9Wx4yR3MykA+SNAAI+hQ39zJwx+/fVC/WEAHgQI4NG3789ugIwYsWtPdAB5ESCABwECBEeAAB4ECBAcAQJ4ECBAcAQI4EGAAMERIIAHAQIER4AAHgQIEBwBAngQIEBwBAjgQYAAwREggAcBAgRHgAAeBAgQHAECeBAgQHAECOBBgADBESCABwECBEeAAB4ECBAcAQJ4ECBAcAQI4EGAAMERIIAHAQIER4AAHgQIEBwBAngQIEBwBAjgQYAAwREggAcBAgRHgAAevXpNVKed9qJzDBv2s/4wAA8CBPD48MMhqkyZms4xcOBX+sMAPAgQwKNt2xy1775HOsfHHw/QHwbgQYAAHu+//74qUaKEc/Tp00d/GIAHAQJ4ECBAcAQI4EGAAMERIIAHAQIER4AAHgQIEBwBAngQIEBwBAjgQYAAwREggAcBAgRHgAAeBAgQHAECeBAgQHAECOBBgADBESCABwECBEeAAB4ECBAcAQJ4ECBAcAQI4EGAAMERIIAHAQIER4AAHgQIEBwBAngQIEBwBAjgQYAAwREggAcBAgRHgAAeBAgQHAFiyapVq5wD2Y0AAYIjQFKUm5urmjRponbbbTfneOaZZ5x/Q/bZsmWLuuSSS9wAufnmm9W2bdv0YgD+RoCkYPDgwap8+fLuDSdxyL/JY8ge/fr1U2XLls1Tl6eeeqoaMWKEXhyAIkCMzJgxQ9WoUcN3o9l9992dw/tvUkbKInP99NNPvm8dciS+TXr/rWbNmuq3337TfxyINQIkCdLH8fjjj6u99trLd3OpXr26mjZtmnNcdtllvsekrPzM6tWr9V+HYrRixQr10EMPqT333NNXX1dffbWaOXOmmjx5sqpWrZrvsb333ls1btxYrV27Vv91QCwRIAFs375dtWnTRh122GG+G8oJJ5yg+vfvrxd3/q1cuXK+svKz8jvkd6H4SJ/GO++8ow499FBf/Zx00knqs88+04urvn37quOOO85X9p///Kfq1KmT2rFjh14ciBUCpAhffPGFOuOMM3w3kIMOOki98sorauvWrXpxlzwmZaSs92fPPPNM53ci/YYPH65OOeUUX30ccsgh6q233ip04MPmzZvViy++qA444ADfz5577rnqq6++0osDsUGAFGDOnDnqhhtu8N0wpI/j7rvvVkuXLtWLF2jJkiXOz+j9IzfeeKPzHAjfr7/+qq699lrf+d9jjz3U/fffr/744w+9eIF+//13VbduXd/vkeOWW25RCxYs0IsDkUeAaNavX+8Mxd1nn318N4kLL7xQTZw4US8emPxslSpVfL9TnuPZZ591nhP2SV9Fo0aNnL4L73m/+OKL1Y8//qgXD+zrr79W5513nu937r///uqFF15QmzZt0osDkUWA/O3PP/9UXbp0UWXKlPHdGI4++mjVo0cPvbgx+V3yO73PIc8pzy2vAamTvomOHTuqf/zjH77zfPzxx6uPPvpIL25E6urDDz9URx55pO85jjnmGNWzZ0+9OBBJBMhO33zzjbrgggt8N4L99ttPPf/882rjxo168ZTJ73zuueec5/A+p7wGeS0wN3bsWHXOOef4zmvJkiXVSy+95EwUtG3dunXORFL9G+tFF12kvv/+e704ECmxDhBp07799tvzjPmXGcjz58/Xi1s3b94857m8zy2vRV7TokWL9OIohNRXQedS6jlss2fPVtdff73v+aXf65577kmqzwzIJrEMEPkkKp9I5ZOp94KXT67yCTbd5DkrVKjgey3y2lq0aBHKp+YokW9z8k0xU77NjRo1Sp1++um+1yIj8V577bVCR+0B2Sh2ASJt4NIW7r3Apa1c2syLc1y/PHeHDh3ybbf/+OOP9eJQmdufJHN9ZFHG0qVL+17biSeeqAYOHKgXB7JWbAJERt3I6BvvBS2jc2SUzpo1a/TixUZeS0Ejh6ZMmaIXjyUZ0Saj4rznR/ogZPRcJo1ok5ULHn300Tyz3S+//HI1ffp0vTiQdSIfIDLOX8b7y7h/70Us8wJkfkCmktd2zTXX+F6zvIcHHnggqbkLUSJ9CfnNqZH5Opk8p0bCQkLD+5olVCRc2AIA2SyyASIzi2WGscw09l64MhNZZiRni2HDhqmTTz7Z9x6CzJ6OkoJm9csKAdk0q1+ar6QZy/sepJlLmrtY4gbZKJIBImsaydpG3gtV1j6SNZCycX8Hec1vv/12nvWbJFjyW78pSmRdMVlzzPu+s3ldMQlD6VDXw1A63qUDHsgmkQoQWUVVVlP1XpjSVCCrrsrqq9lO3sODDz6YpzkusYJslMjKxrLKsfd9JlY2jkKzz7Jly9S9996bpzmudu3azpBgIBtEIkCk47lhw4Z5llmXfR5kv4eoyW8PC3nvcg4yaUCAiZUrV6pHHnkkT8dzVPdWmTRpkjPp0PteZUCATE6USYpAJsvqAJGhr+3bt1eHH3647wKUneVkh7moy28XPTkXck6Kc0iyCWmme++991SpUqV87ycuuzv26tXLWQbF+95lmZScnJxiHZIMFCZrA+TLL79UZ599tu+Ck8l3LVu2jNXkO3mv8p71SZFybsaMGaMXz0iff/65Ou2003yv/+CDD1atW7eOzUABIQsxyoKMsjCj91zIwo2ygCOQabIuQObOnatuuukm3wUmS1bceeedavHixXrx2JClT+644448y7L85z//cZZMyUSzZs1StWrV8r1e6RO47777nD6CuJKl4WWJeO95kUOWkl+4cKFeHCg2WRMgGzZsUM2aNVP77ruv76KqVKmS+vbbb/Xi1slFLUNqZSTXww8/rP773/86k/vkkGYW2bVO/jfxb/K4lJPyMlIqXTfxCRMmOOfEe47knMm5k3OYCaRt/+mnn84zWbJq1arqhx9+0Itbly11KZtVyaZV3nMkm1rJ5layyRVQ3LIiQLp166b+9a9/+S6ko446SnXt2lUvao3MXH/99dfVVVddlad5yPSQi/+KK65w5jR89913obZty7mRc+R9fjmH3bt314umjbzfzp07qyOOOML3uo499ljVu3dvvbg12VyX0pcl2+fKNrre55eQ69Onj14cSKuMDhC5MCtXruy7cOTTdNOmTUP5NC2L78kwWX3v86IO6biWC1rvzC/qkHZ+aXqT8f9h3IDkHMm50r+1yTmVc5tO48ePVxUrVvS9Dmnrb968eSibMEWtLmVzrMaNG+f51latWjU1efJkvTiQFhkZINKXcdddd+Vpz69Tp47TB2KTLAvy8ssv55nt7T3khiLPLWstyWZBss9DUVuYyuNSTkbXyE1c+m3KlSuX53cnDlkUUH5/GEtyyDmT1+99PulrkHMsW+6GSdrsb7vttjzvV/7Ndnt+HOryt99+U9ddd53v+WReUL169dTy5cv14kCoMipAZJZuq1at1IEHHui7QM466yxn1JVN0kn71FNPOU0R+g1APk3K3hLt2rVzOnptkvZzacaRDtH8PuXKfA75JPvLL7/oP5qy0aNHO+fS+3xyruWma3upcflWId8u9BFF8i1Evo3YFMe6HDFihDr11FN9zydL3LzxxhuxGrmG4pUxAfLJJ5/kmdMgzQ9y4dtcskJmMcuEO/3GJp/IpU1bPpWmq4NSLvQBAwaoG2+8Mc+OdvJ6ZASV7Rnmci7lnOpNO/KJ+tNPP9WLG5H+DOnX8P5+6feQm63N5p2416XMnXn33XfznTszZMgQvThgXbEHyNSpU9Wll17quwDkk1uDBg3U6tWr9eIpkf0j9M5I+dT65JNPpmXXusLIDOxXX301z+uTNm9pNrHdTyDnVs6xPntf6kLqxISMoJKRVPrrlxFXtmdVU5e7yPPVr18/z+z9K6+8MpRvP0BCsQWIrOska1Tpf/QyUsb2H700XejLactoHLmxZVq7sXxiluGi+qgz2VgqjBnZcq7lRuN9LqkTuSEFXT9MmpBk7oa+rpPM8bDdbERdFkyC/7LLLvM9l3xAeOKJJ6x/GANE2gMk8bVbX1lWVs8dOnSoXjxl0pyi96nceuutGb9PtfRJyHh/fatW2Q8kjGYZafLQVzCWphGpq4JWMJZmG5ktLv0M3p+TWeUyu9w26jIYaYrUO/mlybJt27ZWm4OBtAaIdPzJfhzeP2zp+HvzzTetd/zJ75MNe7zPJReVvIZsIiuz6isMyzIlYWyGJedMOmH1PVSks1Y/b4MGDXLa2r3lJHBkPauCAscUdZk8CS0ZHKEHrgyikMEUgA1pCRC5QGrWrOn7Q04MPQxjdz1pUtHnj8iuhGF82ksXafP33gzkv8NaMFKagqRu9GXjpQ5lMy5ZGdf779LkJSvoSlu8bdRlamSYtgzX1psXwxgSj/gJPUBkGKM+n0MmP8ns4DDImH1vU4yM0OnSpYteLCvJKB7vMFy5wX/wwQd6MWtkgprUlbfu9EP27Pj555/1H7WCurRHJo5WqVLFV3dyXUo/JGAq9ADxzoKWSVx9+/bVi1gjF6V3SWwZFhy1/UDkk7dsROS9EcgKrmGSOpO68z6n7BIouwWGhboMhyxl4+3UlwEIgKnQAySx7pF8TQ+z2UE2G/IOm5SO3CivziuT9Lw3HukjCJPUXaITWOrS9sRDL+oy3LrcuHGj+8FOPhgApkIPkMR+1mXKlNEfskbaeb2fkM8///zAQ1CzmYyq8fZThP3pVepQnkfqNCzUZXrqMjFQ4swzz9QfAgLL+gBZv369Ouecc9wLT5Yyl3+LCxna6r3xtGnTRi9iTdgBQl2mry4JENiQ1QEiS13LxMPEBSfPFcaorkwnn14T50BuQGGN6AkzQKjLv6SrLgkQ2JDVAdKiRQv3YpPF7GzPes4m3nZ06aOwve6SCDNAqMtd0lGXBAhsyNoAkf0eEsugyHIN7BmtfCN6ZIio7UELYQUIdZlX2HVJgMCGrAwQ2VxH1hNKXGAy4xZ/jZTyzi2QDZVsCiNAqMv8hV2XBAhsyMoAkVnSiQtLFo+T9nP8RZo7vLOcbS7aF0aAUJcFC7MuCRDYkHUBIjvDJZZlKF26tFq0aJFeJPZkqYzETUc+3dtaPtx2gFCXRQurLgkQ2JBVASKbEXmXYwhz6Yds512079lnn9UfNmIzQKjL4MKoSwIENmRVgHTt2tW9kGQVU5amLpis/JqYOS475NkYyWMzQKjL4MKoSwIENmRNgMgNJrHlrSwCN3bsWL0INLIHReImLVuqpspWgFCXybNdlwQIbMiaAOnVq5d7AclOdyjali1b3IXzpK8h1Z0ebQUIdZk823VJgMCGrAmQChUquDcd5gkEJ1uqJs6bLK2fClsBQl2asVmXBAhsyIoAkU2MEhdO1apV9YdRCBm1k1jZVibpzZkzRy8SmI0AoS7N2axLAgQ2ZEWAyO5piZuOzbHwcfHqq6+6569Jkyb6w4HZCBDqMjW26pIAgQ0ZHyAyUzmxd8HRRx/tDP9EcmSrWRm9kziHppP1Ug0Q6jJ1tuqSAIENGR8gOTk57ieup556Sn8YAd14443ueRw1apT+cCCpBgh1aYeNuiRAYEPGB8gVV1zhXiyyRzfMDBgwwD2Pph2wqQYIdWmHjbokQGBDRgfIunXr3FVaTznlFP1hJCE3N9dZJl3Opdw8TCbupRIg1KU9NuqSAIENGR0gw4YNcz9pNWzYUH8YSapbt657PidOnKg/XKRUAoS6tCvVuiRAYENGB4iMMklcJPK1Hanp3Lmzez5lNE+yUgkQ6tKuVOuSAIENGR0glStXdn5WZt6uWrVKfxhJmjdvnnvTqVGjhv5wkVIJEOrSrlTrkgCBDRkbIFu3bnUmS8nPymJ7sKNcuXLOOT3ggAOSHgJqGiDUZThSqUsCBDZkbIDMmDHD/YR111136Q/DkCzElziv8ik2GaYBQl2GI5W6JEBgQ8YGiHeoYsuWLfWHYahZs2bueZWO7WSYBgh1GY5U6pIAgQ0ZGyCvv/66e3F89NFH+sMw1L17d/e8yuJ8yTANEOoyHKnUJQECGzI2QB544AH34vjxxx/1h2FItpFNnNf69evrDxfKNECoy3CkUpcECGzI2ACpXbu2e3GsWLFCfxiGli9f7p5XWRIjGaYBQl2GI5W6JEBgQ8YGSPXq1d2LQ0bxwI7Nmze751WWFkmGaYBQl+FIpS4JENiQsQFSqVIl5+f23ntv/SGkKDGkVuZmJMM0QKjL8JjWJQECGzI2QE477TTn50qXLq0/hBSVKlXKObenn366/lChTAOEugyPaV0SILAhYwOkbNmyzs/JPtCwK7G3tpzjZJgGCHUZHtO6JEDC0e7+EoGPKAj9XZgGCJ9aw2P6qdU0QKjL8JjWJQESDj0kCjuiIPR3YRogtJuHx7Td3DRAqMvwmNYlARKOqAVEUUJ/l6YBwsidcKQycsc0QKjLcKRSlwRIOAgQy0wDhLkD4Uhl7oBpgFCX4UilLgmQcBAglpkGCLOXw5HK7GXTAKEuw5FKXRIg4SBALDMNENZPCkcq6yeZBgh1GY5U6pIACQcBYplpgLCCazhSWcHVNECoy3CkUpcESDgIEMtMA4Q9JMKRyh4SpgFCXYYjlbokQMLhDZDCjqgI/Z2YBgi72IUjlV3sTAOEugxHKnVJgIRDD4qCjqgI/Z2YBohgH227Ut1H2zRABHVpV6p1SYCEI4ohUZjQ32UqAdKkSRP3IpF2dKSmc+fO7vl89dVX9YeLlEqAUJd2pVqXBEg4CBDLUgkQ6RhMXCQNGzbUH0aS6tat657PiRMn6g8XKZUAoS7tSrUuCZBwECCWpRIg69atU3vuuafz86eccor+MJKQm5urDj/8cOdcys1j+/btepEipRIg1KU9NuqSAAkHAWJZKgEiZImGxCetyZMn6w8jIO9Q2jvvvFN/OJBUAkRQl3bYqEsCJBwEiGWpBkhOTo57sTz11FP6wwhIlrpInMdRo0bpDweSaoBQl3bYqEsCJBwEiGWpBsjatWvVvvvu6/yOo48+Wv355596ERRh5cqVap999nHPYbJDPhNSDRDqMnW26pIACQcBYlmqASLq1KnjfuIaPHiw/jCKIKN0EudPRkOZSjVABHWZGlt1SYCEgwCxzEaADB8+3L1oqlatqj+MQmzatEn985//dM6dTOabM2eOXiQwGwFCXZqzWZcESDgIEMtsBIioUKGCe+P5+uuv9YdRAFlkL3HeTDtcE2wEiKAuzdisSwIENmRNgPTq1cu9eGrVqqU/jHxs2bLF3TNbZoD/8ssvepGk2AoQ6jJ5tuuSAIENWRMgMta9bNmyzu/abbfd1NixY/Ui0Lz44ovujVoW3kuVrQChLpNnuy4JENiQNQEiunbt6l5EsiifyQSquJg9e7bab7/9nHMlo3ZmzpypF0marQAR1GVwYdQlAWLHtq0b1Zdd7lHjej2idmyL33bNWRUgMuyzSpUq7o3ngw8+0Ivgb1dffbV7np599ln9YSM2A4S6DC6MuiRA7Pjm40Zup/n8qUP0hyMvqwJEyDae0gYsv7N06dJq0aJFepHY69Gjh3vDOf74453ROzbYDBBBXRYtrLokQFK3ZtmvqkP9vZ3w6PxoSbVx7RK9SORlXYCIevXquRfVZZddZjyZKoqkeePAAw90z4/NuRa2A0RQlwULsy4JkNR99t617rePH4a00B+OhawMEJnRLJ/GEhfWyy+/rBeJpc2bN6uzzjrLPS8PPvigXiQlYQQIdZm/sOuSAEnNwmnD3PDo2eQ4tT13s14kFrIyQMQ333zjru4qk6qYT6DUvffe695w5OYjNyGbwggQQV3mFXZdEiDmduzYpvo+f6obILMnfaQXiY2sDRDRokUL9yKT5a1nzZqlF4mN5s2bu+dCmj1sjNTRhRUggrrcJR11SYCYmzrqHTc8Br1+sf5wrGR1gEh7+VVXXeVebPJcf/zxh14s8tq2beuegz322EP169dPL2JFmAFCXf4lXXVJgJjZvGGF+vCJQ53waP/gHmrFwh/1IrGS1QEi1q9fr8455xz3oqtUqZLzb3HRu3dv50aTeP9t2rTRi1gTZoAI6jJ9dUmAmPmqx0Put4+x3R/QH46drA8QsWTJEnXccce5F97555+vVqxYoReLHPm06r3hvPDCC3oRq8IOEEFdpqcuCZDkrfz9J+dbh4RHzhOHqM3rlutFYif0ADn22GOdP1Rp1w7TjBkz3JVK5TjttNPU4sWL9WKR4W0nl+PRRx/Vi1hXqlQp57nC/DAgqMvw6/KAAw5wnkuWlEEwg9681P328dPIN/WHYyn0AEkswSDHPffco5YuXaoXsUY6G4855hj3+eTi+Omnn/RiWU1G43hH6MgR9qdVqTOpO+9zyrDSML8ZUJfh+P3339Xtt9/ue87HHntMrVq1Si8Kj7k/fOKGR5/nTlY7tufqRWIp9AA58cQTfX+sBx10kLMpztat4awbs2DBAnXSSSe5z7f//vurLl266MWyktxUvXMDpMkjzCVApI6krqTOvHWYOA499FD19ttvq23btuk/agV1aY+E1UsvvaRKliyZpx7lkJUA5PlZkyyv7du2qF7PlHUDZMHUoXqR2Ao9QHJzc9Vzzz3n/IF6/2ClHX3gwIF6cSuWLVumKleu7Hu++++/3/pY+nSSJS28s5Llv8MaoSMGDBjg9l95bzJXXnmlExzefz/55JPVsGHD9F9hBXWZuo8++sjXrySHNCnXqFEjz4eDM844w3if9aiaPLSVGx6fvXu1/nCshR4gCfIVWb4qy0Qx7x/s5Zdfrn7++We9eMokuKQt2ftc5cqVUyNGjNCLZjRZidW7mJ4csnrtr7/+qhe1QuqievXqvueTOvM2c8jw2gceeMDX6SvHNddcE8qcBerSzI8//qguvvhi3/PtvffeqlGjRs4KACLRPJlYkyxxXH/99c7rjbuNaxarzo8d6IRHh4f2UquXprYPS9SkLUASpk+frq644grfH6vMQpYbRBjtsDI00vtpT45bb7011L4YG6T5SPaA8PYhySE37jA+fa9cuVI98sgj7ozwxCF1JXWWnylTpuR7g3ryySfVmjVr9OIpoy6DkYCXb2l6wF977bUFhpUsbHnRRRf5ysvS8bLvepyGUutG59zpfvv4um8D/eHYS3uAJEjzld4/Ik0k77//vvV2WJnVLN90vM8lbcFPP/20Wr48s4biyQ1Fti5N7D6XOGS9KJuL6SVI/4Wcc72JUepm0KBBevF8ffzxx771rOSQJpIOHTpYXxyRuiyYfFN788033SG6ieOUU05x9qIPomfPnr7BC3IceeSR6sMPP3SW4I+TZXO/Ve0f2N0Jjy5PHq62brL/oSjbFVuACPlk9tprr6mDDz7Y9wd7+umnh9IOK23P3uGhcshwRvnELKNTipN8A5AOa/31ySf6pk2bWlvG2+vzzz93zrX3+aQuWrdu7dyMkiFbrspyJHonrex/PmbMGL14yqhLv6FDh/oGHMghfVUSYMkOcti4caN6/vnnnUEL3t8nc3Jis07ZzrDs/0pl99vH9LHt9BJQxRwgCdJRKsMZ9XbY2rVrW18TSZrJGjZsmOfikOeW5hr5BBZGs0J+5CYtndU33nij01ygvx7ZujSMPgU5p3Ju9eeTOpC6SIXs6XHHHXc4W9V6f7+8l3nz5unFU0JdKmdvdL1fRZohH3rooZSHWc+fP1/997//9f1uqde6desWe0iH7dcJ3dzw+Pils3fmid1v0lGREQGSMGnSpHzbYf/v//5PrVu3Ti+eErlRPvXUU+6EKu8hn8Jvvvlm1a5dO+sBJjfRzp07OxehNPPozy0d1nfeeadzY7BNzqGcS/0GV7VqVefc2zRhwgR1wQUX+J5H+gBkRJ58wrUpjnUpfUwSnvqglEsvvdT6fJmvvvrKt8SMHHKuZVhwugI6nbZt2aC6Nz7KDZDFM7/Ui+BvGRUgCb169cq3HTYnJ8d6O6x0OMoeFDIUVb8BJA4ZAlmnTh31zDPPOJ9qpcNR5igURh6XcvJepNnipptuckYO6b87cRx99NHO758zZ47+q1Im50zO3RFHHOF7TjnH8vrCIs8re58nlkBJHNIn0L17d714yuJQl9Kn1L59+zyBJRMtP/nkE724NfK8nTp1ytMsJ+ezb9++evGsNrF/Uzc8Rratoz8Mj4wMECHtxDIrV2+eOO+889T48eP14lbIvhQyw/qwww7Lc1Mo7JCLWS4k/aIu6pBPx/IJVfp7bAdjgpwrOWfe55VzKuc2jLb4/MgoHtnLW//mI3uif/fdd3pxK6JYl19++aUz7Nf7vDIqrVWrVk4fVDrI8F/5tif9Od7XUa1aNWfYcLZbvmSualJnP/XmnSVUp4f3U+tWzNWLwCNjAyRBPv3dcssteS7Y2267TS1cuFAvbo1cDK+//rqzxLjeMWx6yNd+aZt/5ZVXnBtnWDcaIedGzpH+GmTYa1GfuMMin8ilj8D7eqR/4K677lJLl4Y3girb63Lu3LnOtx7v80tfhARWca0RJsOBa9as6XtNMmxYtijO5mX4Gz1UR111dgl1zyUl1Oc9m+oPQ5PxAZIwbtw4de655+a5iGV8fTraYeWmK7OtZVTLww8/7HQuyhwIOcqXL+98apX/TfybPC7lpPxnn31mvQO5IHIuZHE+vT+gYsWKzjnMBKNHj3ZWgd1149lfHXNMNfXBB4NVbq7dIdz5yZa63Lhxy85vFx/s/MboH6UoM/O//fZbvXixkMmcMkzY+/pkGLEMJ052JF9xk294e+xeQv2rdAl17UX/Ups3bdCLQJM1ASIKaoeVFX/79OmjF48dOQeJ1Y8Th/R7SEdvmJ+QTchcH1nCXJqYSpYsp8qUuU6dfHITVatWr50BM1cvHjtDhvyqqlVrqY488tqdHwaOc+ryqKOOUt26ddOLFjsZJvzuu+/mWeJGhhXL8OJsIPcWb/Ngrx6Zd54zUVYFSIK0wzZu3DhPO+y///1vNXnyZL145P3www/Oe/eeCzk3MrkusWRFplq9eo169tl3dn7ir7/zAn5n57fMds7x0EOD1ezZ9lcmyHTTpi1Td9/d3zkHZ5/9tipbtt7OcK2mnn/+JbVhQ2Z/IpZhw/Xr18+zmoE0HYYxEs0mGaWXeL3yDS/TPnBlqqwMkITffvtNXXfddb4/1kQ7bKbNSg6DvMf77rsvz5IVck7k3GSTOXP+UI8+OtQNEDnOP7+DevXVcTtDMD0dxMXpjz9k8t5oVbHirvcvR4MGfdSCBanNzUm3qVOnOsOJvX+TMty4QYMGOz8wrNaLFzt5TYlBE9InlynNg9kgqwMkYeTIkerUU0/1/cHKqBjpOM22dtgg5D3Je9Nn8Ms5kHORzcaNm6+uv7637yZ6ySUfqj59pqnt26M3mSs3d4fq3Hmyqlq1s+8933LLx2rSpOLpILdFhhXL8GLv36g0WcqnfdvLFaVCgi3x+mRgAoKLRIAIaYf93//+5+6alzikM3TIkCF68awlayjJe/K+R3nP8t6TXbIiU23btkN16zZFVauW47up3nRT352fDqMzA/qLL+bu/LbYy/ceq1fvovr1m6527IhGE4osVyTDjPVFMGUvFOm0Lm7StJaYjCmvsbhGtWWryARIgqxDJCNm9HZY2cdCtkrNVvLaZf8G73uS9yjvVd5zFK1aJZsgjVHnnddea9YZphYsyOy+ncLMmrVSPfjgIN97uuCCDuqNN75W69aFs9FacZMbswzX1pe4kUmdMky5uHiXgZFJqEhO5AIkYdq0aeqyyy7z/bHKJ40nnngiI9thCyKv9fHHH8+zZIW8N3mPcTBz5gpVr95A3w23UqUO6p13JqgNG7LnhrtmzeadN6mvnL4d73uRvp9587LnbzIVMmdG3yBs3333dWb4p3uQgIwQS7wGaWpL12TMKIlsgCR8+umneZadkHZYGUKaSe2wOu8wV+9rl/fSv39/vXgsjBgxW117bQ/fzffyy7uqAQN+yegmH+m76dVrqtOX433tN9zQR40fXzyTOoubDEfWl7mXYcqy9E06SD+id/XiMJeBibLIB4iQdlj5eqq3w8pkNpnUlmn0iXZyyGuXWc9h7SWfLbZu3a46dJBFNzv5bsZ16/ZTP/64RC9e7L75ZqGqU6eP77VefHGO6tHjJ6evJ87kG0ezZs2cbyDev/VKlSqFPhJKJjomnk9GjMFMLAIkYcmSJU47rL5svCyvEcbCd8kqaKmPu+++23nt2GXZsg2qadNRvhuzHM88M0otXVr8O+jNn7/G6avxvjbpy2nZcqxavTr8lROySbqXapHh74lNt6Qf0fbqxXESqwBJkHZYWcjP+wcrC/3Jgn/FsX1nYYsNTpw4US8OjylTlqrbb//Ed6O+8MJOql2779WWLekflSZ9MtI3I3003tckfTjSl4OC5bdYpKxd1rJlS6v9E7KVcOL3y8RHmItlgCTIkuJ6O6wsPS7tsOmYiSrP0aVLlzzLncty4GEsdx5VUlUDB85UV1zRzXfTvuaaHmr48IL3APGWrVy5485veQV/ePCWzY/0wfTvP8Ppk/GWrVmzp/r889l6cRSgsOXq+/XrpxdPmiysmZh4K0uvpLrpVtzFOkCEbG4kmxzJZkfeP1hph5VNkcKSzg2X4mLjxlz1v/9964SB/uk/v9ns3jJyvPDCaL2Iq6gAkZ/1lpE+mo4dJzl9NkheQRtmXXLJJSk1Ocmy84nfJYtjIjWxD5AEWWFVth31/rFKO6xszyrbtNpS0JavsmteulZ5jbqFC9eqJ58c7ruhyzcUnR4g0kdR0PpbRQWIzByXx2QpkmbNvnD6aJA62QY4vy17Za+XZL89fPTRR+7vkFUbojLxtjgRIJoxY8aoChUq+P5gpR22RYsWKbXDys/K79D3o5DnGjt2rF4cFsisdVmYUPpI8ruh6wEiR6NGw/VijqICRPo3pO9j6tTsWrcqW8gy+vpOk9IEJd8iggSBbHMgy/Qnfnb48PzrGckhQPIh7bAdOnTI0w57/PHHq48//lgvXiT5GflZ7+/6xz/+4TyHPBeKhzcUvIsYyoq4uqICBOGTuRtvvfWWO4Iqcch+JEUFguzfnigvG2HBDgKkENIO++STT+ZZNl42GZoyZYpePA8pI2W9Pyu/S36n/G4UL28oNG480v1vWWZER4BkDtnx8P7778+zCvW1117r7JSo+/33391v/nL95VcGZgiQAKQd9pprrvH9scofrwwHzG/7Tvk3eUz/A5ffIb8LmcEbCtL34V1za8IE/3bJBEjmkRFV+X1Aa9Soke8DWt26dd3H5THYQ4AkQbZBza8d9u2333baYQv6ii0/Iz+LzKKHQpMmn7v/X/pNvCO59bLIHNI5nl8TcceOHdX48ePdASuyk2mmb7CWbQiQJElQSGDo23fKH6e+1a43XJB59FCYO3e171vIyJG75m/oZZFZZJCK9HPog1S8zc8SKLCLADEkzVQylFBvppJD/s1kmCHSK79Q8C6PIosdJhZpzK8sMo/0d9x+++15hslLsBTnsvFRRYCkSDrKjz32WPcPVf47lYlOSJ/8QkHWsPJ+C/n007/2kMmvLDLXF198kefDnUzUff7555moaxEBYkFOTo77Ryr/jexQUCg899xo99+vuqq7M5u8oLLITE2aNHGvSX02uywV1KNHD/1HYIAAsYAAyU4FhYLMZPdu+iTb6xZUFplHVrVOLBG///77q+nTp6tnnnkmz2KlF154IYuVpogAsYAAyU6FhULz5l+6j116aZdCyyKzXH/99e71KE1WCRIsN9xwgy9EEtslLF26dNcvQGAEiAUESHYqLBQWLVrn7FPuLVNQWWSOUaNGudeiNFXl198h/SP6hm0HHXQQG7YZIEAsIECyU1Gh0KLFmDzhUVBZFD/ZBvqMM85wr8WePXvqRVxStk2bNnm2jD7hhBNiu2W0CQLEAgIkOxUVCrI/iL4xVEFlUfw++OAD9zqU/o0gVq1apR5//PE8He3Vq1dX06ZN04tDQ4BYQIBkpyCh0KrVVwRIFpAgSHybkH6N77//Xi9SqBkzZqgaNWr4QkSWjX/kkUfUypUr9eL4GwFiAQGSnYKEgiwDr29Qhczz2GOPudfgPffcoz8c2ODBg1X58uV9QVKqVCn13nvvsaJEPggQCwgQoPjIMN1EE5R0hqc6okrWtGvdurU6+OCDfUFy2mmnqc8//1wvHmsEiAUECFB8vE1Pr776qv6wsWXLlqn77rvPaRLzBkmtWrXUrFmz9OKxRIBYQIAAxWPQoEHutScjqMIYhvvDDz+oqlWr+kJEFml8+umn1bp16/TisUKAWECAAOknYeHtrxgwYIBexKrevXv71r2T44gjjlB9enRWf3rX/o8RAsQCAgRIP+mnSFx3l19+uf5wKDZt2qSaN2/uLJEiz3vAviXUeeVKqOfvr6h+nzleLx55BIgFBAiQXtI/IR3mcs3JcNt0z9lYuHChuu2221S5I0qomueWUI2vK6Ha3V9Cjep4q9qwyr+bZZQRIBYQIEB6Sed24pqTuRrF5acfxqsWD1VUb97xV4DI0emR/dWkQc3VttxNevHIIUAsIECA9Jk0aZI7Mqp06dLFPtFP+j9+Gd9ZdWt0hBsicvRocqyaNbG3XjxSCBALCBAgfbwjomSCX6bI3bxOfdvvadWh/t6+IBnQuqr6Y8EPevFIIEAsIECA9JCRUIlr7fTTT8/I2eFrl89Sw9+v5QuR9g/srsZ0vU9tWrdML57VCBALCBAgfDIC6phjjnGvtUyfFf77jM9V3xdO8wVJzuMHqynDW6sd23P14lmJALGAAAHCJ8NnE9dZ7dq19Ycz0o4d29S00e+pDxuU8gVJ76YnqvlTBunFsw4BYgEBAoRr6eIFqvzR+6s99yjhbE2bbUuJbNmwUo3r9Yjq8OCeviAZ8k4NtXrJDL141iBALOjaJUfts1cJ55D/BmBXuxa3qKsqlFBnH1dCvfT80/rDWWPV4p/V4Leq+0Kkw0N7qfF9HldbNq7Si2c8AsSCoZ/kqItOLuEc8t8A7Fkya5x6667dnMl6D9c+Qm3ckP3rT837cYDq1fQEX5B0aXiY+nlMG/Xnju16cR/vzxR1hC38Z4iBb0fmqCeuKeEc8t8A7Pjzzx3qk5YV3RviT2Ny9CJZa8e2rWrysFdUzmMH+W76HzU/Qy365Qu9uEsPicKOsIX/DDEwc3yOW2Hy3wDskAl6iWtLgkRFcNHCTWuXqi8/vNsZ6uu9+Y9oc4PavG65XjytAVGU4n8FEUCAAPbJxDx3dvcDu6mls6K9WOHyeRPVgFcv9AWEdLzrCJCIIUAA+yb0a+xeV7JIYVz89m0P1ePpowu8nxAgEUOAAHatXfab6lh/H+ea6vToAbFa4VbIRMONa5fo/+wgQCKGAAHs8i4FMmnwi/rDsUaARAwBAtjz+/SR7vUkK9rGYVn0ZBAgEUOAAHbI0h/e9aNmT+yjF4k9b4AUdqRDep4l4ggQwI5pX/zPvZYGtv63/jAUARI5BAiQOlkvKrHooMyJiOoeGqlKd0gUpvhfQQQQIEDqxvV82L2OxnSrpz+MvxEgEUOAAKlZtWiau1Kt7JkRtY2XbCJAIoYAAVLjXaF2yojX9YfhQYBEDAECmJv7Y3/3+undrHxkdusLCwESMQQIYEZWpO31bDn3+pn/02C9CDQESMQQIIAZWc48ce0MfedK/WHkgwCJGAIESJ6s9dT5sQOd60Z25Vu9eLpeBPkgQCKGAAGSJ3tgJK4b2dIVwRAgEUOAAMmRSYKJDZRkK9etG1frRZAFCBALCBAgOTJUN3HNyD7gyE4EiAUECJAcmSg4ou2NTtOV7HuO7ESAWECAAIgjAsQCAgRAHBEgFhAgAOKIALHg1wnd3ACR/wbiJvH3H+RAdFCbFkiH4CctK6pPWp2nNq9brj8MRJ4eEoUdiA5qE0DKCIh4orYBpIwAiSdqG0DKCJB4orYBpIwAiSdqG0DKCJB4orYBpIwAiSdq24D3YinqAOJA/7sv6EC0UKMG9IuisAOIA/3vvqAD0UKNGuCCAPy4JuKJ2jbAxQL4cU3EE7VtgIsF8OOaiCdq2wAXC+DHNRFP1LYBLhbAj2sinqhtA1wsgB/XRDxR2wa8F0thBxAX/N3HE7VtQA+Kgg4gLvi7jydq2wAXC+DHNRFP1LYBLhYAIECMECAAQIAYIUAAgAAxQoAAAAFihAABAALECAECAASIEQIEAAgQIwQIABAgAABDBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMPL/zdpFoSdjU5UAAAAASUVORK5CYII=)
PN: 3H32-3-18
CAS: 401567-86-0
Molecule Weight: 299.273
Formula: C14H13F4N3
![1-[6,8-Difluoro-2-(trifluoromethyl)quinol-4-yl]homopiperazine](data:image/png;base64,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)
PN: 3H32-3-3N
CAS: 1000339-49-0
Molecule Weight: 331.29
Formula: C15H14F5N3
![1-[2-(Trifluoromethyl)quinol-4-yl]piperazine](data:image/png;base64,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)
PN: 3H32-3-W6
CAS: 175203-79-9
Molecule Weight: 281.282
Formula: C14H14F3N3
![1-[8-Fluoro-2-(trifluoromethyl)quinol-4-yl]homopiperazine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABqDAAAagwGw8F58AAACpnpUWHRtb2xTb3VyY2UAAHichZbbbqMwEIZfxeJ6Y3zCQBVSVa0qrdT2YtuV9m7lErdFClABzeHt9zck2UBSECRjxv/n2MyMnfn1Nl+Rta3qrCwSj1PmEVuk5TIr3hPv98v9LPKuF/MUIgiLOvE+mubzyvc3mw1NP2xutmVB0zL3uv6rbZ31NBtJy+rdF4xx/8/jw3PLzLKibkyRWlB1dlW3zocyNU07i29+ws9Ntc4Kv5P7ebXuRvsrmLsZ3dZL7/9abtF3A5S8ZStL3soqNw1ZC0Zxsx/k3Ra2Mo1dktcd3JIqrH0xf7wr06/cFg2aboQsNavnpvpK4cjLlU2/MBgaP+8SL+cATFPmN1VldsS1nNtwYgQxkhhFTECMJiYkJiImJoYzfNDPIeBQcEg4NBwiDhWHjEMnoBNuHIF4rKyb0Mvu0ybePbkdXE/t9317PZ368HJF4gmqdajI3nAqpQwPZu/EyhkmFsCpQqLhjNTB7J17SQSDacVwBhEJqZB4imgYwuyVksYqFDCaqQBcoNsxOYMJKdMqxlMo3MJ2mN5MUY3kIDNJWeSsoJI7yzAqLGLFvn88qof04VnSKHBWUcWx4BmnodIS6w8U3AK5ELm5hizWmGvM5dHsnZ0EcfaPgV7MX8tiedIk2TLxXrnXZsAv+1aLfRJ4pKyWtkJduQGc9BQQfcClzBG4uQTIPuASbBxQfcCl4zgQ9AGXvOOA7gMu1ceBsA+4whgHoj7gymgciPtAW3TjhOvvha4t0gmGn0VvEhFnL2sSkeeLmcgqPgh6t9NMMMEFRk0w+gITTDDn0ed6AhnEv9soJ5hBCnQb60QxDnOg3YgnmGHJtxv3BDOs+najn2AGWXA4GEaZYRro7xj/ZDfzD0ccmmfHn39yNvr4R7D4B8TtWjJQR/E6AABJbElEQVR4Xu3dB5jUxP/HcVBBEBsqggUL2BCUrqD4s4BigR+IYqMoCgpiQaooRRAUFBuKUoSj9ypIEelIEUEUlCIICNKk9z5/vvGf/JLZ27vdbHK3u3m/nmcfT2budjezmc8mmcxkUQAAuJBF/wcAACJBgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIECATlSzZw3qULfu12rJlv17FYq+bmvTK7aKpC4RDgACZyN6Ry+Odd2boVSzpdfrpldtFUxcIhwABMpEeIKVL91Rr1+7SqxnS6/TTK7eLpi4QDgECZCI9QOTRtOkUvZohvU4/vXK7aOoC4RAgQCayd+SlSv3v5+XLt+lV0+300yu3i6YuEA4BAmQie0fevPlU6+f69cfrVdPt9NMrt4umLhAOAQJkIntHLtc+5BqI+f8LFmwMWzc16ZXbRVMXCIcAATKR3pG3bPm99f+1ao1Wp06Fr6tLr9wumrpAOAQI4sb48eNV7ty51QUXXKCuueYa3x/XXltAFS1aSd11V3P1yCN9VeXKg317vPTSeLVp0179LYd05OvW7XYchUydujZsXZ29PJoH4BYBgriwY8cOdf7556ssWbJk2CNr1jNOB1aJ00HyvCpevGtIx+r146uvFulv21FuatVqmvVv1aoNUydP/nsYklpdO/35In0AbhEgyHQnTpxQFSpUsDr2HDlyhBwt+PHIyCOQ6tWHq1WrduhvPdWOfMOGPY6jkDFjVoSta5deuV00dYFwCBBkumbNmlnhccUVV6itW7fqVZJWuI68TZsZ1r8/9NBAdfToibB1TemV20VTFwiHAEGmGjp0qBUeZ599tlqwYIFeJamF68g3btyrbrutl1U2YMAvYeua0iu3i6YuEA4Bgkzz66+/qly5clkB8vXXX+tVkl5aHXm7djOtsvvu65dmXZFeuV00dYFwCBBkil27dqmCBQta4VG/fn29SiCk1ZH//fc+dfvt/zsKSauuSK/cLpq6QDgECDLcyZMnVcWKFa3wuOOOO9TRo0f1aoGQXkfeocOskPAIVze9crto6gLhECDIcG+++aYVHpdffrnavHmzXiUw0uvIZX2QMmVCj0JSk165XTR1gXAIEGSoESNGqKxZsxrhkT17djVv3jy9SqBE0pG/994cAgRxiQBBhlm+fLk699xzraOP7t2761UCJ5KOfNu2A8ZqhenVTa/cLpq6QDgECDLE7t271XXXXWeFR926dfUqABIMAQLfyUXzhx9+2AqPMmXKqCNHjujVACQYAgS+a9WqlRUe+fLlU5s2bdKrAEhABAh8NXr0aMdF8zlz5uhVACQoAgS++f3339V5551nHX1069ZNrwIggREg8MWePXvUjTfeaIVHnTp19CoAEhwBAs+dOnVKVa5c2QqP0qVLc9E8g8iyuEuWbNH/GfAFAQLPtW3b1gqPvHnzqo0bnWt7wx+yjog5d9bw4b/pxYDnCBB4aty4ceqMM84wwiNbtmxq1qxZehX4RI4+zIWoJEg4EoHfCBB4ZuXKlcZ65ubRR9euXfUq8Jksm2veYX7//f2Nu9gBvxAg8MTevXtVoUKFrPCoXbu2XgUZQNZPf/31SVaIPPvsGGM1Q8APBAhiJhfNq1ataoVHyZIl1eHDh/VqyCD79h1Vjz461AqR9u05jQh/ECCIWfv27a3wyJMnj9qwYYNeBRlMrofcdVcfK0RGjuSiOrxHgCAmEyZMsC6an3XWWWr69Ol6FWSSadP+VKVK/RsgsqbIL79s1asAMSFA4Nrq1avVhRdeaB19fPLJJ3oVZLJu3X60jkIqVhygtm8/qFcBXCNA4Mr+/ftV4cKFrfCoUaOGXgVxQC6qv/rqRCtE6tQZq44dO6lXA1whQBA1uWherVo1KzyKFSumDh06pFdDnNi794iqWnWIFSIdO87WqwCuECCIWseOHa3wuPjii9X69ev1Kogza9bsdFxUHz16hV4FiBoBgqhMmjRJnXnmmUZ4yH+///57vQri1NSpa62L6rJE7q+/btOrAFEhQBCxNWvWqNy5c1tHHx9++KFeBXGua9eF1lHIQw8NVDt2cFEd7hEgiMiBAwfULbfcYoXHU089pVdBApCL6g0bfmuFyAsvjFPHj3NRHe4QIIhI9erVrfC49dZb1cGDfHNNVHJRvXLlwVaIvP8+q0TCHQIE6erUqZMVHhdddJH6888/9SpIMKtX71R33tnbCpFx41bqVYB0ESBI05QpUxwXzeX/kRymTFljBYhcVF++nIvqiA4BgrDkSEOOOMyjDzkSQXL55JP5XFSHawQIUiXXOIoWLWqFh1wDQfKRi+oNGkwwAqRIkXfVE0+8p44dO65XA1JFgCBVMsrKDI8iRYoYo7CQnPbsOawqVPhQ5c//hMqdu4Rq1KiZXgVIFQGCEF26dLHCQ+77kPs/kNyWLVur8uYtrs44I5vR7n379tWrACEIEDjIneXmRXOZpn3ixIl6FSSpgQMHWl8ccuTIoX766Se9CuBAgMAic1rJ3FZmJyJzXiFYGjVqZLX/VVddpbZv365XASwECAwym27x4sWtzkNm25VZdxEsx48fV/fcc4/1OZCf5d+A1BAgMMh6HmancfPNN6t9+/bpVRAQctQhRx/m50GOSoDUECAwVhI0OwtZYXDVqlV6FQSMXP/ImTOn9bmQ6yOAjgAJuBkzZhhrmUsnIRfNZY1zQPTr188KEAmTJUuW6FUQcARIgG3YsEHlyZPH6iTat2+vV0HAvfrqq9bn4+qrr1Y7duzQqyDACJCAOnz4sCpZsqTVOVSpUoWL5gghF9D/85//WJ+T8uXLqxMnTujVEFAESEDVrl3b6hRuuukmtXfvXr0KYNi2bZu68sorrc9LkyZN9CoIKAIkgLp27Wp1BhdccIFauZKpvJG2hQsXGjcXmp+bIUOG6FUQQARIwMyaNUtly/bvdBVy0XzcuHF6FSBVffr0sQLknHPOUUuXLtWrIGAIkADZuHGjyps3r9UJtGnTRq8CpOnll1+2Pj/XXnut2rlzp14FAUKABMSRI0fUbbfdZu38lStX5qI5onbs2DFVrlw563N0//33c1E9wAiQgLCPuLrhhhvUnj179CpARLZs2aKuuOIK6/NUsWJFvQoCggAJiKxZs1rXPX777Te9GIjK/Pnzrc+UXFNDMBEgAXHNNddYAcKQXcRq3bp11hGITMKJYCJAAuKNN96wdvjvvvtOLwaiMmjQIOvz9N577+nFCAgCJCBGjhxp7fBt27bVi4GoNGzY0Po8zZw5Uy9GQBAgAbF582Zrh5eRM0AsihUrZl3/kLVkEEwESIDIuH3Z6c8//3yGXsI1WSvGXPZYhoYjuAiQALEvGsVdxHBr6tSp1ueIxaaCjQAJkC+//NLa8bt166YXAxFp166d9TkaPny4XowAIUACRI46zB1fjkYAN+TGQfNztGnTJr0YAUKABIhc95DrH7Ljy/UQIFonT540ZnCWz5DcW4RgI0ACRkZgmd8eZWQWEI1ffvnF+vw888wzejEChgAJGLkHxOwA5N4QIBpfffWV9fn54osv9GIEDAESMHIXutkByN3pQDRq1aplfX6WLFmiFyNgCJCAkXmwzDH8t99+u14MpKlgwYLGZ+e8887jXiIQIEFUtGhRoxPInj07dxEjYjKNu3n0UaFCBb0YAUSABFCDBg2sjmD27Nl6MZCqUaNGWZ8bVrOEIEACaMCAAVZH0KlTJ70YSFWTJk2sz83kyZP1YgQQARJAf/75p9URyNK2QCTKli1rfGZkTRlWtIQgQALqsssuMzqDSy65RC8CQhw+fFidffbZxmfmlltu0YsRUARIQD322GPWUcjKlSv1YsBhzpw51uelfv36ejECigAJqI8++sjqEPr06aMXAw6dO3e2Pi/9+/fXixFQBEhAzZ8/3+oQ6tatqxcDDlWqVLE+L2vWrNGLEVAESEAdPXpU5cyZ0+gQChUqpBcDDnny5DE+K/ny5dOLEGAESIDdddddRqeQNWtWtXPnTr0YMKxevdo6+nj00Uf1YgQYARJgLVq0sDqGCRMm6MWAISUlxfqcdOnSRS9GgBEgATZu3DirY3jrrbf0YsBQr14963Myb948vRgBRoAE2D///GOcvpKO4Z577tGLAUPhwoWNz0iOHDnUkSNH9GIEGAEScDfeeKPROZxzzjnq2LFjejECbteuXcad5/IZufPOO/ViBBwBEnB16tSxTk/8+OOPejECbuLEidbno1mzZnoxAo4ACbhevXpZHcSnn36qFyPg3n77bevzMXbsWL0YAUeABNxvv/1mdRBPPPGEXoyAu/fee43Phlwr27Ztm16MgCNAAu7UqVPqoosuMjqJK6+8Ui9GgB0/flzlypXL+Gxcf/31ejFAgECpRx55xDoKWb9+vV6MgPrpp5+sz8Wzzz6rFwMECJTq2LGj1VEMHjxYL0ZAde3a1fpc9OjRQy8GCBAoNWPGDKujeOWVV/RiBNSTTz5pfS6WL1+uFwMECJQ6ePCgypYtm9FRlChRQi9GQOXPn9/4TOTOnVudPHlSLwYIEPyrVKlSRmdx1llnqf379+vFCJi//vrLOvp46KGH9GLAQIDA8Prrr1sdxvfff68XI2CGDh1qfR7effddvRgwECAwDBs2zOow2rdvrxcjYF599VXr8zB9+nS9GDAQIDBs3LjR6jAefPBBvRgBU7JkSeuU5oEDB/RiwECAwHLVVVcZncaFF17IRdMAk8CQ4JDPggQJEA4BAstTTz1lHYUsW7ZML0ZAyCkr83Mgp7KAcAgQWD7//HOr4+jevbtejIDo0KGD9TkYMmSIXgxYCBBYFi9ebHUctWvX1osREA8//LD1OdiwYYNeDFgIEFhk8rxzzz3X6Diuu+46vRgBIJNryo2D8hmQGwmBtBAgcLjvvvuMzkOm7966datejCQnU5aYRx8ylQmQFgIEDq1atbI6kDFjxujFSHI9e/a02v+zzz7TiwEHAgQOkyZNsjqQpk2b6sVIcs8995zV/osWLdKLAQcCBA67d+9WZ5xxhtGB3HHHHXoxkpwsHCVtLwtJyTUxIC0ECEIUKVLE6ETOPvtsdeTIEb0YSWr79u3GtS9pe1nKFkgPAYIQL774onUa44cfftCLkaTGjh1rtfvbb7+tFwMhCBCE6Nu3r9WRfPjhh3oxklTz5s2tdv/222/1YiAEAYIQf/zxh9WRVK1aVS9GkipXrpzR5nINbNeuXXoxEIIAQaouvfRSozPJmzevXoQkdPToUZUjRw6jzW+++Wa9GEgVAYJUyZGHeRQiRyRIbvPmzbPau169enoxkCoCBKn64IMPrA6lX79+ejGSTJcuXaz2TklJ0YuBVBEgSNXcuXOtDkVGZSG5VatWzWrvVatW6cVAqggQpEru/5D7QKRDkftCkNzy5ctntHWePHn0IiAsAgRhyZ3o0qnIqBy5Qx3Jae3atdbRR5UqVfRiICwCBGHJXFhmxyJzZCE59e/f32rnzp0768VAWAQIwho9erTVsbRu3VovRpKoX7++1c5z5szRi4GwCBCEJeuBmHMjlS9fXi9Gkrj11luNNs6ePbs6fPiwXgyERYAgTbIyoXQuslLhiRMn9GIkuD179qgzzzzTaOMyZcroxUCaCBCkSdZGN09vyJrpSC5Tpkyx2rdx48Z6MZAmAgRp+vjjj60O5qabblIzZ87UqyBBTZw40Vj33GzfYcOG6VWANBEgSNP06dOtDsZ8yKR70vkg8Zw6dUqNGjVKFS9ePKRdmbIG0SJAkK4333zTmFRR73BKlChhjNSSTgnxTa5fDRgwwJgoUW/Hyy+/XHXq1En/FSBdBAgicvLkSTVixAhVrFixkA6ocOHCauDAgVxkj0Myy27Pnj1VwYIFQ9qtbNmyasKECfqvABEjQBA16XSk89E7JOmkpLOSTguZ69ChQ+rTTz9VV155ZUg7yZBsOTUJxIoAgWvTpk0zOiO9g5JO67PPPuOegkywd+9e9f7771vrudgflStXVgsWLNB/BXCNAEHM5s+frypVqhTSYUknJufW9+3bp/8KPLZjxw7Vpk0blTt3bkcbyDxm1atXV0uXLtV/BYgZAQLPSCclnZV0WvZOTDo16dx27typ/wpiJLMFyJxlcqOnfZtny5ZNPfvss2rlypX6rwCeIUDguRUrVhidl3Ri9k5NOrlmzZoZnR5is2HDBtWwYUNrGVrzIVPwN2jQQK1bt07/FcBzBAh8I52YTNRnritiPqTTe+WVV4xOENGRxZ6ef/75kHDOlSuXcSf55s2b9V8BfEOAwHfSqb3xxhtGJ2fv9GTyvrp1X1Jr1vyl/wo0K1b8dTo4WqizznKG8YUXXqjefvtt9c8//+i/AviOAEGGkU5OOrsLLrjA6gDPOSe/uuKKR05/ex50Oki4RqL77bftp7fNFHXDDY1V3rwPnD56u8zYbrJyYMeOHY3JEIHMQoAgw0mn16FDB3XppZer3LlLqKuvrq1uvfVDVapUD6OzlE4z6BYv3qwaNvxWlSzZw3jccsv76qqraqibbqqgPvnkU3Xw4EH9V4AMR4Ag0xw8eEj16DFKlSvX3uoozYd0ntKJBs0PP/ylXnhhXMj2qFx5sBo8+Ad19Ogx/VeATEOAINMdPXpCjRz5m9FJ6h2ndKbSqSYzmUps+vR1qkaNUSHv/7HHhqkJE1apEydO6r8GZDoCBHFDOsnx41cZnabekdasOcroZJNp3saTJ0+piRP/UNWrDw95v08/PVJ9//1aow4QrwgQxB3pNKdOXWt0onrHKp3tpEl/JHTHeuzYSTV69ApVpcqQkPdXp85YNXs2w5uRGAgQxDXpTJ97bkxIR1u16hA1ZswKozNOFHKqbsiQZeqhhwaGvJ/69cerH3/8W/8VIK4RIEgI0rlKJ6t3vA8/PMjolKVzjlcHDx5Tffv+rO6/v3/I62/UaJL69ddt+q8ACYEAQUL55ZetRqerd8TSOffrt9TorOPF3r1HVPfui9S99/Z1vNbSpXuqFi2mqlWrdui/AiQUAgQJSTrf5s2nGp2xvXOWzrpHj5+Mzjs99t8rW/ZrtWXLfr2KxV43PTt3HlKffbZA3XVXH8fv3X57L9W27Qy1bt1u/VeAhESAIKFJZ9ymzQx12229HJ21dN7SiUtnHo69vjzeeWeGXsUSSYBIAHXuPNcII3t9+f/33puj/v6bae2RXAgQJAXpnKWTTq3z/vTT+amO2tIDRI5m1q7dpVczpBUgcv2lY8fZqkwZZ4iVK9dbffTRPPXPP9w1juREgCCpbN9+0Oi077yzt6MzX7hwk141JEDk0bTpFL2aIa0AmTJljaP87rtTVLduP6rdu1mREcmNAEFSks5bOvF77klRlSoNSvVUlr3Tl3m4zJ+XLw8dFZVWgGzatNe4iF+hQj/Vu/cStX8/a8IjGAgQJLW07ly3h4JckDd/luHCurQCBAgqAgSBZQ8FufZhH9G1YMHGsHUB/IsAQWDpodCy5ffW/9eqNdpx9KLXBUCAIMD0UJAhwfajEJmPK1xdAAQIAiy1UGjVapr1b9WqDbOG/6ZWFwg6AgSBlVoobNiwx3EUIhM2hqsLBB0BgsAKFwpyZ7v57zJzrtwoGK4uEGQECAIrXChs3LjXMTXKgAG/hK0LBBkBgsBKKxTatZtpld13X7806wJBRYAgsNIKBZlbS2bPtdcJVxcIKgIEgZVeKHToMCskPMLVBYKIAEFgpRcKMj27PsNuuLpAEBEgCKxIQkGmiCdAgNQRIAisSEJh27YDIWuMAPgXAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEsDlx4qRKSflZDRmyzLGkLYBQBAhgM2XKGuuGwYULN+nFAGwIEMBm+PDfrAD57rv/rYkOIBQBAtgQIEDkCBDAhgABIkeAADYECBA5AgSwIUCAyBEggA0BAkSOAAFsCBAgcgQIYEOAAJEjQAAbAgSIHAEC2BAgQOQIEMCGAAEiR4AANgQIEDkCBLAhQIDIESCADQECRI4AAWwIECByBAhgQ4AAkSNAABsCBIgcAQLYECBA5AgQwIYAASJHgAA2BAgQOQIEsCFAgMgRIIANAQJEjgABbIYM+UkVKdLReEye/LteDMCGAAFs+vadqK64oqrx+OabuXoxABsCBLDp0aOfypnzSuMxcuQ3ejEAGwIEsOnWrZvKkiWL8Rg2bJheDMCGAAFsCBAgcgQIYEOAAJEjQAAbAgSIHAEC2BAgQOQIEMCGAAEiR4AANgQIEDkCBLAhQIDIESCADQECRI4AAWwIECByBAhgQ4AAkSNAABsCBIgcAQLYECBA5AgQwIYAASJHgAA2BAgQOQIEsCFAgMgRIIANAQJEjgABbAgQIHIECGBDgACRI0AAGwIEiBwBAtgQIEDkCBDAhgABIkeAxOjkyZOqU6dO6swzzzQe8rP8GxLP8ePH1SOPPGIFyHPPPadOnTqlVwPw/wiQGMycOVMVK1bM6nDMh/zbrFmz9OqIY99//70qXLhwSFuWLl1azZs3T68OQBEgrqxbt05Vr149pLPRH0888YRav369/uuII2vWrFFVqlQJaTv9UbNmTbVx40b914FAI0CicODAAdW6dWuVI0cOR+dSpkwZtXDhQuMhP9vLpK78jvwu4se+fftUixYtVPbs2R3tddddd6klS5aouXPnqpIlSzrKcuXKpdq3b68OHz6s/zkgkAiQCA0YMEBdeeWVjg7liiuuMP5d179/f6PMXld+N7W6yFhyTaNPnz4qX758jva5+uqr1dChQx115VpW7969Vd68eR11r7nmGi6wA4oASdePP/6oypYt6+hA5KiiVatWaR5VSJnU0Y9W5G/J30TGk6OKUqVKOdrjnHPOUe3atVOHDh3Sq1v27t2rmjdvHnK08p///Ef9/PPPenUgMAiQMDZv3qyeffZZlTVrVken8fjjjxvXQCIldeV37H9D/qaM8JHngP/k2sUzzzzjaAN51KhRI6rrGn/88Yf673//6/gbMvKuXr16avv27Xp1IOkRIJqjR4+q9957T5133nmOjqJo0aLGqCu3ZsyYYfwN+9+U55DnkueE9+SoQo4u5CjDvt3lKOSHH37Qq0ds6tSp6uabb3b8zQsvvFB99NFH6tixY3p1IGkRIDajR49WBQoUcHQMl1xyierRo4c6ceKEXj1q8jfkb8nftD9HwYIF1ZgxY/TqiIFcz5DrGvbtLNc95PqHF/d2yD0jXbt2VRdddJHjOW644Qb17bff6tWBpESAnLZs2TJ13333OTqCbNmyqTfeeEPt3r1brx4z+Zvyt+U57M8pr0FeC9yTEVQyksq+XeXahYy4kpFXXtu5c6d6+eWX1VlnneV4zgcffFCtXLlSrw4klUAHyI4dO1SDBg1Cdv6HHnooQ3Z+eQ55Lvtzy2uRDkleGyK3bds2VbduXXXGGWc4tqfc4yH3evhNgr98+fKO55YvCI0aNfLlSwgQDwIZIObph9y5czt2+BtvvFFNnDhRr+47OeUhz21/LXJqRF6jvFaEJ9ccPvzwQ3XBBRc4tp/cVS53l2c0ORUppyTtr0VOWXbv3t2T06BAPAlcgHz33XeqUKFCjh1cLoB+/PHHmXoBVJ5bLsLKa7G/Nnmt8poRavz48er6668PCd4vvvgiU4NXBkW8//77qQ7EkMEUQLIITICsXr1aVa5c2bFDyxDMF198Uf3zzz969Uwjr0WGhcprs79Wee0yjBRKrVixQlWsWNGxfeTU3yuvvGJck4gXW7ZsMYZr66fVZFj3n3/+qVcHEk7SB4jcBNasWbOQm8DuvvtutXTpUr163JAb1OQ12l+zvAd5L/KegmjXrl3q9ddfDxl8UKFCBfXbb7/p1eOG3Dh6xx13OF6z3GD69ttvp3kzKhDvkjZAZBqKr7/+OtVpKIYPH65Xj1vyWuU129+DvCeZYiMo08bLtYOvvvoqZPjzddddp8aNG6dXj1sDBw5MdTocmfoGSERJGSBz5sxRJUqUcOyoMhHeu+++m5AT4clrlkn85D3Y35NM9ifvNZlNnz5d3XLLLY73ff755xvrriTiDZgHDx5Ubdq0UTlz5nS8J5mEc8GCBXp1IK4lVYBs2LBBPfXUU44dU6YNkam4N23apFdPOPIe5L3o06s8/fTTxntPJnKNoFq1ao73KdcS6tSpo7Zu3apXTzgyzb9M969/VmvXrq3+/vtvvToQl5IiQORbXdu2bUO+1d12221JuRiQvCd5b/b3KtN1vPPOO2lOCpgI9u/fr9566y119tlnO97fnXfeqRYtWqRXT3iy8Fjx4sUd7/Xcc89VHTp0UEeOHNGrA3El4QNk8ODBKn/+/I4d8LLLLlN9+/b1ZMqKeCXvTd6jvFf7e7/qqquMbZJo5P3069dPXX755Y73I207aNAgvXpSkWtZvXr1Unny5HG892uvvVaNHDlSrw7EjYQNkJ9++kmVK1fOscPJt9aWLVsa32KDQqbnkPesf2OXbSPbKBHMnz9f3X777Y7XL0eTclQpR5dBsWfPHtWkSZOQEYP33nuv+uWXX/TqQKZLuACR89/PP/98yNj6Rx99VK1du1avHhjy3mUb2LeJbCPZVvF6zUCu6dSqVSvkmo5cx0q2azrRWLVqlXrkkUcc20TuC6pfvz5T3CCuJEyAyIibzp07GyNw7DuWjNCZNm2aXt1zf/31l5o8ebL67LPPVMOGDY1O7p577jEeMgOrDLWV/5r/JuVST+pPmjQpw9ZGl21RpEgRxzaSbfbBBx/EzaglObcvI+LkXL/9dcrIudmzZ+vVPZcobSmv8aabbnJsI5l+59NPP83UO+0BU0IEiIz1lzH/9h3p4osvVl9++aVv8wvJTYZdunQxJjvUOzq3DxmG+8ADDxhDUOXmMr+u0cg2kW0j28j+/LINv/nmG716hhoxYkTIfS2XXnqpcc+OX/e1JHJbyhQ3n3zySci8bRIsEjBAZorrAJG7i++//37HjiN3Ib/22mvGXclek3PxcppAv2EtvYdc/JROUb8Imt5DJgCUVQ/lqMGPDki2kWwr/c5t2aa///67Xt1X0onLt3n765Bz/U2bNvXlzvpka0uZ4uall14KmeJGTnXJKS8gM8RlgMh8Rq+++mrINOvyjc/rjk92TJn4Tj9VYH9IhyLzF8nwUhnhJBen5TRIWqRc6g0ZMsRYG7169eohs7TaHzLaSP6+H3MkyTbTg1i2rWxjP4LYTravzDemd3yVKlUy5ifzUhDaUi6mpxbEcvFdLsIDGSmuAkROvXTr1i3k1IvMuCozr3pJ1o+QeaX0u7vlId8mn3zySWP1QK/XkpDz57IqntwQmNq3XDlakG+yfqxHIqev9NlrZVvLNvf6VKCcepEZjlObXXjKlCl69ZgEsS1leK8M87U/n7wGGQ7s16lAQBc3ASJrN+gXf2Xnl7UevJxmXb5xN27cOGSdbBmxJEc48q00o6Y7kfcl13cee+yxkGG48nrkTmWvT0/IhXS5oK4PRpBt79VgBFlTRV/fRM7hy0VoLy/+Br0tZTCC3HCoX9eRGxPlBkXAb5keIPKtsGrVqiE73AsvvGB8s/SS3JCmT64o31rl8D+zpzqR03Yyykx/fXJ6Qk6beH2HuWxb2cb6cGhpC7ff1KWDfPjhhx1/T06VyaqPXg8/pS3/R6Y+kSlQ9OHQcuSVUSPGEEyZFiByA9ybb74Z8m1N1rNevHixXj0m0iHq1wDkW5usk719+3a9eqaSb8zyTV2ftVVOV0yYMEGvHjPZ1qndkCltE+ka4nLuXY4E9Iv1ssb7r7/+qlePCW0ZnkzGmNoNmTJ5Y5BuyETGyfAAkREqKSkpKl++fI4PukzBIRcpvTZ06NCQleGeeeaZuL25ziSnmmQGXn1+LxmJ48dpGdn20gb255JpUqStwo0qknPtPXv2DDn/X6BAATV69Gi9esxoy/SFmxJGQkymkwe8lKEB8sMPP6jSpUs7Pth+TQIo56RllJH9uWTkTKItDyt3mOunhYoVK+b5CCYhbSBtoV9TkDbTJ6WcOXOm8Trs9aRz79ixo+eTANKW0ZPpfGTBKv0IXxa2SsZJKZE5MiRANm7cqGrUqOH4IMtDvj2mN4TSDTm/X7ZsWcdzyVBSr7/tZSQ552//9i0/jxo1Sq/mCWkTmSJeby8ZbST3V8gwVvu/y7l3GW20efNm/U/FjLaMjQwllgv79u0n171kqV1ZcheIhe8B8vLLL4dcqC1VqpSaO3euXtUT0vnZRwDJt2k5pE8GcpG6aNGi1nuTeyvkjnO/SBvJolX2ttMf0rkvXLhQ/1VP0JbemTFjhrr11lsdbSf7pQx/BtzyPUBk7WfzAyujUmTcvF/j1GWntJ/Hl3PxXl/EzWzyzVtGT9k7Ajnt5BdpK1k+Vx9RJEuxDhgwQK/uGdrSe3KvT/fu3R1358sABMAt3wPE7Hjkg+rHlBWmFStWODq5woUL+3JKJV60a9fO0fHINQI/SduZ59NluOyBAwf0Kp6hLf1ty927d1ttKSENuOV7gJiTIMqoEL/IuVz7BH2yWp/X9x3EI/k2aZ8ixM9vr8Ic2SNt6hfaMmPa0pwhQE5rAW4lfIDIaBOZBtzc8cqUKROoBaVkaKu94/nqq6/0Kp7xO0Boy4xrSwIEXkjoAJHz8zJFt7nDyXPJhHpBI99ezW0gHZBfI3r8DBDa8l8Z1ZYECLyQ0AEi8wCZO5vczOZ2Co5kYD+PLsNCvZ53SfgZILTl/2REWxIg8ELCBojcj2BO9y5TaOg3ugWRfUSPDBH1+l4JvwKEtgzld1sSIPBCQgaIjAiyT2Uta0Dg32Gh9nsLZEElL/kRILRl6vxuSwIEXkjIAKlXr561Y5UvX963+0oSkZzusN/l7OWkfX4ECG0Znp9tSYDACwkXILIynHlnuyyGJFNZw0mmyjA7Hfl279U8Y14HCG2ZPr/akgCBFxIqQGSmUZkMztyh/Jz6IdHZJ+2TSfW84GWA0JaR86MtCRB4IaECpH///taOJLOYer0MazKRmV/N6cPlrmMvRvJ4GSC0ZeT8aEsCBF5ImACRDkbmQ5K/JbO/zp49W68CjaxBYXbSsqRqrLwKENoyel63JQECLyRMgMiCR+YOVKVKFb0YqZB1OczV8ORaw8qVK/UqUfEqQGjL6HndlgQIvJAwAVK8eHGr0+E+gcjJkqrmdpM1O2LhVYDQlu542ZYECLyQEAEyZcoUa8eRNdMRORm1Y85sKzfpyQJDbnkRILSle162JQECLyREgDz++ONWp+PlWPig6Ny5s7X9WrZsqRdHzIsAoS1j41VbEiDwQtwHiNypbC5KlT9/fmP4J6Kzc+dOa/0H2YZub9aLNUBoy9h51ZYECLwQ9wGSkpJifeNi+U337OtiT5s2TS+OSKwBQlt6w4u2JEDghbgPkAceeMDaWX7++We9GBEaN26ctR3dXoCNNUBoS2940ZYECLwQ1wGyb98+a5bWQoUK6cWIwrFjx4xp0mVbSufh5sa9WAKEtvSOF21JgMALcR0gkydPtr5pNW7cWC9GlGrWrGltz0WLFunF6YolQGhLb8XalgQIvBDXASKjTMydRA7bEZs+ffpY21NG80QrlgChLb0Va1sSIPBCXAdI2bJljd+VO2937dqlFyNK69evtzqdihUr6sXpiiVAaEtvxdqWBAi8ELcBcvToUeNmKfldmWwP3ihYsKCxTXPlyhX1EFC3AUJb+iOWtiRA4IW4DZAVK1ZY37Cee+45vRguyUR85naVb7HRcBsgtKU/YmlLAgReiNsAsQ9V7Nixo14Ml1q3bm1tV7mwHQ23AUJb+iOWtiRA4IW4DZAuXbpYO8eIESP0Yrg0cOBAa7vK5HzRcBsgtKU/YmlLAgReiNsAeemll6ydY+nSpXoxXJJlZM3t+vLLL+vFaXIbILSlP2JpSwIEXojbAKlataq1c+zYsUMvhkvbt2+3tqtMiRENtwFCW/ojlrYkQOCFuA2QChUqWDuHjOKBNw4fPmxtV5laJBpuA4S29EcsbUmAwAtxGyBlypQxfi979ux6EWJkDqmVezOi4TZAaEv/uG1LAgReiNsAKVy4sPF7F198sV6EGF100UXGti1SpIhelCa3AUJb+sdtWxIg8ELcBkiBAgWM35N1oOEtc21t2cbRcBsgtKV/3LYlAeKPHi9mifiRDHx/F24DhG+t/nH7rdVtgNCW/nHblgSIP/SQSOuRDHx/F24DhPPm/nF73txtgNCW/nHblgSIP5ItINLj+7t0GyCM3PFHLCN33AYIbemPWNqSAPEHAeIxtwHCvQP+iOXeAbcBQlv6I5a2JED8QYB4zG2AcPeyP2K5e9ltgNCW/oilLQkQfxAgHnMbIMyf5I9Y5k9yGyC0pT9iaUsCxB8EiMfcBggzuPojlhlc3QYIbemPWNqSAPEHAeIxtwHCGhL+iGUNCbcBQlv6I5a2JED8YQ+QtB7Jwvd34jZAWMXOH7GsYuc2QGhLf8TSlgSIP/SgCPdIFr6/E7cBIlhH21uxrqPtNkAEbemtWNuSAPFHMoZEWnx/l7EESMuWLa2dRM6jIzZ9+vSxtmfnzp314nTFEiC0pbdibUsCxB8EiMdiCRC5MGjuJI0bN9aLEaWaNWta23PRokV6cbpiCRDa0luxtiUB4g8CxGOxBMi+ffvUWWedZfx+oUKF9GJE4dixYypPnjzGtpTO48SJE3qVdMUSILSld7xoSwLEHwSIx2IJECFTNJjftH7++We9GBGyD6V99tln9eKIxBIggrb0hhdtSYD4gwDxWKwBkpKSYu0szZo104sRIZnqwtyO06ZN04sjEmuA0Jbe8KItCRB/ECAeizVA9u7dq3LkyGH8jfz586tTp07pVZCOnTt3qrPPPtvahtEO+TTFGiC0Zey8aksCxB8EiMdiDRDx+OOPW9+4JkyYoBcjHTJKx9x+MhrKrVgDRNCWsfGqLQkQfxAgHvMiQKZMmWLtNHfddZdejDQcOnRI5c2b19h2cjPfn3/+qVeJmBcBQlu652VbEiD+IEA85kWAiOLFi1sdz7x58/RihCGT7Jnbze0FV5MXASJoS3e8bEsCBF5ImAAZMmSItfNUqVJFL0Yqjhw5Yq2ZLXeAr1y5Uq8SFa8ChLaMntdtSYDACwkTIDLWvUCBAsbfypo1q5o9e7ZeBZr27dtbHbVMvBcrrwKEtoye121JgMALCRMgon///tZOJJPyubmBKijWrl2rcubMaWwrGbWzatUqvUrUvAoQQVtGzo+2JEC8ceL4EbVgVHO1aFxrdfLkcb046SVUgMiwzzvuuMPqeL788ku9Cv7fww8/bG2nt99+Wy92xcsAoS0j50dbEiDeWDS2lXXR/K/lk/TipJdQASJkGU85Byx/8+KLL1Z///23XiXwBg0aZHU41157rTF6xwteBoigLdPnV1sSILHbt2Od6t0wpxEe8t8DuzfpVZJewgWIqFevnrVTlS9f3vXNVMlITm+cd9551vbx8l4LrwNE0Jbh+dmWBEjspnZ/3Dr6kCORIErIAJE7muXbmLljvf/++3qVQDp8+LAqWrSotV3q16+vV4mJHwFCW6bO77YkQGKzedVMKzwGtrhSHT9yQK8SCAkZIGL+/PnW7K5yUxX3Eyj1wgsvWB2OdD7SCXnJjwARtGUov9uSAHHv1KmTamT7olaA/LFgoF4lMBI2QESHDh2snUymt16zZo1eJTDatWtnbQs57eHFSB2dXwEiaMv/yYi2JEDc+312Dys8xnYqK4miVwmMhA4QOV/+0EMPWTubPNc///yjV0t63bt3t7bBmWeeqUaNGqVX8YSfAUJb/iuj2pIAcefowd2qX5M8Rnj0fOkMtW3dQr1KoCR0gIj9+/erEiVKWDtdmTJljH8LiqFDhxodjfn+v/rqK72KZ/wMEEFbZlxbEiDuzBv+hnX0MSPlWb04cBI+QMSWLVvUNddcY+14t912m9qxY4deLenIt1V7h/POO+/oVTzld4AI2jJj2pIAid7urStVrwbZjPDo89p56uCezXqVwPE9QMzO4NJLL9WLPLVixQprplJ5FC5cWG3enLwNbD9PLo9XX31Vr+I5uVdDnkvmZPITbel/W+bKlct4ruuvv14vQhiTuj5sHX38PInRgsL3ADGnYJA5jxo1aqR2796tV/GMXGy86qqrrB1R5lv69ddf9WoJTUbj2EfoyMPvb6vSZq+//rrjOZs3b24MwfULbekPOZpr0KCB4zlbtWqlDhwI5jDUSP21bKIVHkPeKmBMYYIMCJCrr77a8WG95JJLjMN1v+Y++uuvv9SNN95oPd8555yj+vXrp1dLSNKp2u8NkFMefk4BIm0k5+GlzextaD7kKKF3796+3fxHW3rn+PHjxnTwuXPnDmlHeVxxxRXG/GQIdfLEMTWs9Y1WgKxbMlqvEli+B4h8s5FvPPY7auUh515nzJihV/fEtm3bVNmyZR3P9+KLL3o+lj4jyZQW9m0oP/s1QkdI20gb2bfh+eefb1yTME9/mI+SJUuquXPn6n/CE7Rl7GQRr0KFCjm24QUXXGC0pbnEsPmQgQsLFwZ7ZJHu16kfW+Ex/uP79OJA8z1ATHJx9LnnnrPmPjIfjz32WEwrq4Vz7Ngx41yy/bkKFiyovvvuO71qXJOZWO2T6clDZq9dvXq1XtUT0hbSJvbnkzarU6eO0YZi48aNqkaNGo468nj66aeNowav0ZbuyN+tVKmS4/nkSEcC2BwivX79elW9enVHHTndLAtWJfN1p0gd3rddpTS60AiPXvXPUjs3Jddp1FhlWICYFi1a5JiFVR4yRbXMMurHkE0ZGqkf/TzzzDNq69atetW4cvToUWMNCPMakvl46aWXfPn2Ldte2kDawv580lbSZqmRO8ZLly7tqC+nmeQ8vleT/tnRlpGRa1PNmjVT2bNndzzf3XffrZYuXapXN8ycOdMIM3v9c889V3Xs2NFYzCqoZg940Tr6mDP4Zb048DI8QEwDBw60VlgzHzJMVM5xy1TfXpK7mu+///6QnaNFixZq+/btevVMJR2KnKvWt43MF+XlZHom2dayzc0huuYjf/78RhulR34/JSVFXXbZZY7flwvgsvKg12jL8ORa1Ndff22MeLQ/n4yEHDFihF49hPx+z549jZkA7L8vAxj8PMUWr3ZsXKp61j/TCI++jXKrwweSfzh5tDItQMTBgwdVmzZtQr6Z3X777WrBggV69ZjJuWf78FB5yPn8Jk2aqE2bMncq5p07d6rOnTuHvD75FimjZPz4Ri/bWLa1/fmkLaRNpG2isW/fPvXmm2+GHMGUK1dOLV68WK8eM9rSac6cOY6bMM3t8e6770Z9lLNnzx7VuHFjY14y+9+79957k24kXFq+6XK3dfSxbNpnejFUJgeISc7DyjKd9g+rnIetXbu252tE7Nq1y9g55FSL/fnkPP8DDzygBg8eHPUO55ac2x83bpxxzUHveOX1yDbxYx4k2aa1atUytrH9OZ988kmjLWIhRwhVq1YNeS8yXFUuiHuJtlRqw4YN6qmnnnI8n7SrtG+sQSqvV79mI9dQZGbgZL+5c+3iEVZ4DG97cyBXG4xEXASIadasWap48eKOD6ycnpCJ9rw+DyudmZwn1kcUyUNGqEhn2qNHD88n9ZMOuk+fPqpmzZohpwrkId/65ALmypUr9V+NmWxD2ZayTe3PKdvc63XJp02bpooUKRKyXT/44APjmoCXgtiWcoTYtm3bkKN3GVklsxt7adKkSeqmm25yPI8MB/7000+N4cHJ5sSxw2pwy2usANn42xS9Cv5fXAWIkPOwvXr1Ctkh5bzxyJEj9eoxk9EosgaFvoPYH3IO+fHHH1dvvfWW8a1WVtJLb7SRlEs9uQ4gpy1kpIuMHNL/tvmQaw7y9/0YkSZk29nX3ZCHnCuXbe3XfRxyH0m3bt2sO9jNh9z9/M033+jVYxaUtpTTd/Ic9ueUa1B9+/b1/PqhSY6wPvnkE2sKFPMhw4NlmHAyWfztu1Z4TP6isl4Mm7gLEJOch5Xz2fpIknvuuUf98ssvenVPyDc3OTwPd+NcuIeEnXRMeuil95Bvx/INVb6t+7Xjy7aSbWZ/XtmmTZs2NbZxRpBTTTIM11zzw3zIxfDff/9dr+6JZGxLCbE777zT8bxyukzCyo8RjKmRkJbRY/Z5u+Qhw4X9Go6ckXb9s0m1fvJc9dlzWVSvl7OrPdsS/z35KW4DxCTnYR955BHHh1U+vPIh9nO6bxnu2KVLF2OKcf2Uj9uHnGKRc/OdOnVSP/74o28djQi3o8u2zKwd/bfffgsZQSWneV577TW1e7d/YZbobSnDlJ9//vmQe6iqVatm3FuSGWSbZvYXEz+8/UZN9UiJLKpu+dNHH/2b6sXQxH2AmCZPnhxyasI8DyuH136T0xjyGmRYZsOGDY0Ll7IDyeOGG24wvrXKf81/k3KpJ/XlHHKsF6cjFe5Ug2w7ef3xQE5fmbM0y+PMM3OqggXLqwEDpqmTJ/3riE2J05bHT3+++55uS+dR1C233KKmT5+uV88UMjw4tVOjMpzYr1OjfpGj1uzZsqqrL8miHr4jrzp0wL+53pJFwgSIkAt2Ehj6fD7x1DlmpkS62CkX0mWoq0yPkitXAXXZZZVOv/YW6sknR5z+Ru/tyLtENGvW+tNHa51Pb5eH1Tnn/DufnFxLkvmy/JpHzq1wgzNkWLHXgzP8IkeQMgDBfO39Ur7WqyAVCRUgJhlCKOe3Uzs948dQyXiXyMMtt27dpl577b3TRyQvqmLFPlUlS/YwHk2bTlGbNgXvG+DatbtUgwYTjG1QrNgnp7/d11X58pVTjRo1M64lxbO0hofLcON4JgMQ7MGXaEdPmSUhA8QkF4jl5ib7h1XOw8rF90Q+DxupZLrha/nyv9ULL4yzAkQeZct+rb74YqE6eND/U5SZbe/eI6ePyOae/hbcy7EN6tbtp1av3qhXj2tyKsirG1QzggxAMGdikPCTmzIRmYQOEFNqQ1RlFI2fQ1QzU7ihzskw5cTkyX+cPpIc5OhEK1YcoMaPX6V8vE6daU6cOKmGDVuu7ruvn+M9P/roUDV7dnx/a09LWlPkyDDkeNKyZUvr9cnREiKXFAEiwp2HlZvk5AbFZCHvJdknvTty5Ljq0UOGrPZ2dKq1a485fdQZ3xMnRmPhwk2qevXhjvd4990pqn//X9Tx48nxxUe+3cswY/3ufBmOHG6Szowk9+qYr01mNIj3U23xJmkCxCTnYWUKFP08rEwlkVGjZ/yQkdO9xIstW6TzmeboYEuV6qFat56utm1L3BX0Nm7cq5o0meJ4X6VL91Tt289SO3d6P09WPJCOWoYd2z+/+jIBmeHRRx+1Xo/c2Y/oJF2AmGSiQFkcx/6BjefzsOHIglytW7dOdeEfPyacjEc//7xF1aw5ytHhlivXW/XqtVgdPRpfI5LSItdyPv98oXFtx/5e6tYdp1as8O+epngiw49TW6hM7qfxeoqb9MhNn+ZrkFNridQvxIukDRCTLNMpy3XaP7AyvXYkU5VnttSmvA/q0qNyf8i4cSvV/ff3d3S+lSsPVlOnZs7NdJGSazfffLNKPfDAAMdrl2s9U6Z4Oz9XIgi3VLLcGzR27Fi9ui/kNcj9NOZzy7Q2iF7SB4gwF0vSv8XLYklyF3G8kdekL7olr13mYZIjkiA7cOCo+uwzObp0jlaqV+8btWpV/A1Zlms2tWqNdrxWubbTs+di41pPkMmw5Ndffz1kFGGFChXU8uXL9eqekvtpzOeT6zFwJxABYgq3XKsstZuZ52FN4Zb9lcn/1q1bp1cPtL/+2qveeGOyo2OW6wgdOsxSu3dnzBTuaZFrNK1aOa/fyOPtt6eprVszZt6qRLFixQpVsWJFx2de5k175ZVXjLVVvCbBZR79yL4mc4zBnUAFiGnGjBkh52FlqVSZyTWjz8MKeU55bn251qJFixqvFeEtWLDxdMAOc3TS99yTogYOzJyRTHJNRo4u5BqN/TXJUcjSpZn/JSWeySqNMoWMfR+46KKL1BdffOHpTAoy95r592WOMbgXyAARcg60e/fuIedhZZruMWPG6NV9I8+lTw0ur0nWr4i3KSvildxLMXToMnXvvX0dnXa1asPU3Lnhh2Xa68qFbRn1FY69bjjffbdWVarkvIdFrnvItZtkvIfFDzKXm0x8KbMb2/eJwoULq6lTp+rVoyYTepqnzOTivUxUCfcCGyCm3bt3q0aNGoWchy1fvryv52GXLVtmPIf9OeU1yGuR14To7dlzWHXqNCfkbu5GjSaleje7vY483nlnhl7Fkl6AvP/+HEcduUbTtWsw7qL3g6xvX7du3ZDpiqpUqRLTwmD2U2UyFxtiE/gAMcl52AcffNDxYZXzsC+//LKn52Flbir5m/raGPLcfqxcF0Rr1uxU9euPd3Tocie7Tg8QuYYic1GlJr0AkUkgzfLGjacY93ogdkuWLFH/+c9/HPuKTFfUokULtW/fPr16msaPH2/9DRnxlRmnq5MNAaL59ttvUz0P+/nnn8d0HlZ+t2vXrsbfsv/tG2+80XhOeG/69HXqsceGGUN9N28OPT2lB4g8ZBLH1KQXIMuXb1MdO8427i6H94YOHaquvvrfWYnNR758+YwlhSNZi0XCQlbCNH9X1q9H7AiQVMh52I8++ijkPOzNN9/s6jzsd999Z/yu/W/Jeh3yHBmxlglSZw8FucPd/FnCQJdegMB/hw4dUu3atTOmHLHvS6VKlVJz587Vqzt8+OGHVn1Z1AzeIEDSIOdh69WrF3Ie9r///a/6448/9OohpE7lypUdvyt/S/6m/G1kLnsoNG8+1fpZTn/pCJD4sXHjRlWjRg3HfiWPZ555JtX17bdt22ZcMJc6curYz2ubQUOARODnn39O9Txs8+bN1d69oee65d+kTF/P/e677zb+FuKDPRTk2odcAzH/X4YHh6uL+PDDDz8YRx/2fUyOTuQoRY5WTHIx3ix/9dVXbX8BsSJAojBs2DBjuVP7BzZv3ryqd+/exhTr8pCf5d/sdeR3hg8frv85ZDI9FFq2/N76f7lvw35qXa+L+CDXP+Q6iFwPse9zcr1ErpssXrzYujFXVnT0ckAMCJCoHT58WLVv317lypXL8YGV9Uj0NUmkjtSV30H80UNh3brdjqMQ+xxbel3EFxmRJSOz9KN++/USuSER3iJAXJLzsDVr1nR8WM2HTLMuZZs2MSInnqUWCvbpR+RGRJnEMVxdxB+5R0TuFdH3SZnlIVmXPchMBEiM5s2bpy677DLrgyo/y78h/qUWChs27HEchYwZsyJsXcQvGRqvzyknoyplNBYjH71DgHhAzsGaH1L5GYkhXCi0aTPD+veHHhpozG8Vri7ik1xIN/dJfRSl3A8iNxUidgSIB1JSUqwPp/yMxBAuFOQucvt0KAMG/BK2LuKPDOU1r33IcrUy267M7KvP/vDAAw8YM1DAPQLEAwRIYkorFNq1m2mV3XdfvzTrIr48/fTT1v4oF9ZNMpGirDViDxGZf07WJJEp3hE9AsQDBEhiSisU/v57n7r9duekjOHqIn7IHekyiEX2RRnam9p8WTKNicyFZQ8SGeIrqyQyA3Z0CBAPECCJKb1QkMWp9PAIVxeZT+7DKlmyZET7osyNJbPxmneomw9Z5lbWbUdkCBAPECCJKb1QkPVB9KVzw9VF5rMPZildunREkyzKeiB16tQJGbFVrVo1YwVTpI0A8QABkpgiCYX33nOu85FWXWQeOVVl3o0up7BkmpNoLFq0yFgb3R4icgH+rbfeUvv3h87kjH8RIB4gQBJTJKEga5vLaoWR1EXmkbnnzH1QJlV0a9CgQSp//vyOILn88stVv379IjqiCRoCxAMECJB5ZNZrOVqQ/U+mD5JZImJx8OBB1bZtW5UzZ05HkNx2221q/vz5evVAI0A8QIAAmUeWVzD3P5l7zisbNmxQTz31lCNE5PRYrVq1mKbo/xEgHiBAgMwhC7yZ+57MwGufxt0rs2fPViVKlHAEybnnnqvefffdwE+USoB4gAABMp4sE124cGFr35PlFvwiQ4S//vprdemllzqCRJZqmDBuhF49MAgQDxAgQMb7/PPPrf1OFnzLCLJYXNOmTa1p4885O4sqVSCLeu+1e9S29Uv16kmPAPEAAQJkLFkY6qKLLjL2ObmHY8mSJXoVX61evVpVqlRJFcibRVUqkUU1/W8W1bP+mWr2gBfV4f3/6NWTFgHiAQIEyFgNGza09rl69erpxRlm4dwpqtVzhVSX2llUjxf/faQ0ulD9OvVjdfJE8k8bT4B4gAABMs7y5cutmXVljY9t27bpVTLUyRPH1bJpn6m+jXJbISKPYa1vVH8tm6hXTyoEiAcIECDj2GfU7dKli16caQ4f2KHmDGqgetU/yxEkk7o+rHZvXalXTwoEiAcIECBjjB071trXbrjhhrhcXXDnpl/V+I/vc4RIrwbZ1PzhjdXRQ3v06gmNAPEAAQL4T2bQLViwoLWvTZgwQa8SV9YtGa2GvFXAEST9muRRK2b3VKdOndSrJyQCxAMECOC/Tp06WfvZgw8+qBfHpRPHj6glEzuqPq+d5wiSke8WU5tXzdSrJxwCxAMECOCvHdu3qBuvOk+dkfXfVQQTbSnag3s2qxkpz6oeL2V1BMnUHtXVvh3r9OoJgwDxQL++KSrbmVmMh/wMwFu9O9dRFYtlUbdelUW91eJ1vThhbFu3UI3tVNYRIl83zKEWjWutjh85oFePewSIByaMSlFlb8hiPORnAN7Zvn6R+vjZM1STylnUS49covbv261XSTirFwxQA5tf4QgS+X/59/TYfye9h9/8f4YAWPBdinrtoSzGQ34G4JFTp9TYzndYHeKSqV/pNRKWHHEsGtvKOAKxd/pyhCJHKuHoIZHWw2/+P0MArPohxWow+RmAN/5YOMjat0a0v1WdOnlCr5Lw5BqIXAtxdP4vZTWumaQ27DcjAyI9mf8KkgABAnjv+NGDalCL/Na+9ffK6XqVpCKjska2L+oIiHnDGunVCJBkQ4AA3lv0TRtrv/ruq2p6cVKSI6zfZ/cw7heR9718xhd6FQIk2RAggLf271ivejfMaexTco1g3z9/6lWSmhx97dm2Wv9nAwGSZAgQwFtTez5h7VM/jnlLLw40AiTJECCAd7asnm3dcDeg+eXq2JH9epVAI0CSDAECeEPmiBr1bvH/7U/z++lVAs8eIGk9MkLGPEuSI0AAb6yY08val8a8f7txHwic9KAI98gIGfMsSY4AAWJ39PBe1b/Jpf/uSy9lVdv+XKBXgeIUVtIhQIDYzR/RxNqPpveppRfj/xEgSYYAAWKzZ+sq1evl7MY+1OfVc9XB3X/rVfD/CJAkQ4AAsZn0RSVrH5L1MxAeAZJkCBDAvY3LJ1v7z+C3rlUnjh3Wq8CGAEkyBAjgzsmTx9WwtoWs/efPxSP1KtAQIEmGAAHcWfb9p9a+M77LPXoxUkGAJBkCBIje4f3/qL6Nchv7Tc/6Z6qdG3/RqyAVBEiSIUCA6M0Z1MDab+YMrK8XIwwCJMkQIEB0dv69zDjqkH0mpdGFxtEIEg8B4gECBIjO0ikfWPvMr99/ohcjQRAgHiBAgOgc2L1JfftZRTVrQD1jJBYSEwHiAQIEQBARIB4gQAAEEQHiAQIEQBARIB5YPb+/FSDyMxA05uc/kgeSB63pgYN7NquhrW8wHvIzEDR6SKT1QPKgNQHEjIAIJlobQMwIkGCitQHEjAAJJlobQMwIkGCitQHEjAAJJlobQMwIkGCitV2w7yzpPYAg0D/34R5ILrSoC/pOkdYDCAL9cx/ugeRCi7rADgE4sU8EE63tAjsL4MQ+EUy0tgvsLIAT+0Qw0dousLMATuwTwURru8DOAjixTwQTre0COwvgxD4RTLS2C/adJa0HEBR87oOJ1nZBD4pwDyAo+NwHE63tAjsL4MQ+EUy0tgvsLABAgLhCgAAAAeIKAQIABIgrBAgAECCuECAAQIC4QoAAAAHiCgECAASIKwQIABAgAACXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC48n9M10CgioiyrgAAAABJRU5ErkJggg==)
PN: 3H32-3-5L
CAS: 541539-71-3
Molecule Weight: 313.3
Formula: C15H15F4N3
![1-[6-Chloro-2-(trifluoromethyl)quinol-4-yl]piperazine](data:image/png;base64,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)
PN: 3H31-7-04
CAS: 401567-88-2
Molecule Weight: 315.72
Formula: C14H13ClF3N3
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory