![3-Chloro-1-[4-(trifluoromethyl)benzyl]pyridin-2-one-5-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABI6AAASOgGFzhbvAAACj3pUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF+MHAiQKqaJUlSa1m7R20t5NDnFSpAAV0Dx8+50xsEBSCEHYvv/vbHznY/FwTg5w1HkRZ2lIOGUEdBpl2zjdh+T329MkIA/LRYQiFKZFSN7L8mPuOKfTiUbvOlHnLKVRlhBrn5+LuKM5SZrle0cwxp0/L8+vFTOJ06JUaaSRKuJ5UQ0+Z5Eqq1V8MYWTqPwYp46VO0l+tN7+Cmb+jJ6LLfn/Lmu0rRCFXXzQsMvyRJVwFIzin32DvU51rkq9hc0FhyV18d2Xi5fHLPpMdFpi03iII3V4LfPPCAeS7KCjT3SGje+PIUk4AqrMklWeqwuYlhlWHJQAJUG5oKagPFA+qADUDBRneKOdo4CjgqOEo4ajiKOKo4yjTqBOGD8C43HQZkFvlw8dkp+wBnNX16Hq/Gi67fVUXWvcXRGSKZXS9QFfj+Hsgnqe7za92lY/PLQFra0LcJRIH3Dr8AeTujupre2zJ6t9TOoJJpIKyatx3299E7jgMhuEoQmfTVdQBJghWWA9eoJZj7Prp0dn8p79q37jr++/6XM6de1yZr4njd1zpd/oMO5OG/jlYpOl26smxNuQbDipMuKX3hWiTgoCWb7VOZ4z48BIrwHRBUwKtYC4B8gbwB2ewe0CJj1bYHUPmHYBk8zDgNcFTOoPL8m/AYLhGYIuYI7V8C7NbgDOhqcw9k7oqkM7/B68H+7qkI8wvYjbojCytl7QbREZYXpxt0VnhOmF3hapEaYXfVvURhj/zh6MMcGdtQUje91LA1toRw5kPw8CU5hHmH4eGGYkd0Q/D5gt/EN7IOTNWb6POFfFyWm+YNi8+bo5V58+Bz/4y3+guE4ZwO6mNgAAMpFJREFUeF7t3QeYVNX9/3FsKGAFS1BRRIxgL7FiFLuxRWM0mOjPgr1EBTVig6iJBo1il6ZiR7GACqKgYizYxQKCBVQQkN673/9+7vzvwB5md2e+M7t7Z/b9ep551D1nZu8dz97Pveece249AwDAoV74AwAAskGAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIUNfMnGnWubPZTjuZNWqUeu24o9l115nNmBHWxoo83129eqlXRaoqT7Di3GoAPiNHmm2xxfKDVvhSmepgZd7vrqqAqKo8wYpzqwHkbt48s222SR2sdt7ZbNAgszlzzObONRs82GyXXVJlqqO6WC6f766qgKiqPMGKc6sB5K5bt9SBqnXr1MEvpJ+1apWqc+edYWndls93V1VAVFWeYMW51QByt//+qQPVU0+FJcs9+WSqzgEHhCV1Wz7fXVUBUVV5ghXnVgPIXePGqQPV5MlhyXITJ6bqNGkSltRt+Xx3cUBU9SpCxbnVAHK3+uqpA9WSJWHJcosXp+qoLpbL57sLg6KiVxEqzq0GkLtszqInTUrVCc+i67p8vruqAqKq8gQrzq0GkLt8+vFjOkhqkLiyA2kpyue7qyogqipPsOLcagC5i2cSbbddavppSD9TmeqEM4li//1vqny99cxuvTXVbVMX5PPdVRUQVZUnWHFuNYDc6SDXsmXqYLXbbqn7F/Qz3bfw2mupn6ks070MMdW/8MLlYwKq++KLYa3Sk893V1VAVFWeYMW51QB8dKd0s2bLD1rhS2WZ7qYOffml2cEHL3/f4YebjRoV1ipemQbLvd9dVQFRVXmCFedWA/DTmk3XX59aw6lhw9Rrhx0qX8+pIs8/b7b11qkD4BprmF1yidn06WGt4qGxnfbtzVZd1eyhh8JS33dXVUBUVZ5gxbnVAJJj0SKzm282W2ed1IFwww3N7r/fbOnSsGZyaR+6dk2N7WgfNOvqnXfCWggQIAAKQzfSnX566uxdB2Gdpb/+elgreTSGE69zpbEdjfFMmxbWQgYECICKTZ1q1r9/5jGBinzwgdm++y7vmvnTn8y+/z6sVfs0XnHYYcu385BDUmM7yBoBAqBiGtPQwVWLCGrmUS4ee8xs881T719zTbOrr7YlmRYirGkao/n731NjNto2za564YWwFrJAgACo2NixqRvj4rP0o482GzMmrFUxTWnVoHODBvZj2ftv2nRTe7xPH/v111/DmtVPYzL33Ze6U1z7su66Zrfckhr/gAsBAqBqTz9t1rx56sBbv77Z5ZebzZoV1qrYuHH21kkn2V5l769X9tprr73svffeC2tVn6FDU2My2n6N0ZxxRmrMBnkhQABkZ8ECsxtuSD3GVQfijTc269XLbNmysGaFhg0bZrvuumsUIqussoqdeuqpNn78+LBa4Xz3ndnxxy+/gmrTxuzDD8NacCJAAORGB/xTTrGyBEgdlHUX9ltvhbUqtKwscHr27GkbbbRRFCRrr7223XjjjbZw4cKwqtvCOXNseqdOqbEXbaNu8nv88bAa8kSAAPB5912zPfdcfnbfrp3ZDz+EtSo0c+ZM69ixo9WvXz8KkubNm9szzzwTVsuJxlYefvhhO7JpU+ujbWrQIDUGEy4vgoIgQAD4aTC87IBtZQfsKER0wO7cOacD9ujRo+2oo46KQkSvtm3b2meffRZWq9K7ZYG2Z1mgxZ/zwF/+YovGjQuroYAIEAD5mz3bLM8uo1deecVatWoVHfxXW201O+ecc2zKlClhtZVoDOWUU06JxlT0Xo2xvJVDlxr8CBAAhbPCoPV3Za+72rSxj3IYtF6yZIl169bNNthggygM1l9/fbv99tttcYZl4xcsWBCNnTRq1Ciqu/HGG1uvXr2iMRbUDAIEQOENHWov7LCD7V52YF911VXtjDPOsEl6GFWWdOVx3nnnRVciCodtt93WBg4cmC5/+umnozETlWkM5fLLL4/GVFCzCBAA1WLZ0qV23333WZMmTaID/brrrmu33HKLLcrhxr0RI0ZEYyLxuMZ+++1Xbpzj6KOPtjG53NiIgiJAAFSr6dOn28UXX2yrr756dNBv2bKlvZDj0iEPPfSQrbPOOungaN26dTRmgtpFgACoESNHjrRDDz00HQKHHHKIffXVV2G1cjT2oTEQjYXoPQ0bNrSzzjorGitB7SNA8tT9nHqVvgCUN2DAANtmm22iQNBVyUUXXWTTMiyfrvBQt5fqaSxEYyJTtTowEoMjXJ7CwAhfAFamcZCuXbumA6Jx48Z2zz33lLuy+Pnnn9NjJ59//vkK70ZScITLE0EB+E2ePNnat28fzdRSWGy//fY2ZMiQqGzixInRz3bTUilIJI58eSJAgPx9/PHH0QyreHzkj3/8Y7RaLwGSbBz58kSAAIXz5JNP2hZbbBEFxxprrBH9c+eddw6rISE48uUpHPNg/APIz/z5861Lly7WoEGDKEB0VzqSiaNcnsLQIECAwlC3lgKkRYsWYRESgqNcnggLoHowiJ58HPnyRIAA1YMAST6OfHkiQIDqQYAkH0e+PBEgQPUgQJKPI1+eCBCgehAgyceRL08ECFA9CJDk48gHIJEIkOQjQAAkEgGSfARIjubOGG+zp3wf/hhAgREgyUeA5GDJwrn2+D+aWZ8OG4ZFAAqMAEm+ggRIuIRH+CoVH/a/LtqfVx84ISwCUGAESPIV5OgeBkb4KgVzpo6z3hc2sF4XrkUXFlADCJDkK8jRvZSCoiKvdT8x2scPnr86LAJQDQiQ5CvIUb/UA+TnMcOs+7mr2KNXbmqLF84JiwFUAwIk+Qpy1C/lAPn112XW78Zdov0b/V6fsBhANSFAkq8gR/1wzKOUxj9GvdUj2o/nb95LaRIWA6gmBEjyFeQIH4ZGqQTIovkz7ZGOG0fdV5O/ey8sBlCNCJDkK8gRvhTCIpP3nu4Q7dfrD54aFgGoZgRI8hXkqF+KATJz0mjreUF9e/DitaO7zwHULAIk+Qpy1C/FABl091HRPn3y8k1hEYAaQIAkX0GO+tkEyLKli21o77/Zp6/cYksXLwiLE+XHLwdF+/NEp+aJ31agVBEgyVf5UT9L2QTIgrlTozu54wPzdx89HVZJBAVd386to+38/uN+YTGAGkKAJF/lR/0sZRMgMnPyGBt0z9Hp+gNuO8Cm/vRZWK1WfT7kjmjbXrytbVgEoAYRIMlX9VG/Gvz05SvW9/pW0YG6x3mr2bBHz7YFc6aE1WrcrBlT7NqTN7DuZduUtGAD6hoCJPlqJUBk2bIl9sWQbvbwpRtEQfLQpevb56/dHnUh1ZbL/n6e/a5FPevV9dywCEANI0CSr9YCJKaxkf89dl50JaIg6XvdtvbjFwPDatVuxIgRttpqq9n6669vU6f8EhYDqGEESPLVeoDEpo3/3F7874Hp8ZGBd/3BZkz6OqxWbdq2bRs11jvuuCMsAlALCJDkS0yAxL7/5Fl78uoWUYj0PH8Ne/fpy2zRvBlhtYLq169f1FBbtWplixfXXhcagOUIkORLXIDI0iUL7ZOB/4ruAleQ6BGyI9/qbr8uWxpWzduCBQtsq622ihrqwIE133UGIDMCJPkSGSCxeTN/tjce/L9oMUMFSbdLd7ZPP3gzrJaXf/3rX1EjPfLII8MiALWIAEm+RAdIbPLY963vTXvbifvUs6Yb1LM///nPNnbs2LBaziZMmGBrr7221a9f377+uubGWwBUjQBJvqIIkNhLzz1im222WdSo1lprLbv22mtt7ty5YbWsnXrqqdFndejQISwCUMsIkOQrqgARBYaCQwGixqVAeeSRR8JqVRo+fLitssoqtvHGG9vMmTPDYgC1jABJvqILkJi6sNSVpQam1957723vv/9+WC2jX3/91fbaa6/ofd27dw+LASQAAZJ8RRsgsTfeeMN23nnnqKHpiuK0006zn3/+OaxWjq5YVH+XXXaxZcuWhcUAEoAASb6iDxBZunRpdCWx4YYbRg1OA+OaXbVw4cKwqs2ZM8c23XTTqN6bbxZ2RheAwiFAkq8kAiQ2Y8YMu+yyy2yNNdaIGl6LFi3s2WefLVfn6quvjspOPPHEcj8HkCwESPKVVIDENCX3D3/4Q3p85MADD7TPP//cvv/++2jwvUGDBjZu3LjwbQAShABJvpIMkNjLL79s2267bdQIV199ddtkk02if9csLuRGV3I//PBD+GOg2sQBsv3224dFSIiSDhDR2lb//e9/rWHDhukrkltvvdWWLFkSVkUGY8aMsSOOOCL63nTDpb471gtDddPJyh//+Meo3WlyzD//+c9o2SEkS8kHiGiQvXXr1unGqH/qvwcPHhxWxf83a9Ysu+KKK6LQ0Pe1zjrrRMvd69+32WYbe/HFF8O3AHmbN2+ede7cOepmVltbc801o94D/fuWW25pffv2Dd+CWlQnAuT++++PGuA+++xjn3zyiR1wwAHpq5Gjjz46OstGiqY19+rVK7rBUt9Po0aN7IYbbojO/r788ks7+OCD09/dYYcdZqNGjQo/AnB5/PHHrVmzZung6NSpk82ePdu++eYbO+aYY9Ltbv/994/+jlH7Sj5ANDNL03tXXXVV++CDD9I/f/rpp6158+ZRg9RZ9uWXX17n70j/3//+Fw1Yxn+of/vb3+ynn34Kq9nzzz9vW2+9dVRHM94uueQSmz59elgNyMqHH35obdq0Sbe7448/3r777ruwmr366qu23XbbRXV0NXzWWWfZL7/w8LfaVPIBcumll0YNTjcYhnRWrbNrnWWrjs66dfZd124uVH9zu3bt0n/Ae+yxh7377rthtXIWLVpkN998c9S1pfcopHWlp+5CIBuTJk2yM844Izq5UxvaYYcdbOjQoWG1cjR2edddd1njxo2j96y33np22223MS5XS0o6QNS9ojNkHeQquzt9/Pjxdsopp6THR3QW/tZbb4XVSk7Y39y0aVN76KGHoqVesqWZMqeffnr6ILDjjjva66+/HlYD0nTyccstt9i6664btZkmTZrYfffdl9PJx9SpU+2CCy5Ij4/89re/tZdeeimshmpW0gESzx7SmXI2dNa95557ps/E//KXv5Ts1NUnnniiXH/zVVddFfU3e6l7cN99901/d3/605+i+26AFb3wwgvWsmXLqI3o5O7iiy/Oq/vziy++sIMOOijd7g4//HDG5WpQyQaIzkbUoHQ3eqYlTSqis++HH344OhvX+3V2rrN0na2Xgo8++qhcf/Nxxx1n3377bVjN7bHHHrPNN988HUy681/Lx6Bu++qrr+yQQw5Jt7tDDz3URo4cGVZzyzQup/FPVK+SDBD1h+qSVo3pueeeC4uzorNxzQLRQVCfo7N1zRIpVupvPvPMM3Pqb/ZS2F5//fXprjGtPdanT5+cusZQGqZNm2YXXXRRuqtJU8AHDBgQVisIxuVqXkkGiG4cVAPSpW2+NBtEs0LiMyedvWvWSLHQH9V//vOfcv3N9957b438UWm5mJNOOin93WkJ/ffeey+shhKkwe577rknPdit9te1a9eoPVa3cFxup512YlyumpRcgEyePDmamaEzHq1/VSg6W9dZuxqkGqZmj+isPsn69++f7m/W95Fvf7PXsGHDbNddd422QxMV9CRITVxAaRoyZEi0/Ej8t9K+ffvo77KmaVxO937FJzAnnHAC43IFVnIBcvbZZ0eNRTM0Ck1n7ZotorP4+KxKs0lq4qwqF5n6m/Wz2qSp0T179rSNNtoo2iYtuX/jjTfmND6FZNNYWrz8iF777befffzxx2G1GheOy11zzTWMyxVISQXIp59+Gp3x6LJZ0/yqi87i//73v6eXjddZvmaX1Lawv1nbVV39zV66WbNjx47pJVJ0M+czzzwTVkMR0XjhP/7xj/T/0y222MKefPLJsFqt0qOwr7vuuvSjsBmXK4ySChAtcaDGoRuNaoJmkejsPj7j0lm/lvuoaXF/84pXRjXV3+w1evRoO+qoo9LfXdu2be2zzz4LqyHBdPB98MEH7Te/+U30/1ALlnbp0sXmz58fVk0MxuUKq2QCRIusqUFoqYOaXmlXZ/maXaLfr7N/XQXoaqAmhP3NmmmV9LGZFb3yyivWqlWraPu1PMU555xjU6ZMCashYd555x373e9+lz4Qn3zyyfbjjz+G1RJL43J6pLW2PR6XmzBhQlgNVSiJAFm4YL79bscto8ZQWyvs6mxfZ/3xbCd1o+mqoLrCTP3Nuocj/gNWf7Pu8SgETYPWlZS+S90To5eu6uJ/189VXqjlI/QddevWzTbYYINoX9Zff327/fbbC/b5KBytjaY10uJ2t/vuu9vbb78dVnOp6XancbkePXqUG5e76aabGJfLQUkEyBvP3GDt9q1nl519TFhU4zTbRLNO4imEujrQVUKhqL9Zd43H96eov1l3ledDl/VawuT//u//0g/gyval+nqf3p/vUx515XHeeeell43XZw8cODCshlqgbik9kyN+ro4ezta7d++81o1LSrvTuFyHDh3SY5pbbbWV9evXL6yGDIo+QOZO/8l6X9zIup9f36ZMSM6y7Jp9oquCuMFrdko+d3yrv1l/LIXqb9YkA90Psvfee6/0x6mDg5a811x63Uyp3xO/9N/6ucrjJzyu+NLn6XPzmcQwYsSI6DHE8WceeeSR0ZgJasdTTz0VPYtD/y80UH7llVdGz4vxSHK7UxtTW4s/U+NyaouoWNEHyNBef7Xu59Sz4f2uCIsSQbNRdJUQ//Fptkqua06pv1kr5MYNW/3N3jW69D6N0cSzUfTSGdeFF14YnXXlep+I6ut9er8+J/5Mfb5+j3c7RZ8bf6bODnWWWNeX3K9JeubG73//+/T/02OPPTZ6NodHMbW7QYMGlRuXO/fccxmXq0BRB8ikb9+x7ueuYo9cvoktWuA7I6oJukrQWVR8+a+rCM1eqWoKYab+Zj2zw0N/cOeff376Ml3bogFr7+dVRJ+nz433Vb9PvzfXA0RM/dHql1b/tD5P/dXqt86n6wSVUzesnrURd8NqYsprr70WVstKsbY7jbPccccd0XicPk//1H8XavylVBRvgJQdfJ/79x7R1ceot3uFpYmkWSq6eogDQbNYdHUR0nNK1N8cP6ck3/5mdX3FA4W6S18LHFb3g3j0+fo9+n3xgV/b4aUZMurzjpfc1wyaN998M6yGPOjgqGfex//PNBHk7rvvdk8EKYV2pysPXYHE43K6MtEVClKKNkBGv/NQFB7P3rRbWZb4Dqy1RbNWdDURB8lf//rX9JP/NB15xf5mPZfc29+s7h4tq67P0oFXfcjV/Qcc0u/T740P/NqefLqhhg8fXq7//MQTT7SxY8eG1ZAjPeM+XoBUU9G1koN3KnoptjuNhWhMJG53jMulFGWALF4w2x69omnUfTXxm8JeCtcUXU3oqiIeEFTfbXy2ppeeAe3tbxbdlR/3Detu70JNtfTS748fIazt0vZ5qevvkUceie4m1udpRpoWvKyJBSJLjf4/6CFgcbvTM+/1jA2vUm53Eo7L6ZlDpfKoB4+iDJD3n/1HdPUxpGe7sKjo6OpCs1riMyUtG69nP+dDK4/G96PowJqU5yJoO+KVjbV9+a6QqvWMtK5R3L2g2ULITfwAtc022yx6pkY+6kq7i8fl4qVbtPp3XVV0ATJrynfW64I1rfdFDW3ONP9Mi6SJn6qW7xmbnn8S3yOitX+SSNsVXzl4n9eyovjg8MYbb4RFqILGlfTdqQsrH3Wx3WnVB33es88+GxbVGUUXIIPvOy66+vhoQOewqKjFfcb5rMujJef1x6HZM7oLPsm0fdpObW++D7aKZ6oRILnTbCt9d/kMDNfVdqfpwvruChFGxaqoAmT8qCFReDz+j2a2ZFFp9TvmGyCasx93HyT9jzim7Yy7FbT9XgSIX74BUpfbHQFSRAHy67Kl9kyXHaIA+faDZC0VXQj5BIj6eOOBvaR2H1Qk7lbQ9nv7zAkQv3wCpK63OwKkiALkyzfuicKjf9f9wqKSkE+AxO/VWEAxiscwtB8eBIhfPgFS19sdAVIkAbJw7jTrc1kT63HuqjZlXGFWnE0ab4DoJql8z6Rq24pnsp6bvggQP2+A0O4IECmKAImvPt7sc2ZYVDI8AaJlGnTviKYAF3ppiJqm7dd+aH9yXX6CAPHzBAjtLoUAKZIAmT11rH384j+jK5FS5QkQrfWj9+iO21Kg/dD+aL9yQYD4eQKEdpdCgBRJgNQFuQaIVhvVnbBa86eml4moLtoP7Y/2K5fVVAkQv1wDhHa3HAGSoABRF1Vlr1KXa4BoGWvV18JxpUT7o/3S/mWLAPHLNUBod8sRIARIYuQSIHpoToMGDaLVekvlLDCm/dF+af+yfTgQAeKXS4DQ7sojQBIYIHVVLgGiJ6+prp5/UIq0X9o/7Wc2CBC/XAKEdlceAUKAJEYuARIvZ17sM2Aqov3S/mk/s0GA+OUSILS78ggQAiQxsg0QDfJp2mGLFi2qfKJhsdJ+af+0n9kMahIgftkGCO1uZQRIAgMk06suyDZA4hu4chnsK0bxYG02N3gRIH7ZBgjtbmUECAGSGNkGSLz8dqkvIa39035qf6tCgPhdcMGV1rChnkHzRlhUDu1uZQRIAgOkrso2QFq2bBldYmc7U6RYaf+0n9rfqhAgfp06PWZbb32+DRv2VVhUDu1uZQQIAZIY2QTIokWLoudVN23aNCwqSdpP7a/2uzIEiN+NNw6z3Xfvbu+882NYlEa7y4wAIUASI5sA+eqrr6I6bdu2DYtKkvZT+6v9rgwB4pdNgNDuMiNACJDEyCZAXn755ahO+/btw6KSpP3U/mq/K0OA+GUTILS7zAgQAiQxsgmQJ598MqrTsWPHsKgkaT+1v9rvyhAgftkECO0uMwKEAEmMbAKkR48eUZ0uXbqERSVJ+6n91X5XhgDxyyZAaHeZESAJCpC6LpsA6datW1Sna9euYVFJ0n5qf7XflSFA/LIJENpdZgQIAZIY2QQIZ4KZESB+2QQI7S4zAoQASYxsAoS+6MwIEL9sAoR2lxkBQoAkRjYBwmyYzAgQv2wChHaXGQFCgCRGNgHCfPzMCBC/bAKEdpcZAUKAJEY2AcIdwZkRIH7ZBAjtLjMChABJjGwCRFiTaGUEiF82ASK0u5URIARIYmQbIKyKujICxC/bAKHdrYwAIUASI9sA4bkMKyNA/LINENrdyggQAiQxsg0Qngy3MgLEL9sAod2tjAAhQBIj2wARnk1dHgHil22ACO2uPAKEAEmMXALk3nvvjeqec845YVFJ0H5p/7Sf2SBA/Pr2/dLatOlt48fPCotWQrsrjwAhQBIjlwDRTJEGDRpYo0aN7JdffgmLi5r2R/ul/ct2xg8Bkp9ly7LrkqLdlUeAECCJkUuASDzYd/XVV4dFRU37o/3KZbCWAKk5tLvlCBACJDFyDRAN8q2xxhq23nrrlczZoPZD+6P9ymYQM0aA1Bza3XIECAGSGLkGiJx//vnRe04//fSwqChpP7Q/2q9cECA1i3aXQoAQIInhCZDp06fbRhttFE07LPaZMdp+7Yf2R/uVCwIke5pxpdeddw4PiyJxeWVodykECAGSGJ4AkfgGr6222spmzJgRFhcFbbe2X/uRzQ1cIQIke3FA7LVXTxs3buX2kk2ACO2OABECJCG8ASLxe48//viwqChou7X92g8PAiR7cUDoddFFKy9Xnm2ASF1vdwQIAZIY+QTIimdS1113XVicaNrefM9kCZDsxQFx8cUDo3+++ebYjOXZqOvtjgAhQBIjnwCRTz75xNZdd93oM+65556wOJG0ndpebbe234sAyV4cEGPHzrA99+xpxxzzhC1atHSl8mzV5XZHgBAgiZFvgMjQoUNtzTXXtFVXXTXxf8zaPm2ntlfbnQ8CJHsrBsRtt70T/XvPnh9nLM9WXW13BAgBkhh77LFH1BjvuOOOsCgnasz640hyt0LcfaDtzPePb/bs2dasWbPo86699tqwGIEVA2LWrIV20EF9bN99e9vEiXNWKs9FXWt38+fPt2233Tb6vFJd2iUbBEhCHHbYYVFj1OvII4+00aNHh1Wy9vrrr6e7FTRQ6O3jLTRtRzxwqe3Tdnpp5VTNnPnNb36T/t70OuSQQ6p8FGldFgbE009/Ff33lVe+lrE8F3Wh3clTTz1lW265Zbl2t99++9lHH30UVi15BEiC9OvXLz0oqbtiO3ToYDNnzgyrZeXTTz9Nf1bz5s3t7bffDqvUKP1+bYe2R9ul7fN655130ldserVr18569eoVPUVO/63Hkap7Ydq0aeFb67wwILQO1kknPRP97P33x69UnqtSbncaL9l///3T7e7YY4+1Pn362Pbbbx/9t7rGzjzzTJs0aVL41pJFgCTMwoUL7aabbrK11147apS6walHjx5lf+jLwqpVUvjEYyu6WUp33Nb08hP6ffq9+v3aDm2PNxR/+umn9HiHXrvttlu5G9n0DOv//Oc/6bPgJk2aRCurLl26fJC4rssUEHFwnHji0xnLc1Vq7U6fddZZZ9lqq60WfdZ2221nr776arp8yZIl0diK2pvK1f66du1a5TPVSwEBklATJkyIHqsZ/wHssssu9uabb4bVsqKuHgWRPkdr/mjhuOr+g9bn6/fo98VB6LlZSxYsWGA33HBDtFqqPmuTTTax3r17VxiqOgPUmaDOCFV/hx12sCFDhoTV6qSKAqJDh8HpskzlHsXe7hYvXmy33XZb+rMaN25sd911VxQYmeiKV1e+ugJW/W222cYGDBgQVispBEjCDR8+3Pbaa6/0WfeJJ55oY8eODatVScs0aK0fdY3pcxo2bBgN/hV6KQp9nj5Xn6/fo9+n35vrMhGxvn37pvub69evb1dccYXNmlX1sytEfdLqm46/u+OOO86+/fbbsFrJev31sXbhhS/biBHLu1QqCogff5xle+/dM2O5Zml16jTEfvgh9zP4Ym13L730kv32t7+NPkuBcMEFF2TdJaoxOI3Fxe3u0EMPtZEjR4bVSgIBUgQ0YKy+1k033TRqkGuttVY0o2Tu3Llh1SpptVGdJekz4gauvmEtY60xmFz/4FRf79P7477veBv1e3JZ3XRFYX/zMcccY998801YLStPPPGEbbHFFtHnaAbOVVddFc3eKlXffjvNzjvvxXQYvPTS8gkZmQIipvWxMpXrjnX9TAFz++3v2Zw5uXfNFEu7GzVqlB1++OHpzzv44IPtiy++CKtlpX///uXG5S6++OKc9zPpCJAiMmfOHLvmmmvS0yU333xze/TRR8NqWdFDczQ+ED+mdMWXuogOOOCAqA+5U6dO1qVLl/RL/62fq1z1wvfq8/S52T6UJxT2N7du3bpcf7OXpl127tw5fYaq2Vvq2iil53vPnLnAbrnlf9ENgjrgH3/8U2Vn5r4D6Yp0o2Hv3p/Y73//YPS5hxzSx55/flTWD6JaUVLbnQ7sl1xySfpKaeutty7bx+fDajkr9XE5AqQIff/993bCCSek/3j22Wcf++CDD8JqWRs3blx0MNWYSzy3PduX6ut9er8+xyvsb95ggw0q7W/20pnpySefnN5+zebSrK5itnTpMnvqqS/swAMfjg7wBxzwUNmJxYiy7y7zGJHXL7/MK7vyfd1+97vUVcrJJ/ezjz/+OayWtSS0Ox3I77//fttwww2jz11nnXXs5ptvLvgAeKZxuXxvZEwCAqSI6c7rnXbaKWqQGmw/7bTT7Oef/X/QMR3Mv/zySxs8eLA9/PDD0UsH8/jf9XOVq14hZOpv9p5JZkt95rvvvnv6gKTZXZrlVWyGD//J/vznvtEBfY89etiNNw4rO5teEFYrqM8/n1zW1p5Pd3ddddVrZe0udSNiPmq63el+kPjvRwd2XeFMnDgxrFZQGpdr06ZNqt21rGfH3X+cfTfru7Ba0SBAipzOoB544IFyZ1D//ve/C34GVR3C/uaDDjrI3d/soVlcms0Vd4lolpdme2nWV9JpQPuyy15JH8TPPnuAff31lLBatVHPn8ZWjjji0ej36272++//0ObPL+wVY3XQFXw8zVivfffdN68reI/Hn3rcmp3WzOrdXs/W7LWmdXq/k81eXHzjcgRIidDdtpdeemm6D7dFixZ5L9dQXZK2rZrVpdldmuWl7dGsL83+SqK5cxdFg93xjKmjj37cXn219s5g581bbPfe+4Hts0+vaHv+8IfHbOBA32SH6qYxRE3xXXEM8bHHHgur1Zh5i+ZZ5486W4PeDaxe93rW9NGm9tDoh+xXy31sqbYQICVGZ/VHHHFErZ3VVybpV0ua5aXZXvF3p1lg+azWWkgasO7f/2s79NBHogP1fvv1jqbXrriSbm2aMGF2WQi/mr4iOuOMF+yrr6r3no9shbMYGzRoEM1inDdvXli1Vvww5wdrN6RdFCJ67fHcHvbupHfDaolEgJSocFxBc+Kre1yhMuF4jfqbCzFeUx0060uzv7Stmg2mWWHVfQNcZT79dKL97W/Ppg/O11471CZPzn0Kd0348MMJ1q5damkUjcl06fKGTZmS//iIl1a3XvE+qpNOOimvQffq9NbEt2y3Z3dLB8kpr59iP81N9rgcAVLCampmU2UKPWOspug70nelu4+13foO9V0WagA3Gz/+ON4uuugu2223+6MD8qmnPlfupsCk0tVSv35f2cEH9ynb7gfKwri93XrrPTV6pamVHE499dT0Sg677rqrDRs2LKyWOMt+XWa9RvWyjR/ZOAqRRr0b2Q0f32ALliZzXI4AqQOq696KyhTynpXapKs2zQqLl6fQVZ2u7qqTulbie1YaN97D9t23iw0YMDoauC4ms2cvsn/9q79tsklq1lGh7q2oTKa15Hr27FnhsjdJNWvRLLti+BVWv2f9KEiaP9Hc+n6XvHE5AqQO0Uqk4d3dY8aMCavlJexvzueu+STROJLGk+LvTrPHNN5UaOFd89dc88+yMJ4fVisqX389pmB3d1fmmWeeSd+VrgkRHTt2dC+gmBRjZo6xowcdne7W2n/A/vbl9C/DajmLPy9f+X8Cik4+60tVplDrdiWZZotp1pj2T7PINJusEM+9qAvrdoXjcrmsL1WZzz77zNq2bZv+7vJ9nk4SDf5psLXu2zo66Lfp3yYstiXLltjDox+2IwYeYZs8somt0XON6J+7P7u7dXivg3029bNy9QkQ5CXXFW4rU8iVg4uB+vI1e0yzyLS/mlWm2WWe5Sky3aFcyisHh+NyVa1wW5kpU6bYueeem+6abdWqlQ0aNCisVjIUEo+OedSGTih/B/vP8362PZ/fMx0KFb1WlOlnHvl/AopaVc/YqEym/mbvs0uKkWaRrfjMCc0yy/a57KW+RlJVwnG58BkblVEI6dHP66+/fvReTQ7Rf9fkBIekWLxscXSVoTDY/LHN7YGRD9jY2WNt0bJFNmXBFPtkyifW7YtutnO/ncu9jwBBQWV6yl9lK5oW8umJxU6zyjS7LP7uNOtMs88qUhdWac1WuOqyvkdNva3I3XffnW53Ch9dgehKpK7qMapHFAQaZJ88f3JYXCECBAUXPmdcN1xpNtCKN1yNGDGi5PubvTTLTLPN9L2kBsCviWajxfScCD0bIv7u9O88vz1FzxnfbLPNou9F3XlXXnlluXE5tTG1tfi7UxtUW6zrDnrxoCgIHhnzSFhUKQIE1UbPytAzM+IpuJoV1L179zrV3+yl2WaadRY/90Kz0e67777oKiOeCqyrD12FoDxdBcdXFvqnxuX0qNjLLrssveyNXuq6QkqTPk2iIJg0P7f7gwgQVDvNAtJsoPgPN/7jrav9zbnQ3c6ahbbid6fxDo171OQNdcVEM9H0PenKbMVxOb00zqbxNoWLggUpq/dcPQoCDbDnggBBjXnllVeiAXI9zKcu9zd7aFBdBzz17WvGFSoWB8ixxx4b/beuSJo2bRqNzWmmnxAg5XEFAgC2coBkQoCUd+CLBzIGAgAESO66j+weBcFWT2xlvyzIfsFPAgRASSFAcqf7PXZ9dtcoDJo93iwKlHFzxkX3h0xdMNU+nfqp3fnFnbZLv13KvY8AAVBSCBCf8XPHp28mrOy1okw/88j/EwCgAAgQP11xPPj1g3bYy4dFS8FrLSz9U8HS8b2ONmJa+XtmCBAAJYUAKT4ECIBEIECKDwECIBEIkOJDgABIBAKk+BAgABKBACk+BAiARCBAig8BAiARCJDiQ4AASAQCpPgQIAASgQApPgQIgEQgQIoPAQIgEQiQ4kOAAEiE78sCpF1ZgNxaSYD8tSxAziVAEoMAAZAIC8oCZFRZgPxUSYCMKguQbwiQxCBAACRDWYBYWYBYJQFiZQFiBEhiECAAkoEAKToECIBkIECKDgECIBkIkKJDgABIBgKk6BAgAJKBACk6BAiAZCBAig4BAiAZCJCiQ4AASAYCpOgQIACSgQApOgQIgGQgQIoOAQIgGQiQokOAAEgGAqToECAAkoEAKToECIBkGDfObJVVzNq3D0uWa9rUbIcdwp+ilhAgAJJjxAiz2bPDny73/fdm48eHP0UtIUAAAC4ECADAhQABALgQIAAAFwIEQLLMnGnWubPZTjuZNWqUeu24o9l115nNmBHWRi0iQAAkx8iRZltskbofJNNLZaqDRCBAACTDvHlm22yTCoqddzYbNMhszhyzuXPNBg8222WXVJnqqC5qHQECIBm6dUsFROvWqeAI6WetWqXq3HlnWIpaQIAASIb990+Fw1NPhSXLPflkqs4BB4QlqAUECIBkaNw4FQ6TJ4cly02cmKrTpElYglpAgABIhtVXT4XDkiVhyXKLF6fqqC5qHQECIBmyuQKZNIkrkAQhQAAkA2MgRYcAAZAM8Sys7bZLTd0N6WcqYxZWYhAgAJJBAdGyZSogdtstde+HfqZ7Pl57LfUz7gNJFAIEQHLoLvNmzVJBkemlMu5ETwwCBECyaL2r669PrX/VsGHqpacQshZW4hAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMDl/wEXtV5TIehTqwAAAABJRU5ErkJggg==)
| Product Number | 4H21-7-08 |
| Purity | 97 % |
| CAS | 886761-94-0 |
| MDL Number | MFCD04038241 |
| Molecular Formula | C14H9ClF3NO3 |
| Molecular Weight | 331.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 191-193 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory