![N1-[3,5-Di(trifluoromethyl)phenyl]-2-chloro-2-(2-chlorophenyl)acetamide](data:image/png;base64,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)
| Product Number | 4848-7-28 |
| CAS | 284674-71-1 |
| MDL Number | MFCD00124632 |
| Molecular Formula | C16H9Cl2F6NO |
| Molecular Weight | 416.14 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4848-7-28
CAS: 284674-71-1
Molecule Weight: 416.14
Formula: C16H9Cl2F6NO
![N1-[4-(Trifluoromethyl)phenyl]-2-chloro-2-(2-chlorophenyl)acetamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABluAAAZbgHCVH9FAAACl3pUWHRtb2xTb3VyY2UAAHichZVZj9owEID/ysjPxYntnIiwQqyQKu22Uncr9a0ywbCRcqyScP37jnMtCTQBwkzG89mO58ji6ZLEcFJ5EWVpQBg1Cag0zHZRegjI7/fNzCNPy0WITuiYFgH5KMvPuWGcz2cafqhEXrKUhllC6vH5pYh6PmdBs/xgcNNkxp/Xl7eKmUVpUco0VEgV0byojC9ZKMtqF/9ZwkhkfopSo3Y3kvxUz/aXm/pn0kuxI1/PssaxFaKwj2IF+yxPZAknblL8md/goFKVy1LtYHtFs6AWPvty8fqchcdEpSWqeoYolPFbmR9DNCRZrMIjTobK9+eAJAwBWWbJKs/lFbSmzZKB5CAFSAukDdIB6YL0QPogmYkXjjN0YOjB0IWhD0Mnhl4M3Rj6cfTjeh6O8YiV3tD79VMFZANr2ID+r78/8PqptbgzrbtbPF4eEJsKYbnQCEFdH4VDPffL6FDH8axW9AE8FxO3zXHMtdq7ZqwxNoKhUbiAx4ufVjTGRjR4LQhccXszRm0LHWeCmt4jaVGHa4lr+lo61BdautTVC8x8yiue4YqsZ8CZ7UrhVPC+IqjnVArOLvqWzqfD24nbleudYPCNLvrLxTZLdzcqRLuAbBmp0uKX2he8yQwCWb5TORabnkC73gK8D+g8GgfEHWCNA9YdYI8Ddh/QGd0Bq0eA0wd0/o8Dbh/Q1TIOeH1A19b4M/h9oKrEcUKP90JXVW7H8IfMMNyamQg4G0S87gwTjHjATISdDeJed57xY2aD0NedaoIZRL/ubBPMIAHqTjjBDHKg7pwTjP/gDCYYPsyDqjtPFDG7y0/OJpYZFn7T/EcZcVeZjxHjpjcZ7VsM1bs3nHHz+jPwpb/8B4faT01lNMx2AABFIklEQVR4Xu3dB7gU1cH/cUCkiRdULCAoKFgxakTFFgsqhGILmmBBJLYk+qrkVWIhscTERlBfjQqiIAI2YqJBbBQlIoJYI4ICCoigSEcpAud/f8N/lplz917unT27d2fm+3meeSJ3zu7MnM1zfjt7ytQwAABEUMP+AwAAlUGAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEQySOX1qjUhuTi0wUQiR0U5W1ILj5dAJEQEODTBxAJAQI+fQCRECDg0wcQCQECPn0AkRAg4NMHEIk92irbhmTjEwYQiR0W2TYkG58wgEgICfDpA4iEAAGfPoBICBDw6QOIhAABnz6ASAgQ8OkDiIQAAZ8+gEgIEPDpA4iEAAGfPoBICBDw6QMAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAsCJTRs3mIWfTzQ/rvve3oWEIkAAOPHWU//jzQsZfV9HexcSigAB4MSL/U/0AmTYdc3sXUgoAgSAEwRI+hAgAJwgQNKHAAHgBAGSPgQIACcIkPQhQAA4QYCkDwECwAkCJH0IEABOECDpQ4AAcIIASR8CBIATBEj6ECAAnCBA0ocAAeAEAZI+BAgAJwiQ9CFAADhBgKQPAQLACQIkfQgQAE4QIOlDgABwggBJHwIEgBMESPoQIACcIEDShwAB4AQBkj4ECAAnCJD0IUAAOEGApA8BAsAJAiR9CBAAThAg6UOAAHDib/97orns5Brmul8SIGlBgABw4pIeJ5pDWtYwpxxJgKQFAQLAiRNPPNHUqFHDNGtGgKQFAQLACQIkfQgQAE4QIOlDgABwggBJHwIEgBMESPoQIACcIEDShwAB4AQBkj4ECAAnCJD0IUAAOEGApA8BAsAJAiR9CBAAThAg6UOAAHCCAEkfAgTIgZYvr8yWBmkLEPszLm9LsmRfHZBndmNR3pYGBEj2LcmSfXVAnqWhkaistAZImqX76oEc0YhsQYCkT7qvHsgRjcgWBEj6pPvqgRzRiGxBgKRPuq8eyBGNyBYESPqk++qBHPmNSEVbNj+uXW0WzByf9232x+PNR1PHm0kTx5vx4/O7HXzwwV6A7LjjjmX25WP7z5vjzQdTxptZH5W9btfbmpXf2h9hmc8525Z0yb9CII/sBiPbls1L9/+8TLl8bNefWcN0PrT0rmCHGl7jnqRtx4Y1zElta5g+Xctet+tt5I172x9hmTLZtqRL/hUCeRS1oXjxbyeVaWzysREgbrYn+zY3ZtOm0Gfo70uzdF89kKOojci675eZWVOfMjMnDcnrNm3cEPP6C0PMMyOGmCFD8rvtu+++XsNeUlJSZl8+tpFPDjGv/HOImfJ62et2uX02eZj5ftkC+yOM/NknSbqvHsgRjcgWdKKnT7qvHsgRjcgWBEj6pPvqgRzRiGxBgKRPuq8eyBGNyBYESPqk++qBHNGIbEGApE+6rx7IEY3IFgRI+qT76oEc0YhsQYCkT7qvHoAzaQsQECAAHCFA0ocAAeAEAZI+BAgAJwiQ9CFAADhBgKQPAQLACQIkfQgQAE4QIOlDgABwggBJHwIEgBMESPoQIACcIEDShwAB4AQBkj4ECAAnCJD0IUAAOEGApA8BAsAJAiR9CBAAThAg6UOAAHCCAEkfAgSAEwRI+hAgAJwgQNKHAAHgBAGSPgQIACcIkPQhQAA4QYCkDwECwAkCJH0IEABOECDpQ4AAcIIASR8CBIATBEj6ECAAnCBA0ocAAeAEAZI+BAgAJwiQ9CFAADhBgKQPAQLACQIkfQgQAE4QIOlDgABwggBJHwIEgBMESPoQIACcIEDShwAB4AQBkj4ECAAnCJD0IUAAOEGApA8BAsAJAiR9CBAAThAg6UOAAHCCAEkfAgSAEwRI+hAgAJwgQNKHAAHgBAGSPgQIACcIkPQhQAA4QYCkDwECwAkCJH0IEABOECDpQ4AAcIIASR8CBIATBEj6ECAAnCBA0ocAAeAEAZI+BAgAJwiQ9CFAADhBgKQPAQLAiQMPPNALkJKSEnsXEooAAZCTBQsWmAsuuMALD3875ZRTzPTp0+2iSBgCBEAka9euNX/+859Nw4YNQ+Hhb9tuu635n//5H7N06VL7pUgIAgRAlT377LOmVatWocBo27atGThwoDnhhBNCf99pp53M3//+d7Nhwwb7bRBzBAiASvvwww+zBsSDDz4YCggFTMuWLUPlDjroIDN27NjAuyHuCBAAW7V48WJz2WWXmW222SYTCLVr1zZXXnlluT9RrVmzxtx2221mu+22CwXJmWeeaWbPnm0XRwwRIADKtX79ejNgwADTuHHjUAiok/yTTz6xi2f11VdfeZ3sNWvWzLy+bt265vrrrzerVq2yiyNGCBAAWY0ZM8bst99+oeBo3bq1eeGFF+yilfL222+bI444IvR+TZs2NUOGDDGbNm2yiyMGCBAAITNnzjSdO3cONfSa23HnnXeadevW2cWrREGhwNBkw+D7K1gmTZpkF0eRI0AAeJYvX2769OnjDb/1G/ZatWqZ3r17m0WLFtnFc6Kfrm644Qbvpyz/WPqJ6/zzz/d+8kI8ECBAym3cuNEbfrvzzjuH7gqOPfZY8+6779rFnVJn+llnnRU6rjrdb731Vq8THsWNAAFS7I033jCHHHJIqAHfY489zIgRI+yieTVu3DhvmG/wPDQM+JlnnrGLoogQIEAKffnll+acc84JNdgNGjQwN998s/nhhx/s4gWheSSacKh5JcHzOv744837779vF0cRIECAFFm9erXp16+fqVevXqiR7tGjh5k7d65dvFpoXomWQAn2xWj+ySWXXOLNR0HxIECAlBg2bJhp3rx5KDgOO+wwM3HiRLtoUdBijKeeemrofDUfpX///t78FFQ/AgRIuClTppijjjoq1BDvuuuuZvDgwV4HerF78cUXTZs2bULnv++++5rRo0fbRVFgBAiQUF9//bXp1atXaAZ4nTp1zLXXXmtWrFhhFy9quuO4++67TaNGjUJB8vOf/9zMmDHDLo4CIUCAhNFkv7/85S9m++23DzW23bp1M59//rldPFa++eYb8+tf/9qbn+Jfl/pKrrnmGrNs2TK7OPKMAAES5Pnnnzd77713KDj2339/8+qrr9pFY23atGnmuOOOC11nkyZNzCOPPMKy8QVEgAAJ8PHHH5uTTjop1KDuuOOO5v777zc//vijXTwxnnrqKbPnnnuGrvvggw8248ePt4siDwgQIMa+++4789vf/tZbWt1vQPXf+pv2pYHmrdxyyy3ePJZgkHTv3t188cUXdnE4RIAAMaS7Ct1d6C4j2GjqLkR3I2k0b948c+6554bqQ/NdbrrpJm/+C9wjQICYUX+G+jWCDaX6Pf7xj3/YRZ3T6K2pU6d6S53ceOON3igvNdp6SqE2zSvx/1t/136VU3m9rhCjv/7zn/+Ydu3ahepn9913N0888YRdFDkiQICY0AgqjaQKNowaaaURV7kus16eBQsWeBMQtSKv/YjaqJveR++n99X754OWjX/sscfMbrvtFjp2+/btzTvvvGMXR0QECFDk9K1dczc0h8NvCDW3Q9/uNdfDtfnz55s77rjDtG3btkzjX96mB0MpGPxN/7bLlLfpODqejuvaypUrTd++fcvU3YUXXpiXuksbAgQoUpolrtnimjUebHA1q1yzy13S0NeRI0eaDh06hOZYBDfNBlfDe9ddd3nDhfVI262N8NJ+lVN5vU6vt2eV+5uOq+PrPFwPxZ01a5Y5/fTTQ8dr2LChuf32283atWvt4qgkAgQoQlqfSv0JwQZP61jpZx+X9NPXoEGDvEfV2g26nkKoBn/o0KHO7w70fnpfvb+OYx9b56Pzcv3T3GuvvWYOPPDA0LH22msvM2rUKLsoKoEAAYqIVsTVyrjBBk4jibSCrsuRROoj0N2NvbiihgDrcba6CyjUA510HB1Pxw0OR9am89N5unxmuu6K/u///q/MCLYTTzzRfPTRR3ZxVIAAAYqA5jLoWRz2XAY9s0PP7nDpgw8+MEcffXSZkLriiiu8obDVScfXedjLzet8dd4uLVmyxPzud78LhZaWjb/88stTM4cmVwQIUM00xFVPAQw2mHpKoJ4W6JK+6V999dWhBrN+/fpeB73rZ57nSuej89L5+eeq89b5u74z+u9//2tOPvnkUP3vsMMO5t57791qH0/aESBANdHzxvXc8WDDpeeS6/nkrpdZnzlzprfER/BYXbp0MXPmzLGLFhWdn84zeN66Dl2Pa//85z+zriP28ssv20Xx/xEgQIHp27XmQdgryvbp08csX77cLp6z4cOHh1bmbdGihTcqKk50vjpv/xp0Pbou19RpryHFdsd+165dzWeffWYXTz0CBCggParV7ihW53E+vlGL5kDYDaF++48jnbfOP3g9ur58WLhwobnoootCIa//1meFLQgQoICCE9r2228/M2bMGLuIE/rtXhMN/WPpDueee+6xi8WSriP4vHRdZ776KrT8yjHHHBMKLddDi+OMAAEKaKeddvIaIc09yNdzvTWiK/hNXU/xmzBhgl0s1nQ9wacT6np13fmiIb7+sfJ5nLghQIAC8kdbqfM8HzSDOxgeWlLE9fDXYqHrCi6Zout2PYPdd/HFFxMgWRAgQAHlO0CCP1tpRFGxj7LKla4vOHJK158PBEh2BAhQQPkMkGCHub6ZJz08fLrO4J1IPjrWCZDsCBCggPIVIBrS6jdw6htI6s9W5dH1BvtEXA/xJUCyI0CAAspHgGgIsD/PQ6OT0vo8cF23PzpL9eFyaDQBkh0BAhSQ6wDRsh7BGeZJGaobla7frwvVi6tlTwiQ7AgQoIBcB8g111yTadj0tEKXq9bGka4/+NRG1Y8LBEh2BAhQQC4DRL/7+7PatcxHXGeYu6Z68Jc9Uf246A8iQLIjQIACchUg+qYdXJI9bmtb5Zvqw68b1VOud2YESHYECFBArgJED1nyGzStVouygqv4qr5yQYBkR4AABeQiQLQWk/8TjZ6XMXv2bLsISqle/OeJqL5yWcOKAMmOAAEKyEWA6FnhfmOmhy6hfKofv65Ub1ERINkRIEAB5RogWuupdevWmbsPLTuO8ql+/LsQ1VvUtbIIkOwIEKCAcg0QPf7Wb8j07HBsnerJrzPVXxQESHYECFBAuQZIhw4dvNdreOrcuXPt3chC9eQPd1b9RUGAZEeAAAWUS4DMnz8/84Q8noxXNaov1ZvqT/VYVQRIdgQIUEC5BIie1e03YiNHjrR3owKqL7/uVI9VRYBkR4AABZRLgLRt29Z7bUlJCY1YFam+VG+qP9VjVREg2REgQAFFDZAFCxZkGrCePXvau1EJqje/DlWfVUGAZEeAAAUUNUCGDRuWacCGDh1q70YlqN78OlR9VgUBkh0BAhRQ1ADp3bt3pgGL0gmMzYMQ/DpUfVYFAZIdAQIUUNQAadWqlfe6Nm3a2LtQBao/1aPqsyoIkOwIEKCAogTIihUrTM2aNb3X9erVy96NKlD9qR5Vn6rXyiJAsiNAgAKKEiBTpkzJNF5RhqBii+BQaNVrZREg2REgQAFFCZBgBzrP/chN8DkhVelIJ0CyI0CAAooSIP369cs0XtOnT7d3owpUf35dql4riwDJjgABCihKgFx00UWZxmvt2rX2blSB6s+vS9VrZREg2REgQAFFCZDu3bt7r6lbt669CxGoHlWfqtfKIkCyI0CAAooSIB07dvRe06RJE3sXIlA9qj5Vr5VFgGRHgAAFFCVAjj76aO81LVu2tHchAtWj6lP1WlkESHYECFBAUQLk0EMP9V5zwAEH2LsQgepR9al6rSwCJDsCBCigKAHCHYhb3IG4Q4AABRQlQOgDcYs+EHcIEKCAogQIo7DcYhSWOwQIUEBRAoR5IO4wD8QtAgQooCgBwkx0d5iJ7hYBAhRQlABhLSx3WAvLLQIEKKAoAcJqvO6wGq9bBAhQQFEChOeBuMPzQNwiQIACihIgwhMJ3eCJhG4RIEABRQ0QnomeO56J7h4BAhRQ1AAJdqQPHTrU3o1KUL35dViVDnQhQLIjQIACihogCxYsyDRgPXv2tHejElRvfh2qPquCAMmOAAEKKGqASNu2bb3XlpSU0IhVkepL9ab6Uz1WFQGSHQECFFAuARIcgjpy5Eh7Nyqg+vLrLspQaAIkOwIEKKBcAkSdwLVq1fJe37lzZ3s3KqD6Ur2p/qIMQiBAsiNAgALKJUCkQ4cO3utr165t5s6da+9GFqon1ZfqTfUXBQGSHQECFFCuATJixIhMQ3bFFVfYu5GF6smvM9VfFARIdgQIUEC5BsiGDRtM69atvfeoX7++WbhwoV0EAaof1ZPqS/Wm+ouCAMmOAAEKKNcAkUGDBmUas2uvvdbejQDVj19XqreoCJDsCBCggFwEyLp160yLFi0ydyGzZ8+2i6CU6sW/+1B9qd6iIkCyI0CAAnIRIDJ48OBMg9alSxd7N0qpXvw6Un3lggDJjgABCshVgGzatMkcffTRmUaN54SEBZ/7oXpSfeWCAMmOAAEKyFWAyAcffJAZnqqfaJYsWWIXSSXVg/8Tn+pH9ZQrAiQ7AgQoIJcBItdcc02mYevWrVvO37TjTtevevDrRPXjAgGSHQECFJDrAFmzZo05+OCDM43bPffcYxdJFV2/XxeqF9WPCwRIdgQIUECuA0Rmzpxptt9+e+99t912WzN+/Hi7SCrounX9qgfVh+rFFQIkOwIEKKB8BIgMHz4808A1atTIye/+caLr1XX7daD6cIkAyY4AAQooXwEiffv2zTRyTZs2NXPmzLGLJJKuU9frX7vqwTUCJDsCBCigfAaI9OrVK9PQ7b333okPEV2frtO/Zl1/PhAg2REgQAHlO0C01lPXrl1DdyJJ/TlL1xW889B1R13ramsIkOwIEKCAGjZs6DVCjRs3NtOnT7d3O6EGLhgi6huYMGGCXSzWdD3BPg9db74a9q+++iqzgCUBEkaAAAW03XbbZRoiTXK78sorzdKlS+1iOfvxxx9DP2dpdFJShvjqOvzRVtp0nbpe19auXWtuu+22TOhrq1mzZt7ucuKIAAEK6NVXXzV77bVXpkHSttNOO5kHH3wwLw1TsGPd/6Ye1xnrOu/gnZW2fHSYy7PPPmtatmwZOtZuu+2W04q+SUSAANVADVSrVq1CDVTbtm3N2LFj7aI505BWf56INi3zEbe1s3S+/vIk2nQ9rofqivpVTjjhhNDnks+AjzsCBKgm+onkz3/+c+gnEm1nnHGG8yXaNakuOGNdm1arLfZRWjq/4Kq62nQdLicJyuLFi82ll15qttlmm8xx8vkTY1IQIEA1UyftBRdc4P2+7jdedevWNddff71ZuXKlXTwyLetx9dVXZxZg1KbnZeihS4sWLbKLVyudj87Lf56H36Dr/F0tTyLr1683f/vb37xBDcGQOuWUU/I2yCFJCBCgSLz99tvmyCOPDDVkGqb6+OOPO10kUT/TBJeC11avXj3v2eHz5s2zixeUjq/z0PkEz0/n63o48ksvvWT23Xff0HHatGljXnjhBbsoykGAAEVEQTF06FDTrFmzUMN2+OGHm0mTJtnFI9Nx9JCl5s2bh46jb/mdO3c2I0eOdPpNvyI6jo6n4wbvjrTp/HSeLgNUP3/pWMHjlJSUmLvuuiunpxamEQECFKFVq1aZG264wfspK9jQnX/++Wb+/Pl28cjUYGpkUXCeQ7BRvfDCC71Ac3lM0fvpffX+Oo59bJ2Pzstlg758+XLTp0+f0BDgWrVqmV//+tfmm2++sYujEggQoIipE/mss84KNa6aS3Lrrbc6vUPQCCPdBXTo0MFrVO0GXZt+3lGDr2/qGhX1ySefbHX+hfarnMrrdXq93sd+b78x1/F1Hi5HPG3cuNEMHDjQ7LzzzqHjaTWAadOm2cVRBQQIEAPjxo0zP/nJT0INoOYpPP3003bRnOnu4I477vCGFduNfHmb+mp0Pv4WXGJka5uOo+O5vssRzVg/5JBDQsfTcjIKKeSOAAFiQt/KH3roIdOkSZNQg/izn/3MvP/++3ZxJxYsWGCGDRtmevfuXWZiXdRN76P30/vq/fPhiy++MGeffXbouA0aNDA333wzS5E4RIAAMaN5CVdddVXot3zNX7jkkkvMt99+axd3asWKFWbq1KlmxIgR5sYbb/SWETn33HO9yXfaDjvssMx/6+/ar3Iqr9fp9fm0evVq069fvzKjuHr06FHtI8ySiAABYurTTz81HTt2DDWUms/Qv39/b35D2uiOZvfddw/VhwJt4sSJdlE4QoAAMffvf//b7LPPPqGGU/8ePXq0XTSR3nnnHXPUUUeFrn/XXXf1hv+qAx35Q4AACaA7Dq1SG1ziXFunTp3MjBkz7OKJ8PXXX3ujuoIz+OvUqWOuu+66vP9Uhs0IECBB1Aeihx8Fh+Kqr0RLgCxbtswuHkuaG/KXv/wltECkttNOO818/vnndnHkEQECJNB7771njjvuuFADq9FbDz/8sNM5FoX2j3/8o8xy+AcccIB57bXX7KIoAAIESLCnnnrK7LnnnqEGV6vZjh8/3i5a1D7++GNz0kknha5jxx13NPfff/9WJzMifwgQIOE07+GWW27x5kEEG+Du3bsX/XLu3333nfnNb34TWiNL//3b3/42tg/GShICBEgJzfQ+77zzQiGi+RKap6H5E8VEdxX33Xef2WGHHULnq6VOdDeC4kCAACnz1ltvmXbt2oUaZs2feOKJJ+yi1eKVV14x+++/f+j89t5779g9RTENCBAghbQ8+mOPPeY95zvYULdv395MnjzZLl4Qn332menWrVvofDTS6q9//avTVXnhDgECpJieeNi3b19v/oTfaGteRc+ePfO2TpVNczb09MHgOWgYspZBWbhwoV0cRYQAAWBmzZplTj/99NC3fz2rXc9s17Pb80GzxB999FGzyy67hI6rpw9OmTLFLo4iRIAAyHj99dfNgQceGGrQW7VqZZ577jm7aE60PtVPf/rT0HH09MEnn3zSLooiRoAACNEIqAceeMCbZxFs4E888UTz4Ycf2sWrZO7cueZXv/pV6H3r16/vraD7/fff28VR5AgQAFlpnsUVV1wRmoOhZeMvv/xyb35GVSgc/vSnP3lhEQyPc845x3z55Zd2ccQEAQKgQnok7cknnxxq+DU/4957763ULHA9C6RFixah1x966KHmjTfesIsiZggQAJXyr3/9y7Ru3ToUBPvtt595+eWX7aKed9991xxzzDGh8nou+aBBg1hmPSEIEACVpvkYen55SUlJKBi6dOliZs6c6ZVZtGiR98ja4IrAGqL7+9//3ixfvtx6R8QZAQKgyhQSF110UZmQ0EKNGv5bXrggWQgQAJHpOef2z1T+pp+3xowZY78ECUKAAMjZ8OHDvRFaCg7NZB8wYEAqn8ueNgQIACf8B1hpZjnSgQAB4IQmGipAmjVrZu9CQhEgAJwgQNKHAAHgBAGSPgQIACcIkPQhQAA4QYCkDwECwAkCJH0IEABOECDpQ4AAcIIASR8CBIATBEj6ECAAnCBA0ocAAeAEAZI+BAgAJwiQ9CFAADhBgKQPAQLACQIkfQgQAE4QIOlDgABwggBJHwIEgBMESPoQIACcIEDShwAB4AQBkj4ECAAnCJD0IUAAOEGApA8BAsAJAiR9CBAATpx22uVmhx3amf33/7m9CwlFgABw4rzz7jV77/1bc9RR19u7kFAECAAnLrvsRXPYYY+YTp2G2buQUAQIACcIkPQhQAA4QYCkDwECwAkCJH0IEABOECDpQ4AAcIIASR8CBIATBEj6ECAAnCBA0ocAAeAEAZI+BAgAJwiQ9CFAADhBgKQPAQLACQIkfQgQAE4QIOlDgABwggBJHwIEgBMESPoQIACcIEDShwAB4AQBkj4ECAAnCJD0IUAAOEGApA8BAsAJAiR9CBAAThAg6UOAAHDiL3+Z6AWIggTpQIAAcGL9+o1m8uT5ZtWqdfYuJBQBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIqt+cOcbceKMxRxxhzC67GLPttsbsvPPmf99wgzGzZ9uvQDXSXA9/Gz/+C3t3GX7ZbCral01VyyO/CBBUn40bjbn++s2BUaNG+Zv2/+EPm8uj2gUD5IwzRnrzPypSUaNf0b5sqloe+UWAoHps2mTML36xOSBq1jSmRw9jXnrJmG++0Yw0Y7791pgxY4w599zN+1VO5fU6VCu/ET/77Ge8/33yyQ/tIiEVNfoV7cumquWRXwQIqsftt28OhUaNjHntNXtv2OuvG1NSsrm8Xodq5Tfib701z/vfE0543CxfvsYullFRo1/RvmyqWh75RYCg8BYvNqZBg82B8GIl101SOZXX6/R6VJtgI37llS95/33nnf+xSm1RUaNf0b5sqloe+UWAoPDuumtzGPz85/aeinXqtPl1ej2qTbARnzNnmTniiEHepv/OpqJGv6J92VS1PPKLAEHhdey4OQieesreU7GRIze/TkGCamM34rr70L91N5KNXT6oon3ZVLU88osAQeE1b745CL780t5TsS++2Pw6vR7Vxm7EV6xYa048cYj3t0mT5gdKbmaXD/L3VXVDcSBAUHj16m0Ogh9+sPdUTOX1uvr17T0ooGyN+PDhH3l/08isjRvDI+WylffZwVDZDcWBAEHhESCxlq0R//HHjebMM5/y/v7ss5+E9mUr76toXzZVLY/8IkBQeLvvnv+fsJ5+2pj77jNm5Up7D3JUXiP+xhtfen/v0GFo6KFS5ZWXivZlU9XyyC8CBIV36qnROtFVXq9TJ3xFPv98czltTZsaM2QIExAdqqgR/+1vR3v77r337czfKipf0b5sqloe+UWAoPDuvHNz4965s72nYhr2W5lhvLrraNVqS4hoO/xwYyZNsksigooa8VmzlpRW9UDTvv0gM3/+Cu9vFZWvaF82VS2P/CJAUHhapkT9GFqiRMuXVMbo0Vv6P/T6rVm1avNCjHXrhoPk/PNNactml0YVbK0Rv/32N7391177qvfvispXtC+bqpZHfhEgqB633LK5QW/c2Jhx4+y9YePHby6n8rfdZu+tmFb6PeuscIhst50xt95qzJryl9+A8ZYq+etfJ5ovvwxPENxaI7506Rpz/PGPe2WmTfu6wvIV7cumquWRXwQIqodW1j3jjM0Neq1axpx3njEvv7z57kKLKWq5kldeMeaCCzbvVzmVj7oir0LqoIPCQdKypTHPPGOXTD0Fhr9EibY+fV4J7a9MI/7EEx96Zc47b1SF5Sval01VyyO/CBBUnw0bjLn22q0v51679uZyKp8Lvf6hh4xp0iT8/scfb8z779ulU2flynWmf/9J5sgjB2UaavVnjBo1PVSuMo24lng//fSRmbLlla9oXzZVLY/8IkBQ/WbN2vxcEHV0q3FXYOh/27Xb/BwQ7Xdp6VJjrroqHFzbbGPMJZdUrn8lYTTxTyGh4bfBBv/ii/9lPv207MKVlW3Ex437ggBJOAIE6fXpp1vW5fI39bX077/5Z7QUePfdBaZHj+dCDX3XrsPNK684Dm0kEgECaKn4ffYJB4n+rZFfCbVgwUpz3XWvhYLjmGMGm4EDp5m1a3+0iwNZESCIN3WO/+Y3xrz3nr2nanTHcffdmx9wFQwSrfw7Y4ZdOrZ++OFH8/e/TzVHHfVoKDxuvHGsWbRolV0cqBABgnhr0WJzQ6+RWhdfvPmRuLnQ6/U+/sgvbeorufpqs2FZ9uddxMXo0Z+Zn//8yVBwXHDBP8wHHyy0iwKVQoAg3nT3Ebxj0B3EPffk3oehO5rjjsu879rS7YUmTcy4hx82G3IdDVZg//3vN6ZXr+dDwXHqqcPMv/41gxVekBMCBPGnvopsfRj//rddsuq0/taee5qppe/5x9Lt0NLt4IMPNuM1ubHILV78vfnTn8abdu22BIeWGLn//nfM99/nGLCAIUCQFLrj0Ogpf8a6v2mUlUZb5WDTDz+YD265xfyqQQNTu/Q9a/z/rXv37uYLrRBcZNat22AGD36v9AbqsdBdhyYE+utTAS4QIEgWzePQfA7N6/BDRH0Ymveh+R85WDh/vjnvvPMyAaKtXr165qabbjKrV6+2i1eLsWPnmNNOC0/g00Oe3nnnK7sokDMCBMmkmeU/+1n4bkSTEzUTPcc+jLfeesu0a9cuFCS77767eeKJJ+yiBfPZZ4vNZZe9GAoOPWb26af/W3q5EZd/AbaCAEGy6cFSWvMqGCQ/+cnWF3Dcik2bNpnHHnvM7LbbbqEgad++vZk8ebJdPG+WLFlqrrvuPrP//tdmguOIIwaZO+/8j/esciCfCBAkn1bd1eq7WoU3GCRapVer9eZg5cqVpm/fvqZOnTqZEKlZs6bp2bOnWbBggV3cmR9//NHce++9ZocddjCNGrU1e+zRw7Rte7v5zW/+bWbPzu2nOqCyCBCkh54DoueBBENEzwvRc0P0/JAczJo1y5x++umhu5GGDRua22+/3axd6/ZO4OWXXy6949g/c5w6dXYyhx/ew7z22od2USCvCBCkj55MqIUbg0HSrJkxQ4fm/Ojb119/3Rx44IGhIGnVqpUZNWqUXbTKPvvsM9O1a9fQe5eUlJg77rjDrFvHsFwUHgGSUDUeqeFtKIeC4vHHNz8zPRgkRx5p1r+95XneUejnpQceeMDsuOOOocb+xBNPNB999JFdfKuWL19u/vd//zf0M1mtWrXMRRddZBYuZBY5qg8tTJFbvm65ue/j+0y3l7uZPYfvabYbvJ2p92g9s8fwPcwvXv2FGTJziFm7oexPJARIJen56VpKPvDo29dr1jRPXnCBWfhVbkNflyxZYq644gpTu3btTMO/zTbbmMsvv9x89913dvEyNm7caB599FGzyy67hILomGOOMVOnTrWLAwVHC1PE7v/4ftPo8UaZMChvazqsqXluznOh1xIgVTR7tvfEw9mlDfS9pdtJNTb3Ydx2220592F88skn5uSTTw6FgDq/1Qmuu5Vs3nzzTXPooYeGXtOiRQszfPhwuyhQbWhhitSlb17qBUCtgbXM2a+dbUbNGWXmr57v3W0sXbvUvLv4XXPDlBvMLk/skjUssv0NW7d47Fjzx7ZtzS6Bhlt9GM8++6xdtMr++c9/mtatW4dCYb/99vM6xX1ffvml+eUvfxkqU79+ffPHP/7RfP/994F3A6ofLUwRGvDRAK/xbzK0iXnj6zfs3SEKk57je5YJCwIkuo0bNpgHH3zQ7LTTTqGG/IQTTjAffPCBXbxK1q1b53V6q/M7+N6dOnUyv/vd77ywCP5dYaJQAYoRLUyRWbJ2idn+se29O48JX0+wd5fr+neuD/2bAMnd0qVLzZVXXlmmD+Oyyy4zixeXfdRrVSxatMjrBFdneDAw/E0/X+lnLKCY0cIUmf4f9vcafnWQ54IAcWf69OnmlFNOCTXwjRs3NgMGDDDrc1g2Xh3hWtk3+L7bb7+913GuDnSg2NHCFJlOL3XyGn71eeSCAHHvhRdeMG3atAk1+OrDGDNmjF20Qhp6a9996C7npJNOMt9qMUggJmhhikzzJ5t7Df+8VfPsXVVCgOSH+jDuuuuuMn0YnTt3NjNnzrSLl2H/JKZNkwM1SRCIG1qYIlN/cH2v4V+zYY29q0oIkPxSH0bv3r1DdxHbbrut6dOnjzfxrzzByYD2CCwgbmhhigwBEi/vvvuuOfbYY0N3FDvvvLMZOHBg1n4Mf2TXXnvtVe4cECAuaGGKDD9hxdOIESPMHnvsEQqSQw45xEyYEB5J55dR6ABxRwtTZOhEj68ffvjB3HzzzaZBgwahIDn77LMzj74lQJAktDBFhmG88Tdv3jzTo0ePUIjo0bf9+vXzliMhQJAUtDBFJupEQi1rEkSAVL+JEyeaww47LBQkmohIgCApaGGKkH8XoqVM3lxY8WzkZeuWmQvHX1gmLAiQ4qCO9MGDB5tdd901FCTNmze3iwKxQwtTpHpP6O0FgO5EznntHPP8F8+br1Z/5S2mqNCYtnia6Te1n9lt2G5ZwyLb31B9VqxYYa677jrvcbcKkCZNmthFgNihhSliWlSx5PGSTBiUtzUb1qxMpzsBUpyaNWvmBUj79u3tXUDs0MIUOa22qyDpMqaLaTG8hWkwuEHmgVJnvXqWGTpzqFm3cZ39MgKkSDEKC0lCCwMUEAGCJCFAgAIiQJAkBAhQQAQIkoQAAQqIAEGSECBAAREgSBICBCggAgRJQoDElCYTfrachxDFDQGCJCFAYuj7H7/3ZqDXfKSmGT13tL0bRYwAQZIQIDE0c/nMzETBW6fdau9GESNAkCQESAzNWDaDAIkpAgRJQoDEEAESXwQIkoQAiSECJL4IECQJARJDBEh8ESBIEgIkhgiQ+CJAkCQESAwRIPFFgCBJCJAYIkDiiwBBkhAgMUSAxBcBgiQhQGKIAIkvAgRJQoDEEAESXwQIkoQAiSECJL4IECQJARJDBEh8ESBIEgIkhgiQ+CJAkCQESAwRIPFFgCBJCJAYIkDiiwBBkhAgMUSAxBcBgiQhQGKIAIkvAgRJQoDEEAESXwQIkoQAiSECJL4IECQJARJDBEh8ESBIEgIkhmYsLQ2QATW87dbJBEicECBIEgIkhmYsKA2QX9XwtltHESBxQoAgSQiQGJoxuzRAWtXwtlvvJ0DihABBkhAgMTRjxgyvEdJ2660ESJwQIEgSAiSGCJD4IkCQJARIDBEg8UWAIEkIkBgiQOKLAEGSECAxRIDEFwGCJCFAYogAiS8CBElCgMQQARJfBAiShACJIQIkvggQJAkBEkMESHwRIEgSAiSGCJD4IkCQJARIDBEg8UWAIEkIkBgiQOKLAEGSECAxRIDEFwGCJCFAYogAiS8CBElCgMQQARJfBAiShACJIQIkvggQJAkBEkMESHwRIEgSAiSGCJD4IkCQJARIDBEg8UWAIEkIkBgiQOKLAEGSECAxRIDEFwGCJCFAYmbTpk3mtttuywTIAQccYJYsWWIXQxF66623TK1atbzPrV69eua///2vXQSIFQIkRtQAHX744Znw8Lcdd9zRPPDAA+bHH3+0X4IiMH/+fHPeeeeV+dxq165trrjiCr4AILYIkBjI1gCp8alfv37obwceeKB5/fXX7ZejmqxZs8b7iXG77bYLfU72v/kCgLgiQIqYGqBbbrmlTIPzi1/8wsyZM8esXbvW/PnPfzYNGzYM7T/99NPNrFmz7LdDAT399NNmzz33DH0uP/nJT8z48eO9/aNGjTJ77bVXaD9fABA3BEiR2loDFLRgwQLTs2dPU7NmzUzZunXrmr59+5qVK1faxZFH77//vvnZz34W+tyaNGliHnroIbNhw4ZQWX0BuP322/kCgNgiQIrMe++9l7UBevjhh8s0QLbJkyeb9u3bh1672267mccff9zrfEf+fPvtt+biiy8222yzTabut912W3PVVVeZZcuW2cVDsn0BqFOnDl8AUPQIkCJRXgN09dVXb7UBsj3xxBNm9913DwVJu3btvE54uLV+/Xpzzz33mEaNGoXqu2PHjubTTz+1i1eovC8Ajz32GF8AUJQIkGpWXgPUqVOnKjdAQatWrTI33nijN1w0+L7qjFenPHL373//2+yzzz6h+tW/9fdc8AUAcUGAVKPyGqDRo0fbRSNTZ7s63YPHUKe8Oud/+OEHuzgqQcGugA/Wqb4A6IuAvhC4sHr1anPTTTeV+QJw7rnn8gUARYMAqQZqgPQTRz4bIJs639UJHzymOumfeuopuyjKoZ8S9ZOiflr061A/OeqnR/0EmQ9ffPGF6d69e+hza9CgAV8AUBQIkAJSA6RO1UI2QEHqhFdnvDrlgw2SOu3VeY/siqHe9AXg4IMP5gsAigoBUgBqgDSMM1sDpGGfhVYd36Tjqrw7Nw2zLjT9/+iRRx4p8/+j4447rmBBBgQRIHlWTA2QrRC/5cdVRX1HmuBZnbJ9AajVtJa5eMDF5ptV39jFgbwhQPKkvAZIS1tUdwNkU6d9ts78XEcTxZE/ek0TMYP1UYyj17Qqs/cFoFbpOf60dLuo9AvAQ43M3R/ebdZvTPcXABQGAeJYnBqgIN1x9O/fv8xw4ijzGeJI8yyGDh1qmjVrFrp+LV5Z7MNnR48bbfa9fF9To1/pOT+yeWvzVBvz4twX7aKAUwSII3FugILUB3LJJZeUmdBYmRnVcaUJfEceeWToc4vbDP71G0q/AHzY3zR+vHEmRLR1HF36BWBZ8r8AoHoQIA68/fbbsW+AbFVZ0ymusi0hojvHP/zhD7FdQuTbNaVfAN4o/QIwcJtMiGw7qPQLwFtXmaVrl9rFgZwQIDlQA3TBBRckqgGyqbO/ZcuWoSDRoIBx48bZRWOjvFWMzzjjjMQsYvj+d++b4184PnQ30mRo6ReAT0q/AGxKxhcAVD8CJII0NEBB5T3X4qyzzvIGC8TJc889Z1q1ahW6jiQvo/7M7GdMyxEtQ0Fy0LMHmXEL4vsFAMWDAKmibA1Q27ZtE9sABWkQwPnnnx+6dt1xadCABg8Usw8//NCccMIJoXPfaaedUvEgpzUbSr8ATCv9AjB4u1CQnPVq6ReAlfH6AoDiQoBUUnkN0IMPPpiYPoHKmjRpUplH62rwgAYRFFufz+LFi81ll10WGhSQ1kfJfrX6K3P+uPNNzUdqZkKk7qN1zQ1TbjCr1hf3FwAUJwJkK8prgK688kqzdGl+OyVXrFhhpk6dakaMGOF9y+/Vq5e3mJ6CTNthhx2W+W/9XftVTuX1Or0+XxQUGiTQtGnTUJBoMIEGFVQ3DUseMGCA2WGHHULnd/LJJ5tPPvnELp4qkxZNMkc8f0TobqTZsNIvADNLvwCY4voCgOJGgJTDb4AaN24caoBOOeWUvDVA6pQfNmyY6d27d5mO66ib3kfvp/fV+7umwQIaNBCc96JBBRpckI/jVcbLL79s9ttvv1A9tG7d2vzrX/+yi6aWgmLIzCGm6bCmoSA58vnSLwDfVP8XAMQDAZLFmDFjCtYAqV/hjjvu8PpR7Ma/vE3f+hUM/mbfBVS06Tg6nutJjRo8oEEEwWNpkIEGG2jQQSHMnDnTdOnSJXQOJSUl5s477zTr1q2zi6PUyvUrzfXvXO/9lOWHiH7i6vN2H7tozvz3R3LwaQaoAercuXPeGyD1mYwcOdJ06NDB1KpVq0wjr61NmzbmwgsvNHfddZd5/vnnvbuerXX2ar/Kqbxep9frfez31qbj6vg6D5d9OGPHji0Thhp08Oyzz9pFnVm+fLn5/e9/7z0GNnh9uvNatGiRXRxZzF4x25z5ypmZRr72oNrlDvddvm65ue/j+0y3l7uZPYfv6XXO13u0ntlj+B7mF6/+wruzWbuh7JcGAiR5+DTN5gaoT58+4cXp8tAAKYQGDRrk3c3YDbqCSg2+OqJd3x3o/fS+en8dxz62zkfn5SokFUgaXKBBBsHjqK9GgxFc2bhxo3feO++8c+g4xxxzjHn33Xft4qiEsQvGmq5jupp7P77X3uW5/+P7TaPHG4V+9sq26aex5+Y8F3otAZI8qf401QANHDiwTAN07LHHOm2A1OE8ePBg07x589Bx1BmvOx7dBRRqgUUdR8fTcXX84Pno/HSerkZSaZCBBhsEj6PBCBqUoMEJuXjjjTfMoYceGjr/Fi1amOHDh9tF4cilb17qBUCtgbXM2a+dbUbNGWXmr57v3W1olvu7i9/1RnTt8sQuWcMi298Qb6n9NNUAHXLIIaEGaI899vBGMLn0wQcfmKOPPjp0HD2mVMNI582bZxcvKB1f52E/NlXnq/N2Zfr06d7gg+AxNDhBgxSqumz8l19+ac4555zQe9WvX9/86U9/Mt9//71dHI4M+GiA1/hrNvsbX79h7w5RmPQc37NMWBAgyZO6TzNbA6RHhKoBcvmIUH3T1zMbgt++1dBde+21Tn8Wc0Hno/PS+fnnqvPW+bu8M3rhhRfK/HynwQoatLA1Coc//vGPoXPU9qtf/crMnTvXLg6HlqxdYrZ/bHvvzmPC1xPs3eVS53wQAZI8qfk0V69ebfr161fm23aPHj2cN0DqjLcfP6rRQcW+7IfOzx7FpOvQ9biifhZ18Nt9MfpJrbzjPPnkk2V+/vvpT39qJk6caBdFHmiVXzX86iDPBQGSPKn4NLM1QJqEl48GSL/Bb7/99pnj6Hd5jYqKE52vztu/Bl2P674F3fVokEJwFJoGMWgwgwY1yJQpU8r8/LfLLruYRx991Ou/QmF0eqmT1/CrzyMXBEjyJPrTHDVqVJl+jl133dXrKM5HA9S3b9/Qsbp27Rrb5TJ03jr/4PXo+lzTYAUNWggeZ8cddzQHHXRQKFw0RFc/s+Vzdj2ya/5kc6/hn7cqtz47AiR5EvtpanHDYKOUzwZI8y+0jIh/LH2T1nPFk0DXERzerOvc2nyUKDR4QYMYgp+Zv3Xr1s189tln9ktQIPUH1/cafi3KmAsCJHkS+2lqeK7fAOn38s8//9wu4oQ63oPf1PVI2AkTKt/RGAe6nuCjbnW9Lgcc+PSe6ij3j6P+qldeecUuhgIjQFCexH6aL730UqYhUh9IPmjCXDA8tKSIy+GvxUTXFVwyRdftcga7T3c3/jG0nhaqHz9hoTyJ/TQLESDBn6323nvvoh9llStdn67Tv2Zdv2vBANHMeVQ/OtFRnsR+mvkOkGCHub6ZJz08fLrO4J2I6451AqT4MIwX5Unsp5nPANGQVv+91TeQ1J+tyqPrDfaJuBziS4AUn6gTCbWsSRABkjyJ/TTzFSCa7ObP89DopPHjx9tFUkHX7Y/OUn2UNwmwqgiQ4uTfhWgpkzcXvmnvDlm2bpm5cPyFZcKCAEmexH6a+QgQLesRnGGelKG6Uen6/bpQvbhY9oQAKV69J/T2AkB3Iue8do55/ovnvcfkajFFhca0xdNMv6n9zG7DdssaFtn+hnhL7KeZjwC55pprMu+puQmuVq2NK12/6sGvE9VPrgiQ4qZFFUseL8mEQXmbHpFrd7oTIMmT2E/TdYDod39/YUQt8xHXGeauqR78ZU9UP7n2BxEgxU+r7SpIuozpYloMb2EaDG6QeaDUWa+e5T1bfd3Gss+WIUCSJ7GfpssA0Tft4JpMcVvbKt9UH37dqJ5yuTMjQID4IEAqQWtn+e+l1WpRVnAVX9VXVAQIEB8EyFZo+XH/Jxo9i2L27Nl2EZRSvfjP6lB9RX08LgECxAcBshV65rb/PlqMEeVT/fh1pXqLggAB4oMAqYDWevKfoKdv1wsXLrSLIED149+FqN6irJVFgADxQYBUQEuM+++hZ4dj61RPfp1Feb48AQLEBwFSgQ4dOniv1/BU14+9TSrVkz/cWfVXVQQIEB8ESDnmz5+feSKenteNylN9qd5Uf6rHqiBAgPggQMpxxx13ZF4/cuRIezcqoPry6071WBUECBAfBEg52rZt6722pKQkL0/fSzLVl+pN9ad6rAoCBIgPAiSLBQsWZF7bs2dPezcqQfXm16Hqs7IIECA+CJAshg0blnnt0KFD7d2oBNWbX4eqz8oiQID4IECy6N27d+a1Ve0ExmaqN78OVZ+VRYAA8UGAZNGqVSvvdW3atLF3oQpUf6pH1WdlESBAfBAglhUrVpiaNWt6r+vVq5e9G1Wg+lM9qj5Vr5VBgADxQYBYpkyZknldVYegIiw4FFr1WhkECBAfBIgl2IHOcz9yE3xOSGU70gkQID4IEEu/fv0yr5s+fbq9G1Wg+vPrUvVaGQQIEB8EiOWiiy7KvG7t2rX2blSB6s+vS9VrZRAgQHwQIJbu3bt7r6lbt669CxGoHlWfqtfKIECA+CBALB07dvRe06RJE3sXIlA9qj5Vr5VBgADxQYBYjj76aO81LVu2tHchAtWj6lP1WhkECBAfBIjl0EMP9V5zwAEH2LsQgepR9al6rQwCBIgPAsTCHYhb3IEAyUWAWOgDcYs+ECC5CBALo7DcYhQWkFwEiIV5IO4wDwRINgLEwkx0d5iJDiQbAWJhLSx3WAsLSDYCxMJqvO6wGi+QbASIheeBuMPzQIBkI0Cy4ImEbvBEQiDZCJAseCZ67ngmOpB8BEgWwY70oUOH2rtRCao3vw4r24EuBAgQHwRIFgsWLMi8tmfPnvZuVILqza9D1WdlESBAfBAg5Wjbtq332pKSEvPDDz/Yu1EB1ZfqTfWneqwKAgSIDwKkHMEhqCNHjrR3owKqL7/uqjoUmgAB4oMAKYc6gWvVquW9vnPnzvZuVED1pXpT/VV1EAIBAsQHAVKBDh06eK+vXbu2mTt3rr0bWaieVF+qN9VfVREgQHwQIBUYMWJE5j2uuOIKezeyUD35dab6qyoCBIgPAqQCGzZsMK1bt/beo379+mbhwoV2EQSoflRPqi/Vm+qvqggQID4IkK0YNGhQ5n2uvfZaezcCVD9+XaneoiBAgPggQLZi3bp1pkWLFpm7kNmzZ9tFUEr14t99qL5Ub1EQIEB8ECCVMHjw4Mx7denSxd6NUqoXv45UX1ERIEB8ECCVsGnTJnP00Udn3o/nhIQFn/uhelJ9RUWAAPFBgFTSBx98kBmeqp9olixZYhdJJdWD/xOf6kf1lAsCBIgPAqQKrrnmmsx7duvWLadv2kmg61c9+HWi+skVAQLEBwFSBWvWrDEHH3xw5n3vueceu0iq6Pr9ulC9qH5yRYAA8UGAVNHMmTPN9ttv773vtttua8aPH28XSQVdt65f9aD6UL24QIAA8UGARDB8+PDMezdq1Cjn3/3jRter6/brQPXhCgECxAcBElHfvn0z79+0aVMzZ84cu0gi6Tp1vf61qx5cIkCA+CBActCrV6/MMfbee+/Eh4iuT9fpX7Ou3zUCBIgPAiQHWuupa9euoTuRpP6cpesK3nnouqOsdbU1BAgQH4kNkNGjR2caoocfftje7YyevhcMEfUNTJgwwS4Wa7qeYJ+HrjdfT2lcv3595jhnn322vRtAEUlsgAwYMCDTEDVs2NA88MAD3rfbfND7Bn/O0uikpAzx1XX4o6206TrzVY9vvfWWOeywwzLHOuCAA+wiAIpIYgPkiy++MHXr1s00RtoOPPBA89prr9lFnQl2rPvf1OM6Y13nHbyz0ua6w9ynpxaed955oWNpu/XWW+2iAIpIYgNE1q5da26//XbvDiTYMJ1++ulm1qxZdnEnNKTVnyeiTct8xG3tLJ2vvzyJNl2Py6G6Pv0Mdsstt5gGDRqEPp/u3bt7XwAAFLdEB4hvwYIFpmfPnqZmzZqZRqpOnTreN+qVK1faxXOmSXXBGevatFptsY/S0vkFV9XVputwNUkw6KmnnjJ77rlnmWOldWImEEepCBDf5MmTTfv27UON1m677WYee+wx5+taaVmPq6++OrMAozY9L0MPXVq0aJFdvFrpfHRe/vM8tOm8df4ulicJeu+998xxxx0X+gyaNGniDXTIx6guAPmTqgDxPfHEE2b33XcPNWLt2rUz//nPf+yiOdPw1+BS8Nrq1avnPTt83rx5dvGC0vF1Hjqf4PnpfF0PR/7mm2/MxRdfbGrVqpU5jjrnFVLLli2ziwOIgVQGiKxevdrcdNNNZRrPc88913nDrrsbPWSpefPmoWPpW37nzp3NyJEjnX/TL4+Oo+PpuMG7I206P52ny7sxDcu9++67Q8OAtXXq1MnMmDHDLg4gRlIbID511qrTNti4qVNXnbuu5zroMa96Vnjr1q1Dx9NWUlLiTZwbOnSoNyrJJb2f3lfvr+PYx9b56LyiPoa2PC+++KLZZ599QsfSvzVHB0D8pT5AfOq8tTu+1cmrzl7X9Fu/7gI6dOgQ+kknuLVp08Zr8O+66y5vVNQnn3yy1fkX2q9yKq/X6fV6H/u9tem4Or7Ow3Xfw6effmo6duwYOl7jxo1N//79vTsSAMlAgASoIX3kkUe8Tt1g46dOX3X+5oPuDu644w7Ttm3bMo18eZuWFGnZsmVmCy4xsrVNx9HxXN/lyNKlS81VV10Vmni4zTbbmEsuucR8++23dnEAMUeAZKFOXT1dL9gQ6hv7r3/9a68zOF803HjYsGGmd+/eXjDYjX+UTe+j99P76v3zQcH70EMPlQne448/3rz//vt2cQAJQYBUQJ286uwNNorqDFancCF+ilmxYoWZOnWqGTFihLnxxhu9ZUTUyX/CCSd4m5b98P9bf9d+lVN5vU6vz7dx48aZgw46qExoPfPMM3ZRAAlDgFSCOn333XffUCOpvgV1EqeVJh2eddZZoTrZbrvtvOVHCjWiDED1IkAqSXcc6gRWZ3Cw0Tz11FO9TuO0WLVqlbnhhhvKrDN2/vnn56VfBUDxIkCqSJ3B6hRW57DfeKqvRJ3H6kROKs0N0VDgZs2ahYLj8MMPN5MmTbKLA0gBAiQidQ6rkzjYmO60005eZ7LrYbHV7e233zZHHnlk6Fo18mvIkCFOJx0CiBcCJEfqLLZHTKlTWZ3LcffVV1+ZCy64ILQIpX66uv766/OyCCWAeCFAHFCnsTqP1YkcDBJ1Mhf7CrzZaBn82267rcwy+GeeeaaZPXu2XRxAShEgDukbuzqT7W/s6nRW53McPPvss6ZVq1ah4NDkw7Fjx9pFAaQcAZIH6lQ+4ogjQo2wOp/VCV2sfQZafVfzSYLnrD6dBx98MHF9OgDcIEDyREGhTmZ7mREFizqli8XixYvNpZdeGhpVplV6r7zyykSPKgOQOwIkz9TZrE7n4LwJ/cSlzmn95FVdNK/lb3/7W5l5LaeccoqZPn26XRwAyiBACkSdz+qEDjbW6qRWZ3WhZ26PGTMm68z6F154wS4KAOUiQApMndH2yrsaBqzO63zTs831IKngsfV8EC397vpZIACSjwCpBuqU/vvf/+51Ugcbc3Viu36UrCxfvtz06dOnzOrCWqU3n6sLA0g2AqQaqZNandX28zPUqa3O7Vxt3LjRDBw40Oy8886hoDr22GPNtGnT7OIAUCUESBFQp7U6r4ONvDq31ckdddn4CRMmmEMOOST0nnvssYe31DsAuECAFBF1YtuPoFVn90svvWQXLZee8X722WeH3kPPeL/55pudP+MdQLoRIEVGndnq1FbndjAE1PmtB1yVZ/Xq1aZfv36mXr16odf16NHDzJs3zy4OADkjQIqUOrf1CF11dvthoL4SdYarUzxIj6tt3rx5KDj0tMKJEyeGygGASwRIkVNntzq9g+GgTnF1jk+ePNkcddRRoX277rqrGTx4sNeBDgD5RIDExMiRI71O8GBYBLc6deqY6667riDPQQcAIUBiRJ3g6gyvX79+KDxOO+008/nnn9vFASCvCJAYUqf4/vvvb3bYYQfz5JNP2rsBoCAIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACR/D80f9T+yOEGxwAAAABJRU5ErkJggg==)
PN: 4848-7-27
CAS: 284674-72-2
Molecule Weight: 348.15
Formula: C15H10Cl2F3NO
![N1-[2-(Trifluoromethyl)phenyl]-2-chloro-2-(2-chlorophenyl)acetamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABRAAAAUQAGd+uC8AAACi3pUWHRtb2xTb3VyY2UAAHicjZXbbuIwEIZfZeTrxbGdMyJUiKrSSu2utO1Ke7cywW0j5VAlKYe33zEmQAxNViSMmfk/48N4PLvbFTlsVN1kVZkQThkBVabVOivfEvL75WESkbv5LEURCssmIe9t+zF1nO12S9N3VchdVdK0KoiJT3dN1tNsXVrVb45gjDt/nh6fD8wkK5tWlqlCqsmmzcH5WKWyPYzii79wCllvstIxcqeoN6a3v4Lph9FdsybnuSwxtkAUXrNcwWtVF7KFjWAUH/YN3lSpatmqNaz26Haph3Ofz57uq/SzUGWLTd1Dlsr8ua0/U3QUVa7ST+wMG9/vE1JwBGRbFYu6lnvQLe2WHKQA6YL0QPogA5AhyAhkDJIzfDHOUcBRwVHCUcNRxFHFUcZRJ1AndD8C9yNXekAv+w+VkAdYwgPo7/PnB74/dSvvuZc5Lq9IiE9d1wvhaFwaxmgCGoVnJ86d4dCO5ugMaBBEXmcijOGIYoz5UWc4w2Dsna1AlcuBuxgPMO7RIGT+2Xb+Tmc4Ansc54RT32MMJi5l0S2LnQhtcXyxtgGNXW1DGrLL3138K33n7/od09v9m9+4985p8+ezVVWuL5qQrROy4uSQFb/UayOOiUGgqteqxrOmO9DSS0D0AZ1Gw4B7BXjDgHcF+MOA3wd0Qp+AxS0g6AM6/YeBsA/owzIMRH1AH61hIO4Dh4M4TOi4Ne1RxN7tw1kfXlxubbipDSOMteemlpwYcZPxbjAjmcKtnTe1aoQJbjDBCGPtv6mFI2ttpYCpnSOMlQWm1g4zwkoDU5tHGCsPTC0fYew8CP6Dsc/+8b64Xmvnojg53S2Gzasbzrm4/hy89Of/AAhUT7hvHAHrAAA0j0lEQVR4Xu3dB5gURd7HcRTDmXP2wISYczj11DvPnE/FrKicembMqK+iYAbMEVAUs/ias6JgwAiCggFQgooBBBFFULHe/TVvNbO9s9s9/+6ZnfD9PE8/4nbNsDN01a+7uqq6hQMAwKBF9AcAACRBgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYESB63H9eiyQ0AQIDkFQ2M6AYAIEDyIigAIB6tZB4ECADEo5XMgwABgHi0knkQIAAQj1Yyj+hNc26gA0BDtIh5REODAAGAhmgR8yAsACAerWQeBAgAxKOVzIMAAYB4tJJ5ECAAEI9WMg8CBADi0UrmQYAAQDxayTwIEACIRysJADAhQAAAJgQIAMCEAAEAmBAgAAATAiTGxPFD3Mi3+kZ/DAA1jwCJ8XDndYIhvZPGfxDdBQA1jQCJcd95rYMA+Wb0G9FdAFDTCJAYBAgA5EeAxCBAACA/AiQGAQIA+REgMQgQAMiPAIlBgABAfgRIDAIEAPIjQGIQIACQHwESgwABgPwIkBgECADkR4DEIEAAID8CJAYBAgD5ESAxCBAAyI8AiUGAAEB+BEgMAgQA8iNAYhAgAJAfARKDAAGA/AiQGAQIAORHgMToc1Zrd8PRLdyEkQQIAOQiQGJ02Ku122uzFu7joQQIAOQiQGKstUZrt+B8LdygNwkQAMhFgMRo3bq1a9GihXvjDQIEAHIRIDEIEADIjwCJQYAAQH4ESAwCBADyI0BiECAAkB8BEoMAAYD8CJAYBAgA5EeAxCBAACC/zAJE60U1tVWqSg+Q6L9DdEP1+Hzq5+70Qae7Dfpt4Bbvs7ibv/f8rvV9rd3Wj2/tLnrvIjd88vB65Vvc3iLYAKvMjp5owxTdKhUBgkrQY1gPN0+vecJQaGzLle9nQCEyO3qqtUGqlgBB9br2w2uDIJjr9rlc+1fbu4ETBropM6e4GX/McGOnjXWDvh3kugzu4tZ9eN16ryNAkFZmR0+1NlQECMrZuGnj3Ly95g2C4N5R90Z3N4kAQVqZHT3V2lARIChnnd7pFITAYf0Pi+6KRYAgrcyOnmptqAgQlLPNH908CIH+X/eP7opFgCCtzI4e31Dl2/L5feYv7qdJY7LbJo5x308Y48aPG+PGjMluW2mllYIA6devX4N9abaxY8e4b74e46Z8n+ezGLdff/o++jU3+LeI+3dBZVnyriWDEPhhxg/RXbEIEKSV2dETbZyaaqhm/DLZ3X36Ug3KpdluOqaFO2jrFm6lJVsEDX65b/PN08LtsF4Ld9EBDT9Lmm3Uu/fX+66j+3M3VD4/8ur3Wb9Hd8UiQJBWZkdPIY3Sb7/+5O4/f9UGDVqajQBp4XqfOL8bN+ypet+134fqxBUImlNmR0+1NlTcA0E54x4ImlNmR0+1NlQECMqZH4V1+CuHR3fFIkCQVmZHT7U2VAQIypmfB6JJhA+MfiC6u0kECNLK7Oip1oaKAEG56z6sexAECpGjBxztXvvmNTd15lQ3c9bMIGA0E73r4K5uvX7r1XsdAYK0Mjt6qrWhIkBQCa784ErXsmfLMBQa23Ll+xlQiMyOnmptqAgQVIpRU0e5joM6uvX7re8W7bNosBpvq/tauW2e2MZ1fr+zGzF5RL3yBAjS4uiJUekBAgDFQoDEIEAAID8CJAYBAgD5ESAxCBAAyI8AiUGAAEB+BEgMAgSVbNafs6I/AjJDgMQgQFCpNIlQw3kP7X9odBeQCQIkBgGCSqUFFjXPo+1DbaO7gEwQIDEIEFQqAgTFRoDEIEBQqQgQFBsBEoMAQaUiQFBsBEgMAgSVigBBsREgMQgQVCoCBMVGgMQgQFCpCBAUGwESgwBBpSJAUGwESAwCJDubbnp7sDUlSRkkQ4Cg2AiQGARIdpKEQ5IySIYAQbERIDEIkOwkCYckZZAMAYJiI0BiECDZSRIOScogGQIExUaAxCBAspMkHJKUQTIECIqNAIlBgGQnSTgkKYNkCBAUGwESgwDJjg+HJBvSI0BQbARIDAIkO9GQaGpDegQIio0AiUGAZCdJOCQpg2QIEBQbARKDAMlOknBIUgbJ9B9VFyBn1QXIVQQIioMAiUGAZCdJOCQpg2T6v1MXIBvWBcg+BAiKgwCJQYBkJ0k4JCmDZPr37x8cu23bEiAoDgIkBgGSnSThkKQMkiFAUGwESAwCJDtJwiFJGSRDgKDYCJAYBEh2koRDkjJIhgBBsREgMQgQVCoCBMVGgMQgQFCpCBAUGwESgwBBpSJAUGwESAwCBJWKAEGxESAxCBBUKgIExUaAxCBAUKkIEBQbARKDAMmOH6K7ww53u59/nhndHWAYb3YIEBQbARKDAMmODwdtt932XnR3gADJDgGCYiNAYhAg2ckNkG23vdNNmfJrtAgBkiECBMVGgMQgQLLjw6Fjx+eC//boMShahADJEAGCYiNAYhAg2fHh8Nlnk9xmm93uttqqt/vuu5/zlkF6BAiKjQCJQYBkJzccOnV6Kfhz164DGy2DdAgQFBsBEmPZZZcNKuHrr78e3YUC5YbD2LFT3Oab93RbbNHLjRv3Y94ySOfll18Ojt2VV145ugsZmDx5sjvnnHPcJ598Et1VMwiQRnz//ffu2GOPDSqgttVXX52rkJSi4XDxxa8G/3/eeS83WgY2AwYMcK1atQqP3xNPPNFNmjQpWgxG9957r1tyySWD73a++eZzl19+uZs5M//Q9GpGgET89ttvrkePHm7xxRcPK9/cc88d/vnQQw9148ePj74MCUTDYcKEae5vf+sV3A/RfZF8ZVCYMWPGuHbt2uU9dtXg3XDDDe7333+PvgwJvfvuu27rrbcOv1OFh//zaqut5h599NHoS6oaAZLjmWeecWuuuWZ4QGywwQbu1VdfrWvoJrj27du7ueaaK/j5ggsu6C655BI3ffr06FugCfnC4aqr3gh+duqpzzVaBvF+/vlnd+GFF7q//OUvYXB06NDBfffdd+6ll15y66yzTnhc688vvvhi9C3QhG+++cYdddRRYSCrDbj44ovdL7/84u688063/PLLh9/vDjvs4D788MPoW1QlAqTOp59+6nbdddfwAFh66aXdbbfd5v7444965d555x231VZbheV0g/3BBx+sVwaNyxcOEyf+UndGd0fw8w8++CZvGTTtnnvucSuttFJ4XG677bZuyJAh9croquPGG28Mu1207bXXXm7UqFH1yqE+dUtdccUVbpFFFgm/t0MOOaRBL8RPP/3kzj333PCKZJ555nEnnHBC1Xcb1nSATJkyxXXs2NHNO++8wT+6/qv/18+bkq/CDh48OFoMEY2Fw/XXvx38/D//eaLRMmjIckLzww8/uJNOOilo4PQaNXhnn322mzp1arRozXvssceCe5/++910001j74OOHj3a7bPPPuFrllhiibrj+/qq7TasyQDRlYWuMHSl4f+hdQVSyGiKproMat306b+7229/351yyrN1Ddacbr7GwuHHH391223XJ9wfLfP997+4k09+xvXuPdjNmFGdFbEQWXSpDh8+3P3rX/8Kj//lllvO3XHHHW7WrFnRojXno48+Crqh0nw36jZcd911w/dYe+213QsvvBAtVvFqLkB0T2PDDTcM/2F1z0P3PqyiNy0XW2wx161bt+BmfC165pmRbrfd7g2DYOjQb8J9+cLBU+A0FiDvvPNV+PM99rivriKOrre/Vqg7RaN9crtT0g7qyHeWXatD1tXdpNFquVdnGqZrvTrTVcdNN93UoNtw5MiR0aIVq2YCRA39AQccUK+h7969e2YNvYZNbrTRRuH7t2nTxj311FPRYlVr+PDv3FFHPRY29HvueV/dWdjn9crkCwdPq/Nqld7Gyjz33Kh6wdShwxN1V4wTo8Wqlkb3aJSPP74222yz2O6UpBrr5x83bly0aFVSQ6/RabkN/d57753Z/aFq7jas+gBRV9MFF1wQdjW1bNkymN+heR5Z0yVuz5493TLLLBMeiDvvvLP7+OOPo0Wrhm6Cd+78ajAUVw373/9+R913UJyuJnWN3Xrre8ESKPq7NBGxS5eB9brJqk20O0WjfTTq588//4wWTa2xkUaFdI1VGo1Gi45QU/dTMajbcMcddwz/Lk1S7t27d0FdY+WmqgOkb9++9W52b7fddu6DDz6IFsvcjz/+6M4444x6N+dPPfXUYOZqtZg58w93xx1DglV1/VXB//xP/wZrWxWD5o/4pVC0bb99H3f33UPrriYrtyJGqTtFo3hyz1o1ykejfYrtvffeqzfXQRMS77///mixiqarC3Un+c+oqw+NUivFze7HH3/crbHGGuHfvckmm1Rst2FVBsjbb7/t/va3v4X/QBqd8tBDD0WLFd1nn33mdt999/D3WGqppdwtt9zSYHhwpenf/4u6S/wHwgb8iCMedcOGfRstVnSDB09whxzySPh7/PvfD7qBA8dGi1UUNWAataPRO/640ageje4pNc221jIo/vf4+9//7t5///1osYqibiN1H+UOt1X3krqZSkndhldeeaVbdNFFw+/34IMPrrhuw6oKkK+//todeeSR4eiUhRZayHXp0sX9+mvD506U0rPPPhssaOcPlPXXX9+98sor0WJlb9SoH9zxxz8VNtg773yPe/LJz1wRelMSmzXrT/foo5+4HXecc//kpJOecV980fRQ7HKkUToareOPE43iKVZ3SlKaKHfRRRe5BRZYIPid1L11zDHHuG+/Lf0JQxrqJtJIKo2o8t+vRqGpW6k5qdvw6KOPDrsN9T137tw5+N4rQVUEyIwZM9xll13mFl544fDgOOyww9yXX34ZLdpsdLP+mmuuqbdEyn777ec+/7z+jeZypGG2V1zxerDwoRpo3YO48cZ36g7ybAYgZGHatJl13+9bbsstZ/+O+m+3bm/WnXHOiBYtOxqV01zdKUmNHTvWHXTQQeHvqDPnq6++uiLWf1L3kEaX+d9do840+qycqNtwm222CX/Hv/71r+6+++6LFis7FR8g//u//+tWXXXV8IvffPPN3ZtvvhktVjYmTpzojjvuuOBmvn7f+eef351//vl1DeC0aNFm98cfs9wDD3zk/vnPu8Kz+zPOeKEumMt39IhW9tWyKP731ciufv1GBFcq5aZculMKMXDgQLfxxhuH9U19+U8++WS0WFnQ8GaNJvO/q0aZabRZOYeeQkPh4X9nhUo5dxtWbIAMGzasrmH7Z/hFr7DCCq5Pnz5FGZ1SDEOHDnX/+Mc/wt9/xRVXdHfddVfZ/P4DBw51++475wZ5u3YPB/MxKsWbb453++//UPj7H3RQP/fuu19HizULdado9I1/VIA2jc5p7u6UpPT79+rVq95ow5122qlsRhtq1JhGj2kUmX43dQ9pdJm6iypBJXUbVlyAaHTKf//733pn8J06dSrJ6JRi6Nevn1tllVXCirjFFlu4t956K1qsZNSdsueee7ollti07uzypODq46GHhgdXI5Xm999n1Z3RfVgX1HNmuZ911gt1VynZD+FOSt0pGnXj/711Bq9ROZVIow3PPPPMeldQp5xySrOONtRosdxl7DWaTCvoViLdUI92G1511VVldQVVMQGi/uDrrruu3uiUfffdN/PRKWpANQFQVwP6x9KZjN/0//q59mc1yUh0D6dr167hPRwNAjjiiCPcV1+V7oxfjcFZZ50VNgYLLricO//8W+t+XvlzAKZM+dVddtlrwbyRtdY616200k7uggsuLGm3oRoDjbLJbQw0CqecGgMrjTbcY489ws+m0YY333xzSUcbqptHo8T876DRYxpFliXV+SRtQ9YzzV977bUG3YZPPPFEtFizqIgAef755+sq/lrhF7jeeusFT1tLSw3I008/7U4//fRgeRNdzfi/I8mmyYn6h1U/tkbQpB05ocBQcOSOIlOwFHMUWWPdKSNGjIgWrXgjR050Bx54SV04tg4+p7o9i91tqGNCo2pyuyM06qZSulMKka+e6rG6xaRuHXXv5I5iUvdP2rqo16tOq26rjvuJyEk3tSVqU9S2qI1Je7JSrvW0rAOkGGc2OuPTjXctVeAn+uVu+pkOfM3+Vb+pNt3Y9H/WzzW80k/wyt10kOmSUwdemtml6sLacsstw/dVF5e6urKmM5tod0q5nNkU0yOPPFJv4IW6DQcNGhQtlpq6U6I3RDXappqVqqdA9VijwHLnURx44IHBaDEr1VnVXdXhfIGhOq+631TboLajsXZFbY7anjRXndGeAv1OJ598crMNvCjLAClG36pGP2m0k0Io9x9Wkwx1BqPRD1qNN+nZqA423TS8++67g7knugme+75qOK699lrz1YN+D7137vtuv/32wc33tCqhb7XY1G146aWX1us2PPzwwzPpNlR3SiUOycxSMe9VatSX1prz36+uEDQ6zEp1VHU1N+y1qe6pbqseqq4nPSlU3VVbon9ztS1qY3LfV22Q2iK1SVb+XmXue2rhxlIP/S6rAPGjO3Iv0zS6I81lmg5kJXbuHBGtJ6SAyvqpYZoBf/zxxwcLNeb+XZpZbF20UZe+Oth895oqpIYBWw6+xrpTynF0R6lo8mm029A6+bRY3SmVLMvRkmrE1R7499IoMLUXSRv2KNVJ1c3cpwmq7qoOqy5nSW2N2pzcv0ttktqmNA+dyjf5NIvu/aTKJkDy3ShKM75cB6j6DHOvOPSIWnUFFTulNYxQXW25y0Do0jZNN8kXX3wRTDz076cJiZqYmDSYKm18eampwYh2Gz788MPRYnnpyk1XcLndKbrCS9OdUm2i3Yaar5W0PqjnQT0QueuCqTFWT4WV/m7VSf/7qK6qzhZ74Ui1PWqD1Bb5v1ttlNoqS6hKqboN82n2AMk3wzVtd4pGS+R2IWiFzeYYKqluktznAejMVP2V+rmVlkDRUij+s2mJFC2V0phKneHaHPJ1G+qMWUv1N0YVNzc4dBKkkyE0FO021KZuw8ZWjNC9TjXquSeBuieqe6NW+h1UB/1Vouqm6miaOmmlNil3JWDV0zSjO4vZbdiYZguQYk2W0Vmjr9DqjtBQyaRn6cWipeO1tIo/ULSsQpqzU1WsW2+9td4TFXfbbbfg2e6evsdKXmOnOanbUI8A8N+d/qtHAOR2G6pbNXdpbh1rlb40d6kkWbNOo7dyrxA0ukujvNJQnctd0kR1shiPdSiE2ia1UfoO9Dup7Up65dsYdZfldhuq28zabRinWQKkGKt8qlHVZa5/Tz0rWg+RKicaI+4vM3VWlXZBRV3an3baaQ2WjVdQVPoqn+VAz7r336E2dRtqWHXuU+t8yOhMD4WJrpqtbkM92EndL/5nqi+6ykvb7ay65q9k9J7l9rA3tVW5z7dXW5ZmtKloxFfuQ8iKscxTyQMk93GyWT1nQGcu/qDTWY1uTKU94IpF9zL8vR4NFUxzn8fTiI9ddtkl/F79piG6dKfY6WFg+h71HI7cPmu/aRSM735VaMMm+twebeqGUXeMZbBIlOqYH5aruqc6WI7UZqnt8ldmatMsgzly5VtoVkOPs1LyAPH9yxqzncUNKy1IpwdF6T3V59ccz/0olD63X31VZ7IPPPBAtIiJzqr8QaKDhu6UdHyA6PJfZ4NaIVcNm67ufHeKRsQRIOmp21DLq+u7VHerRm9lQXXLXy2qzmXR5hSb2jA/6lJtWxaPvp0wYUIwQkvvqROfrJQ8QPwlqy6v0lI6+/DQSpvFnvWaJZ1t+KUtdICn7d/1/IFXCcvEl7vcAGkMAZIdDe7Qd6lFRrOgOuXDQ3WtXHsl8lFb5p9RrzYu7ZWI6OpG76fZ8Vmp2ADRGaHvttIXXYkLpukKwS83rc+QxeN2CZDsECCllWWAqC75Blh1rBKvxtWm+c+gti7tPRECJIe/Ya4Gs5QTZ7KmPkrNMNdn0cCCtH2+BEh2CJDSyipAVIf8IB3VreYYopsVtW2+TqvNS4MA+X8a5qb30M2mSrjnEUejqdZcc83gM6mfNg0CJDsESGllFSD+/qLqVJrlj8qF2jh/Yz3NEF8CxM2eJOiHqOoLqRZDhgwJG39NbLIiQLJDgJRWFgGiuqP3UD1QnaoWvvFX22edbFjzAaKJMH5WtR4UU0k3xZLo3r178Nn0JDXrvA0CJDsESGmlDRDVGf8UQtWlaqK2Tm2ePpvaQMukwJoPEM301Ws1a7PcJglmITcgNb/AggDJDgFSWmkDxM/JsTaw5U5tnp+xrrawUDUdILox5meSaup/tRo8eHAwu1l9nk2twdQYAiQ7BEhppQkQ1RXVGdUd1aFqpbZP35HawkIH3NR0gOjJYHqdJsM099pWxaZ1l/RZtZRGoQiQ7BAgpZUmQPyyM6o71Uxtn58QqDaxEDUbIEpaPxW/OVbVLbXx48eH61slXfLaI0CyQ4CUljVAVEf0OtUZ1Z1qpzZQn1dtYiFXITUbIHqgkl6jdbSqsW8zn/bt2wefWROICkGAZIcAKS1rgPgJxaoztUBtoF9TUG1jUjUZIHouiF+2PM0Y6EozfPjwoE9Xay9p+eukCJDsECClZQkQ1Q3VEdUV1Zla4efCqW1M+uykmgwQlVN5rWlfbcN24/jvqkePHtFdjSJAskOAlJYlQFQ39BrVlVqittA/HjdpW1qTAbL33nsH5fUIy1qjZyPos+shOEkRINkhQErLEiD+AVGqK7VGbaI+u9rIJGouQPQoRn8zWU/ZqjV6qqB/PGXSiYUESHYIkNIqNEBUJ1RedSTtk0wrkdpEfX61kUkeW1tzAeKfb9G6devorpqx2WabBd+BntWdBAGSHQKktAoNENUJlVcdqVVqG/UdJHnCYs0FSMeOHYOyelZ6rfKXqUm/AwIkOwRIaRUaIKoTKl+L3due/w7UVsapuQDZaKONgrI6sGqVvwpr06ZNdFdeBEh2CJDSKjRAVCdUPsnZd7Xy35nayjg1FSB6eIp/jvHIkSOju2vGl19+GXwH6udN8lwDAiQ7V9QFyKF13+XAJgKkd12AqMwjBEhqhQSI6oK/P6g6UqvUNuo7UFsZ98CpmgqQ0aNHB+Xmm2++2C+mmmnSkF9A7eOPP47uboAAyc7IugB5v+67nNREgIytCxCV+ZoASa2QAFFdUFnVjVqZXJyP2ka1kfou1GY2paYC5Omnnw7Kad2XWudnnSZZxoUAyVBdgNR9mc41ESCuLkCCMgRIaoUEiF/OQ3Wj1vm1sdRmNqWmAqRnz55Bud133z26q+bsueeewXdx2223RXc1QIBkiAApqUICRHVBZVU3ap3aSH0XajObUlMB4meYWp+LUU0OOeSQ4Lvo1q1bdFcDBEiGCJCSKiRAVBdUVnWj1vnnoMStWFFTAXLxxRcH5ap9eeYkChnpQ4BkiAApqUICRHVBZVU3ap1//IPazKbUVID453+cdtpp0V01R9+Bvosk6/8TIBkiQEqqkAChfZgjaftQUwHCFcgcXIE0EwKkpAoJEK5A5uAKJA/ugczBPZBmQoCUVCEBwj2QObgHkgejsOZgFFYzIUBKqpAAYRTWHIzCysPPA1lnnXWiu2oO80CaCQFSUoUECPNA5lAbqe+CeSA51ACqnGZZ1tqDpHJplu2CCy4YfBfMRC8xAqSkCgkQPxNddaOWZ6KrbfQz0ePqfE0FyKxZs8K1sD799NPo7poxfvz44DuYZ555Ej26kgDJEAFSUoUEiOqC6oTKq47UKrWN+g7UVqrNbEpNBYj4p4317ds3uqtmPPbYY8F30LZt2+iuvAiQDBEgJVVIgIjqhMqrjtQqtY36DpI8tbTmAsR/4COPPDK6q2b4Md5JhzMTIBkiQEqq0ADxw1dreS6I2kZ9B2or49RcgDz//PNB2RVXXDG6q2b4G+j3339/dFdeBEiGCJCSKjRAVCdUvpZvpKtt1HegtjJOzQXIL7/8Et4Hefvtt6O7q56e+TzXXHMF24QJE6K78yJAMkSAlFShAaI64euH6kqtUZuo70ttpNrKODUXIHLwwQcH5Y8//vjorqp3+eWXB5992223je5qFAGSIQKkpAoNEFHd0GtUV2qN2kR9drWRSdRkgLzwwgtB+cUWW8xNnz49uruq+XX+k0wg9AiQDHXoMDscXn45umeOrl1nl+ndO7oHBbIEiJ9QWGvPDVJbqDZRn11tZBI1GSAamtaqVavgNTfffHN0d9UaMGBA8JkVCJMnT47ubhQBkiENmx41KvrT+jR08pNPoj+FgSVAVDf8Ma86UyvUFuozq22MG77r1WSAyLXXXhu8ZuWVV070XPBqsMsuuwSf+T//+U90V5MIEFQqS4CI6ohepzpTC9QGqi3UZ1bbmFTNBogu11ZYYYXgdTfddFN0d9V5//33gxuDLVu2dCNHjozubhIBgkplDRDVEdUV1RnVnWqnNlDfk9rEQrr1azZA5Lrrrgtet9RSS7nvv/8+uruqbL/99sFnTXpzLBcBgkplDRDxg21Ud6qZ2j61gfqsahMLUdMB8ttvv7n11lsveO1hhx0W3V017r333uAzLrDAAqYQIEBQqdIEiI531Rm9XnWoWqnt02dUW6g2sRA1HSAyaNAgN/fccwevf+qpp6K7K96kSZPCrrq4h8M0hgApAi1iecIJWjvDuYUWcm7BBZ1bc03n/vvf2fuQiTQBIv4hdKpDqkvVRm2ePp/aQLWFhar5AJGTTz45eP2SSy7pvvjii+juiqUVRf1zP9q0aeN+/fXXaJFECJCMXXmlcy1bzh6qm2/Tvquuir4KBmkDRHVGdUfvobpUTav0qq1Tm6fPpjbQggBxsw8Sv8jixhtvbG5oy0337t2Dz6QASHMjkADJkPqYFRJzzTV7Tsg77zg3bZqWSHDu3Xc1/Gf2PpW5/vroq1GgtAEiqju+DqhOVQO1cWrr9JnU9lnbPALk/40dOza8kbTXXntV/PNCdGnql6a+4YYborsLQoBkREuEzzff7HC4887o3jm0T2VU9ssvo3tRgCwCRFSH9D6qU5Xe1a22TW2cPo/aPLV9VgRIjldeeSVcJ0sjMJJOpik3b775ZvjAqMMPPzy6u2AESEbOP392MBxwQHRPQ/vvP7vsBRdE96AAWQWIqC7pvVS3VMcqkdo0P7pMbZ3avDQIkIgnn3zSzTvvvGGIVNokwzfeeMMtscQSwe+/6667FjyqIh8CJCObbz47FJIsE6GVUFV2yy2je1CALANEdUl1Su+nOqa6VknUlvnwUBunti6tqggQf//ikUceie4yeeCBB8LuH40BL2TZj+akA8JfeWy11Vbu559/jhYxSfp4S8Soa3SCUPjhh+iehiZOnF12qaWie1CAe+65Jzh2N1d4Z0B1SnXLX4lk0QiXgtowPxdMbZvauCz4Zwudcsop0V1mJQ8Qf+9itdVWc6+99lp0t4nWwl9kkUWC911zzTXdkCFDokXKim7u+dDTWVIW4fHdd9+5Y445JnhPbZ+wPlM6df8+QSgkub+mK0eV1Wtgou6ZZZddNjh2NaO8a9eu5pvFuVS3/JWI6ly531hX26U2TL+v2rQkz/mIo9Fod999t1t44YWD981ysmXJA0Qp6LudtB100EGpbgx5Q4cOdSuttFLwnjoL79GjR9kN49PYdD9UV5v6adN2W+nZ0FdffbVbdNFFw/fVAfjHH39Ei6IQXIGUhIan7rfffuGxq/Dwf15llVVcv379oi8pmOqYvyeiTXWw3OaJqK1Sm+V7ENSWqU1L66233nJbbrll+Nl1JZb04XRJlDxA5Ntvvw3Olv2kQM0gveiiixI9FKUpmubvRyxo22abbdzgwYOjxZqFZsf6SYK6T5F2tJXoktyPe9emoX4DBw6MFoOFvwfy4ovRPQ3pPonKbrFFdA8aMW3aNHf++eeH9+y0ltVxxx0X1OG77rorfNKeNt0TyaIxVZ3zf5/qYrnMWFcbpbbKf161YWmXa/r666/dEUccEQbyQgstlNlVXa5mCRBPY7Zzv7i//vWvwY20tLTYmL+/oJDSap1fNtMQSx0cvj9Tmxr8tKH28ccfu5122il8z2WWWcb16tWrYkeilaXzzpsdCu3aRfc0pJFaKquRW2iS706JC4jGAmairvZSUN3LPelS3UxbH63UJqlt8ifSarPSLharm++XXnpp2F2lANHV11dffRUtmolmDRBPl1QKD/+PqlB57733osUKokdcqnvMv6e6zdq3b++GDx8eLVoUuhLwfa/aNAxPSy2kGSmmm2u6Aebvn+hy98wzz3Q//vhjtCjS0iNS646ZIBj69o3unaOuMQzKaB6I5o6gUepO2aLuKs3XiSRdVBoMktvFtfjii7trrrkmVdev6qDqop8GoE11tVRX72qD1BZFu/LTPpZXA5NWXXXV8D31XVuWPClEWQSIqPuqc+fO4YJoSuWjjz7affPNN9GiBdFB4R976TcNJdblrLrSsqQDQI/WXGeddcK/S2dOGo6XZlSU7mfoATJ+AIK2PfbYw3322WfRosiSbrjWfdfBbPNjj509+1zdrFpCWyc4epytn4le16ghP539pu1O0U329ddfPzz+27Zt65599tlosYKoTqpuqo7691XdVR1O25hHqa1Rm+OnMfhNbVPa4Bo2bFhwFeffU91z6gYsxT3gsgkQT/9wfvyzNt0cvvLKK4ObxWno7GffffcNLxe16c+bbbZZcBav+wnqNyyELkEfe+yxYGDABhtsUO/A0KW3Lk8LfZ5HVP/+/cNViLWttdZamYzMQEKXXurqDpTZIZFv077LLou+Cm72mb6CIrc7RUFi7U7RidStt95a70Rqt912c59++mm0aEFUR1VXfXeZ31SnVbdVxwvtAldbojZFbYvamGi7o7ZIbVIa6s7Tc9F9AOr3P++884Luv1IpuwDxXn/9dbfJJpuEX/rqq6/uHn/88WixgukfVqMd/HyU6Kazow033DC4pD3qqKOCTYuX+T/rqWfa7++xRDedUdx+++2p56Po7Ojf//53+L6aDKX1/9NcusNI3Z5aebdNm9kr8dZdJQd/rqu8wT40oK4pdVH541fdKWkbTE91K3c0p/57xhlnpO7K1fuq7kZ7LPymOq+6rzYgX9ugNkP71YZEX6tNbY7ankJPVKPUBuhJhOrO8++ttiJNL4dV2QaI6KZw7969w/Hh2nbcccfM7mNo+LBu6GlEmM7so//gSbZ1113XHXvsscHN/wkTJkT/ioL99NNPwVlE7s1DnWWkvXkIlMLQYUPrdafoZnmxulM012nnnXcO/y4NJunZs2cmg0lUl1WnVbdVx6P1PsmmNkVti9qYLKYqyHPPPVevrVK3nnopmktZB4g3depUd/bZZ4djpHUT+aSTTnI/JBmjXwB1k40YMSK40tFBr9EMutnmN/2/fq79Kpfl1YAqWJ8+fcKhvtpUEdW/CZS7ib9OdMf1Pc61XHdOd4pGUZWiO0ULJuaOrNpoo43cgAEDosVSUV0vpG1I2+Uepfudu+++e/gZ1Y13yy23NPt8r4oIEE99lbnzPLQ+/o033ljxq/FqpISWb/CfSyMpslrqBSim32b95q758Bq3eJ/FXYvL647f3Vu4/Q7br+TdKWrgu3Xr5hZbbLGwHrVr186NGTMmWrSiqFtO3XO53XWnnnpq6i7yrFRUgHgvvPCCW3vttcMDRZeYL730UrRY2dONudwZsrrZqDOZNEN9gVJ5dvyzru1DbV2L21sE2/r91nevjEy3YmxaWtKnQ4cO4U1rDdW98MILM1kuqJTUDafuOHXL+fZB3XWaA1ZOKjJARFcd119/fbiarbZ99tnHjR49Olq07Gj4YpcuXcKbbRqdcuSRR6a+uQaUwmc/fuZ2f273MDiWunspd+uIW90ffzZvd0ourSmVezNcS4NoscZKoGG96obzv7u658p1IciKDRBPa9qccMIJ9SbXnXvuucHN6HL00EMP1RudonVq3n777WgxoOz8OPNHd8ZbZ7h5e80bBIf+e+qbp7rJM8qjOyWfBx980LVu3Tqsb1qd9x09WbIM6Ub7gQceGP6u6o7TOndZ30/JUsUHiPfRRx+5HXbYIfzyl19+eXfnnXcWZfSHxQcffFBvSRONTunbt2/Z/H5AY2b9Ocv1/KSnW+buZcKrjp2f2dl9PKW8ulMaM336dHfJJZeEQ+91xa+Z4FmMmsyCutfUzeZnxqv7Td1w6o4rd1UTIN6jjz4aLBXvG2pN4mnOh8loUTQNBcyd7HPBBReUZHQKkNaACQPcRo9sFAZHmwfbuKfGVeZjYsePH+8OPfTQsG3Qcumadd6cZ/ha0HHllVcOfyd1uzXX2lwWVRcgogNCB4Z/Rog2HTg6gEpFo0I0aSh3ss/+++8fLF8NlLsxP41x7V5qFwbHYn0Wc92GdQtGXVU6nVDqxNLXS51w6sSzlN5991239dZbh79Dq1atMntwVClVZYB4ukTVpapfg0eXsLqU1SVtMT3zzDPhQ2G0aUmEV199NVoMKDs///6zu/C9C91fev8lCI65e87tOgzs4L6bXv7dKYVQ17G6uNXV7eupusA//PDDaNFMaW0/zVrPXYFX80iK3SYVS1UHiKebZv7Rltp0U00317KmNXlyV+Bdeuml3W233dbsk31QGz6f+rk7fdDpboN+GwTzMubvPb9rfV9rt/XjW7uL3rvIDZ9cfwUHf3XhTfp1kmt1X6vw59s+sa0bMrG8n+6ZlgbbaNBN7iRlDcrJ+oFT6hW54oor6vWKHHLIISXtFSmGmggQT8P4/FMLtWXV3zhlyhTXsWPHepN99P/6OVAKPYb1cPP0mids/BvbckV/9u30b4MrD4XOg6OzP8EqZxr+r2kAvm3Q9ABNE8hikrIWY9Rafv69tSZWc96XzVJNBYhkOeJBVxa6wtCVhj84dAXC88hRStd+eG0QBHPdPpdr/2p7N3DCQDdl5hQ3448Zbuy0sW7Qt4Ncl8Fd3LoPr1vvddEAEb2ulmlCcu7aV5qwrInLFtGRocstt5y74447Mlmrq1zUXIB4WuJASx34f1yNudZSCEnXt9I9Da286V+vex669wGU0rhp48J5GfeOKuwRrfkCBLMnKevJgFoqyddvLaGU9NEM6v468cQT681NO+ecc4I1/apNzR89WnQtOutTi7M1RsFzwAEH1Aue7t27Jw4eIEud3ukUhMBh/Q+L7opFgDRNi7Vq0dbcINCiro0FgYJHD43KDZ69997bjRo1Klq0anD0uGTrzqjrS/M3fNeX5nVofofmeQDNZfNHNw9CoP/XhS/pTYAko8dH6DESvm3Q4yX0mIncrqgXX3yx3pNI9edKXJ+vUBw9ORpb+VJPQcu9+b7ddtsFM8uB5rbkXUsGIfDDjMIfbUCAFEZLta+xxhphO6AH3mnuRjWuEJ4UR08e0bX3/abhv1rLCigXfuTV77MKb7AIkMJpOK4esa1Hbee2DcV6RlG54+hpwrPPPhuM29ZExE6dOgWr6ALlhCuQ5qEJgXoeu8JD902zekpqpeHoASoY90DQnDh6gArmR2Ed/srh0V2xCBCkxdEDVDA/D0STCB8YXdhifAQI0uLoASpc92HdgyBQiBw94Gj32jevuakzp7qZs2YGAaOZ6F0Hd3Xr9Vuv3usIEKTF0QNUgSs/uNK17NkyDIXGtlz5fgYUgqMHqBKjpo5yHQd1dOv3W98t2mfRYDVera67zRPbuM7vd3YjJo+oV54AQVocPQAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJj8H608B+3Oz0K5AAAAAElFTkSuQmCC)
PN: 4848-7-26
CAS: 284674-79-9
Molecule Weight: 348.15
Formula: C15H10Cl2F3NO
PN: 4848-3-Y7
CAS: 1939-21-5
Molecule Weight: 279.262
Formula: C15H12F3NO
![N1-[3,5-Di(trifluoromethyl)phenyl]-2-bromo-2-phenylacetamide](data:image/png;base64,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)
PN: 4848-B-08
CAS: 285980-97-4
Molecule Weight: 426.156
Formula: C16H10BrF6NO
TSCA: Not listed on TSCA inventory