| Product Number | 4654-3-0L |
| Synonyms | 1-(3-Nitrophenyl)-2,2,2-trifluoroethan-1-one; 3-(Trifluoroacetyl)nitrobenzene |
| CAS | 657-15-8 |
| MDL Number | MFCD00034541 |
| Molecular Formula | C8H4F3NO3 |
| Molecular Weight | 219.119 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4654-3-0L
CAS: 657-15-8
Molecule Weight: 219.119
Formula: C8H4F3NO3
PN: 4754-3-21
CAS: 411233-46-0
Molecule Weight: 233.146
Formula: C9H6F3NO3
![2,2,2-Trifluoro-1-[3-nitro-5-(trifluoromethyl)phenyl]ethanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABb8AAAW/AEsmRdBAAACcXpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrxXg4JwqpolSVVmq30raV9m7lECdBClABOb39joEcSFgIRLbH/2d7PGMzeTomW9irvIizNGTIBQOVRtkyTtch+/p8MQL2NJ1EJCJhWoRsU5bfY9M8HA482qhEHrOUR1nC6v7xsYhbmoPNs3xtWkKg+eft9aNijDgtSplGiqgiHheV8TWLZFmt4j9TmInM93Fq1nIzyff1aH8toV/Bj8WSXX2ZU9+MUFjFWwWrLE9kCXtLcHrFD1irVOWyVEtYnMhsc4d8n07enrNol6i0pKoeIY7k9qPMdxEZkmyroh0NRpWfzyFLkABZZsksz+UJdE2bJYK0QNogHZAuSA+kDzIAOQKJgv7UjyRAUiBJkDRIIiQVkgxHFIOt0ov4PH2rkL3DL3iHeet5qZ55Za/qrHZxO9/IfE2QgYAghh4KgBUy2hD6AXLbtn2wuOf5zl2rbWyApjAaq9GIqESh24K7HpW0s4IcbwqXxI4PHmkDhwoUjpa4nuMzONFqHO5RuoDNA1doqmpZ3MZqia6jZzzPLLjvXxdy7a2sRtNulnGzrLq7GdO4eHOmKm/qgiJsXkI8nSyydHlThXgZsgWyKva/1aqwmvAzyPKlyulE6QG09Baw2oBOlgtgdQH2A+D0z+C0AZ2IF2DWBbhtQKdtP+C1AZ3k/YDfBvSR6AeCNqAPUD8wenB6AEDxMIU29W0s3ge7OtADjNXBDKQI2h2MPcA4DzHBgTzBu7jX91F/MqLXwXgD89xFv77vBpiggwkGmFEHM+pizJujbJ5vdqo+3PrmzSfBpA/h9B/V0wzqvTO/xwAAN4dJREFUeF7t3Qe4FNXBxnHsih00mlhQMWoSNUYxdgHRxIJiLJ9GUKPRQMReEGMjFuxiQwVERFEENaBgF2mCKIJSLAhIMXSkg/Tz8c5mht3D3nv3np3dnZn9/55nHvHO2TJn7z3vzpwyNQwAAA5q2D8AACAXBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAVIO3n7bmGbNjNlnH2O23tqYmjVT/9bPtA/FxeeBhCBAkmzmTGPq11/3KdeofGvQwJjZs9c/7uuvjdlrr8q3hQvXl0duXD8PIKJq2D9AQsyZY8zee6capFq1jLnnHmNGjzZmyRJjli41ZuxYY9q2NaZ27VSZunWN+emn1GMXLzamf//Kt1WrUmWRm3w+DyCiCJCkOu20VEN00EHGTJtm711vxgxjfv/7VNkmTey9CAufBxKIAEmiYcNSDdC22xozaZK9d0OTJ6fK6jGff27vRb74PJBQBEgStWyZanxuuMHeU7Ebb0w95qqr7D3IF58HEooASaKDD041PoMH23sqNmhQ6jGHHGLvQb74PJBQBEgS7bhjqvGpTiesyuox6sRFuPg8kFAESBJtummq8anOSKmVK1OP0WMRLj4PJBQBkkR8440WPg8kFAGSRP41d11HzxXX3N1oSO6DDxozYYK9Zz0+DyQUAZJE/qif66+391RMI4T0GEb95Gb5cmPuvdeYbbZJ1duf/mSXWI/PAwlFgCTR0KGpxod5B4XxxhuptatUX9o239yYjh3tUuvxeSChCJCkOuWUVAOUy8xnXSZRWWY+V05LjzRsuD44tJ16qjHjxtklN8TngQQiQJJq1ixj6tRJNUT+2ktjxqTWXfLXXrrvPmN22ilVRmsvzZ1rP0vKlCnGrFhh/7R8qF5atDBmk03WB8cBBxjz7rt2yYqF+XkAEUGAJNn06cYce2zmN+Zsm1Z/VQOXzUsvpcpoIcDXX7f3JpuG3T722PpRVNr073btUsNsqyuMzwOIkBr2D5BAffoYc8EFqRDQvSe06d9NmxrTt69dOtPLL2c2brqEM2qUXSp53nsvdZbhH7fOPpo3T62qm698Pg8gQggQVC1bY6pLOhG6xLJgwc9m9Oj8v7XPnTTTzPlL0w3PCMohNIFqIkCQm4ou5+hn1ZlhXSCDB08xp532sv3jnC1evGLdoXxqTjnsUdPjF//rKC/Hy3ZANRAgqJ6KOpR1llJCrgGyZs1a06vXt+akk140hx3WwdtuPvh6M/uBp1JzPVzMn2/Mo48aM3CgvQdIFAIEbnRJxx7Sqpsm5TKktQBcAmTkyBnmggveCIKjXr0O5o47+ps5s5fYRXOzerUxHTqsH0m1yy52CSBRCBDkR5d4/Fu1atOkOs2iXrDALhm6O+/sb/7xjz7edt55r5mjjnou+H9t/ftPsh/imT59sbnllo+C4NB28cW9zJgxefShDBiw/k6C2jbayJjWre1SQKIQIMifLvVoXoO/rIe2nXc2plMnXSOyS4emZ8+v133h/8Lbbr21n6lfv0vw/9q+/np2Rvmff15lnn12uDn66M5BcJx88kumb99xZu3ajKK508zyc87JPBM76ihmkKMsECAIj2ZYX3RR6tv3uob0p023NS+d3MqMGDHdLhm6qi5hvfvueHPqqS8HwaGzlfbtPzdLlzrM55AlS4y57TZjttxyfXDsvntq3gxQJggQhE/3AD/ySPNOrSPMub+902uwW7f+0Lt0VCgVBYjOQi699M2My1U33fTBuqxbZBfNnUJit93WB4dC5PbbU6EClBECBAXz1X+GmFNO6RY03Lp0pEtIupQUNjtANLrq3nsHmcMP7xi8/vnnv2a++KKSdaiq8tlnXjBmXK4699zU4odAGSJAUFDLlq3yLhXpkpHfkCtU3nlnvF00VOPH/xS8XqNGXc0bb3zjhYqLhbMXminNWwWX5rxNCx4yTBdljgBBUeiSUatWH2ZcSrrkkt4bdHSHRWHx9NPDvW3RIreFIFesWG06dx5pjjvuedP+V03Mio03Sw0O0NLtBRwcAMQFAYKi0iUkXUryQ0SXmNq06W/mzl1qFy2pfv1+MGec0T14nxcfdLuZcOvDRRmeDMQFAYKi09mBLinp0pLfQOtbfpcuX5qVKzf8Zu+X0US/qs5Y/LKudOmrefM+GWdKV1/9rpkyheAAbAQISkaXlh55ZKg54ohOQWN97rk9zfLlmZ3s6Y355Ze/lbHP5hogWozxvvsGmz/+cf17OfvsHmbIkKl2UQD/Q4Cg5CZPnm+uuuodr9HWJa3ZszMvZ/kN+oknps5YBgyYlLE/XXUDZPXqNaZ79zGmYcMXgsc2aNDFvPzyaLNq1YZnQwDWI0AQGZpwOGrUTPvHQcPeo8dY779nndXDa/izqU6AfPrpj+acc3oEj1F4aejv/Pk/20UBZEGAIPL8Bl6hofDwwySbXAJE/RnXXvtuUFab1s4aNy469zcB4oAAQeSlh4IuX+nfupy1ZMmGw3OrChANyz3yyPX9HKef/or56KOJdjEAOSBAEHl2KKgjXf//5JOfpZVKscum0+gvv5Nco74UJprrAcANAYLIs0NBQ3k1pFez22fOzFxfyy5r082j2rX7dIOOegDVR4Ag8rKFgpZv189uv/3jjJ9nKwugMAgQRF62UJgxY7F3BqIzkW+/nRP8PFtZAIVBgCDyKgqFJ574zPu5Zo77KioLIHwECCKvolDQKCx/OZSBAyd7P6uoLIDwESCIvMpCwZ9cqAmBmidSWVkA4SJAEHmVhYJC4y9/edXb/9prX1daFkC4CBBEXlWh0L//JG//SSe9WGVZAOEhQBB5uYSCP7kwl7IAwkGAIPJyCQV/cmEuZQGEgwABADghQAAATggQAIATAgQA4IQAAQA4IUAQS1OnLvRGXgEoHQIEsbN06UrvhlAatjtx4jx7N4AiIUAQO7qJlD/f49NPf7R3AygSAgSxQ4AA0UCAIHYIECAaCBDEDgECRAMBgtghQIBoIEAQOwQIEA0ECGKHAAGigQBB7BAgQDQQIIgdAgSIBgIEsUOAANFAgCB2CBAgGggQxA4BAkQDAYLYIUCAaCBAEDsECBANBAhihwABooEAQewQIEA0ECCIHQIEiAYCBLFDgADRQIAgdggQIBoIEMQOAQJEAwGC2CFAgGggQBA7M2YsNL/7XRtvGzJkgr0bQJEQIIidadNmm112OdHb+vf/wt4NoEgIEMTO1Kk/mo033sLbPvjgQ3s3gCIhQBA7U6dONTVq1PC2999/394NoEgIEMQOAQJEAwGC2CFAgGggQBA7BAgQDQQIYocAAaKBAEHsECBANBAgiB0CBIgGAgSxQ4AA0UCAIHYIECAaCBDEDgECRAMBgtghQIBoIEAQOwQIEA0ECGKHAAGigQBB7BAgQDQQIIgdAgSIBgIEsUOAANFAgCB2CBAgGggQxM4zzzwTBMhll11mVq9ebRcBUAQECGJj9OjRpmHDhkF4+NuBBx5o+vXrZxcHUGAECCJv7ty5pkWLFmaTTTYJQmP33Xc3devWzQiSM88800ycONF+OIACIUAQWatWrTKPPfaY2XHHHYOQ0L/btWtnVq5c6ZXp3r272XPPPYP9W2yxhWndurVZtGiR9WwAwkaAIJLee+89c8ABBwTBoLOP5s2bmzlz5thFzbJly0ybNm1MzZo1g/K//OUvTZcuXczatWvt4gBCQoAgUr7//ntz2mmnZVyaatCggRk1apRddAManXXBBRdkPPbwww83Q4cOtYsCCAEBgkhYsGCBueGGG8zmm28eNP577723ef311+2iVfrkk0/MYYcdlhEkzZo1Mz/++KNdFEAeCBCU1Jo1a0ynTp3ML37xi6Cx32abbcw999xjli9fbhfPmZ73+eefN7vsskvwvFtvvbW56667zM8//2wXB+CAAEHJDBo0yPzhD38IGviNNtrIXHTRRWbatGl2UWcLFy40rVq1yjiz2WuvvUyPHj3sogCqiQBB0U2ePNmcd955GZeYjjjiCDNs2DC7aGjGjx9vzjjjjIzXPP74482XX35pFwWQIwIERbN06VJzxx13mK222ipoxH/1q1+Zrl27Fm201Icffmh++9vfBq+v0V2XX365mT17tl0UQBUIEBRFt27dzB577BE03Jqvceutt5rFixfbRQtO80uefPJJU6tWreD9bL/99uaRRx4J5pcAqBoBgoIaPny4OfroozMuHZ199tnmhx9+sIsW3U8//WRatmxpNt100+C97bfffubtt9+2iwLIggBBQcyYMcNccsklZuONNw4a54MPPtj079/fLlpyY8eONY0aNcoIuZNPPtl8++23dlEAaQgQhGrFihXm/vvvN9ttt13QGO+0007m2Wefjfyqub169cpYX2uzzTYz1157rZk/f75dFIAhQBCi3r17x74BVgDed999Ztttt41dAALFRoAgb0m8BKRLcH/7299icQkOKBUCBM4q6oTu27evXTS2ojwIACg1AgTVVtEw2Icffjixw2A1DFn3IPGPd8sttyzZMGQgKggQVEu2iXi6rWyhJuJp8qFmi/fs2dNbH0uNti4taTv33HODf+vn2q9yKq/HhS3bRMjddtvNvPjii3ZRoCwQIMiJlgJp0qRJxqUcLQUycuRIu2hepk+f7n3bv/TSS82+++6b8XrV3fR4PY+eT88blmxLsRx55JEFXYoFiCICBJXSnf1uvvnmjMUI69SpE+pihDNnzvTuMnjooYduEALpW+3atb2FENUnoXuE+Jv+Xz/Xfvsx6ZueX6+j1wvDwIEDC74YJBBlBAiy0tpUWg591113DRrIsJdD14imxo0bZ3TC+5s643UHws6dO5tPP/3U67DPhcqpvB6nx+t57OfW6+l1wxhR5S9Hv/POOwfPH8Zy9EAcECDYgG7IVK9evYxGt2nTpqHdkElLhdgjm/Tt/YQTTvBuQxvW6/j0fHpePb9eJ/119T7CWLokzBtiAXFBgCBQ0S1hhwwZYhd1MmbMGHPcccdlPL86oTVxL+zQqIheR6+n101/H3pfen/5Gjdu3Aa35G3YsGFOt+QF4oYAgVm2bJlp06aNqVmzZtDo6dKVvrWHscy6+lH07Vwz0/3n32effUyHDh28md+loNfV6+t9+O9J70/vU+83X++995454IADgufWaLUWLVqYuXPn2kWB2CJAylz37t3NnnvuGTR0Wma9devWoTSiool4upTjP/8OO+xgnnrqKW8uSRTofej96H3571HvV+87X3ruxx57zOy4447Bc+vf+llUjh/IBwFSpkaMGLHB5aQzzzzTTJgwwS7qTA1lep/AhRdeGNoIqLDpfen9+e9V71vvPww669DZh85C/OfX2YnOUoA4I0DKjK7Raz5H+hpPBx54oPnoo4/sos50eSh9noS+db/55pt2sUjS+0w/Y9BxhHWZTf0g6g9JD+369eubAQMG2EWBWCBAykx6P4fmTbRv3z7UVWZ16UujnfzX0AS7KVOm2MUiTe9X79s/Bh1PWJf0RCOz0i/raWTYnDlz7GJlp8M/auS0ITr4NMqMP+dCl6/mzZtn787LrFmzMiYDNmvWLLbX+vW+9f79Y9Fx6fjCojkiWoLFf/6JEyfaRcqOHRQVbYgOPo0y49/n4tFHH7V35UXf0NPD4/rrrw9lBFcp6f3rONJDJMwzkffffz94bg2hLncERPzwaZWZQgSIvk2nX7bSLOwk0fH4x6bjDGuGOQGSiQCJHz6tMlOIAEnvMNc39iRKPxPR8YaBAMlEgMQPn1aZCTtANNTVbwQ1DDbul60qouNKH+YbxhBfAiQTARI/fFplJswA+fzzz4N5Hhq1lNSbSfl0fP7oLB23jj8fBEgmAiR++LTKTFgBos5kfxkQ3ZkwbkN1Xek4/Tsx6vjz6VQnQDLZo62ybYgWPpEyE1aAaM0oPY/mMMRlkmBYdLz+qr6qB1cESCY7LLJtiBY+kTITRoCMHj06WBhR/QLlyO8PUT2oPlwQIJkIifjh0yozYQSIv4aWFiCM6tpWhabj9hdgVH24IEAyESDxw6dVZvINEN18yW/0tIptOdPx+3XhclMqAiQTARI/fFplJt8AOeaYY7zHqwM5rsuUhEXH7w8kUL1UFwGSiQCJHz6tMpNPgOge4n6D17FjR3t3WVI9+HVS3XusEyCZCJD44dMqM/kESOPGjb3H7r777qEtcR53qgfVh+pF9VMdBEgmAiR++LTKjGuAaCVafyXftm3b2rvLmupD9aL6qc6KvQRIJgIkfvi0yoxrgLRr1857nG5ERWOXSfXh36BL9ZQrAiQTARI/fFplxjVA/KXaGzVqZO/COqoX1Y/qKVcECOKOACkzLgEybdq0YOZ1586d7d1YR/Wi+lE9qb5yQYAg7giQMuMSIN26dQsauh9//NHejXVUL34dqb5yQYC4Wbt2jZkw/FUzZ8oIexeKjAApMy4Bcumll3qP2W+//exdSKP6UT2pvnJBgLiZMuZtr6/k+au3NUsXTLd3o4gIkDLjEiB169b1HtOiRQt7F9KoflRPqq9cECBuFs35wXS6YnMvRPp3udjeXZb8AQhVbWEL/xkRadUNkKVLlwYjjJ5//nl7N9KoflRPqi/VW1UIEHdDe17nNYgdm29sZk36zN5dduygqGgLW/jPiEirboB8+eWXQSM3ZMgQezfSqH78ulK9VYUAcbdi2QLT9YadvUax9/1HqWPELlJWChUQVSn+K6Kkqhsgr776atDIzZ07196NNKofv65Ub1UhQPLzzaAOQcP5/bCX7N1lhQBBUVQ3QO69916vfO3ate1dyEL1pPpSvVWFAMmPRmO9fvchXsPZ7ebdzarlS+wiZYMAQVFUN0Buuukmr/z+++9v70IWqifVl+qtKgRI/qaPGxA0nsN732bvLhsECIqiugHijyyqV6+evQtZqJ5UX7mMWCNAwvFhh3O9xrNzy63MormT7N1lgQCpgl9BVW2oXHUDpGnTpl75hg0b2ruQhepJ9aV6qwoBEg6FhsJDf/8fPnuOvbss2O1gtq0QCvOsBWBXRkUbKlfdAPnLX/7ilT/11FPtXchC9aT6Ur1VhQAJjy5f+W2ALmuVG7sdzLYVQmGetQAKWQnlpLoBwhlI9XAGUhrqQFdHutoIdayrg72clKp9LP4rOipVBSVNdQOEPpDqoQ+kdMYP6xa0ExriW05K1T4W/xUdlaqCkqa6AcIorOphFFYJrV3rTSpUO6FJhppsWC5K1T4W/xUdlaqCkqa6AcI8kOphHkhpaVkTLW+itkLLnZSLUrWPxX9FR6WqoKSpboAwEz13zESPBi2wqLai0z83M/NnfmfvjiX16Xz3SWfT444DzPvtm9i7S9Y+Fv8VHfkVVNmGqlU3QFgLK3eshRUNWuJdS72rTXj3ifiPHpwxfrB5497DgnauyzXb20VK1gYW/xUd2WGRbUPVqhsgrMabO1bjjY4v370vaBemjnnH3h0Li+dNNf06/TWjjevV9o9m9uThdtGStYHFf0VHpaqgpKlugAj3A8kN9wOJjtWrlpvu/9rHazN02WfN6pV2kchatXKZ+aJPG9P5yppBu/fSTb8044a+UOGqw6VqH4v/io5KVUFJ4xIg3JEwN9yRMFomjfyP12bccU4N837P3H/fS2n856+Yl1vvGbR3z12xhfms1y1m5c+L7KKREJsWmQAJh0uAcE/0qnFP9Gh6rNUJpvGhNcwxB+1g5syZbe+ODN3f/c0Hjw3aOW3vP/MXs3DORLtopMSmRSZAwuESINOmTTMbbbSR97jOnTvbu7GO6kX1o3pSfeWCACm8Cd+NNnvstKlXx82bN7d3l9yyRbPMgK6XBkOPtb3W5kAz7dt+dtFIik2LTICEwyVA5NBDD/Ue16hRI3sX1lG9qH5UT7kiQIrjiiuu8Op4k002MV999ZW9uyTWrFphvnr/QdPl6u2Ctq3rdbXN1wOeNmvXrLaLR1ZsWmQCJByuAdKuXTvvcRphRGOXSfXhj1RTPeWKACkOzc/ZcccdvXpu0KCBvbvoJo96y7x626+DNk3zVYZ0v8osXzrPLhp5sWmRCZBwuAbIrFmzzKabpi4FtG3b1t5d1lQfqhfVj+opVwRI8Tz++ONBXb/22mv27qKYP/0b83a7k4K2TJv+Xz+Pq9i0yARIOFwDRBo3buw9dvfddzcrVqywd5cl1YPqQ/Wi+qkOAqR4Vq1aZX772996db3XXnuZn3/+2S5SMMsWz/POMDq12DRox3QGojORuKNFLjP5BEj//v2DBq9jx4727rKkevDrRPVTHQRIcaXX9z333GPvDt3q1avNK13bm8tPrW3ub5oKDvV5qO9DfSBJQICUmXwCRI455hjv8fvss4/3ra6c6fhVD6oP1Ut1ESDFd/rpp3v1vc0225j//ve/9u7Q9OvXzxx44IFmu61qmON+U8NcfcrGZmDXv3ujrpKEACkz+QbI22+/HTR6Tz31lL27rOj4/bpQvVQXAVJ833//vdl88829Om/WrJm9O28TJ04M7uLpb/93+rFm4ncj7KKJkLgA0cSbQS/9w/w49j17F0z+ASLHHXec9xw77LCDmTlzpr27LOi4dfyqB9WHCwKkNG688UavzjVn59NPP7V3O1m0aJG55ZZbzBZbbBF8pnvuuafp3r27XTRREhcgI9+517vW+MK1O5qfl7D8uC2MABk9erTZbLPNvOe58MIL7d1lQcet41c9qD5cECClsXDhQrPLLrt49f7HP/7RrK1gfalc6LEvvPCC+eUvfxl8ljVr1jRt2rQxy5Yts4snTuICZO6PX5mOLTbxQmTwK1fYu8teGAEiN9xwQ/At7s0337R3J5qO15+Zr3pwRYCUznPPPRfUfdeuXe3dORk6dKg5/PDDg+fR9te//rWsPsvEBYgM6tY8NUGnxabmp/+6fTtMqrACRKfsfgdyrVq1zJQpU+wiiaTj1PHquHX8qgdXBEjprFmzJlhd4Ve/+pVZvHixXaRCWvdM/SfpwXHYYYeZTz75xC6aeIkMkJ8XzTZdrt3BC5E+j55g7y5rYQWIfP7550GH5JFHHmlWrozPktkudHw6Th2vjlvHnw8CpLQGDx4cnEmq/6Iqmjty1113ma233jr43HQpTOugKZDKUSIDREZ/+GgwaUfLOiMlzACRxx57LPhjUr9APteTo0zH5fd7aNNx54sAKb3zzjvPq/8tt9zS/PDDD/buQM+ePb0JiP7npS8QrVq18vpTylliA0Q3kNGNZBQgurGMbjCD8ANE/D9Cbddff729OxF0XP4x6njDQICUni5JqtNbn8FZZ51l7/ZuTVy/fv3gc9J2xhlnmPHjx9tFy1JiA0R0K0v/LES3uERhAmT58uXmhBNOCP7AijHLt5h0PP6x6Th1vGEgQKLhzjvvDD6Hjz/+2PvZ7NmzzeWXX+6t4Ovv01IoH374ofXo8pboAJF3nzjVC5Dnr97WLF0w3d5ddgoRIKLOZL9TUpu+scf9cpbef/qZh44vn05zGwESDbp//R577OF9Dpo9/tBDDwVzfLRp0MSTTz5Z9isvZJP4AJk/8ztvuWSFSP8uF9u7y4o6Af0VdQtxf3OtRJseIhqpEtc/Or3v9JE2Oq7qrLSbC/8mVNpGjRpl70YRvfLKK8Fn4W/6W9G9RH766Se7OP4n8QEiQ3te5wWI7vo1a9Jn9u6yYHcCavTJJZdcYmbMmGEXzYu+oadfztKopbgN8dX79UdbadPxhHnmoSGj//rXv4Iw16ZvvE888URsAzfOvvvuO3PyySdnhIf6PcaOHWsXhaUsAmTFsgWm6w07eyHS+/6jdG3CLpJY2ToB/Zsfadtuu+3M/fffH+ry7Hqu9I513cwnLpMN9T79mw9p03GEVTe6JKZJa5p3kP5Z+ENJtek6+wcffGA/FAUwf/58c+211warKqRvV199tV0cWZRFgMg3gzoEHerjh3WzdydOZZ2A+sO55pprMv5w9t13X9O7d2/7afKioa7+PBFtGgYb1bWz9L7Sh+nqfYcxVNenNZeOOOKIjEbq/PPP9852soW8Vo1lpE9haJn1Z5991uy0005Bfatv8L777jN/+9vfvP/X38Y338T3Rk/FUjYBsnbtGvP63Yd4AdLt5t3NquVL7CKJoMlujzzyyAadgNkuj3z77bfmz3/+c0bDdeKJJ4Z66j58+HCz9957B8+v96VVbO33Uip6H3o/6fWl96v3HQYtGa5gSj/LUH/KoEGD7KIbXGZUiN10001lP9cgTLpny+9///ugjnUGqNDwL+Xqi4TOyrVPfxuoXNkEiEwfNyA4Cxne+zZ7d+xpSfH9998/+OPItROwb9++Zr/99st4XMuWLat8XK7Uf6A1o9LPeLQMSIcOHUK7PFRdel29vr8ciza9P73PMPo7NNT37rvv9u474T//L37xC28NpspmLWuggx7HbOdwTZo0yZxzzjlBnWo7+uijs64m8OCDDwZl+vTpY+9GmrIKEPnw2XO8AOncciuzaO4ke3csZesEbNSokRkzZoxdtEI6c3n44YfN9ttvHzxH2MMX9X78peD9bbfddvMuHWh9oWLQ6+j19Lrp70Pvqzr1VRndczv9rEtnElpCvDpnEjpz0Siw9DMXrbek5TeQuyVLlpjbbrvNm2nu16NuQdytW8WXsfXlQpd0VVZfrEr1JScOyi5AFBoKD4WIwiTOsnUC1q1b1/Tq1csumjP1nVx22WUZfSe/+93vQp1ApTMlfftLb8DVUGq0U5cuXUIPEz2fnlfPn94ga9P7cLkZVDZfffWVadCgQcbz6z7puomRK634qiXH059TK77GbWRbKbz44osZXxS22morc8cdd3jzPqqiwRT+4zQvBNmVXYCILl/5l7J0WStu1Amoyy/ZOgHD+rY0cuRIc/zxx2c0XE2aNDETJkywizrT9Wg1sOnDWf1N3/yaN2/uXbpRB3Sul9NUTuX1OD0+/dKcv+n19LrVvYd5RebMmWP+8Y9/ZITub37zG2+iYBjK/Z4T1TVs2LCMYdja/u///s9MnjzZLlqpk046yXuszsrDngOUFGUZIOpAV0e6AkQd6+pgj4uqOgHD1qNHD1OnTp3g9XQ55uabbw6ln8Cnjst27dplTELMttWuXdvrZNZZg77p+5v+Xz/Xfvsx6ZueX68T1kgwXfbT86V3wGsI8OOPPx7aZb90mj+S7a53mgQHY6ZNm2YuuuiijLPMP/zhD2bgwIF20ZxoMIn/5UZn5dhQWQaIfD/sJfNQM93svoZ5v1cHe3fkVKcTMGzq2P33v/+d0bG76667mueffz705UqmT5/uXZ++9NJLg+vQrpser+fR8+l5w/Tuu+9uMGDhn//8p5k7t/B3wcx23+1jjz3WfPHFF3bRsqABC/fee2/GgIWdd97ZdOrUKe+BB1dddZX3fPqiprNyZCrbAFHDd3vzo8wx+9cwh+y/s1mwYIFdJBJcOgELRX0JTZs2zWi46tWrV9Ab6eh6teZJaIirFjW89dZbvTMubeeee27wb/1c+1VO5XO5zu1i3Lhx5tRTT82oA/WtuN7WNh/9+vUzBx10UPA+1MgpMMM6w4qDN954Y4MBCxpJF9bfsy6J+me2GmiBTGUbIDJq5Gem5papWdnXXXedvbvksnUC3n777QVrHHM1ZMiQDW7lecEFFyR6QUA1SFpY0R6K/J//lPZeM+oPe/rppzMu32keg4aihtUfFkVaO6xhw4YZv4OnnXaaF/Bh0zwh/zVeffVVe3dZK+sAkYsvvtj7xdA3Fw2HjYKwOgELSWdwGtmkS1n+e1THri51JaljV5dAOnbs6F0S8Y9TAxZ0ySSsZd3DMG/ePG/5jfSA+/Wvf23eeustu2is6RKhFgJNH7BwwAEHmPfee88uGhqFtFbp1WupPzBJv9/5KvsA0bVxf4lzXZoopbA7AYtBnemtW7fO6NjVH1kSvqkNGDDAHHLIIcFx6XPRF46w+1PCpOU3/vSnPwXvWZtGE8V9WQ4NStDSMunrlOnfGsRQjFspf/TRR8Hr6ksSUso+QETDX/1fjnfeecfeXXCF7AQsFg3vPfPMMzMaLl0zjmPHowYsqH8l/ViOOuoo89ln8VnJWTOodQbiv3918qtDWGcqcaOzC51l+Meisw8N0dbw6WLyf791pp3ky7XVQYCYVAPuL2mhX9RifKPxqRMwfTmNsDsBi03f1DTx0D8edez+/e9/j8U4eg1YUB9T+oAF9UG99NJLdtFYUB+I+kLSVxdQX0n79u29yzJRp/4M9Wv4712bhm2X6t4p+pLkn2lrMicIkIA6Q/1f0rDv1peNRu0UqxOw2PwFCtM7dtWIaUZvMcO5OhQSGt3mv1+FiEa/KVTiTuGtEE9fxl/X9DWKK4r05UlfotJXctZIq9dff90uWnSaA6X3o8uZhRx9GBcESBr/RkiaGKYlPQqhok5AzStIGg2BvPLKKzNmmuuySpQWqNM8Gl2e8t+fNl2+0mWspBkxYsQGa5HpsozmlUSBLtfqsq0WnfTfny7ranh2VAYsqM/PHziiIexxucRcKARIGp0V+I2drrGGqdSdgKX09ddfe8vEpzdc6ujVcvKloo5wzR9JH7CgGf7qOE+67t27ezPY/ePWZRkNhAhzdYHq0vL2GjDivyd9LhpQooElUaPRh/771GTackaAWLT8uX4xdIagxfHCEJVOwFLTAnXps8s15FRDT4vZsat+gbZt2wYj77RpwILWFotDv0BYNBRVa2mpQ9ivB621pcYx7NUFKqOh6el3r9SmG29pKHtUqX78eVAH77erWbqkdMFbagSIRZeY/LMEddjlQ6uwRqkTMArUgD/wwAPBTXu0qa/kmWeeKXgDrn4u+/4fmkCqVY3LlUYTaRJo+u+oGketAlxImgyrlXE1OdZ/Xd3qV7f8LWaAufrs0yHm4DobmVMPrWH+06mVvbtsECBZaDE8/5da93aoLnUC6v4PUewEjAott6FlN9I7drUsx8cff2wXzZvu8+H3b/nbKaecEpmJo1GgDmHdbyS9jnQ/krCX1hctw7PHHnsEr6NLaFqKRotFxsmzd19gbj+7hnnuii3MwlnlefthAiQL9Vfo/uH65dYqr1pMMBdx6ASMGi0AeMwxx2Q0XGeddVYoHbs6m9QCh+md+FoAsRRzfeJAv79aBl93QPTrSwto3nXXXTn/DVRGtwm27wNz9tlnmx9++MEuGguL5/1oOl+1tbeq9/vtm9i7ywIBUgHdy8H/JVcAVCVOnYBRpCXJ7W+l//rXv5y+leoLgO4Bnz5gQSPrNDw76QMWwqA7J7Zq1SrjDFpfpLS0vwvdauCSSy7JONs8+OCDQ7sfSymN6HtXcG+h/34T3k3X4oIAqcTpp5/u/bLrLEK3GM0mjp2AUaXr4nfeeecG18V1M6Vcr4t/8MEH3s2c/MdrwIJu9lRuAxbCMH78eHPGGWdk/G7rJmNa7TgX6u+6//77MwYs6CZozz77bMH7u4pl1cpl5uVb6ngB0rPN79adxYV/H5goI0AqoU5w/1uYrgeni3snYJTpdq3nn39+RsOl27rqToMV0WflB76/1a9fP7SRdOVMtzP2L+n6my5FVTZX6uWXX85YH00DFnT75SQOWJg4vEdwFjL24yft3YlGgFRBneH6A9AlKb8B0x+Hfbkljp2AUTd48OCMuxTqM7jwwgszzgZ1ueWmm27a4HKL7guC8Oiy4JNPPpkRClpd4JFHHsm4LKi7+DVq1CgjbDTysJRzforhrYeO9wLkhetqmeVLcrv9chIQIFVQA+V3KmqNpyR1AsaBOnafe+65jIEJfseuLoXYHb533313KB2+yM4f8ps+AVP3ndfqyy1btsx6f/skzuq3zZk60nRsvrEXIp90v9LenVgESA70Lcv+o0hKJ2BcZDvT8LdsZyYoDHWGq841YMQ+0/A3nZloomw5BYgMfOlyL0A6tdjUzJs21t6dSARIJfxOwPRJb2qsNE8kKZ2AcaO+jsaNGwefhxYFrKxvBOHyA0RDr6VXr14ZNxW77LLLvL6R9PtnlEuALFs0y3S5ZnsvRPq2O9HenUgESAV69+5t6tatG/wRpJ+a33LLLXZxFJlmruseKgxYKC47QESXDDWjP31B0HIMEBn1wcNBh/qkr3rbuxOHALFk6wQ8+eSTvU5Af7iulvqm3wPlKFuAZFOuAbJm9Urz6u37eQHS/da6Zs2q5N6XXgiQ/9HS43YnoDoH+/btG5TR8FJ/8TnNlgbKDQFStSmj+wZnIV+994C9O1HKPkD84Ym1atUKfuHVCfjwww9nnbWsiW5+uUKs2wREGQGSm3ceP9kLkOev3tYsXTjD3p0YZR0gmiCVfvtVzVr2OwErogmE/hwQjcSiMx3lhADJzfwZ35pO/9zMC5EBL1xi706MsgwQLdHQpEmT4Bdcm5ZoGDlypF00K63b5D/u6aeftncDiUWA5G5Ij2u8ANH8kNmTh9u7E6GsAkR3XNM9jdPnEtSpU8dpkTh/BVmt7VPMGyIBpUSA5G7F0vmm6/U7eSHS+4GjdScqu0jslUWAaKinbj2ZPl4932WqtQy5v7roNddcY+8GEokAqZ6vBz6zfljvl73s3bGX+ADRjXLq1asX/DJra9q0aSg3ytENkfR8Wijum2++sXcDiUOAVM/aNavN63cf4gWI5ogkTWIDZPq07LfqHDJkiF3Ume6q589S//Of/2zvBhKHAKm+ZQtnekN7kzgnJHEBovX53+3Wxvzp0Jpm+5qpX2BduurSpUtBZi3r/t7+H0qfPn3s3UCiECBIl6gAmfB5d/Ny6z3NA81qmL8eW8Mcss8WpnXr1l7neaFovax9993X+0PRxEP9P5BUBEj+/D6RqrY4iMe7rMKcKSPMmw8dl1H5L7Q900yfOsEuWhBvvvlm8MeiCYhAUhEg+bODoqItDuLxLiug1S8Hdv17sA6/ttfaHGj+++1HdtGCO+mkk7w/Fs1inzVrlr0bSAQCJH9xCoiqxPIotGDZqPcfCpZO1tb1utrm6/7tvVEPpaBFGP11tDSbHUgiAiR/BEgJTRnVx7x626+DD0E3bxnS/apI3Ebyyiuv9P5gND8k11ntQJwQIPkjQEpg/vRvzNuP/SnjGuHb7U4y86Z/bRctGa3oW7t2be+P5rjjjrN3A7FHgOSPACmi5UvnmSGvXh0sTKat+237mslfvWkXjYSnnnoq+MPRfaKBJCFA8keAFIH6Mr4e8LTXt+FXeJert/PW14/yhBwtD6/brG69RQ1zwhF1zPLly+wiQGwRIPlLv4pS0RYXBXmndmVUtFVk2ncfm9f+fVBQTqOsBnS91JvRGQefDPrIHP+bGqbpcTXMRz3+be8GYosAyZ/dDmbb4qIg79SujIo228I5E80Hz5yVUebNB481cyZ/YReNvM53n2kevaiG6XzV1mbxvKn2biCWWq4LkB3WhcKfqwiQAesCROW0TSFAMlTU/sVRQY7CpYJ0aeq5K7YIHvvyzXuY8Z+/YheLjYWzJwTH06/TX+3dQCz1WBcgN60LhfZVBMj4dQGictrmESAZXNrHqCrIUbhUUOcra3qP6dxyK/PFW3eaVSuW2kVi57M3bk7VRfONzIwJn9i7gdiZuS5Avl8XCj9WESBL1wWIymlbSYBkcGkfo6ogR+FSQeowH/ZGK7P4pyn2rtha+fMi89KNu3p18Z9765m1a9fYRYB4WRcgZl0omCoCxKwLEK+cNgIkg0v7GFUFOYokVVC+xg3pEtTHd0Oet3cD8UKA5C1J7WNBjiJJFZS3tWu9sw/Vh85GdFYCxBYBkrcktY8FOQq/girbysnMCUO8fhAdty7TAbFFgOQtSW1gQY7CDotsW7np99wF3nFrZJZGaAGxRIDkLUltYEGOIkkVFJYl83705oSoXt5v38TeDcQDAYI0BWnlCZDsRvS9K6ib/37zob0biD4CBGkK0soTINnpfu0v31LHqxvd+GrNmlV2ESDaCBCkKUgrT4BUbOLwHkH9jP34SXs3EG0ECNIUpJUnQCr31kPHe/XzwnW1InEjLCBnBAjSFKSVJ0AqN2fqyOA+7p90v9LeDUQXAYI0BWnlCZCqDXzpcq+OdEveedPG2ruBaCJAkKYgrTwBUrVli2aZLtds79VT33Yn2ruBaCJAkIZWvoRGffBwELYzJw61dwPRQ4AgDQFSQmtWrzSv3XWwdxlr9qTP7d1A9BAgSEOAlNjqVcvNquVL7B8D0USAIA0BAiB3BAjSECAR4/eJVLUBJUGAIA0tUcTYQVHRBpTE9denQqFxY3tPphEjUuU23dSYn5gsm1S0RBFDQCDSFiww5qmnjJk61d6zoZ49U2ciSCxaqoghQADEBS1VxBAgAOKClipiCBAAcUFLFTEECIC4oKWKGHu0VbYNAKKA1ihi7LDItgGR8PbbxjRrZsw++xiz9dbG1KyZ+rd+pn1IPFqjiCEkEHkzZxpTv/76iYIVbQ0aGDN7tv1oJAgtVcQQIIi0OXOM2XvvVEDUqmXMPfcYM3q0MUuWGLN0qTFjxxrTtq0xtWunytSty0TCBKOlihgCBJF22mmpYDjoIGOmTbP3rjdjhjG//32qbJMm9l4kBC1VxBAgiKxhw1KBsO22ua1vNXlyqqwe8zm3K0giWqqIIUAQWS1bpsLghhvsPRW78cbUY666yt6DBKClihgCBJF18MGpMBg82N5TsUGDUo855BB7DxKAlipiCBBE1o47psKgOp3iKqvHqFMdiUNLFTEECCJLS7MrDFatsvdUbOXK1GP0WCQOLRWA3HAGAgsBAiA3fh+I+jVyRR9IohEgAHLjj8LSXQlzpRFbjMJKLAIEQG6GDk2FAfNA8D8ECIDcnXJKKhBymYmuy1Yqy0z0xCJAAORu1ixj6tRJBYO/FtaYMal1sPy1sO67z5iddkqV0VpYc+faz4KEIEAAVM/06cYce2wqICrbtBqvAgeJRYAAcNOnjzEXXJBanVf3AtGmfzdtakzfvnZpJBABAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcPL/qf/mozRL2+sAAAAASUVORK5CYII=)
PN: 4854-3-1U
CAS: 76911-72-3
Molecule Weight: 287.117
Formula: C9H3F6NO3
PN: 4655-5-19
CAS: 36765-84-1
Molecule Weight: 216.62
Formula: C8H9ClN2O3
Melting Point: 55-57 ℃
TSCA: Not listed on TSCA inventory
