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)
| Product Number | 3H21-3-X0 |
| Purity | 95.0 % |
| CAS | 36701-89-0 |
| MDL Number | MFCD01938784 |
| Molecular Formula | C13H8F3NO3 |
| Molecular Weight | 283.206 |
| Units | Price (USD) | Availability |
|---|
PN: 3H21-3-X0
CAS: 36701-89-0
Molecule Weight: 283.206
Formula: C13H8F3NO3
PN: 4H21-3-03
CAS: 54629-13-9
Molecule Weight: 233.198
Formula: C12H8FNO3
PN: 4H23-5-77
CAS: 51362-37-9
Molecule Weight: 249.65
Formula: C12H8ClNO3
PN: 4H23-1-4B
CAS: 36701-88-9
Molecule Weight: 229.235
Formula: C13H11NO3
![6-[3-(Trifluoromethyl)phenoxy]nicotinaldehyde](data:image/png;base64,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)
PN: 4H15-3-02
CAS: 338967-16-1
Molecule Weight: 267.207
Formula: C13H8F3NO2
![(3-{[3-(Trifluoromethyl)pyridin-2-yl]oxy}phenyl)methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABnxAAAZ8QHYvU0GAAACV3pUWHRtb2xTb3VyY2UAAHichZVtb9owEMe/iuXXw08JeUCEClFVmtRu0tpJezeZxNBIxK6clIdvv3MSSgIsIaCzz/+fsX13zvzhWOzQXtkyNzrBnDCMlE5Nluttgn+/PU0i/LCYpyACoS4T/F5VHzNKD4cDSd9VIY9Gk9QUuBmfHcu8pzl4xNgtFYxx+ufl+bVmJrkuK6lTBVSZz8ra+WxSWdWr+M9f0ELafa5pI6eF3Tez/RXMfRk5lhm+7GUFY0tA0SbfKbQxtpAV2gtG4Mu+oa3SyspKZWh9ArdHfNj7Yv7yaNLPQukKmm6GPJW718p+puAozE6lnzAZNL4/JrjgAMjKFEtr5Qm5lnNLjqRA0kPSR3KKZIBkiGSEZIwkZ/CDcQ4CDgoOEg4aDiIOKg4yHkMMdsot4u30oRL8E606j+v96PSf6mcFRykSDFuDD5pw4nleeLGCBEHoX2zrb+Vtrx1sDZwHg+VOYcwPz6Z19o0gflArpz6YZk6MTp3lMBKGzgricWc9wiJnfRIIZ2H2eKh/1o/xAYk9ZyPih93+2TYcRI1+hW0xXxuddZoozxK85riO5y+1KUUbUoyMzZSFKnETOGkXEH3AJcAw4PUBly5fwPIe4PcBl1zDwLQPuFQcBoI+4BJ3GAj7gEvz4U1HfcAVxTAQ94G6hIbX5MZ7oatLboS5DnddoiPMVcSbkh5hroLeXAEjjH97BGPIVeSbW2b4oPlV8JtbaYQJ7zDhCBPdYUayhsc3ecbj4SMQ7Ka87iO0U/70fMND8+b2p51XA4UX4uIfUj4SzbGLtn0AADaWSURBVHhe7d0HuBTV3cdxu1iwRMWG2NDElhgFoq/Yu0YgUYmK5EViiQVNrCh2bGjs+kZRsWABxC52RcVeoogaC4qChWIJiqIgnvf+djOXmXMLu2dmdubsfD/PM49y52w7u2d/OzP/OTOfAQDAwXz2HwAAqAQBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIoj780JgBA4zp0sWYdu2MWXhhY1ZYofzvk04y5oMP7Fs0Nd985aVS1bYHkAuMWpTNmWPMiSeWAyP4Qm9u0fr+/cvtW1JtIFTbHkAuMGphzM8/G7PnnuUv8fnnN2bffY154AFjpkwxZtYsY6ZONebBB43Zb7/yerVTe92uOdUGQrXtAeQCoxbGnH12+Qt86aWNefRRe23UY48Zs9RS5fa6XXOqDYRq2wPIBUZt0U2bZszii5e/wO+7z17bPLVTe91Ot7dVGwjVtgeQC4zaojv//PKX96672mtat8su5dvp9rZqA6Ha9gBygVFbdDvvXP7yHjbMXtO6224r305BYqs2EKptDyAXGLVF1759+cv7o4/sNa2bMKF8O93eFgRCtQsArzBqi65Nm/KX9/ff22tap/a63WKL2WuaBkOlCwCvMGqLLs0AqVS17QHkAqO26FZdtfzlncYurEpV2x5ALjBqi26nncpf3tUeRFd73U4H4W3VBkK17QHkAqO26AYNKn9577abvaZ1KvvV7SjjBQqLUVt0mqZExzE0RYmmL6nEqFHlL3zdTre3VRsI1bYHkAuMWhhzxhnlL/BlljHmiSfstVGjR5fbqf3AgfbasmoDodr2AHKBUVsEmjl3yBBjevY05uWX7bXl9T16lL/EF1jAmF69jHnoofLWhSZT1HQlDz9sTO/e5fVqp/YtzchbbSBU2x5ALjBq692YMcZsuuncL+nmDnrLTz8Zc9xx857OfaGFyu3UviXVBkK17QHkAqO2Xn38cXladvvL/9pr7ZZR48eXrwvSubMxyy9fvo3+26lT+TogWj8v1QZCte0B5AKjtt7oBL/TT587w26w7LijMW+9ZbcGAGcESD259VZjOnSIBkfHjsbcc4/dEgBiI0DqwSuvGNO1azQ4dNEnnePx4492awBIBAHis8mTjenbd25llBb9v/6mdQCQIgLER9qq0BngwaVlg0VbIdoaAYAaIEB8c++95eMa4eDQcQ8d/wCAGiJAfPH22+VKqnBwqNLqtNOM+e47uzUApI4AybuvvjKmX7/y+Rjh8Nhnn/K5HgCQEQIkr3Sm95VXGrPcctHg2GST8tnlAJAxAiSHvn78cWM23DAaHCuuaMx117U8/xQA1BgBkiPjx483A3v0MFc2BMbHQXAsskh57qnp0+3mAJApAiQHvvnmG9O/f3+z6KKLmg4NoXFYwzJK4bHHHsa8/77dHABygQDJ0M8//2yuv/56s/LKKzdsbMzXuPRebz0z4ZFH7OYAkCsESEaee+4507lz50hwLLvssuayyy4zs2fPtpsDQO4QIDU2adIks//++0eCY6GFFjKHHXaY+eKLL+zmAJBbBEiNzJw505x55plmiSWWiITHdtttZ8aNG2c3B4DcI0BqYPjw4WaNNdaIBMdaa61l7rzzTrspAHiDAEnRa6+9ZrbaaqtIcLRt29acc8455kemWQfgOQIkBVOnTjUHHXSQWXDBBRuDY/755zd9+vQxn332md0cALxEgCRo1qxZ5sILLzRLL710ZKtj8803Ny+99JLdHAC8RoAkZNSoUWbdddeNBEf79u3N0KFD7aYAUBcIkJhGjx7d5HyONm3amFNOOcXMmDHDbg4AdYMAiWHKlCmlYxvh8Nh7773NhAkT7KYAUHcIkBh0/kYQHCussIJ58skn7SYAULcIkBg0e24QIEcddZS9GgDqGgESQzhA/va3v9mrAaCuESAxECAAiowAiYEAAVBkBEgMBAiAIiNAYiBAABQZARIDAQKgyAiQGAgQAEVGgMRAgAAoMgIkBgIEQJERIDEQIACKjACJgQABUGQESAwECIAiI0BiIEAAFBkBEgMBAqDICJAYCBAARUaAxECAACgyAiQGAgRAkREgMRAgAIqMAImBAAFQZARIDAQIgCIjQGIgQAAUGQESAwECoMgIkBgIEABFRoDEQIAAKDICJAYCBECRESAxECAAiowAiYEAAVBkBEgMBAiAIiNAYiBAABQZARIDAQKgyAiQGAgQAEVGgMRAgAAoMgIkBgIEQJERIDEQIACKjACJgQABUGQESAwECIAiI0BiIEAAFBkBEgMBAqDICJAYCBAARUaAxECAACgyAiQGAgRAkREgMRAgAIqMAImBAAFQZARIDAQIgCIjQGIgQAAUGQESAwECoMgIkBgIEABFRoDEQIAAKDICJAYCBECRESAxECAAiowAiYEAAVBkBEgMBAiAIiNAYiBAABQZARIDAQKgyAiQGAgQAEVGgMRAgAAoMgIkBgIEQJERIDEQIACKjACJgQABUGQESAwECIAiI0BiIEAAFBkBEkM4QPr162evBlADI0aMMCeeeKKZNWuWvQopI0AcTZ482fTo0aMxQBZffHHz4IMP2s0ApOTTTz81++yzT+MYXGWVVcyjjz5qN0OKCJAq/fjjj+a8884zSy21VOMHN7zstttu5t1337VvBiAhP/zwgznrrLPMkksu2WT8aenevXtp7wDSR4BU4Z577jEdO3aMfFhXWmkls8EGG0T+tvDCC5ujjz7a/Oc//7HvAkAMI0eONGuuuWZkvLVv39506dIl8rdFFlnEnHDCCeabb76x7wIJIkAq8NZbb5kddtgh8gHVLqvTTz/dfP/996U2o0ePNr/+9a8jbVZYYQUzePBgM2fOHOseAVRj7NixZptttomML22BaEtEWySi3Vf2jzn9wBsyZIj5+eefrXtEEgiQVnz55ZfmiCOOMAsttFDkQ7nvvvuaiRMn2s3NTz/9ZK666iqz/PLLR9pvvPHG5qmnnrKbA5iHadOmmUMOOcQsuOCCjeNp/vnnN7179y4dA7HNnj3bXH755eYXv/hFZAx26tTJPPPMM3ZzxESANEMfwiuuuKLJh3DTTTet6EP49ddfl8p6tSsrfPuePXuajz76yG4OwKKKqosvvtgsu+yykTH0u9/9zjz//PN28yb04+/www9v8uNvv/32a/bHH9wQIJbHHnusyWbwiiuuaK677rqqd0X9+9//Nrvsskvkvtq0aWNOOeUUM2PGDLs5gAaqZvzVr34VGTeqsLrxxhur3hX15ptvmu233z5yX9r9fMYZZzTufoY7AuS/VLWh6o3wB00H4o4//ngzffp0u3lV7r//frPuuutG7lsH/oYOHWo3BQpL1Yu77757ZJwsuuiiZsCAAebbb7+1m1fl7rvvNmuvvXbkvldffXUzbNgwuymqUPgAUZWGqjUUFuEPV7du3cz7779vN3emTfJ//OMfZumll448zuabb25eeukluzlQGKpWPOaYY5qMwT333NN8+OGHdnNnLZXgb7nlluZf//qX3RwVKGyAaFNY1Rmq0gh/mNZff/1UT0aaOnWqOfDAA5scFOzTp4/57LPP7OZA3dIu4WuuuaZUrRgeg6pmVFVjWj7//HNzwAEHmAUWWKDxMfX/f/nLX8yUKVPs5mhFIQPk2WefLVVlhD+0OmCu6g0dQK+F1157zWy11VaR59C2bVtzzjnnlH4pAfVMVYm//e1vI59/VS/+85//LFUz1sLLL79s/ud//ifyHLSH4IILLmBalAoVKkAmTZpkevXqFfnAqEpD1Rqq2sjC8OHDS/tiw89J+2rvvPNOuyngvU8+mdbw6//4hl/8cysUVa141FFHlaoXs3DzzTeb1VZbLTIG11lnHXPffffZTWEpRICo2kJVF6q+CH9IVJ2hKo2szZw505x55plmiSWWiDy/7bbbzowbN85uDnhn5szZDVsXL5uNNz7ZrLzy7g1jsfyjaeeddy5VK2btu+++M6eeeqpZbLHFImNwp512ysXzy6u6DxBVWTT3C/+uu+6ym2aupS2kww47zHzxxRd2c8ALDzzwvtl115vNppte3RAgl5o11zzQdOnS04wa9ZDdNHM6T+tPf/pTZAxqC+nII480X331ld288Oo2QFRVoeqK8AdBxxjOPffc3B9j0DGazp07R567jtFcdtllNTtGA8T11ltTzQEH3F0KjmDZeuvrzfXXP9vwOa7NcQ5XTz/9dJNjNMstt1xNj9H4oO4CRFUUqnKyKyxU5aTqC1+oSuz6669vUiW23nrrmUceecRuDuTGF198Z04/fXTDj6DBjcGh/x848KmGX/Ez7ea5FVSJtWvXLjIGN9poI/PEE0/YzQupbgKkpfMsVGXh83kWOk+lf//+pROqwq9rjz32SPQ8FSCuWbPmNPzoea1hy39IZKvjoIPuNe+8M81u7g2dp3Lsscc2OU/lj3/8o/nggw/s5oVSFwHS0pneqq6oFzpTPnwBKy36QB933HGxz5QH4ho9eoLp3v22SHD8/ve3NGwt188X7HvvvdfsmfInnXRS7DPlfeV1gKg6QlUc4TdUVRSqplBVRT3SXF0bbrhh5DW7ztUFxDV+/Jfm0EPvjwRH167XmcGDXzU//lifxwoeeuihZufquuGGG6qeq8t3XgaIqiFUN17U2W51EO/KK68sHdQLv37NFjxmzBi7OZC46dN/MOedN8Z06XJNJDxOPvlxM2VK/U8UqmKWSy65pMlswbqwVSWzBdcLrwJEX5yqgrCvt6FqiSJeb0NB2q9fvyZTVut6JR9//LHdHIjtp5/mmGHDxpltt70hEhy9e99pxo6dbDeveyqv/+tf/9pkaiJdr+STTz6xm9cdbwJEVQ/NXfFPVRJF33WjKybuuOOOkb6xr5gIxPXCC5PM3nuPiATHTjsNNffe+64p2J6bJt54442GUN02MgZ1YvDAgQNLJwrXq9wHiGbjVLVD+I3RwWPN3lmra47r1/zDDz9c2m2kC0WpJFhf2LrE5mabbWbWWGON0n/1b/1d69VO7XW7Wm0NNHfN9g4dOphbb73VbgpUbOLE6ebvf38oEhybb36tufzyF81339VmzihfxuAdd9xh1lprrcgY1HO7/fbb7aZ1IbcBoqoGVTfY5auqgtB1A9KicmCdyKcTDnUxKF13Ofz4rovuR/en+9X9pzVZm06SHDRoUJMpq7t27WpeeeUVuznQohkzfjSXXvpCwxdz9DjHMcc8bCZNSq/yz/cxqGu0n3322U2et8Lt9ddft5t7LXcBoioGXXlMVQ3hzlfVg6of0qAP0qhRo8z+++/fZD6q1ha11a+LYKn2tno8PW4aH+TJkyebvn37NjmhUn/TOtSX8Be8SmrnJWjbklGj3mv4JX9T5H61++rFF9PZr1+PY1DXbP/zn/9cOiYSPKaOlRx88MGla73Xg1wFiKoXdM3j8JusKgdVO6QxhYfKgDXPlH1QPlj0xusA/SGHHFI6SVFXNdPxhnlNhaL1aqf2up1ur/sJf5DCix5fzyONSdu01aGtj/Djaevk/PPPn+frgD/CX/Q9etxWOqmvNa0FyNtvT4vc33bb3WiGD3+zdAA9aUUYgy+8oK24zSKPt8wyy5iLLrooleCqpVwEiKoVVLVgJ7WqG9KYRPC5554rnZTX3IdJEy3q+Mq9996b+DEW3Z/uV/dvX15Ti56PnpeeX9J0HETHQ8KPp+Mlej7wX3grQf+9+eaxdpOI1gLk88+/LZ1NrhLdQYOeKZXsJq2IY/Cmm24yq666auTxfvnLX5oHHnjAbuqNTANE+wpVpWDvK1Q1w9ixrQ8AF6+++mppP6T9oVl55ZVLB9xefPFF+yap0uPpcfX49nPS89TzTZIqsk477bQm09rroKN+rcFfQSA8++zE0n+32eb6hi/Llqt/WgsQ+eabH82XXyZfwVf0MThjxgxz8sknmzZt2kQea9dddzXvvPOO3Tz3MgsQVSWsueaakU7Uv0eOHGk3jU37Gw866KDI8QAtv/nNb8wtt9ySyu6xaujx9Tz0fMLPT89Xzzvp/aWqSNG5IuHH0rkkOqeEKav9FA6Efv0eKP2/th5aMq8ASRpjMGrChAlmr732ijyWTow++uijM7uwlouaB4iqEOxfINoCOeuss0pbJEnTeSL22aI6JvDggw/aTXNBz8s+ZqHnr9eRNJ21rrPXw4+ls9tV+siU1X4JB8KHH35d2v2kRf/fnFoGCGOwZbr2ux1aOr9t8ODBXpzfVrMAUYLrQJZ9xqaqFFStkDT9krbPH9EEi76cE6Hnqecbfv56PUlvIehDqnm0NJ9W+LE039bjjz9uN0dO2YGgrQ/9W1sjzbHbp4ExWBn9WLv66qubFBJsvPHG5sknn7Sb50rqAaIqg4svvrhUdRDuHFUlqDohDZrWJHyNY+2eGTBgQGn/o0/0fPW8w1OV6HWlMW2LZvTVzL72lNU6oKiZgJFvdiDowHcw3chzz00KtSyz2yeNMVg97brS8Rh7jr+99967tMsrj1INEJXE2dcYVhWCqhHSMmTIkMibreMqaQVVrej5h48X6fXpdaZB1xjRtUbC75m2FLX1iPxqLhBuueWN0t9UmTVnTnSukebaJ4UxGI8OpuuER3sMagLZvEk1QHRQNugA/bJVkqc5b74qjMKdruuL18u1MvQ67Oul6/WmRVc91NUPg8fSuSPIr+YCYfbsOeYPfxhW+vvtt0er7JprnwTGYHJ0gqPKfIPH0nGYvEk1QK666qrGF69ZdNOi/fgHHHBA42OpcuLCCy+0m9UFva5wJYted1oH21SZEux6XGeddezVyJGWAuGppz4q/X377W9s+PE29+S7ltq7YgymMwZ1CCA4u17HJfMm1QDRNb2DTr7zzjvt1YnRNdCDx1F99YgRI+wmdUWvL1xHrtefluDEp0022cRehRxpLRAOO2xUad0ll8y9TkVr7V0wBtMbg8HBdV2eO2+8DxBdqzh4DO1mKcoFlfQ6wxMmqh/SQID4obVA0FUDO3ceXJoUMZgEsbX21WIMpjsGCZCUAkQzXgb3r4P1eS95S5peb7hIQf2RNALED/MKhLPPfrq0/rjjHin9e17tK8UYTH8MEiApBMh9993XuB9SZW864FREet1B2Z/6Q/2SJALED/MKhK++mmm23vr6UptXX/1snu0rwRgsS3sMEiAJB4guMhU+s3Xo0KF2k0LR6w/6Qv2i/kkKAeKHSgLhppvGltr06nVHRe1bwxiMSnMMEiAJBoimOwlPv6FSYURLptU/SU0LQ4D4oZJA0BTv3bvf1th2Xu1bwhhsXlpjkABJMEBOOOGExvvU2ezzui5AUagfwtccUD8lgQDxQ6WB8MQTE2IHCGOweWmNQQIkoQDRheuDfY3aTJw4caLdpNDUH8FuBfWT+isuAgRhjMHWpTEGCZAEAkSXulUHBven2SrRlPol6CP1l/otDgIEAcZgZZIegwRIAgESflO22GKL2G9KvVK/qH+SGuQECAKMwcokPQYJkJgBon2Lwcye2iwcN26c3QQh6p9gN4P6Lc4+agIEwhisTpJjkACJGSDhObUOPvhgezWaoX4K+kz954oAgTAGq5fUGCRAYgSIJhNbffXVS/ehRM/rvPh5o34KfgGp/9SPLggQMAbdJDUGCZAYAXLDDTc03kffvn3t1WiF+ivoO/WjCwIEjEF3SYxBAiRGgGy99dal2+uCKrrYESqn/lK/qf/Ujy4IEL/NnDm7NA/WpZe+0OSiUpViDLpLYgwSII4B8sEHHzR2/jbbbGOvRgXUb8HgV39WiwDx2/33v9t40qDmwKoWYzC+uGOQAHEMkPDVzXRfqF74PXC5ehoB4reRI99qDJBnn63+pD/GYHxxxyAB4hggHTt2LN12ySWXTPVSuPVM/ab+Uz+qP6tFgPgtboAwBuOLOwYJEIcA0WyWwW179uxpr0YV1H9BX1Y7SygB4rc4AcIYTE6cMUiAOATItdde23jbuGdyFl34DGL1azUIEL/FCRDGYHLijEECxCFA9t1338bbjh8/3l6NKqj/gr5Uv1aDAPFbnABhDCYnzhgkQBwCZKWVVirdbo011rBXwYH6Uf2pfq0GAeK3OAHCGEyW6xgkQKoMkGnTpjXebr/99rNXw4H6MehT9W+lCBC/uQYIYzB5rmOQAKkyQMaMGdN4uzPOOMNeDQfqx6BP1b+VIkD85hogjMHkuY5BAqTKAAkfvBs+fLi9Gg7Uj0GfVnMQjwDxm2uAMAaT5zoGCZAqA+TYY49tvN3rr79ur4YD9WPQp+rfShEgfnMNEMZg8lzHIAFSZYD06tWr8XbTp0+3V8OB+jHoU/VvpQgQv7kGCGMwea5jkACpMkC6detWuo3mjpkzZ469Gg7Uj8GcRurfShEgfnMNEMZg8lzHIAFSZYBsu+22pdu0bdvWXoUY1J/qV/VvpQgQv7kGCGMwHS5jkACpMkA6depUus0qq6xir0IM6k/1q/q3UgSI31wDhDGYDpcxSIBUGSDrr79+6TZrr722vQoxqD/Vr+rfShEgfnMNEMZgOlzGIAFSZYDw6ycdLr9+CBC/uQYIYzAdLmOQAKkyQIILsLD/NVnB/tdqLgxEgPjNNUAYg+lwGYMESJUBsscee5Rus8ACC1ABkhD1o/pT/ar+rRQB4jfXAGEMJs91DBIgVQYINejJc61BJ0D85hogjMHkuY5BAqTKAAmfBTt27Fh7NRyoH4M+reYsWALEb64BwhhMnusYJECqDJBrrrmm8XYjRoywV8OB+jHoU/VvpQgQv7kGCGMwea5jkACpMkCefvrpxtsNHDjQXg0H6segT9W/lSJA/OYaIIzB5LmOQQKkygCZMmVK4+2q2VeIloX3aat/K0WA+O2WW542a699aGl58sk37dUtYgwmz3UMEiBVBoi0a9eudLuOHTvaq+BA/aj+VL9WgwDx25AhI82yy3YqLY8++qy9ulWMwWS5jkECxCFAevbs2Xjbjz/+2F6NKqj/gr5Uv1aDAPHbP//5z8b3/oEHHrBXt4oxmJw4Y5AAcQiQ8Adf9wN34fdB/VoNAsRvcQKEMZicOGOQAHEIkHfffbfxtr1797ZXowrqv6Av1a/VIED8FidAGIPJiTMGCRCHAJEOHTqUbrvsssuaH374wV6NCqjf1H/qR/VntQgQv8UJEGEMxhd3DBIgjgFy3HHHNd7+9ttvt1ejAuq3oA/Vn9UiQPwWN0AYg/HFHYMEiGOAjBs3rvH21cwdg7mCOY20qD+rRYD4LW6AMAbjizsGCRDHABF9cen2Cy+8sJk8ebK9Gq1Qf6nf4gQAAeK3uAEijEF3SYxBAiRGgFx66aWN99G/f397NVqh/gr6Tv3oggDxWxIBwhh0l8QYJEBiBMg333xjfvGLX5TuY6mlljJfffWV3QTNUD+pv9Rv6j/1owsCxG9JBAhj0E1SY5AAiREgcvrppzfezxlnnGGvRjPUT0Gfqf9cESB+SyJAhDFYvaTGIAESM0DsJP/iiy/sJghR/yT1i5EA8VtSAcIYrE6SY5AAiRkgctJJJzXe11/+8hd7NULUP0Ffqd/iIED8llSACGOwckmOQQIkgQD59ttvTfv27Uv3pctCPvfcc3YTNFC/BJfNVH+p3+IgQPyWZIAwBiuT9BgkQBIIEBk5cmTj/W288cZm9uzZdpNCU3+oX4I+Un/FRYD4LckAEcZg69IYgwRIQgEiu+yyS+N9upzVWc/CZw2rn5JAgPgt6QARxmDL0hiDBEiCAfLhhx+apZdeunSf888/v7n//vvtJoWkflB/qF/UP+qnJBAgfksjQBiDzUtrDBIgCQaIhDejl1tuOTNxYuWX6qxHev3qh6BPkthsDhAgfksjQIQxGJXmGCRAEg4QOfzwwxvvW/sc//Of/9hNCkGvO7zPVf2SJALEb2kFiDAGy9IegwRICgGiKZI7derUeP9bb721mTlzpt2srun16nUHfaD+SHrKbQLEb2kGCGOwNmOQAEkhQEQXpl977bUbH+MPf/iD+emnn+xmdUmvU683eO3qB/VH0ggQv6UZIMIYTH8MEiApBYh88MEHZqWVVmp8nD/+8Y91/ytIr0+vM3jNev3qhzQQIH5LO0CEMZjuGCRAUgwQee211xqrQrRok7Je98fqdYU3mfW69frTQoD4rRYBIozB9MZgYQPk4osvbuzkE0880V6dKL2B4V9Bv/nNb+quMkSvR68reI16vWl+cD/55JPGaxksueSSzH/koZ49ezZ+XgYMGGCvThRjMHkff/yxWXTRRUuP1bFjR3t15lINkKOPPrqxo7XssMMO5q233rKbJUabkOrk4PFUVlcvNep6HeEyQb3OtDaZtXk+cOBAs8QSS0TeP13XWdc04Ozj/HvxxRfN5ptvHnn/tOy6667mnXfesZsnhjGYjO+++86cdtppZvHFF4/0Zd6kGiDa1PvlL38Z+QAvtNBC5ogjjjBffvml3TwRugJYuDJEJ/bo7FBfv/T0vPX8gxOUtOj1pXVluBEjRpg11lgj8p6FH1vLeuutZx5++GH7psiBzz77zPzv//5vk/csvGir8u9//7v5+uuv7ZsngjEYz6233mo6dOgQec/atm1rbrzxRrtp5lINkMAzzzxjNt1000iHKE2vuOKKVD5UKqML16hrUZ22b5O/6fmG68u16HUlXSYor7/+emS/rhbttjr77LNLu660CzLYlA6W3//+9+a9996z7woZ+PHHH80555xT+qIJv0d6T7WL5cknn4zsetGifetXX311KlVTjMHqvfLKK6Zr166Rx9JU8Oeff37p/c2jmgSIzJkzx1x33XVmxRVXjHTQBhtsYB577DG7eSJuv/32yIE9/YLQNMt535ev56fnGf7Fo9eh15O0adOmmYMPPtgsuOCCkX7Sr1j9mg3T5nq4bFHLIossYo499lgzffr0SFvUjgpU1lprrcj7oq1IbU2GKSgUGCussEKkrYJl9OjRkbZJYQzOm7Zk+vbt2ziDrxb9v/6W1lZOUmoWIAF90Rx//PGlL57wh7h79+5m/PjxdvPYNB/NzjvvHHksXehFVwuLc5GXNOj56HkFF6IJFj3/pObVCcyaNctcdNFFZplllok81mabbVbaf96axx9/3Gy00UaR27Vr185ce+21pR8KqI1x48aZ7bbbLvI+6LjVmWee2WoZrXZdaRdWUCARLHvttZeZMGGC3Tw2xmDztFUxaNCgxgt1BYu2QrQ14oOaB0jg/fffN926dYt0nHaR6CL0rtcObo1+Oay22mqRx9Mbp8fLOuX1+Hoe9gdJzzeNXzwq57SPTalc96abbrKbtki/Zv/v//4vclBRi8p9n376abs5EqRfx4ceemjpeGK47/fff38zadIku3mLdDBdB9XD99GmTRtz8sknmxkzZtjNY2MMznXPPfdEig206LiHjn/4JLMACTz66KNm/fXXj3SkSuN0DsnPP/9sN49FF3bR1cHsD4l+ie2xxx6lTf409m02R4+jx9Pj2r8E9fz0PONeiMaWxheGfrEdeeSRTV7DPvvsUypBRHJ0vFBVcKqGC/d1586dYx1bSOIHRaWKPgZVhbrjjjtGHkuVVrpm+vfff283z73MA0Q0MC677LImm40aGM8++6zdPDZ96ekNsx9PiwZn7969SwGW9Beg7k/3q/u3vwS06PnoeSW9WV+LXRZvv/222WmnnSL3v9hii5VKEVWSiHhU9abqt3D/rrzyyuaGG25I5IdWnF2aLoo2BnV//fr1a7LVuO+++yb+GmspFwESUGnvYYcd1qSTe/XqVdWmeaW0q+ySSy4p7XaxP0jBos1MvcmqRtKm7NixY+f5haj1aqf2up1ub2+uhhc9vp5H0rvusjhoet9995l11lkn8njaDXDLLbfYTVEBVbnpF3K4P7WrV1VxSX9epJqiiiQUYQxeeeWVTXb1qip1zJgxdnPv5CpAAjo4uP3220c6XAcHdXCrtYODcegxVett11+3tmj3j6pdgkX/ttu0tOhx9Hh63DTUumwzTAcHVXoYrr7RssUWW5iXX37Zbo5mqNhEnw+72ERVcGmdvBbWWll3WruY6m0Mqrp0ww03jDymqlBVjVovxSa5DJDAXXfdFZnpU8vqq69uhg0bZjdNlH71XXXVVaVpIIJ5aOIuuh/dn+43zXMntEtq7733jjx22ieOtUQzk6oU0i5PPOCAAzI/aJpXPzd8sTx27bVmtXbtIu+hvohU/VZrzZ1YqpLhO+64w26aKJ/HoKpJe/ToEXls/RBQWNVbuXuuA0T0a/bcc89tcoLUVlttZf71r3/ZzVMxderU0smQ+vV+zDHHmD59+pjddtvNbLPNNqXpIjTA9F/9W3/XerVTe91Ot0+bDoLrYLj9CyztqSsq8eqrr5ott9wy8rx0kPK8884zs3N6glQmxowxb26yiTmtoX82/W8/adeHdoGkvdXYmpamttl2223NG2+8YTdPhQ9jULu/VMlln3CrXZCqOq1HuQ+QwOeff176UIR/zWo/7YEHHliTD0eeDR06tHHW3GBRVc2oUaPsppm67bbbIrsnNmpYLujY0Xx5zz1202LRQdR99mkYjfOZ7xqWEQ1L34UWMv379Uv8YG4cmlxTpcLhk+s0Bv/617/m/sTANKmIQQfmwxNJalF16SOPPGI3ryveBEjgpZdeKk1rHH6jtK/9H//4R6mSpEiamzBPVTQXXnhhbvtCpYqqcmm3+OJmn4bnO7Rh+bphMTvsoBpHu3l904Hg004zZrHFSuERLB/tuKP54u237da58fzzz5suXbpEPneqaNJB6DSmJsozVYmqWjTcF6rkUlVpEfrCuwAJ3HzzzaZ9+/aRN27dddetm5k/W9PchHn6JXjQQQeVqmh8MHniRHPXfvuZ10JfnKbhV7c54giV49nN64+q0lZbLRIcZp11jLn3XrtlLulXt0qIVUocHoNFmWhTVaGqDg2/dlWPqoq0SFtj3gaIqFTv1FNPLZ1vEH4jNe3Av//9b7u591T9oioY+3hQMGGej35+5hljNt00+kXa8AvOXHGFThCym/tPU1RssUX09S61lDHnn68Dfnbr3AtODLT3+9frRJs6HqSpYuzjQZpSJq1qrjzzOkACH330UeTCOVpUeXTUUUfVvPIoLZVOmOcllTQOGWLMiitGv1g32EC1kHZrP6nqrG9fYxZYYO7r0//rbylcR7vWVFocvsSrlmCizXq5MuHw4cNLVaDh16gqUVWLFlVdBEjgqaeeMr/97W8jb7BK93RZzyyrWOJQlYvLhHleUonj8cebhm+eaJB0767aSLu1H7RVMWhQeSsj/Jq6dlV5mt3ae0888UTdTbSprXtVfYZfk/YCaPr8vE6zXit1FSCiD+k111zT5OzrX//616UPty+amzBPxzxUBaNqmLqmksdu3aJfuAqVE05QraTdOr9UXabLkIZfR4cOKkezW9aVeploU9WdqvK0z8pXNWgaZ+X7qO4CJKDNZtWB22fy7rnnnolPy5yklibMU9VLnAnzvPToo8asv370C3illcq7uxKY/yk1qiZTVVn4eS++uDGnn64yNLt13Wppos0//elPuZ7/SRWMquq0Z1JQxaOqQDFX3QZI4N133zW777575IOgA34DBgxIfKbNuNKeMM9LOpB++eXlA+vhL+ROnVRDabfOlqrHVEWmarLwc913X2MmTrRbF0ZLE22qAGZec1rVmqo4Vc0Zfq6q9lTVJ5qq+wAJPPTQQ+ZXv/pV5IOxyiqrlK4znPWXs6pVVLVih5wmzMtbyGVGX86HH970y7lXL9VU2q1rSyGnqrHllos+N1WX1cGEeUnJ80SbqtrcZZddIs9Nszqccsopzpc6KILCBIho0/Tiiy9usnvod7/7XenkqFrTvDiqUrF3s9VqwjwvvfmmMdtvH/2i1u6hM87IZveQqsRULRZ+Pqomu+66cnUZIjQGL7jggia7h7KaaFNVmn/729+a7GZTVaeqO9G6QgVIQCfbHXLIIU0OjukaAZ9++qndPHE60K+qFFWnhD+0ql7JYsI8L6l0cu21o1/cq69euxPxdBC1R4/o4+tAv6rI6mzCvDS0NtGmpi1Kmw70a1JFe6LGjTfeuFTNicoUMkACul6AJl8Lf4A0ZfVZZ52V2pTVqkKxr32gahVVrfhaapwZlVCee64xbdvO/RLXLq55nQmsIooBA4zp0sU0pLhp+PlpzAorlP990kk6qcG+RVMNv1Aj4aGqsTqdMC9NrU20mVaJrK6Fo6rM8GOqanPw4MHelhpnpdABEhg5cqRZc801Ix8o/Vt/T4qqTnSZ1/BjaLNZVSp5mjDPS/rF2qdP+cQ8TQfS0hePvhxOPLEcGOEvf3vR+v79W98FNXBgua2qxOp8wrxasCfa1KILQN199912U2eqvlQVpj0Gjz766Lo52bHWCJD/0haHtjy0BRL+gGkLRVsqrlRlosu62tOtqCpF1SlIkOYBa+nkShVKNHx5lL7055+/XBn1wAPls8A18aRmdH7wQWP226+8Xu3UvrUCC52P09p6VCWYaFPXCA+PlR122MG8qWNfjlSIoqpLe7oVTfuuKk24I0AsOgby5z//uclEhTpmUu1EhaouUZVJ+EOrKpR7a7WfHnOdfXY5FJZeunx+SWt0YDw4c1y3Q01NnDixIcf3i4wbnVB7+OGHly57XSlVV6rKUtWW4ftSNeaD+rGA2AiQFrzwwgul6qzwB09TpauKa15Tpb/yyiulqpLwbVV1osu8prVfF61Q8KtSS4Fw33322uapndrrdlX+cEAydCGoTp06RcaRpkq/4oor5jlVepzxi8oRIK2o9heMLtOqKhK7skTVJqo6QUY0063CYNdd7TWt22WX8u10e2RCY3DIkCFNLta0wQYbNGxINt2STHIPAuaNAKnAvPahaqti0KBBpeqR8PquXbuWqkyQsZ13LgfBsGH2mtZpzirdTkGCTOmcqRNOOKHJOVPdu3cvXYM8rWOYaB0BUoXmqji0b1abxuG/qZpEVSXIifbty0FQ7YlhEyaUb6fbIxd0bfFu3bpFxpu2MOwilaSrKNE8AsRBc3XkWlQ9oioSVZMgR9q0KQdBte+L2ut2uuQsckW7r3TNcXsMpn0eF6IIEEc66U8H84Kz2XUylKpHkEMESF3SgfTjjz++MTx0sadazCSBuQiQmFRWWMRLWXpl1VXZhVWndH5IECD9dfInaooAQf3baSe3g+hqr9vpIDxyiQDJFgGC+qdLyioIdtvNXtM6lf3qdpTx5hYBki0CBPVP05ToOIamKNH0JZUYNWru8Q/dHrlEgGSLAEEx6HohCoRlljHmiSfstVGjR5fbqb0mTURuESDZIkBQDJpZN7h+h2bt1ZUMH3qovHWhqS10lvLDDxvTu3d5vdqpfWsz8iJzBEi2CBAUh663ctxx857OXdcUUTuuz5J7BEi2CBAUz/jx5euCdO5szPLLlwND/+3UqXwdEK2HFwiQbBEgALxFgGSLAAHgLQIkWwQIAG8RINkiQAB4iwDJFgECwFsESLYIEADeIkCyRYAA8BYBki0CBIC3CJBsESAAvEWAZIsAAeAtAiRbBAgAbxEg2SJAAHiLAMkWAQLAWwRItggQAN4iQLJFgADwFgGSLQIEgLcIkGwRIAC8RYBkiwAB4C0CJFsECABvESDZIkAAeIsAyRYBAsBbBEi2CBAA3iJAskWAAPAWAZItAgSAtwiQbBEgALxFgGSLAAHgLQIkWwQIAG8RINkiQAB4iwDJFgECwFsESLYIEADeIkCyRYAA8BYBki0CBIC3CJBsESAAvEWAZIsAAeAtAiRbBAgAbxEg2SJAAHiLAMkWAQLAWwRItggQAN4iQLJFgADwFgGSLQIEgLcIkGwRIAC8RYBkiwAB4C0CJFsECABvESDZIkAAeIsAyRYBAsBbBEi2CBAA3iJAskWAAPAWAZItAgTwyNUHz1fRUhRFDRD7/W5pSVv6jwAgMfYXREtLURAgrS9pS/8RACSmVl8Mvih6gGQt+2cAoGJ5+eLICwIkW9k/AwAVy8sXR14QINnK/hkAqFhevjjyggDJVvbPAEDF8vLFkRcESLayfwYAKhZ8cbS2tOS9528yT97Y14y+oU+qy11X9DGXnt7HHNOvj+nTJ92lR48ejQGy3nrrNVmfxnLowX3MOSf1MTdf2PS1J728dPcA88OML+23ssl73txSC7V5FACJsL8kmlua88Wk15u0S2s5da/5TPdO85nVVyh/sdfbstTi85kt15vP9Nul6WtPY3n+9mPst7NJm+aWWqjNowBIhOuXw8xvp5mhx63c5EsmjYUASW4ZfMgC5v0Xb7Hfzsb1Wcv+GQCoWJwvjp9mzTTffDEh9eXrqRPMlM8mmEkTJ5gJE9JdHn744cYv9kMPPbTJ+jSWjz+aYD7/ZIL5cnLT1570ouBvTpzPQZKyfwYAKpaXL4684CB6trJ/BgAqlpcvjrwgQLKV/TMAULG8fHHkBQGSreyfAYCK5eWLIy8IkGxl/wwAVCwvXxx5QYBkK/tnAKBiefniyAsCJFvZPwMAFcvLF0deECDZyv4ZAICjogZIXhAgALxFgGSLAAHgLQIkWwQIAG8RINkiQAB4iwDJFgECwFsESLYIEADeIkCyRYAA8BYBki0CBIC3CJBsESAAvEWAZIsAAeAtAiRbBAgAbxEg2SJAAHiLAMkWAQLAWwRItggQAN4iQLJFgADw1vh33zQbdZivtFxyHgFSawQIAG99OuFN03e7+UrLyGsIkFojQAB466tP3zRXHTRfaXnhDgKk1ggQAN5SgASXd33xTgKk1ggQAN4iQLJFgADwFgGSLQIEgLcIkGwRIAC8RYBkiwAB4C0CJFsECABvESDZIkAAeIsAyRYBAsBbBEi2CBAA3iJAskWAAPAWAZItAgSAtwiQbBEgALxFgGSLAAHgLQIkWwQIAG8RINkiQAB4iwDJFgECwFsESLYIEADeIkCyRYAA8BYBki0CBIC3CJBsESAAvDV96vjGAHnl3tPs1UgZAQLAa88OO9Lcf9H25ptpH9qrkDICBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEABeCU4cnNeC9NHLALxiB0VLC9JHLwPwCgGRH7wLALxCgOQH7wIArxAg+cG7AMArBEh+8C4A8AoBkh+8CwC8YldbNbegNuhpAF6xw6K5BbVBTwPwCiGRH7wLALxCgOQH7wIArxAg+cG7AMArBEh+8C4A8AoBkh+8CwC8QoDkB+8CAK8QIPnBuwDAKwRIfvAuAPAKAZIfvAsAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnPw/IPqMeq7m+jQAAAAASUVORK5CYII=)
PN: 4H07-3-0E
CAS: 1427460-22-7
Molecule Weight: 269.223
Formula: C13H10F3NO2
![1-(3-{[3-(Trifluoromethyl)pyridin-2-yl]oxy}phenyl)ethanone](data:image/png;base64,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)
PN: 4H17-3-0R
CAS: 1427460-55-6
Molecule Weight: 281.234
Formula: C14H10F3NO2
Melting Point: 156-159 ℃
TSCA: Not listed on TSCA inventory
HTN: 2933.39.9100
EINECS: 609-284-6
