![6-Trifluoromethylimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABtoAAAbaAHWTP6ZAAACH3pUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXPt7xBeKlKp2pTpZO2+3DbSfftlELaIRUyBdaXf38OjF1Zd1Sl2LH9GGKbzG+P1Q72xjWlrTMiKCdg6twWZb3NyK/n1U1CbhfzHIMwsG4y8tK2rzPGDocDzV9MpY+2prmtSO+fHZtyFHMIqHVbJjkX7Pfjw1PH3JR10+o6N0g15azpjA821233Fv95BKu025c168NZ5fZ9tj+S+4vTY1OQf3u5Q98SUdiUOwMb6yrdwl5yihf/BltTG6dbU8D6hOaAhrj3xfzx3uZvlalbVH2GMte7p9a95Wio7M7kb5gMle/3GakEArq11dI5fQKvebMWoCXoAHQIWoGOQMegE9ApaMHxj36BASLAWu+Mf9jz6dVkZAV3sAJ/738/hjuWSWYkoalUHGKqUhFARBOJIqFB1K2kiqNBhBgZpBBgJJcgqZAqAkGl5OGwevf1kQROmF9RoWSCpiBBoWgsIoVxPEwFikigUVIeoxA04OcrlUYprpKww3mSxAPQJ8MysY86LeZrWxdnKpRFRtaCdAX8aTaNfK8hAesK43AsfQIfeg7IMeArPg0EF0A4DYQXgJoG1Bjwvf8All8B0RjwkzINxGPAz9U0kIwBP4XTQDoGupmdJrx/1Lpuxq8wn9vdfRNXGHmxl6vIp54Pn90kE1508WuEnc0xG84GVC/ODXZ2qDA8Shd/AZcInFLKvXGrAAA5mUlEQVR4Xu3dB7gU1f3GcZLYiL3XWP/WaGIvROwt1liDRGONUuyKHRW7YlCisVAEBBWUYkNFREEURMVewAaoSFREEBWp53/fwRlnz9677P52Zu+W7+d55klkz87OnN0775RTmjgAAAya+P8AAEA+CBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECACTe05rkveC6sQ3C8DED4lcC6oT3ywAEwICfPMATAgQ8M0DMCFAwDcPwIQAAd88ABMCBHzzAEwIEPDNAzCJB0iuBdWLbxeAiR8UDS2oXny7AEwICfDNAzAhQMA3D8CEAAHfPAATAgR88wBMCBDwzQMwIUDANw/AhAAB3zwAEwIEfPMATAgQ8M0DMCFAwDcPADAhQAAAJgQIgJKYP3+umz1rhv/PqGAECIDUzfphqrv/4nVdt7ZLuckfDPNfRoUiQACkbspHI6MH7n0v39jNnzvbL4IKRIAASN2C+fPcw1f/KQqRt4Z09IsgD/GWb4taSqE0nwKg5k0e91x0cOtx1nLupxn/84tgEfyQyLWUQmk+BQDqPHPXEdEBbkSvU/yXsQilDohFKY+tAFATvv/m0+BBug6AXU7/rftm0li/CHIgQADUtDGDLokOgo/evKv/MnIgQADUtDk/z3S9L1wrOhB+/GpfvwgaQIAAqHnjR/eKDoTqHzJ39o9+EdSDAAGABQvcoBt2ig6Grz1+lV8C9SBAAKDOV5+Mdvec/pvgYNj9jN+7mdM+84vAEw+QXEuplO6TAMDzXPfjooPes11b+C/D4wdFQ0uplO6TAMDzw3dfuHvPXGbhga/uamTKxy/6RRDTGCGRS3lsBYCa9frga6OD4oDrtnMLFsz3i+AXBAgAxMybM8s9cMn60YFx3Ivd/SL4BQECAJ5Pxj4cHRjvu2B1N2fW934ROAIEAOr1+C17RAfHl/u381+GI0AAoF5TP3/TdWn1u+Dg2K3Nkm7GVx/5Raqeeum/9tiV7qnbD3LTJr/rv0yAAEBDXuhzenSAfPq/h/ovV68FC9z4UT1d73ZrRvs/rOuxfikCBAAaMuv7r12Pc1aIDpKfv/+MX6TqqEPloOt3zAgHjVSs4V58BAgA5PD20E7RQfKhq/7o5s+f6xepCuoD89y9x0e98cPl0Y7NGxzmngABgBzmz5vj+l2xWXSgfGfYf/wiFU3NlscOvsZ1P3PpjEDQoJIfv/KgXzwDAQIAi/DZO08GB8nrjm3iLjp6Jff99Kl+kYqk5srxPi9aNA6YBpOcO+cnv3jZI0AAlKVuHQ50/9i1idtryybumsva+i9XFLUwe+yW3TOCQ8uwbi0rehBJAgRAWfp8wji348ZLuDVWaOIWW2wx98477/hFyt6smd+4F3qfFjVPDhcN2VIN434RIADKVrsLznNNmjQJlr333tt/uWzpOY4aA8RblGlRL/txL91bNeN9ESAAytb06dPdqquuGoXIoEGD/CJlR89v+rXfNCM4urZZwr084EI3e9YMv3hFI0AAlLV77rknCpCNNtrI/fzzz36RsvDd/8a5J//z16znHOoQWa296gkQAGVt/vz5buutt45C5MYbb/SLNKrZP37nRj10ruvaevGM4Hjoyi3cF+8P9YtXFQIEQNkbPnx4FCDLLrusmzJlil+k5BbMn+c+eKGL63X+qhnB0fPcldy7z91etR0g4wgQABXh6KOPjkLkxBNP9F8uqS/HD3f9r9k68zlHq8Xciw+0dT//8K1fvGoRIAAqwoQJE1zTpk2DAPntb3/rXnnlFb9I6v43eYK778ajs55zPNFp73pHz612BAiAinH55ZdHVyHNmjVzCxYs8Iuk4ocffnBXX3W5a7b5Uu4fzZu4a1osDI4HL9vITXij/FuGpYUAAVAxdCBfZ511ohC5//77/SKJ6927t1t77bWDz/vDyk3cPn9q4s4/fFk39skb3Py5s/3iNYUAAVBR+vTpEwWIwuTHH3/0iyRizJgxbpdddok+S8tSS/zWtT//RPfd1MZ/iF8OCBAAFUW3reIH9vbt2/tFivLll1+6E044wf3mN7/JCA/dMnv11Vf94jWNAAFQcXR1oAfpOrDrwfrEiRP9IgWbPXu2u/7664NmwvHg0FWOrnqQjQABUJF0lRAe5I855hj/5YIMHDjQbbjhhhnBoWC64oorUrtFVg0IEAAVSbeawqsF3W4aMWKEX2SR3n77bbfXXntlBIeWv//974lc1VQ7AgRAxbrhhhuig/4222wTDHuSj6lTp7rWrVsHw8THg0PrsARRrSJAAFQsDawYv/XUpUsXv0iGuXPnus6dO7sVV1wxIzg04m/Xrl3zDiAsRIAAqGh6fhEGwWqrrRYMAV+fIUOGuM033zwjOJZYYgl3/vnnN/ge5EaAAKh48ecYCoS4Dz/80B188MEZwaHloIMOcuPHj88oi8IQIAAqnh6Gh88zdFWhYJgxY4Zr165d8N/x4Nhss83c008/7a8CBgQIgKrQpk2bKCT+9Kc/Bbez4sGh5x633XZb8BwEySBAUHPGjRvn1l133aDpp25t6EwVlU8tq5ZbbrmsW1W/+93vXKtWrYLXkSwCBDXju+++c+eee65bfPHFMw4wq6++uuvevTstcCrYpEmTXIsWLbLCY4899nBvvfWWXxwJIUBQ9ebNmxfMq73KKqtkHWDiy7bbbutGjhzpvx1lTL3Er7zyymieEH/RLSukhwBBVXv++efdn//854yDih62nnHGGe6FF14IzlD9g47OZHVGi/Kmodz/8Ic/ZHx3yyyzTDBbYfjfeu7xzTff+G9FQggQVCXNXnfUUUdlhcM+++zj3n03c+a4/v37uw022CCj3O9///vgzJZxkMrPa6+95v7yl79kfF96nvXPf/7TTZ48OShzyCGHRK/p+QfSQYCgqmjCIc1at9RSS2UcYP7v//7PPfLII37xiHo0X3vttcEZbPx9etj+wAMP+MXRCP73v/+5k08+ORqFN1x23nln9/LLL2eUVd+PsPmuHqLzHCQdBAiqxn333RfNHBcuapVz4403BkN150NnsDqT9eeC2HXXXYMzX5Sevrubbropq4WVvmt95w254IILorK6VYnkESCoeJobQmeh8YOLzlJPOukkN2WKbeY4ndHutNNOWevUGbDOhFEajz76aHD1GP8edHV52WWXBVebuah5tlrYhe/TrUokiwBBxWpo5jjdH09i5jjNfNerVy+31lprZaxfZ8I6I873qgaFe++994LnVfF613LkkUe6Tz/91C/eoG7dukXv1XOuWbNm+UVQBAIEFUfPK6677rqs5xVqkaOWOUmbOXNmcMa75JJLZnyezox1hozkfPvtt0ELOX+YdfUsV4u6Qqlvj5pnh+vR7wbJIUBQUQYMGNBoM8fpzFdnwPHP1rLvvvsGZ8yw0/Aid9xxh1t55ZUz6lZ9d+6+++6gL4+V+vaEV6k66QhbaqF4BAgqggbL23PPPbMO3po5rtR9NnQmrDPi+HbojPnMM89006ZN84tjEZ599ln3xz/+MaM+NVrAOeecE4wekAT9TsJ1H3/88f7LMCJAUNamTfu+7kDSwf3ud5m3NHRbQh0BG4vOiHVm7Pdu1xn0f//736LOmGvFxx9/7A477LCM+tNywAEHBOOVJUknGerbo/XrasRv9gsbAqTOv//97+D+9kYbbRQ8NE3qrAd28+bNdw888LbbbruL3Gqr7e2aNl34IFsjrOrBaLmMW6Xfis6U/fG1ttxyy+DMGtm+//57d/HFF2c9U9pkk03c4MGD/eKJUcfQ8LPUwk6NJFCcmg+Qzz//PGu+AP33/vvvHxyovv76a/8tSNmoUZ+7o47qVxce99QdiK9z6613nFt99Z3chRdeXLYzx33wwQfBbyb+O9Lyt7/9LTjTxsJWbT169HBrrLFGRh0tv/zywUncnDlz/LckSs/I4kOf5OpDgvzUdIDoLHb33XfP+qOPL+rFqnvvui3Bw7d0TZo0ve5s/qkgOOLL6ad3d59+Whl1/8QTTwRn0vHfkM60dcatM+9a9dJLL7ntt98+62/rX//6V0lP0jSqQPj56oioFnawq+kA6dChQ/Rj0r1rnR2pX4EGYPODRIvunapHcqdOndzEiRP91cFo5szZ7rbbRrudd+6aERy6Chk9+nO/eNnTmfQtt9wSnFnHfz8689ZvrJZunegK/x//+EfW39Juu+3m3njjDb94ScTH0br00kv9l1GAmg2QF198MWprrmCIt+fXAWDIkCHu1FNPzZrVLL7ssMMO7vrrr+cWhdH8+QvcI4984Pbd976M4Nhzz551Z4rvBM9BKpnOrPUb0pm2/7vRGXk1U4c9naAtvfTSGfu+/vrru379+vnFS0pD0oTjaalXeyEdE5GpJgNEDz7XW2+96EetjksNUWsaNdts27Zt1jhL8UXNOvUHQ3+A/Lz++hTXsuWAjODYYYcudYE80k2fXl29hV9//fXgjNv/zejMXGfo1aZv374Zf19aFCRXX3112fQE15A04bapbw9sajJA4sN868BfyI9aVy7nn39+cCblHxDCRffANSLs2LFj/bfXvC+/nOkuueTZep5zPO4++uhbv3hV0Zl3uR9Yi9FQUB533HFlF5Qazyw+OKOllztqMEA0M134o1G78Pfff98vkjeNt6R7qP5gb/FF4++0a9fOjRo1yn97TZk1a667++5XXbNm3TOC49BDH3TDhtXOLQQFhQLDv7WjYGnsWztWuW7VlfPv/uabb462VZOO0XencDUVILq9FHYm0tKlSxe/iJl6Squdud+jNr6ss846QW/lESNGlk0/hlJ46qmP3IEH3p8RHM2b3+u6d3/dzZ5dm3+05fhwuVANNRZYc801K6KxgAbDjJ/83XXXXX4RLELNBIjO/OLDT+g2Vlo0mY0mJ9puu+2yDhBa1Cluq61auPbtH3ZjxnxR8Q+LG/Lee1+7k09+NCM4tt/+nrqgfd59802641ZVCj1M15l6/PehM3md0ZeyeWuhqqW5shrPhNuvUQXoRFyYmgkQPSgPfyi6XVCqH4qmVu3YsaNr1qxZ9PnLLbd53dXI0XVXK1cHB1W1OurQYbgbOXJSVZyRT536Y7A/eigeD48TTxzk3n33K794KnR2rKlrNfiiWsppkihNKqRFV4l6hhUu+u/wNZVTeb1P70+7c5vk6mCnM/xSbEO+cnWY/OSTT/ziFUGDYYb7ce655/gvI4eaCBCdZYSjcarprh6EN4YvvvjC/fe/d7tDDmntNtroX27rrW/LOMCGt3bat38ueC7w889z/VWUtTlz5ruePd9wu+3WI2Of/vrXPm7w4A/94onSEO/PPfdcMOy6hqnwpz21LlqP1qf1av36nLTkGuJDZ/yNSSdcZ599dr1DtgwbNswvXlF0oqDjwirLNXFbb7i4++zTD/wiaEDVB4gO2vEhovUAsxxMnTrTDRz4gWvTZnDdASqzA124/OUv3d1FFw11Tz/9kfvxx+TOQuOfoVtK48Z94xfJEC/fkOHDJ9SdhT6YUXaXXbq5O+981f30UzpBqHvYDz/8sDv44IMznm3lu/j37vNZ9Dn6PH1uWhNKqV+Rzuj9z9Ygg7oCKCU9WNazgWofNPKay850u23RxP29WRN3d/sD/JfRgKoOED2o1m2J8EevYUvK8eH1jBk/u8ceGx8M46GDrh8k4cH43HOfdo8/Pr7uTLW4A5e/boVYLrkCZMqUma516yey1nnhhUPd5Mnp3AvXQ2Y1RvDnjogvepB74IEH1tXZucEBUCP36nZiQ81J9e96XeVUXu/T+7Uef93xg6i2I62H3hqMUWf48c9MepjzXHTFVSvD1s+c8a274KiV3dXHNHH3nNbETXq7ca/4KkVVB8g111wT/fBXWmmlBg8e5URXGk8++ZFr1+6Z4ArEPzBr0RVL27aD3aBBH9T9IRfef8BfnxY9zG9IvJzvvPOGZLx+7LH93dixX/rFEqEhuP/6179mHci1LLvssu7QQw91t99+e+Jn6Vqf1qv163P8z9ai7UpjiHBNtKQzfT8sk5hoqSG5Js4qptl7uXt72B1BeGjp234TN39eclf91apqA0StW+LTYg4aNMgvUvbUd0LPQi6/fFjwbMQ/6GvRg+rTTnvc9ev3rvv66/xaNvnr0HLccQNcQ60ucwWIxrDSv++9dy83YMD7wfAkSdOBWbdv/AOaWivp39V/Is1nE3H6HH2ePtfv96BF/55GkCQ91Wt9Gpq6d+ONN667Qn7ML151Fsyf5x6+assoRN4a+m+/CDxVGSC6vI/3FG/Tpo1fpOKoddYLL0xyV131fNBqyw+AcDnllEddnz5vBT2+GxIvH+/YN2RI/WN65QoQefvtr1J5zqGD5kknnZR1kNbZt55l6flWY9Lnazv85wNatN3a/qSpL9M+++yT9Xm6YrCO6aRWYJoHZ621Fs65Ei7qqa3Odmk96ylHX3zwbBQgPc5e3v30fWlaDVaqqgyQY445Jvoj0D3kahgmIm7u3Pl1Z7mfu2uvHZE1EGF8UVPa+sTLhFcQWvQQXOv2LSpA0qC5GlZdddWs4LjhhhvKbghubY+2yw8SbX9ac06oZaE/AoKuHHQFUUj9jB49OmhlFl+PWp5prCgN91GLhtz5tyhERvT+l/8yYqouQLp27Rr9ITRt2jRoolfNdMvotdcmu5tuejFoLhs/2Ov2Vn2dFONlNHBhvNmtboX5Shkg6jzn367SiKkaqLKQA2Nj0PZpO7W98e3X/qTRKVBXBjfddFPGmE5adCWhK4pcPcE1t43mBg+bt4eLpivQaLW1bMbXH7tubZYMAqTL6b91Uz9Lp5FENaiqANHDzvgYQ3rIWGvefHOKu/XW0e6f/xxUdxB503854AdCly5jo//WFY1/O8ovnxadDWu4l/gBTZN5qWd/JdH2arvj+6H90v6lQVcKumLw+77oysJ/HqNnOBolYZlllskou+666waTLWGhMQMuiq5CHuu4m/8yflE1AaI/DA2IFv5BHHHEEX4R/MIPBLX82mefXtG/KVBylU+DWjnFO6mpj0bPnj39YhVF2x/va6L9036mRVcO8cmStOgKQ73rdcWhvisa3DP+uvq1XHXVVXUnDT/5q6tpc2Z973pfsEYUIp+89pBfBK6KAuSss86K/ig073Fa7dQ1r7J6smtU3wsuuCBo2qm+JptttlnG8Bj6b/27Xlc5ldf79P7GVl8g3H//29G/qcVXvHlwfeWTon45rVu3zjioqWXRRx995BetSNoPvy+F9jfN/ki6kojP/R0GSfy/tRx77LFu0qRJ/tvxi/Ev9YgC5P5L1nNz5xCyvqoIkMcffzz6A1HTypEjR/pFiqIhqTXSrkZKXWKJJbL+EAtZ9H6tR+trrKGu6wsEtfKKj5jbseOvM+bVVz4J6uPQsmXLjPrRlMLVdjas/dF+xfdT+639T4tOVPQb03NA/zeoQT6T/hupSgsWuIHX7xCFyNgnymMUi3JS8QGiS/N46xddjidBTSK1ro022ijrDzDXUujwGFq/PsfaBNOioUBQx8Tw3zU/ediTvKHyxVDLuEMOOSSqB50AaK75aqb9i18JaP/TbiGoK4x4J0S10krz6qfa/O/jl9w9p/8mCJDuZy7tfphW/p2RS6miA0R/CHvttVf0x9G8efOie+ZqWAoN9e4/kAwXhZXa3OtB5EMPPeTefPNN9+WX9fe81r/rdZVTeb3Pb+oZLvo8fW5aw2LENRQIatF1+OF9o9cuu2zhIHkNlbfSd6RhQsJ911Xjvffe6xerStrPeAdE1UOxv9lF+fvf/x59nmYNRGGGdWsZXYUM6/4P/+WaVtEBct1110V/GCuuuKL77LPP/CJ5Uwetgw46KOvArmXbbbcNhmTXpFFJ0Hq0Pq3X/ywt2o4051bPFQjqTBi+poEWx4+fmrO8hea6CPdVt/T69+/vF6lq2t/4rVDVR5oIkOLoqkNXH0GI1F2N6KoEC1VsgKhJZLzVzsCBA/0iefnhhx/chRdemDVMtdrW6+F32v1ItH59jt+WX9uj7dL2JS1XIKjrQMuWA6LXzzhjcM7yhVLP7XAfdSZu/d4qnfY7fiWS5ijRBEjx9PwjvArRc5EGx/2pMRUZINOnT89ojtiqVSu/SF6GDx8etH+PH7h1v1h/zKUY7TROn6fP9QfN0/ZpO5O0qEB48cVJGWUWVT5fffr0yXgGkGaT1kqg/Q/rQvWi+kkDAVI8tcBSS6wwRNRCCxUaIC1atIj+IDSbXKGtdvTsRCP1xs8A9f/btm1b8uDw6fO1Hf62aXuTeviZTyBoTC0/PHKVX5Tx48dndF5r166dX6QmqR7COlH9qJ6SRoAk45NX+0UB0rvdmkFfkVpXcQHSvXv36I9BTRTfeecdv0hOmvVtv/32i9ahRc8ixo7N7DzX2LQ9/jMSbXcS803nEwhvvDElKzxylc9FQ27E9+Wwww7LOcxGLVE9qD7iv8WkBy8kQJKjXulhiKi3eq2rqAAZN25cxlAld955p18kJw354B+UNTlO0n+wSdF2afvi26vtL3aQu3wD4cwzn0wkQDQ5U7j9GtIjjVFqK5nqIz6Ei+orSQRIcjQulsbHUoBovKwZ31TmPPBJqZgA0VAl22yzTfSHoCk/C6F+FvHRSxVEAwYM8IuVJW1nPDi1H8X0G8k3ENQCSy2x8i1fnxEjRmR08tR/I5vqJbxtqfpKsp4IkGRphN7wKkQj99ayigkQTeNpPYv96quvMjoEqi+GP8hcudP2xvuQaH+0X+VM/Rvi45NdfvnlfhHEqH7CulK9JdU/hABJluYI0VwhYYhM/mBhf6laVBEB8sQTT5jPYmfMmJFx20pjBCU95WmpaLvjYxxpv7R/5eqOO+6ItlVXTaWaNbBSqX7iV8mqvyQQIMl765lbogAZcV+6/XjKWdkHiHpzxycWuuKKK/wiDVKrpf333z96r87gKzU8Qtr++JWI9i+p1llJ+uabb4LOneF2Dh482C+CeqiewjpT/akei0WAJE/zpT/Z+QDX69yVuQIpVzowxqfv1FDVhVzWq+lr+F49QxgzZoxfpCJpP+LPRLSf5ea8886Ltu/ggw/2X0YOqq+w7lSPxSJAkJayDhBNExo/Gytk6Gl1vov3paiUB+b50v6E+6b9TLqzYTH0fCrs87HYYotVzdDspaL6Ur2p/lSPhTzvqw8BgrSUbYDooXF8eJFCxkvS8B/xHuZqCluN4k18tb9pDHtioWldw+3SnBMonOotrEPVZzEIkNIIn4nks1SLstwTPRjecMMNox/9aaed5hfJSWNIhe9No2NWufA76Gm/G5vmoQif0ajhg0YjRuFUb2HDEdVnMRORESCl4YdErqValOWexCcZ2mKLLQoaqkSj2IZXLrq1U249zJOm/Qtv1Wm/raP4zpw5211zzQjXqdNoN2+e/aG8Zl4MvzsNVQ67+JD3qlcrAqQ0qjEgFqXs9rRHjx7Rj32ppZYqeAj1+JDsZ5xxhv9yVdJ+hvus/bd48MF3os6Cw4dP8F/Om+ZkCbdl6NCh/ssogOovrEvVqxUBUhoESCPzB9wrtB28/jjCy36NaqtRe2uB9jMcxVf7bzlIdOs2NgqQwYM/9F/Oy8SJE6P6X3vttcuyeXElUf2pHsPvVfVrQYCUBgHSiPz7+YceeqhfZJE0o1/4/jTnVyhH8Xk2VA+FSiJArr/++mgbNMcJiqd6DOtU9WtBgJQGAdKI4v0GdNY1depUv0hOGhsqnIZWkzM19rDspab9DSelUj0UOlZWEgGy1VZbRd9hKabmrQWqx7BOVb8WBEhpECCN5Mknn8wYquT555/3iyxSvOlorZ79xs9WC236WWyATJkyJfoON9lkE/9lFEH1qXpV/aqeC0WAlAYB0gj0B7HaaqtFP3DrgHvxMYTSnoa2XGm/wzpQfRSi2ADp27dv9NnWGSJRP9VnWLeq50IRIKURD5BcSzVp1L3RZDrxyZ2aNWvm5s6d6xdbJM2PHq5Dz1FqWfw5kuolX8UGyOmnnx59br9+/fyXUQTVZ1i3qudCESCl4QdFQ0s1adS9ufnmm6Mf9gorrGBuZXLllVdG67nlllv8l2uK9j+sC9VLvooNkE033TT4TN1mKXbCK2RSfYa3B1XPhSJASqNaQyKXRtvTV155xS2xxBLRD/uhhx7yi+Qt3vfgrbfe8l+uKdr/sC4K6TtQTIBo5IDwALfZZpv5LyMBqtcwoAsdwp8AKQ0CpEQ0r3f8mcWpp9rH09cQD2EQadj3Wp9rW/sfDn+vesl3CIxiAuTVV1+NvssjjzzSfxkJUL2Gdaz6LgQBUhoESIkcd9xx0Q968803z/sgV5+RI0dG67L0f6hG8f4wqp98FBMg999/f/R5l156qf8yEqB6DetY9V0IAqQ0CJASuO+++6Ifs4YqKXawvW7dukXrq7XOgw2JdypU/eSjmACJP4Pq2bOn/zISoHoN67iQZ1tCgJQGAZIyzXOw7LLLRj/m//znP36RgrVr1y5aH61/Foq32lH95KOYAIkPPT5q1Cj/ZSRA9RrWcaFD5BMgpUGApEhDlWy//fbRD/mQQw7xi5hoyJNwncVezVQL1UNYJ/kOCVNMgMSbYltb0iE31WtYx6rvQhAgpUGApCjeS3qttdZKZK5nUd+RcL2FDn9SrVQPYZ2ofvJRTIDssssufAcpi3+nqu9CECClQYCkRA/9wmaeGqdp2LDkJqGPj79UrRNHFUr1ENZJvuMnFRMgfAfps3ynIQKkNAiQFKhneXxu8qRb6ay//vrBetVkFb8KmzarfvJRTICE38GSSy7pv4QEqX4L+U5DBEhpECAp0JlTOEqulhtvvNEvUpRwHC31ZMevVB+qF9VPPooJEL6D0ij0Ow0RIEhL6gEinTp1in7AOjMutCNULlyB1I8rkOrDFQjKTUkCRE455ZToR6xe6OqNngTuv2ez3C8vJkD4DtJn+U5DBAjSUrIA+eGHH6LxfLQcf/zxfhETWmFloxVW9aEVFspRyQJENLtaeBmuRb3Si0U/kGyN2Q9kwoQJ/stIgOo1rGP6gaBclDRApHPnztGPWb3S1Tu9GPREz1bqnugtW7aMPu+ll17yX0YCVK9hHau+C0GAIC0lDxA5+OCDox/0Djvs4ObMmeMXyRtjYWVrzLGwevTo4b+MBKhewzpmLCyUi0YJEPVCV2/08Eed71lyfRiNN5tlNN677hrhttjiymB57LHC5lR54IEHos+7+OKL/ZeRANVrWMeq70IQIEhLowSIqDd62D9E/ztkyBC/SF6YDySTdT6Q227rWxfqhwRL//7P+y/n9Nprr0UHqCOOOMJ/GQlQvYZ1rPouBAGCtDRagMgll1wS/bDXWGMN81SozEj4K+uMhDfccJtr2nStYHnggf7+yzmpSXY4VM3GG2/sv4wEqF5Vv6rnQpvAEyBIS6MGiIY52XnnnaMf9wEHHGC6gmBO9F9Z50S/5pprovf17t3bf3mRtthii+j9kydP9l9GEVSfYd2qngtFgCAtjRog8umnn7rll1++qAAYPXp09P5tt93Wf7mmaP/DulC95KvYAGnbtm30/j59+vgvowiqz7BuVc+FIkCQlkYPEHnwwQejH7ju2xd6j1fic6y/++67/ss1Qfsd1oHqoxDFBkj//v2j92vUASQnPoqD6rlQBAjSUhYBIieddFL0I9f93pkzZ/pFcurQoUP0fs09Uovic66oPgpRbICoZV3YKKLQsZqQWzjWmOrXMo8OAYK0lE2AaKiTTTfdNPqhn3DCCX6RnHQrLDyALbfccu67777zi1Q17a/2OzzQqD4KUWyAiPr0hOugQ2Ey4h0IVb8WBAjSUjYBIvpxx4c6KfReerz/Q611Kox3HrT0h0kiQG699dZoHa1atfJfhoHqMaxT1a8FAYK0lFWASPwgpDPqjz/+2C/SIP1xhM1JV155ZTd9+nS/SFXSfmp/td/af8tBIokAUTPsxRZbLFjHSiutxMi8RVL9qR5Vn6pXazN3AgRpKbsAUTPeAw88MPrB77jjjgUNdXLQQQdF7z3jjDP8l6uS9jPcZ+2/RRIBIvHv7uGHH/ZfRgFUf2Fdql6tCBCkpewCRL7++mu35pprRj/6iy/Ofxrc9957zy2++OLB+zSV7tixY/0iVUX7F04ZrP3W/lskFSB9+/aN1mO9Z4+F4s+UVK9WBAjSUpYBIkOHDg0eBi+++ApuxRX/7F544Q2/SIMuvPDC6A9G/SKq9VaK9ive70P7bZVUgKhz6IYbbhit65lnnvGLIA+qt7AOVZ+qVysCBGkp2wCRyy+/zq288s5unXWOdn/5Swf37bf5jeukFl3rrrtu9Edz5pln+kWqgvYr3Eftr/bbKqkAkbvvvjta1+677+6/jDyo3sI6VH0WgwBBWso6QObMmesOO+xqt8UW7YNhxs866ymX70gnw4cPj27taBkwYIBfpKJpf8J9035qf4uRZID8/PPPGaMta+BM5E/1Fdad6lH1WQwCBGkp6wCRzz//zu22W49oror773/bL9Kg+EFx6aWXdmPGjPGLVCTth/Yn3DftZ7GSDBDp1KlTtD6N31RIQ4hapnqKjyumeiwWAYK0lH2AyFNPfRQFyC67dHPjxuXXG3f+/Plu//33j/54VlllFffBBx/4xSqKtl/7Ee6T9k/7WaykA0TPZzbbbLNonTfffLNfBPVQPYV1pvpL4vkdAYK0VESAyJVXPh+FyBFH9HM//ZTfQ8UZM2ZkPGj+wx/+ULEhou3W9of7ov3S/iUh6QCRZ599NlrnMsssU3c1+blfBDGqH9VTWGeqvyQQIEhLxQTIjz/OcYcf3jcKkQ4d8r/n/9VXX7mNNtoo+iPSGfzLL7/sFytr2t74lYf2R/uVlDQCRFq0aBGtd6+99krkaqkaqV5UP2Fdqd6SQoAgLRUTIPL++9+4nXfuGoXI009/5BdpkMaGio/Yq2cIlfJgXdsZf+ah/Sh0rKtFSStANJfFiiuuGK37qquu8ougjuolrCPVV5JzqhAgSEtFBYj06fNWFCC7796j7g8t/9nZNBRE/HaWFjWFTeI+cxq0XfGmulq0/dYhLXJJK0DkkUceiYaYUYux559/3i9S01QfYYtB1ZPqK0kECNJScQGiZrxnnvlkFCInnjjIzZuX/20RTQe63377ZR2Uy63HurbHDzttd6HTmeYrzQCRs88+O1q/pi+eMGGCX6QmqR5UH2HdqJ6SRoAgLRUXIPLttz/VHUx7RyFyxx2FNc/V/WYdMOP9RPT/NdtbYw8Dr8/Xdvjbpu1N8/lB2gGiq6n40BybbLKJaW6LaqL9Vz2EdaL6SeNqmABBWioyQGT06M/r/uC6BAGi/x0z5gu/yCKp8128x7oWjWqrodFLHST6PH1uOKpuuGj7iu0kmI+0A0Q+++wzt84662QcMAudOKxaaL/jgap6Uf2kgQBBWio2QKRz55ejq5ADDujtpk2b5RdZJA3/oTGkwgEYw0VDyWuGv7Snx9X69TnhZFDhou3RdhUzPEkhShEgov0NhyjXopZHtRYi2t94iyvVR5q/MwIEaanoAJk7d747/viBUYicc07+Q534NIptfCj4+KJnER07dnRvv51/L/hctB6tz3/GES7aDuuoulalChDRLHu///3vo8/TmbhGYK4F2s/4lYfqIe3ZGwkQpKWiA0Q++2yGa9783ihEHnjgHb9IQd54441gRr9welx/UV+MI4880l177bXuoYcecm+++ab78ssv/dUE9O96XeVUXu+L9+WIL/o8fa4+v5TUEVGBER9B99hjj031eYs89dRTGSGiZwHV/mBd+xd/5qH9Vz2kadq0aRmf+corr/hFALOKDxAZPPjDKEA01Mn48VP9IgVTPwu1zY93QMxnWX755bP+Ldei9etzku7XkcvUqVPdvffeG0xSFJ9COL5ss802bsSIEf5bE6Uz7/jtLM0BU61NfLVf8TlutN9pXnnMmzfP3XXXXVnP1BjYEkmqigCR9u2fi0LkyCPzH+okH6NGjXJXXnml22233dwSSyyRdbAtZNH7tR6tT+stlSlTpgTDgu+9997RtLP+EvbViC/HHHOMmzhxor+6xOhWXfzBulqcKVDTvgIqFe2H9ifeqk77m+Ytyueee85ttdVWGd+jrnCbN2/uFwWKUjUBoqFO/va3B6MQufrqdM6ef/zxR/fiiy+6e+65J3j4feihh7o99tgjGPhu/fXXjxb9t/5dr6ucyut9en+pqFVP586dg8Bq6JacrpiOP/54N2jQIDdr1iw3cODAjNtZWpo2bequuOKK1LZd27n99ttnfKYeMqfVKqlUtP3xh+VatJ9p7dcnn3zijjjiiKzvWP2H3n//fb84ULSqCRB5772vM4Y6GTLkY79I1dNB5Kabbqqrh52zDiThoucwJ598cnD/vb5+B/q366+/3i277LIZ79OZc58+ffziidAw5vHOhlo0sKD2pdKGgtf2arvjAyNq0f6lsS9q1XXppZdm3Y7ceOON3WOPPeYXBxJTVQEi993361Ane+xR2FAnlWrcuHFBKyo9t/DDIlx0/71Vq1bBPXDdH8+HGgGccMIJWbe2mjVrltrDWA3jER87S4vmx9BtmUqg7YzP56FF+5P08CSyYMEC17Nnz4zJu7ToqlLDwtd3cgAkqeoCRM1427YdHIXISSc9UtBQJ5VCrbt0W2nzzTfPCotwUSfEc845x73wwgvBwcZKE1jtsssuGevWLbETTzwxeLaSNA0kGB/FN1w0zeuQIUP84mVB2xWfhjZctB9JDowYGj16tNtxxx2zvpNTTjkl0VGagVyqLkBEQ53su+99UYjcc89rfpGKpAP5xRdfnLNlmJ5fXHTRRakMV6/mvmuvvXbG5+k21w033JDK2a6uljbddNOsfdRzhP79+6fymYXQ52s7/Oc3WrTdabR4+uKLL4JnVv5V4a677lp247mh+lVlgMhLL+nB7MIAOeqofv7LFUEXDa+88qG79NJOboMNfm3L7y+6Cmnfvn1J+pCoZ7w+a6mllsrYBoWaHsQnTc8Mbr311owmsOGiprC6LZdmc9j66PP0ufEmyOGi7dT2Jv2sQw0cdJvSf66iq8wHH3zQLw6URNUGiGj+dE1C9fjj4/2Xytb8+QvqQmNy3Vn9SLf//r3dJpuc61ZffZ+6A/avI7Zq2XrrrYOxsxprdkV1ijv66KOzDqBqJpzGsBw///xz0K9hgw02yPpMLWr5pts3esif9C0jrU/r1fr1Of5na9F2afu0nUl7+OGHsz5XnRDVPPinn37yiwMlU9UBUinmzJkfXDGp6fHee/eKbr1p+eMfr3LrrHOkW3bZTdxOO+3kbrzxxqClVbnQQI8Ks/jBTf1M2rRp47799lu/eNHmzp3r+vXrF3SCbKg/ixbdQlKTVt3OU6dJPTNQ6DX0zEb/rtdVTuX1Pr2/vlto8f3Udmh7tF1J03MuNQX3P1cjBaTVFBgoBAHSSGbPnld38J3grrji+WBirHhohItuwZ18cr+6A9pQ98UXyU8ilRR1luvSpYtbddVVMw50usVz++23p3JwFU2spdtF/sPkfJdCRw0IF32ePjeNib1Ew7yfdtppGZ0PtWy33XZBXyKgXNRcgPgH6HHjcs9JES9fLPWOV9+USy551u26a/eswNCy445dXevWT7j+/d9zU6em03EvLdOnT3fnnXde1sjGatY6dOhQv3iidLWjB9qaS8VvRlvsovVpvVp/GldVIT036dSpk1thhRUyPn/11Vd33bt3r5re+ageNR0gWtq0GewXyVBsgPzww+xgrK7zzx/imjWrPzTU+VGzLD766Li6g3DhQ9KXm/Hjxwe3dvwDsXrlf/RR/vPYF0MzN6pVkh4wa9gYjUir20G5Rg3QonIqr/fp/WnNAOl78skns26XadgbDemvAS+BclTzAaIl12RUlgBRCCgMFArxnvHxRWGiUFG4KGSqEQfFRVMn0MYOW8CKAKlbjjtuQIPziOQbILrdpNtOrVo9HtyG8j9Di25b6fbVM898kuhgj+WM2zL1a8zbfUBSajpA4reUGho3K1eAfP/97GD+kX/967Goz4m/6AG5HpTrgbkenNcqHgwv1FgNDoA01HSA3Hbb6Oj/ayRfzXDoyxUgJ5wwKCswtKgprprkjhr1edBEF7+q5aapDTV51gP6NB/OA2mp6QDRs4rddvu1CW2/ftkd4HIFiOYdCV9Tpz91/nv11clBZ0DkVkud40rd6RIolZoOEOnSZWz03xo/y3824ZePmzRpuuvV6033+utTGnyGgoap13Y1D89R6mFfgFKr+QDRRFT77PNr728FSq7ySF41DhBY6oEngcZQ8wEiGjMr/Lfmze9106b92hejvvJIRzUMUV7qoe+BxkSAuIXDihx44P3Rv3fs+OvorvWVR3o0b0mvXr2yJklabrnlynqSpMaYfAtobATILwYN+iD6d3X+C2cybKg80lUp07Q2xvS/QLkgQH6hllMa+j187bLLFk4G1FB5lMann34ajIobPzhr2Xfffd3777/vFy+pgQMHBhN4xberadOmwUyRP/5YWeOYARYESIw6E4avqWPg+PFTc5ZH6Wiu8a222irjYK1e3GeddZabNm2aXzxV77zzjttrr72yQu2YY45xEydO9IsDVYsAiVFT3JYtB0Svn3HGr3Or11cepTVv3rxg0qZVVlkl48C98soruzvvvDN4PU1Tp051rVu3zpqHZJtttnEjRozwiwNVjwDxvPjipIwyiyqP0tMVx9lnn501jtSWW26ZyjzkGl6kc+fObsUVV8z4PA1H0rVr15odzwsgQOpxyimPZoVHrvJoHJrOd7/99su6lXT44YcnNmvjkCFDgjnn4+vXiMLnn39+MCAiUMsIkHq88caUrPDIVR6N6/HHHw9aZ8UP8mq9dckll5jn8/jwww/dIYcckhVOBx10UDDfCQACpEGay4MAqRwaNr5jx45Z09SuueaarmfPnkH/knxonpJ27doFVxnx9WjSqaefftovDtQ0AqQBaoHlD9GO8qce66eeemrQ+zseAOrhPmrUKL94RM8xunXr5lZbbbWM9+m5x2233cYw60A9ai5AUBtef/1117x584wwUC/x4447Lhh7K27kyJFu2223zSireUtatWoVzGMCoH4ECKpa37593XrrrZcRDksvvbS7+uqrg+ccLVq0yHhNy5577uneeustf1UAPAQIqp7mF+nQoUMw34h/RRL/7w022MD179/ffzuABhAgqBma8bBly5ZZVxyaj+Taa68N5icBkD8CBDVHc7CvsMIKQXjstNNObvLkyX4RAHkgQFCz6EEOFIcAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAAJP/B4jAG7inQZOrAAAAAElFTkSuQmCC)
| Product Number | 3H32-3-A4 |
| Purity | 95 % |
| CAS | 936009-02-8 |
| MDL Number | MFCD09994631 |
| Molecular Formula | C8H5F3N2 |
| Molecular Weight | 186.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 98-99 ℃
TSCA: Not listed on TSCA inventory