![8-Chloro-2-(chloromethyl)-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-7-1N |
| Synonyms | 8-Chloro-2-chloromethyl-6-(trifluoromethyl)-imidazo[1,2-a]pyridine |
| Purity | 96 % |
| CAS | 182181-31-3 |
| MDL Number | MFCD06739265 |
| Molecular Formula | C9H5Cl2F3N2 |
| Molecular Weight | 269.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-7-1N
CAS: 182181-31-3
Molecule Weight: 269.05
Formula: C9H5Cl2F3N2
![2-(Chloromethyl)-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABViAAAVYgHXmWMiAAACRHpUWHRtb2xTb3VyY2UAAHichZTbbqMwEIZfZeTrjU9gMFFIFbWKtFK7F9uutHcrB5wUiUMF5PT2O4amG5IsUQhjxv83hpmxZw+HIoedrZusKmMiKCdgy6RKs3ITk19vy4kmD/NZgiIUlk1M3tv2Y8rYfr+nybstzKEqaVIVpJ+fHppsoNl7tKo3THIu2O+X59eOmWRl05oysUg12bTpnM9VYtruLf6zBCtMvctK1stZUe/6aH8kdxenhyYl/77lEecWiMI6yy2sq7owLewkp3jxb7Cxpa1Na1NYHdHtUR+/fT57eaqSbWHLFocuQpaY/LWttwk6iiq3yRaD4eD7U0wKgYBpq2JR1+YIbuTcRoCRYDwwPhgFJgATgtFgIjCC4x/nBQoEKgRKhMKc59Yt+nb8sDFZwiMswd3734/e5v0QcyZjomkkFYeQqgjjBFRLNJp6QfckVRicjI9KLwIPlVyCpEKqAASVkvsw4dQTUQATLLxG+zn7qe1JAkdcT1GhpEaXp9EoGopAoY77kUATCHRKykM0gnr8/ElFQYRP2u+cnUEnRw4zrnV4wvvQmFH2ldL5bFWV6dkQsjQmK0G6XP+060Z+pptAVae2xg52AZz0HJBDwBVnHPCuAH8c8K8ANQ6oIeDa5AtY3AKCIeCaahwIh4BrwXFADwHXsONANAS69h4n3PygdN12GM+UuCx3t33uMPLGOt6dd7soer897zD+Vc7uIheVP50Ao0xw1S23EXa2X9jpuMLh1VHGzs45hqf7/C/khMOTxzteHgAAMsRJREFUeF7t3QeYVNX9xnE0atT8jUZjSwzGEEsUW9QELGhCVEwCtiRiwYYlilGIHYkoxgRsiS1IkapSVETFiBhBFAQVRALYQBCRoghILwLnv+8x5zp72dmd+e3s7p0738/z3EfZe3d2d3bnvHNP+Z16DgAAg3rxDwAAkAsCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAKArdLqlX5YHaxTMOoCjEw6KiA7WLZxxAUSAkkoffBoCiQIAkD78NAEWBAEkefhsAigIBkjz8NgAUhfiAefxA7eNZB1AU4oERP1D7eNYBFAWCInn4bQAoCgRI8vDbAFAUCJDk4bcBoCgQIMnDbwNAUSBAkoffBoCiQIAkD78NAEWBAEkefhsAABMCBABgQoAASI11q5e598f2diuWfBI/hRpAgABIjSkv3evHSZ7q3Mi5jRvjp1FgBAiA1Fj40QTX/dLNfYh8MK5f/DQKjAABkCqj+pzvA+SR677v1q1ZHj+damGmWmVHIRX20QCgjq38Yp7rdeV2vrF846n28dOpFg+Lio5CKuyjAUACTHr+776x7Nlma7ds4cz46dSqiZCoTO19JQCoJeu/XOMG3NTAN6YjHjo9fjq1CBAAKIBZk56KGtS574+Kn04lAgQACmTYPU19g/pEp4Pdxg3r46dThwABgAJZNHeK6/HHLXyjOm101/jp1AkBku0otMI/IgAkyKuPXe4bz75//q5bu3JJ/HSqxAMjfhRa4R8RABJk9YrPXZ92O/oG9LVBbeOnU6WmgiKb2vtKAFBHpoy8zzesPS7b0i2Z/278dGoQIABQYBs2fOkGd9zfN67/vrdZ/HRqECAAUAPmvDMiamBn/3dY/HTRUMXh14fc4AbdvJ+bM+2FcucIEACoIcMfaO4b2IF/2cdtWL8ufjrZNm50743t5fpfs1sUFG8P71LuEgIEAGrI0k+nux6Xb+Ub2ckv3h0/nVgLZox1Q24/PAqI3ldt7ya/cKfvmstEgABADRr/xLVRI7xy6afx04myYvEc99LDZ0fBoFL1o/u2dquWVfx9EyAAUIPWrl7qerXb1V3Top576O8Xx08nwpfrVrmJz97qHr5i2ygUnr7zGLdw9sT4pXWKAAFQckY/97Brsn89t9eum7tJkybFT9epGW8OdI/euGcUHI/eUN/NeGNA/LJEIEAAlJwNGza4xo0Oc/Xq1XNNmjSJn64TCz9+y99lhODQ3ceEZ2/xdyNJRYAAKEmvvvqq22yzzXyIDB48OH661mg8Y3S/i6KteHW81PMst3zxx/FLE4cAAVCyWrZs6QNkzz33dKtW1e47fU0j1kwqDeaH4NBMq/kzxsQvTSwCBEDJmj17ttt22219iHTq1Cl+usZoIaPWooTg6HfNrn6Nx8aNG+KXJhoBAqCk3XLLLT5AvvWtb7k5c+bETxeU6nA9d++JUXBoTcr4J6/zM8OKEQECoKStXLnS1a9f34fI2WefHT9dEEuWLHZd77jK/eX3W0bhMfzBFn5hYzEjQACUvAEDBvgA0aD62LFj46fN1q9f77p27eq++93vuv33qOdaNann+rXf333yzovxS4sSAQIAZY4++mgfIkcccYTbuHFj/HTeRo4c6Q488ED/mDrq776jG/Lo/W7D+vLlR4oZAQIAZSZMmOA233xz39j37t07fjpnM2fOdKeddloUHFtssYVr06aNW7RoUfzSokeAAMD/tG7d2jf6u+++u1u2bFn8dKWWL1/u2rdv7775zW9G4dG0aVM3derU+KWpQYAAwP8sWLDAffvb3/aN//XXXx8/XSF1d/Xt29d973vfi4KjQYMGbujQofFLU4cAAYAMd9xxhw8B3Ul8+OGH8dPljBs3zv385z+PgmO77bZznTt3dmvXro1fmkoECABkUOO/9957+0A45ZRT4qe9Tz75xLVq1SoqhaKxkwsuuMDNnz8/fmmqESAAEPPMM89EdxX/+c9/oo+vWbPG3Xbbbe7//u//ovNHHnmke/PNNzM+u3QQIABQgRNOOMEHRMOGDf16jscff9zttddeUXDsscce7pFHHol/WkkhQIAiolIb6ndHzZs2bZqfgquwULHFEBzbbLONu/nmm/0K9lJHgABF4Msvv3T//Oc/owbtxBNPdLNmzYpfhgJauHBhNBYSjjPOOMN99NFH8UtLFgECJNzw4cPdfvvtV64h07H11lu7v/zlL27FihXxT0E1rFu3zv3jH/9wO+ywQ7nn+/TTT49fWvIIECCh3n//ffeb3/wmasC23HJL9+c//9n1799/k754fQzV9/zzz7t99903em532WUXX2BR/6+7P3Vr4WsECJAwX3zxhbv66qvdVlttFTVkv/71r32gBJoNdPvtt5ebDdS4cWP3xhtvZDwScqXnVs9xeC713Ot3oN+FBtBDTavjjz8+/qkljQABEkL7dPfo0cO/6w0Nmd4N611xNnPnznXnnntutB5B/z3vvPPcvHnz4peiAgoI3dXp7i4857rrywxr0VTecP7pp58ud66UESBAArzyyivu0EMPjRop9b/fc889vj8+F+PHj3eNGjWKPl8rov/2t7+VzIrofCmsu3fv7nbeeefoOdM4k8abstGiQl334x//mOf1fwgQoA5pRo9m9oRG7Bvf+Ia75JJL/Awgi379+rnvf//70eP96Ec/ckOGDIlfVtJefvlld8ghh0TP0Xe+8x0/w00z3SqjsiahUKLKnYAAAeqE1hBoLYHWFISG7LjjjnNvv/12/NK8aVZWhw4d/Cyt8Ni//OUv3ZQpU+KXlhRNe/79739fLqz/+Mc/us8//zx+aVY33HCD/1wVXFThxVJHgAC1TKuXf/CDH0QN2Q9/+EO/yrnQ1GD+7ne/i76OZhFddtlleTWYaaBA1XTnzED9xS9+4SZPnhy/tEoq8a5S73qMCy+8MH665BAgQC2ZPHl6WcPVImrENINKdZU0o6omjRo1yh188MHR11WXzX333Vdll00aaHqzpjmHn13Tn5988sn4ZXnRZlN6LBVQ1CZUpYwAQU5mzJjhpzaqD/jKK690o0eP9gORqNrnn690t976stt337Zup50alzU8W/pKrqroWls0FfWhhx7ye3OHxvQnP/mJGzFiRPzSVNB0Zk1rzgxrTXsuRFhr/w9te6vH1Ta4pYwAQZUUFMcee2z0YgzHbrvt5i699FI/xbEU3s3ma926Da5Pn0numGN6ucMO61Z2F3CPa9GiQ1njNil+aa1ZsmSJa9u2bblpq82bN3cffPBB/NKipOnLmsacOa1Z05w13bmQXnvttehrDBgwIH66ZBAgqNLf//736MV48cUX+3dd4cUTjp122snvh/Dcc88xxdFpps8sd/LJA3xw6GjWrL8bNux9/+41Cd57772y76lZ9PvT3eW1117rli5dGr+0KOhvTtOWNX05/Eya1qzpzTUlrFDXeFapFlYkQFApvQDDu1WtzA30ju7BBx/0g5GazZIZJpqhcs455/jpo6tWrcp4tPT78MPF7rLLhkXB0bhxz7Ln6Y2yBia39Ry1TYG/zz77RL+7XXfd1T388MNF1T2pvzNNVw4/g6YxazpzTVNl5G9961v+a3bs2DF+uiQQIMhK70bDC/Owww7Lemfx2WefuZ49e/r9EzLLb+jQC0xTJx977LFUF/1bunSN69JljPvZz3pE4XHttSPKgnZZ/NLE0WLFu+++u1zxwJ/+9Kfu1VdfjV+aKJqWrOnJ4XvWLKubbrqpVv/OOnXq5L/2tttu62bPnh0/nXoECLI688wz/YtD3QK59pGrj71Pnz6uRYsW5aZNhhe4Pt63b19/XRqsX7/BDRo0texOrE8UHGec8bh7883C9rnXBr0RUBdl5h1ly5YtE9cwahqypiOH0vY6NF25Lsrb6w5b07DDc1VqCBBUKExV1KEG32L58uX+zkN3IOFWPxy6U9Edi+5cFi5cFP/UovD665+U/WyDo+Bo2rSve+KJaW7DhmSMc1hNmjSp3KQJLXZUF01d9/NrooamH2sacvjeND1Z05Tr0uDBg/33onHBpN+1FRoBgk2okFyo8qqBwkLQOzXNv9fYiMZIvg6TzdwuuxztWrXqWvZCnFb2LrhuG6lcfPzxUteu3fAoOH7+8x7urrvG+m6sNBk0aFD07lqHBov1hqAuaLqxph2H70XTkTUtWdOTk6BJkyb++1LXXzGNH1UXAYJyNM6hF4FeDA0aNKiRWTmai6/BW83a2n33fdz3vtfcNWx4u2+MDz+8m2vd+mn3yCOT3bx5y+OfWqdWrFhb9g74ddeo0dfjHFdc8ZybNatmuuM+/fRTN2bMGNerVy93yy23+OOqq65y559/vp+KGz6mu8WxY8f6LqhCW716te/nz7yD1Cy82lpAp65TTTMOX1sTOvSzJ60LVHdtoetvQP+e8dOpRYCgnHbt2kUv1Ndffz1+uuC+/HJ9WSM5zd1++2h3/PH9ooY5HK1aDSlrQCf5d/11RTNvn376PXfCCf2j7+vUUwe6V14p3NiABrIVAlrspj0ntt9++4y7tNwPde9oem6XLl38YrpCvRvWjCPdPYavo1XYKuVRU/Wg9MZF04ozJ2Xo59L046Rq+6eL3U9/VM9d2GxXt3pl3f291iYCBJF///vf0foONUC1TWMHEyfOc3feOdaddNIjm4RJy5aPu+7dJ/qpsvkIn687h8qCKFyXafbsL3yIhXPHHtvb9es3uSz4qt8wa03IyJEjfUMc3z41HPp9aJqtCi1qyrTuPsKhf+vjmdNw44f2FvnTn/5UsDcDWkAXVmHrUHek/layzdDLlwJP04g1nTh8Df18umNNui8Wf+banbq963x2PTf+iWvjp1OJAIE3f/78aCMjvQNOwoK3yZMXuHvvHe+aN39skzDRHcC//vWme/fdqsueZ36exi6yqShAunZ903/siCO6u9tuG+0WLar+uhZtYqRGN7Pseji0J4i6aIYOHereeeednFf46w5G261qnOmKK65wBxxwwCaPrTEETVrIdY+RbPS3oZl2oaigDu2RUd2NljQAHbpPdShUNb24ut9vbZr84t2u2yX1XI/Lt3JffJrbzMViRoDANwgKDb1oFSIKk6R5772FPjBOO23QJmGigFHQKHAqEq4LJUXGj58Tv8SrKEAWLFjuunWb4N5/v/oVbDX99LrrrivXPaWuIN1J6F33okWFnY2m36NmLf3sZz8rFyQaDNfHq9swqzLtjTfeGO2RoUN/R/nuG65pwpoCGx5DYwmaTlwTYzo1bcP6dW7QX/b1ITL8gebx06lDgMC/G9YLV90l6sZKOnVhqStLXVrxMFHX16RJ5QMwnOvde5L/r6beav1GXEUBUgiaKXT//feXm3664447+kVvtVVQ8d133/V1yzIbe+3A99JLL8UvzZs2Wjr11FOjx9X6DHWbVRWImhas6cGZe6Jo+rAGpIvZ7CnP+QDRMWfaC/HTqUKAlDj1jYdSJRpALzZz5iz1wXDuuU9FAaBB90zh42vXrnctWnxVn2rgwE03V6qJANHze+CBB0YNpLZQ1Va1WiNTF1RsUL/nzMFpLRhdvDi/caWKKIwaNmwYPa7qo6ncTUVTbTUduH79+tG1mi6sacNp8e/7TvIBMrjj/m7Dhty6IYsRAVLCNNNFU3X1Albfc6EGQuvK/PnLfffUmjXlX7CZwTBy5Cz//1o5Hl+3UcgA0WCwilCGcA7TTzX+kQRa6/OrX/0qasD33HNPN27cuPhleVNYKDQUHuGxFSqq2Cya/qtpwOGcpgdrmrCmC6fJkvnvuh6XbelDZMrI++KnU4MAKWGhmqgWDapBqS4N+GrgV4Opd911V7l1C/qv/q2Pa4BY/eTV7YPPVTwYQrFD1a7KFL/OSn33GtcIjaTqiE2dOjV+WSLoTiCMySjkdHdUCLqjUTdWZrkRddtpzCf8W9OCNT04rV4b1NYHSJ92O7rVK6o/hpZEBEiJUnmS8ELWQjQrzcvXO22VJYmXK6nqUAG6pk2b+negb731VvyhCyYeDDNmLPKzqnTo/7NdZ6GFb+GuTo3lNddcU2tBaaUxjMMPPzz6vehOqVCz8PSGIkzQCIemAWs6cNqtXbnE9b16Zx8irz52efx0KhAgJUiNXNg3Qf3f+dLgpwaFM9cDZB56R6sGqaJ1C/qcbGseNM30r3/9q1u4sOqpufmoKBg6d37Vf0x3I0FF1+VDCwHDjn96fp9//vn4JYml7kv9jsLv4qyzzipo8OmNgh533333LVg4FYN3Rj/01bTeP27hFn3y3/jpokeAlBg1FOpS0YtZpdrzKVWigV818BoIzmz49957b7/N7VNPPeXLb+RC3TzPPvus32PkoIMOKvd4mpXTpk2bglWBrSgYvvhidVRBd9SoWVmvy5XGD0L9MK3vmDx5cvySonD99ddHvwd1cRaqsdfvWY95+umnx0+l2sYN690TnQ72IfLsPb+Mny56BEiJCS9k9Xfns1ubZsjsscceUeOixlJ93CqXUQiaZtqhQ4dyK5ALVQU2WzAMGDDFf1w7B2r72WzXVeXtt9+Opuhq1XSx9+vfcccd0e9A3VmFUKoBInPfHxVN65311pD46aJGgJQQdamEUiUat8iFFr/99re/jRoUla5Qo17VHH8rFVrs1q2b22uvvaKvqSme1SmTnS0YtBYklGPX3uXZrquM9qAIK/g1k+njjz+OX1KUMu9ECjGwXsoBIiMeOt0HyID2P3Lrv0xP1WYCpESo6F14d6/+6FyK7GmgU6uWQ0Oi8RJtZVsbFCTqLgvdQlqdfPPNN+f0fcdVFgzjxs3x58Iq9WzXVURTT0N34G677eamT58ev6SohTER3a1Wd9C71ANk2cKZrmebrX2ITHo+tzdvxYAAKQHqx9YsKb2ANX6hxWRV0XhGWCGsQW/tO10XZs6c6Ro3bhyF2CmnnJJ3l1ZVwZC5t0dl18W1bt3af09alKcB9LTReFmYnaVFf9VZbFjqASJvDL3JB0ivK7dzK7+o+jVYDAiQEnDnnXf6F6+6r4YN+3rWUTaa1hv2NtAq6rrYKjST1pe0b98+ChHN5MqnC62qYFCF3sw9PnIxYMCA6PtRXam00hTfsE7EMmMvIEDK/o7XrHCPXPd9HyKjep8XP12UCJCUe/PNN6OyFVrMVxXdeYTw0C5rSVk5LaoAG1Z2K0TymUFWSAqv0B2o7XrTTosNQ1haa2cRIF/5YFw/HyDdL93cLZn3Tvx00SFAUkzVUlVmWy/cQw45xI8rVEb93KHbSuGRxPISuoMKgXjMMcfUSfkV7d+hr6+V1blOWy52YTGg1upYnnMC5H82bnRP33G063bpZm7Bh9UbV0oCAiTFWrVq5V+0WiFe1U5umm0VBsy1LiNpW4ZmeuKJJ6K7JFWYrU2athxmsqkEe6nQ30+o5GvpsiNAvrZ+3WrGQJBs/fv3j7odcmnowr7TGjCv6zGPXGijofDzVacUS75+/etf+6/ZqFGjgi2yKxZhu2O90ch3lToBkk4ESAppOmkoVXLGGWfET29CiwRDY1xXs60s9LPpe9balNrYV0Ol2cPzNHx49p0N00pTuMNdSC5vSjIRIOlEgKSM3hmGGlVagFfVILjKk4QV5tWZZVMXNIgevvcWLVrET1dqyJB33Vtv5bfzoqYQ62tpWnGpuuSSS/xzoLGQfBAg2YVV6pUdSZXc7wwm1157rX+hqox2Lou/tFhP1+uOpbYWCRaSSseHu4IXX3wxfrpC2vpW03VPOKF//FRW2h42lCav7t7fxUwlZ8LznU8ZGwIku3hYVHQkVXK/M+TthRdeiPZbUDBURQvyQmFElScpVieeeGJedwbadCqsPs9VqA+lFedal1LKwh7rqoWWKwIku6SHRGWK87vGJjSdVI2bXqQqm55LyY8HHnjAX69yIfkszEuazLGJXO5CLAGy//77+8fXHV6p0ywsPReqAVbRdrUVIUCyI0BQpzQbqFmzZv4Fqv0och1QDmUq8nknmVRhnUIuC/vyDRCVUwkBVaxl2gtJ3XlhKnOu3VgESHYECOpUmNKqF/UzzzwTP12hzL5srVYvdoMHD/Y/i2YJVbUhVb4B0r17d//Yu+++e/xUydI+53pOunTpEj9VIQIkOwIEdWbChAnRyux87iRUzl2fox3i0kCro3faaSf/M/Xs2TN+upx8A+QPf/iDf1wtzMRXrrjiCv+cnHTSSfFTFSJAsosPmMePJEv2d4dKaQquNjDSC/Pggw+uslRJpjDwrJ0E00I76OlnqmrtS74Boh0G9bi1uWAx6R5//HH/nGgjrVwQINnFAyN+JFmyvztU6rzzzvMvym233da9807uhdk0i0jlTfS5Kp6YFiq2qJ9J40CVrRLPJ0C01iT090+cODF+umTp703PiY5c6oERINkVQ1BkU5zfNdyjjz4avYDVR58P1TUKn6sB0bRQ6fHwc3300Ufx05F8AiTM8NL06BUrVsRPlyx1GYZ1MbnsFkmAZEeAoFapoVT5Dr0gc5l1FBcW32mfhzTR1GXdjeln0/a92eQTIH379vWPp1X9KC9Ues6lrAkBkh0BglqjUiVhIZf24LZUzQ2ztlTyJG0OPfRQ/7Pde++98VORfAIkbMZ11FFHxU+VPJXT13OTy0wsAiQ7AgS15vrrr/cvRHUfWLdR7dChg38MVZZNm7AeRvunZ5NPgOhx9Hh6XJQXKhPr76kqBEh2BEjC6F26Fsk1aNDAHXfccak5wowrHZ06dYr/2Dlr27atf4yqZisVozDlVqXHs8knQEIJcz0uygvVkPX3VBUCJDsCJGHUuIaGNo2H7j6qqrJbmVBR9fzzz4+fKnr6mfSz6WfMJp8ASfNzVV25PNcBAZIdAZIgixcv9tM49ceqsYJbbrklNYdesGEnvuosauMOJPcA4Q4kO+5AkLoA0cI4/aFqVXIxFwjMRqusw52Idh20YAwk9wBhDCQ7xkCQqgCZNm2a23LLLf0fqirNplV4l62pvDNmzIifrhKzsHIPEGZhZccsLKQqQE444QT/R6pCb2nes0HjH1qXEEIg3/2pWQeSe4CwDiQ71oEgNQGiKrT6A9WRy54QxU67DYaVwPnuUcFK9NwDhJXoFWMlOiQVAaI/5r333tv/gZ588snx06kVtqNV46bdCHNV6rWwxox53+2zz9XukEPax09tglpYFaMWFiQVARL6qbUXhGVMoFipy0a7D+pn126EubyQg1Kuxjtq1Hj3ne/81O2xx9HxUxWiGu+mqMYLKfoAUaMZ6kJplXap0e6DYdqy9mao7J13plLeD2TEiBH+Om3lmwv2A9kU+4FAij5AWrduHb0DX7ZsWfx0SdD4T+hm0QyrXJTyjoT5Bgg7Em6KHQkhRR0g6pNW/7/+MHv1qnpANM3CO0I1oLn21Zfqnuj5Bgh7opfHnugIijpAwjx0NYS5dt2k1erVq91BBx3knw/VzNJuhVXRWpnQkBbzosswU0pHLjPw8g0Q2X///f3n5DvjLY3uu+8+/1zssssubv369fHTFSJA0qloA2TgwIH+D1LvhKxVadNGM2PCOgjtVliVlStXup133tlf37Fjx/jpohEmBDRu3Dh+qkKWALnjjjv856irNM1rjHIRthPI586VAEmnogyQVatWufr16/s/yLPOOit+uqSF/nod2rWwKmEq8Hbbbefmzp0bP514YVGkjlzuPsQSIOq2Cese9DVLVebYWa7dV0KApFNRBogKC+qPUWsZ5syZEz9d8n73u9/550ez07S4rjLq6tpjjz389WeeeWb8dKJpjUb43lu0aBE/nZUlQOSUU07xn5frnU4aherEP/nJT+KnKkWApFPRBcjHH38cddPceuut8dMoo10KtVthvXqbuV/84g9u3brKu1wGDRoUvascMmRI/HRihWqwCkpNZ86VNUAyx1qGDx8eP516ukPVJA39/LmUL8lEgKRT0QXImRef6f8Q1UCqKwsVGzt2vNtll0aufv2z3T33VN2107x5c/+87rDDDm7WrFnx04kTCkLqyHeBnzVAJFSgbdSoUclN3Ail7X/wgx/kXX+NAEmnogqQMR+OcZs138zVO6CeG/TEoPhpxNx//3Pu4IPvcUcc0b3s3XPl79A///xz3zDoRa7ZXJa91mvLE088Ee2Lcumll8ZPV6k6AaJ+/zCFNd934cVM9dPC3YdmYeWLAEmnogmQDRs3uMOePMzV+1s91+SOJvHTqMCGDRvdxRc/4wsHnnhif7d48er4JeWoQOM222zjX+hNmjTxU4OTZtiwYW6rrbby36OmcWsFer6qEyBy4YUX+s/fcccd8yofU8zCOhuNfViecwIknYomQB5+72FXr1s9t3n3zd1bC9+Kn0YWn366wv3yl319iFx55fOuql4XFVcM7+4VItXZOrfQVCwx7PeiMvYaRLeoboBozcyuu+7qHyOXhYvF7rHHHvM/q46XXnopfjonBEg6FUWALFu3zO3ab1cfIBeNvih+GlV4+eVZPkB0PProf+OnN6ExhRAiBx54YJ2PiWjdRfv27aNGTOFRnYWP1Q0QGTBgQPT9WLp0ioVm8WnfGP2c1ZmlR4CkU1EEyHXjr/PhsX3v7d2nq0qjy6DQOnd+1QdI48Y93XvvVV4rSnQnErqzNLBeV7OzVEZE02ZDY62ptFoAWR2FCBAJddjUpZbGxazqqgrlbrTuavHixfFLckaApFPiA2T60unumz2/6QPkrsl3xU8jR2vXrndnnPG4D5HTThvkVq2qfGqvaEwkDKyHd6C1tdhwzZo1fpGjGnl9bd0RaX9ylbCvrkIFiMaIDjvsMP9YWqE+ffr0+CVF7fzzz/c/m7oN9bdQHQRIOiU+QFoMb+HDY5+B+7i1G/IfvMPXPvxwsTvyyId9iNx668vx0xXS7Kzf/va3UYhozYXKnlSnC6kyCo5u3bq5vfbaK/qa2k42l13vclWoABF176kmlB5PU8u1TikNtDVCeP7vueee+Om8ESDplOgAGTFnhA8PHcNmD4ufhsGTT74TjYe88ELum29psWFY9R0aX9VCyqecRWVUIqNDhw7R4LQOdaEprKrbZRVXyACRt99+22+spMdUIctir44Q6n7paNu2bfy0CQGSTokNkC83fOkOGHyAD49m/24WP41quPbaET5Ajj22t5s7N/c9VFT2RN1KoQBjOLSdsHY21LhJrtNaP/vsM/fss8/6hiVUEc4MjjZt2rjZs2fHP60gCh0gMm7cuKi7TTsYFmvZ98w7D+3wWKjFkgRIOiU2QO6fer8Pjy17bOneWfJO/DSqYenSNe43v3nUh8j55z/l1q/Pb1xBdwT333+/nw2V2fCHQ7N2NPiq7XbVjx4O/Vufo0H5+Ofo0BoDBVRVG0JZqTEcPXp02c/+G//1tCBwypQp8cvMNJAedodUccrnn38+fkliacA8jHnoUJHSfFebZ6O/lzARQpV8kR6JDJDPV3/uduyzow+Qq8ZeFT+NApg0ab5foa4QeeCB1+Onc6YVytoe94QTTvDFLeOhUNmhmmZNmzZ1nTp1cm+9VTNrezQF+D//+Y9fsa6B7vj3oAq7l19+ecHGdD744APXoEED/9ja7Oyaa64pWENcUzRVN8y20qFuq0LdeagidOZEDE06QHokMkDajGnjw+O7fb/rFq+xTx1E5bp1m+ADREHyxhvVn12lxlp7kqjc+V133eWrJl911VX+na3+q3/r40OHDnXTpk2rsYZV76afe+45d8EFF0T7pIdDdx1HH320a9mypR+vCB/XqnKt5yjEXh/qntPdVmajOXXq1PhliaBFgmGdh2ZbFWLAXLRN8lFHHRU9B3pzcdFFF5XsttNplbgAmbJoituixxY+QLpO6xo/jQJSqZOLLnrah0izZv3dkiXJK12SKxXW1FqVc845x88UywwNTQFWg/7ggw+Wm4as3fQeeuihqNtJh3Ye1BhJdWm6se7Mwsp5/Vfv7JOysv/99993v/rVr6KfWzPINI5TXQsWLPDBHbaaVmDrd5JPtWQUj8QFSNNhTX14HPT4QW79xty2y4TdggXLyxrXPj5E2rYtnj57WbFihX8HrXIi8e4zLe5Tt1rPnj39HUFlVDhSd0ihsdeh/UUKsa5DJeC1mj88riYg6F1+LlsO14R58+b5qrqhnpgOre+pziJB0V1f586dy4W3xjuqu34EyZaoABk6a2g0bXfk3JHx06ghI0d+XepkwIDCDSrXBDX2ffv29Q381ltvXS409G99XDWzLNWENZU4bI8bQui6664z19wKdKejSQdhqq8OdZnddNNNtfbOXD+bxoFCRV0d++23n7m2VSZ1Wf74xz+OHnf33Xf3v4NCjaMguRITIFok2GBAAx8ep404LX4aNexvf/uq1EmTJr1911aSLFq0rCw0Bvs7isx3zjp056E7EN2JFOpdvSr+Zo6PaG2KSrdXdxW8FmUqkMKYgw519ah7TY9fqIH8QNvwalwn7GEeDg1q6+PVHYPSOFZmN5jC6cYbbyzY7wHJl5gA0diHwmPrnlu7mctmxk+jhq1Z86W7+uoX3O23vxI/VSc++2ylGzx4Wtm75mfL3in/uewd+8+jhkrdJOpXf/LJJ2tsUzE1rhrwz2zsNRheiBXxGgfp0qWLXy+S2bDrOPTQQ/1YiSYaaEJCroP6+n7VoOs5ueKKK9wBBxywyWNrmrS69KobHAo6fY2wR7yOU089tcrtk5E+iQkQ7fehQfPhc0pvq1B8Zd685e6RRya71q2fdocf/lWXmo6GDW8ra/zOcBdd1MbPrlK5k9qi8RPNHgrViXVozKAQJUvUxTNy5Ei/v0i2tTEahNbd0HHHHVfhuhp9PPNuKX6ozIoqBmgsproUZg888IDvfguPr/GdQnSDoTglJkBQmj7+eKnr1WuSa9VqSBQY4Tj++H7+juj11+eUNV51O6FC61S0P0poOLWGRdOSC3UHpLsCLUS8/fbb/eZNmXc++RwaZ2nWrJm/w1GZmep2uwVaS5N5V6Pp0f/617/8+A5KFwGCCoVGvFGjHr6RzyZclw8VdezefaJr2fKr6sCZx0knPeLuvHOsmzhxXuLGYkQ1wTTlNTSkKnOuvUFqgsrCjBkzpixge/mwylxXo26u8DHt36LwqWq2mcWMGTPcySefHP28mqmmsjXVnbWFdCBAUKHMRr1du+zdirkGyLvvLix7x/qmO/XUgZuERvPmj7l77x3vJk9eEP+0RFIZ91tvvbXc1GEtTpw4cWL80qKlBX+qi5U5aUGTGDQuAwSJCpAwhRd1LzTuxxzTy/93/PiKK8xWFiAKBAWDAiIeGtqTRIGSy+ZWSaWquyo4GBpYzajSJlO5FpRMIo3L6I4ns+yLimWq8CUQV2Ot9YdLP3TtXmvnFwTu0HsHvynUno/u6Y4ceqS7+c2b3dTFm5Z2IECSIzT0vXtP8v/9/e8HV1h0saIAURdVKNaYeajLSl1XOp8m6j7KLCypWWIqia7FdcVEP0dmTSyNw9x5551F93Og9tRIa3335LujciSVHXHZPo7aFxp97WTYosUA//8DB266yLCiANE+I+Hj5577lA+hOXOyj6Okgd65aywi/s79mWeeiV+aOGm8k0LtKHhr/Y///sOHwGbdNnPnjTrPjZ432i1Zu8StWb/GfbT8I/fagtdcp4md/F4fcQRIcmQGQ1iprpInKgWf7bpAC5BV7Xf+/NJbUKaxgxtuuKHcim/Nqkri2IFmkGksRzPKwvd6zDHHpGosBzWroK317OWz/f4dCoFHpj8SP10lAiQ54sFw2WXD/L+7dBmTcdWm1+Ermr10yimnRA2zFt1pPUZSZi8NHDiw1maTIb0K2lrf8PoNPgDOfuns+KmcECDJEQ+GGTMW+bLvOvT/2a5DeVo/0bBhw6ih1voJVQWuq/UTWs+iu4zw/RR6PQtKS0Fb6yOGHOED4KW5tpWpBEhyVBQMnTt/VS9LdyNBRdehPK3gVmhk7k2iUKnNFdwaz9CK+lBmXYd2HSzEinqUroK21mEXwUVrbEXhCJDkqCgYvvhidVT6fdSoWVmvQ8XqooZUtppeWqAIVFdBW+sw8+rLDbkVgIsjQJIjWzCo3Ls+fvLJA8oapw1Zr0N22arYFnq3voqqCmuNR6HKmwAFba25A0mPbMGgtSBaE6Jzffp8tUakoutQtZraR6Om9jUB4graWjMGkh6VBcO4cXP8ubBKPdt1qJoW6anwYeZOflqUaNnJTzO8ampnRaAiBW2twyysc0aeEz+VEwIkOaoKBtXHCtdUdh1yo73EVdY9c5A7173ENaOra9eum+zt/uKLL8YvBQqqoK11WAeiRYQDZuQ/p5wASY6qgkEVelWpt6rrkJ8JEya4o446KgoCFWzs1KmTL+BYEe0nctBBB0XXa68ObZ+b60ZUQHUUvLW+a/JdPgQUIhe8fIF7Zf4rbunapX7LWgWMVqLfNvE21/DxhvFPJUCA/9EWvdp6NgTDD3/4Qzd48ODo/MyZM91pp50WndfMrjZt2hR8W1ygMjXSWnee1Nl9o/s3okDIdsRl+zhQilauXOk6duzottlmmygoVDZedaoyS6U0bdrUTZ26aXFSoKbVWGs9fel01/a1tu7Axw903+79bV+Nt/6j9d1RTx/lOk7o6KYtnhb/FAIEqMDs2bNdy5Yto8AIR4MGDfze6UBdobUGisSrr77qdt55Z79Pugo2UmYddY0AAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABg8v9jSp6+17SgdAAAAABJRU5ErkJggg==)
PN: 3H32-7-W8
CAS: 118000-42-3
Molecule Weight: 234.61
Formula: C9H6ClF3N2
![8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carbaldehyde](data:image/png;base64,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)
PN: 4H15-7-08
CAS: 881841-42-5
Molecule Weight: 248.59
Formula: C9H4ClF3N2O
![8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-7-Q0
CAS: 178488-36-3
Molecule Weight: 220.58
Formula: C8H4ClF3N2
![8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-7-Y0
CAS: 353258-35-2
Molecule Weight: 264.59
Formula: C9H4ClF3N2O2
![8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid hydrate](data:image/png;base64,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)
PN: 4H58-7-86
CAS: 1980053-18-6
Molecule Weight: 282.6
Formula: C9H6ClF3N2O3
![[8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]acetic acid hydrochloride](data:image/png;base64,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)
PN: 4H21-7-20
CAS: 1216549-15-3
Molecule Weight: 315.07
Formula: C10H7Cl2F3N2O2
![8-Chloro-2-isopropyl-6-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-7-11
CAS: 1266693-19-9
Molecule Weight: 290.67
Formula: C12H10ClF3N2O
TSCA: Not listed on TSCA inventory