![2-(Chloromethyl)-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-7-W8 |
| CAS | 118000-42-3 |
| MDL Number | MFCD09995167 |
| Molecular Formula | C9H6ClF3N2 |
| Molecular Weight | 234.61 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-7-W8
CAS: 118000-42-3
Molecule Weight: 234.61
Formula: C9H6ClF3N2
![8-Chloro-2-(chloromethyl)-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-7-1N
CAS: 182181-31-3
Molecule Weight: 269.05
Formula: C9H5Cl2F3N2
![(6-(Trifluoromethyl)imidazo[1,2-a]pyridin-2-yl)methanol](data:image/png;base64,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)
PN: 4H01-3-1M
CAS: 1514128-89-2
Molecule Weight: 216.163
Formula: C9H7F3N2O
![6-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-ethanamine](data:image/png;base64,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)
PN: 3H30-3-1M
CAS: 1215989-79-9
Molecule Weight: 229.206
Formula: C10H10F3N3
![6-Trifluoromethylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-3-A4
CAS: 936009-02-8
Molecule Weight: 186.137
Formula: C8H5F3N2
![6-(Difluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABtoAAAbaAHWTP6ZAAACBXpUWHRtb2xTb3VyY2UAAHichZTbbtswDEB/hdDzqpvvQZwiaFFgQLuHtQP2Nii2khqIpUJ2bn8/yo7beOlcxDYpkoeOSMrz22O9hb12TWVNTgTlBLQpbFmZTU5+vTzcpOR2MS8wCANNk5PXtn2bMXY4HGjxqmt1tIYWtia9f3ZsqlHMIaDWbZjkXLDfT4/PHXNTmaZVptBINdWs6YyPtlBt9y/+8wpWK7evDOvDWe32fbY/kvuL02NTko+93KFviSisq62GtXW1amEvOcWLf4ONNtqpVpewOqE5oCHufTF/urfFrtamRdVnqAq1fW7drkBDbbe62GEyVL7f56QWCKjW1kvn1Am85s1KgJKgAlAhqAhUDCoBlYLKQAmON/qFxDpvtX/Ry+lN5+QB7sDf/e/H8MQCyZwkNMpEAGeR0kxGHGIqoyQeRIjGIIMAQ7gESYWMYhBUSh4Oq7OvjyRwwsQR6jJFU5CiCGgsPoSkPEEhaMAvV1EWZ7hKw47jaZoMQJ8FS8Lea7KYr6wpL1SoypysBOmK9VOvG3muFwHrSu1wBH0CH3oJyDHgqzsNBFdAOA2EY8B37h1YfgZEY8D3eRqIx4CfimkgGQN+hqaBdAz4iZsGsjHQzec04f2j1nXz/AUjrjbyJfJPw4cjM8kEVy38HGEXM8mGM43q1XlnFx8Dhp/AxV+mqIkg0nWgcAAANnFJREFUeF7t3Qn8VXP+x3FjD2MZzNiXZJm/acLYakqWkb/GFpM/jWWImNQYu7GTbWTCWCuVVm0iIomUKKEhaxmhEAlpoqj4/nuf5pzO/d7f79e9n3vP/d177uv5eJzHjO73nuX7u/e+z/JdVnMAABis5v8DAAC5IEAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAFa17h9VyXlBc1CiAiuaHRF0LiosaBVDRCIj6Q40DqGgESP2hxgFUNAKk/lDjACoaAVJ/qHEAFY0AqT/UOICKRoDUH2ocQEWLB0hdC4qPWgVQ0fygqG1B8VGrACoaIVF/qHEAFY0AqT/UOICKRoDUH2ocQEUjQOoPNQ6gohEg9YcaB1DRCJD6Q40DqGgESP2hxgFUNAKk/lDjACoaAVJ/qHEAFY0AqT/UOADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAKTGsqXfuce6Hez6X7iF+2zmJP9lFBkBAiA1PnvvhahT4cRBHf2XUWQECIDUmDNjfBQgE/qf6b+MIiNAAKQGAVJaBAiA1CBASosAAZAaBEhpESAAUoMAKS0CBEBqECClRYAASA0CpLQIEACpQYCUFgECIDUIkNIiQACkBgFSWgQIgNQgQEqLAAGQGgRIaREgAFKDACktAgRAahAgpUWAAEgNAqS0CBAAqUGAlBYBAiA1CJDSIkAApAYBUloECIDUIEBKiwABkBoESGkRIABSgwApLQIEQGoQIKVFgABIDQKktAgQAKlBgJQWAQIgNQiQ0iJAAKTGe2+MdxccsVqwDL2TAEkaAQIgNV57ebw7cPfVguXWqwmQpBEgAFJj4nPj3YYNVguWzh0JkKQRIABSY/z48W611VYLljPPJECSRoAASA0CpLQIEACpQYCUFgECIDUIkNIiQACkBgFSWgQIgNQgQEqLAAGQGgRIaREgAFKDACktAgRAahAgpUWAAEgNAqS0CBAAqUGAlBYBAiA1CJDSIkAApAYBUloECIDUIEBKiwABkBoESGkRIABSgwApLQIEQGoQIKVFgABIDQKktAgQAKlBgJQWAQIgNQiQ0iJAUJVeeOEF95e//MV9/vnn/kuoYPEAOf300/2XUWQECKrKggUL3EUXXeR+8pOfBD8y6623nuvbt6/78ccf/aKoMB9//LFr0aJFFCANGjRwY8eO9YuhiAgQVIUffvjB9erVy/3iF7+IfmDiy3777ecmT57svw0VYPHixa5Lly5u/fXXz/q7ajnqqKPcv//9b/9tKAICBKk3ceJE95vf/CbjR2X11Vd3W2yxRca/6ark5JNPDs5kURmGDh3qdthhh4y/49prr+022GCDrH+7+OKLgytQFA8BgtSaPXu2O/HEE7POSA888ED32muvBWUefPBBt91222W8rh8fndF+99133hpRLvT3a9myZdbftl27dsHffcmSJa5bt25u4403znhdV6C9e/cOrkhROAIEqbNo0SJ3zTXXBM834j8eO+64oxs2bJhfvNbyOrOtqTzqz7x581yHDh3cGmuskfG32nvvvd3zzz/vF6+1vK5IayqP/BAgSJVCrihyuWJB/ajtikK3IXVFsapGEKu6YoENAYJUmDp1qmvevHnGj4P1mYbOTP1nJjqD1ZmszmhRWk888YTbddddM/4eeqZxySWX5P1MQ1eU/jMTXXnqClRXosgPAYKKNnfuXNe+ffvgoXj8R6HQVlW1tdrSGbDOhHVGjGRNnz7dHX744Rn1r6XQVlW1tdrSlauuYJE7AgQV6fvvv3e33HKL23DDDTN+BLbaaqui9uvQGa5a7+iMN74dnRHrzBjFN3/+fHfeeee5tdZaK6PO/+d//qeo/Tp0Zaor1LBPULioL4muaLFqBAgqzqOPPup23nnnjC/9Ouus4y677DK3cOFCv3hR6IxXZ77xbWpp3bq1mzFjhl8cBsuWLXPdu3d3m2++eUYd/+xnP3N33nmnW7p0qf+WotCV6r777puxTV3R6spWV7ioHQGCivH222+7Qw89NOtH/Nhjj3Xvv/++XzwROgPWmXB8+zpTPv/8893XX3/tF0eONARJkyZNMup1zTXXdOecc4778ssv/eJFpyvWBx54wG255ZYZ+7DRRhu5rl27Ble8yEaAoOzNn/+169y5c/CDEv9yN27c2I0bN84vnjidCeuMWGfG8f3RmXOPHj3oY5CHDz74wLVt2zajHrUccsgh7s033/SLJ05XsLqS1RVtfH90xfvYY4/5xaseAeJWXDr37NnTvfXWW/5LqEc//PCj69fvadeo0e+Wh8fKB56bbbaZu/fee4O/W33SmXHHjh2zgm2PPfYIzqhRu2+++cZdccUVbt11182ou5122sk98sgjfvGSmzlzZnBl6wdbq1atgithrECALLfXXntFH5Df/va37h//+If78MMP/WIooZde+sQdf/wwt9tul7ittjrSbbDBTsGtonPPPdd99dVXfvF6pTNlnTH7PzY6s9YZNjL179/fbb311hl19dOf/tTdfPPNZXerSFe4utKN76s+hxrJef788voc1oeqDxCNpeN/8cNFvVtvuOGGgpoMIj8ff7zAXXjhGPeb33QPlj32uM01bHjm8h/j89306e/6xcvKww8/HJxBxz9DOsO+8sorgzPuajdlyhTXtGnTjPrRw+rTTjvNffrpp37xsqEr3XvuucdtuummGfu+126bulHD7ll+pVy/V8L1qaoDRFcZ8Z6temDmh0i46CxEnY3eeOMNfzUogm+/XeLuuks/MPdH4aGlTZvBbvz4ymnlpDPom266KTijjn9+dMatM+9qNGfOHHfqqadmNZdt1qyZe/nll/3iZUtXvrry0BXIJhss3/9dVnOnHbSa631pY/fJO8/4xatC1QaIHoTqAxx+mNW6Ry0x1Av5wgsvzOqtGl/0QO3yyy93r7zyir9a5EndNR57bIY77LD+GcHRsmUf16/ftOV/p8p8IK0z6j/96U9ZHRx1Bq4z8WqgoWN0Be+H6bbbbusGDBjgF68YegZyRrtW7ph9V3OXHrOa695hxTLm3jZuwbyZfvFUq9oA0QO88AP985//vMZLaAWEgsLvcxBfFDQKHM1wh/xMm/aZO/nkERnBsc8+PVyXLhPcl1+mY1iJl156KeNERYvOxHVGrjPztBoxYoRr2LBhxnFrgqerrrpq+dXmt37xivT6i4+5PhfvHAWIlvs7ruOmPPw3t+S7ZPojlZuqDJBnn302Gp1TX+ZcehTr1pVuYfkP1OKLblN06tQpaIFDU87azZ37jbvyynEZwaHljDNGuunT0znWlM64t9lmm4zPi87Mb7zxxrJ7cFyI119/3R188MFZ343/+7//S2XDlB+WLXHTxnR1fc7dKCNI+l+0pZsx6YEVl9gpVnUB8sUXX2R8kTVkQr70UF2X5nrI7n9RwkVXNWeeeWbQ8Yxxk1b4/ns1l9agh70yguOIIwa6MWPe84unjs68dQauM/H4Z0Vn6jpjr2T6Xv35z3/OatK85557uueee84vnjqL/jPXTejb3vU4a/WMIHn4xn3dZzMn+cVTo+oC5Oijj44+3Gq+W+jZn86qbr311qD5rx8i4bLJJpsE98PVEWlVQ4qn1dixM92RRw7KCI7f/raX69Fj6vI6SWaIinKlz8zxxx+f9TnRmXulNdLQs8Q77rgj+IzHj0UnUOpbVW1X4vNmTXUju7bICJHuZ/3Ejet1kvtmfn6jQleCqgqQu+66K/qAa46IYo9h9MknnwTb0PwR/gQ28e2eemqH5WEy3i1aVFh4VYIZM75YfiX2aNbtqiuueCa4lVXNJkyYEJyhxz8fOoPXmbzO6MvdmDFj3C9/+cuM/degkxdccEHVD+vy3suD3cBLt8sIkl6d13dTH+/ili1Z7BevWFUTILo3G+/12qdPH79IUWkQNp2BqXWXP6ro+uvv4Lbc8gi3xx5XuYsvHuueeOLfQTPWNPnqq8Xu+usnBA/F48Ghh+Z6eI4VdIauz4k/gKDO6HVmn9QAgoV499133RFHHJGxv1p+//vfF/2krJItXbLITX3sWter03oZQTLobzu4ma8M9YtXpKoIEE0UEx8AT7POlZLaj2ugtiOPPNI1aLCe22ijX7vttvuja9z4puiHVf0f/vrX0UGT1gULKvc2l5rdDhgwbflVWJ+M4GjVqr8bOXJ6yZ4p/uc//wmG5Nb8DldffXXwEFdXhlp22223oPVcuOi/w9dUTuX1Pr1f6ykFnbHrzN0fNl5n+E899ZRfvF5oaHu1OPT3UfX35JNP+sXxXwu/mu2eub9d5m2t5cujt7Z0X3xU2TNdVkWAaCa58MOuB5b5zmJWTAsXfuOGDx/rzjmnh2vWLPO2Trjst19P17Hj427EiHcqqjnr88/PcsceOyTjWPbfv6f75z+nJH6FpXGphg8fHoze6o+WW+ii9Wm9Wn/SI8PqDF5n8v4+6ORDZ/71QVdJ999/f/BcI75Pukq6/fbby/IqqRx9+t7zbsQNe2eESI+z13AT+p/pFi+szNaHqQ8QfenDD7xuJb344ot+kXqjh8fPPPN+0KS1RYveWUGiRbeAOnR4zA0Z8mbRnhnE17/33t1X2XQ2Xr4mH34433Xu/ETWvp9//hj30UfJhfVnn33mbrvttqy5HHJd6hp5oK5F29N2tf2k6IxeZ/bx7erM/6KLLirpCZBaUMXHitOi53tnn312RTynKTvLL8Gnv9Db9b9wi4wg6fPXjd3rY7sFzYLr4l/F1LWUQmm2Uk9mzZqV0TpEQ0yUKzVxnThxlrvmmmfdQQc9kPVjHC6nnz7S9e8/zX3yif3Wir9OXe3UJV7WN2rUjOCKKV6mbduhbsqUZFqc6Gx3yJAhwUROfpPR+KIZAzWaqubN7t27dzBpkAY2rKnDqOjf9brKqbzep/f7c3HHF21f+6H9SeIsXM2/FVQ1tXDSFUGSLZz03TnhhBOyjvmggw5y06ZN84sjT0sW/8dNeegS17Pj2hk/+kOu3NXNfqP2fml+SNS1lEJptlIPNABa8+bNow++RktN8gtXTMuW/RD8AN9ww3Pu0EP7Zf3gh8tJJz3kevX61/Ive34tXvz1aKnrBz9ezqfwCV9T8OlKSftfbGr+rCHcd9xxx6wfNS16lqEZ5NRhT63hiknr03q1/tqGuNF+af+SaKY9b948d9ZZZ2W17NOVwcSJE/3iBVFfFT0D8vuq6PgeeughvzgKtODz99yYu4/O+vF/4p+Hu2+/zh6poNQBsSrlsRcJUIet8MOvFi6VOmyE5sSYOnWOu+WWF9zhhw/I+uEPFw193r37K+6991Z9j95/rxaFUW0PuOsKEAWP3vuPf0xK5OF/eBbuzxSnRRM66VZKqYeR0fa0XX9CKS3aT+1vEp1HdeavB/3+NnWloCuGQg0cODAYpyq+bjU7V6fZJIIRK3389lg39JrdMwLi2T6n+sUIkFJQ+/r4UCWjRo3yi1QsNYG9444XszrlxReNYHv33S/VepsrXrZZs5W9wmvrDV5XgCTpmWeeqfEWkkYA0LOtQjuBFkrb137UNCKB9lv7nwRt078S0xWDrhws40xpRFy/I6y+N6ecckrRr+ZQux9+WOreHHene+C8nwUB8eqTN/tFCJCkqZVM/CxKExCl1TvvzHP33PNyEBh+iGjRFYuuYHzxMrffPjn6/8cc82CNo9+WOkD0o1XT/feWLVsGndfKkfZL++fvs44jiR9hXRFcf/31wRVCfHv67A8aNMgvXiM1AtBcHP6Iwfvvv39ZNTapNhqIcd7sf/n/HCBAEtamTZvoi6CpRavl0nvmzK+CW1gnnDAs+rFX34uabkvFA+Hrrxe7Aw5Y2WdDzzB8pQwQTWfqPzRWM9r6mPvcQvvpNyPW8SQ1TavCSVcK/lwbuqKobboBXTlp9r8NN9ww4z0aDLRfv35+cZQRAiRBmjUs/DKsv/76bvr06X6RqjB79oKgQ6L+tyZ+IGg8qvC/9dB+0aLMFkV++STomYGuFuM/aDq7/vvf/57I84QkaX+13/7VgY4vqWPRFcN+++2XsT1dWZx++ukZzY1HjhzpGjVqlFFOIzRoegNmTSx/BEhCNAhdvOVIr169/CJFoXvMmnSqe/fuQa/co446qs7ezXpd5VRe77Pcoy42PxDUye93v+sb/ZsCpa7yxTZ79uys5wgaWFD/Xsm0//7Q5jrOpI5LE6L17dvXbbXVVhnb1JWGwsvfFy1/+MMfmLe9gsQDpK6lVEq3pQRpqJLdd989+lJoOIpimjRpUvCA8oADDsgaxiHfRe/XerQ+rbc+1BQIAwe+Hv2bOjVqLKu6yhfLW2+9lTG8vho/aN6VSmlyvSo6Dh1PvAmujlfHnZSFCxcGE6Gts846WZ+/cGnSpEkwLw4qix8UtS2lUrotJUhNKsMvhlqnFGMk0Pfffz/44u+0005ZX766lnx7N2v92o62Vyo1BYI6MrZuPTD6965dVzaNral8Mag5bLwprJrApvVHTccVb4qs4066+bE+U8cdd1zG501XI/fdd1/QTwqVpz5Coi7lsRcF0EQ84ZdDPYMLPat/9dVXg8t6v2VKuGy22WbBl1ItYIYOHepee+21WvuY6N/1usqpvN6n9/vr1KLtabvaftJqC4SHH34n+neNYRU2A66tfCFGjx7t1ltvvej4d9lll9TfStHx6TjDY9bxqx6SFn82oibuqFwESBHpXnL8DFYdnqx0S6GmQey0qMdv165dgyHhi0Hr0fr8MYbCRfuR5C2O2gJBTX7jTYIvv3xFP4baylvpzDseHvvss4/7/PPP/WKppOPU8YbHrnpI+kpEt3TD7f3rXzU3D0VlIECKRJfgLVq0iL4YGqPHct9cLU8uvvjirDk7dKmvh99vvpndrLWYtH5tx29Sqf3RfiXRMqauQFBnwvA1DbSoCaHqKp8vHW889PVgV/fsq4mON/5AW/WR5OeMAEkPAqRI9Nwg/FLotpCls9b48ePddtttl/HDvemmm7rrrrvOzZ8/3y+eKG1P29X24/uj/dN+FlNdgaB+I+3aPRS93qnTyrGuaiqfD10xxh+Y60y82sIjpOOOX4moXpJqnUWApAcBUgQaQC4+VMmjjz7qF6mTrlS6dOmS0TJG/19zPpQ6OHzavvbD3zftr+UKqyarCgTN6xEvs6ryuVDntfgPpp4FaJDAaqbjjz8TUf0kMTwLAZIeBEiBNLtf/Kqhc+fOfpE6aYa5Vq1aRe/XomcRmn2unGh//Gck2u9izJCXSyC0bz8yKzzqKr8q8U6CW2yxReofmOdK9aD6COsmiaF3CJD0IEAKpDkawi+D2rLnM1SJeuT6P8oKoCTO+opB+6X9i++v9r/QiYxyCYRXX/00KzzqKl8XDeMRDrWhq6m0NtW1Un3Er6iLPewJAZIeBEgB1H49/CKo9crbb7/tF6mV2sTHh3DQUCeVMr+B9lP7G+67jqOQfiO5BkJNswzmS8+m4mNb6dkVssWf6am+LM/0akOApAcBYqRmrfGhSnr27OkXqdXcuXMzOgTqoXuljTaq/Y33IdHx6Lgscg0EtcBSS6xcy9ckPqquWh4V6zlO2qhe4i2zVG/FQoCkBwFisHjxYte4cePoS9C2bVu/SK00f3T8tpWGu37nnXf8YhVB+x0fql7HVcr5sfP19NNPR/uqgQU/+ugjvwhiVD/xARhVf8VAgCApFREgapUUfgE0UGGuLaV0VnfYYYdF79UZfKWGR0j7H78S0fGV41m9nt9oQMlwP2+55Ra/CGqgegrrTPVXjOdzBAiSUvYBogeK4YdfQ5Xk02tXTV/D9+oZwpQpU/wiFUnHEX8mouMsN926dYv2T/NjJDWMedqonuLziageC0WAICllHSC6pI93rMvnh1Kd7+J9KSrlgXmudDzhsek4i93ZsBBqGRcfUjypqV3TSvUV1p3qMZ+WhjUhQJCUsg0Q3ZaJTxGquTVyvVWj4T8K6StSKeJNfHW8SQx7YhFvLae/IfIX/+yrPgtBgCApZRsgGtYj/NDrKuTjjz/2i9RKY0iF79WD5mLcRy5HOq54AwEdd31bunSpa9iwYbRPTz31lF8EOVC9hXWo+lS9WhEgSEpZBoiec+h5hz7w+XasUnPfcGBE3doptx7mxabjC2/V6bgLGcVXMxN+9539h0oGDx4c/VhpaA7YxYd+Ub1aESBIStkFiFpYbb/99tEHXi2w8hEfkr1Tp07+y6mk4wyPWcdv8dZbn7vmzXu5Qw7p6+bMsQ9w2Lp162hfhg0b5r+MPKj+wrpUvVoRIEhK2QWI+niEH3b1/VAfkFzpyxEOmaHbXsWYmbAS6DjDxgY6fsuPRK9e/4o6C44e/W//5ZxoiJXwylFDlKf11mGpqP7Coe9Vr9YhbAgQJKWsAqRHjx7RB11DleR7O0Yz+oXv1zOUahJ/ZqR6yNf990+NAuTxx9/1X87JbbfdFu2DphlG4eLTNat+LQgQJKVsAkTjWsVnqevePb9hMzQ2VDgNrSZnyrWzYVroeMNJqVQP+Y6VVYwAid+zz6e/Dmqnegzr1PpMiQBBUsoiQNTOXSPrhh9yzR2er2uvvTZ6v2b4q0Y67rAOVB/5KDRANLdFGOAaLQDFo/oMTwwsc6gQIEhKWQSI359Bc37kKz7SbpLTg5YzHXdYB6qPfBQaIMOHD4+23b59e/9lFED1Gdat6jlfBAiSUu8BotkE43NFaLbBfE2ePDn6gqhfRDWL9wtRveSq0ACJj1c2YMAA/2UUQPUZ1m2+rRKFAEFS6jVA1DkwPjBgvrddQldffXW0jltvvdV/uaro+MO6UL3kqtAAiY/fVMy5LLBiTpWwblXP+SJAkJR6CxANS3LQQQdFH+wDDjgg56FKfC1atIjWM23aNP/lqqLjD+tC9ZKrQgJE0+yGV5E777yz/zKKQPWq+lU95zutMQGCpNRbgFx//fXRh1pt3a1zRXz77bdu7bXXDtaz+eabux9//NEvUlV0/KoH1YfqRfWTi0IC5JVXXon+lppyGMUXn8pZ9Z0PAgRJqZcAmTRpUtThTMvDDz/sF8mZnpmE67H0f0ijeH+YXJ8pFRIggwYNirZ36aWX+i+jCFSvYR2rvvNBgCApJQ8Q9ZoOmyVq+fOf/+wXycv9998fravaOg/WJt6pUPWTi0ICJP4Mqk+fPv7LKALVa1jH+TzbEgIESSl5gMQ/zL/61a/yGqqkJhdddFG0viFDhvgvVyXVQ1gnqp9cFBIg7dq1i7ZHB8JkxDsUqr7zQYAgKSUNkPjVQoMGDYrSX+Ooo46K1vnaa6/5L1cl1UNYJ6qfXBQSIK1atYq298EHH/gvowhUr2Edq77zQYAgKSULEM3lHZ+G9d577/WLmDRr1ixa5xdffOG/XJVUD2GdqH5yUUiANG3alL9BwuJ/U9V3PggQJKUkAaKhSvbYY4/oQ9ymTRu/iJlG7A3Xy+ivK6gewjpR/eSikADhb5A8y980RIAgKSUJkIMPPjj6AG+77bamoUpqEz6QV5NVrBQ2bc51XKpCAiT8G6yzzjr+Sygi1W8+f9MQAYKkJB4g6ocQfni1jBgxwi9SkJ///OfBejfeeGP/paqm+lC9qH5yUUiA8DcojXz/piECBElJPEAk7NimRVcj1h7nNeEKpGZcgaQPVyAoNyUJkNmzZ0czq2m54YYb/CJm3H/PZrlfXkiA8DdInuVvGiJAkJSSBIjo1lX4IV5rrbXyGim2LrTCykYrrPShFRbKUckCROLTc+64445FmbOcfiDZ6AeSPvQDQTkqaYAsWrTI7b777tGHWR/sQtETPRs90dOHnugoRyUNEHnjjTeCXujhB7pXr15+kbwwFlY2xsJKH8bCQjkqeYDIPffcE32g1Tt9+vTpfpGcMRpvNkbjTR9G40U5qpcAkWOOOSb6UO+5555Bb3UL5gPJZJ0P5O67R7tGjc4Jlkceecl/uU7MB5I85gNBOaq3APnyyy+DXunhB/vcc8/1i+SMGQlXss5IeOutvd2mm+4fLEOHjvZfrhMzEiaPGQlRjuotQGTChAlujTXWiL4Yo0aN8ovkhDnRV7LOiX799Te61VdfO1gGDBjov7xKzImeHOZER7mq1wCRq666Kvpw69bLnDlz/CKrpD4l4Tr22msv/+WqouMP6yKfvjZdunSJ3te/f3//5VU655xzovcPGDDAfxkFUH2Gdat6zhcBgqTUe4AsW7bMNW/ePPqAH3LIIaahTho1ahStoxjzjFQiHXdYB6qPfBQaIMOHD4/e3759e/9lFED1Gdat6jlfBAiSUu8BIrNmzXKbbLJJ9CG/6aab/CKrdO2110bvv/DCC/2Xq4KOO6wD1Uc+Cg2QefPmudVXXz14f75jNaFu4Vhjql/Vc74IECSlLAJE4mewGurkxRdf9IvU6f33349+wDbccEM3f/58v0iq6Xh13OEPjeojH4UGiOyzzz7ROuhQWBzxDoSqXwsCBEkpmwCRDh06RB/0hg0bugULFvhF6hTv/1BtnQrjnQct/WGKESC33XZbtA4NW4PCxYf/Uf1aECBISlkFiIY6ibfmOfHEE/0iddKXI2xOuummmxZlrK1KoOPU8eq4dfyWH4liBMhnn33m1lxzzWAdGn2ZkXkLo/oLR7FWvap+LQgQJKWsAkRef/11t+6660Yf+HyHxvj9738fvbdTp07+y6mk4wyPWcdvUYwAkdatW0frGTZsmP8y8qD6C+tS9WpFgCApZRcgctddd0Uf+A022MDNmDHDL1Krt956K3iGoveqj8nUqVP9Iqmi4wv70ui4dfwWxQqQwYMHR+ux3rPHCvFnSqpXKwIESSnLAJGjjz46+tDvv/8hyy/nl/hFanXxxRdH71W/iLTeStFxxft96LitihUgS5cuDZ5fhet66qmn/CLIgeotrEPVp+rVigBBUso2QDSBzrbbbu/WX38Ht9lmLdx11+XeOe2bb75x2223XfSl6dy5s18kFXRc4THqeHXcVsUKELnvvvuidbVs2dJ/GTlQvYV1qPosBAGCpJRtgMjEiS+5rbduvfwM7EzXuHEX98ILs/0itRo/fnx0a0fLQw895BepaDqe8Nh0nDreQhQzQDQw5lZbbRWt75lnnvGLoA6qr7DuVI/WgUZDBAiSUtYBIrff/oRr0qRbMMz4oYf2W35lktvoshL/UdSw8VOmTPGLVCQdh44nPDYdZ6GKGSDSrVu3aH1qWbdkSe63IKuZ6ineElH1WCgCBEkp+wBZtuwHd9ppj0RzVXTs+LjLdcR2DYly2GGHRV+ezTbbzL3zzjt+sYqi/ddxhMek47MM/eIrdoDo+cxuu+0WrfOWW27xi6AGqqewzlR/xXh+R4AgKWUfIDJnzkJ34IF9ohDp2zf3uc/VGTH+oFlDyFdqiGi/40Pg67jy7WxZm2IHiDz99NPROtWa7qOPPvKLIEb1o3oK60z1VwwECJJSEQEiY8fOjAJk//17urfe+twvUqu5c+e6nXbaKfoS6Qw+36FS6pv2N37loePRcRVLEgEiJ5xwQrTegw8+uChXS2mkelH9hHWleisWAgRJqZgAkS5dJkQhcvTRD7pvv839vrrGhoqP2KtnCJXyYF37GX/moePId6yrVUkqQDSXRXygzGuuucYvguVUL2Edqb6KOacKAYKkVFSALF681P3hD0OiELniivxa92goiPjtLC1qCluM+8xJ0H7Fm+pq0f5bh7SoS1IBIo888kg0xIxajD377LN+kaqm+ohPrKb6KiYCBEmpqACRGTO+cE2b3h+FyKhRufdSF00H2qpVq6wf5XLrsa798cNO+53vdKa5SjJARFMWh+vfYost3AcffOAXqUqqB9VHWDeFTO1cGwIESam4AJHBg9+IAqRFi95u1qz8Bk3U/Wb9YMb7iej/a7a3+h4GXtvXfvj7pv1N8vlB0gGiq6n40By77LKLaW6LNNHxqx7COlH9JHE1TIAgKRUZIHLeeU9GIXLyySPckiX5/7iq8128x7oWjWqrodFLHSTanrYbjqobLtq/QjsJ5iLpAJHZs2e7bbbZJuMHc+HChX6xqqDjjgeq6kX1kwQCBEmp2ACZP3+xO/zwAVGI3HZb7vN/x2n4D40hFQ7AGC6anEkz/CU9Pa7Wr+2Ek0GFi/ZH+1XI8CT5KEWAiI43HKJci1oeVVuI6HjjLa5UH0l+zggQJKViA0RefvmT5WdxPYIA0f9OmmTvZ6BRbONDwccXPYvo2rVrMNR8MWg9Wp//jCNctB/WUXWtShUgoln21ltvvWh7OhP//PPcm2VXMh1n/MpD9ZD07I0ECJJS0QEid9/9UnQVoqFOvvxykV8kL6+++mowo184Pa6/qC/Gcccd566//no3dOhQ99prr7k5c+b4qwno3/W6yqm83hfvyxFftD1tV9uvD/ERjPv16+e/XHSjR4/OCBE9C0j7g3UdX/yZh45f9ZC0Y489NtomAYJiqvgA8Yc66dQp96FO6qJ+FmqbH++AmMuy0UYbZf1bXYvWr+0Uu19HLnTPXdOktmjRImpmq0UD+CV9VizaRvx21pZbbpnaJr46Lh1feKw67qTrWI0uevbsmTFB29ixY/1igFnFB4h88sl/XMuWK4c66ddvml+kIJMmTXJXX321O+CAA9zaa6+dFQL5LHq/1qP1ab2lNnPmTHfzzTe7/fbbL2vf/OWPf/xj4sOP6FZd/MG6WpwpUJNscVZKOg4dT7xVnY436VuUzz33nNtzzz0z/p46SdDfHyiWVASIjBnzXhQg+Q51ko9vv/3WPf/886579+7Bw++jjjrKHXjggcHAdzvssEO06L/173pd5VRe79P7S+3tt98OWnjtscceWSERLjo71r15vxWYesDrvYsXL/ZXWzS6Etp7770ztquHzEm1SioV7X/8YbkWHWeSx/Xhhx9mPPMIl1//+tfuySef9IsDBUlNgMi1146PQqRNm8F5DXWSNnqWcuWVV2aMiOsvaiJ83nnnBWerP/73vp+CQoERHzpFy/bbb++GDBnibaV4NIx5vLOhFg0s+Pe//73ihoLX/mq/4wMjatHxJXUsOjG56qqrXIMGDTK2qdkMK2XIHlSeVAXIokVL3XHHrRzq5KqrnvWLpNrkyZPdJZdckjGlrL/omcull166yrlRdOtKt7D89+v2W5IPYjWMR3zsLC2aH2PcuHF+0bKk/YzP56FFx1Ps4UniBg4cmDFKsxaF1w033FDwZFRAXVIVIOIPdfL44+/6RVJDVw26etCZrf8D4v8A6+xULcLypQe98WanWnQ//4wzzkis6a0GEoyP4hsumuZ1zJgxfvGyoP2KT0MbLjqOYg6MGPfyyy+7Zs2aZWxPzzlOPfXUWlsGAsWUugCRQYNWDnVywAF9lp9NF2fOjHKwdOnSYMrTs88+O2MMJX/RA1T17Zg+fbq/irwpqPr06ZO1PbU4u/XWWxO7LaPj3HXXXbOOTc8Rhg8fnsiwH/nQ9rUf/vMbLdrvpKby/fTTT91pp52W1dR8//33X+WVJVBMqQwQ3c4/99zRUYh07vyEX6SifP/9EvfEE0+4008/Peshd3xp2rRpcO89qSbBGshRt7/WWWedjO2qb8OoUaP84kWhcFJT43gT2HBRU1gFadLNYX3anrYbb4IcLtpP7W8SoarAUgs6f9SCrbfeuiR9dwBfKgNEvvpqsfvf/+0fBEj79iP9l8ved98tdc8++7674IIH3I47HubWWiu7f4nOQPVM4o477ki8uW3ce++954455pis/dH0uknN9qh7+ffee+/yutgxa7ta1PKtffv2bsCAAUW/ZaT1ab1av7bjb1uL9kv7l9QzBz1D8fskqX/HFVdcUbLhbgBfagNEdOtK09/OnVsZXzA1AlBz5EsvHeuaN+8VhN9uu12y/Ky2tVtvvRXPONZcc013yCGHuPvuuy+ReUHyoSlXf/WrX2X8qGkMr7/+9a+JDUapW3hqDda6deugLvwf8nDRLST1wFajgt69ewcNDNQTXLd/aqJ/1+sqp/J6n95f0y20cNH2tR/aH+1XEjRGlv7e/rY1akHae+6j/KU6QCrBwoXfB3OanH/+GNes2YrQiC+NG9/oGjU6xbVt++fgh+3LL7/0V1Gvli1b5u6+++6sW2saskUhp9eTogDV7aJ999036wc2lyXfUQPCRdvTdpMMcP2dNay/H5JNmjQpyejMQC4IkHqgkYRHjpwePJtRp0c/NLQoTC68cIx7/PHpy0MmuU58xfLVV18Fsyf6P3jqwFaK4Un0g6sH2vrR9ZvRFrpofVqv1p90gOtK5s4778x6vqJAVmfUJAMZyFfVBUj8R3rvvbu76dPrntQoXr4Q8+Z964YNe8udffZjy89gaw4NTY512WXPuLFjZwbT91YiDdFx6KGHZv0IayDJpB7u10QP/DWr44MPPhgMG6Pe2RoZoK5RA7SonMrrfXp/UjNA1kTjVO2+++4Z9aZbgursmdQtQaAQVR0gWjp2fNwvkqGQAPn004Vu4MDX3RlnjAzCyt+2lgMP7LP8B+tZN2HCh+7779Nzdjly5EjXqFGjjB9Dtd66/PLLq27+j1VRo4Sjjz46K3QPP/zwojTDBpJS9QGiZcqUj/1ikXwDRA/u+/R51Z1yysNZ2wmX3/2ur7vuuglu8uSP3NKl6Rg0sCZqdqpmxX6zU43227dv32j4lGqlqxs9rPcH6NSDezXbBsodAbJ8Oemkh2odAj6XAHn//fmuR4+p7sQTh2etO1zUpPjmmycGk2D98EMtG0spPWxWHxa/45tGBH7xxRf94qmn4FSDCL9j5sYbb+y6deuWSB8SIAlVHSDxVk9qPluTugJk3LgP3LHHrhx7y1+OOGLg8h+Eye7VV2tuOlptXnnlFde8efOMH00NvXHKKacUve9GudKIzH7PdQ0N06FDBzdvXt3P44ByU9UBcvvtk6P/f8wxD9Z4O6muAGnVakVHxfii9dx115TEhpNPg0GDBgUjAcd/RDX4n2ZtTKojXn3TEO7t2rXLOGYtGj/LMkYZUA6qOkC+/npxMFZW+N9DhrzpF68zQMLh49u2Heq6d3/Fvftusk0800TDj6u1U3xaWy3q0a3msmmxaNGiYEIp/zjV+ktTHQOVrKoDRPTsIvxvzamu3uB1lff55ZGfWbNm1TjyrprUTptW3JklS23w4MFZV1qaZ0WDXCY5QRdQKlUfIJp0Sq2iwn9ToNRVHsmYOHGi22uvvTJ+bPVs4Kyzzqq4ZwPqP6J55uPHomc9J510kvv449pb/AGVpuoDRNRXI/w3debTQIx1lUcyNH94r1693C9+8YuMH19NyJTUCLfFNHfu3GDARb+1mYY+mTRpkl8cqHgEiFN/hWWudeuB0b937bpyePCayiNZCxYscBdddFFW/wj1GB89erRfvN4p2Lp27Zo1tpaGdn/ggQeqvr8L0osA+a+HH34n+neNT/XJJyuGsKitPJL37rvvuiOPPDLjR1mLRsCdMWOGX7xePPbYY27nnXfO2D/1uP/b3/5Gj3ukHgHyX+rc16bN4Oi1yy9fMZtcbeVROk899ZT75S9/mfEjrauTCy64wH399dd+8ZJ4++23XatWrbLCrU2bNm7mzJl+cSCVCJAYdSYMX9PYVZpfva7yKB2NUvvPf/4zeB4S/8HefPPNXc+ePYPnJ6WgUYf/8pe/BIMcxvejcePGiU1hC5QrAiRGt6rbtXsoer1Tp8frLI/S++KLL1zHjh2zho3XHPATJkzwixeNhlG/5557suY90X/r3xlmHdWIAPE8//ysjDKrKo/68cYbb7iDDz446xbS8ccf7z788EO/eEHGjRsXXGHEt6MrEF2J6IoEqFYESA00h7ofHnWVR/0ZMWKEa9iwYcaPe4MGDdyVV14Z9HYvhJ5laFpbP6T07EPPQIBqR4DUQIMf+uFRV3nULw0bf+ONN7qf/vSnGT/022yzjRswYIBffJXUeuqyyy4LWlPF16fWVmp1BWAFAqQWmm6WAKksc+bMcX/605+CXt/xH/5mzZq5l156yS+eRf011G9D/Tfi71f/DvXzUFABWIkAqYVaYPmzCKIyKCyaNm2aEQLqHa5w+fTTmofWnzx5ctBj3H+PeparhzmAbFUXIKge/fv3D25jxUNBt7luuumm6GpCY1OdfPLJWVctGstKY1oBqB0BglT75ptvggfq6667bkZA6MG75ufQ6Ljxf9fouQ8++KC/GgA1IEBQFT744APXtm3bjLCIL5qvQ/N2aP4OALkhQFBVxo8f75o0aZIRHroS0YyBAPJDgKDqaNiTc845Jxjdd+DAgf7LAHJEgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJj8PxMtTrHIffNNAAAAAElFTkSuQmCC)
PN: 3H32-3-8S
CAS: 2149602-35-5
Molecule Weight: 168.147
Formula: C8H6F2N2
![2-(Difluoromethyl)-8-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-3-9B
CAS: 2149602-37-7
Molecule Weight: 182.174
Formula: C9H8F2N2
![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
Melting Point: 74-75 ℃
TSCA: Not listed on TSCA inventory