![3-Bromo-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-B-1M |
| CAS | 1355171-42-4 |
| MDL Number | MFCD17168285 |
| Molecular Formula | C9H4BrF3N2O2 |
| Molecular Weight | 309.042 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-B-1M
CAS: 1355171-42-4
Molecule Weight: 309.042
Formula: C9H4BrF3N2O2
![Ethyl 3-bromo-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-3-11
CAS: 1160474-86-1
Molecule Weight: 337.096
Formula: C11H8BrF3N2O2
![3-Bromo-8-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-B-22
CAS: 1355171-41-3
Molecule Weight: 309.042
Formula: C9H4BrF3N2O2
![6-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid monohydrate](data:image/png;base64,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)
PN: 4H58-3-90
CAS: 1858251-06-5
Molecule Weight: 248.161
Formula: C9H7F3N2O3
![6-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-3-Z2
CAS: 1018828-69-7
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![Ethyl 3-bromo-8-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABSdAAAUnQEHzFQfAAACgnpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXi/EDGBwlqbJUlSa1m9R20t5NDnFSpAAVkKdvvzMQGpIMBOT8cD9zzv/OTB6OyRb2Ji/iLJ06jFAHTBplqzjdTJ3f70+j0HmYTSJ0Qse0mDofZfk5dt3D4UCiD5PoY5aSKEucen58LOKOz0GQLN+4nFLm/nl5fquYUZwWpU4jg1QRj4tq8DmLdFlF8Z9XuInO93Hq1u5uku/r1f5yam9KjsXK+drLAufmiMI63hpYZ3miS9hzSvCm32BjUpPr0qxgecJhQTzc+2zy8phFu8SkJTbtCnGkt29lvotwIMm2JtrhYtj48Th1EoaALrNknuf6BLZlhzUDzUEL0B5oH7QEHYAOQSvQjOKD8wwdGHowdGHow9CJoRdDN6ZQg62xQbyfPg3uBBbwq3l+wqK9bPt7jj9P9sL/kk+dkSBCKQkjTiS3FiUNraVEsIs+I5xTDzhh3JcgiK8oB48oLhRIwv1Ank0z2Lg0ACPSU8F5ruU8WXmKUOAeTnU4KkDMhiOk/2UZEZSHgFIIqtouRkl9qaz1RTXNRcDbLtI0qG3odfu+FwYwQg2ZEBhdECCGgTA0Ta82qJjbSjabLLN0ddGEeDV1lsyptHw164I3cjqQ5SuTY4XYBazrJcC7gBW/HxBdwKZKP+B1AZtYLcDvAf4NIPvfILuATdoWmN8Dgi5gU7wfCLuALYh+QHWBqnz6CTvfka4qtwHmWu6qPAeYK8Xrch5gxM3+B5Er2esTY4Dxb4QcRK60rw+l/nRhwa04AxnGrhKgPvMGGHWHCQeq8ToJZH2m3jLuRfm759Mdmzcnv3vxWXDxYzj7B4fnE3f3brPmAAA3N0lEQVR4Xu3dCdxVc+LH8cYyIetYpj8NYZQlon0hQhIZzVQYokHWETWkUrYKNVkqWyGKmMg6hCRJQhGZEk20aKJESUqr3/9+z73ndu/vuc9z7/nd+9z18369zkue3+8u5z73Od9zzm+rYgAAcFDF/gEAAKkgQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAJS8EZdWqXBDYnwyAEqeHRj2hsT4ZACUPILCDZ8YgJJHgLjhEwNQ8ggQN3xiAEoeAeKGTwxAybMbzWlATw2fDoCSZ4cGAZIaPh0AJY+wcMMnBqDkESBu+MQAlDwCxA2fGICSR4C44RMDUPIIEDd8YgBKHgHihk8MQMkjQNzwiQEAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAQsXr5fDNzfH+z/ucf7CIkQIAAQMTkxzp73XlnTfinXYQECBAAiHjz4XO8ANFVCJIjQAAgggAJhgABgAgCJBgCBAAiCJBgCBAAiCBAgiFAACCCAAmGAAGACAIkGAIEACIIkGAIEACIIECCIUAAIIIACYYAAYAIAiQYAgQAIgiQYAgQAIggQIIhQAAgggAJhgABgAgCJBgCBAAiCJBgCBAAiCBAgiFAACDiqTvPMT3PrGImPU2ApIIAAYCI3lefY+ofVMU8ch8BkgoCBAAizjnnHFOlShXTvz8BkgoCBAAiCJBgCBAAiCBAgiFAACCCAAmGAAGACAIkGAIEACIIkGAIEACIIECCIUAAIIIACYYAAYAIAiQYAgQAIgiQYAgQAIFpwsGKtkJVDAFi/y7sLZMy+2wASoJ9ULK3QkWABJPZZwNQEirjYJQPiilAsiE7rwKgqGTzIJVNBEgw2XkVAEUlmwepbCJAgsnOqwAoKtk8SGUTARJMdl4FQFHxD1KJtkJWTAGSaMu0zD8jgKJnH5gqOkgt+3Kaebb/0eap3jUztj3yj5rm8nY1TYMja5qaNTO3/fa3v/UCZOeddy5Tlu52XP2apttZNc2Tvcruj+v20qDmZs33i+I+b/v3UdHvJl2Zf0YARS/IAenj8QPKHMjS3e6+oIr5S+Mq5ve7VfEO+IWwHbhPFdOpRRUz/JKy+5POtvCTF+I+b//n2ZCdVwFQVIIcpLZs2mAWfPycmffeqIxtn00dZSa/Mso8/dQoM2pU5rZ69ep5B/t27dqVKUt3e3bsKPPOa2X3JZ1tyZzX7Y870O8mXdl5FQBFJZsHqWwqpjaQbMjOqwAoKtk8SGUTARJMdl4FQFHJ5kEqmwiQYLLzKgCKSjYPUtlEgASTnVcBUFSyeZDKJgIkmOy8CgAUgGIIkGwiQAAgggAJhgABgAgCJBgCBAAiCJBgCBAAiCBAgiFAACCCAAmGAAGACAIkGAIEACIIkGAIEACIIECCIUAAIIIACYYAAYAIAiQYAgQAIgiQYAgQAIggQIIhQAAgggAJhgABgAgCJBgCBAAiCJBgCBAAiCBAgiFAACCCAAmGAAGACAIkGAIEACIIkGAIEACIIECCIUAAIIIACYYAAYAIAiQYAgQAIgiQYAgQAIggQIIhQAAgggAJhgABgAgCJBgCBAAiCJBgCBAAiCBAgiFAACCCAAmGAAGACAIkGAIEACIIkGAIEACIIECCIUAAIIIACYYAAYAIAiQYAgQAIgiQYAgQAIggQIIhQAAgggAJhgABgAgCJBgCBAAiCJBgCBAAiCBAgiFAACCCAAmGAAGACAIkGAIEACLOOussAiQAAqTYzZ1rzBVXGFO7tjHVqhmz007G1KplzOWXh8sAeN544w1TtWpVL0D22WcfM2vWLLsKLARIMRs40Jhttw39lqsk3lQ2aJD9KKCkzJ8/35xxxhlecMRu24b+Pi655BKzYsUK+yGIIECK1ZAh4ZD4zW+MufhiY6ZPN2bNGmPWrjVmxgxjunQJl6nO0KH2o4Git3r1atOjRw/z29/+1guMbbbZxvztb38zU6dONaeccko0SHbffXdz9913m40bN9pPUfIIkGL09dcm9FcRDodHH7VLt1KZ6qjukiV2KbKofv0R3nbiiaPNzz9vsIs9fh2kZ8uWLWbkyJHm97//fTQkmjVrFjqvmhFX7+WXXzaHHHJItE7t2rXNq6++Glen1BEgxeiGG8LB0KGDXVJW+/bhun362CXIIj8ctA0f/qFd7CFA0qeri/r160dDoUaNGmbMmDF2tShddQwePNjstttu0ce0adPGfPHFF3bVkkSAFKOGDcOhMGGCXVLW66+H6zZubJcgi2ID5LjjHjWrVv1iVyFA0rB48WLz17/+NRoCO+64o7nxxhvNWt3STcHy5cvNxRdf7N3m0uO33357071799DvaZVdtaQQIMVojz3CofDDD3ZJWWogVN0997RLkEV+OHTr9pr337vues+uQoA4WLdunbn55pvNTjvtFA0PddVdtGiRXTUlH3/8cSjgj4s+11577WVGjBhhNm/ebFctCQRIMdpuu3AobNpkl5SlhkHV1WOQM344zJv3vWnQYIRp2vSR0FnvzwnrIDVPPfWU2X///aMH+2OOOcZMmTLFruZk7Nix5oADDog+d926dc3bb79tVyt6BEgx4gqk4MSGQ69eE71/9+8ff7AjQFLz0UcfmWOPPTZ6cN97773Nww8/7DWeZ5Kubm699da4q5sOHTqYhQsX2lWLFgFSjPw2kDfesEvKUjuJ6jZqZJcgi2LDYdGiVaFf4UOhX8nDZvHiHxPWQVnLli0zF110UbSdQt1zr732WvPjj1s/w8rw9ddfm3PPPTcaIjvssIPp27ev+fnn+CvIYkSAFKPevcOh0LGjXVKWemqprnpuIWfscLjllsne//fu/Wa5dRC2YcMGM2jQILPrrrtGD+Knn366mTdvnl21Ur377rumQYMG0few3377mccff9yuVlQIkGK0eLEx228fDoaKvsCjR4fraByIxo4gZ+xw+OabNaZJk4e99hC1iySqA2P+/e9/mz/+8Y/Rg/ahhx5qXnvtNbta1vz666/m0UcfNdWrV4++pyZNmpjpGshbhAiQYnXnneFw0GjzSy4Jjz5Xl8V164z58ENjLr1060j0u++2H40sSxQOgwa96/3s6qvDB8REdUrVZ599Zlq1ahU9SO+xxx7mnnvuyZvR4j/99JPp2bNndJT7b0J/a507dw6dGHxjVy1oBEgxGzDAmG22CYdEok1lt91mPwo5kCgcVqxYa5o1G+n9/JNPvk1Y58cffzGnnPKEOe20J0PnDNPMzJnfhM6C46oUlZUrV5quXbua7bbbzjswa76qyy67LG/nq/ryyy/NmWeeGQ26nXfeOfQnd5tZv369XbUgESDFbs6c8My7hxwSnol3xx3D/w790XllyAuJwkGGDv3A+3mXLi8lrLN69XpzwgmPRcu0KVBuv31q6KJzqdm8ObM9j3JF4yzuv/9+s+eee0YPxieccIL59NNP7ap5aeLEieaII46IvveDDjrIPPfcc3a1gkOAAHkgUTiIrjBatIgPCNuaNRvM+PH/Nf/4x4ToFYu/aW6tW29920yb9rXZuLEww2TSpEmmTp060YPvgQceaJ599lm7Wt7btGmTue+++8zvfve76L60bNnS/Oc//7GrFgwCBMgD5YWDjBjxUYUBEmvduk1mwoQvvd5bxx4bHyYKohtvfMtMnrzQrF+fwiDTHNPtn3bt2sXd/hkwYEDB3/754YcfzFVXXRW9Daf/XnHFFeb778OdJQoJAYLEzj7bmN13NybLXSFLVUXhoNl5dSVRUZ1EFBIKC4XG8cfHX8UoXDRgUWGj0MknaoDu1atXdHEnNUBfcMEFZunSpXbVtPzyyy/e2b+uZh566CFzyy23eJvGjvj/1s9Vrnqqn0lz5swxJ598cjQg1RFg6NCh3pVKoSBAkNgZZ4Qb2tu0sUtQgHT7SrexdDvrpJO2hpE2TZui21+vvDLPux2WK+oC+9hjj5n/+7//ix5UGzdubD744AO7qpMlS5aY0aNHe2t+xE7THmTT4/R4PY+eLxNefPHFuK7Ihx12WCjYJ9jV8hIBgsQ+/nhrDy7WQCgqalhXA7sa2lu3fiIuTDT25KqrxptnnnnffP999maanTZtmmnYsGH0ILrvvvt6B2mFSjq+++47M2zYsLjnjt00q64at9Ugr9l6FQ7+pv/Xz1WuevZjtel59fx6nXRoMOTAgQPjBkO2bdvW/Pe//7Wr5hUCBOXTqoUKEK2nnif964vFli2/mn/9a7aZPXu5XZRVOj5//PG33uy/6gocDpLh5oADOoUOZn80J554onnggQcqbfyCzuLPO++86EFTt6369OkTuhJaY1cNRL2zzj777DIHfg00VHvDuHHjAo9UV309To/X89hBpNdLt1fYt99+ay688MK46Viuu+66Sp+OxRUBUqo+/zz5lcXy0MFtt93CIcJgw4x68MEPvYP13/72gl2UUwq0u++eZBo3vjB0UNx6Nqx2CE1jrqVdtbZGutSe0K9fP1OtWrXoa7Rv394sWLDArhrIJ598Yv70pz/FHdxr1apl+vfv7zyFe3n0fHpePX/s6+n19T7S8eGHH5rmzZtHn3OfffYxjzzySMYnhEwXAVKqQpflXjC88opdEm/w4HA9NaineZmOMA3202SJCpDnnptrF+cNHQS16JJ9tq2tUaNG5o477vB6SgX19NNPx02FftRRR5nJkyfb1QLRGbp6Nmlgof+8p556asamb09Gr6PX819b70PvJ90rhyeffNL84Q9/iD5vvXr1zDvvvGNXyxkCpFRpIKGCIXT2VOHtqQ0bwnVUV9OfIC0a19GmzRgvPK67rjAaSuXz0BWrrhiOPvroMmGitTA0rbmmF6mIAqlFixbRx2kxpuHDh6e9GJMaoWPXN2/dunUopGfa1bJCr6vX99+L3pfeXzq0auJNN93kraLoP69ul2XiSjBdBEip0tWEf3tK82ZV5OWXw/VCZ1Vm1iy7FAGot5PCQ+0NGkVeiL766iuvwVc9pOwwqV27tjeVuVbu86mB+ZJLLoleHai9oFu3bmkvB6t5r/Q8/mtr8ah8Gd2t9xG7mJXeZ7rzdCkwFBz+cypQtNpiqsvyVgYCpJTddVc4GBQkau+oSOisyqt7/PF2CVL09NNzvPDQ7SvdxsoEjY148803vTP5ROMY9HON5K6sRnCthTFkyBDvykLtJLFhohHjRx55ZFw7h27z6GomXVr7Q7fR/OfVOiD5tv6G3o/el/8e9X71vtOlW1i6leU/r65yFNq5QICUMp0RqYeVgkEz9lZk7tytU8SPG2eXIon583/wxlsoQIYP/9AuTpkCQ72itPKdVtqLPWAn2zTFuLqmanW+yhj1rB5EDz74oNdzyx9l7W9qaH4lWXtbitTucvDBB3vPq9Hp+b7mht6f3qfer963S7uRTY3palRX47r/Gcde9WULAVLqxo8Ph4LGfCT7Al59dbhuzZrqRmOXohwaEd6x4zNeeFx88UteF94gdOtDjak6MPvdO2M3nYFqCVd1h40dx6D/V0+e2IOMv6l7qHoLjdfvvxIooNQdVa+lCRDTvX3jmzVrVrS9QwMO0+02my16n/4ASb1/7UcmqJHeD+tMPWcQBAjCo80VDC1a2CXxVq40Zq+9wnX797dLUY7bbnvHC4+WLUeFztJTH9+gwWW6PRTbC0ebbgtprYlXX33VrF692n5YQjrQaPGlf/zjH9Gzd39Tw/jzzz9vPyRtY8eO9Z6/fv36dpETnbn74aErmkJbe1zv1+/yq/3IxJWIaAldPWcuJmUkQBAeE+Lfnnr6abs03gMPhOuFLsnN//5nl8IyadKC6Chv/TtVL730Utz0Frvvvrvp0aOHmT17tl3VyXvvvRe6Gro4uuCRNs3LFHRwXUUyGSBqO9AU6H54LE/WZpen9L79ENH+ZKJNhABB7nXrFg6GAw4Ir1pYHnW5DJ0Be3U7dbJLEUNXG7rqUHjoKiQV6pl01llnRQ/qmvp78ODB3gSDleF/oZOAv//979HbIDoYad2NTMhUgOhKzG8w1xQnhXblYdP7135of7Rf2r90ECDIPXWp3HvvcDD062eXxnvrrXA9LYn7/vt2KUx4qhK1dyg81P6RyvTpuirwb1eprSObU3zrHn2zZs2iwdWxY8e0u4dmKkD8rrpqiC6UNo9ktB9+w7r2Lx0ECPLD8OHhYKhWTZMU2aXx/vzncN3QGVRRr6HqyF/DQz2v1AMrmWeeeSY6UKxGjRpe19ts04A+jTz3x2soULR2hatMBIgG4fndg/O9t1VQ2h/tl/YvncGGBAjyg25P1a0bDoZzz7VL4y1YYJaHvrgvhOp+NGqUXVrSYqcq0diPZNQt1+9dpdlf0zloZ4Ia5/2xG2qwd30/6QaIGv7V9VjPofEUxcgfJ6L9dJ32hABB/tCcRAoQ3Z6aNs0ujTO5d2/TNlT38H33TXv21GKh0eX+rLYadZ6M1r/ww+P8889P+354pmgNDn/98aZNmzrdzko3QDSXlB6vEd35NkgwU7Rf/oh17a8LAgT5pX37cIg0aFDh7am1odDwGwN7h8IExlx55UhTr94D3nxXmveqIjrT928Xde7cOe21LzJt+vTp0SsRtYkElU6AaN4s/7PJl+lJKov2T/up/XWZxZcAQX5RL5fQl9ILkdAZckW06I++vFrHQXMklbLhw0eGztqbmoMPvsjMmFHxRHf6rLSEqT67v/zlL2lPKFhZFHL+FVLQ3lnpBMgZZ5zhPVZTn5QCfyZf7XdQBAjyT58+XoCsrF7dbKqgC6nOmv0uln9Ww3qJ0vrWagT/zW+2Nf37D7OL42jNax1U9ZnVqVMn72/PqGFd71UHqi+++MIuLpdrgKiHkhqWtX300Ud2cVHSfvr7HLSnGQGC/BM6qH2w335mUOiL+XjPnnZpnPfffz/aUyYXvYdyTYsjKQi0/+q5pICoyKBBg7y6uj2U70uWiq6O/C6+rVq1sovL5Rog/oyzpXL14fOvQrT/QRAgyEvTHn/c1KoSvj2VbNqFTp06eV9i9drJ19sxlUXjNbTvGi2ebNU7DSLzu+tqdb9CobNif7BhqtOeuASIpn73l6HN1mJQ+UL7q/3W/gdZY50AQV7S7akmTZp4X84zzzzTLo6jEc3+wCh1Sy0VL7zwgrfP2jSWIxlNH6K6mo4735YnTcbvFXXMMcfYRQm5BMiwYcO8x2i6j1LkT3OizyFVBAjylrpz+o2oWneiIgMGDPDqaaW5lZp4scgtWbLEm2pE+9ylSxe7uAxdxfln16+99ppdnPd0kuDPnaXG9WRcAqRhw4beY7TWeCnSfmv/9TmkigBBXrvgggu8L6ju81d0f19tATVr1vTqXq2p34uYrh785VkPO+ywlMZJaCZc1ddVXaHyr6A0FXwyQQNEgaz6ak8r9PmuXGm//fZEfR6pIECQ17SIkX976r777rOL44wbN86rpzPtZGtkFzKtAa791B9vKuswaICgvwDUE088YRcXDM3XpX3QlUiyebqCBojfJfzQQw+1i0qK9l+fgz6PVBAgyHu33Xab9yXV6ORkU1toOg7Vba1lcIvQ1KlTo4PcUr1XrbU4VF8N7esqmu24APjTzGtlw4oEDRAtgqX66pRQyvxOGfo8UkGAIO+tX7/eW+NaX9RkUy7ojNw/wL788st2cUFT244/9USQQV9XXnml9xj1Vit0/q04LY9bkaAB4i90pavYUuZfxevzSAUBgoLgT7mg7pwaOFeRyy67zKt7yCGH5M38TpnQvn17b7/2228/s2LFCru4XPoc9LhimFHWv5rSEq0Vef75iaEr1ibmxBOTn0mr/czvrDF//ny7uKRo//U56PPQ55IMAYKC0bJlS+/LmmxAmfqx63aN6mpBpGIwYsSI6B/2W1oTJUW6atHjtKXaMJrPYvdHPbPK8+qr/zGHHdbXdOiQvFu3Dn56PrWtlNo4Ipv23+/tlkooECAoGBpQ5t+e0rKrFdFAOdXbddddC3YJUp86BOy0007e/txwww12cYXeffdd73EK1GLhr01eUZBOmPClNytxp07JJ0P0b9scfvjhdlFJ0uegzyOV23kECArK5Zdf7n1h1Zha0e2pjRs3RnuUpDJOIl/pNoJG2Gs/NLV5RV2ZExk5cmT0scXiuOOO8/ZJV2XlCRIg6t2n5yvWjhdB6XPQ55Gs16MQICgouvfvzySreZ0qogFnqqfbPjNnzrSLC4LWDNc+7Lbbbk7jE/y5rzTrbrHo0KGDt0+33367XRQVJEDuuOMO7/n0vNj6+epzSYYAQcEZMmSI96XV7ally5ZFf65w0cR7bdq08bohatMSraqr2x7+zwpl80dGa1OvIhd9+vTxHq/nKxYXXniht08V3c4LEiB6nmL7jNKhzyHZ5+sjQFBwdHtKI7D1xY1dblRn2f4Bt5g2DQJ01b17d+851JW3WPjdkrt162YXRQUJkGL8jNLhf776XJIhQFCQNJ+Tvri6PaX1DDQ1ud97RN1db7nlluh27rnnepflsT8rhK1du3bRqSUqut9fEa5AkgcIVyDxuAJBSTj99NO9L2/z5s2jq8jpFla+Lc+aDv/gpl5YLtOz0AaSPEBoA4lHGwhKwrx586JXHdp0NTJjxgy7WkFTryv1oNL+qTdWKoO7YtELK3mA0AsrHr2wUDL8+9faivUWxIIFC7xeWNpH9coKgnEgyQOEcSDxGAeCkjFw4EDvC6y2gq+//touLhr+3E7azxdffNEuLlepjkQPEiCMRN+KkegoGZrS219UqV+/fnZx0VGPM+2rZiWu6OBpK8W5sIIECHNhbcVcWCgZfndDzRyqGXuL3c8//2xq167t7bOmrU91WdpSnI03SIAIs/GGMRsvSoK+sJqZV19erQ1eKj755BNTtWpVb79TXXq1FNcDCRogftdV1gNhPRCUgBNPPNH74p500kl2UdHzR+IrQKdNm2YXl1GKKxIGDRBWJAxjRUIUveeffz56AJ09e7ZdXPQ0zsUfA6N14FetWmVXKaPU1kQPGiCsic6a6CgBaus46KCDvC9t0C6txURrnqghWZ9Dx44d7eIyvvzyS2+teNXXKP5Co04Dfu8gTZKZTNAAEX/usVRvDRYb7bf2X59DqggQFBR/1LB6XyW7jVHs3nzzzWjvoWRtAuKfwderVy/lBvh8oaWM9d6POeYYuyihKVMWeQHSpUvF68bE0hrzeo1atWrZRSVB+6391+eQKgIEBeObb74xu+yyS+AveTHr1auX93loqpO5c+faxXF0i2LHHXf06mvBrUKhhcT8DhO6fZmKzZu3mLFjZ4euvH6wi8qlqzr/Km3KlCl2cVHT/mq/tf/6HFJFgKBgdO7c2fuyHnHEEYEXVipWmpm4cePG3udSt27dpN2Z/bmxqlWr5k1Ame80sE3zm+k9J1vKOBPOPvts77VOPfVUu6ioaX+139r/IAgQFISlM2aYNttsY3YPfVnfeOMNu7ikffXVV97aKPpD7tq1q10cR8Fbv359r26dOnW8sSX57MYbb/Teqw5UX3zxhV2ccbraUUOyNs3yXAq0n/4+a/+DIECQ/3791XzXtKkZF/qijkyhB04peuqpp7w/ZB0ENO6jIgocf1VHzdKbr9N3qLHcb+O5//777eJK48/sXCpXIf7Vh/Y7KAIE+W/MmNC3JfR1qVrVbCjxqSYq4g+G22uvvczSpUvt4jg6OG+77bZefd0azLcp8KdPn+7dZtP7S6WXWSZpsKb/2Tz3XOq9uAqR9k/7qf3VfgdFgCC/6RZLjRrhALn+ersUMdasWRPtSdOyZcukPa0ee+yx6Bn++eef7w04zAcffPCBN9+X3pemoV+7dq1dpQz1uNJ24omjQ1+ZxPvh10mF3+tr//33z/vbfK60X9o/7af21wUBgvzWt284PH7/e2N++skuhWXmzJnRqU5uu+02u7iMBx54IBoiml/rhx9S77VUGXRl5F95aP2TVN+PHw7ahg//0C72BAmQH3/80VSvXt17H7HLJhcTf3JO7af21wUBgvylEcE77hgOkJEj7VKUQ1109Uetrq+a/iOZZ555Jtq9t0boam/SpEl2lUqndhg1mPu3jtTzKtXwkNgAOe64R82qVWVnkg0SIKJp8/2R2cUwk3Es7Y/2K+jyADYCBPlL974VHvXrG5Pkdgy2UntGmzZtvD/sAw88MKWzSwXNH/7wB+8xuiLRpHrZGqipnj9+V11tavNI5bZVLD8cunV7zfvvXXeVDc6gASLdunXz3tPOO+8cuIdSvtJ+aH+0X9q/dBAgyE9vvx0Oj9AZknn3XbsUSSxfvjx6CybVvv2aU+uss86KHsg12n/w4MHmp0q6dajpSTQdjT9IUAcj195WfjjMm/e9adBghGna9JHQZxDfduESIGoXatSokff+9t1334KfJ0vvX/uh/dF+pdvuRYAg/+hq4+ijwwGSZN0HlE/jZfz2Da2NnqqXXnopOm26Nk0D36NHj4xNXKmrHU2rErue/cknn+ytce8qNhx69Zro/bt///jR5C4BIsuWLYvOv6ZOCgrnQqT37Xey0P5ov9JFgCD/jBgRDo+ddjKmiJepzYbrr7/e+wNXw3SQgXg6M9W08f5tLX9Tw3bPnj29xu7Vq1fbD0tIt9A0NkUzAvsLN/nb0aEThVSnJ6lIbDgsWrTKNGz4UOgM+2GzePHW23euASKajNJfi10H4UK7EtH79cND+6H9yQQCBPlF9+v33jscILfcYpciIE114s8yq4kIk011YtPjn3zySW/9Ff9qJnbTwejYY4815513njcOxd/0/82bNzf77LNPmcfoykNTso8fP95+OWd2ONxyy2Tv/3v3frPcOkHNmjUrGiKaCblQ2kT0Pv2Zm/X+tR+ZoLnp/E4PmXrOIAgQlBU6S/XCY//9jQnYkIrEdLbpT3VyzTXX2MUp0+BEdfvt0KFDdIGqVDe1x2gZWs0aXBmN83Y4fPPNGtOkycNee4jaRRLVcaHP0r+KUkN0vvfO0vvzG8z1vjNx5aGTEHUR9yc21Zap25tBECCIp1ssobPT0DfSmLFj7VKkYcyYMd4furptvvLKK3axEwWKppQfPnx46Iz/Fm+79tpro//Wz9UlWGeqlS1ROAwa9K73s6uvDq9/kqiOC7Ud+A3r2jSeIt8GG+r9+OM8tOn9ZqLNQyPX/fYgbbotpt9zLhAgiHfaaeHwOPZYuwQZcMEFF3h/9Lp6yMZBvTLMnr3czJ27wv5xwnBYsWKtadZspPfzTz75NmEdV7q153fx1aYR3fky7Ynehz/CXJvep95vOtTG4S8jrU099O69996czopNgGArrTKn8NhmGw2ntkuRAZrq5JBDDvEOAFpLPtlUJ/lgy5ZfQ1+Hb8zgwdNMmzZjoiGwbNmauHrlhcPQoR94P9fCUuXVSYcG4fntItpat27tzQaQC3pdvb7/XvS+0hkkKLrdqDFBfldr/Vddr4MM8qwsBAjCdHZ06KHhALn4YrsUGaSpu/3us1rdMR9pMajp0/9nbrvtHdOq1ePRA782je+4/vqJoa9MfPiVFw4//viLadHisbjnyDT1MtNcUn6DsjbNcJutRan0Ov6Mutr0PvR+UhlAWh5dWQwdOjQ6a7M2dbWeM2eOXTVnCBCE3XNPODx23VU3mO1SZNidd97pHRC0+pwmLswHGzZsNu++u9jceuvbpmXLUXEHfN2Guu66CWb8+P86TZQ4YsRH5QaIBhu2bv1E6Cz7lWhjuyvNZqveZf4BV5vaCLTW+KJFi+zqadHz6Xn9rrn+ptd3mVU31oQJE8xhhx0WfU41vqd7JVMZCBCEVa8eDpDBg+0SVAJNdeLf6lCDaKrjOTJt/fpNZtKkBebGG9/y5q+KPcjr/9UF9403vjLr1iW/z54oHHwKHc3Sm6iOxozoqkY/19iRAQOmmJUry86jFYS6zWr0v788rr8dGrrK1u2gcePGBR40qfp6nB6v54l9Xr2OXi/dbsVaobJt27bR51XPvYEDB6Y9Wr2yECAI69RJq9roNNQuQSVRjxz/3r2612bL2rUbzeuvzzc9e040zZuHG7j97YQTHjM33TTZvP32Qu+KJFsWLlxlrrpqfPR9HH/8Y2bMmE/Npk3ptRFpbfFhw4ZFx+HYmw78Wp5ZsyDrdxA7jkb/r5+r3A4if9Pz6vmDrGGeiE4grrvuuuitTY33ufDCC823335rV80rBAiQQ6+//np0cKDWBqksq1evMy+/PM907/569Gzf304+ebTp12+Kee+9JWXaNbJt6tTF5s9/Hht9b/q3bqtlwpIlS8zo0aO9cPA7MgTd9Dg9Xs+j50uXOlE88sgjcYM9Nfjzww8TT4efbwgQIMd05qkDhwabBb2tUhGdFWvQ4J/+dL45+ODOoQPy8OiBWW0Od9wxNXSgWur1ssonuup44olPvasQ//127fqqd5WSSb/88ovXNfbZZ581Dz30UMJxNPq5ylVP9TPpnXfeMfXq1YsGh6as0YwDhYQAAXJM97cbNGjgHUR0QEnnfrcGFt53333eaoh+j6TtttvFVK/exrRqda83xbrGY/yaX5mRkNpBNBmj2kUUIo0bP+y9/59+cv988sHixYvNOeecEw0OrQNz0003BZ4+Px8QIMVu7lxjrrjCmNq1jalWLTw5Yq1axlx+ebgMeWH+/PnRaSm6d+9uF1dIvYHuuusubz4sf/Elf1PvnV69epmZM/On62dQX3yxwlxyyb+jVyMnnTTaPPfc3Ly7ckpGAXHzzTdHFw7Tpob3TPcOyyYCpJgNHGhCp6Hh3lWJNpUNGmQ/CjkSu0KdZtqtiAJHcyElahw+/PDDvTPadHsE5Rv1Bmvb9slokJxzzjjz0UdL7Wp5SbemYmdV1qSauoVV6AiQYjVkSDgktBiUBgZOn65h0OHJEWfMMKZLl3CZ6gwdaj8aOdKpUyfvAKNGVbsHjgaQ6b68pnO3Q0MHJI1JCDJdfCFSz7CHH54Zutra2nusR483zNKllbPgVrrUGK5Gcf/3pN+rGs0LYQaCVBAgxUjrd/gTIj76qF26lcpUR3Uz0KME6dPKg/5CUq1atfJGrffp06fMYDVtTZs2Nf/85z/NggUL7Kcpehp82LfvpGiIqGfZ/fdPD50fBZsqv7Koi7a64fo97NQ9V50l0hmZno8IkGJ0ww3hYOjQwS4pq337cN3QQQr5YUboCtGf9yh208Ho+OOP96a3yEQX0mLw6afLzPnnP++FyKGH9gxdnbU3TzyRu55M6gChgX/+1P3aNDBQAwSLEQFSjBo2DIfChAl2SVmvvx6u27ixXYIcUjuGDj5qD9GkiyNGaPJCpphJRD3KXnppjqlX7zJTrVpN73Nr0qRJ1qeIsZch1mh1jfMpZgRIMdpjj3AopDJb54oV4bp77mmXIEc0zUmNGjW8g5Cm60Zq1qxZ6/U4q1q1ajR8NX2+ujZXps8++8yb5NAPDk1+qKWIcznNerYQIBU444wzvHuX++23n6lZs2bGtt6hbW5oM5na7PWst9suHAqpfIE1C6/q6jHIC++99553INKBsNjumWeDVvxr165d9ICuAZoDBgwIvJRwMppOXTPu+rcbNe7m8ssvr5TVHvNVFfsHCNOI4ETrT2diuzS0zQptJlNbv37xb54rkILmj0w//fTT7SIEoJUa69Sp432W2g488EBvVHm6dGWhwZpa0Ml/bg3c1Gj1UlPF/gHC/Bkx1WVy8uTJGd3mhbY1oc1kYlP33C1bTBy/DeSNN+J/nojaSVS3USO7BDmiA52+e49W1IMOKdm8ebO5//77Q+dHe8Yd7F3HyCiUNLmi/1yaSTlfVkHMBQIkATV86cuhKxB1oyw4vXuHQ6FjR7ukLPXUUl313ELOaUU7ffd0W6SUboVUNt1u6tq1a5nbTSt0BZ4C3RY788wzo8Gh22IayJnp22KFhgCx6PLUX8jloosusosLw+LFxmy/fTgYHn/cLt1q9OhwHY0D0dgR5NwNoSDXd0+Nssg8NXhrfI0fBMkavDUup2fPntFp1v2G+UJdzz7TCBCLvkz6oqgftz0SuKDceWc4HDTa/JJLwqPPNQp93ToNjzXm0ku3jkS/+2770ciR2rVre9+/Bx980C5CBiXrcquecLqFWL169WgddQ2erlvGiCJAYuhy1l9/eFAxzBE1YIAx22wTDolEm8pCl+HID7Nnz/a+e7q9wpiPyqdBf/o7jx30p44LY8eOjc6OrE29MDVPGcoiQGJoqUp9YXRmks6U2nllzpzwzLuHHBKeiXfHHcP/vuyycBnyhua50vevRYsWdhEqkcJat6vtXpc77LCD6du3r/n555/thyCCAIlQrwx//QRd3gLZdtRRR3nfP01VguxThxmN09LvQFPjL1y40K4CCwESoa59+uKogQ3INs2VpO+fGmm/pkNDTqXaMwsEiEf9uPXHqy5+mjIbyLY77rjD+w42Zk4yFJCSDxD14/YHbmlaAiAX/EZbTc8OFIqSD5Dbb7/d+8PVSFUNNgKyTUua+kvRfvXVV3YxkLdKOkA0S6dGlOoPV3PbALmg9cz1HdSqgkAhKekA0YhS/eFqwrXyRqIClc1f8lQzxgKFpGQDRCNK/X7fEydOtIuBrNCUGP738PPPP7eLgbxWkgGiaQo0LYH+aDVBGpAr40aNMoftvbdpyWzIKEAlGSCalkDhoQV7NMsmkCuDL73UdDz8cPP4kCF2EZD3Si5ANC2B5rZRgGiWTSBXflq50lzesKG5tH59s2TePLsYyHslFyB9+vTxwkOzbGqqZiBX3nn+eS88+rZrZxcBBaGkAkRz22iCNAUIq70h14ZedZUXIM8NG2YXAQWhpAKkffv2Xnho1K8a0oFcWbt6tbmySRMvQBZ+9pldDBSEkgmQyZMne+GhEb/Tpk2zi4Gsev+VV7zw6N22LSczKFglESCbN282devW9QLk3HPPtYuBrLu/e3cvQJ656y67CCgYJREgw4cP98KjWrVqZsmSJXYxkFW/rF1r/t60qRcg8z/5xC4GCkbRB8iqVavM3nvv7QXIrbfeahcDWTdjwgQvPHq0bm1+3bLFLgYKRtEHSLdu3bzwOOCAA8y6devsYiDrhl9/vRcgTw0caBcBBaWoA0RzC22//fZegDz99NN2MZB1G9evN12PPdYLkM9nzLCLgYJS1AHSpk0bLzxatGhhFwE58fFbb3nhce3JJ5st3L5CgSvaABk/frwXHprp9OOPP7aLgZwY2bevFyCP9+9vFwEFpygDZOPGjaZ27dpegHTp0sUuBnJi04YN5prjj/cCZA5jkVAEijJA/BXedtttN7N8+XK7GMiJ/0yd6oVHtxNOMJtCJzlAoSu6APnuu++84FCA3HnnnXYxkDOjbr3VC5BHb7zRLgIKUtEFyM033+yFR61atcyGDRvsYiBnhnXt6gWIrkSAYlB0AaLFog4++GAzadIkuwjIqZXLlpkvP/3U/jFQsIouQAAA2UGAAACcECAAACcZDRA1XmurSCp1yvPVV1+Z7t27m6OOOsrsvvvupmrVqt4cV82aNTM33XSTmTNnjv0QAEAlcTuSlyOVcEilTiIa27HddttFH1/eBmSLelTFbpc1bGh6tmljhl19tfly1iy7OlB0MnrETeUgnkod2z333OM9RqsJdu7c2UyZMsWbpn39+vVm0aJF5r333jP9+vUzRxxxhP1QoNLYARIXJg0amJn0BESRC3YkTyKVcEilTqzFixdHZ9QdM2aMXQzkjB8WPk2O+N2SJebBHj28n9969tkxtYHik/qRPAWphEMqdWL16tXLq3/eeefZRUBO2QHiW/3DD97Pr2zSxC4CikrqR/IUpBIOqdSJ1bBhQ68+AwORb8oLkJ8iAXL9qafaRR7/cVob5F+DBplrW7VK+DxAvkv9SJ4CPxxS2VL1u9/9zqv/Q+iPEsgndoDoFtaKpUvNiJ49vZ8/Xc5cbP7jhkduddnPAxSK1I/kKbBDoqItVX7Pq02bNtlFQE7FHvxjt6tbtDDPDR1a7oy7fr3uLVt6De2/rF1rVwEKQupH8hSkEg6p1InFFQjylR0csVv/c881X3z4of0Qj19n6gsv2EVAQUn9SJ6CVMIhlTqxaANBvvKDwPfrr7+an1auNLOmTDF9zjzTXN6okZk3c2bMI8L8x61irRoUuNSP5ClIJRxi67z44oumffv2pkaNGmbnnXc2devWNffee6/ZvHlztL7fC6tTp07RnwH5wA6QWJp1V2WDE6yI6T/uV9ZER4Gr+GgfUNAAOe2008zo0aPNvHnzzLp168zs2bPNySefbK655ppofX8ciAYR/utf/4r+HMi1igJk/dq1XtnVxx1nF1X4OKCQVHy0DyhogCSyZMkSs+uuu8b9TCsL6jEKkQsvvNC88847ZvXq1d6CUQoYjUTv37+/qVOnTtzjgMpUURBoKhOVqaHcVtHjgEJS/pHcQbJwkGR1vv32W6/h3DZw4ECz7bbbRh9f3gZkS6IgWLNqlfk00gaisod6944rl0SPAwpRRo+4qRzEy6ujdg/dymrbtq259tpr7WLP/PnzTbdu3cyRRx7pXaVoNt7999/fNG/e3FvK9rPPPrMfAlQaPwjK23q0bm2+X7rUfhgBgqJR9kieA7FXEAoH3Z4C8p0dGNr+3qyZubljR/PskCFej6xECBAUi7wIENm4caPXiN6qVStz/vnn28UAgDyTNwHi++abb8wuu+xi/xgAkGfyLkAWLlxo9txzT/vHAIA8k9MA0ZiPiRMnmhUrVpg1a9Z43XG1PK0GDwIA8ltOA0TTk5xyyine+ubqutuoUSPzyCOPeFNCAADyW04DBABQuAgQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATv4f+CMp+5IGr+YAAAAASUVORK5CYII=)
PN: 4H23-B-04
CAS: 1355171-40-2
Molecule Weight: 337.096
Formula: C11H8BrF3N2O2
![Ethyl 3-bromo-8-chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-F-01
CAS: 1355170-29-4
Molecule Weight: 371.54
Formula: C11H7BrClF3N2O2
![Ethyl 6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate hydrobromide](data:image/png;base64,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)
PN: 4H23-B-08
CAS:
Molecule Weight: 339.112
Formula: C11H10BrF3N2O2
TSCA: Not listed on TSCA inventory