![[2-(4-Bromophenyl)-6-(trifluoromethyl)imidazo[1,2-a]pyridin-3-yl]methanol](data:image/png;base64,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)
| Product Number | 4H01-B-04 |
| Synonyms | [2-(4-Bromophenyl)-6-(trifluoromethyl)-imidazo[1,2-a]pyridin-3-yl]methanol |
| Purity | 97 % |
| CAS | 1216488-91-3 |
| MDL Number | MFCD15069360 |
| Molecular Formula | C15H10BrF3N2O |
| Molecular Weight | 371.157 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H01-B-04
CAS: 1216488-91-3
Molecule Weight: 371.157
Formula: C15H10BrF3N2O
![2-(4-Bromophenyl)-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-B-61
CAS: 724742-88-5
Molecule Weight: 341.131
Formula: C14H8BrF3N2
![4-[6-(Trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]benzonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA6hAAAOoQHVmA8QAAACn3pUWHRtb2xTb3VyY2UAAHicjZVbT6QwFMe/ykmfd0ovtIAZxhiNySbqw6rJvm0qU5VkAAM4l2+/p8CMwLiw4XJ6+f/awjk9XV7usw1sbVmlRR4TThkBmyfFOs3fYvL8dLsIyeVqmaAIhXkVk/e6/rjwvN1uR5N3m5l9kdOkyEjbf7Gv0oFmJ2lRvnmCMe79vr97bJhFmle1yROLVJVeVE3jXZGYulnFP6bwMlNu09xr5V5WbtvR/gjmbkb31Zp8fcs19l0hCq/pxsJrUWamhq1gFG/2A95sbktT2zW8HLBZUh+/fbW8vymSz8zmNRbdCGliNo91+ZlgQ1ZsbPKJg2Hh501MMo6AqYvsqizNAVzJNRsORoCRYHwwCowGE4AJwURgOMMH+zkKOCo4SjhqOIo4qjjKOOoE6gRHX2ysW8zT4cPG5Bau4Rbcu70eeu/+9YC/VcQkpJFQDAKqIpxK01CgCanUTU2oQB+Nj0oZgUQlEyAoF0oDp0Iw/1jr+jrlglHJIw0LDJjQWUG1cFZSGfXrx37kpLOa+kGkCRxwfYpyJUIcUoZoFA24VjgP8yOORnNsFJQFaDiVrF9TkY6wFvoNzsIwOALdYF0fKhkO1pkTwAOcqDNdY2vQnd7Jn6vlS5Gve0VI1zF5Qac4yS/7WonO1wSKcm1L3D5uACftA2IIuMiYBuQZ4E8D/hmgpgE1BFyMnoCr7wA9BFxETwPBEHDxPw2EQ8DtlmkgGgLN3pomXP/Adc1enGHG7m727gwjzr5lFhn5vE0PM4x/5sVZRH3zB2aCi49832asmXlG7m8z3AwzioA2I84woyBoM+g0I8ZR0GTcGWYcBf5/MOJ8bYLNpIrx1u9OgY6RX4zXy03e8VzC4tmZ5fUONA+P8dVfcyVHskC8s/gAACi5SURBVHhe7d0JmBxlnT9wPNhVVxRRAUVQ1L+AioALAuJyKriyKLscIsghu8q5HCLKcsihIKwghEcEgtwQDHKfgiCXXHITAcMhRAxnwh0QQ3j/+ZXbMan0zPT85ujumc/nefoJTFVXvdNTXd+q96p5CgAkzFP/AQC0QoAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBCAPhz7rXmavkY7nwBAH4RFcz4VgD4IkOZ8KgB9ECDN+VQA+lBv+9AG8jc+AYA+CIvmfCoAfRAgzflUAPogQJrzqQD0QYA051MB6IMAac6nAkCKAAEgRYAADMCzj99XHr7j3PqPRwUBAjAAt5y/Tzlu2zeXqZMn1Bd1pPpgyIEMisy9C4DKKy88VU7cZf5y0U/Wqi/qSNmwaGbwtgQwSt39659UJ+ZuqMoSIAAdZMZrfy3j91minLHXR8pr0/9SX9xRBAhAh/nThEuqk/Mdvzq4vqij1Ns+tIEAdIBLj/xSOWGn+cq05x+vL+oY2bBoZvC2BDDKPfvEH8px281brjppq/qijiFAADrUDWfuWsZu88by1MO/qy/qCAIEoEO9+vJz5eTd3lvOO+Szpbz+en3xsIoG/cn3XTlHOQQIQAe799pjqxP1AzefXl80bB667Zdl3J6Ll2O3eUN57sn7Z/1cgAB0sNdfn1HO+sGy5bTvfaBMf3VaffGQmvroXeXCQ1evgmL8vkuVR++9vL7KoBEgAEPgsYlXVyfxK87Yp75oSLzy4tPl2tO2KWO3fVM5adcFyoTfHFlmzJheX21QCRCAIXLE3huWT/+/t5ZHHnmkvmjQxCDGu684vJpOJebkum7c9uWVl6bUVxsSAgRgiDzyyMPlrW99a9l4443riwbFn35/aRn//SWrO50Lf7LmsE/oKEAAhtDee+9d3vCGN5RrrrmmvijtuScmVoMWIzjO2PPD5eHbz6mvMiwECMAQeumll8oiiyxSlltuuTJjxoz64n6JLsI3nvntarBijHi/45KDyozpr9ZXGzYCBGCInXrqqWWeeeYpY8eOrS9qSQTPGaeOLXt89b1Vt9wY6T7tucfqqw07AQIwxF5//fWy8sorlwUXXLA899xz9cW9iqqvZZddtgqgHTZduTz+UOeMcBcgAMPg5ptvLm984xvLbrvtVl/UVPTcisb3CI4PfOAD1V1MpxEgAMNkyy23LP/wD/9QJk6cWF80S7SZ7LPPPuUtb3lL9Yr/jp91IgECMEwee+yxMt9885V11123vqgSdxlxtxF3HRtttNGQjh8ZDAIEYBgddNBBVUBceumls372u9/9rmojiZ9He8fVV1892zs6lwABGEZ/+ctfyoc//OGy1FJLlUmTJpWtttqqGify3ve+t+qlNdCuvsNJgABtcfvtt5fVVlutuvoebc4888zqbuPNb35zmXfeecu3v/3tfvfO6gQCBBhWzz77bNlll12qk2dcece/O+64Y5k6dWp91RHp3HPPLR/5yEeqAIleWTfddFN9la4hQIBh8dprr5VjjjmmvOc976lOnN/4xjfKPffcU/7rv/6rvOlNbyrvfve7y09/+tMyffrQziDbLhMmTChrrrlmFRxLLrlkOfroo6vw3Hbbbeurdg0BAgy5q666qnzqU5+qTp6rrLJKufXWW+dYHtVZq666arX8E5/4RLniiivmWN7NpkyZUrbffvsqLOaff/5y+OGHl7/+9a/Vsu22264Kz7vuuqv2ru4gQIAh88c//rFssMEGVTAsuuii5fTTe39C3/jx48sHP/jBav3111+/PPjgg/VVukbcSR155JFlgQUWqEJim222KU8//fQc60S4vOtd7yprrLHGHD/vFgKky8SXaumlly6rr756R7w+97nPVT1KoioCGl588cWy1157lX/8x3+spjPfd999y7RprT2Z75VXXikHHHBA+ad/+qfq/XvssUd54YUX6qt1tMsvv7zqZRVBGN+TO++8s77KLGPGjKnWO/vss+uLOp4A6SLXXXdddaDFFcuHPvShjnjFVWU0hEawQcz5dMopp5T3v//91bG6ySabVF1VMx599NGy2WabVdtZeOGFy4knnlhtv5M98MADZb311qvKvPjii5df/vKX9VXmEncqH//4x6v1Izy7iQDpEtE3/NOf/nT1xYyru04SV4gRItdff319EU185zvfqfr+9zadRTeaMOHJssEGP555x/GB6li99tpr66ukxHG1wgorVCfl+LcTj7Pnn3++7L777tU0JW9/+9vLD3/4w2q8R6suu+yy6vc78MAD64s6mgDpEj//+c+rA+zkk0+uL2q7qF543/veV5ZffvmOv0Jst7iLjLCNv2WjwTiqd+6+++76ql3jqaemle9//6qZf/9jyxe+cEoZN+6yQR8MF8dV3IHEnUh8bnFnEnco7Ra/5/HHH18WWmih6u+6+eabl8mTJ9dXa8m//du/VeGTfX87CJAuEFc3cYCuuOKKHXuCji93fLFPOOGE+iL+zzPPPFMWW2yxqqoiunQedthhVRtSI1A++tGPlv/5n//pmoF1r7762syT5+3lX/7lhLLSSseVI464sbz00tA+3CguVuKON9pGoo1k//33b1u1T1wM/PM//3P1t4vv5o033lhfpV/uv//+6g4mQqhbCJAuELfGcZLp5AFHEWxRvRBXiN3W4Dlc/uM//qMadVw/0cQV51FHHVX1xIneOnFCip5IMTo5TlKd6Mor/1jWW2/czBPosWWXXS4tkyYN7yjq6J0V7W6Nzyp6bw2XaNP52te+Vu07qpSjVmCwLuyierObBhcKkA7XTVclN9xwQxV03/ve9+qLRr0YQBcnnJhIrzdPPfVUVV259tprV3/3xklqhx12qMZSxGC8drr//qnlW9+6sAqODTccPzMM21uNFONFPvnJT1afU4wjifEkQ+Xll18u++23X3nb295W3QHtueeeg94e2Q21DbMTIB0uenQMZr1oTCPx8MMPV7N9xgkp/o3/j58Phqibji9XN/ffH2zRxTm6ssYo5P60DcTf5KSTTipf/vKXq+dCxElyscWWLXvt9bcT9/TprW9roJ599pVy4IHXzrzLHDvzTumkcsYZE2aGWW7/g30MRqjGHVyMZI87uBjZHkE8mMaNG1dVP8bfIO4kY3zLUGm0d0Zvtk4nQDpYo2dG9OjIiNGuv/nNb6oH0kRf9Jjts9F42+wVy2O9WD/e1xgt2x/RsBl101/5ylfqi0alqJ+PcTsxfcdALgLiSjdOYltvvWdZaaUx1R3A6qufWPbd96pyzTWPVO0RQyFCaty4CVVofOYzx5Uf/ei68txzrbc5DOcxGHNpxZxaMeL7ne98Zzn00EP79f5mYsR8tFNF2WIkfZRpqDV6XC671CLl5WmDe4cz2ARIhxpI3/Do0fPf//3fs76sUa203HLLVXMPHXzwwdVV7fnnn19d/cW/8f/x81ge6zUadeP9sZ3+9hCKQWDx/l//+tf1RaNOTGERn+eFF15YX5T2l79Mr9og9tnnN2XVVU+swiQasvfc88qZn/lDM4+X3ueSivW32OLcmSequatIYllDtGtssMH46mfbbntheeCB1ic7bOcxGHd8n//856v3f+xjHysXXXRRfZU+PfHEEzPDeuuqPSLCP+atGs7qwztvubZst/Ybyk3n7Flf1FEESIeKKRDiC3DWWWfVF/Xotttuq6o74n1RjRS32jFtdH+niY71433x/thObC+2G9tvRdQVxyDDqJseqRPjteK8886rPruddtqpvmjQxJ3Hb387qey//9VlzTVPrk72n/3s8WX33S8vF198f5k2be4r8Fhn772vLGeffW990RwBcsstk8vXv372zKvuh2f9rC+dcgyGCKbo2RbvXWeddcp9991XX2Uur776avnf//3f8o53vKPq8LDzzjtXvefa4YqxXy0/3+Et5YWnh666bKAESAeK+XFi/py4lW9FHOAxo2dcLcUo9bj9r8+5kxXbie3FdmP7sZ9WvlCN5x3E7KqjUVTlRZ38Msss068BZQMRbRI33/znqq0ixmNEGKy88s/Lt799WXn++b+XIX4+Zcq0qhdVtG3MbvYA6Y9OPAZDBMIhhxwyRyD01NZywQUX9DtwhtKLUyeV43d8W7n8mA3qizqGAOlAUe3R6gydMdo3nqEc60dPnZ6+HAMV243tx35if62MMo5eMXESHS3PeWiIOux4UFK0BbXrJBTVU7fd9lj58Y+vL1tvfX55/PG/16U3QiIawg844JpZP599WX908jHYUK+Sil5xjSqpe++9d2bgfmFAVV5D5dYL9i3HfmueMnniVfVFHUGAdJio6231GQExLXSsG5MZDtfgs9hP7C/2G/vvzR133FF92aNhczRptAFFb5r+iruVhx56qGobiFec3AbrSr6hERIRMptuevbMY+7JuZa1qtOPwbrZG8WjjTG6Sw9mo/tgm/7qtHL69xYtZx2wTHl9xvC1wbRKgHSY6OoZzwzo66Tx3e9+d1a9cH/rlwcq9teo545y9Oab3/xm9QX9/e9/X180Iv32t7+tft+NN964vqipqIqJ0fvR/bnxlLpmr2hUjtld48IiGuRfeuml+qZaNntI3HXXEzP3ffasBvX+BEi3HIPNRI+2Rtfooej2O5ge+N246i7knmuOri9qOwHSQc4555zqgO7rqqrxxY2T83D2DJld7Df239cXOL6YcXUXvWJGuqhiiVHR0YGgrxNqjEbfcMMNZw0WjOquddddt5qmI6Y4idHNcQcS/8b/x89jeawX60fD8qabbpqqIquHRDTAjx//t4CvL+tJNx2DPdl1112rsO8G5x+ySjl5t/eWV6cNTfVglgDpEFF1Ebfl8ajL3m6jjzjiiFlXTZ0gyhHliXL1JE6AsU70ihnJIhDihBQj8nvyhz/8oZo0Lz6PGNEcXVSju3OrDe2xXqwf74v3RxVhBEl/Zvath8Qzz7xSNahPnfryXMua6cZjsJmYMaFbAuTpR24tY7d5Y7lh/C71RW0lQDrEj370o+pLcOmll9YXzRKNhnHAx617u6766qIcUZ4oV0+NmhGISyyxRNXDJXrFjERjx46t/n49DfqMaSl+8pOfVNUmceKPOY8GWm0S74/txPZiu7H9Vqa/aBYSZ511TzWjbrNls+vWY7CZbgqQcPXJW5fjtpu3PPt4/+86h4oA6QCPPfZYmW+++aoqip5EXXn0PIm7lL6qR4ZblCfKFeXrqXvlxRdfXJ1go0vlSBMN3XESj27XzaYqiSfxxd1J/P7RO2sgI9Kbie3FdmP7sZ++nvzXLCSiDWTzzc9puqyh24/Bum4LkGnPP15O3Okd5ZIxX6wvahsB0gG23HLLqi48qjd6Eo2nUV1x88031xd1hChXlK+33mP/+q//WvXHf/zxx+uLulbMEhBTXER35T//+c/1xVVjd2PK9jhhDdVVe2w3th/7if0NpJG9JyPhGJxdtwVIuPNXh1QN6o/ee3l9UVsIkDaLLonRNz2m7u5JjL6NdaIPfCeL8kU5exotHA2+MZgrpqsYKaKLcpy0m7XvxCj8tdZaq1oez0sZDrGf2F/sdzBnARgpx+DsujFAZkx/tRqhPvkPQz8nVysESBtFffXKK69cFlxwwV6rBKJ+N0bhDtUArcES5YtyRnl7sssuu1Rf8OiP3+1i5HKcrHsa5xKjnntrFxkqsb/Yb+x/sIykY7ChGwOk0wiQNjrttNOqL3o0wPYkBhbGSSqmcugGUc4ob0+T38UXPCbIW2WVVVpq8O1UUV0VI5qj+qrZZJeXX3559Tm0q6dS7Df2H+UYqJF2DDZ0e4BEVVaz13Aa3r0xS9RRR4Pfsssu27ThtSG6a0af/74GFnaKKGeUN8rdk8bDlWIwVzeKv1c8PTAazqMBvS56mkWDbjwnvl1PZ2w8pz7K0VvPt5gwMZ5p3puReAyGkRAg7db+EoxSe++9d3USveaaOeciml10f42r9ZiRtJtEeaPcPY1niQbfmGRw0UUX7bPHUCdqVBH1dOf4s5/9rFo+XO0ePYn9RzmiPD1ZbbUTy5gxPT8+daQeg0GADNyQliCmmo6Dc7/9rur3a++9Lyrbb79P2WqrrVKv4XjwS9YjjzxSPaFuo402qi+aQ/wOcQLoz5TunSDKG+Xu7W8Qo6xjne9///v1RR0tBgnGSSe6yzYT1XIx3iWeadHuKrrYf5QjytNTWWLq98MO63ng40g+BgXIwA1pCZ5+elpZe+1Tq77l/X0tvfRBZf75l6kOgv6+Or2+NoIjAiSCpDfxO0S3xFb7tXeKKG+Uu6+/wQYbbFBVA02aNKm+qCNFR4eYpiSmK+mpMTkezxrH4JgxY+qL2iLKEeWJcjXTV4CM5GNwJARIs9dwSu0tTvCtPNGMuTVOML0d2A0xOCwebdmNotxR/t7Ec6VjBPVXv/rV+qKOFBMkxgknJkzsSXTHjguYeB5IJ4hyRHl66ibeV4CM5GNwJARIu6VKECHRyhPNmFM0vkajeTSetzLQK7r3duuYiSh3lL8ve+21V3WC688UFO0QU7NH8MdU7b2Jtp3omt1JojxRrmb6CpCRfAwKkIFLlSBCYrCfaDYaHHvssdVJKLrv9iVuwWPdmCOrGzXm9uqr6iOCdJFFFqmuFnvrjdZOMQAyZsGNq9neyhgD92JGgZifqpPEOJUoV7OBhb0FyEg/BgXIwKVK0AiJwXqi2WgQ9efRK+Szn/1sjw2as4vuoXHwn3rqqfVFXSHKHeVv1s217pRTTqnWPe644+qL2i5mv427xnjEcF/VUg888ED1e2QeJDWUGifSKF9dbwEy0o9BATJwqRI0QmIwnmg2WkQddIzAbvWpbTGvTxz85513Xn1RV4hyR/lbmTcpAnWllVYqCy20UHn++efri9tqp512qn6Pc889t75oLvG3bXXd4dQI6GbHXm8BMtKPQQEycKkSzB4SvT3RLAYorbHGSXP1sGrlNZBeWJ36WnHFFWd9Nn1pNLYPxkjidohyR/l76v1Td9111831eXXKa7311qsXt6nG3+xXv/pVfVFbXXLJJVW5mv0teguQkX4MdnuAdIIBB0jo6Ylm06fPKCeffGc59thb+/362c+uKwcffHTZb7/9+v3aYostytZbbz3Xz9v1ih5XUYceXUB7GxU8u5F+9VfXqGaJhy3VP792veKuMbpbx2juVkaUN+5A4oq/k7gDaX4MCpCBG5QA6e8TzUajiy66qDqYW30exkivf55d43koX/rSl+qL2i4GPMZ4gq9//ev1RXNptIEcfPDB9UVtFeWJcmkDmZMAGbhBCZDQ6hPNRrMvfvGL1fMwnnjiifqiuYz0HjCzi5kD+noeSjs1pp3p684iejnFdPV9zcE03KI8US69sOYkQAZu0AKklSeajXaN52FE9VorRnIf/IZWnofSbnHijd5zcZfU7Cp+dksvvXRZddVV6z9uqyhPlKuZ3gIkjORjUIAMXCpAyOvP8zBG8ijg0OrzUDpBTDsz//zzl+WXX77Xdqy42o8qryef/HvPxHaKckR5erorWmKJrcsBB/Q8LmkkH4MCZOCGNEBiuMMVVzxULrxwYr9f559/dxk37oJy0kknpV4TJ06sF6cjzP48jL6M5HmIQuN5KDHAshuceeaZVXl7Gyh46aWXVut0ypiWKEeUJ8rVTHQS2HXXXes/nmUkH4MCZOCGNEAef/zFssIKY+fqotvKa6DdeNv1IJ9WHH300VUZ+3oexkieCbXV56F0mjiu4g6yp666MVX9+9///vL5z3++vqgtohxRnp6exd5XgIzkY1CADNyQBkiIqU4mT34h8XquTJo0uTz88MOpV7MGw07R6vMwRvKzGOLKML7gPfXR71Tx91pqqaXKwgsv3GNniOgCHL9b9OBqp8aU+VGenvQVICP5GBQgAzfkAUJzjS/3vvvuW180h5H4NLhWn4fSqe68885qFuHoVddsWpqopnznO99ZtZc0Wz4cYr+x/yhHT1PPh74CJIzEYzAIkIETIG3UyvMwRuLzqFt9HkonO/LII6sLgEMPPbS+qHLEEUdUy6M9rh1iv7H/KEdvWgmQkXgMBgEycAKkjVp9HsaXv/zl8q53vavXK8lOEOWLckZ5exKP8I0TW4yt6HYxxclCC61YJkyY+wIgqilXWGGFagaCO+64o754SMX+Yr+x/57aPhpaCZAwko7BBgEycAKkzfbcc88+n4dx2223VQ23O+ywQ31RR4nyRTmjvM3093konW7q1OfKGmv8uPz7v/+iTJs2d117XCBE19/FFlusx/aSwRb7if3FfmP/fWk1QEbKMTg7ATJwAqTNXnzxxZaeh7HttttW3RJ7mten3aJcUb4oZ0/Gjh1b3X208jyUbnHLLZOrnoYxC0MzV1xxRVUfH+0RQx0isf3YT+wv9tuKVgMkjIRjcHYCZOAESAdoTHbX23Mkol97XLnHxH6dNuguyhPlivL1NF4g1okBgzFwsF0Ny0PlqKN+V3U9v+SS5qPUzznnnOqkHr3uhqo6K7Yb24/9xP5a1Z8A6fZjsE6ADJwA6QBxQo2p3vt6HkZUc8UBH/W7fdVtD5coR5QnytVbNVx/n4fSTV57bUb5xjfOK6uuemJ59NHmf78rr7yyqlaKtolo4B6sEI3txPZiu7H92E9/9CdAQjcfg3UCZOAESIe46aabqraQ3kY5h0bvnk4ZKBnl6Ku3T0ySGJMlbrnllvVFI0aMXVpttRPLFlucWz3GoJlok4iG7fi8oqppoONE4v2xndhebLeVNo+6/gZI6MZjsBkBMnACpINsvvnm1Yn2/vvvry+aw3e/+93qC/PNb36zbVeBsd/Yf5QjytObmKY9JiKMadtHsssue7Cqyhoz5qb6olniczv88MOr8Rnx2a211lpV1WWrc2fFerF+vC/eH9uJ7WWPg0yAhG47BpsRIAMnQDrI5MmTy9vf/vaWnoDX+ALHrftw10fH/mK/rXxxG3NDdeuU4P0VD1eLRvWbbur9+elRTx8jxN/3vvdVn09U78XEfzH47aCDDqqqpeIOI/6N/4+fx/JYL9aP98X7W63vr4tnvV988cXV9j7zmc/02oGjJ91yDDYTVX9xYRO/P3kCpMMceOCB1Zfisssuqy+aS1x5xhVUNB4OV9tC7Cf2F/uN/fcmppFYcsklq/XjhDUavPzy9LLBBuPLOuucWj1grS9xFR1/6wiImHI9Ptf4+9df8fNYHuvF+pmr/pdffrlqYI+HY8VzaWK7UW0a/0YvwHiscH91+jHYzA033DCrKjGCmDwB0mFeeeWVsvjii5ePf/zjLc3nFY2G0fMkui9GH/ihGugV243tx35if600VsaXO76k5557bn3RiDZx4pSy8so/n3myv6Sakbo/IhhiLrf4fOMOJP6N/88ERojxNjFpZ4z+j4b2+HtEY3u0R11wwQVVqJx88snVhIux7Gtf+1qvMyM008nH4OweffTRKjzj94y5zE444YRB68wwWgmQDtSYSXTMmDH1RU1FNUb0fY/b8RiFG1M5DNa8RbGd2F5sN7Yf+2ml2iTeFyeqNddcs75oVBg3bkLVHnL66b1PpzEU4kQboRBVPDHTQRxLMbFgNDbH3UuzCQZjPNJee+1VdQOO6XVijrYIl1Z14jHYEBdlBxxwQBWg0cYYbR+tPOOevgmQDrX66qtXX5gpU6bUF/UoRt826oXjRBAzksYzLPpbPx3rx/vi/bGd2F5st5XRvQ3bbLNNVcXQ13xEI1Vc2O6886XVnUhUaw21KVOerxrX11577eokGX+zuKvYfvvtqynNW72DiZ5cMUdbvD9GtPf1yIG6TjoGw/jx48uHPvSh6v1f+cpXyoMPPlhfhQEQIB3qrrvuqm7Vt9tuu/qiPsVJO+rK46qzUc+93HLLVY/4PPjgg6uG2fPPP7+qIol/4//j57E81mvUi8f7Yzv9DYFG2ePkNZq9+OKr5cor+9+1tlVPPTVt5kn2nplhfWFZYomdZ95tLFw++MEPVmNuMu0Zs4vQ+dSnPlUdB5/73OdaeoLm7Np9DMbAyniUb2zjE5/4RMsj8+kfAdLB4lZ9IFfxUVURJ4K4/Y87msaXuadXLI/1Yv14X7OqjlbENhZYYIF+3T3Rmscee7Gcdtpd5T//8/yy/PJ/e/ja+uufUcaMubrcfvs99dUHJO5a4uFn73nPe6qqo6233rrf07EM9zH41FNPVV174wImjsGf/vSnLbUlkiNAOljU/UY11mC2I0T9eDTKxoOc4uov/o3/H6yGz0b7TUx3zt/FiT4GGc6YMXejbSzrzZ/+9Hw54YQ7yuabnzPriZ0bbXRmOfbYW8sDD0ytrz7o4tjYeeedy7zzzlv13jrkkEN6fS58X4biGIygOeyww6p2t7jo2nHHHcvUqUP/2Yx2AqTDNUb99md+o3bpbw+y0SRO+nvvfWU5++x764uaBshDDz1TBcQmm/xyVmhsttnZ5fjjby+TJvWvPWGw3HfffWWdddapjsePfvSjVdVTJ4jxLB/72MeqcsUjfO+5Z3DvxOiZAOlwcWUVj1DthrEUP/zhD6svcStjWEabCIApU6aV9dYbV+Ixz/VlDbFs443/Hhoxx9Ypp9xVTZXSKS666KJZJ+wvfOELbTthxxQ58VTIRqCdd9559VUYYgKkCzRGc8eI5E7Vn1H0o1EjJM44Y0I54IBrmi4LL7zwavnBD64pv/jFhPLkk537zJS4sImnMcZUKlFlFA3d/elaOxBR1bXLLrvMqlKLxveBVKmRJ0C6xLrrrtvR80m1Oo/XaNUIiWgD2XTTs8vdd/997qtmVVjdIhqtY3xJNFq/+93vLkcddVTLXYb7K7Z7zDHHzGrUjx5b/W3UZ3AJkC4xceLEjp3R9sYbb6y6Xe6+++71Rfyf2UPirrueqNozGg3q3RwgDbfffvusbrOf/OQnB73bbDS2L7PMMtX2V1lllXLLLbfUV6ENBEgX2W233aorr+haGV+oTnhFV8voZ9/Xs0xGu3pIxKSL48f/vumybvaLX/yiGosSJ/r1119/wAP3onfWhhtuWG0vHph1+umn11ehjQRIF4nRuY1Rxp32+sEPflAvLrOph8Qzz7xSNajHhIv1Zd0ueuPtv//+1dQhMYp8jz326PfUITGHV0ytElOxxJTzMbXKtGnT6qvRZgKky8QI22hUr98JtPPVDV2M261ZSJx11j3Vs9SbLRsJYvLCzTbbrLrAiMkLTzzxxJYmL4xHPC+yyCLV+zbZZJN+T+7I8BEgMAyahUS0gTQGB45k119//azp0+Pf+P9m4qmcK620UrVeTC/f39l2GX4CBBhycecRdyBxJxIBEXcmcYcSogv4FltsUXXEWHDBBatJITMPuGL4CRBg2ERbSLSJRNtItJHEQMQYPxRte9/5znd0xOgyAgQYdtE7K6YdibuReFSv8UPdSYAAbSM4upsAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASPn/PdPBBvFq/MQAAAAASUVORK5CYII=)
PN: 3H37-3-74
CAS: 907960-23-0
Molecule Weight: 287.245
Formula: C15H8F3N3
![4-[8-(Trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]benzoic acid](data:image/png;base64,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)
PN: 4H57-3-20
CAS:
Molecule Weight: 306.244
Formula: C15H9F3N2O2
![6-Methyl-2-phenylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-N4
CAS: 123533-42-6
Molecule Weight: 252.273
Formula: C15H12N2O2
![4-[8-(Trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]benzonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABEmAAARJgEkAy2WAAAClnpUWHRtb2xTb3VyY2UAAHicjZXbbqMwEIZfZeTrjfGJmFQhVdQq0kptL7attHcrlzgpUoAKaA5vv2MgNJAubCCMPf4/c5gZe357THawt3kRZ2lIOGUEbBpl6zjdhuT1ZTUJyO1iHqEIhWkRkvey/LjxvMPhQKN3m5hjltIoS0g9fnMs4o7mIGmWbz3BGPd+Pz48V8wkTovSpJFFqohvisr5kEWmrJ7iH7fwEpPv49Sr5V6S7+vZ/gjmTkaPxZp8vcsdji0RhU28s7DJ8sSUsBeM4sl+wNamNjelXcPbCd2SKnz3xfzxPos+E5uW2HQzxJHZPZf5Z4SOJNvZ6BMnw8bP+5AkHAFTZskyz80JXMu5DQcjwEgwCowPZgpGgwnAzMBwhn8c5yjgqOAo4ajhKOKo4ijjqBOoExxjsbPuYV5OHzYkK7iDFbhrfTxdXC+PJ/ysIiRTygXT0BhF/QCNptPpl1NT5St5Nq1SB5qBpFIIBYIqrsW514wxGmh0MsoZmgmnSooAJgK/rbNN/zwsqVbO7VMRiIDACR/Op3LG3E0C/8oIKjkaTn3F3L0Y/mDCqNadrtL+DBqvoIxjr0UqJ2r8qdStbbWcYa8x7bTOYDy9NqCL+VuWri+aEK9D8oZRcZJfdlOIJtgEsnxtc6wfN4GTXgKiC7jUGAbkFaCGAXUF+MOA3wVckrbA8jtg2gVcSg8Dugu4AhgGgi7gymUYmHWBqriGCTfeCV1VjCNMP9xV8Y4wvYjXxT7CyKuQjCLq+guMIf43bzOSXLwX+3rJGrlPL/z1EjfC9DKgXhJHmF4S1EvoMCP6WVAtuSNMPwvUfzD9LNBuWR9ZKvql32wDDSO/GO9ibfLOGxM2rzYt72JH83AfX/wFsV9G3j9po+cAAC4ISURBVHhe7d0JlGRlfTdgEo0ayYIiRmM0GNw1rsgiGlEhiEAURESjMWJwwSUSon4mcSEBEkRFETUsIvumEASRCKKIKyiKqCiCskREFAUEVELwfvO7ntvO3Onpqvp390xV9fOcUwemb1V1VfX71u/ed12rAYCCtfo/AIBhCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEoOCgl661yttSsXTeKcACWmphMZul/e4BigSIAAEoESACBKBEgAgQgJJ+x/lSDJSl9W4BFshSDIy+pf3uAYoEiAABKBEgAgSgRIAIEIASASJAAEoEiAABoEiAAFAiQAAoESAAlAgQgHn4+Huf2Zz2zqf2f7wkCBCAeTjunzdojthjvf6PlwQBAjAPAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASv7fX2/Q/P32AgSAET32zzdoHri+AAFgRBtssEGz3noCBIARCRAASgQIACUCBIASAQJAiQABoESAAIyBg1661ipv42oSAqT/WS7U5zq/RwMsoIX4UlvdJilAFtrCPyNA0WJ90S0mAQIwBhbri24xCRCAMbBYX3SLSYAAjIHui65/W95N113RfPVj+zRfPu2t87qdftRbm3fv99bmrW+d323ttddu7nSnO63088pt/7e9tTntyJVf6yi3r5y+V3PjtZeu8Jn1P8/ZPteK+T8DwAIZ5ovt8yfuvtIXYeW221+u1fzZH63VrLXW+Nz+9B5rNS/dYuXXOurt00f+3QqfWffzhbbwzwhQNMwX3a23XN9cev6xzSWfP3xety+ceXhz0gmHN4cfPr/b3e52t+aud73rSj+v3D583OHN5z++8msd5XbpF49ufnHzdSt8ZsN8rhUL/4wARYv1RbeY9IEAjIHF+qJbTAIEYAws1hfdYhIgAGNgsb7oFpMAAaBkEgJksQgQgHkQIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAld7/73Zu73vWuze23394/NPUECEDBeeed12yyySbNWmut1d4e85jHNOeee27/blNNgACM4Ac/+EHzohe9qPmt3/qtNjie/OQnN1tsscVMkDz3uc9trrjiiv7DppIAARjCL3/5y2bvvfdufu/3fq8Nioc97GHNmWeeOXP805/+dPPoRz+6Pfa7v/u7zZvf/ObmlltuWe4Zpo8AgSXqcY87qL2ddNLF/UMzx/i1k046qfmzP/uzNhzS53HAAQc0t912W/9ubT/IIYcc0naq5773ve99m2OOOaZ/t6khQGCJ6kJi662Pbm699f9mPbbUXXTRRc1TnvKUNgzueMc7Nrvttltz3XXX9e+2khtuuKHZY489mjvd6U7tY5/whCc0X/rSl/p3m3gCZIk666yzmnve855tJ+Dmm28+1rcNN9ywufe97918/etf778N5qELidyOOuprsx5bqhISL3/5y5s73OEObQA89alPLZW/Sy65pHnGM57RPsdv//ZvNy9+8Yuba665pn+3iSVAlqhHPepRM51+k3JLRWThdCGxww4nNE972hHNLbf870rHlpo0S73rXe9q7na3u7VlLnM8/uu//qt/t5GdccYZzUMe8pD2Of/gD/6g+Y//+I9lV3239u82cQTIEnTccce1BXnrrbfuHxpLaVfOEMmMellqwyQXUxcS55xzefvfgw768krHlpKPf/zjzUMf+tC2bvz+7/9+8+///u8L+iX/v//7v83++++/Qjidcsop/btNFAGyxGRUyP3ud7/md37nd5pvfetb/cNjKyNcEiAJkqU4YWsxLB8Su+56avOkJx3W3HDDL1Y6Nu2+853vNNtuu237pZ5mpr/9279d1GamH//4x83LXvaymeaxpz3tac03vvGN/t0mggBZYt761re2hfa1r31t/9DY22mnndrXfvDBB/cPUbB8SFx88Y+bDTc8aNkZ8hdWOjat0tH9j//4jzMd3Ztuumlz/vnn9++2aL72ta+1fXz53emgf+UrX9n85Cc/6d9trAmQJeSqq65ql1zIEMPrr7++f3jsZXJWxten8z+Vn/nph8S//MvZy75ED22uvfbmlY7F1Vf/rHnve89vzj33ypVGbU2SXMEeeuihbTnKl/ef/MmfNEcffXT/bqvNhz/84eb+979/+1oyRPg973nPrEOEx5EAWUJ23nnntpD+53/+Z//QxHjTm97UvocMkWR++iFxzTU3tQGy997nrnQsPvrRS2Z+nuauBM7ZZ3+v+cUvJuPLLtKHlmbQlKG73OUubXm6+eab+3db7TJJca+99pqZpPjwhz+8HSk57gTIEvGZz3ym7UPI6Kv/+7/JPXtMH07OGNPskCGS1M0WEgcccF6z0UaHzHosLrjgB82++362nTvS3WezzT7QvP71ZzUf+9ilK4zkGidXXnllu8RIvpxzS3PoOC43cvXVVzd/8zd/M7NMyjOf+czmsssu699tbAiQJSCX7I973OPaAvmpT32qf3hefvrTnzZf+MIX2uc9/PDDZ2759+c///lFadPNzN68l2222aZ/iBHMFhI333xrs8UWR8x6rO/CC69p+0y22+7YmfvnCua1rz2jOe20S5obb/xl/yGrXU44sqRImj5TZrLUSAZkzFfKdcr3bOU+9SH1Yj6++MUvNhtvvHH7mnOy9IY3vKH52c9+1r/bGidAloAPfOADbUF89rOf3T80sgsuuKAdw77VVlvNtCEPuqXPJYvN5RI9FWO+o6h+9atftTN789wZX0/NqkLihBO+scpjq5JO+PSPbL/98TOP3XjjQ5rddju9Ofnkby37wv15/yGLLicaWUqkK4MZfFEpe3lMym3Kb8pxt0zJoFvqR+pJ6kvqzahSzo844ojmj//4j9vnu9e97tUcdthh7c/HhQCZcjlr+aM/+qO2vffyyy/vHx5KLv/f8pa3tMN/l68gmR3+l3/5l81rXvOadnTXfvvt156F5b/5d36eCnSf+9xnhcelImT0y3yGLmZZiAy5zLj9jK9nfFx22U/aOSU77fShmTB5/OMPbl760tPacLr22pv6D1lQKRubbbZZW9YyXP0f/uEfSoMuUj5TTlNely+/Kc8p13OV+9SL1I/lH5f6k3qU+jSKm266qfnnf/7n5s53vnP7PFmZ4bOf/Wz/bmuEAJlyr3vd69pClwI4qm9/+9vN85///PaLOs+RZoB0xOcs6H/+53/6d59TlsA+6qij2mWwMxO3q1Q5o6s2KWS8fp4jM4cZzm233d6ceuolzfXX/3q+x2K76qobl10Bf6V54QtPngmTBz1o92VfsC9o3v72t5dPamaTuRtZKqQrr1m5oNJPlvK4/PLsKa8ptym/KcejSD1JfUm96ZrR8vpSr1K/RvG9732vbUXoXleeIyMr1yQBMsUuvfTStv00Z0yjjDRJ++1LXvKSmYlOWbb6fe97X+ksbjY///nP22GTT3ziE2cqQ9Ya+uY3v9m/65zyhZEZw5nZm8lZDLbffp9rv8TTrLS6ZRhw1tzaYYc9l5XLdWf+9umfS/NQJvRVZLZ4mom6E5MsGVJp2kz5SznsXlfKZ8ppyutCSP1JPUp9yvOnfqWejdpfkn6WRz7yke1zZFj+nnvuuWCvcVQCZIr91V/9VVvIjjzyyP6hVTrxxBPbJq887kEPelBz7LHHltqNh5XK0K12muaGN77xjc0vfjH82XG+OPLYLHzH3DJ/I5MFn/Ws49b4aKnvf//7zYEHHthOpOtOVHJ7xCMe0TbzDLtwYZYCecADHtA+dp111mmXChm1STPlLeUu5S/Pk/KYcrlYUp9Sr1K/8vtS31LvRpGRlBmOf4973KN9jjSPHX/88f27LToBMqWy0U0KVlbbHabTLWdx+RLOY3LVkrbchVwHaJAPfehDM30lGWo87Nloxs9nTaF8CWVmL7P70Y9uaUdXbbLJIcvOtH/UP7xGXXvtte0eGltuueXMl3huD3zgA5t/+qd/mnUZ9PRPdM1M+dtnaZDKVWjKWbewaMpfyuHqkvqVetbNhE/9G7XOZUJwVpXoPrcnPelJpQ77KgEyhTKLNROR0taafZsHSQXOMg4pgOmUnk/n9nykwz9tzXkdaZo6+eST+3eZVVZL7c4cWdntt/+qecUrPto2XR15ZD1k8+WWK4NPfvKTKwxdzb/z81G//GaT5pw853bbbdcO/OjCZP31128nj37sYx9rl/zI0h/5ea5gqicOKV8pZ3melLs1NUw29a1bxDH1MPVxVFnXLh37eY7U+zSNVZ5nVAJkCmW3tBSkTEgaJBOXumWm00G3pirR8tLpmLbdnFm+//3v7x+eVRaky3vIznGs6LDDvtqGxytfeXozxMXojDST5Eo2Z7jDLv+f++X+edx8J6xm9FGG4u64445teVj+92TpjywBUpVylfKV5015W9NS77oO8tTH1MuKj370ozNNY3l/o/R9VgiQKZONcLKeTpZEGFQI0w7dbdOZs7phmrpWl0zGWnfdX3e0ZlntQXIGnLPSfLGkWYtfu+iia9v5GFtueeTQczFy5po+gW7+QW5pZtloo42aF77whW2zS0ZQ5Uoh/82/8/Mc75pjcsvj8zwLcSacTuJuAmn6DObzN055yvOkfKWcjYvUv9TDvLbUy9TPivQBpS8pz7OYqwqHAJkyXQHcZ599+odWkDOezMrNfTPUdxxdfPHFM/0iw1yJdO9977337h9akm666dZ2lng6zj/3ucHDPXPG//rXv35muGmadzIsNvtkZEb3MHK/3D+P65qH8nx53jz/fOS583zzaapMOcpzpFylfI2jbuh96me1RSBLoAgQRjLsWXhGgWQzqRSwzKUYZxlamTPFXI4P6hMZ5eprKXjjGz/RNl11S7TP5bTTTmvXGEuZyAS4d77znUOHxqrk8XmebkJdnj+/p2q+AZLyk3KU8jTqkPHVrZvjlHpaGQUpQBjZsP0A3dDXjHkfdcjjmpBmhpzFZpz/oIlho/T/TLOPfOTbbXi84AUnLfsbr/oLKAMuMlM7i/dlJE/WXFrodvM8X543z5/fk99XWa58PgGScpPyk3I0Ts1Wq5J62c1JSX0dlQBhJMOORMqQyLRTZ52eH/7wh/3DYysdnXl/6aSda57I8iPQsn7RUnTFFde3y63nduWVq578mS/kzNbO55o29y9/+Tdb2i6GPH/X55bfO+oVTjVAUl66QQDj0GE+rNTP1NPU19mGMs9FgDC0YedC5FI47ao5C8xojUnTDfFNx+xcRp0DM02y0dPzn39Se/WR/TtWJV/G3XpROdNdqFUGBsnv6c6s8/tHCZFqgKS85HEpP5Mm9TT1NfV2lKYsAcLQuiapV7ziFf1DK8jM1dzvec97Xv/QREiHYjo/c0Y2qA27Mgt/GrzjHZ9vwyObPa1KrtK6K4/tt99+zv6yxZDfl9/bXYkM25xVCZCUk245n2qH9JqW+pr3PcpGcAKEoWRxt2HWg8oImCx7sPbaa4+8EOI4yUzh7qx5LlkHLKuX5otjvqN/JsVZZ31u2ZXoy5eF59Htvh6rkj6I7jNc3eHRye/trkTyeoZRCZDud6zOGeYLLfU19Tb1d9iyLEAYyrAr0maNoNwvS0NMum7trEGr+GboaO5XWYl40uREIu3ld7/7w5qvfvXS/uEZGQWVJpH0RayuZqtVye/P68jrGWZ01qgBkvIxyv3HWept3kvq8TAECAOdf/75M3tizNUMkBEdWWwtI1AmqeN8VbLQXSpH1kKay/J7oWQp7GmVtvFuXah99923f3hGzl677YAXu8N8WHkdeT15XYPOrkcNkO4zWcyFEVeX1NvU39TjYUZOChDmtPyufP/93//dP7yCboRWFpybFlk0Lu9p0KqtC7kb47jq+sCyGOFcgwa6CWoZUjtO8nryugZNaB0lQFIuct+Uk2mR+pv3lPo8iABhTt2yDttuu23/0Eqe85zntPedhPHvw8o+DXlP2TFuLou5H/w4yGKZmV+R5qu5viyynEjWfcryIgs9z2O+8nryuvL65lr2ZJQASbnIfVNOpkXqb95T6vMgUxkgmdD0yU9e3px22iXzup144qeaI444aoUVQSu3QSN5xlUqXNcUMWhiXZpxcumbYb7TJGsj/eEf/mG73eigRfuy/Wfa2TMXYNB9J8mNN97Y/l3z3rJK7Vy6NvR3vOMd/UNjIa8rr2+uPrphAyR/45SLlI81tdHSYsnfO/V50IiyqQyQ00//zsy2lvO53ec+OzR3uMNvlnqu3u573/v2X+JEeNOb3tS+/ixvPUjGkee+g5oHJlFmm+e9DTNhsDIUctxlS9O8p913371/aAX5Qs0ZfmZij9vVRyevK68vr3NVIT9sgKQ85H7TuBpB1ww5aB7XVAZIhhYec8xFzUEHfXlet3e844Rmzz33alcBnc/t7LNXPVZ+XF1xxRXtGUiaLHIGOkhX4E4//fT+oYmXParz3rId6iDZOzpNJOutt167Cc+kyxV03vtjH/vYgftwZHHD3HeXXXbpHxoreX15nXm9sxk2QFIecr+Uj2mTejzMCeFEBEh3RXDSSSuvatkdY2F1/RnZwW0YmY2dGerDhM2kydDVNN9kDbBh5KQhn132q5hk2UUvC0bmNqgJM/J+874r+4SvTnl9c/19fv7zXzb3vve2zY47rrqZK1IeUi5SPqZN6nHqc+r1XCYqQLbe+uh2CYXZjrFwMq49FeMxj3nM0MsapFkgG8xMqzRD5mpsGGkPzzDIdDpnB7dJlKuNblDABz/4wf7hWT3ykY9s+8vGtfmqk9eX15nXO5tf/OK29jvlZS+be85IysOkNk8PI/U59XouExUguR111IprMAmQhbX8Olbnnntu//CsUnhSiLbZZpv+oamRoat5j1nKfRjHH398e/+nP/3p/UMToZtFPuxyNJnxnTPWbPY0CfI683pnmyE/TICkHOTzSbmYVqnPg8JhogJkhx1OWHbZeERzyy2/meAiQBbWwQcf3BaInXbaqX9olTL6aK4mgWnwqle9qn2PowxR7uaQTFq/UJp4ulnkwzZJZr/tvNdJ6VDuBkbkdfcNEyDdUNeUi2nVNUmmfq/KRAXIOedc3v43Hdz9Y8xflnzIZXk6z9OJPqxuBNa//uu/9g9Nja5fY9Aw1uVdcMEF7Qz+Bz/4wUPN6h0H+SLIrPo0vw0z6qyTzyWfTz6nSTDX33OYAJm091uR+pz3ONdIrIkKkNh111Pb/QduuOHXezXMFiA//vEtzb77fnbZH/dT87rtvvt7ml122bVdB6p622qrrdrlpPs/H8db2u1TGN785jev8HkO0jXXDLt+ziTKjnd5jyeccEL/0Jxe8pKXtI97yEMestLnPY63ddZZp329w+wPv7yuDORzmgTd3zOvu2+YAEk5mKT3W9GtazfbZ9SZuAC5+OIft3svd9tnzhYgZ5753Zmfz+e2UPNAJu02yplndJswTdPch75uifphO5Q7xx133Eqf77jfctV0+eWX99/KnCatDHR/z9k2fhomQFIOJun9Vsz1GXUmLkAiexBsuumhzbXX3rzSsU6OXX31z+Z1u+qqa5dVpCvaylS9ZShkZqL3fz6Ot/e85z1tYdh88837H+ecXIHMLgtPZgHKfCFnme/+5z2Ot25TpFw1r2qi3WxcgUyfqbwCiWuuuakNkL33PnelY8xPN9polH0N9IHM7t3vfnf7mDQNTZJuk6xRmjInrU9grr/nMAEyae+3Yir7QDoHHHBes9FGh8x6jLqMSrnjHe/YrL/++nPuCb68bhTW3//93/cPTY1uFNawzXvZdCubb2UTrkmbaJYhqtkgK8NcB+2F0llqo7C6ZUymeRRW6nPe49SMwlpelivZYosjZj3G/Lz61a9uC8UwS3dENw8k24ZOq27Ph5/85Cf9Q7PKtr+5/6id0eMiKwonQLKY5jDveanNA8lnkr/voL1iJlm3HfFc4TCxARInnPCNVR6jLpVj3XXXbZew+P73v98/PKusSPqABzyg/+OpkTPyDG8dxkUXXdR+OWUexWxfUJMiOyzmy+FZz3pW/9CsltpM9JSHlItplfqcej2XiQgQVr8DDzywLRgveMEL+odmlU2n8qX505/+tH9o4mWv6HwWw8467rbCHWZDnnGWQQDdZmLve9/7+odXMi1rYQ0bIF1/YcrHtEk9Tn3O338uUxkg3/zmj5oddzyh2W67Y+d122STlzcbbPDgtj9gPrcXvvCF/Zc49jIC5xGPeEQ7I3mY2dfd6J1TTjmlf2jidUNUsyPfICeffHJ732EXXhx3GZmVuSGZXDpoV8ZpWY132ADpdmica5jrpEo9zntLvZ7LVAbI1772w3bZk34gjHpbqAB57nOf23+JE+ETn/hEWzjSXjzXFqbRfXm85jWv6R+aePn75b1lZvlc0lyVZqsMQkgz1rTohqw+/OEPn3PjpGnZD2TYAEl5yOcyqfV7LqnHc4VsZyoDhIWT9u8UkCOOOKJ/aAX5YhlUMSdRlnfJ2fef/umfDgzRffbZp/2sdtttt/6hidfNqH/5y1/eP7SCadiRcNgASXlIuUj5SDmZFsufCMx1whAChDlddtllzZ3vfOe2QN100039wyvIfIcUprPOOqt/aGK9//3vb9/TW97ylv6hFWSobgYd3P3udx96xd5Jkk2WshxLPos0063KNOyJfttttzebbfaBZo895j77jpSLfCYpJ9Mi9TfvaZj5SwKEgd7whje0hWRQe2jX5PXsZz+7f2giZWn7hz3sYe1M8kGLS3bzCg444ID+oalx4YUXNne5y13a+S3ZeXFVut0pU27GSVeOB+2yF1ky6brrbun/eCUpFykfKSfD7p0z7lJ/8zmlPg8iQBjoZz/7WXOve92r/fL43ve+1z88I5f0GRqZCjWpGykt79hjj20rx6A9Mc4777yZL5GMXJpm3ez6LFW/qqbKXKlm/kiGyn75y79ZOXtNyuvI68nrGnQlPaqUj3wmKS+TLvU2ZTn1eFCTbQgQhtItHrf99tv3D62gWzxw2OG/4yo78mVHtgxl/Pa3v90/PCOVLNt+5j0P6nCcFttuu237fudaxuO0006b2VNkTfcP5PfndeT15HUttJSPlJOUl0H7xo+71Nv8bVOPhyFAGEq+KB//+Me3heWTn/xk//CMnJVmtE4q61xLIIy7bq2kv/u7v+sfWsFRRx3V3m+77bbrH5paWaYlfQn50vzMZz7TPzyj29XwqU996hqbUJnfm9+f15HXs1hSTgaF6rhLfU29Tf1d1dVlnwBhaJ/73OfaAvbnf/7ncxawLIOR+z3qUY+amI2Ulpf1kTJwIDON55oYmU7ZzERO08ill17aPzzVzj777LapI3uCr+ozSnNetxxGrlxXd4jk9+X35vfndSxm82I+g5SXlJvZ1tcad6mnqa+pt6m/wxIgjOT5z39+W2AGzUz+67/+6/Z+w3RYjpP092QJ9rz2E088sX94Bd1SH5P2HhdKN3l0hx126B+akdFbWRq+uxJZXc1Z+T3dlUd+f17HXLolkU466eL+oaGXS0p5ye9L+Uk5miTdwIfU21EIEEaSZRvWXnvt5h73uMcqzzzj+uuvb+5///u3ZzSTsid4mum6EShZDHEumaGdQQU56xx23/BpkzP6rv9nro2V8uXdXYmkL2KxO9bz/Pk93ZXHoPCILiS23vro5tZbV7y6HjZAoltEM+VomE7ocZD6mXqa+pp6OwoBwsi6fQIGzTrP6KQ072RC0qBZ3OPgla98Zfu+Nt1004GdoTvuuGN730MPPbR/aEnJqLwsuJfJdHM13SRs0geRL6rst54htQs9TyTPl+fN8+f35PcN22zVhURuRx31tVmPDSPlJuUnZSPladylXqZ+pp6mvo5KgDCyzE7NDNxU1IsvXvmSf3npZE5lzpl6dmccV90lfCbL/ehHP+ofXsE555zT3vdxj3vc1Iz9n49u5F3WThu0h0xGQWUobe5/73vfu93Rb5grhLnk8XmePF+eN88/6mirLiSyBNLTnnbEsuf8Td/dKAESKT/dpMtxbt5MfUy9TP1MPa0QIJR06yNttdVW/UMrefvb397eN4X1K1/5Sv/wGpXOw24GfZo9Bi1fn8DoOhvnGoG01Lz4xS9uP8NhlnHJPIzXv/717VVLHpNNt/L4DIMeNkxyv9w/j8vj8zx5vjxvZZ5HFxLnnHN5+9+DDvpNM9uoARIpR10zWsrXuA0mST1MfczrS/2sEiCU/cVf/EVbeIY528saRPnSTWUflz6RH/7whzMdrY9+9KMHhkekrT/333nnnfuHlrQ0Hz34wQ9uP5thl7HPciLpiM+Q4DwutzSlZPHOrGCdIbH5cjv88MPb/+bf+XmO537dY/L4PM9cy5MMsnxI7Lrrqc2TnnRYc8MNv76aqgRIpDylXOU1ppylvI2D1L/Uw9TH+axZlq1us3yPAKEkZzEZyjnsBKpcJnft07m0H7Z9ejGk8N/znvdsC//WW2891FlrOhjXW2+9di2lK6+8sn94yUt5yDDWrAc2yh4ZGRJ+5plntvtz5OquC4a5brlf7p/HzTWkfFjLh0SWMdlww4Oa/ff/wkrHRpVylfKV15zyNtf+4ost9S31ruuHqjZbZbZ6Wh7ynlL/B+0ZshAEyJTadddd24K033779Q/N6vzzz2+XuO++BFb3ZMN8sXVDkVOJsqfDsP0Yu+++e/u4QQsrLmX7779/+xk9+clPHvpz7cvJSPYeyYTVXH10t/w7Px/mZGUuV111Y3PZZStu09sPiX/5l7ObTTc9dNlVzc0rHRtVPoeUs5S3fDYpf6ME7EJIPevCOfUv9XBUGXWZfdK795HlbFZXk7QAmVJpNsgonNyGbULIGP1uyYScDeX/F3vtrLy2LOGdIchdeI0ynDTLVaTi3O9+9xu6nX4pytDVbshuRuuNiwRG+jWe+9wPtWGwySaHtKvudvohcc01N7UBsvfe5650rCrlrfsSTzlMeRy2zlSlXqV+pZ7l9+b/R52Lkyu8rDacoft5jgygOf744/t3W1QCZIp1neSDlv3oy2imLEDYXQpn7HyWkq6euc4muym+7GUva+ds5PekEqQfY9Rmj64ZYtg1gpayjELKiKhsrLW6rzCXl6ao9773/Gb77Y+fCYGNNz6kecUrPtqcffaKi4LOFhIHHHBes9FGh8x6LFcx2bhuVCl3KX/dl3HKZcrnMLt+Div1J/Uo9Sn1Kr8n9Sz1bVS56svCinmONN3uueeeA/cIWQwCZIplhEn6QVJYR72kTYXKl3JXSHNLp+irXvWqdlvNUc+WMgM4nYRp683EqO45s+RGmleG6evoy/PlOZ74xCf2D7EK+QJLecjZ6qiT0+bjwguvad71ri+0O4p2X/y5knjta89oTj31kubGG2dfTmW2kLj55lubLbY4YtZjr3rV6e3PXvOaM5orrxytjEbKYcpjymVXRlNeU25T3kadyZ56kvqSerP8oITUq9SvUU+YMr8nKwx0z5MZ6qu72W15AmTKpXMwBS3tolVZXylDHrthmbnl0jvhtM0227SdphmJk5EjaRPPf/Pv9E1khdiMAsoCf91jM6xzp512akcFVYdR5nF53nwZjtLkxW/238iky8Vy++2/ai644AfNvvt+tp1F3n3ZZ0Oo173uzOZjH7t0hTkdqzJbSMQJJ3xj1mPf/e5Pm112+Uj781zVvPOdX1gWCqP3zaR8pXymnHbDmnNLOU65S7lO+Z6t3Kc+pF6kfnRNVLml/qQepT6NKsGWprUMhshzbbjhhu0aeGuaAFkCnv70p7eFbr7to7lEzhj/DM3MUhnpX+kqx1y3zKjNisE5i0ugVa42+jJBLc+9yy679A8xQL4cN9544/bzO/jgg/uHy2677f+a8877frPXXp9uttzyyJkv+Ay9Ted3mqeyLe3qcMYZlzbPeMYx7e/P1crJJ3+rDbWKlNeU25TflOOU534Zn+2W+pF6kvqSelNpYkrfVbat7q5esv/PYYcdNjbLsQiQJSAdduloTrNFpRDPJZ2NaU/PLmnLj8zJvzOhbzHG2Kctf5111mkr8mI8/1Lw3e9+t/380n4+aNWCuWRl3cw3ypn1gx70zOaRj3xb+6X9lKccvuxs/FPNuedeudIaVqtLwiod9E94wgfa1/S85324vSpaCCl3Kd+zlfvUh4XohE//Sxf0mV+TK8dRm9AWmwBZIjLMLwUxnW2T7qUvfWn7Xt72trf1DzGCY445pv0c0x4/aKmT5WW024c//OG2/b2bsJbbBhs8admVxonNF7/4PyuMpFrTMnLrjW/8xMwV0RvecFZz9dXj9UW8vKuvvrqdmNk1f2VW+WWXXda/21gQIEtEOkwzwiRnnHPtmz3uvvrVr7bt0A94wAPmPe+ApnnRi17Ufkmlk3cuacY5+uij2xFEKUNdaGTflTw2e1Us5Ci9xfCVr1yzLPROakMkHfjvf/+Xll2Rr54mtWHkam6vvfaaCeVsIDXM/udrkgBZQjJmPAVz0F7i4ywT4fIeTj311P4hChIMXWfvRz7ykRWOZYJammXSYdwNt84tE9722GOPNToUuCr9IKec8q2ZPpp08J9++ppfTPRDH/rQzOjErBhw4IEHrtEVIYYlQJaQDBlMc0W+LCax8qeSpYJtueWW/UPMQ5YOTxt7rlAvvPDCtmM9n3E3szm3Bz7wge1GXdMy4i1DgTOsOBMXEyQvfvEpzde/vjD9I6PI57355pu3n3Hm5+Rq7ic/WXE2/jgTIEtMmhpSWDMMcNybHJaXNvqc+aaSffOb3+wfZp4yBDXlYvlhp1kGPsNSs0zJtMpckcxFSYisv/6Lml133b35wQ8WP0iyf30mKnbD27fYYouJLNcCZAnqJiJlOOCk+Ld/+7f2Nb/61a/uH2IBZFho2tyzsODee++95PaS/+xnv9NsuunObRnLfI199tlnUfrYMoQ6ExUzijC/K315mWg4qQTIEpTZrGnTTiHO8g3LD0Mcx1sqXCZQrbvuuhN1ec9kSZ/Du9/97uZud7tb++WefUNOPvnk/t3KzjjjjJkNrTKEOgs5LkZIrU4CZInKDNuuqWJSbhkHD4vtuuuua/dQT3Npyl32DJlPM94ll1wys5BlVk7IZlvTMn9JgCxR3ZDBD37wgyud8Y/bLfubZ87HuMy+ZWm46KKLZjY2S5gkVBIuw8o6WNn/vRuMsNlmmzVf+tKX+nebaAIEYA5pxuq2wU3z1gEHHDDnENsMTslItmxylsdkYcZM2pxGAgRggFyxp2O9W1D0oQ99aLvrYt+nP/3pme1yswhjNjmb5n1qBAjAkDLEN7P3u+HO2223XfOd73ynueKKK5rnPOc5M/11O++885LYXlmAAIzovPPOazbddNOZ/pGuw/2xj31sc+655/bvPrUECEDRUUcd1Q6JT0d5BntM0uTchSBAAOYhSwSNurPgtBAgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlPx/aXCkTiXT1IUAAAAASUVORK5CYII=)
PN: 3H37-3-75
CAS: 1980053-08-4
Molecule Weight: 287.245
Formula: C15H8F3N3
![{7-Methyl-2-phenylimidazo[1,2-a]pyridin-3-yl}methanol](data:image/png;base64,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)
PN: 4H01-1-8M
CAS: 217435-73-9
Molecule Weight: 238.29
Formula: C15H14N2O
![4-[8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]benzonitrile](data:image/png;base64,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)
PN: 3H37-7-20
CAS: 1980053-72-2
Molecule Weight: 321.69
Formula: C15H7ClF3N3
TSCA: Not listed on TSCA inventory