![6-Fluoro-2-methylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABioAAAYqAE/8JOnAAACOXpUWHRtb2xTb3VyY2UAAHichZTbbqMwEIZfZeTrxfiAOUQhVZSq0krtVtq20t6tHHBSpAAVkNPb7xhyIukShWhsz3xj+Gfs8cMuX8HGVHVWFjHhlBEwRVKmWbGMycf7kxOSh8k4wSAMLOqYfDbN18h1t9stTT5NrndlQZMyJ51/tKuzXsxW0rJauoIx7v55eX5rGScr6kYXiUGqzkZ1u/hcJrpp3+I/W7i5rjZZ4Xbhbl5tumx/BbMPo7s6JedvmaFviigsspWBRVnluoGNYBQf9gOWpjCVbkwK8z0uS+rht0/GL49lss5N0eDQZsgSvXprqnWCC3m5Mskak+Hg52NMco6Absp8WlV6D3ZklzUHLUBL0B5oBdoHHYAOQUegOcM/+jkGcIzgHuq9MnbD9/2XwbeGGfyC2eH3dJq9wiuKJWLiMCp55AOnQjAPBOVC+SCpipgAj0ZCRuBToQL/aAL04V4H3yHywHHqe1EAjHJP2mR+yASBvd2HU8lECCeLqik/slZJnKOOMhCnqSMoCzoben17XFdeGICDMnMprZVSKnAU5SoIUUj3pORkPC+L9GIIWRqTOSetxL/NohYHlQmUVWoqbFybwIZeAqIP2JqcgOl3gOwDtoLDgNcHbL2HAdUHbHcMA34fsL00DAR9wHbesErhDRAN7xD1gbarhwnrv9LpLnJd7fbg3GFuC34XuSp5dzaHBeNXVe/O8h1GfcOcm0ucGfei993jjYPDm9vIvbiqXLygJ/8AhF6x2U6UBoYAAD36SURBVHhe7d0LvFVj/sdx13Ft5C7RIEMuYUwoRlMGEZUkEZUYIpXkmsa1mZK/xqVCpYQ/STdJFzMoTCWUVFQYFYXKpYuSkud/vmv/12rt5+x9zt7PXvucffm8X6/1qs569mWt017fvdZ6nt+zjQEAwME29g8AAEgFAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECICkRo0aZWrVqmVuv/12exVAgAAobdmyZaZNmzZmm222CZa6deuamTNn2k1RxAgQAIGffvrJ9OzZ0+y2225x4eEv2267rWnXrp356quv7IeiCBEgADwjR440hxxySFxgNGzY0Lz11lvm6quvNttvv33w8ypVqph//OMfZuPGjfbToIgQIIjMH/840Fvq1BloFi361l4dx2+LyjdnzhzToEGDuOA47LDDzOjRo+PaffDBB+bPf/5zue1QPAgQRMYPBS1du06yV8chQCrfqlWrzDXXXBN3ZrH77ruXe2bx4osvJjxTmTt3rt0UBY4AQWT8UDj99KHenx9++I3dJECAVJ5NmzaZf/7zn6Zq1apBAOjeRtu2bc3y5cvt5gkluleyww47mOuuu858+23ZZ58oHAQIIuOHwmOPvef92aHDeLtJgACpHBMnTjRHHnlk3NmDele98847dtOUqLfW5Zdf7gWQ/3x77rmneeSRR8zmzZvt5igwBAgi44fCunU/m4YNh3l/nzlzmd3MQ4BUrIULF5pzzz03LjiqV69unnnmGbupk+nTp5uTTz457vmPOuoo8+qrr9pNUUAIEEQmHArDhn3g/b1t27FWqxgCpGKsXr3adOvWzey4447BgX3nnXc2f/vb38yPP/5oN8/Ir7/+WvJ7H2aqVasWFyTnn3+++eSTT+zmKAAECCITDoWfftpsGjV61vv3m28usVoSINm2ZcsWM2jQILPvvvvGHcwvuugis3jxYrt5pNatW2e6d+9udtppp+B1f/Ob35ibb77ZrFmzxm6OPEaAIDJ2KIwYMd/7d6tWI0u+nYYamtJtEZ2pU6eaE044IS44jj/+eDNlyhS7aVb997//Nc2bN497H/vtt5958sknvYBD/iNAEBk7FDZv3mKaNHne+9nkyZ+GWpZui8zpzKJly5ZxB+x99tnHPPHEE+aXX36xm1eY119/3dSuXTvufZ144oneAEXkNwIEkUkUCuPHL/J+1rz5CyUHsa3fOhO1hRvdy7jzzju9exv+AVr3PLp27Wp++OEHu3mlUIA99thjZu+9944LkksuucQsXbrUbo48QYAgMolCYcuWX0u+Fb/o/Xzs2AXBzxO1RfqeffZZrzdV+KB8zjnneL2uctH3339vunTpEndTf5dddjF33323Wb9+vd0cOY4AQWSShcLrr3/u/bxx4+fMzz/HLqUka4vUqCpuvXr14oJD4zsmTJhgN81JH3/8sTn77LPj3v/BBx9snnvuObspchgBgsiUFQqXXz7aW/f88/O8fydrq3EjutzVufNEM27cQrN69U92k6KmKriqhhseuKcR5X379vVGmOeb8ePHm9///vdxQXLaaaeZ9957z26KHESAIDLJQkGmT//SW3fWWc+YDRs2J23bp89/gnVaTj55sLn22vFm1KiPzLffFu8ljp9//tn06tXLq4LrH2hVw0pVcleuXGk3zyvatgceeMDssccewbZtt912pn379uabb5KXw0HlI0AQmWSh4Lv66pe99UOGzE7a9ptv1pk77ng9qKcVXlTlV8+hsxi1KxZjxozxqt6Gv6WrKq6q4xaSFStWmKuuusoLD387f/vb35r777/fCxnkHgIEkUkWCr45c7721jdo8FS5bXWvZOrUxeauu6aUHCy3tg8v7dqN9Ua8L1tWmIPTVN32jDPOiAsOVcFVNdxCNmvWrJIvEKfHbffhhx9uXnrpJbspKhkBgsiUFwrSpcukuBBIxaZNW7xLYPfd96b5y1+eLhUkWi69dJQZPHiWWbw4N7qtZkLVbFXVVtVt/QOoqt7ed999XhXcYjF8+HBTo0aNuCA588wzzUcffWQ3RSUhQBCZVEJBE03pUlQqbRNRt+D33ltuevd+OyiVYi8tWowwjz/+XrmTWuUaVa9VFVtVsw0fNFXt9ssvv7SbR0Y1rNTt9+WXXzYPPvigN0fIFVdc4ZU90URT/qJ/6+dar3Zqr8fp8dmyYcMGc88995hdd9012B8K1k6dOpnvvvvObo4KRoAgb+m49cEHX5u+faeb8857rlSQaGnadLh59NGZZt68FfbDc4qq1qp6bTg4TjrpJK/KbdR0FvPaa6+ZO+64wyvlHh6T4bLo8XoePZ+eNxtnSV988YVp3bp13Ovutddepn///pSNr0QECArG/PkrTL9+M02zZsNLBYkWjUN58MFpZvbsr7P6rTkdqlLbpEmTuAOjqtmqqm2U71E3oTX1bLNmzeJGrCdbdBak+y01a9b0zj70p/5tnx0lWvT8eh29XtQ3v//zH/XS+2Pc6x1zzDFecKHiESAoSLp89cQT7wWj4MPLccc9YE488VrTtevdXp2myvgGq6q0t9xyi1el1j8QqnqtqtiuXbvWbu5swYIFpmPHjt63dftAr0XBcOWVV3ozFL7yyispl11XO7XX4/R4PY/93Fr0unp9vY+oqBDjkCFDzP777x/3Wgqtzz77zG6OLCJA4GT9+k0lB45xXrHEXO9Su2TJD+bJJ2eZ1q1jgxmPOuoOc8AB55Z8U44dgFRwUAdBzdYX9Tdmmw5+qkarqrThg5+q1qp6bVQ+/PBDc/HFF8d1idWikNK9DB2Aoy7rrufT8+r5w6Xcteh96P3ofUVFIXzrrbfGhbD+ftttt0UawkiOAIETda/1v9Gru22+WL58rRk06N/mnHP+WnJQiz/IadFgtjZt2pixY8d6N3Cj9Pbbb3tVaMOvd+yxx3pnQVH5/PPPzYUXXlhqu1T25PHHH/dqUVUEvY5ezy63okXvT+8zKp9++qlp2rRp3GsccMABZujQoZFeBkRpBAjSNnHip0F4tGkzxivbno/Us0m9njQoz/6mrkVdZ1u1auV1J81k9j5Vm1XV2fBzqyrtgAEDIiuzrjOnnj17eoUJw6+j+yuu851HRa9v3+fR+9T7jfKM79///rc5+uij416nTp06Ztq0aXZTRIQAQVq+/HKNqV8/NrBPf+rfhUAlMzRvxl/+8pe48RfhA56usWsOcU0TmwpVl1WV2fBBXc/duXPnSM8EZsyYYY444ohSwTFnzhy7aaXS+7GDRO9b7z8qup/Vr1+/Uvd8Lrvssqx2hS5WBAhSpjMNzXHun33oTKQQaXyBLn80bty41LV8LbrOrpLput6/atUq++EeVZVVddnw48466yyvCm2U/ud//ieuG+6hhx7q3dzOZXp/ep/+e9b713ZESb/D66+/Pu7LgMaS3HvvvZFfmixmBAhS9sgj7wThoXsgUdq4caNX22nEiBElz32XN2BNN13DA9n0b/1ckye98MILZvbs2VkZcxCmm7Gac0PX7e3LQ1p0gFK5EU2WpEq577//vldNNtxG1WY16C5KOkCef/75wWuosKJ6cOXLwVHvU+9X79vfBm1P1IMD58+f751Vhn8fv/vd77z/P8gcAYKUvPPOl+akkwZ54aFy6+qFlSl1BdU3z0aNGsWNNE5n0UFd5S169+7t1Y7KJl2SUh2qSy+91Oy+++6l3ou9qBCgqsxGeZ1flixZ4s394b+Oxo288cYbdrO8oPet9+9vi7ZL2xc1dYqwuxrvu+++ZtmyZXZTpIEAQbm++25DUDakbt3B5uOPE1+2SYVuRqsbq/0t3V7UG0oD11SFVmcf+lP/Dpf8TrSccMIJ5qGHHsp6iXOd+YwbN86bm0PzcYTfg+bqULdgVZeN2rx588yBBx4YvJa+Xed7yXO9//BZgrZP2xk1Bbm+aKhzhP9aGosDdwQIyqRekOECiM8+69aPf926dd6HV2Mu7IO+bni2bNnSK0sxderUcg/+Wv/WW295l410NmCPqdCiMxPNCa7LStmmiZx0z8N/7WuvvdZuEgmVNQmPBNd8GVH14qps2g5tj79t2s5slHGRyZMnB6+jLzNwR4CgTM89NzcIj06dJniBkg71w1fvJjs4dCahA60OElH01df9kJtvvtnr/x9+Hd0E188VYNmkHj7+a6rQYNR0eS4cHhosV4i0XeEQycZlSc126L+G7m/BHQGCpBYsWGXq1XvSCw/NJKhLWelQ+Yo//elPcQd0XYYaOHBg1m5+qxunrnfb9ZIOOuggM2rUKLt5ZLIZILonEL5s1adPH7tJQdH2+duq7Y76nggBEh0CBAnpJrlulis8dPNc83GkQ91gw72WdAai4KjIebsnTJhgateuHRckKo2ejbORbAWIeiWFx3gU6pmHLXwmou2PsncWARIdAgQJ3XPP1lIlDz+c+kAvdcfVPN3hg3bbtm29SZIqg85I1NMr3GtKZdOjvkmbjQDRpb1wV13dIygm4Xsi2g9RXOoUAiQ6BAhKmTw5vlSJZgRMhXpYqUut/+HUfQ5dTsoFKvSn+TX891alSpVIa1BlI0AUfP5zqpdSodwwT5W2N9w7K6rBhgRIdAgQxNH84v4c5KefPtR88UVqpUpU3iPcNVdFAlMtDV5RdPmsS5cuwXvUDfao5hePOkDUucAfYa5xEvneVdeVttsfJ6L9EUXPLAIkOgQIAipV0q7d1lIlEyakFgC6IX7qqacGH0r9/YcfcnduclWJ9UdA688oQiTKANF4BX+goN5fvg4SjIq23/99ab9kOjCTAIkOAYKAZvPzw+POO1M7aGl+C83/4H8gVdYjk8q1FWXkyJFBnSv9menlrCgD5O9//3vwXCr3AePtB3+faP9kggCJDgECzzvvfB6UKrngguEplyoJf7DVdTYfwsOnEPG/2arsSCY31qMKEM2T4fdeU8HBfKltlW3aD34BRu2fTOYTIUCiQ4DArFr1valTp4OpVes2U7fuIPPRR2WPBPdpHmp/Hg0VqKuIUd9R0+Us/2Ci3lmuXXyjChDNTOg/T65X1a1o2h/+vtF+ckWARIcAKXLqGtmkSfOSb+BHmWrVGpvBg/9tN0lI3XL9wW0qbz5r1iy7Sd644YYbggOKxom4iCJANN2r6mjpOTTDHkrzZx7UfnKdHpcAiQ4BUuQefvjh4MN0/vmtU+5rr7Lq/uNUcTaf6absySefHGyPy4j1KAJE5er9g6NK26M07Rc/ZLW/XBAg0SFAipg+jP6NZBUk/Prrr+0mCc2cOTO4dFW/fv2UQyeX6Zq6P9hQZU/SvZSVaYAsXLgw2KcaNIfk/MGV2l/ab+kiQKJDgBQp3eyuVatW8I134sSJdpOkTjnlFO9xugHtehkhF+nA7x9YbrrpJnt1mTINkI4dOwaPr+w5zHOd9o+/r7Tf0kWARIcAKVKar8L/EHXr1s1endSkSZOCx1133XX26rymsifHHXect20777yzWb58ud0kqUwCRJfQ9t57b++x9erVs1cjAe0n7S/tt3THhRAg0SFAipCm8/Q/QCeeeGJaH8CGDRt6j9Olr3zsdVUeFWD0943mE0lVJgEyevTo4LHqFYbyhXvPaf+lgwCJDgFSZFQTyp/VT9f8Fy1aZDdJSvN9+x+8q666yl5dMPxS8Jpmt7zJrXyZBEizZs28xymUv//+e3s1EtB+8u/faf+lgwCJDgFSRHSJxj/11/LUU0/ZTcrUqVMn73G6Z6K5PgrVmDFjgn2k6XFT4RogKgOjy2V6XIsWLezVKIP2l/ab9l8688sQINEhQIrIHXfcEXxwWrduba8uk8LHnzq2bt269uqCom31ZzbUHOupcA0QDcb0HzdkyBB7Ncqg/eXvO+3HVBEg0SFAioQK0vndRA877DCzZk1qVXZ9r776avChe+SRR+zVBUfT4Prbm0pPM9cACYe6Li8iddpf/r7TfkwVARKdrAWI/wtKRTptyzN//nzvw6+bw5oFTyWg9913X6/Iny5HrF271n5IwVu1apWpXr26t4+1P1y6iapbqx6vy1eFePPcpjEy/v/L3r1726tLcQ0Qnc3pMTVr1rRXIQXab9p/6ZwVEyDRieaonUA6oZBO22TUk+jaa68NvmUnW/bcc0/z/PPP2w8vaE2aNAm2P5WDYSJ16tTxHq96UcVAgyP3339/b5s1SVZ5li1bbnbaaR9veeihAfbqhDRhksrA6DXUrRrp87ujaz+mOuEWARKdzI7aZfB/QalIp20iumbtz1y22267eWcg06ZN8+ZR1iRCmpRm8uTJ5vrrr/fWZ/Ja+ebRRx8N9q8OhCq/ni5d7vKr1iqki8Wll17qbbOqv5Z3k/arr1aZatXO95bHHx9jr05IE275v5u+ffvaq5EC7Td/H6Y6gRkBEp2sHUnTCYV02iZy6623eo8//PDDzaeffmqvjqPLOa1atbJ/XJDmzJkT9PDRZTzXS0//+c9/gt/RM888Y68uWOGxBrNnz7ZXx/nmm7Xm2GP/4S3DhqV2iXD8+PHB82v8CdIXHrej/ZkKAiQ67kftcqQTCum0tWm0sE5f1Sdc9z8Qs379eu9yk/ar7ltkUhpc3X3935HqYBWLN998M9ju8i57rljxYzAZ17PPln/TXcJznn/22Wf2aqRA+83fh6nOmU6ARMftqJ2CdEIhnbY2f/a29u3b26uK2l//+tdgv6YzojqRcE+hXJ6qNmorVqwItvuuu+6yV8dxCRB/XM0OO+yQ8vV7xNN+0/7TftT+TAUBEh23o3YK0gmFdNra/HsfqZ6+FgPN8e3v0z/84Q9m48aNdpO0tGnTxnsudUAoNpqpUNuu8vVlcQmQdu3aFe1+jZL2n/aj9mcqCJDouB21U5BOKKTT1uZ3T122bJm9qigtWbLEVK1a1dsn6jDgUu7adsEFF3jPp1kHi83BBx/sbfuFF15or4rjEiB6Tj13jRo17FVIg/ZfKr8jHwESHbejdgr8X1A6iwv/JnF5vWTKo5pH+rZuv6d8XqIa2azeW3q+Y445xl5V8I4++mhv28866yx7VRyXANFzFut+jZL2Xyq/Ix8BEh23o3YK7INZKouLqAJE3Xzt95PPi/aL5vyIwmmnneY950knnWSvKnj++Bftg7K4BEgx79coaf+l8jvyESDRcTtqp8D/BaUinba2qC5h6WZcz549vWvd+bxoNj1/f0bVsYAzkPK/3boECGcg0eAMpPK4HbVTkE4opNPWxk30eBqR75cj1zJ8+HC7SdqaN2/uPRf3QJJzCRDugUSDeyCVx+2onYJ0QiFR23nz5pnu3bt7lxD22msvU6VKFW8KVnVPDRe3oxtvaRqRq/2l/aK5PzTfdyb8Xli6OV9s/P2os7uyuAQIvbCiQS+sypPaEd5BolBIJlFb/2eJFpXV8L9Z69KVCgQykDDesGHDgv2lQnMq9+IqPA6kmCY8Ugkcf7sZB5KbGAdSuVI7wjvwf0GpSNRWN8b69+/vlePQzWDVY9Iv/uKLL/bahi+n+JViVcqkvBG93377rbnkkkvsHxekyy67LNi3OptzFQ4jl0q++Wrq1KnBdpd3KdAlQBiJnjlGoleu1I7wDhKFQjLptFUtK7UNX05RwcQGDRp4P9c0rbfccouZPn26N2pa6zSiWPNZ6BtKMRVTVOj65a5Vpfj111+3m6RE+9L/HSlMisWAAQOC7VZ597K4BAi1sDJHLazKlbUjaTqhkEpbnYXo3sfll1/utVVl3TCNtr766qvLLee+9957l/ttspCodpUu8WnbDzzwQC+A06U5VPzLBLoHVSxatmzpbbPmRlfnhLK4BAjVeDNHNd7KVfZROwP+LygVZbUNH/y1aDa9Pn36JL2mr5vv3bp18wYFKizCE0o9/PDDZt26dfZDCt79998f7L/zzz/fXp0Sf+IjXSYsBip7r/8/2uZzzjnHXl2KS4AwH0jmmA+kciU+aucQO0B0iUrFAcv7RoitdDD0xxxocZmS9vbbbw8eXwxTr4Yv26Uyw6BLgAgzEmaGGQkrV84HiE+TQ+k+hl9uRGcZSJ3mAtlvv/28fadR6uqckI7wDeVevXrZqwuOJs7StqoU/qJFi+zVpbgGCHOiu2NO9MqXNwHi8//THHDAAfYqlEM3HHVA1P7TmBrNGZIqTfHqD9gq9JHTGzZsCApSploewzVAXnvtteBgFlXtsmKh/eXvO+3HVBEg0cm7ANG3Qf3i1ZsK6bvxxhuDD89VV11lry5T+DKWZiksVAMHDgy288knn7RXJ+QaIKrh5tdza9Gihb0aZdD+0n7T/kunFh4BEp2cDZBTTz3Vm9fiv//9r3e/Q9Vy1U3v2GOP9X7xjRo1sh+CFGhfnnjiicEHaMSIEXaTpDRdsD83uuvN+Fynbt+HHHKIt4377LNPyp0uXANEmjVr5r2eBsMW00DNTGg/aX9pv2n/pYMAiU7OBoj/C060qHfMRx99ZD8EKdJZnDojaF/qUk061941n7wep0th4ZIyheKJJ54I/p/17t3bXp3UypXrgwB57rm59uoyjR49OnhNzcOO8oXnq9f+SwcBEp2cDZD333/fXHPNNd61ep2i6pJV7dq1zc033+zdEEZmhg4dGnyIdLaXrFu0TTff/fso6hpdSDRGRmcd2rZ0zj7k119VmmSCOfvsZ0vOmtM7i9BZod9luF69evZqJKD95H+ZTLdHJgESnZwNEGTfpZdeGnyQevToYa9OqnXr1sHjXnjhBXt13mrbtm2wXToTqUgdO3YMXruYysW40P7x95X2W7oIkOgQIEVMpU40MFMfJN3bmDJlit0kIZ0B+nOFa3S77k/lu7FjxwYHldNPP93rdVaRNPWwX0WhUO8vRUX7R/tJ+8tlymYCJDoESJHTtzm/1Ikm51KxyVRoVL//IdRI7Yo+4EZJ94RU9l7bsssuu5iPP/7YblIh/EKhukRYXu2tYqX94l9C1f5yQYBEhwCBNzDQ/0A1bdrUXp2QAkM94fzHaV6WfKSCm37PPi26N1RZ1CnBPzim+nsoNtovfsi6duIgQKJDgMArdeLP7KilX79+dpOEdOlKl7D8D3S+VepVgU7/ZqwWddqobP7sj1peeeUVe3VR0/7w9432kysCJDoECDzLly/3ik7qQ6Veb6l+u5sxY4ZXrVaPU8XecePG2U1yksJDvcj8A4nmfVdF58qm2SN1GU3v6dBDD/VGxSNWHUD7Q/tF+yeTWTYJkOgQIAjoG55/CeXoo49OudSJSqT45d71Z66fiXz99dcmPG+8ujErUFLlj/eoU2egWbSo7HtGftt0+NM0a8lkIrBCov3g75NML5cSINEhQBDnhhtuCD5cml8lVc8991wQIgohfchz8cb6rFmzvNksw+GxevVqu1mZ/FDQ0rXrJHt1HJcA0biGI4880nt/6h33xhtv2E2Kirbfr4Cg/ZLuuA8bARIdAgRxdBnnhBNOCD5gI0eOtJskpTMR/3KWFvXOypUuvgozTXnqz7+h5aKLLkqrhpLPD4XTTx/q/fnhh9/YTQIuASIqJ+/3jqtWrZo3P3sx0nZr+7UftD+0XzJFgESHAEEpCxYsCKb+3XPPPc2SJUvsJknpnoh/Y90/+FX2YEPdz6lfv37wnjR+QJdE1HnAhR8Kjz32nvdnhw7Jp1J1DRAJz5muTg6pTphUKLS94c4dqc55Xh4CJDoECBJSFVr/Q6aS5ukcvHTWEe7iq0U3rFO9MR8V3evQvB7+5Q8tGuuSTunvRPxQWLfuZ9Ow4TDv7zNnLrObeTIJEJ01+YPmtLRv395uUtC0vf62az9EdUmUAIkOAYKk/MKJWu688057dZn0YddgQ3/Eur80adLETJs2zW4eKZ1Bae52v1qrFt2XueKKK1IeKFmWcCgMG/aB9/e2bcdarWIyCRDRRGpHHHFEsB233Xab3aQgaTv9bdb2az9EhQCJDgGCpHRz2S9trm/xmpUwXSp7Eq6d5S/q5aUBjOlcHiuLXkdT9fpTxIaXU045peQMYab9EGfhUPjpp80lZ1vPev9+883S25JpgIj2UfiyYJ8+fewmBUXb52+rtjuq/yM+AiQ6BAjKpJuWfu+qgw46yPmboKr46owmfDnJXw4//HDvjOGpp57yDvTlzYmh0ePvvvuuefrpp71LVEcddVSp59TSsGFDM3HiRPvhGbNDYcSI+d6/W7Ua6VXlDbPbupo7d653P8rftkI9EwmfeWh7td1RI0CiQ4CgXOFxCRdccIG9Oi2alEozG/rT4yZbVE5dZz8KlwYNGnh/6t9+ufVki+Z9v/76673pALLFDoXNm7eYJk2e9342efKnoZal22ZCYR4OEd0jSOfeVC7TdoTveWg7o+hxZdOl1fA89Lq3kmm34GJGgKBc6q2kb/P+h27AgAF2Eye6JKYw0WUn/ywn3UU9qurUqWNuuukm869//SvleU0ykSgUxo9f5P2sefMXSg6GW3t3JWqbiXnz5sVdzlIvpXzv4qv3H+5tpe3TdkZNPQR1OdP+P6QvJ/lSQSHXECBIybJly4Jv/yolEfUHXJM36QOuUezqYqsb3hdeeKF39uEvqn+knyt0dLlL31DXrl1rP1XWJQqFLVt+NS1bvuj9fOzYBcHPE7XNlO4J+AMNtairdL4ONtT79sd5aNF2RX3PQ/9327RpE1RZ0OJPUhcOEpWzYabT9BAgSNnLL78cfAiPOeaYoq3TlCwUXn/9c+/njRs/Z37+OXZpKVnbTOleVLiLr+4tKXjz5Xei96n3G74npu1xvceWiAbF9uzZM5i+2d9Pum+m2Sf1Hu655564wa86E+7UqVOk76OQESBIS+fOnYMPW4cOHezVeW/Nmo1m3LiFpkuXSd4Yj6efnmM3KTMULr98tLfu+edjZ2hltY2CBtf5I9a1qOBgrlfx1fvzCyNq0fuPapCgTxUUwq+hRZdhE41F+uKLL+Jm59SiqXJ1qbYiLonmMwIEadG3uuOPPz74oI0ePdpukne++25DyXZ8bK677hVz8smDg4O+lquuKn1tvKxQmD79S2/dWWc9U/INd3OZbaOiS3/hsSJaNN5GPd9yid6P3lf4fep96/1HRa+hy53h11CQjBo1ym5ayttvv23CRTa1aK6YTAeeFjICBGnTjH3+ab96y+gbXL5ZseJHM3z4PHP11S+bk04aFBcaWv70pyHm9tv/bT79tPSljPJCQc+p9UOGzC6z7caNm83q1enX4kpEPYl0ucYvBR8OksqeY12vbweH3qfeb1Q9oHRJSmfE4UtiunSlHoTplOlXh5EhQ4aY/fffP+79qvfhZ599ZjcvegQInAwaNCj4cGkO8XzoTrp8+VrvklT79i+VCgwt9es/Ze688w0zZcpi7+CeTFmhIHPmqFz8wJJvwk8lbbtpU6zrr854evd+O7Ig0TwZ6nwQPvhp0cRZjz/+eLljbKKi19HrhSfs8he9v0zm8wjbtGmTeeihh0zVqlWD59d9urZt23pz3Lhas2aNufXWW+OKb6qygTpwVEbHjVxFgMBZy5Ytgw+XbkbmoiVLfjBPPjnLtG4duzdhL2ec8bS5996pZtq0L7yDeiqShUKY7qGEX8e2fv0mc9ppQ4L1ut+iM6JwF+BM6Fq/5gxXN+fwwVsHQVUh1rfsxYsX2w/LiJ5Pz6vnD5eR0aL3ofeT6B6Eq0mTJplatWrFvY66hEd5xqVxS/bZ0wEHHOD1AoyqNlc+I0DgTCPC/bk1dOngrbfesptUik8++c488cR7Qbdaezn77GdNr15vm3ffXe50wE4WCmGaaEoTTpXV9qOPVpo2bcbEvbeLLhphZsz40m7qTHXBOnbsaPbaa6+4g6C/1KxZ01x55ZXmn//8p3dz+5NPPrGfIiG1U3s9To/X89jPrUWvq9fX+4jKokWLTOPGjeNeR2NHnnnmmawd1DXGSOV3wq950kknZb2uW64jQJARfYD8QYAHH3xwhV0isc2fv8L06zfTNGs2vFRgaFHX2gcfnGZmz/66VLmRyqT3okGIfj0tf7nxxslm6dL0Jroqi+41qMNDs2bNvDEQ9oHeXnRvSyP/FQy6Ka0/9e/wSPhki55fr6PXi+oeh6g2W7du3eJ6nelMp0ePHt44omxTj6xHH320VBhfdtll5ssvowv9fEKAIGP33Xdf8GHS9e2KoG+aM2d+bB544F/mvPOeKxUYWpo2HV7ygZ9p5s5dYT885+iSVv/+M029ek8G779u3cHmkUfeMT/+GN1BWDSJlnoWqaSHLvmED8guix6v59Hz6XldJukqi25s657bvvvuG/e6LVq0iOxeSjo0RkRnVeHqCRqUeO+990a+7bmOAEHG9AH/85//HHyYdPM0G3SjXiOX9eGtUeNIs99+Dc0RR9wUFxotWowoef33yp2rPFctW7bG3Hzzq3HbpC7BL720wBvtng0K44ULF3oDRR988EFzzTXXeCP+dS8jXAlA/9bPtV7t1F6Py9ZlI1G5m/AMmVqOO+44M2XKFLtphVM1hnAJFi26pDtixAi7acEiQBAJncJr8JU+ROqiOX/+fLuJE10CmTx5srnqqqtKfQOtWvUP5tBDrzKXXjrCDB48q+Tb6A/2w/OW7s9cfPHIuCC57LLR5oMPvrabFiTdkA930tCiUjpPPPFEzvX4Gzt2bNw9oAOqbmNubF/fLPtstt204BAgiMxLL70UfIg0AMv1dF6P03OpK2a4e2Z4UVG8vn0fN0uX5nchwbLojOPFFz/yeoqFg6R799fM119n/5p/Zfjxxx+9ycvC92l0iaxr165ep41cpS86vXv3NnvtWcWceOg2pu2ftzEPtt3evPnMX81Pa1fazQsGAYJIqZS6/8HXpaZUrV+/3jv1v+SSS+JqF/mL+vZrvIn6/OfjwMVMqLzKAw9Mixslf+qpQ8zAge97E1oVCs3NoTlnwr/3c845J9IeXNm2csXX5qG7rzC3N9/ODLxmG2956oY9zIf/etBs+WWT3TzvESCIlM4eateuHRwAdHqfjAZr6aChKrv2CGotukmpudR1T0Xzmxc7XaLr2HFC3NmIepdNmhQ/B0m+0eRg9oBDlTiZMGGC3TRvfPP5u+alPqcGIaLlhTuPMEvn5nadsnQRIIicSmL7pU7U5THcxVFzkg8dOtSce+65pQabadHIX63TgLQo5i8vRJo6V/OOhIPkyivHmY8/XmU3zWmahlg35cNl1vfYYw/Tt29fb4R5Ifj0nf81/3vbQXFBMuGRRuaHr/PnrKosBAiyQjc7/YOCX0ZDPVYSTRylsw/VGtJAMJ2VoHwaNa+yLCq/4oeIanr16DHarFyZu/cKRPcLevXqZapUqRL8H9BA1KuvvrrkvRfe/YLNG38074270zx5/c5BiAy+bkczbcQN5uf1uf27Kg8BgqxRP307LPxF/eY1R/oLL7zg3TiFG1USVikWhcfxx//THHJIO3PwwX8yffo8EOkgvqiMGTPGHHbYYXH/F+rXr28++OADu2nBWfftEvPvQRfHnY083W0f8/GbT5hft+RWz7JUESDImhUrVpS6PKGeVeph5dpDC4ktWLDKXHppf7P//meanXeOVZLNpalaNWZC97PCwVFsYyZ8X33yphnV84S4IBl533Fm+aIpdtOcR4Aga1599dXgYKEpRXPxG3GhGTVqgqlRo0bcgboyp2rVfaxEo7ZVvaCYv0T8+usWs+Dtwebpm/aNC5J/PdHCrF1V8aPrXREgyBqNWNYBQ5VYMymtjfTkwlStft0ou3ZWMdeNSuTnDavNjBe7mcEdfxOEyJMddzLvvtTDbNqY+2N9CBBkhUYL77ffft5B47TTTrNXowIkm6q1f//+WZ2qVZVrjzrqqLjXVeXa6dOn203x/1Z/s8hMerRx3NnIs7ceaBbNeDpWcTOBcNuylmzK7rOjaKlWkX/wUMlvVJ5EU7Uec8wxkU/VmmjujGrVqjF3Rhq+mD/JjLirVlwAjO19ilnxeek5TuygSLZkU3afHUVLl0t0ANFN9CVLltirUcGyOVWrul7fcsstzN4XEY1Yn/vaQ+aprlWDEBjUYTsvXMIqIiDKU7mvjoKkb5vVq1cPLl0gd0Q5VWs2QwnG/LRulXnrfzuYQddu7wXFomlPxa0nQFCQNMmUfzBRgTnkHl1uatq0adyBP52pWnVZ7MQTT4x7vApovv7663ZTZOiHrz42i+e8VOpeCAGCgqRZ4/yDSqpTpKJypDtV69KlS72Cl+H2ujE/YMCAnCuzXugIEBQkTX2qA4sm/kHuS2WqVnUNvvvuu0t1De7cuXOlTWNc7AgQFJz3338/OMBoik/kj2RTtWomQs13Hw6Xs846q9IGJyKGAEHB6d69e3CQiWpWQlSsRFO1+ovKo2gqW1Q+P0DKWrIt+6+AoqJ5HHSgqVWrlr0KeUZzufgjyVUtt0+fPpSjySF2WCRasi37r4CiMXfu3OCbao8ePezVyEOqlKxLkYsWLbJXoZJVVEiUpXJfHQVFN1n9AJk1a5a9GkCECBAUFI0DUHhovgcA2UWAoGDoEod/9nHzzTfbqwFEjABBwdAUpX6AzJgxw14NIGIECAqGX+31oIMOSqkUBoDMECAoCIsXLw6mru3SpYu9GkAWECAoCA8++GBw+Wrq1Kn2agBZQICgINSrV88LD5X1VolvAMWBAEFGli1b5s15rgDp0KGDvRpAASNAkJF+/foFl69UGhxA8SBAkJEGDRp44aE5IVQWHEDxIEDgbMWKFV6RPQVI+/bt7dUAChwBAmcDBw4MLl+98sor9moABY4AgbOzzz7bC4/f/va3ZuPGjfZqAAWOAIETzV634447egHSunVrezWAIkCAwMmwYcOCy1ejR4+2VwMoAgQInDRp0sQLD82ZvX79ens1gCJAgCBta9euNTvvvLMXIBdddJG9GkCRIECQtueffz64fDV8+HB7NYAiQYAgbS1atPDCQ2chOhsBUJwIEKRF9zt030MB0rRpU3s1gCJCgCAto0aNCi5fqScWgOJFgCAtGvOh8NAYkO+//95eDaCIECBImUaba9S5AqRRo0b2agBFhgBBysaPHx9cvho0aJC9GkCRIUCQsiuuuMILD1XgXblypb0aQJEhQJCSTZs2mb322ssLkIYNG9qrARQhAgQpefXVV4PLV5qFEAAIEKTkmmuu8cJD858vX77cXg2gCBEgKNcvv/xi9t9/fy9ATj31VHs1gCJFgKBcU6dODS5f9e3b114NoEgRIChX586dvfDYdtttzeLFi+3VAIoUAYIy/frrr6Z69epegNSpU8deDaCIESAo0/Tp04PLV7169bJXAyhiBAjKdNNNNwUBsmjRIns1gCJGgKBMhx56qBcetWvXtlcBKHIECJKaNWtWcPZxzz332KsBFDkCBEn5va+0zJs3z14NoMgRIEhKU9YqPHbddVfz888/26sBFDkCBAnpjMM/+9DSqlUrs2XLFrsZgCJGgCAh3fMIB4iWG264wW4GoIgRIEhIva4UGjVq1DC/+93vghC5//777aYAihQBglI03sMPDI0DWbBggdl77729f6ucybBhw+yHAChCBAhK6datWxAgGokuM2bM8G6m62c77rijmThxovUoAMWGACly3377rXn55ZfNnXfeac4991yz5557BuFRpUoVrxaW75VXXjE77LCDt2633XYzM2fODD0TgGJDgBSRDRs2mGnTppmHHnrItGzZ0uyyyy6lbpSHl/r169tPYYYMGeJdxtL6ffbZh/ImQBEjQArY3LlzvQP+ddddZ/7whz8EZw/JlgMOOMBccMEFpmfPnmbAgAFJu+3+/e9/Dx6jUidfffWV3QRAESBACoSmmR07dqy59dZbzRlnnOFdfrIDIrzsvvvuXg8r/981a9b0Lmel6vrrrw8ee8IJJ5g1a9bYTQAUuMIMkJKDmrekItW2U6YYc+WVxvz+96bk6GvMbrsZc/jhsZ9pXUVau9aYN94wq/r0MU83b25qH3hgqYAIL9tvv713kO/QoYMZPHiw+fDDD4N7G+3atQva1a1b16xfv956scR0dnLRRRcFj1Vobdy40W4GoIClcOTMQ6mGgpTXdt06Y1q02Nou2VJyMDU//mg/OnO//GLM7NnGPPZYLKxUFff/X/ObkqVPyXLUNvGBoXEbOrhr+tm33nqrzFDYvHmzd/Pcf+x5553nzYGeCgVGgwYNgsdefPHFSS97ASg8ZRw585h/UE9FWW1/+smYk0+Ord91V2O6d48dzBUqCos5c4z5299iZyNqU6+ejqr2s6Tn88+NGTHCmBtvNObUU2Ov679Ha9lSsjxbtaq5uVEj06NHDzNu3DizcuVK+xnLpYA5uWQ7/SBo37693SSp1atXm+OOOy54bJcuXewmAApUkiNnnisrFGxlte3UKbbuoIOMWbDAXruVeiLVqBFr27WrvTa57783RuMp7rvPmCZNjNl771IhEbf85jfGaFrZzp2NeeaZst9TmlatWmWOOOKIIAjuuOMOu0lSuv9yyCGHBI/t3bu33QRAAUpy5MxzZYWCLVnbpUuN2WEHY7bf3ph33rHXlvbuu7H2O+5ozJdf2mtjPvzQmEceMaZ1a1NytC4dEPZy5JHGXHZZ7DF6/kzPbsqxePFiU61atSAI+vfvbzdJauHChV63Xj2O0epAcUhw5CwAyUIhkWRt77039vOLL7bXJKe2ekzPnvYaY8aPLx0Q4aXk4OudhehsZNIkY374wX6GCjFnzhyzxx57eEGw3XbbmZEjR9pNkgqPVleXYUarA4UtwZGzACQLhUSStT3jjNjPx4yx1ySntnrMmWfaa4wZPXrra+m+xmmnxe5zvPhi7L5HDnnjjTfMTjvt5AWB5gSZkkYvM0arA8UjwZGzACQLhUSStT3wwNjPv/jCXpOc2uox1avba2Lef9+YDz6I9azKcSNGjPDOQBQEOiNR199UDR06lNHqQBFIcOQsAH4opLPYSr55ez9XT6xUqa0eo8cWgEcffdQLAS0HlgSq7pGkqlevXsFjdYOd0epA4Ulw5CwAdjikstgyCZBddrHX5K3u3bt7IaDlyCOPTGu0eqdOnYLHHn/88Wbt6tV2EwB5LMGRswAkC4VEkrWtVi32c5dLWLr8VUCuuOKKIAhOOeWUMgcmhmlQoYo26nG1S5ZHGjY0W7LckwxAxUlw5CwAyUIhkWRtSw523s+juomexzRavXHjxkGI6O/6WSo0Wr1DgwbmppLHjStZfiwJFMNodaAgJDhyFoBkoZBIsrb33BP7eTrdeFu1ij0mUTfePKezDp19+CGis5JU/bR6tZl2/PFmg7+vNUATQN5LcOQsAMlCIZFkbZcsiQ0i1OBADeIrj3pYqa2WdC575RGNVtd9ED9EdH8kZbqJfsghW/d3r152CwB5JsGRswAkC4VEymrbsWNsncqUlNUV9bPPth4cC7wWlHpiqUeWHyL9+vWzmyS3cGFswKT207bbGvPUU3YLAHkkyZEzz5UVCray2m7YYMwf/xhbr4KJPXrECiiqkKJuJGtsxF13xcq7q40KL6bTaytP2aPVX9RgyFSpLIxffFJnaxMm2C0A5IkkR848V1Yo2Mprq7k3mjXb2i7Z0rx5rEpvkdDodH+0uv7U6PWUKTQUHtpvGpWfSq0xADmnjCNnHisvFMJSbasDpG4c16wZO+hp0d/1s3QOngVEZx7+aPVjS85IlursLFW6fKXLWNr3uqyly1sA8koKR04gOd0DOaIkBP5asoyqVs1sTmO0ulHZdz/AdQ9p+XK7BYAcRoAgYy/fcYd5cZvYDIleCfpVq+wmyWluEz9Ejj9eM1TZLQDkKAIEkVivWQz9IDjllFgng1RoUKFfBl9LgwZZn/cEQDQIEERDI9PPO29rEDRuHPtZKhQY/sh/LZpfntHqQM4jQBAdnXXUrbs1CNIYrW7WrDHmhBO2Pvb66+0WAHIMAYJoqVpvrVpbg+D22+0Wydmj1f/xD7sFgBxCgCB6KgPjT8il5dFH7RbJacR/eLT60KF2CwA5ggBBdmiUftWqsSDYbjtNcWi3SE7T4IZHq7/yit0CQA4gQJA9mkvdn5hrp53SG3A5caIxO+4Ye6zCZNkyuwWASkaAILtGjoxVNVYQ7LFHbE74VA0bFruMpcczUh3IOQQIsq9//633QzTTYzqj1WfMiC0Acg4BgoqhSsZ+iBxxRHqj1QHkJAIEFefKK7eGiErfqyw+gLxFgKDi/PKLMeefvzVEzj039dHqAHIOAYKKpdHq9eptDZF27Yz59Ve7FYA8QICg4tmj1f/2N7tFYuoWrMtgv/99bBZIde89/PDYz7QOQIUiQFA5NFq9evVYgGhyrrJopscWLbYGTrJFRRi5rwJUGAIElWf+fGMaNTKmTx97zVaaY1433P2g6d7dmNmzY6GisNAsiDqD8Ueu6/IY5eCBCkGAILd16hQLhoMOMmbBAnvtVqqhVaNGrG3XrvZaAFlAgCB3LV0aq4WlkejvvGOvLe3dd2PtVQLlyy/ttQAiRoAgd917b+yMQjMWpsqf3bBnT3sNgIgRIMhdZ5wRC4MxY+w1yamtHnPmmfYaABEjQJC7/DlFvvjCXpOc2uox6uEFIKsIEOQuvxS8emKlSm31GD0WQFYRIMhdmQTILrvYawBEjABB7lLpd9dLWLr8BSCrCBDkroYNuYkO5DACBLnrnntiYZBON95WrWKPoRsvkHUECHKX6mVpEKEGB2qQYHnefz/WVks6l70AOCFAkNs6doydUahMicqVJPPZZ8YcckisbZcu9loAWUCAILdt2GDMH/8YCwYVTNTUuCqgqEKKmlvkww+NueuuWHl3tVHhxXR6bQFwRoAg961da0yzZrGAKGtp3jxWpRdAhSBAkD/eeMOYK64wpmbNWGl3Lfq7fqZ1ACoUAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBw8n+9+E2o1GtoBQAAAABJRU5ErkJggg==)
| Product Number | 4H21-3-2A |
| CAS | 1159828-93-9 |
| MDL Number | MFCD12401303 |
| Molecular Formula | C9H7FN2O2 |
| Molecular Weight | 194.165 |
| 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: 4H21-3-2A
CAS: 1159828-93-9
Molecule Weight: 194.165
Formula: C9H7FN2O2
![6-Fluoroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-U9
CAS: 367500-94-5
Molecule Weight: 180.138
Formula: C8H5FN2O2
![8-Fluoroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-5N
CAS: 1020034-56-3
Molecule Weight: 180.138
Formula: C8H5FN2O2
![6-Fluoro-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-8Y
CAS: 2168347-64-4
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![Ethyl 6-fluoroimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABV0AAAVdAEejjdzAAACUnpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnWaflI4hTBCkKDGg3YO2AvQ2KraQGYruw3Rz/fpRzNE4yB7EjieQn0iSl8cO2WMHa1k1elQkRlBOwZVpleblMyO+3Jy8iD5NxikZoWDYJeW/bjxFjm82Gpu+2MNuqpGlVkL1+tG3yns1G0apeMsm5YH9enl87xsvLpjVlapFq8lHTCZ+r1LRdFP9xwQpTr/OS7c1ZUa/3u/2V3D2cbpuMfH3LDHVTRGGRrywsqrowLawlp/jwb7C0pa1NazOY71CsqI/fPhm/PFbpZ2HLFqduhzw1q9e2/kxRUFQrm37iZjj5/piQQiBg2qqY1rXZgZs5sRFgJBgFxgejwQRgQjARmBiM4PiiXqCBQAuBJkJjzlfWOX3bfViMHGbw8/DO4Ef3735PboUpkwnxBI1UFIPHqVJSA6fCVz4IGvhxCJIGEZc4CKkDFErJ/eNKUR2jzqexVDEEVOowOA4h6jCqg25vSWDn/AVUiEiBp2kYRxI8H/0q7UYuVCcXOozAk1T7UQgYn+IycvFxHXRxaoVrzL4K5WmJ5jzcj5HfH50c08tO+Z2M51WZnU0hzxIyF6RL/C+7aOQh9wSqOrM1trPbwJmeA7IPuEoNA6oPuLoOA34fcF1wAuQtQF8BwbCHoA+4DjsB01tA2AdcPw4DUR9w3TsMxH2g6/Vhwul7pevOxh3mstzdWbrDXFR8f/aGEyzUDca/4+ei7sezPcjoq0reRYLrTN9E2Nl5Yce7C6dX9xo7u/QYXvWTf8KoxZWNjx3cAAA6GklEQVR4Xu3dCbxV8/7/cUMi0zWWeUwJF2kgIURxueVmuBnjpsgQ3TIlEqJIGTL9QqGUeSyaKUmGiKQUjXJFaZCk4fvv/d3/tTrnu8/ZZ+3v2WefvfZ5PR+P9Ujnu/Y+5+zs9d7rO3y+mxgAADxs4n4BAIAoCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEQJkbO3aseeyxx9wvI+YIEABlZsmSJebaa681m266qdlkk03MEUccYSZNmuSehpgiQABk3Nq1a82jjz5qdt55ZxscBQ+FSatWrczChQvdhyFmCBAAGTV69Ghz2GGHhYGx0047mUceecR8+OGHpn79+uHXt9tuO3PPPfeY1atXu0+BmCBAAGTErFmzzFlnnRUGRKVKlczVV19tFi9eHJ6zfv16M2DAALP77ruH5x1wwAHmtddeK/BMiAsCBHmlTp0n7XHMMf3MvHnL3OZQcB5Kb/ny5ebmm282W265ZRgKjRs3NlOnTnVPDa1YscJ07ty50GNOPvlk89VXX7mnIocRIMgrQTDo6NDhPbc5RICUnu4m+vfvX+hu4sADDzSvv/66e2qxvv/+e9OiRYtCdy3t2rUzv/76q3sqchABgrwSBMPxxz9j//z44/nuKRYBUjofffSRqVevXqHxjHvvvdd7PGPMmDHm73//e/h8O+64o3nooYfMmjVr3FORQwgQ5JUgGPr3/8L+ee65L5m1a9e5pxEgnubPn28uvPDC8EK/2WabmUsvvdT89NNP7qlp08wtrRUpOHOrVq1aZvjw4e6pyBEECPJKEAyrV681zZoNtv89ZMjX7mkESJpWrVpl7rzzTrPNNtuEF/djjz3WfPLJJ+6ppaa1I+3btzdbbLFF+L3OPPNM891337mnopwRIMgrBYNhzJjZ9r9POmmAWbbsz2LPQ2ovvvii2W+//cKL+V577WUGDhzonpZx06ZNM02aNAm/b+XKlc0NN9yw4d+y+MkRyC4CBHnFDYZ27d6xf+/Z88MCZyWfh2RffPGFOeGEE8ILeJUqVcztt99uVq5c6Z5apt5++21z0EEHhT9H1apVzVNPPWXWrUvumkR2ESDIK24wzJq12NSr93/20H8Xdx42WrRokWnTpo3ZfPPNw4v2eeedZ+bMmeOemjV//fWXuf/++83f/va38Gc66qijzPjx491TkUUECPJKUcHQo8d4+zXdjQSKOq+i00X6gQceKHSRrl27tvnggw/cU8vNzz//bFq3bm0H74OfsWXLlmbu3LnuqcgCAgR5pahgWLp0lR0H0dfHjp1d5Hnr1xvz8MOTbNiMGzfXDsJXJEOHDjU1atQIL8q77rqr6devX852E33++efm+OOPL9S91rVr16x3r1V0BAjyihsMgcGDv7Zfb9588IZP2uuSzlu58i9Tt27iazq0jqRLl9Fm9OgfzKpV+bsW4dtvvzWnnXZaeCHWQHXHjh03hO5S99ScNGTIELPPPvuEP//ee+9tBg0a5J6GMkKAIK+4wRDQWhCtCVHbgAGJNSLueaNGfW+uvnqoOfrofmG7joYNnzY33DDCDBs20wZNPvjtt9/M9ddfX2iq7BlnnGFmzJjhnprz/vjjD9OtWzez9dZbh79Lw4YNzWeffeaeigwjQJBXigqGwMSJ88O7i1TnLV++2rz99gxbCqVBg6cKhYn+fv3175q33pqRNDU4DrRY74knnjC77LJLeLE9+OCDzXvvFV/2JS7mzZtnLrjggvD30jjJf/7zH/O///3PPRUZQoAgr6QKBlEoFAyEkuiO4733Zpqbbhpp70QKPlZ3KlddNdS89tq3ZvHiP9yH5hztCnj44YeHF1iVC3nwwQft4Hk+Udn4unXrhr/n9ttvb3r27OldZgXFI0CQV0oKBlXoVaXeks4ryp9/rrFjIrfdNqbQXYwOTRNu2/Zt8+KLU83PP//uPrRc/fDDD+bss88OL6iannvFFVeYX375xT01I/SJXzO3NAh/xx132EO7Eqrkif4Mvqa1HOPGjbMzqzJNhR6feeYZs9tuu4W/d/Xq1c2bb77pnopSIEAAD5ql9eGHc023bu+HM7wKHpdd9oZ57rkp5scfl7sPzRqVTL/11lsLlUw/8cQTzZQpU9xTvf355582LFTmROXYVVQx+F7pHJo6fOqpp9oNplSoMVNFFFVq/qabbrKTA4Lvdcopp5hvvvnGPRUeCBDEXnl3H2mAftKkBaZ793EbLoLPJYXJWWf1NL16PZXVWk7PPfec2WOPPcKL5v77729eeeUV9zQvGkdRgUNtS7vtttsmhYEObVuracEKLB06V3cgl1xySfi1gqvL3UO7GF555ZW2OyoTtNlV8+bNw+dX2fhrrrmm0GZXSB8Bglh79dVp9iLdp89Et6lcrFu33nz++UJz//0TzOmnDzS1az9s9tnnfLPNNvvZC5e2etV6hbLaOOnjjz82xxxzTHih1AX+7rvvtncKpaU9OjTbqVq1aklhoVXhHTp0MG+88YadGhz1DkLjL7ob0I6E6t4qWNI9OLTHiPZXz8TvMHLkSHPooYeGz63Kv3379o3886IwAgSxNXPm4nCW1IMP5kaAuL74Yt6Gi26/DZ+2ky+M6pPXrnyffvqp+7C0/fjjj/bTvS7mwUVdf9fXS0ul2q+77rpClXg1jqKuIG0opSnBmaQxEQVGgwYNCr1eGs+47777bGXg0lBYaI923eUEz61QGTVqlHsqSkCAIJY0oB2s6zj77BfNH3/k/idIrZ7u0qWLqVmzZlKYqNqtFvCl22WjT+W6wyjYlXT00UfbO5HS0t2BLtiaxRQ8t6b/agA8E/t/RDFz5kzb1bTVVluFP4P2UFeBxdJS95X2bFd3VvDc2tNd3V2IhgBBLGm8QeGhO5AZM+K3/am6bdQdVHBabXDsueee9sKmabepSoloTENjG8HjNOahsQ/NQCotDYwXLG2i53744Yftor3yoLsSDYYXDBKNaWRijYf2btce7sHzatKB9njXADxSI0AQO5pKGwxQq0RJ3OkTr2Yf1a9fPylMVLr88ssvNyNGjAjXa2gW1UknnVTogqfZVpp1VVrq3tFzBZV4NXtJF+5cuZhqD3VtLhX87tqPffTo0e5pXjR+o/GW4LnVZaYuukwEcr4iQBArP/20Ipw2qxXhmRAM5OoCopLhRa1bUFfO66+/bj+tZmIwtziqKtu7d29z3HHHheMZwaGpripyWLDMutZ3aJ1HJixYsKDQALx2HMzmzLF0aNA92PpWr4emEWeCFhv26NGjULed6mu99NJL7qkwBAhiRDOcWrd+04bHaac9b377zX8wVUGgsQMNBBesoRTlUDeKpqFqNlVZbOkaWLhwoR1M1t1GwdDQoa4vdXFlimaFaadBPbe+12233ZbzM5NUukQ1r4LXRHdqmmKcCRrjueyyy8IQ16p9JCNAEBtPPvmZDQ+t+v7kk/RnF6kbRp/ujzzyyKRQ0KFP+CqBUXDdgv7U3+vVq2d22GGHpMfo0Gwq3aVkoj++ONrkqVmzZvb7aRptpi6UotlHwSduzUzKZDCVNYVcu3btwn8LjYuUdpZWQTfeeKN9Xo01IRkBgljQ2goFhwKkb99JbnNKKk2urVgLTtvUodlQmp6qrqmo5TR0IdcMoE6dOiUFkcYitJOf+unLgjZ70vfRLKtMGTNmTDgwrZlgWsMRR+rCKhgimQpYrRHRc+rfGskIEOQ8Vb39xz8G2fC49NLX7crvqJ599tlCC9/0SVtlzDWlNhNU/lxdWRrMLRgkZTGLJ9MBoqm+wfRfLeAryzuobAgu9jrUnZUJBEhqBAhyXqdOw214NGrUP3JtKV0MVVspuKCo++muu+7K+KK3gAZfn376adudFXxPjSlkcnFaJgNk+vTptl9fz6efOVvrOsqapkYHr38mBtYJkNQIEOS0l1/+JpyyO3x4tAVe6pYpWIVVK7Kz9elaQaLS4cGYgvakUHdXJgakMxUgv//+e1jOQzOM5syZ454Sa1dddZX93TQZoLRTfAmQ1AgQ5Kzvv19ijj02sQeHqt5G8cILL4SVVzXNMxMrln1oOm6jRo3CENO2saXt0spUgLRs2dI+j8Y+8nHXPoV1MDtLXYul+fBAgKRGgCAnqVz6eee9bMOjRYtopUoee+wx+4lfb/g6deqY+fPnu6dklVaRa3ZWMBVUU2+jDtYXJRMBom62INS0X0e+0hTfYJ2IBtV9ESCpESDISffeOz4sVTJ9eskbH+nOIwgPlaUo7af9TNLPFuzJoRDxLSFe2gBReAUz0S6++GK3Oe9osWEQlr53ogRIagQIcs7w4VNsGXQFyKBBJZc915hH0G2lhYG5uHWpSpEE02VVssSnplRpA+T888+3j1d5FJVmrwiCsicqwOizPoQASY0AQU6ZP3+BqV69qdlvv1amXbshpqQyROrfDgbM1W2VS3cerrfeestsscUW9mfVwH66ShMg48ePDz+NDxw40G3OW1qTU6VKFft7qxxNugiQ1AgQ5Awt/jrhhBPMZptVNjVqnGh++WWpe0ohKnIXTNVVf3d5j3lEUXCtgsZs0lGaAAmqzR5//PFuU95TMUj97vqgke5dCAGSGgGCnKEBZ71ZNZahneNKokWCOl+D1L593OVBdx/6ubVB0+zZs93mYvkGyLhx48LQUndfRaO71OAuJN3QJkBSI0CQE9TFEhQM1CfGkqg8SbDC3Kc7qDyp7Pq+++5rf/amTZu6zcXyDZDTTz/dPk53dxWV9lfRa6BFk+mUZydAUiNAUO6WLFli9tlnH/tG1QBzsO9FKqptpfNVALE08/zLy7Bhw8K7gqFDh7rNRfIJEHXrBcEc9fvkI+1sGEynTmfXRwIkNQIE5U57WuhNqtXbUbYT1UB5MB1V5Uni6owzzrC/gyoAR+ETIN27d7eP0S6HmSowGFfBHutXXnml21QsAiQ1AgTl6oknngg/iUedHdSnT58wcMqqtlU2aBV48KlYdyQl8QmQYFtaFXes6LS3il4LffiIcpcrBEhqBAjKjXYBDDZz0r4bUQVl1FVVN+6C8Yl//etfblOSdANE3TZBOH/9dfy3/i0tLaQMAvujjz5ym4tEgKRGgKBcaDqlSojrzXnQQQdF3s9bF8Lgopipkuzl6ZVXXrG/i9aHlFTmJN0Aefzxx+356r5CQvD/nPagj4IASY0AQbkIZsVoBXk6Bf20Da0ed/DBB7tNsaSulF122cX+Tk8++aTbXEi6AdKiRQt7ftxmqZWl9u3b29ekSZMmblORCJDUCBBk3RtvvBHeRfTq1cttTkmlSvS4fOi+Clx00UX2dzrnnHPcpkLSDZBgk6sBAwa4TRVWcMen2XtRECCpESDIqgULFoRVUlXiPJ05+fq0HoyZKITyRbAgUoO7quBbnMceG7LhbuU407RpW7cpiSYXBCE9efJkt7nCmjZtWvi6RNlEiwBJjQBB1ujieOKJJ9o3pMpKpLt+I903f1yoXlPwe6Vamd6//4emVq0u5t//fsJtSjJx4kT7fFrVrw2kkKBCm5UqVbKvzQcffOA2JyFAUiNAkDVasxFc1IYPH+42lyjo+ora/RAXCtbgzirVdN6BA6fYCsWtWr3uNiXp37+/fT6teEdhBx54oH1tnnrqKbcpCQGSGgGCrJgwYUL4ye+GG25wmyPReIkeH3XhXZwEU5O1xqU46QSIKs/q+Y499li3qcJTQUm9Nj169HCbkhAgqREgKHPqjw9qP9WrVy/yIi7Xrbfeap9DayfyjWpi6Xe77bbb3KZQOgGi59HzpVNrq6II1t7o/6eSECCpESAoc7Vr17Zvwu22284ubvN13XXX2ec577zz3KbYO/fcc+3vlmp2WToBoufR8+l5UZj+/9Fro/+fSkKApEaAoExp+1a9AXVoumpptGnTxj5POqvW40K/k363tm2Ln2GVToDk82tVWsFrrdeoJARIagQIylywmZG2dP3yyy/d5si4A4keINyBFI87kMwhQFDmtP/3IYccYt+IWkG+cuVK95RIGAOJHiCMgRSPMZDMIUCQFV999ZW9A9Gb8fLLL3ebI2EWVvQAYRZW8ZiFlTkECLImeDPqePHFF93mErEOJHqAsA6keKwDyRwCBFnVrFkz+4bcYYcdUq66LkpFX4meToCwEr1orETPLAIEWfXrr7/a8uJ6U6p7Zc2aNe4pxarotbDSCRBqYRUt3Q8hBEhqBAiybuzYseE+3V26dHGbU6rI1XjTCRChGm8yqvFmFgGCcqHg0BtTQaJAiaoi7weSboCwH0gy9gPJLAIE5UJdV+rC0ptTXVrq2oqiIu9ImG6AsCNhMnYkzCwCBOVmzpw5djBdb1ANrkcVTHnNh26sdPZETzdA2BO9MPZEzzwCBOXqpZdeCi9yjzzyiNtcJK2V0Pnbb7+9HSyOK23lG1zQUk3fDaQbIFKjRg37/DfffLPbVOE8+uij9rXQZIWoBT0JkNQIEJQ7LSzUm1QLDadMmeI2J1m+fLm9COgx2mMkrs444wz7O0RdGOkTIN27d7ffQ91Ya9eudZsrlAYNGtjX4sorr3SbikWApEaAoNyptEmtWrXsG1UlT6KUOrn99tvt+ZpNk+7OhrlAdxzBndfQoUPd5iK98ca3NkCuuSba+TJ//vxwxlvU75OP1J0X3O19+OGHbnOxCJDUCBDkBBVZDEqdpKpIG1i6dKmpVq2aPT9us4xWrFgR7o+STq2qNWvWmXffnWkWLlzhNqUUjLOccMIJblOFcfXVV9vXoHr16mb9+vVuc7EIkNQIEOSMhx9+OPxU/vLLL7vNSYIFePpk+fbbb7vNOUuBp597m222SbnyPFPGjRsXvq5jxoxxm/Oe7lCrVKlif//HHnvMbU6JAEmNAEFO+ec//2nfsDvuuKOZO3eu21yIPkmeeuqp9vydd97ZdtfkuoL1wNK9mJVGUFJfhQQrmptuusn+7rvttptZtWqV25wSAZIaAYKc8ssvv5g99tjDvmkbNmxY4sCvPl3qwqDz69SpYwfYc9Vbb71l13voZ812t9v48ePD4Bo4cKDbnLdUZyy4+1CF4nQRIKkRIMg5o0ePtkUA9cbVYHlJ1C1TuXJle75KnahgXq4ZMWJEOMZTv359u0dKtp1//vn2+1etWjXyws24O/PMM+3vfMABB6R99yEESGoECHJS586d7RtXM4iiVE194YUXwtBRd00u3YnoZ9tyyy3tz3b44YfbbX7LgxbSBdOfL774Yrc577z22mvhXZfvGBkBkhoBgpykUifHHHOMffPutddekS66GlMIQkTdWeU9JqLKunfccUc4fVThUVK5koI0ZVfHMcf0M/PmLXObQ8F5UTz99NPhRbVfv35uc96YN2+eHRfT79m8eXO3OTICJDUCBDnrhx9+sOs89AY+66yz3OYi6dN+0J2lC4jvJ8/S0gSARo0ahRfr0047Le27oiAYdHTo8J7bHEonQKRly5b2Z1KXmlbD5xt9+ND4mX5HVSQuzTohAiQ1AgQ5bciQIeFFWKUootCYSDCwrkMD1qW5iKRD4y89e/a0ZVb0vXVH1KlTp7T2PQkEwXD88c/YPz/+uOg7qnQDRBtMHXroofbn23vvvW1Nsnxy1VVX2d9N3Z8aTysNAiQ1AgQ57z//+Y99E2s2TdSigAqMYIqvDhVtVNmTsqqdpeBQ95AWqgXfU11vo0aNck+NLAiG/v2/sH+ee+5LZu3a5A2n0g0QmT59up0qrZ9TP3OUzZXioFu3buHrf+edd7rNaSNAUiNAkPP0iblmzZr2jaxPzunMYNJiw2DFug7dGaiKb6ZKwc+YMcN07do13LxJhwbMVbww3S4rVxAMq1evNc2aDbb/PWRIcoD6BIh8/PHHZtttt7U/s8qcZ+surawUXGOj+mqZQICkRoAgFr744otwJlM6xfBEZU80HTiYgRQcCqXrrrvOvP7665EHtxctWmTHVdQtFZSVLxgcbdq0sWsPMqFgMIwZM9v+90knDTDLlv1Z7HnpUndfML14v/32M99++617SizobiP4d9CgeUnrh6IiQFIjQBAbDz74YHiRePXVV93mEumOoHfv3kkX/uDQgL0q45544ommVatW5tJLL7V/6u/16tUL9y5xD3UBabZVpj/Bu8HQrt079u89exYuBuiely51swVjNgrZdHaILG8aW2rXrl2h8PBZ71GcoOyM/t/QnTAKI0AQGypdEpRAV/+9pmr6mjp1qt0eVwsPt95666RQSHXoE7tCRV1Xn3zyifvUGeMGw6xZizcE2f/ZQ/9d3Hk+vvrqKztmo99Pg8+33Xab18B/NunfP5htpUPdVpm689AYUVCEMjhUEv/55593T63QCBDEirqQgvEG1XXKxAVDmwt988035o033jD333+/vZu49tpr7R2I/tTfVQZDXV0Knj//LNyFVFaKCoYePcbbr+luJFDUeT4WLFgQrr3RoS2Hv/vuO/e0nKBFgsE6DwVeJgbMRZMsOnToEJac0aH/34JyKDq0r8ikSZPch1ZIBAhiR10uwYJBXdzjTJXFJ0/+yQwfPsusW1e4zHhRwbB06So7DqKvjx07u9jzfOmu49Zbbw33ENGaGhUjLO2EgEzR+FJQniS4uJd2qq7og8iTTz5pdtlll/C5NUb27rvv2naFq1bvB4tC9ae6NxcuXOg8U8VCgCCWNMsp+PSpcuVxoqD45JMfzb33jjdNmz4fBsAHHxRej1FcMAwe/LX9evPmgzfcPa0r9rzSUPmYYDtcHSpwqXL76cyAyyRNclCQBQP+OjTekYlxp/fff98cccQR4fNqrEtjZUVteztx4kRbyyw4d7vttjP33HNP1u5Kcw0BgljSm/voo4+2b2IthluyZIl7Sk7RhX7ChHmmW7f3TePGz4YX/eBo3frNDRfJwoO0xQWD1oJoTYjaBgxIrBEp6rzS0musrrtggF2HPqHrri9b60a0k+A111xTKDhUGDETFQa0F8s555wTPq8+jGgzM1WETkVjcQMGDAirRgc/k7rVKhoCBLGl7ozg4taiRQu3udxp/cb77882t98+1jRq1L9QYGggvE2bt8wLL3y94VN00TsMpgqGiRPn27ZglXrB81atWmMuu+wNc8MNI8wPP5R+4aTCQtOdtQFWwYutJiD0798/44szdbehqgPBHubBoeoCCrTSzrLSbKouXboUCiVNitCumOnQzpIq+hlML9dx8skn2wkJFQUBglhT7avgzfv444+7zVn3xx9r7HjGLbeMMscd93Sh0Khfv58d/H711Wnm119L3vfdDQaX6mMVfP6AtrxVQAXf8777JiStHfGhEvBa6V1wYaYOjQccddRRdvBZExG0liTqDK5gAoM+vWvCghY0FnxuHQceeKANlEx0E2kWlWZTBc+9//77R9r9MhV9kNEHmOA5K1WqZKcWV4SS+QQIYk+zpfTG1UwZzZLKtt9/X22GDv3OdOw43Bx7bOHQaNDgqQ0XxmHmzTen2wHwdLjB4FKFXlXqLeq8SZMWhN1cOk4++Vnz0kvfJA3U+9CA8/Dhw+0gcrCS3T0UKhpD0Sf7gutqtK4i+NpBBx2U9Ljg0HoULRj98MPCa158adZUwRlm+rlV2iYToRTQosyCAaip5g899FDkMI0jAgSxp66EYMD3sMMOK3UXRxRLlizb8Kl5sg2HghdxHQqRTp2G21BRuJQXjZWo9Ekwa0vHeee9bAfwM0UXYA24axqtum80qOyGQZRDC/VUu0wD0h999FHGLrqaJaXwKjh7SrOpNKuqLChcdSccTDHWUatWLRu4+YgAQV5QbaugL1rVWMuCxgJ0cdCFsmrVY0z16teGF2aNRajbasSI7+0YRC5R95XWj6g7K/h5FXALFhS/x0hpaGaUQkX7jWjAvah1NTqeeuopO4MuahmZdCjYunfvXijQNOlCs6iyQZM62rdvX2g9iaYf5+q6Gl8ECPKGpl4Gb1Yt+ssErXbu06ePXbQYfIrVsc02B2y422ljbrttpB0o14B5rtPq9aAcig51r/XtO8msXJk8XTXOVOZGs6KCfyvNllJRTc2eyjaNBzVp0iT8WbSupsstnczKFWUT3tlGgCBv6AIRlJ9QH7rvjoQaFO3Ro0c4Tbjgseuuu5rWrVub4cNHmb/+yq07jai0AFFrSIIg0VqUt9+eYRc1xplmP5100knhv5XuSDVLSl2c5U3TjoMxn0P33sRc07yqmfrBUxte8+Ty/HFCgCCvqDsk2ExKOwJqW9kopk2bZvvxiyq0qE+w6hbTIGkmSqfkAq1L0T4jBacBX3zxa2bKlNIvzMs2zXbSrCfNfgr+zTQrSjta5hLNOHv0ofvN2cf9zdzaYhPzZNtNzKt3H2V++i5eC2ELIkCQd0aMGBGWOtG00+KoRLyKBh588MFJobHvvvvaaanjx48vl66PbNF04jvuGBtO+9Vx221jkhY15iINtGuWU7Axlg7NglLQ57Llv/1s3n+2tfm/KzazIaJjVL+WZsXiue6pOY8AQV668cYb7QVFn0oLTgXVIKpKYhTsIw8OrTdQiZSKWCjvm28W2cWHQYhoDUu/fp/n7NiOZjVpdlPwb6cV8prgEKc7xF/mTTZv3n98GCJPX13FfPZWV7NmdclrhHIFAYK8pO4C7eGhi4vGLa644gpb8sQNjUMOOcRuNjVlyhT3KSqkYcNmmtNPHxgGSZMmj5i3387MWoxM0CymgsUUNctJq+RzvZRNKrM+HWIG3bJvGCSDbtrbzJw0yD0tJxEgyFuzZs0qNI0yOGrXrm0XkWnPByTTavrHH//UrmfZf//LzQ47HGHHk9TlV16WLVtmd4HULKbg37Fp06ax3UHRteavP8znb3czT1+zdRgkb/ZsaH6Z85l7ak4hQJDXgrIVqpmlOkq5NrCay3788TfTps3dGy7aiTEG1b/Slr3akyVbNAlC60WqVq0aBocWjWaimGIuWrFknhn91AVhiGic5P0Bl5k/luXm5AYCBHlL03iDtRta2AY/eu0Kzk5TufMHHnigyHLnmaRFhqqxFXxfrVbXhl9l/X1zwU+zPjSvda8bBkn/9tubL9/radatKb/KBkUhQJC3tH+FLjya1ht1Oi+KptdPK8s1nlTwTmDo0KHuqaU2d+5c07Jly/D7aEadtqstixXrOW39ejN9wjPm+U67hUEyuEt1M+fLN90zyw0BgrylfntdgFSUD5mxdOlS07Fjx0JjEaeddlpGxpNWrlxp95kvuH2sKgBMnjzZPbVC+WvVcjPp1ZtMv6sqh0HyTp9TzJKF37inhu2pjkzK7LMBOUL1mIJtWUeOHOk2o5RmzJhh/vGPf4QXek1WuP766733Bhk0aFChWXJahzNkyBD3tApt2aJZZvijzcMg6HdlJTP/m8JFGt2wKOrIpMw+G5AjnnjiCXshUlXUTFV2RTLtGV5wIabWY+i1j7oe49NPPzUNGzYMH7/11lvbxZ/ltXVuHCyYNtK8dMehNgxmTy68C2JZhEQq2ftOQBYFBewuu+wytwkZpkFtFZzU4HoQBNpjfOzYse6pId0h6t8mqBig48ILL/SuX1YRrfwtuSw/AQKU0uLFi8P1H++8847bjDKivcS1YDPoOtShPce193hg9erVtlBlwX3W69atayZMmLDxieCNAAFKSft068KkaZ+6YCG7tKpfOw4GAaG9x7UHucY0qlevHn5ds+OeeeaZvK41lm0ECFBKQakLdYmg/Lzyyit2z/EgMIJDM7hUj2z58uXuQ1BK7oC5e2Ra5p8RKEcqeRHsTPjaa4UHGJF92hnw7rvvDru1GjdubEvMoGy4geEemZb5ZwTKkaaD6kK1zTbbMJMnh8ycObNMFh2isLIKiuJk7zsBWaCNhBQg5557rtsE5D0CBPCklcxaR6AAYREaKiICBPCkQdtg1k8u7IMNZBsBAng6//zzbYA0a9bMbQIqBAIE8KDZPsHitGeffdZtBioEAgTw8NZbb4VrDOK8vSlQGgQI4KFVq1Y2QFRaHEB2ECCIPRXz22mnnWyAaNMjANlBgCD2hg8fbsOjUqVKWd2vG6joCBDEXtu2bW2AnHTSSW4TgDJEgCDWtHFR1apVbYD07dvXbQZQhggQxJo2LVJ4aGOiH39M3mAHQNkhQBBr11xzjQ0QbYsKILsIEMSWNiLac889bYD07t3bbQZQxggQxJa2QVV4bLrppmbOnDluM4AyRoAgtjp27GgDRHtqA8g+AgSxtd9++9kAuffee90mAFlAgCCWPvvsMxseOr777ju3GUAWECCIpVtuucWGx+GHH+42AcgSAgSxVKNGDRsg3bp1c5sAZAkBgtj56quvwu6rqVOnus0AsoQAQex07drVhsfBBx/sNgHIIgIEsXPYYYfZAOncubPbBCCLCBDEyowZM8Luq88//9xtBpBFBAhi5Z577rHhsf/++7tNALKMAEGs1KlTxwZIp06d3CYAWUaAIDZmz55t614pQCZOnOg2A8gyAgSx0atXLxsee+21l63EC6B8ESCIjQYNGtgAad++vdsEoBwQIIiFBQsW2F0HFSDvv/++2wygHBAgiIVHHnnEhke1atXMunXr3GYA5YAAQSyceOKJNkCuuOIKtwlAOSFAkPMWLlwYdl+NGDHCbQZQTggQ5DzddSg8FCLTp093mwGUEwIEOa9Ro0Zh+ZIDDjjA/O9//3NPAVAOCBDktCVLlpgtttjChkeVKlXsn0cddZRZvny5eyqALCNAkNMGDBhgQ2P77bc3w4YNM5UrV7Z/P+WUU8zq1avd0wFkEQGCnHb66afbwLjgggvs31944YVwQP38889nRTpQjggQ5Iw1a9bYEu19+/Y1l156qTnkkEPCsY8hQ4aE5/Xu3Tv8eocOHQo8A4BsIkBQbmbNmmUGDx5srr/+elOzZs2wUKJ7VKpUySxdurTQY2+44Yaw/b777ivUBiA7CBBkxeLFi80777xj7rjjDnPGGWeYnXbaKSkogqNq1armvPPOM3369DETJkwwq1atcp/Odl1ddNFF9nwFz3PPPeeeAqCMESDIuDUbLvifTZxoHnzwQdOyZUtTvXr1pJAIjh133NGOc3Tp0sUceeSR9msaKI+yYPCvv/4yTZs2tY/RTK333nvPPQVAGSJAUHpTp2q6lDFXX21+P+oo8+CGi/khRYTFVlttZerXr2+uu+46M2jQIPPdd98VepoVK1aEG0Ztt9125rPPPivUXhQ9pm7duvYx2267rfn000/dUwCUEQIk7qZNM6ZdO2Nq1jRmm22M2XprY2rUMObKKxNtmfbTT8a88YYxt9xizCmnGLP99hv+L9qk0PH8hqPRhqNWrVrmkksuMQ8//LANA90xlOTnn382Bx54oA0EdWVpnKQkixYtCu9ydt11VzNz5kz3FABlgACJsx49jNl886QLeHiorWdP91HRbfh0b1Q6/f77jWnRwpi9907+HsGx4WJvmjc3pnt38+uIEWalM+idDoWGwkOBoDBRqJTk+++/N7vttpt9jFar/6SgA1CmCJC4evDBxIV7002Nad3amEmTEhf8lSuN+eQTYy6/PNGmcx56yH10MpVI//JLY558MvHYww/f+Hj30J3OCScY89//GvPKK8bMnes+W6npjkXdWAoEdWtFWXk+efJku+BQj6ldu7ZZtmyZewqADCJA4mjePGMqV05czJ95xm3dSG06R+fOn++26iqdCIHjj0+EghsUOjbbzJgjjjCmTRtj/u//EiGTpf04NJAerDw/9dRTI608HzVqVPiYxo0bR3oMAD8ESBx17py4uJ9zjtuS7OyzE+feeqvbYky1asmBsc8+ie6qXr2M+eADY37/3X1UVmmwPVh5rtXoUVaea21J8BjNAmMDKqBsECBxVK9e4mI/fLjbkkxTW3Xu0Ue7LcbcdZdqhSQGxDUwnqNVbh944AEbBjr+qzumCLSGJHiMFioCyDwCJI523DERCosXuy3Jfvklce7OO7stsdKxY8cwEO7XoH4EN954Y/iYnqWZTACgSARIHFWqlAiFNWvclmSaOqtz9ZgYU9fVhRdeaMNAK8+ff/5595QkeszFF18cPmbks8+6pwAoBQIkjirgHYhoHUmTJk1sIGjl+fAIXXh6zJmnnWaabXjM4xses/Ldd91TAHgiQOIoGAOJUO7DjpPo3Pr13ZZYKrhaXSvPo6xW//P3382bG16zBXodNNtM05wBlBoBEkca9NbF8Nxz3ZZkmqmlczVzK09oYWGw8lwLDqOsPF+3aJExBx2UeC123dUYp4wKgPQRIHGkhXtbbJG4GKaqQqs+f52jdSBaO5JHtPK8WrVqNkQi75P+ww/G7LZb4jXZf/9EWRYA3giQuNI6DV0ItVpci/zULaNV6H/8YYwKCrZtu3Elee/e7qPzgjafClarR94nffLkjfW7jjzSGFarA94IkDi7++7ESnFdDIs61Na9u/uovDJy5MhC+6T/FWXl+ahRxmy5ZeI1OvlkY6I8BkASAiTuVEpdlXfVv69KvFWqJP77iisSbRVAsE96/Q2B8NL552v+rntKMm2RG4Tvv/+dtfIsQD4hQJAXXuzd23TfEAafKRCi7pMeFKTUcd11biuAEhAgyBv/69RpYyBE3Sf9pps2Pkbl8QFERoAgf6jr6qKLEmGgCQSpZqgF9JhLLtn4GFarA5ERIMgvKt3StGkiEDTVOco+6SoJc9ppGx8zbJh7BoAiECDIP9pYq27dRCBsu21iWnNJVLZeq/X1GK1W1wZdAFIiQOJKW8bWqWPMWWe5LRCtPK9ePREIWnkeYbW6rRum/eT1mF12MWbGDPcMAAUQIHEV7DaoiyOK9v33GzfNOuCAaPudaLX67rsnHqPV6goiAEUiQOLqzDMTFzkNGqN4BVee165tTJTV6l98sfEx/fu7rQD+PwIkjlR+I1hJ/dprbitcI0du3EO+ceNoK89VGubeexPlYQAUiQCJo0GDEhdDDRCr9hVKNnjwxpXnLVtGW60OICUCJI5atEhcCKOUc8dGffokXjcd7JMOlBoBEjeabqqaV7oIqp4T0nPDDRtDhH3SgVIhQOLm5ZcTF7+ttkqsd0B61HV18cWJ1zDqanUARSJA4kb997r4NW/utiAqd7X67NnuGRtNm2ZMu3bG1KyZWGCouz+tFVEFZLUBFRgBEid//mnMdtslLnx8ci4ddQUef7wxe+xR/FoPFVfcfPONXV7uoTa6wVCBESBx8tZbiQuXpqT+9pvbikwKSr2rm6t160RpE3UZalqvpvhefvnGHR8fesh9NFAhECBx0qpV4oKlwn8oO9o/Plg3ohX/xQmqAejc+fPdViDvESBxoX77HXdMXLD69XNbkUmdOyde53POcVuSnX124txbb3VbgLxHgMSFypLrQlWpUvF99siMevUSr/Xw4W5LsuDf5eij3RYg7xEgcdGmTeJCdfLJbgsyLbjTW7zYbUmmCr46d+ed3RYg7xEgcbB2rTFVqyYuVI8+6rYi03SXp9daG02VRF2LwZ0hUMEQIHEwdmziIqVaTgsXuq3INO5AgEgIkDi45prERaphQ7cFZSEYAxkxwm1JpnESnavdDIEKhgDJdevXm3F77GFm6SLVu7fbirJwyy2JUIhSrFIztXSuZm4BFQwBkuO+nDDBnL3hAnXjppua5XPmuM0oC3PnJkqcKBhSrfh/9tnEOVoHorUjQAVDgOS4//73vxuuUZuYRupWQfb06pUIB6021ww4rT7XKnTtv/Lpp8a0bbtxJTp3hqigCJAct99++9kA6aG6TMiuu+/euAlVUYfaund3HwVUGARIDvt0wyddhYeOmTNnus3IhqlTE5V3DzooUYm3SpXEf19xRaINqMAIkBx2yy232PA4/PDD3SYAKHcESA6rUaOGDZBu3bq5TQBQ7giQHPXVV1+F3VdT6SoBkIMIkBzVtWtXGx4HH3yw2wQAOYEAyVGHHXaYDZBbKRMOIEcRIDlo+vTpYffV5MmT3WYAyAkESA7q3r27DY8DDjjAbQKAnEGA5KA6derYAOnUqZPbBAA5gwDJMT/88IPZdNNNbYBMnDjRbQaAnEGA5JhevXrZ8Nhrr73M+vXr3WYAyBkESI5p0KCBDZD27du7TQCQUwiQHLJgwYKw++qDDz5wmwEgpxAgOeThhx+24VGtWjWzbt06txkAcgoBkkMaNWpkA+RKVX8FgBxHgJSjtWvX2oWCjz32mLngggvC7quRI0e6pwJAziFAskhTdF988UXToUMHc+yxx5qtt946XHEeHJtvvrlZs2aN+1AAyDkESBlZsmSJGTZsmLnzzjvNP//5T7PzzjsnhUVwaNfBc88913Ts2JHBcwCxQYBkwJ9//mkmTZpkHnroIdsVFezjUdSxww47mKZNm5ouXbqYN9980yxatMh9OgCIBQLEw7Rp08xzzz1nrr32Wlt2pHLlyklBoWPLLbc0devWtWs6nn/+eVskEQDyRUYDJLhwliTqeUX5/vvv7RiCtnnVp3ldpPfdd187pnD77bdnfPOln3/+2d4pdO7c2TRp0sT87W9/SwqK4KhZs6a56KKL7J3IJ598YlavXu0+HQDkDb+reDGiBkPU81wPPPCAqVSpUtKF2z18/f7772bcuHH2+5x99tk2mNznDo5ddtnFNGvWzNx1113mvffeM7/99pv7dACQ1/yvtkWIegGPel5Bffr0sY/RVNdWrVrZwWZdtDX+MGfOHPPRRx/ZAetDDz3UfWiRVGdqypQppl+/fqZt27bmiCOOMJtttllSUOjQbKnjjjvO3vm89NJLZvbs2e7TAUCFk95VvARRgyHqeYG5c+eaLbbYwj5m4MCBbnMk8+bNM6+++qqd6aQFe9tuu21SUAQBpe6x1q1bmyeeeMJ88cUXdr0GAKCw6FfxCKIGQ9TzAjfffLM9/8ILL3SbImncuHFSUASHqt7+61//Mvfdd58ZO3asWbFihftwAEARol/FI4gaDFHPC9SrV8+eP3r0aLcpkmAsY/vtt7dhokB6/fXXzcKFC91TAQARRb+KR+B+ui/piGqnnXay5y9evNhtiuSXX34xX3/9tftlAEApRL+KR+AGRElHVMHMK0p8AEDuiH4VjyBqMEQ9L1DaOxAAQOZFv4pHEDUYCp73+eefm3bt2platWqZKlWqmN13392OU7zyyivh+aUdAwEAZF7JV/s0+ASIwqFv377myy+/tAv5dJcxfPhwuy5DK8slmIWlVd4AgNxQ8tU+DT4BUpxZs2bZUiUSrAPRGo3Bgwc7ZwIAykPqq3iaogSDRDlPoaES6IFevXrZxyhELrvsMltyZNmyZbbelM7VSnSVFTnssMMKPAsAoKykvoqnKUowSKrzli5dasuUHHPMMbbkeUE9evSwGy4Fjy/uAACUvYxebaNewIs6zw2BU045pcgSIjNnzjTXX3+9+fvf/24XBqoa7z777GMaNmxounbtar755hv3IQCAMlDy1T7LVD79hRdeMHvssYfp1q2b2wwAyBE5FyCBMWPGmL333tv9MgAgR+RsgCxfvtx2TwEAclPOBog2adJaEABAbir3ANFWtNqkSVvVanOoBQsWmGeeecbsueeeZtiwYe7pAIAcUe4BovUb//73v+14h4omqpSJtpP9+OOP3VMBADmk3AMEABBPBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALz8P7MESGOeieArAAAAAElFTkSuQmCC)
PN: 4H58-3-7Y
CAS: 1359655-87-0
Molecule Weight: 208.192
Formula: C10H9FN2O2
![2-Methylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H56-1-P0
CAS: 21801-79-6
Molecule Weight: 176.175
Formula: C9H8N2O2
![7-Fluoroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-5M
CAS: 886363-98-0
Molecule Weight: 180.138
Formula: C8H5FN2O2
![Ethyl 6-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-3-V4
CAS: 367500-93-4
Molecule Weight: 208.192
Formula: C10H9FN2O2
TSCA: Not listed on TSCA inventory