![Ethyl 7-methyl-2-phenylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABLbAAAS2wEfsxxlAAACr3pUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXi/HZ2ECVpKpaTZrUbtLaSXs3ucRJkQJUQPPw7XcG0gbSggKxff7//MCdz/PrQ7aFnS2rtMgXHjLugc2TYpXmm4X35+n7LPKul/OERCTMq4X3UtevV76/3+9Z8mIzcyhylhSZ1/ZfHaq0p9lLVpQbX3CO/t+H+8eGmaV5VZs8sURV6VXVGO+LxNTNKr6Yws9MuUtzv5X7WblrR/snuHs4O1Qr72Mvt9R3Qyis062FdVFmpoad4Iwe/g02Nrelqe0Kno9kliygvS/nD3dF8pbZvKaqGyFNzPaxLt8SMmTF1iZvNBhVftwtvAwJMHWR3ZSlOYKrObNBMAKMBBOAUWA0mBBMBCYGg5xe6kcSICmQJEgaJBGSCkmGpBOkE0i+2Fq3mKfjq6UdwS386t5b+Nn8n369Fn1WsfBmyCIZxTDjTEqhgDMMZADIdBCHIJiOuKAChdJkFIIHp5ZkKqa+gMVCxqCZUKGGkIy05K7V9XVKNwXGGmhKHrmSRheulEzG5+2234OjW59miJGEmWJhHNEgAa1TKldylI0dVRg5WAVR6GDJReQm40o3+1KS2uRRGYqLpmA8FA0dBW3Ztk+j0JKkVh9lZ6fBJY+7gvzrvzt4OX8u8tVZFdLVwnsmLznJb7uuROd8D4pyZUs6T24AJz0HRB9woTIOyD7gAmscCPqAC8N3QHwGqAtAj8+g+4AL8Xfg5jMg7APuQIwDUR9wx2cciPtAc9jGCdffc11zOCeYobubwzz+sVB8wsiJeQZOb5PFBDPwe5tcJhh14clJRF9+6Snk0v04EWE4CIA2Q05MM4iBNqOOM2IYBE0GnmCGQdBk7AlmeOy7DD/KDINAf8X4Z6nJP91TVL24w/yzC86na335H1FySiby5ccIAAA7p0lEQVR4Xu3dB5gURcLG8fMMhzmd6KEYwJxQDKinoqCe8cOAOWdPjBhREbOemFBBiSpyICinHpgOUcwRJegpoiKIAgICooIi1rdvzdWwWzs701M7PTvT8/89Tz/oVk/omel+u6sr/MEAABDgD/4fAACIggABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAaACLFi0yDz/8sNl///3N2muvbZZddln77w477GA6duxoxowZU2P9P/zhD3apS67yOBT31QAA5ttvvzU777xz+qBf11Jdpr9Vl6s8DsV9NQCocL/++qu9ytDBfr311jMPPvigmTRpkvnll1/MzJkzzQcffGDuuece06JFixqPyxUQucrjUNxXA4AK16tXL3ug33DDDc2MGTP84jrlCohc5XEo7qsBQIVr06aNPdD379/fL8oqV0DkKo9DcV8NACrcmmuuaQ/006dP94uycgGRaymm4r4agMT49NNPzZZbbmmWWmop22ro559/9ldBBssss4w90KsVVj78oKhrKabivhqAsjdnzhxz0UUX2Wan1Q9cG2ywgXnsscf81eGp7xVIXXKVx6G4rwagbP3222+2xdCf//xne6BabrnlzCWXXGJGjRpldt999/QBbI899rAtiZDZ3nvvbT+nuO+BvPnmm+boo4+2Lb1WWGEFs+mmm5pOnTqZuXPnVntU/dT9boAytsMOPe3SrdvbfpHlyhHNyy+/bJuVuoPUQQcdZCZMmFBjnYEDB5r111/flv/xj380p59+el6tjCpFz5497We00UYbme+++84vrpMfED6/fLfddrMdFfU9LVy40DYVPuecc+xN/EKp+90AZcwFRKtWvc1XX83xiwmQiHTQad++ffrgtPnmm5vnn3/eXy3tp59+Ml26dLFnvFp/1VVXNV27drV9H5Ci/h7bb7+9/XyaNm1qA+Wrr76yn9GsWbPMhx9+WHXi081st912NR7nB4QvV7mo+nH55Zf3/xws+6sBZcoFhJbzznvGLyZAcvjxxx/NNddcYxo1amQPSquvvrrt3Bb1xu/kyZPNMccckz6obbLJJmbYsGH+aok3ZcoUc8stt5ivv/66xt+nTp2a7kyYbaku09+qy1a+ePFi+14uuOACe0JQKJlfrYSovk4tPbbeemuz1157ld3SvHlzc9hhh/mbhZi5gDj//Gftv6NGTcpYjtpUN7/uuuvag9HSSy9tqz10ZhzitddeMy1btkwf3Pbbbz/zySef+KsljlqkXXfddekrMYWIT1cc/fr1s59J48aNbaME/atg0b2lsWPH1lg/W0BIXeXVA0lXkLNnz/ZXCVb71UqMWntU/wDKdXn11Vf9TUOMXEBMmjTH7Lxzb3PIIQPNL7/8VqscS7z99ttml112Sf9mdbPXP4iF0Nlv37597UCBel4dKC+88ELz/fff+6smQqZ7QT/88IO/WlEprMaPH2/23Xdfc+KJJ/rFwUo6QHTJpQTXl6B6Qt3IK7fl73//u/0h6SxMOxKKo3pA3HHHG/a/e/cenbG80n3zzTfmpJNOsv059FvVzd2hQ4f6q9XbvHnzzGWXXWZbb+l11Jz1gQcesK27kuD999+v1Rpt9Oglv7lSoEEcV155Zf/PwUo6QI499lj7RZx22ml+UdlQ8qv5nLajT58+fjFiUj0g5s1baNq0ecTstltfM23a/FrllUotc26++Waz0kor2d+n/r3pppvs3+M0ceLEqivCQ9IH2m222ca89NJL/mplQ/05dIzSia62R1cfgwYN8lcrCWoUoeAulJINkNdff92eEa2yyip5d7gpNcOHD7c/LF3C6ywM8fMDYsiQj+3/X375iIzllUZXGM2aNbO/S+1nugLRlUgx/ec//zFbbLFFOkgOP/xw88UXX/irlSy1prr99tvtMUrvX7Uluu9RKj3y99lnHzNixAg7wu/8+fNtvxA17b3yyiv9VYOVZICoqmfHHXe0X4q+oCTQpDHanksvvdQvQgz8gFi8+Hdz1FGP27+9845awFRmgIwbNy7dkU2L7nno3kdDUauue++917by0vv505/+ZK666ip7wCtl//73v23LMvc5HnfccbbKvZSMHDnS3qBfbbXVzBprrGHnH1EtyO+//+6vGqwkA0QtE/SlbLzxxjblk+C///2vvXmo+t/PPvvML0aBZQoIFxxHHjkkY/lPP/1q2rcfbIOmZ8/3zeefF661SkNTKyq1plKrKu1bamWVb0/oOOn9nXvuuelxopo0aWIeeeSRgh7sCkH7sW5Eu+DQia5qSypVyQWIWiuss8469st5+umn/eKyppYn2q6DDz7YL0KBZQoI6djxhXSZX75gwSLTrt2gGuWHHfaY6d79XfPxx9F7DJcSneGr/4Y7w1e/jquvvtr28yhFainkhjvXorPmt956y1+t6NRi7Pzzz08HnI5ROtEttYArtpILkMsvv9x+QUr5pFEvUDeOULbevKi/TAEhU6bMM7vs0rvOch0PPvhgmrnzzjfNQQf9s0aYqCnw3Xe/ZcaMmeY/rCTpN6Z2/+5grA5kuolaDv71r3/VuEejpqfqfFdsaiHWvXv39ACIqkG44ooruJf5PyUVIGqdoTpQpfzHH3/sFyeCmi3qh6jOkVF79SJ/dQWEaHysbOXVjR8/w9x33zu1rkwOOGCA+cc/Xjfvv/+Nvb9SSjT2kcaqcsGhMazUpLzcqPpaHfDU7FTboVZiN954Y9WV4gJ/1VjoHoI6MLvP8f/+7//sMQpLlFSAtGvXzn5RulSMi3q2v/fee7azjwYau//++23LCf2r/9ffVV7IESur0xnNtttua7dT492gfEyYMMs8+OB79j5J9TDZd9/+VQe2V8zbb39ddVLQcH199JtVD2bXz0JXuxo9t5D9LBpi/1HfhVNOOSXdT0VTwT7++OP+agWjlmCHHnpoOjh0sqfWTKitZAJEX5C+LF0qFrKrvQYmu+uuu2y7c9cTNuqi9fU4PV7PUyhq867nV7106BARaFjq4d6nz2hz3HFDa4TJ3ns/bLp0edm88spXNXq+x0mtFnv37m2HwdDvSo01NIKDqkzrq5T2n3fffdfsuuuu6efXUEFjxozxVwum+68a7ly1IHp+tVy67777qCnIoiQCRF/QVlttZb801TfWl2ZK041CTXDj/6gVUGq6qHbvZ5xxhj17cov+X39XuavzrL7o+fS8ev76Upt3Pad6qqMwVJU0e3bx2+BPnTrPPPLImKqz5CdrhEnLlp3NWWdda8+WNUptHDREjhvZVYuai9f391nq+8+jjz5q57jQc6pV2VlnnWX7OoTSjfCHHnrI/OUvf7HPqSr0Dh06FPRENqlKIkCU8vriVN9Yn8tt1fNWb2KnRb3A9WNQx6l8f2RaX4/T411vcrfodepTr/zll1/aFjHaAdQ2H/V3882v2gP36NHf+kVFM336fDNw4Hhz5pn/Ns2bn25WXDF1I1idzI444ggzYMCAgoyLpOG/NVlQ9d/5M8/UHnU4H+W0/6gVWefOndOjBauvg6508h02Xp3rdtppp/T7atu2rfnoo4/81VCHBg8QpbwuFfXlvfjii35xJO+8847561//mv4RqO5XTWY1Nk0h6fn0vK4llRa9rl4/hDpM6TkKOcFLpRox4gsbHnvs0c/MmFEaTVRnzPje9OrV1x6UXPNPLaoi0U1unfXme5arK5lrr73WzungDpx33nln3gfO6sp1/xG1KjvyyCPTz7fZZpuZZ5991l+tFg2vfsIJJ6Qfp1Gzn3rqKX815NDgAXLeeefZL1A3rfKlnU+Xr24MGnWOuvvuu2OrLnD0/HodN+S1Xl/vI9+DgXrbqsOUnkPNFhHm22/nm732esgGyDPPlGYnTd3rUr+BAw44IF3HrkX3KzTkRK9evXIO2aOrF01ApMfpyvXMM8/Ma0Y7X7nvP9VpWl1NwOQ+1wMPPDBjVZlacN1www1VV4Yr2vXUwuu2225LTIflYmvQANGlos7MtEPlOwaOfjDu4KvqAQ0CV+wfgV5Pr+vG/Nf70fvKh3rb6rFq8x73IHZJ9Ntvi82ppz5lw6Nz5/IYkE99CFSPr3li3JWEO5C2bt3aDu1RfQIitWrSGEZuvT333LPeN6WTsv9Up8YECuK11lorHc4dO3ZMtwgbPHiwbcHlPutTTz3VTJtWHn16SlWDBojOvPRl5jO4l254qS24G5JBNw0bunOUXt+NdaX3pfcXtYeq1mvVqpV9bKZJZ5Bdjx7v2fA49NBBdiiS+lAbf91HyNQ8VX+PYwganY3rwKbZ+9youG7RxEKqWnFXCDr4ad36SNr+k4kCQ8GhANFzalpdd7WjRWGsUEb9NViAqL5RX6ZaPkS9qajWWq7eUlcu//jHP+r1QyskvQ+9H1fXrfcZtfmfhmpQG3ddTqvNO6JRJ76dduple5aHDDWicY0U2jqRcWfBuRZdMWgwQoVLoed6UPWKhu9RSybd23Cvqd+Uql3q24EuqftPXdShUlVZ7nNUs2JVA6JwGiRAdOmqMyt9qbqRGIXO1FR/rMfopnupzvCn9+UaBej9Rq1P1lANeszJJ5/sFyGDuXMX2N7guvro3z/6rHn67WlyMjfas1t05quhxdXbOFPzVHVyVYcyd1brFg0Vojr0QvS5qE43xV1v8i5duvjFeUv6/pONq7biqqPwGiRAdKahL1TN56KcAelMxP341f671Ic50ftz7dT1vqOcSWkuBlVhqLqiPq1SKoUbFLFDh2fs+FW5qHm4qqNcvb8WnZFq1ANVT0UdPlwHNM1jofGQ3IFJi64eNdteIYNE1TB6bg1/Ux+VsP9kowEZ9VwaqBGFVfQA0U0r7WyqsnnjjTf84loUMO7sXD8qtX8vB3qfbifQ+48SlLqhqPXV2zbK+pVq8OCP0kOIROk4qCrC6i10VAeu+Rzqe2ASnTGrU6i7T6EmqrrCKcT3V4gAqaT9py4ESHyKHiBq+aAv8/jjj/eLMtINNa2vy9pSP3Py6f26y3FtRy6q49Z81FpfrXRQ28SJs6sCto/ZcceeVScg2Sfw0UFH9zhcvbqqqEL7GuWiJqOq/nIhpYl86ns/qxABUkn7T10IkPgUNUBUB6kzNbXBrt5MsS5q0qe6adU7l2qdbS5633r/2o4oTRSfeOIJ+2NXq5FSnbOhoSxcuCg9GZSGVc9G04q6wTndTej6dLaLSkOouzNnNSetz2RD9Q2QStx/MiFA4lO0ANHZoGvLrp05F3Uqck3vdM+knLl7PtqeKJ2lNEic1r/mmmv8oormhio54YShVWFQ96i3ug/helarlV+xD56afEh9PPT6Gmpj0KBB/iqR1CdAKnn/8REg8SlagGiYZ32JGlAtyqTzZ599tl1f7cPrU/9ZCvT+XTt3bVcuY8eOtWdcajI6qYHb6JeKkSO/TA9VMnly3UOF67flwkPjLzXU56fvXAMH6n3ou9TvP1/1CZBK3n98BEh8ihIgarnihmAYMmSIX1yLWiGpqktt8xvqAFBo2g5tT9RWVu4AoFnkKt0338wyu+/ezQbI8OET/OI0HWhctZXCY8aMGf4qRecGClU1mm7c5yM0QNh/aiJA4lOUANHgb/oCNQRDFO4MUq2SksS1stL25aKRTF1nstC63yRQ89t99z3GNGnSzlx2WfZe2Lphrs9L1ValdODs2rWrfV9qfajOi1GFBgj7T00ESHxiD5DJkyfbqhidOUQZv0dDPOvLVn1n0saG0va4eukoQ1lrwDmtqyaoGuenErmTjy222NH88EPdjQrUVFdn+VqKfc8jCg0WqO3QaLFRO8eFBAj7T20ESHxiD5CjjjrKfnkaOTQKNz6WDp5J5EJB25mLWg2pp7PWV9+CSvPKK6+kWxFlq7bQVYrr5xGlgUZDUA94dyBTMEQREiDsP7URIPGJNUB0JqgOgxrMLMqw05988on9otUZK+pZWrnRdrn5ELS9uTz33HN2XTUJLWQv51Kn1jbuvlmuVkTqYa71NNRIMZrqhlL1lUaeVihGmWsj3wBh/8mMAIlPbAGiKhc31aYmvInCtVrRpDNJpu3Tdmp7o3ADwl188cV+UWJpfhhts2auy1Z9V71aY8SIEX5xydG4Vnqv6miYS74Bwv6TGQESn9gCpHfv3vZLU51vlLNCtaBxczBHOTsrZ9o+bae2N0oTS/VyXm655WxVTqZJcpKmR48e9vNp3Lhxzt7cmv9B6+Z7Y7WhaMwtN1/Fa6+95hfXkE+AsP/UjQCJTywBoglztPPrSxs+fLhfnJFusLvAqQTaTm1vlIYF4g4muhpJMu3kanShqs8oc3y7UXXzbSLbkFzHON0fzCafAGH/qRsBEp9YAuSSSy6xX5g6/0R111132cdoittK4Kby1XZHoUlyXChHmfO5HKkT4FZbbWW3MUp1ne4paF2NqluIgRGLRU20dS9Ei/67LvkECPtP3QiQ+BQ8QDRrm6tuiXqTSw455BD7JQ8dOtQvSiRtp7ZX2x2Vq66JWi1Ybs455xy7fS1btow0varr93HBBRf4RSXvyCOPtO9dVb11ySdA2H/qRoDEp+ABcvDBB9sv66KLLvKLslpnnXXs40qh93AxaDu1vdruqHQz2TVXjXLmVU7+9a9/2e3SnCiaSS4K12Q1SlVXqenfv79979lGGrjyypvNiis2qwqZf/pFtbD/1I0AiU9BA0QjkeqLyrfJqapn9Lg111zTL0o0ba+2W9sflfpG6DHqpR6laXQ5mDJlSnrY7n79+vnFGanvh4a2UMfBqFMil5Lp06fb+zza7rrccstQs/HGHczAgdlvtrP/ZN9/CJD4FCxAVAet+Rb0RUW55K7u3XfftY/TaL2VxI1OrO3Ph6v+CBlYrtQoCPbYYw+7Pccee6xfXKcvvvjCPqacbxqvv/76dhumTp3qF1l33fWWHf/riSeyz+PB/pN9/yFA4lOwALnnnnvsl9SiRQt7UMjH448/bh97wgkn+EWJpu3Vdmv786HZ2tRSSR3SxowZ4xeXFc05rs+gWbNmtvVeVGpIoMdpEqdy5UaY1RS5mUQNEPaf7PsPARKfggSIWpKsvvrq9kvKZ4waR9UWemyHDh38okTT9mq7o1bbVNe5c2f72NatW/tFZUP9INxQJW+//bZfnFUSfjOu0cDDDz/sF1lRAyQJn0WIqPsPARKfggSImwBJvYdDdOvWzT7+yiuv9IsSTdur7db250uzFbohHRTeG264YVktqr7RPQC9f7WmylcSfjNXXHGF3YZ7773XL7KiBkgSPosQUfcfAiQ+BQkQN5REvi2vnNtuu80+/vrrr/eLEk3bq+3W9odwPY/LfRk5cqS/aTkl4TeT6/uPGiBJ+CxC5Pr8HAIkPgUJEA0t4OY6V4uafHEGlf0MKhNX761mjB9//LGd/6Lclssvv9xug05AZs2a5W9iVkn4zXAFUj9R9x8CJD4FCRA57bTT7Jd03HHH+UU5UYfbzy/KasGCBbYaSI8dMGCAX1w2NI7R3/72N7sd+d4MT8Jvhnsg9RN1/yFA4lOwAFG79lVWWcXWa7/xxht+cVa0IsneisR344032sepGWOUweRKmX43GopE26PpX6OiFdYS7D/Z9x8CJD4FCxC5/fbb7RelAe7yObDRjj17O/bq1GdAVYWqMszncaVMHVC1PY0aNTJjx471izOiH8gS7D/Z9wMCJD4FDRCNX7TxxhvbLyvXZWV19KTN3pO2OnfWdcopp/hFZe3SSy+126XOqFEmQ6qEnuhRA4T9J/v+Q4DEp6ABIk8//bT9snRzN58dm7F8ctO83zrorLzyyjnnySg3OvlwQ7PnO/1xUsfCihogwv5TNwIkPgUPENEscvrC1MokKkYTzU5Vgm5HuPXWW/3iRJg4caINR21jrnptSfpovPkECPtP3QiQ+MQSIB999JGtWtB8B59//rlfnBHzGWSnljpav3nz5nYa16RyZ+YaLFJDtmST9PlA8gkQ9p+6ESDxiSVA5Pzzz7dfWrt27fyijJhRrW6aBrVJkyZ2/SeffNIvThx3n0fT1OYaVy3JMxLmEyDsP3UjQOITW4DMnj07fZNrxIgRfnEtzOlct06dOtn127Zt6xclku6ducYYGvMrmyTPiZ5PgLD/1I0AiU9sASL333+//eK23nrrSFUMV199tV3/wgsv9IsSRdun7dT25qLmqqrqUJVgJe0AapqpmS012OKoUaP84jRV57mhdKKcqDS0Ll262Pe63377+UW1DBgw1gbIK69kr8pz2H8yI0DiE2uAqPpB4aEvL0onMU2Bq3U1SGCUppzlSNvlBkGMMuXvYYcdZtc999xz/aLEc/2K1ltvPXtFWxd3orLllluW9FS/umejkwGFYpSrBJ1cT58+3/9zndh/MiNA4hNrgMiLL75ovzxVZ2U7CDiuaebdd9/tFyWCtkvbp+3MRYMMal31Fch3rKgkUPWEztT1GWS7l6YTFTfV7w033OAXlwQ1U3YHMs11Hhf2n9oIkPjEHiCiYd71BUZpIaL5RLSuqiWS1tqoenVLrnlTdFDcZptt7Lp1DbZXCaZNm2YaN25sP4fu3bv7xWnqI6NqPi2vvvqqX9zgzjrrLLsNuvkb59UB+09tBEh8ihIgasrr6vHVxDcX3RDVF37TTTf5RWVN26PtinLDt0ePHnZdVctEuX+UZBr3Sh0oNdTJuHHj/OI01y/kL3/5ix3tt1R07drVvi/1cVE1VtzYf2oiQOJTlAARN3R1lEvPd955x46NpKEqSulAUB/aDm2Ptkvbl83333+frueta6C9SqNqH30eW221lfn555/9YktVXqrq0nqbbrppSfTK1r0/vR+dPBWrqXGl7z8+AiQ+RQsQNc3UmaG+yKeeesovruXss8+262rE0ihN9UqZ3r8beVXblYt6VmvdKL1sK4XuIbRs2TLnZ6hwcWfgCpGGOoDqO3etonTTfODAgf4qtajFlZZu3TJP7+vKo6jk/cdHgMSnaAEiDz30kP0i1cZfB4RsdMPd1Xeq41U5cx3HtD25GhJocijNEa4mrBraA0tMmDDBrLTSSvazzDZkx5w5c9IhopOWYt8T0RWkaz2nardBgwb5q2TkAqJVq97mq6/m+MV5BUil7j+ZECDxKWqA6Exip512ivyjVvt/nb3pgFrsg0Ch6H3r/efqz+C4CZYuu+wyvwhmyZAumgc+2+yXuhJx1VmqPlLrrGI08dXQ9Gp2rNdVh8HXX3/dX6VOLiC0nHde7QEi8wkQqcT9JxMCJD5FDRDRZFO6IarJp9TCJhc3eZKasursvJzo/ep96/1rO3IZNmyYXVdjO82bN88vxv9o1kt9TrvvvnvWoU50wqIb6woQra+h4tWsPA6ffvqpndxKr6NFzY/zHTHZBcT55z9r/x01alLG8nxU0v5TFwIkPkUPEHEHgFNPPdUvqkUHgRNPPNGurzO7XAPslQq9T3cmqvefqx5aVXqbbLKJXb9v375+MapRuDZr1sx+VurZnYua+Lp+Ilo0EZFuaBeidZvOkA8//HB7c1fPrcYPPXv2zPl9Z+ICYtKkOVUHvd7mkEMGVv0ulgRkSIBUyv6TDQESnwYJkK+//jo9q957773nF9eiHf2AAw5I7wSlfial9+d+/HrfUQ5UrqnnDjvsYBYvXuwXw6OWOK5qI0r1jK5U1GPdDUqpRVd6GvRT84lojKoo1IdDLePUqtDNS69FTXRV7aj7L6GqB8Qdd7xh/7t379EZy/NRCftPNm7ATQKk8BokQER10vpSdbMzytmFdly3E+iyNspBoyHofbnLbr3fKJ3G1NzUzSefa4A9LHHbbbfZz7lp06b2xnUUutLTFYI7qLhFQaQqLlVDnXHGGea6665LL/p/3U9RnxyFVvXHbb755vZ91Cc4nOoBMW/eQtOmzSNVV0t9zbRpqXALDRBJ8v5TF52Iab4V953pShSF1WABopucbvTQKE0cRWcibqhv1WvrRnyU8CkGvQ+9H1ffrvcZ9cxJByg95phjjvGLkIUOEG7oDrV6ypc69ekeiZ5DfQyqB0Ndy/LLL2/23ntvGyyjRy+5OigEPyCGDPnY/v/ll6cGifTL85XU/SeTV155xWy//fbp703zzy9YsMBfDfXUYAEigwcPtl+uziCjnmnoh6Ybajpj1GPVPnxSA7X1d/T6rp263pfeX9QdUwch1+lr8uTJfjFy0I1qNzz6Aw884BfnRc2mVZ2lll6q7lJI6F/9v/7+2Wef+Q8J9uOPv1RdtdQ8oPkBsXjx7+aoox63f3vnnam1ykMkbf/x6d6J5llxwaGhY8pxyuNy0aABInvuuaf9oq+99lq/KCs16XP12Tr4apiDXH1LCk2vp9d1Z696P/k2Ndxjjz3sY3WwQhgdIFT9p6uDKEPlNJTvv19gnnrqE9OhwzNml116m9atHzILFy45y84UEC44jjxySMbyUEnZfxydgOoYot+AnkszWt55551FabpdyRo8QDSjmM7A9cXnewauTkUapM61gFFHI43WGfVqJpSeX6/jOmrp9fU+8u3k9Nhjj9nH6/I67vecdBdddJH9LDV9QClVVXz33U9VV9ofmbPPHmZ22qlXOgR23bWPueGGV+xVhlNXQHTs+EK6LFN5qHLff5wBAwakb7rrCubMM8+s+ty/81dDDBo8QERfuL78o48+2i+KRC1yXM9jLWpKqUlnosy5kA89n57XjVOlRa+b79g8ontACg49R9SeyqibRmp1dd5///vf/eKi+vbb+XYyqNNPf9rsuOOSA//uu/c1V145wrzwwudV33/t+v26AmLKlHn2iiVT+SefzDTt2g2qOtt+0/zwQ9gVRDnuP6IWnGqS7Z6rdevWkaa4ReGURICoFdKqq65qqyHq0zpEQzzvu+++6R+UFo2H1KFDBzv0xcyZM/2HZKX19Tg9Xs9T/Xn1OvkMKe1TlZWeR53hUBjqzKfm4fpciz13vA7y/fp9aE488V81rhb23PMh07nzS+allybVqK7KJFNAOBofK1P5mDHT7NAn+vs++zxS9Xv9b42rmnyUy/6jDsinnHJK+spJzamHDBnir4YiKIkAkTvuuMP+GDRgXn37QehAooHsXCuv6osmttpll13MSSedlLG5pv6ucjefe/VFz6fn1fPXh4bgcCOLFvosr9L169fPfldqCqr+RnH64ovvTc+e71ddOadudLtFzW+vv36UeeONKebXX+v3W45i8uS55oILnku//rHHPmFGj86vF3x1pbr/6J7Jrbfeavvc6Pl0sqDuAKVUZVlpSiZAdLPLnaWo7Xah6JL2rrvusiPbquOY/6POtmh9PU6PL+Sl8bHHHmuf//TTT/eLUABqDq3PVw006nsy4lOrueuvv8u0bXtNjdDYb79Hzc03v2pvev/2W2FfMyoF1hFHDE6/pyuuGGG++eYHf7W8lMr+oyvK5s2b2+dVTYWa+U6dOtVfDUVWMgEiw4cPtz8QzUAX11hQc+fOtXWn6nuSqbmm/q5yrRcHDa7nxgKbPn26X4wC0He30UYb2d/S9ddf7xfnTeO3XXrppennXHbZVc266x5q9t+/n+0xrrP9wFanBbdo0WLzz3+OM3vt9ZANEd2s79HjvYz3XEIUe/9Rq7q2bdumQ0nDkrz55pv+amggJRUg4tqDa4dNGp0Na6gSbd/tt9/uF6OA1OvYDXWSb+9+fU9qTqphTlzrHrdoDK7LL7+86iBZus2FRX1MdEXkWn4dcMAA88wzhevHEje1yNK9E9exUMPyK6BC+4cgHiUXIJ988kl6PoxCdtwqBRokUTuDBk0sdpv7SuSmuFVrt1xDnajX84gRI2yLQL+qRsOVdO7cud7VMA3hs8/UVHdYulrr1FOfqjqrb/iZGuui70GzOLrhTDQVdqdOneyEdCg9JRcg4tr0H3zwwX5R2dIOsM4669jtKtbUppVOVxJt2rSxn/kRRxzhF9umv6o2VYsed8ByS4sWLewN2mLMYV4MI0d+aUf3VYioaXGXLi+bmTPj7e+RLwW4xhtz34GGp/niiy/81VBCSjJANDCdayuuCXqSQNUe2h7NE4Hi+eabb9K/JQ2iqP43TzzxhDn++OPTrXnc0qpVKzsw4ueff+4/TSJoaPi+fT8we+zRzwaJ/lXT4+pDxjcEDSFTfS4VdQYdOXKkvxpKUEkGiGhcI/2YNEJqfQZVKwXaQXQprvrcUh9KO4k0UZcaLqjZtL4Hd6DS3zSUjHpF5zsKQjlT73j1TXGdHPfY4xLz9NPFP1FTQxmdWKm6Wt+Hmv726NEj6yRhKC0lGyD6EW277bb2h9WtWze/uKy4syvdlEXDcC2oFBqq1tIJSr4zBibNuHEzzFFH3V914E715tbnMm7cOH+1glPVovrruHtNOrHSvpHrPhVKT8kGiKinqn5gmv86316wpUKTD7mzK3aQhuMCRPXsWEKtmgYMGJweWFEHcw0FM2vWLH/VglAzdtcSUYt6pCflPlMlKukAEXVEcj+2cl66d+/ubxqKRL399R2oIxoy04yM6iXuqvh00qYr/0JVH2v0BTeVtRa1RKQxSfkr+QBRpyQ35k25Luo0SL1uw7nqqqvs96D6dmT35Zdf2hZr7rere5AvvPCCv1pkarSgjoZuyHbtC+oDRTP2ZCj5AAHqS5MK6eAVOuprJXrppZfS9yC1qEl9vv2yNMq0G3FaJ4EaukcDpyI5CBAk2vjx4+0BTAcyejHnR1fNamzgmkGrtZRGiMg1zJDGC3MTpWnRiNOFnv4XpYEAQaK5YfPVORVh1C9L83hohAh9lhqrrk+fPrUGqtTVha4yXJWzQpu5bpKNAEGibbPNNvZgVp95ZpCiYYb+9re/pa8sNPWCPlfdz9B9Dc3po7/rfoeCW/c/kGwECBJrwoQJ9oCmgfj8s2WE0/Av1SeIqt6jX1MVqMUVKgMBgsRygyk29BS3SaT5ezQJnOtFrtZa6uOBykKAILFch7UXX3zRL0KBTJo0yTz44INc4VUoAgSJpAObhi1RC6JCdYYDUBMBgkS688477dUH0wYD8SFAkEi77ZYaIPDZZ5/1iwAUCAGCxNEcIOqLsNpqqzFkBhAjAgSJoylRdfVxwgkn+EUACogAQeLstddeNkCefPJJvwhAAREgSBQNp7H00kublVZaiZ7QQMwIECRKr1697NXHUUcd5RcBKDACBInixmoaPHiwXwSgwAgQJIamDNaIscsvv7ydYQ9AvAgQJMbDDz9srz7atWvnFwGIAQGCxDjkkENsgPTv398vAhADAgSJ8MMPP5hGjRrZ0WE1ARKA+BEgSATNfKerjwMOOMAvAhATAgSJ0L59exsgmmoVQHEQICh7P/30k1lxxRXNMsssY2bOnOkXA4gJAYKyN3ToUHv10bZtW78IQIwIEJS94447zgZI9+7d/SIAMSJAUNYWLlxoVlllFTt8+7fffusXA4gRAYKyNmzYMHv1sfvuu/tFAGJGgKCsnXLKKTZA7r77br8IQMwIEJStRYsWmTXWWMMstdRSZvLkyX4xgJgRIChb//nPf+zVx8477+wXASgCAgRl6+yzz7YBctttt/lFAIqAAEFZWrx4sVl77bVtgEycONEvBlAEBAjK0qhRo2x4tGjRwi8CUCQECMrS+eefbwPkhhtu8IsAFAkBgrLz+++/m/XWW88GyMcff+wXAygSAgRl5+WXX7bhsfnmm/tFAIqIAEHZ2WeffWyAbLrppua3337ziwEUCQGCstO0aVMbIFrOOOMMvxhAkRAgKCujR4+2waEQWXXVVe1/d+7c2V8NQBEQICgrV111lQ2Nyy67zLz00kvmT3/6k/3/Bx54wF8VQMwIEJQ8zTj42muvmTvvvNOsvPLKNjDefvttWzZ48GA7lPvSSy9tJ5YCUDwECEqKmuiOHTvW9O7d294sb9y4sQ0Hd89DS6NGjex6zr333pv++yuvvFLt2QDEiQBBg/r666/tlcOll15q9tprL7PSSivVCAstCpC//vWv5uKLLzb9+vUzU6ZM8Z/GdOrUya67+uqrm/Hjx/vFAGJAgKBofp03z7w3YoS59dZbzaGHHmrWWWedWmGhodm33XZbc9ppp5nrr7/eBoL+ft555/lPV4ubG2TddddleHegCAiQSjJ3rjFdupiqI7QxK66YWrbZxhi1Ypozx1+7fn79VU2mjLn/fh3ZjdlqK/NG1cG9vRcYOtgfdthh5vbbb7c3xX/44YcaT/Pee++lr0puvvnmGmU+zQ9y4IEH2nW32GILM3v2bH8VAAVEgFSK//7XmPXXr/rG/5B5UZnWCaURcQcNMuaii4zZZRdjll++1mt8tcoq5t42bcwVV1xhnnzyychzmD///PNm2WWXtVcnqsLKRjfcW7VqZUNkt912Mz///LO/CoACIUAqQdVB1WyySepArtFrn3vOmPnzjfnxR2NeeMGY7bZLlWkdrZuLzuyHDzfmuuuMOeggY9ZYo1ZYmGWWMWb77Y0591xjdNCv532J/v372wBZpup5h+u1s5g5c6bZbLPNbIgccsgh9FYHYkKAVIJ77kkd1LfYIhUcPv1N40ppnW7dapYtXmzMW2+lnuOYY4zZeOPaYaGlWTNjjj7aGM1N/uabxsRw5q9qLoXCCiusUPWW3vKLa5g0aZJp0qSJXf/000/3iwEUAAFSCfbcM3WQf+wxv2QJVT9pndata/5dN6/9sFh9dWMOPNCYa681Ztiw1BVJkVx00UU2FP785z+bTz/91C+uYcyYMene6tdcc41fDKCeCJBK4KqYZszwS5aYNi21zppr1vz7o48a06aNMRdeaMw//2nMZ5/VLC8y9f849thjbShssMEG5ptvvvFXqUEj97re6j169PCLAdQDAVIJdD9C4bBokV+yhFpNaR2tW+J++eWX9Ii8avI7V63LshgyZEi6t/oTTzzhFwMIRIBUgihXINOnZ74CKVFq7tuyZUsbIuqAuHDhQn+VGu677z677saNGpnP6a0OFAQBUgnqcw+khE2vCr1mzZrZYGjfvr1ZrBv+Wdx11VXmiqp1319tNWPGjfOLAeSJAKkErhXWllummu769DeVaR2/FVaJmzhxoh0vSyHSoUMHv7iWr089NbWd665rDL3VgXohQCqBAsI1v23ZMtX3Q39Tn48RI1J/U1nUfiAlpnpv9Ztuuskvrkn3gdR3RdurpsuzZvlrAIiIAKkU6mXetGnqwJlpUVl9eqI3sBeqQtH1Vu/bt69fXJNCUr3ltd277lqWoQmUAgKkkmi8K/Xd0PhXK6yQWrbeOp6xsBrAo48+Grm3ur3y2GyzVIgcfLAx9FYH8kaAIFG6du1qlqoKheOqwnFmjt7q5quvjGnSJBUip53mlwLIgQBB4gy4+GIzVKGgJsmffOIX1zR2rDFqlaX1r77aLwWQBQGC5NFshccdlwqFDTYwJkdvdfPyy8Y0apRav3t3vxRAHQgQJNMvvxizzz6pUND8J7nu8Tz+uDFLL51a6K0OREKAILk0OZVroqwOkgsW+GvUpMmvtK6uRkaN8ksBeAiQSvHii8Z8953/1+TTEC3Nm6eC4YgjUsPTZ6P7IFpX90V0fwRAnQiQSqAmrTooanKnSvT558Y0bhz9M1CLLK2rFloKIAAZESCV4OSTUwfEMhumpKDef9+YlVZKfQ433uiX1qQ+Ia63+jPP+KUA/ocASToN064JoJZaypivv/ZLK4uGcFluuVQw9Onjl9akEPnww1SLLgAZESBJ9/zzqQOmhu6AMQMGGPPHP6bmPdFsigCCESBJd+aZqQC5/Xa/pHLdcUfqM9FQLpq/HUAQAiTJVA2z1lqpg+UXX/ille2SS1Kfi3qrl/EgkkBDIkCS7KWXUgfJ7bf3S6B7G8cfn/p81Mw3W/NeTZnbpUuqQ+KKK6YWDUiZkEEogVAESJJpgiUdIHPNkVGp1MDg6KNT94fqmi9eVyfrr5/6HDMtKuMKBhWKAEkqnWG7kWZzDSiIzDRPiCbZ0mfYooUxzz1nzPz5qcm41KJru+1SZWU6ERdQXwRIUr3xRurgttVWfgmiclMBb7FFKjh8+ptmNdQ6ldzHBhWLAEmqjh1TBzZNIIUwe+6Z+gwfe8wvWWLQoNQ6GmsLqDAESFJtuGHqwDZmjF+CqNZYI/UZzpjhlywxbVpqHbXmAioMAZJE772XOqhtvLFfgnyos6E+x7pusItuxGsdrQtUGAIkia68MnVQu+IKvwT5iHIFosEWuQJBhSJAksi1HHr3Xb8E+eAeCJAVAZIwP40bZ2bpgKapXBkIsH5cK6wtt0w13fXpbyrTOrTCQgUiQBJmUJcu5vKqA9rbF1/sFyFfCgjdR1JAaGZD9f3Q39TnY8SIJbMd0g8EFYoASZitt9666pj2BzP69df9IoRQL/OmTVNBkWlRGT3RUaEIkAT59NNPbXg0adLELM42thPyo/Gu1J9G419pBF8tVUHNWFiodARIgtx88802QM6NMm0rANQTAZIgLVu2tAEycuRIvwgACo4ASYgvv/zSLLXUUmattdYyv2keEACIGQGSEF27drVXH2eccYZfBACxIEASYtddd7UB8pyGHAeAIiBAEmDq1Km2+mq11VYzv/zyi18MALEgQBLg3nvvtVcfJ510kl8EALEhQBKgdevWNkCeeuopvwgAYkOAlLkZM2aYpZde2qy88spmwYIFfjEAxIYAKXMPPvigvfo4+uij/SIAiBUBUub2228/GyBDhgzxiwAgVgRIGZs9e7ZZdtllzfLLL29+zDTcOADEiAApYw899JC9+jjssMP8IgCIHQFSRubNm2dGjBhhbrnlFtOuXTvTqFEjGyB9+vTxVwWA2BEgJerXX381o0ePNvfff785+eSTzZZbbmnDwl9WWGEFM2vWLP/hABA7AqRETJw40QwcONBceOGFZpdddklfXVRfVlllFdO2bVtz5ZVXmieffNJ8++23/tMAQNEQIA1AN7+HDx9uunTpYg466CCzxhpr1AqLZZZZxg7Prrk9dK9j/Pjx/tMAQIMqiwBxB9W65CrPZNGiRebhhx82+++/v1l77bVtayb9u8MOO5iOHTuaMWPG+A8Jos59b775prn77rvNMcccY5o3b14rLLTo7+rLofW0/s8//+w/FQCUlPyOug0kV0DkKvep6mfnnXeudRD3lxAfffSRvWLo0KGDvYJQMPnPqyuOAw880F6BDBs2zF6RAEC5CTtKFlmuA3qu8up0c1pXGVp/vfXWsz25J02aZEexnTlzpvnggw/MPffcY1q0aOE/tBYFke5F6J6E7k3oHoUfFrqX0apVK3tvQ/c4dK8DAJIg2lG3geUKiFzl1fXq1cuuu+GGG9pxpPLx7rvv2ombDj/8cBs+flhoUWsptZq67777bCsqBRYAJFG0o24DyxUQucqra9OmjV23f//+flFWui/hh4Xumag/hvplqH+G+mkAQKWIdtRtYP6Bu64lijXXXNOuO336dL8oK4XD2WefbS655BIzdOhQM2XKFH8VAKgo0Y66DcwPirqWKNQ8VuuqFRYAIFy0o24DyxUQucqrC70CAQDUFO2o28ByBUT1ct2rUH8K3eTWMB+bbrqp6dSpk5k7d64t33vvve26+d4DAQDUVPdRuYTkEyC77bab7SA4YcIEs3DhQttE95xzzrE3z6Vnz5523Y022sh899131Z8GAJCHuo/KJSSfAMlkzpw5ds4MUX+P7bff3q7ftGlTGyhfffWVbW6rQQk//PBD061bN7Pddtt5zwIAqK7uo24JyRUQdZUvXrzYtpa64IILTPv27dN/nzp1arozYbYFAFC3sjhK5jqgZyqvHgSbb755reFCdMXRr18/OyVs48aN7ZAj+lfBoqa6Y8eOrbE+AKCmuo/KCaCQ0Ci2++67rznxxBP9YgBAPSQ6QByNWbXyyiv7fwYA1ENFBIhaYqn/BwCgcBIXIPvss48dl0oj686fP9/2C1HTXo2YCwAonMQFyMiRI+2N8dVWW83Ou6F5P/r06WN+//13f1UAQD0kLkAAAMVBgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAg/w/fukCQUnNLEwAAAABJRU5ErkJggg==)
| Product Number | 4H23-1-V6 |
| CAS | 137997-34-3 |
| MDL Number | MFCD00139522 |
| Molecular Formula | C17H16N2O2 |
| Molecular Weight | 280.327 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-1-V6
CAS: 137997-34-3
Molecule Weight: 280.327
Formula: C17H16N2O2
![Ethyl 2-phenylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-1-V8
CAS: 119448-82-7
Molecule Weight: 266.3
Formula: C16H14N2O2
![Ethyl 6-methyl-2-phenylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-1-V7
CAS: 127801-87-0
Molecule Weight: 280.327
Formula: C17H16N2O2
![7-Methyl-2-phenylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-N5
CAS: 220465-49-6
Molecule Weight: 252.273
Formula: C15H12N2O2
![Ethyl 5-methyl-2-phenylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-1-80
CAS: 220465-47-4
Molecule Weight: 280.327
Formula: C17H16N2O2
![Ethyl 6-chloro-2-phenylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-5-47
CAS: 193979-37-2
Molecule Weight: 300.74
Formula: C16H13ClN2O2
![2-Phenylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-H8
CAS: 123533-41-5
Molecule Weight: 238.246
Formula: C14H10N2O2
![Ethyl 5-chloro-2-phenylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABayAAAWsgF3MR7WAAACrXpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXw/gZiJJUVatJk9pNWjtp7yaXOClSgApoHr79zkDSQFpQIGef/z8/cGd7fnPItrCzZZUW+cJjhHpg86RYpflm4f15/u5H3s1ynqAIhXm18F7r+m0WBPv9niSvNjOHIidJkXlt++xQpT3NXpCi3AScUhb8fXx4ahg/zava5IlFqkpnVeN8KBJTN7P4YoggM+UuzYNWHmTlru3tH6fuoeRQrbyPtdxh2y2isE63FtZFmZkadpwSfOg32Njclqa2K3g5olsQiWtfzh/vi+Q9s3mNRddDmpjtU12+J+jIiq1N3rEzLPy4X3gZQ8DURXZbluYIruTchoHhYAQYCUaB0WBCMBGYGAyj+GI7QwFDBUMJQw1DEUMVQxlDHUcdZxiLrXWTeT6+WVwR3MGv7r2Dn81/99v2q/hd+cIThAsZAccVS4FGR5QDI1rGIVDCpJDoZFxpdHLUnGqCqBiVksRcxKAJV6E+mc7ZmU7pUyJYrMHH/ImcxbG4s4KI+LLetntwxNn5IQm1jsHX2Mgl+IowFUbgYyCYEM4KIZSDlYxCBwvKIzcYVY6jRAmsY0BFyM9VlNOwtZHkTXciuvSfusE5Ca0+bOfH3gWNO4PxDc4BXs5finx1UYR0tfBeMEpO8tuuK94F34OiXNkS95PrwEkvAd4HXKqMA6IPuMQaB2QfcGl4BvhngLoC9PgIug+4FD8Dt58BYR9wG2IciPqA2z7jQNwHms02Trj2XuiazTnBDMPdbOYJZhDxdvNPMIOgt4fFeFCY/IRRE+Ooq0hOIvr6S08h1+FnExnGBgnQnpATwwxyoD1Rxxk+TILmBJ5ghknQnNgTzHDbdyf8KDNMAv0VE1wcTcHpnsLi1R0WXFxwAV7ry/8BBkpsMFG0HwAARUBJREFUeF7t3Qn8VXP+x3FLKMk6NNlqbCNjRJIoGrKXUYQ/hrJNMrIvYxd/jH2QrV0JkQgTkTUUFZKtFEJSGUppUXz/v/f5/b+ne7+/5Z7z/d3f/Z1z7+v5eJzHjM6593e3c97nnO/3+/muZgAA8LCa+w8AAERBgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAEAlPvjgA7Ptttua5s2bm1mzZrmrYQgQAMjy448/mnPOOcfUq1fPrLbaasHSoEEDc/XVV5uff/7Z3bykESAAUGblypXmvvvuM7/73e/C4Fh33XXNOuusE/73VlttZR5++GH3oSWLAAFQ8l5++WWzyy67hEGhq48zzzzTfP/99+brr782J5xwQrhOS9u2bc2kSZPcpyk5BAhQQLvv/kCw7LVXf/Ptt4vc1SG7HWrX559/bo466qiscNh///3N1KlT3U3Nm2++afbYY49wuzXWWMOccsop5rvvvnM3LRkECFBANhi0XHnly+7qEAFSuxYtWmQuv/zyrNtT22yzjRk5cqS7aZbffvvNDBo0yPz+978PH7f++uubm266ySxfvtzdvOgRIEABZV6B7LFHXzN9+n/dTQIESO1QADz44INm8803DwOgUaNG5oYbbogVAD/99JP55z//mRVA2223nRk1apS7aVErigDRlzlx4kTzxRdfFO0ybdo0M3PmTPetI2VsMNx221vB//bqNdrdJECA5N/48ePNnnvuGR7wV199ddO9e3fz7bffuptGNmPGDNO5c+esW2AHHHCA+eijj9xNi1LqA+TXX38NLiEzv8BiXtTYh/SywbBgwVKz776Dgv8/eXLFAxgBkj+zZ882J554YhAYdj/aa6+9zDvvvONu6m3s2LFm5513Dp9fjfBnnXWW+e9/K7/CLBapD5C+fftWOMgW87LPPvu4HwFSJDMYBgx4N/j/3bo96WxFgOTDsmXLzP/+7/+a9dZbL9x/ttxySzN06FB307xQN+B77rnHbLLJJuHf0//v06ePWbFihbt5UUh1gCxYsMBsttlmwRfVpk2bCrd9imnp3bt3+KN8+umn3Y8CKZEZDEuXrjAHHzw0+O+XXvq8yu0Q34gRI8wf/vCHcJ+pX7++ufLKK83ixYvdTfPuhx9+ML169coaiPinP/0puEopNqkOkPPPPz/4ctZcc03z/vvvu6uLis5g7CWyGuviNPghOdxgeOKJj4P/PvLI4WVnsL9WuR2imTJlivnLX/6SddV+9NFHmy+//NLdtNapHeTAAw/Mei1qL1G7SbFIbYCoUXnttdcOvpQePXq4q4vSiy++GP4Qb775Znc1UsANBoVGly6PBv+mMKlqO1Rv/vz5wXFAJ5N2H9l1113Na6+95m5acOqZpZM++7rUc0s9uNT5J+1SGyAdO3YMvowNN9zQzJs3z11dtI444ojgfavjQCkPYEqryoJh7NiZwb8dcsjQ4LZWVduhol9++cXccccdwXHAHqA33XTToG1UHWySQncMNFYks8OPxpJoTIm6FqdVKgPkueeeC7+E22+/3V1d1HT5a/ueaxQs0qWqYFBDuv5dDetS1XYzZ/5gvvjiR/efS5KOAzvuuGN4LFhrrbWC29pqG00qnfRpv9Uodvu6Nbpdo9zTKHUBojMOlVfWB68fj/671FxyySXB+9ePkHo86VJVMEyaNDv49/btBwVdfCvbTsGhwYf6d932uvfeieaTT+ZnbVMKdPv6sMMOCw/AWvTf+ve00H7brl27rPegeluqu5UmqQsQXa7aD3z06MoHYRU73Tu1pRT0I0R6VBYMlgYVat3tt4+vdLvvv//ZHHjgkHCdXQ4//GFz550TzJQpxX1LU1cWusLQlYY9BugkUlciaaXKvltvvXX4fho2bBj0uFy6dKm7aSKlKkDUULbRRhuFZxylbODAgeGP7pFHHnFXI6EqCwZLZU10haEyJ1Vtt3z5SvPKK18EdbR0teKGyaGHPmRuvvnNYHDir7+m9956JrVlqE1DbRv2N682D51MFsMdCM0xorlGNOeIfX9NmzY1w4cPdzdNnFQFyBlnnBF8uOp99emnn7qrS4oa3lq1ahV8HjqDYaKbdKgqGCwFQ2YgVOeXX341b775VdkZ66umQ4cHK4SJrlauv/518/bb32R1EU4T9aJSbyp7YFUvK/W20slksdGsh//zP/8Tvlct++67r3n33fJ2sSRKTYCof7ftonfeeee5q2uFznw+/vhj89RTTwU9KK655prgx6v6OXbRf+vftf7JJ58MtteI1EJQw5stz6AzGCRfrmCYPfsn06ZNv5zbuXS18c47s82NN44LBydmLvvtNzgImnHjZgVXMUmncRvHHHNM1sFU4ztqY7xX0vbzcePGmZYtW2aF5mmnnZbI3qapCRA7OEiXsbXVy0Jn8c8//7y58MILg7OezJGkcRZ94ZqcRtNiPvPMM7Xa3/v4448P/qZmTmPeZoh6hb777pygYGPHjsMqhMk++wwMrnQ0+n3ZsmSV2NBIcY0Y18hxuz9pRPnjjz/ubuotDfu5Qm3AgAGmcePG4d/bYIMNzK233pqo23apCBCVJbAf4gMPRD8ri0Jfhs4oNL4iszSzu2iaS/2QFWRaDjnkkPD/698zp8F0F/1ANSL1oYceMkuWLHFfQo2o14Ya3vR3dPkLuKZOnWvuuuvtst/4IxXCpG3bAeaSS140zz33WdmBdbn70ILS/qFaVXa/UQ0r1bJSTauaSut+vnDhQnPRRReFg6a17LDDDubZZ591N60TiQ8Q9UawNW10tpCvwUHqj60vxtbSylz0I+7WrVsQVrpNpGkto1DlTZWM7tevnzn11FNNs2bNKjy35h44/fTT89rl0NbJ0u0sXf4CVZk27Xtz//0TTdeuwyuEyU47nWOOO+48M3jwYPPjj4Uba6KquKqOa/cR/Y5VPVdVdGuqWPbz6dOnm8MPPzzrbxx88MHmk08+cTctqMQHyPXXXx9+YK+++qq7Ojb9oNSGktnjQYuKnak8SL6/EA38u/vuu03r1q2z/p4uf3XF8OGHH7oPiU1nO+q1oefdfffd8xayqJmfflpujj76MXPQQUPLDjr5OSPNJ40r6ddvsjn++CdMixa3m623Pq7srH/b4HekrrIHHXRQcJCsrXvvmodD7QuZZdY1X4cOzjVVjPu5vPDCC+E4OPs96RZaIQM/U6IDRGcgthRz165d3dWxqBjhjTfeGLQV2A9fl7I6S3j77bfdzWuFGt4uvvjirLILdlKbmvYqUZc/+5z9+/d3V6MO6NaQzuzVNferrxa6qxPl669/MH36PGb22Se7+J89COoWjsqS5+OqQGU9tC/qLN3+Dc0QqJkCa1rWo9j3c9F7vOuuu8IhDVp0a+3++++vtYb9qiQ6QHQZqw9HZxEqae5LZzR//vOfs35QZ555Zp2N+lQnAN3bzbyfuvHGGwd93WuyA6nLn55LDW+6d4q68+STn4S3hvr0KcyBK1+++uor8+9//zv4PWWW3LCLBq/edtttXhVu1Q6x7bblVzl2X7zsssuCOcprqlT2c0u33Hr27JnVCUCN+q+88oq7aa1JbIBMmDAhvLS94oor3NWR6FbOVVddlbUTqBEtKb2VtNOoKmfmyNr999/fzJkzx900EvUXt+9V931RNz7//MegcVrh0b37k6kdgyH6LerMtkOHDpX2VtJYJN1m/uyzz9yHZpk6dWrw28587JFHHln2WWXPg+Kj1PZzV2Wf7VFHHZWXzzaXRAaI0tnOXayGLp9JYJTOamSyH6ieZ+TIke5miaBL3vbt24evVWVKfCef0aW6nkO9NtTwhsLSGIvjjhsRhIdGimtcR7HQPqUKCIceemilPZl09q+xEpn3+/UYXQW4Z8n5mpq5VPfzyuh9b7PNNuHz6zu6/PLL83J1V5VEBsiQIUPCD0Fd4uLSF2UblbV06tSpzhqZ4lBlYXuWovvOGrQU19y5c4P+4noO9dpAYamMiL11NWZM/iYO0oHyrbfeChq1dZDWiULmQDf9t/5d67Vd1B5FvnSLVFPDdunSpUJDtZbtt9/e7Lbbblnly3Ur57777svbffpS3s+rovalG264Iat9ST3Q1CZTGxIXIEpLNajpjatrX9x7hZMnTw5r5ujL0eV13OeoS7p1l7lTqCdJ3NevwUb28WPGjHFXo5a89tqXplWr8vDQqO+a0IFAg9POOuusoOdQ5sE56qLH6fF6ntqcwVID89SJQ72NMucft4vtKaSpXvOF/bx66uGmLsqZPdzU8J5viQsQNajpzep+ZtxeExoDYc++dVakHSeN1M+8bdu24RevMs/qeRGVBk1psJEeu9NOO8V6LPzMm/dzWI9K09MuWeL3matUxz/+8Q+zySabVDgQ24OlZrezg9t0O8n+f/175ox8mYueT89bG6VAMmnclmbgs9Mvaz/Od5dZ9vPo3njjjfD5dfWXb4kKEDX62BIGSs84VCvLXi7r8i0fY0bqks7qdEme+eOKc4aikar2sbVx5oFVVIeqR49ngvBQJd1PP43fVVO3nTK/b7uox5JuT6nisg7EuW7/aL220/Z6XGaPJ7vo7+jv1SY77YJuW+UT+3k8GsVvn/uxxx5zV9dYogJEPQfsD0OXYFGpm54tgaAfV9wrl6TS2Yh+UPYHELeIpMow6HHqOljb98RLmWYRtO0ew4Z94K6u1jfffFOhaKBuzZx77rnBbZp80PPo+TLLoWvR39Xfrw21ESDs5/GVTICo77J9oxoIFJUKmNm+37rXqpGaxUQ/rswzlDgNbmpktI116gmD/NMkTq1bl1fPPfvs54JChlFp5HJmY6cOjnfeeWetTSak59XzZ9ab0t/X68i3fAcI+7mfkggQXXara5/epLqhxSmeZgcbatEE9cVIpUrsvVLd437ppZfcTaqkxks9Tt0oP/gg3tkxqrdo0fJgNkCFh0qo//BDtAO/egqp95L93eo+/nXXXVerDd2Z9Hf09zJ7T+n15LMHU74DhP3cT0kEiBp37JuM04d72LBh4eM01WUxU4Ob7bWh/uNRByGp54sdCavBYMifSy8dG5Yq0aRNUWhsTma7hMYFFGLAV2X0dzPHJeh15WvsUD4DhP3cX9EHiM567AFOoymjUmkT25imyVcKdfZWl9T1z5Z11mcVtbEtM6BVSgI1N2rUp2G7h0qlRzFp0qSwKqx6J2nei1yN4rVNf1+vw47i1uvT66ypfAUI+3n0/bwyRR8gatzTm4t7i0WlCvQ4zYWRr5LJaaBBSPYHoZo6UdTkFiEq+vLLH027duWlSrp1e9KsWJG7VIkOyvZAqJ6GTzzxhLtJndLrsT0g9TprGiL5ChD28+j7eWWKOkDU3dCnkVezidkPRYPmSo297aDeVVFLbat0hP3M4nRSQLbMUiX77jvIfPNN7qKVqhNlrzx0cE5q11O9Lhtyer256ltVJx8Bwn4efz93FXWA2G6mKksctZupBsntuOOOweP0v0ma3rFQPvroo/ASV2UsolLxOj0mbjdprHLddY8Hc2coQDSLXy66RWvrE+kMP6nhYen12SsRvW7fhvWaBgj7uf9+nqloAyRzoJu6FkaleYLt43SGUqpU3VOfge5dqxpnFJkDNX1/kKVs9OgXyg6IbU3Tpieayy6L1pZke1vpe0rabauq6HXaNhG9fh81DRD283I++3mmogwQ31IbakyyZyUq3VDKVDPMlrs47rjj3NVVyiwVo6lEEY2u2DQQb80165ddfXQ0ixfn7rKr8RV251VDdZro9drX7jNOpCYBwn6+iu9+bhVlgGgyGvum4hT7Uw8i+7jnnnvOXV1yNFmNPgv1GY/awFjTYpWlSPNNqAu0PjOVyI4yQlwjvO0gQd3LruveVnHp9dp78HofcUes1yRA2M+z+eznVtEFSE3KjdsZ91q0aOGuKkma8cxOm6m6R1Fp6lD7o/Ipl19q1OnAfl46+YnClifRYL26GudRU3rddrCh3k8cNQkQ9vNsvvu5FF2A+E54pOkzbWli3R9FOdX512ei3jMqzBZFPibsKhXqk297CqrybZQrNhUqtDutRnynmV6/fS9xCjD6Bgj7eeV89nMpqgB57733wsa5Cy+80F1dLXsWqEZg5vteRfWu7A8kztWE5o+2O2ra7s8Xin5ntgeVRgXr6jmKjh07Bo/ZaqutUj/mRq9f70PvR+8rKt8AYT+vnO9+XlQBYi9NGzduHPvHYecX6Nq1q7uq5LVu3Tr4bA466CB3VbVsfSHdptCZH7Kp0VKfj056orbVab4NG8xxehcmmd6H3o/eV9T5RHwDhP28aj77edEEiF68fSP9+/d3V1dL5QzsY0eMGOGuLnm2t49G88cJ5tmzZ4czyB199NHu6pKmgn32N3fRRRe5q6ukSZv0GPXYUnG8YqD3YUvB6/1F4RMg7OfV89nPiyJA9ANs+v8FwlTPRr1a4hg8eHDwWJ0J+g5sKmYzZswIfyRPP/20u7patoeHltdee81dXZLU08UG6x577BF5EJvqNNkulyrRU0xsySG9vyj1qHwChP28ej77eVEEyLXXXhu8AV0CazrKuE4++eTg8bvttpu7Cv+vWbNmXgcuzRHxhz/8IXjsrrvuGjvci40OjjrJ0eehBkvttFFpp7Y7a5Suvmmi9xPn4OUTIOznucXdz1MfIJpFTIXQ9AaOPfZYd3UktiEznzN1FZtTTz01+IxUNDEu3S6wP7IHHnjAXV1S9Buzn8XQoUPd1dXq1atX8DiVRS9Gtgy93mcuPgHCfp5b3P089QFy/PHHBy9+3XXXNbNmzXJX56Qua7ZRUvM8o3K29IO6nEa95ZJJI371eBXRU7/zUjR69Ojwt6YOBnH96U9/Ch4bt69+Wtgu+Hqfudx77zCz4Ya7lYXOfu6qSrGfRxN3P091gLz55pvhj+Lqq692V0eiXh/2Ayi22wL5pM/afk6qchzXlClTgpGuenyxT9pTGU3cYyvmbr/99sEUqnGoGGixHwD1vvT+9D5zFT8dNOiVss/xbNO69aXuqkqxn0cTdz9PbYBowJUaIPXC1Y88zuCXTLb3ln60cXfqUqKZzOwPxXfSqB49egSP1yDPTz/91F1dtPRbPfDAA8P3PnHiRHeTnN54443w8y/Wz07vy75Hvd/qDBv2QVCxuEOHB91VlWI/jybufp7aAMnsBvnwww+7qyOzA4s0kAvVs10tb775ZndVJPPnzw9LJhx22GHu6qJ10003hb/VW265xV0dSdxbC2mk92VH5ecaJR43QNjPo4uzn6cyQHQG0aRJk+BFa5L4mrjkkkuC59EAI1RPlY31WV16abTbBpWxjZ9a1CZQ7FSR2M65cPDBB0cqVVIZW+VYt7+Kmd6f3qfeb3XiBgj7eXRx9vNUBoj9Mag/d02nxrQDs1Q5FtWz9a3OOussd1VkpTSRj050bM8iVUf47rvv3E0is7/TNm3auKuKit6f3meuAYVxA4T9PLo4+3nqAkTF52xj4imnnOKuju2kk04Knkv3qFG9Aw44IPisunXr5q6KRVce9kdXCotOdGpaNlyfuZ6r2H+ntq0o128sboCwn0cXZz9PXYBoAnj7gvNRC0glNvRcf/3rX91VcOgz0mdV07IkmjzJngSUwqI5PtT+UxOl8juN+huLGyCl8vnlQ9TvQFIXIGILoqlBrKY9KjgziS7OmUl1NN2tnkc1d1TqRCUminE5++yzw+rQnTp1cj+GWLgCyRY3QNjPo4uzn6cyQNTuYXdMtYfUBPdGo4tzb7QqalS2312uhtJikDnfRU2umGkDyRY3QNjPo4uzn6cyQETtH3rRuj0Qp56Qi94Z0dneGb4HfvVA0g6s59C0t5r+ttip9pcdha85KKKWK3fRCytb3ABhP48uzn6e2gBRjxYVo9MLP+KII9zVkf3rX/8KnoP+4bmp7pA+K9+xDJqoxv7YNO1tqdB837aKrnqe+Qx6ZRxItrgBwn4eXZz9PLUBIhroYl/8iy++6K6O5PHHHw8er0bdqDXwS5Eage1n/dRTT7mrc9K0tpreVo/XJbLveIi00mdmP7/TTjvNXZ0TI9GzxQ0Q9vNo4u7nqQ4QlcbebrvtghevS9MVK1a4m+SkGk32A/ApMVEqVCa/JgewK664ItyBNd1tKbL34bUMHz7cXV0tamFlixsg7OfRxN3PUx0gMmrUqPAN9OnTx12dkyajso26w4YNc1fj//Xr1y/4jDSqOm5QazpbTWurx/tUoS0Wmhvlz3/+c/A5qKSLZsiLg2q8q8QNEPbzaOLu56kPELFd/3SfWcXA4rINd1HmIShVthupz2Q8tg++ZuHTNLel7KOPPgqmHtDnsffee0faSS3mA1klboAI+3lucffzoggQ7ZQaU6A3EaXrmUv3pPVYnR2icrb94oILLnBXVUvT2NofmMZ8wASTatnPRLf2omJGwlV8AoT9PLe4+3lRBIjYszMFyYcffuiurpYuafVY3XudN2+eu7rkffzxx+GPJE5JDnVh1TS2epymtdUtHJQ76qijgs9Fc6S88sor7upKMSf6Kj4Bwn5ePZ/9vGgCRLeu7M4Vd7SpbqvYD0FdTZHN9nbTfdE4XVAzz7Q1rS1W+eGHH8zWW28dfDZbbLFFzkZjyzbEq+S27usXA70PW0I81wBCyydA2M+r57OfF02AiBrR7ZtR43ocdnKqQw891F1V8mzjbZzxNpq21s7Ap4F0qEg9XuwsjVFrNGkgou2NVZOR7Umi96H3o/cVdaClT4AI+3nVfPbzogqQlStXhnWy1L03yqWwZX/EugVWk7Lbxebtt98OfyBRZiizNG2tHqMDpLpQonK9e/cOP9+7777bXV2pjh07BttrJk7twGmm16/3ofej9xXViBEfBQFy2GHxelSxn1fOdz8vqgCRsWPHhm9IM8FFNXfu3LAh/rbbbnNXlyzbtVJXE1FHQKv/uJ1ESdPYompqJ9p3332Dz0qlTqKE7VtvvRX+xlVrK80ya4XpfUW1ePFyc8cd482bb37lrqoW+3nlfPZzKboAkc6dOwdvSKVO4pxl2DLGujcd50MsVl9//XVQa0yfycUXX+yurpKmq9VjNNahpmXMS4E+54033jj4zFSHKMr952OOOSbYXuNrPv/8c3d1Kuh12/FBej+Fwn6ezXc/l6IMkJkzZ4YfSJxJpzLLRWjO9VJ35plnBp+Fxi1EDeLMyaI0fS2i0W0D+7n9/e9/d1dXoPpajRo1CrZv3759cPs2TfR69br1+vU+9H4Khf08m89+bhVlgMg///nP4E3FnfbW3k744x//mLqdMp9mzZoVhvB5553nrq5UKU1XWxt69uwZ7oyq3ZSL2kzs9ldeeaW7OtH0eu1rj9r2k0/s5+V89vNMRRsgmmiqSZMmwRtr27atu7pKzz//fPiBFEsvFx/qiaHPQGclc+bMcVdXSlcc9rOL2o8cq2icjO0EstFGGwU7dy5dunQJtteJ0hNPPOGuTiS9TltWRK+/LrCfl/PZzzMVbYCILk/tm3v44Yfd1VU65JBDgsdssMEGsS/pisHIkSPDz+3GG290V1dKbR1q89Bj1AYCPxoEa9sFdOKT6+z4xx9/NNtss02wvRrhX331VXeTRNHr0+vU69Xr1uuvK+zn8fdzV1EHiEqG237f6ioYpXFSpk+fHl7WnXDCCe7qoqYdWgPb9N532WWXyLeh1NtKj1HvqyhVPFG1++67L9wpr7rqKnd1BZ999lk45kYdR5IaInpddg4fvV697qjUZVfLXnv1N99+W/VEZHa7KNjP4+/nrqIOEHnzzTfDgVdXX321u7pKtvy4llIZtarAPfzww4P3rFsMUcuua/CXHRCn8R+oOXtrSp+r6onlonY+e3DWGX7Sbmfp9dgrD73OOO2SYoNBy5VXvuyuDsUJEGE/j76fV6boA0R0dqE3qPt8Ue4riz4YVaTU49RLZNq0ae4mRef6668PfwxRznwtO2Wrzio1Ah01p1IndoCdCtxFqTKtg7K9EtGBQQ3VuW6B1Tb9fb0O2+ah1xc3PCTzCmSPPfqWXT1U/nnEDRD28+j7eWVKIkDUz7lhw4bBmzz22GPd1VXSJa7tKqnLvGKeyeyZZ54JryIOPvjgYIBbFKpxZX9Affv2dVejBl5//fXwO9HYpij0m7Vl0bWoq2xdjRPR37VddbXoden1+bDBcNttbwX/26vXaHeTQNwAEfZzfyURIHLttdcGb1K3s7RjRqXGd/sB7b///qkvHVEZVYO1DbdNmzaNXNhPvYZUZVePU9Xdmv4YUZFuu9rf37333uuurpTub9tbYFr03WrEd5zSPjWhv6O/Z39TWvR6atJgboNhwYKlZt99BwX/f/Lkb93NvAJE2M/9lEyAqOKnPjS90ZYtW8Y62GX2WdfkSHEem3SqgWPPvlQRVSWdo9L8HvZziXKfHvHpFlC7du3CIJg6daq7SZU0vsJ+t1p0K0xdVmurrL6eV89v55TQor+fj3EemcEwYMC7wf/v1q1izSbfABH28/hKJkBEb9C+2f79+7urq6XRwZk/rmI4Q3nhhRfChld1ZYwzSZFGDmuGQft5oPao3U7jQvRZq2JqnDLu+p5s2RO76ACi+TfifN/V0fPo+WxJdrvo7+ZrhHlmMCxdusIcfPDQ4L9fein79lxNAkTYz+MpqQAROwK1cePGse516kzQTs2qZb/99gsGK6aVxsistdZawXvRj0vlHeLQ3OZ6rM6KNec5apd6Mdnf3hlnnOGuzkmFCjt16pR1gNeidgkV0nvkkUfMJ598krPRXeu1nbbX4zLbW+yivxOnMGIUbjA88cTHwX8feeTwste06krB3S4u9vN4dNVpP6tHH33UXV1jiQuQ9957L+wRcuGFF7qrq6UfV+YZihrc0tZrQ/29bal1LeoLHqUCbCZ1+7Ndo9NWQiPN7FgbLRoE5kNdrjVpk518zV3UwKqpENSzTovmzbD/X/9uG2DdRc+n5406n0dcbjAoNLp0eTT4N4VJVdv5YD+PRscBO85Oi3p35VviAkRs6WINevPpFaKub/ZD033FtPQf106g9h/72jU3tHqoxaE+5HvuuWfweN3rXrx4sbsJaoluXalarz573dL66qt4pcwzqaFbPXLOOuuscCKhuIsep8freWq7gb6yYBg7dmbwb4ccMjS4rVXVdr5KeT+vjm5L6g6EPYnUohOImvweq5LIANGcALoXqDeuATU+1Gsjs4FSY02SWg5BZyO33npr2JVZi34APpfmDz74YPgcadmhiskHH3wQDsjbZ599ct5yiko9cnTbqV+/fuaaa64JTrK6d+8eLvpv/bvWa7t89OCJo6pgUEO6/l0N61LVdr5KdT+vjNo71LvOtn1q0UlkbR4HEhkgoslk7IcwZswYd3Ukunqxg5C0KJTUCyVfO3U+qGicKo7a16j7oMOGxZvFzVq0aJHZfPPNg+fZa6+9gqsRFN4999wTfp86qKfdsmUrgsbwK654qeyE7mEzenTFEidVBcOkSbODf2/fflDQxbeq7Wqi1Pbzyqg6dLNmzcLnV9unbl9HLQ/lK7EBorS2H7huC6xYUX4JHJdSWeUQbE0dLXpeNV751pfJB83LYUeI20UT6XzxxRfuppFddtllwfOoDemdd95xV6OAbBVVtUlobvW0+fnnX8xzz31mLr74RdO27YDwwK/lqqtecTevNhg0qFDrbr99fLXb1UQp7eeZ1KblPr961xWq40xiA0SeffbZ8EOpaUlnFYbTyM7MD1oznt1+++0Fu+RVr7IBAwaYFi1aZL0Ozc3he5VlaVSxvXWiWxqoW7qFZMdbqOSJSp8k3cKFy8wzz0wz5577XFCSJDM0tBx99GPm/vsnmh9/rDhOpbpgUFkTlTfJfE7Xf/+7JLjSqali388tVddWR4LMThO6Civ0eK9EB4jYks5qlMzHfV1dStquwnbRHMz6O0OHDs37FK+qPaX+1127dg0P8Jk/KP3Q8nGGdOSRRwbPqfvB335bcQQwCk/Vbe0Oru8niXTgfvLJT8yZZ/7H7LlnvwqhcfzxT5j+/SeXndFWP0q9qmCwVGAx83kzacS6Auagg4aaUaM+Nfm481qs+7meQ2Fop2bQovE9avuqi4GViQ8Q9Wm3/aQ1tWO+qL+1LiX1o8r8srWoV0SvXr2CBjoVlos6HkWNYRoEpP7WGrilM4LMnhB2Uf0hTZGarzaKl19+OXxu33kDUDsyR0/ff//97uo6MXfuYjN8+IdlZ7DPBAduNzROPvkp8+CD75vZs6M37lYWDJn0XG3arAqoTO+/PyfrdZx44kgzZUp+rhaKaT/X7bDMdhT1Ur3gggvqtEBq4gNE9CXpA9OPQL1c8kk9vnR7rHXr1hV+AJmLBjbusMMOlfa/17///ve/r/CYzEUz2d1www15vzephkL1g9ff0ARAxTAyt5jo+9HEU/p+1LCpCanqgg7gQ4dOMaecMqpCYOjgffrpT5tHHpkahEtd+OST+ebUU7Nfmxrt8/V60ryfq9uvJoHL/DsdO3ZMxNiXVASIirzZMgwqpFZbZs+eHfSMOO2004Ifi/vjiLNoBPDJJ59sBg8enNcfkytzciOd7SB59P3bWw46wNRWrSvXzJlfmXvvfSE4o3dDo3XrfqZnz2eDQX66jZUUzz//WdnBcVj4OtWA37fv5Ly0j1hp2c91ZaHBhvYOjBbdDkvSdNSpCBDJPFD6jvKNSwPDNDpUJdF1a0hdMk899dSs/vf6b/27zjrUlU69Imq765ylhtnf/e53wWfSoUMHdzUSJLPOWz5vxbpUzFG/RwVVo0Y7mqZNTzK77dYnOBirEfvss58L2hnUYJ5UCosHHpiU1furU6dhZsyYGe6meZG0/VxtGZp6IbN2mdqA77jjjry0o+RTagJEtwJsrwZu1ZQ755xzgs9Dt/biVIFF3bAVFrTk82px4sSJQRfu7bffPuvsuH79xmX7ylFlv5PHzH/+Mz3ompsm3323qOx9vZR15XTaaaPMp5/mtwE8SdTxQlMv2O9QnTBUIiffjf75kpoAEdXLtx+szgRKmco910bnAtQenbE2b948+M423njjGpWvUOOwGlAzB4/ZRSORjzvuuLIz5RFlZ9eFuV1Wm957b47529+eCENEbTbXXfdaom691ZTGhWQWidSidpd818fKt1QFiBx11FHBh1vq3VVtX3cdiPLRvRmFoQOC7eapXjpRu15qO51AqbaVCu+5oaE2lm7duplRo0YVrI2lkH799bfg1tuBBw4Jg0Sj24cMmWJWrIj2GSaRatWpp15m119NAqfbaWmQugDJHDCnHaYUZQ6wvOuuu9zVSDh9Z/b700ycVdH9bs0VocZeO5d65qJ75FqnwWlJuzdeWxYvXm7uvHNCVpdgVf19/fVZ7qaJp/EomScDunLUJHBpuj2fugCRzJIdmsmrlKiqqu05UpMSL6hbKhKq71DtV5lzQOjg8fTTTwcnR3aSqsxFtc50y1Jjf5JU66nQvvpqoTnvvOez2kfOOus/5osvqh/wmAQ6ZqlWnf1ONYbkpJNOCnqHpU0qA0RFA21yl1rRQFXztD+8fJVFQOGpUdT+hlVqQ91Ajz/++KxKqnbRVM/qzpnGmlq1bcKEr4MSKzZENJr+xhtHmwULFrmb1jndcteJQeagQ029MGHCBHfT1EhlgMiQIUPCL0GXgqUgH2XukRy6irCTp7mLJoe69NJLKYoZgSavevTRqWa//QYHXZabNTvZbLtt+6DrfxKu0nTXQJ1+MsvO60pSUy+k/eQ3tQFSihMn6X633q9KGKhoHNIv8x64JoC6+uqr815toVRobEvv3k+WfaYHl+0jGwefqcqVKKjrisasadiB/Y5VLfjyyy8P7qIUg9QGiOjSz14OqpRzMXv33XfDs9WLLrrIXY0UUnuHvaLUaGbkx0cfTQ8G1mZe0amYpTrgFIrGZalqRuZrUA/SQr6GQkh1gIhm9NKXo4NrmzZtwro1xbbYUhjqjRO16BuSLbM3XW3NVV7KNFhTpUYyz/7VAac2z/7Vpb5nz55ZxRtVq05dsItR6gNEPRequo9cjIv6jKM46KpD36naO1A71P6g8iS13f6g3pAq1pjZc05lhlSBOQntMLUl9QEit9xyi2nVqpX529/+llW/ppiWdu3aBQ3nUQeeIdl0wNlkk02CA83FF1/srkaezZkzJ9iPMk821YY6fvx4d9PY1BvSVhjQogoRqiCuIrDFrigCBEgbDRC0B5xSG8tUl9Srbe+99w4/e7Wh6jb4N998426ak+Zit+N57KIJqzSHUakgQIA6oAJ5OuBoDEg+b6UgmoceeiiccliLxt9cd911kUaBqw1SHVnUG9I+XoN71aZVaggQoMB0G1ITF+nAo1sdqBu2DpUm+rJBoDpUKtdeGX1v/fv3zyoro150GtxbKqVkXAQIUGCvvfZaeABidHnd00RQxxxzTNatKPV8zOwZp++pZcuW4XqVWde4rHnz5mU8U+khQIACO/vss4ODUJMmTegUkSAKdncujq5du1Zo59h3332DcVkgQICCUnuHvfeu8QJIFgV6v379smYDtItqkg0fPtx9SEkjQIACUrdRe0AaO3asuxoJofnIu3TpEn5XvXr1Ksp5VmqKAAEK6MILLwwOSBpkVswDzIqB2j1sgBRbCZJ8IUCAArKF9U499VR3FRKGAMmNAAEKRA2v9oA0evRodzUShgDJjQABCkRlvHUwUmFM1WhCshEguREgQIHsuOOOwcFIpTOQfARIbgQIUAAffvhheDBSmXEkHwGSGwECFEDv3r2DA5FqLi1ZssRdjQQiQHIjQIAC0KRCOhCpZAbSgQDJjQABapnKftsDESOZ04MAyY0AAWqZZsTTQUhVX2tzOlXkFwGSGwEC1LI99tgjOAh17tzZXYUEI0ByI0CAWqRS4Zr1TgehIUOGuKuRYARIbgQIUItuv/324ACk2etKYY7sYkKA5EaAALWobdu2wQHo0EMPdVch4QiQ3AgQoJZ8++23Zo011ggOQJoKFelCgORGgAC1pE+fPsHBp169emb+/PnuaiQcAZIbAQLUkv333z84+HTo0MFdhRQgQHIjQIBaMG/evODKQwefe++9112NFCBAciNAgFqgebV14FEbiNpCkD4ESG4ECFALDjnkkODA065dO3cVUoIAyY0AAfJM4z007kMHnjvuuMNdjZQY915ZgLRcLVg+/4YAqQwBAuTZgw8+GISHRqDPmjXLXY2UGDezLEDOXS1YPv+eAKkMAQLk2RFHHBEESOvWrd1VSJFxc8oC5IHVguXznwiQyhAgQB6p2m79+vWDALnpppvc1UgRAiQ3AgTIo0cffTRseJ0xY4a7GilCgORGgAB5dPTRRwfh0aJFC3cVUoYAyY0AAfJEc503bNgwCJBrr73WXY2UIUByI0CAPBk5cmR4++qjjz5yVyNlCJDcCBAgT0444YQgPJo3b+6uQgoRILkRIEAeLF++3GywwQZBgFxxxRXuaqQQAZIbAQLkwX/+85/w9tV7773nrkYKESC5ESBAHpxyyilBeGy77bbuKqQUAZIbAQLU0IoVK8wmm2wSBMhFF13krkZKESC5ESBADb344ovh7asJEya4q5FSBEhuBAhQQ2eccUYQHltttZX57bff3NVIKQIkNwIE8KR5zkeNGmXWW2+9IEDOOeccdxOkGAGSGwECRPDzzz+bN954w9x+++1BuZJmzZqFt63sojBB8SBAciNAgEp88MEHpn///sHtqV133dWsueaaFQIjc1l33XXNypUr3adBihEguREgKHnffPNNUIZEPaj+8pe/mEaNGlUICLvodlX79u3NhRdeaEaMGGE233zz4N979uzpPi1SjgDJjQBBSVm4cKEZO3as+de//mU6d+5smjRpUiEk7KKrDl199OjRw/Tr189MmTIlq5FcPa7stnpOFBcCJDcCBMVrxQqz8N13zfP33GO6d+9udt555wohkbk0bdrUdO3a1dx2223m9ddfD9o9qqMrFj1OY0A0FgTFZcbCGWaNvmuYBgMamAXLF7irYQgQFBNN4PToo8ace64xe+1lTIMG5u2yA3zPsqWBExYbbrihOeigg8zll18eNH7PmzfPfbacbOn2I4880l2FIjFp/iTz8Y8fu/+M/0eAIJ1++EEFqIy55hpjOnUyZuONy37Nq1VYZpYt16y9tunUqpXp1auXGTJkiPnkk0/cZ4tNDearr756ECCbbbZZ0I4ClBoCBMm3dKkaHIz597+NOe44Y7bfvkJQZC077KDa6sbceadZ+c47ZuWyZe4z5sXdd98d9s7S7bEff/zR3QQoagQIkkeTMQ0ebMxZZxnTsqUxa61VMSTs8rvfGXP44cZoBsDnnjOmwAfxAQMGBAGiZZ999inLuqXuJkDRIkCQHE8/XeWtqGBZd11j2rY15rzzjHnsMWM+T0bPGM3/YUNEc6HToI5SQYAgvxYtMubWW41p396YzTYrv3rYdFNj9t3XmFtuKV9flfPPzw6MP/9ZddKNue8+YzTHRgIG6v3yyy9m8uTJwe2rk046yey0005heNiFRvXSYLv4lrLSfvfIr9dfN6Zx44pXDpmLQuW119xHllu40JghQ4x5+WVjfvrJXVsnpk+fboYNGxbUudpzzz1N/fr1KwSGXdZee+3w//fu3dt9KiTYspXLTN9P+prDnz/cbPnQlqZ+//pm/UHrm5ZPtDRXTrzSzFtasZceAUKAIF/eesuUHUHLQ2L33Y0ZPtyYOXN0ym7Md98Z8/jjxuyxR/l6bTd+vPsMde6///2veeaZZ8xVV11lDjvsMLPRRhtVCAm7rLPOOqZ169ZBsChgpk2bZpYtWxaMUrfbaPAhkm/C3Alm62Fbh4FQ2dJwQEMzaNqgrMcRIAQI8mH5cmOaNi0Ph27dqr7VpH/Xem3XrFn54+rIkiVLyjLvLXPHHXeYY4891myzzTYVQiJzad68uTnxxBPNXXfdZSZNmhTMgV6ZBQsWmF122SV4jHpoUWAx2RQe6/RfJwiC3Z/Y3QyZPsR8uejL4IpEgwc1DuSaSdeYTR/ctEJYECAECPJh4MDyUNhpp9yhoPVlB+Ng+0GD3LW1ZvHUqWZc2ev8x5lnmt12283Uq1evQkjYReM6jjjiCHP99debMWPGBKEQx+zZs4NR7XquBg0aBFV8kTzLf11umj3cLAiBHq/3MCt/q+LEp8yiXxaZbq90y/o3AoQAQT6UHWyDQHjgAXdN5e6/v3z7Ll3cNfnx7bfGPPmkMZdcYsz++xuz/vrmo7K/d1HZsqkTFhpNru63559/flAc8csvv3SfzYsGK9ppbjfeeGPzkbomI1EGfjowCIBdR+xabXhUhQAhQJAPW25ZHgiffeauqdz06eXbb721uyY+Nbar0f3mm8sDaYstyp/bWeaWLTevsYbp0qKFOf3008uy7gHz/vvvm19//dV9xrwZP358UOZdIaLZCr/++mt3E9ShzmM6BwHgtm1ERYAQIMiH+vXLD9RRB9EtWVK+fYMG7prqqQ1F3XnVrVfde3fZxZjVV68QFuFSdtA26lKrbsWvvmpWLF7sPmOte/bZZ8PbZRqt/oNKsCARthq2VRAAMxfOdFdFQoAQIMiH2goQDRTUgEENHNQAQg0kdEPCLhtsYMwBBxhz6aXGPPVUec+vhBg4cGBYN4vR6smhrroKgKUr/b4PAoQAQT7YW1iqhhtFrltYEydWeSsqWDQ4USVOVOpEJU9S0L6gBnnb7qJ5SJi9sO4RIDVX2u8e+ZHvRvS77soOjO22Ky+iqGKKKqqY0jP4f/zjH0GANClbBvXo4a5GgXELq+ZK+90jP/LdjVfbPPxwebn2ImozUIP9mV27mtPL3vtjZctSlaJHnaERveZK+90jP+IMJOzevXw7bZ8rbIrQimXLzJt/+YtZaq+u+vZ1N0GB0I235kr73SN/MkuZtGpV3vithmyVMpk715gRI4xp3bp8vbbT9qVKAxPVg0yfxZprljf6o+A0kLDpsKZBCJwx7oxqQ0QDCbu/0j3r3wgQAgT5pCKJKpaY2X7hLlr/6qvuI0vP7Nnl5Vz0mag3GqPV60RmKZNWI1uZodOHmlmLZgXhsnD5QjN5/mTTe3JvSplUobTfPfLPlnNX+XZN9lSvXvn/tmtXPtgvIVV2E+HTT8s/G4WI5kH58EN3CxTA+Lnjwwb1qpb1Bq5nBk8bnPU4AoQAAeqWepXZ8S0a+Mho9Tqh4okPfPyA6fhcR7PFQ1sEVyWNBjYKyrlfNfEqyrlXobTfPZAE6m2mKzWFyJ/+VFQ9z1DcCBAgCdSl2ZZl0e0+jdYHEo4AAZLihhtWdTbQ4MyqukMDCUGAAEmi8iw2RP7+d3ctkCgECJAkKi9/9NGrQuTqq90tgMQgQICkWbbMmP32WxUiUWuMAQVGgABJpNHqLVqUB4hGq2uGRSBhCBAgqTQ1b+Zo9XHj3C2AOkWAAEk2bdqq0eobbcRodSQKAQIk3dtvG9OwYXmI7LCDuxaoMwQIkAajR5dPHdymjbsGqDMECJAWalgvwTlUkFwECADACwECFANbRr99+/I5V9Zay5hNNy0vq3/LLeXrgTwjQIC0e/11Yxo3XjXwsLJFoaIJv4A8IkCANMucSnj33Y0ZPtyYOXPKpxLWlMKPP27MHnuUr9d248e7zwB4I0CAtFKDetOm5eHQrVvV1Xv171qv7TQwkYZ45AkBAqTVwIHlobDTTrlDQeubNy/fXnOPAHlAgABppTlDFAhRiy3ef3/59l26uGsALwQIkFZbblkeCJ995q6p3PTp5dtvvbW7BvBCgABppZHpCoSlS901ldM0udpehRmBPCBAgLQiQFDHCBAgrewtrBkz3DWV4xYW8owAAdKKRnTUMQIESCu68aKOESBAWsUZSNi9e/l22j5X2AARESBAmmWWMmnVypjHHisvYaJSJnPnGjNihDGtW5ev13baHsgTAgRIOxVJVLFEhURVi9a/+qr7SKBGCBCgGNhy7irfrjnU69Ur/9927Yy5+WZjfvrJfQRQYwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgABp9sILxvTuXV5pFygwAgRIq2XLjNlww/KBgkOGuGuBWkeAAGn1zDOrRpq//767Fqh1BAiQVrZA4nbbuWuAgiBAgDRascKYjTcuD5BLLnHXAgVBgABppMZze/vqnXfctUBBECBAGvXoUR4emp72t9/ctUBBECBA2miCqMaNywPk3HPdtUDBECBA2mheD3v7atw4dy1QMAQIkDa9epWHR5Mmxvz6q7sWKBgCBEgTtXdsuWV5gJx5prsWKCgCBEiT8eNX3b566SV3LVBQBAiQJhdeWB4emq5WjelAHSJAgDT5wx/KA+TUU901QMERIEBaTJ686vbV6NHuWqDgCBAgLS67rDw8VIF3+XJ3LVBwBAiQFn/8Y3mAnHiiuwaoEwQIkAZTp666ffXUU+5aoE4QIEAaaNZBhcd66xmzdKm7FqgTBAiQAjN32cUsUYAce6y7CqgzBAiQcN9On24uKAuPu8uW2cOHu6uBOkOAAAl34403mg3LwmPPBg3M0kWL3NVAnSFAgIRr1aqVWa0sQDp37uyuAuoUAQIk2JdffmlWX331IECGDh3qrgbqFAECJNhtt90WhMfaa69tFixY4K4G6hQBAiRY27ZtgwA57LDD3FVAnSNAgISaPXu2WWONNYIAGTBggLsaqHMECJBQffr0CcKjXr165vvvv3dXA3WOAAESar/99gsCpEOHDu4qIBEIECCB5s2bZ9Zcc80gQO699153NZAIBAiQQH379g3CQ20gc+bMcVcDiUCAAAl0yCGHBAGyzz77uKuAxCBAgIT54YcfgnEfCpB///vf7mogMQgQIGEefPDBIDw0Av2rr75yVwOJQYAACfPXv/41CJDWrVu7q4BEIUCABPnpp59M/fr1gwC56aab3NVAohAgQII88sgjQXhomTFjhrsaSBQCBEiQrl27BuGx6667uquAxCFAgIRYsmSJadiwYRAg1113nbsaSBwCBEiIe+65J7x99fHHH7urgcQhQICE2GuvvcLuu6+++qq7GkgcAgRIiHHjxoU9sDbccEPzwQcfuJsAiUKAAAkyceJEs9566wUhssUWWwRT2gJJRYAACfP888+btdZaKwiRHXfckblAkFgECJBAQ4YMCdpCFCJqG/n555/dTYA6R4AACXXzzTeHvbI6depkVq5c6W4C1CkCBEiw8847LwyRU045xV0N1CkCBEiw3377zRx33HFhiFx++eXuJkCdIUCAhFu+fLk54IADwhDp06ePuwlQJwgQIAVUpbdly5ZBgGiu9Mcff9zdBCg4AgRIie+++85ss802QYhowCGj1VHXCBAgRT777DOz2WabhaPVp0yZ4m4CFAwBAqRM5mj1zTffnNHqqDMECJBCY8aMYbQ66hwBAqTU0KFDw9Hqbdq0YbQ6Co4AAVLslltuCbv3duzY0axYscLdBKg1BAiQcueff34YIieffLK7Gqg1BAiQchqtfvzxx4chctlll7mbALWCAAGKgEarH3jggWGI3H333e4mQN4RIECR0Gj13XffPQiQNdZYwzz22GPuJkBeESBAEZk7d67ZdtttgxBZZ511zCuvvOJuAuQNAQIUmRkzZoSj1TfYYAPz/vvvu5sAeUGAAEVo0qRJplGjRuFo9S+++MLdBKgxAgQoUi+88IJZe+21gxD54x//aObPn+9uAtQIAQIUsYceeihoUFeI7LnnnoxWR14RIECRu/XWW8PuvYcddhij1ZE3BAhQAi644IIwRLp37+6uBrwQIEAJ0Gj1E044IQyRSy+91N0EiI0AAUrEL7/8Yg466KAwRO666y53EyAWAgQoIYsWLcoarT58+HB3EyAyAgQoMe5o9ZdfftndBIiEAAFKkEarN27cOAiRjTbaKLgyAeIiQIASNXnyZLPhhhuaJk2amMWLF7urgZwIEKCELVy4kKsPeCNAAFRq2bJlpm/fvubwww83W265palfv75Zf/31TcuWLc2VV15p5s2b5z4k7OGVS9TtkGx8gwAqmDBhgtl6663DA31lS8OGDc2gQYOyHhc1GKJuh2TjGwSQReGh3lk6wKvL75AhQ8yXX34ZXJEsWLAgqPR7zTXXmE033bRCCEQNhqjbIdn4BgGENDVus2bNgoN7jx49zMqVK91NQmo76datW9a/RQ2GqNsh2fgGAYQGDhwYHNh33XXXasOjKlGDIep2SDa+QQChzp07Bwd2t20jqqjBEHU7JBvfIIDQVlttFRzYZ86c6a6KJGowRN0OycY3CCCkrro6sC9dutRdFYkNhqgL0o1vEECIAEEcfIMAQtzCQhx8gwBCNKIjDr5BAKG67Mar4o49e/Y0zZs3Nw0aNAiKPHbo0MGMGDEiazskR+5vGkDJ0EDCpk2bBgf3M844o9oQ0UBCd371yoKhMpVtt/fee5vBgwebadOmmSVLlpipU6eaAw44INjuqquuytoWyZD7mwZQUjJLmbRq1coMHTrUzJo1KwgXVe/VlULv3r0LUsrk66+/DrZT2XkkT+5vEEDJGT9+fNigXtWy3nrrBVcMmaIGQ9Tt5syZE2yn14Lkyf0NAihJKp74wAMPmI4dO5otttgiuCpp1KhRUM5dt5Rqs5y7bp3pVlanTp2C9pCRI0e6myABqv4GAaAOZF7lqKT8a6+95m6ChCBAACSO2lt0G23nnXcOBjeOHj3a3QQJQIAASKyJEycGVyI77bSTuwoJQIAASKzFixcHAaL2FyQPAQIgsV5//fUgQFq0aOGuQgIQIAASQYMGX3zxRTN//vxg6ly1e2y77bamXr16tIEkFAECIBHeeustc+yxxwZjPhQaKmVy1FFHBQMbkUwECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvPwf4lfB3iY6RwwAAAAASUVORK5CYII=)
PN: 4H23-5-Z7
CAS: 959577-68-5
Molecule Weight: 300.74
Formula: C16H13ClN2O2
TSCA: Not listed on TSCA inventory