![Ethyl 3-bromo-5-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-D-02 |
| Synonyms | 3-Bromo-5-chloroimidazo[1,2-a]pyridine-2-carboxylic acid ethyl ester |
| CAS | 1000018-03-0 |
| MDL Number | MFCD09864799 |
| Molecular Formula | C10H8BrClN2O2 |
| Molecular Weight | 303.54 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H23-D-02
CAS: 1000018-03-0
Molecule Weight: 303.54
Formula: C10H8BrClN2O2
![3-Bromo-5-chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABs3AAAbNwEWtwUgAAACN3pUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF+MXXqOQKms1aVK7SW0n7dvkgJMiAa4Mzcu/35kkLCQdEVhn393jg7uzZ3e7qoSNtk1h6pRwygjoOjN5Ua9T8uv12yQmd/NZhk7oWDcpeWvb96nnbbdbmr3pSu1MTTNTkYN9umuKgc9WUmPXnmCMe7+fHl86ZlLUTavqTCPVFNOmUz6aTLXdV/wnhFcpuylq7+DuVXZz2O2PYO5ldNfk5N+/3KNtgSisilLDythKtbARjOLLvsBa19qqVuew3KNaUh//fT57ejDZR6XrFqduhyJT5UtrPzJUVKbU2QduhpPvDympOAKqNdXCWrUHN3NqxUEJUBKUDyoAFYKKQMWgElCc4UA7RweOHtzHfJfaBXzdv+uU/IR7cOMHjv4pu+VXi+kSKZlgleIkhAmjkjt5XHMqBPNBUC6CECQNEibAp4mQCYRUBFF4EkflURw9jxynoZ9EBPYukqChDAMXQTIRAyZOsqRf4gewIEycDGRnFjIS/RJpFh1k7DvpUxkP9YEfR07PuJSYS69P5ny2NHV+NoUiT8mSky7Lz3rViGOiCRiba4u96zZwrueAGAKuLD0gPgPkFeCPR/CHgCt5Dyw+A4Ih4BpkHAiHgGuncSAaAq75xoF4CLhWHQeSIdA19jjh7IPSdQdhPLX8styOETfiiKts3UQuan44mzeY67LfRC4Kfzr+1xnwznrfO106OL26kLyz28rDO3r+F0WHsvPs09BTAABBsUlEQVR4Xu3dCdhV0+LH8XBdQ5REN7NcMs8ilMgcIeKarlmqW6ZQyqxMDYY/N5VECqFCKlPS4KaUzE2GEhGaUKSy/ue3X3u/+6z3nNM565z9vmf4fp5nP9d99zrTOp3922vvNVQzAAA4qGb/AQCAdBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECICiNn/+fHPqqaeabt262buQpcILkFWrjBk0yJizzjJmp52MqV69bNN/n3mmMQMHGvPHH/ajAJSYVbFjxcMPP2w23HBDU61aNW9r3Lix+fjjj+2icFRYATJ+vDG77hp719VSb/Xrl5UFUJLeeOMNs+eeewbBEd7+9re/mbZt25pFixbZD0OGCidAhg0zZoMNygJi3XWNadXKmEmTjFm2zJiffzZmyhQT+1dRtk9lVHb4cPtZABSxzz//3LtcZYfG/vvvb+rUqRP3t80339w89NBDXksFbgojQGbMMGbjjcuDYfRou0S52JlHrM1aVlaXtmbOtEughBx4YJ9gO+igPrF/Dj/aReKEy6Nw/Bw7iezYsaP5+9//HhcSaoW8+eabQZlOnTrFDiEbxJXZY489zOuvv249I9JRGAHSpEn55amHH7b3VtS7d3n5I4+096KEhANBW9u2I+0icQiQwvLnn3+axx9/3NStW7dC60L3PxK1LtRKOe200+LKazvllFPMnDlz7OJIIf8D5L334u9trFljl6hIZcL3SvQcKEl2gGibPPkbu1iAACkcEydOjLUqD4oLAd3faNeuXVr3N8aMGWP22muvuMerBXPDDTeYZbo0jrXK/wCJNUuDIOja1d6bnMr6j4s1W1Ga7PDQdv75Q2NnrnbJMgRI/vv666/NueeeG3fg13bMMceYTz75xC6e0urVq80jjzxiateuHfdc//jHP0z//v1j56JpnLCWsPwPkMMPLw+Ct9+29yansv7jGje296JEhAPhsMP6B//92muf20U9BEj+WrFihbn99tvNxhtvHHew33nnnc2LL75oF8/I4sWLTfv27b0WTPi5DzzwQDNhwgS7OP6S/wGy9dblQbBwob03ue+/L3/cNtvYe1EiwoHwwAOTgv8+7bRnzKpVFc8uCZD89Oyzz5oddtgh7uBeo0YNc88995iVK1faxZ19+umn5thjj417HW3nnHOO1/JBvPwPEL9Hlbbff7f3Jqey/uM22sjeixIRDoSlS38zRxwxIPj/Q4ZUvNxBgOSX999/3xv8Fz6Yr7vuuubiiy+OnSN+bxfPmZdfftlr2YRfVy2f2267zWsJoQwBgqJmB0LfvtOC/3/ssQNjB4P4Xjp2eVSNhQsXmksvvdQLi/BB/PDDDzfvVVKnGLVs7r33Xq+lE34P22+/vXn66aft4iUp/wNkq624hAVndiAsX/6HOeaYJ4O/KVBSlUfl+uOPP0z37t1NzZo14w7a2223nRk8eLBdvFKopXPJJZdUCLNGjRqZadPi//2UmvwPkFzcRI990ShNiQJh8OCPgr81bvy4Wbz4t5TlUTlGjBhhdtlll7iD9EYbbWRuueWWWPAvt4tXuqlTp3qhEX5/ChWFi1pMpSj/A8S1G69m3vQfRzfekpUoEFauXG2aNRsc/L1793dSlke0ZsyYYY477ri4A7O2f/3rX2bevHl28Sqny1e6jBV+r7rMdd999+X0hn4hyP8AmTy5PAg0ODCdftnq5L/bbuWPq6Rrpsg/yQJh+PAZwd8bNuxnvv3255TlkXvqOnvllVea9ddfP+5gfMABB5jxeT4Zqm6k33rrrRW6FKsFpRvwpSL/A0R0CcoPA01TsjZ9+pSXb9LE3osSkiwQ1qz507Ro8Wywr0uXMSnLI3c0eK937HdsD97TZIePPfZYQQ3eUwtJXXzt1pO6An/22Wd28aJTGAHy6adlPakUCOqVlWris7feKi+rCRg1ESNKVqpA0GBCf58mWpw166eU5X/7bZVZuPBX+8/IwFux3+fee+8dd7DV9CHXXXedWbp0qV28YGiwoQYdhj+XBiVqcKJaWsWqMAJEnn/exP6llQWDpmxv3brs8pamcv/ll7LLVO3aGbPeemVlNGuvpoBHSUsVCLrSee65Q4P97dqNTFr+999XmebNn/b+rkGIjzwyJXZe80NcGST3xRdfmNNPP73CmfrJJ59sZs+ebRcvSGo5afoTTYMS/oxqaWm6FLW8ik3hBIioZ9Uuu5Rfnkq2qcy4cfajUYKSBYJv4sR5cWWSlVfLQ60Uu8zJJw82vXpNMh988F1ceZT5JXZy17lz5wpTqO++++6xFuBrdvGioIkYr7/++gpTy2viRk3gWEwKK0BEy9Vq2dqWLY2pV6/sMpW2HXc05owzWNIWcZIFQtill75UIRgSlX/llVnm3/8eVqGcv51wwlPm3nsnmqlTv/XusZQyTbP+xBNPmK233jruIFqrVi3z4IMPJpxmvdhoavjmzZvHfX5tLVq08FpkxaDwAgTIQKpA8E2f/l2FMEhVfsGCX8ygQR+aSy5JHDzaNFjxzjvHmUmT5iecc6uYTZo0yRx88MFxB03dD2jdurX56aef7OJFT4tVqcUVrg+1yG688UZvkatCVroBouuRedjHHLmVTiBI+/ajKoRAOn74Ybk3p1arViNMgwZ9KzyHtiOPHGBuvXWsGTdurjcGpVh98803sRbav80666wTd7A86qijzEcffWQXLylqcWn5XC10Fa6brbbaymupqcVWiEo3QI4/vux+idZRR9FKNxDUA8u+x5EpjWjX+JL//GekOeSQfhWCRJtGvnfuPMa88cYXXq+uYvDbb7/FWlt3murVq8cdHHfaaSczdOhQu3hJUwusbeyYY08b36BBA/O///3PLp73SjdAttiiLEDUo0u9uYAc+vnnlWbEiFnmmmteNYce+liFINGm9Umuv/51M3LkbG+OrkL0/PPPmx133DHuYLjJJpuYbt26md8zmfw0CwqwDz/80LzwwgvmrrvuMhdddFGs1Xekt+27777e+/M3/X9/n8qpvB6nx+t5KsvHH39smjZtGldv2s4//3wzf/58u3jeKt0ACa9Y2LBhWZ9OIAIKh9Gj55iOHd8whx9evqhVeFPIXHXVaPPyy7PMsmWVc+DNxgcffOAdhMMHP126uvDCC82CBQvs4jmlnl2jRo3yxo5o1Lp9ycx10/Po+fS8en69TtSGDRvmtdTC70MtuTvuuKNSA81V6QaIvhz13Kr2V4g89ZRdAsg5jScZM+ZLc/PNb3mXs+wg0abLX23ajDDPPDPB/PBDfg1C+/HHH02rVq3MeuutF3fQaxg7CZscYUteN5s1xkKhZV/+SWfbdtttK/xtbZteR6+n143yZrfmz1JLaNNNN417fbWYhgwZYhfPK6UbIKLBidX+ChBN+f4ro4wLmW5Qq6ttoQzw0/udMGGeue22seaoo56IC5G9977H7LDD+WbzzfePHcSO8rq+VuWlDU2z3qtXL7PZZpvFHeS2if1uBqrrfEReffVVb6oQzcprH+D9TQs/qWtsx44dzYABA8y7775rvvrqq6Q9vvR37Vc5ldfj9Hh7AanwptfX+9D7iYpabrqsZreomjRpYqZPn24XzwulHSASO8OIfUtlW5cu9l4UkBtvfDO4HKTVBwvJ6tVrYmfw35hu3cZ7C13tvntns/XWzU316jvGHUwOPfRQb9bXL7/80n6KyOhyzq677hr3PjbccENz0003xc65cn/SpR5Jurey3377VTiQa1NoXXDBBV7vpVzP1qvn0/Pq+fU69mtr0/vS+4uq59SUKVO87zn8mmrxXX755bEWaX6dHBVXgGiOrOrVjWnQIP3WxAcflE9/onm2YmcmKDwvvTQzOHvXpSHdxC5UGoQ4efLsWCA+YOrV26vCAczfdL1evZ9mzZplP0VOzJw505x44okVXrdly5beGXwUnnrqqQpjJrTpxrzOzjWSO6oDt02vo9fT6+r17fek96n3GxU9t33pTS3Anj17ei3CfFBcAXLVVeWtiZtvtvcmd8UV5Y/TCHcUlLlzl5hGjcpvTr/4YnFNoKnunZoao169ehUOYv62xx57eAsvqTdRtpYsWWKuvfbaCtOsqwfT25ks6pYBvW8tV2t/Lh2kdZmpqheU0uvrfSQKN73vXNR7Imrh3Rw7lqnFF37N+vXrm5EjR9rFK11xBYiuE6pbbqyCvRl55861SySmZmEs2b3HaYvoR4Lc032E8ISInTq9YRcpKlpCVZeOdACxD2T+pmv5GuWsSyGZ0GSAffv2NVtuuWXc822xxRamT58+kUwGqJvT11xzTYUb4/vvv7/XvbayWhvp0vvR+9L7C79fvX99jqhuts+NHcvOPPPMCt/1CSec4LUUq0pxBYhcfnl5EJx1lr03uV69yh8XO9NKa+EqVLmePf8XhIdmy/3ll8K9dJWpTz75xNx+++1mn332qXBg8bcddtjBO7BpuvFU1LKw7zmoBaLHqkUSBfXasseQaKU/HaALgd6nvTKhPk+UvdHGjRuX8Hu6+uqrI/ueUim+ANHaxDVrlgXBOuukPyuvrimGVzF89FG7BPKMejD5o8cPPrif+fDD7+0iJUMT96krqEY02yHib5rYUKOgtSaH35rQvYxEZ7a69xHlma2u44cvkem/1RsqipvyUdL71fu2P4s+X1RStRQfjR23omgpJlN8ASI9epQHQSyt025NjBpV/rjYl2OqINGRnh9/XO5NWOi3Pvr3f98ukhO6WalLQbqh2alTJ29NC40N0FlgohHOfnfSJ5980jsTrazR2GG63KEut40aNarQJdTfdPBR68S+z6HeVup1FRVNdX7KKafEvabq8lMtGlfA9P7tloE+pz5vVLQAV6J7VWoV9evXzy4eieIMELUm6tcvD4NYWqetWbPyx8Wa78g/6qXUps0rQXhcccWInE6frgWOesROQnQWbs/vlOmmNbO1vOndd98d2Y3WVL799ltvMSNNaGgP/gtvldG757vvvvOCNvy6bdq0qZKQjYI+hz5P+PPp8+pzR0m98JrFjlv2d1oZS+oWZ4DIK6+UB0GdOopru0RiarbHEt17nP43wmY83AwYMD0Ij6OPfjIny8zqbE43iu3+92vbko0VSLbpfoXCKeqDSiIaQ6A1x4877ri4lonWrNAI8yjpElt4yo4aNWrk/ShrV/pc+nz+Z9Xn1ueP2ujRo03NmjWD19WlyqgVb4DICSeUh0iHDvbe5NTy8B8XOwtF/vj444XBTLe6/6Ep0rOhUcnqsWRPI+Fv+kGeeuqp3s3q5557zpsDKtnBVn9XK0ODzLp27epd7rKn7/Y3rVZ36aWXVsqBJZHw8rJRt4w0ijq8zGvdunXzdmR1rujz6XP6n1mfvzI+83nnnRe8pnrsRa24A2TGjPLWhNZTT3fAlVorugeix2nLg/7W0A3LleaUU54JWh9a/c+V+vV36dIl4QAxjbe47bbbvKkudMMyW++//753CUtLmtqvpe6fmoH166+/th8WKU3LURkBooCsU6dO8FrqYlwsq/GtjT5neHoU1UPUJwxaj4UAyaWrry4PgpNOsvcm16dP+eN23ZVlcvNAly5jgvA4++znnRdn0k1iu/uo7g/ooBrVQDmfftTt27evMLeTgkxTlER5DyKsMgJEl+nCl610k/n770urp5w+b/jmuuojysuXBEiuqSeVv/aHttGj7RKJ6cxTPbj8x2mcCKqMpjn3w0NTon/5ZeY95DQ9t872wwdutQD0o4tqOpBkdD9CvbXsS2dqpVTG6n1RB4juKYUPnDoTX6gu9iVInzvcElG9qH6iQIBEoXfv8iDYfff0WxM6G/Ufp5HqeTaRWamYN29p3NTnw4ZlPlXJjBkzvOk+wgdrrdtdGdelU9HBRRP3hd+XWidRd8OMMkA0WjvcVVf3AkrlslUy+vzheyKqnyhG2RMgUdDAmn32KQ+D+++3SySnubH8x7VqZe9FxP74Y40577zyqUpuuCHzqUpGjBgRd6avrrWaHj0X9zdyRSOM7RlvFSxaKyIKUQaIxqD4z63eSFUd0vlC9RDunaV6yjUCJCpjx5YHQa1a6jJjl0hMs45qXi09br31zEp+DJWqV69JQXicfPLgjGfZfeaZZ+LmWfrnP//p9aTKR4kusWkMSRQr40UVIOp4oB5m/nMXa1ddV6oPv25UT6qvXCJAonTGGeUh0rq1vTe5m24yi2KPGR/bXmrSxN6LiLzzztdxU5V88EFmNx91GSg8eE4DA6O69pxLet/hg7CmJ0nWddhVFAGiiQTDnRM0qA4VhQcbqr5yOQEjARIlLcKjNT8UIFoDJM0fzppffzUvbLut6Rh73MmxbZRWMkSkfvppubewkt/66Ncvsx+DJrpbd911gx/T2WefbVatWmUXy1uvv/56XBdjhUguWyJRBIgmXvSfUzeKi2WEea6pXsIdDFRvuUKARK1z5/JWiFYjTNOEp54ye8ces261srOGQljwvlDp3mLbtiOD8Lj88pczmqpE62eEu8ledtlleXW/I12ag0sT5PmfQ5ezcnVPJNcBoufwLxWq9VToc1tFTfXjtzJVb7n4DoQAiZrO4rbeujxE0pw6Wj0mwtNcaCU4RKNPn1fNXnvd6YVH06aZTVWiAXnhg65GXBdiePgUIuGWiG6s50IuA0S/jfBiUDfccINdBAmonvw6U/3lolcWAVIZBg4sD5B69YxJszWh2VX9yyKaZO+bb76xiyBLU6d+GMv3pmb77c8zu+3WyYwdm/7a3wqKJk2aBD+ghg0bmhUrVtjFCs5rr70Wd08kF118cxkggwYNCp5LM8EW2pTsVUX1FF5PRPWYLQKkMijpDzkkCJE13brZJZK68MILgy9IPWaQO7qZqF5SG2ywhalV6wDTuXMfu0hK3WLfo//daO6hYhq4ptDwP5suz2U72DBXAaLQDi/zWiiLQeUL1Zdfd6rHbFvLBEhlUfe5ddYxn8cqeuQmm5hfvv3WLpHQggULgjEFmtFU19uRG+EurPvu2yDWMEz/JuzHH38crIug70UzkxabcP1oxHo2057kKkA0caT/PFrmFZkLL4+r+swGAVKJPolV9oOxim4V2+6I/Xe6tPKb/yVpNHMurl2WOi3A5NepzrAzvQl79NFHB4+/8sor7d1FQb2wwoMNNXeWq1wFSPjgR+vDTbgVkm0IEyCVaFms1XFarPWxbbWys9Z0B/WoG154krgnnnjCLoIMaAGn8EhxLcuZiWHDhgWP1bKtuezumm802aO/lodurrvO4puLANG9Gf85dPmFEyk3qrfwZUDVqysCpJKFr5sfcsghaf8IwgetrbbaqqgPWlFSt9SDDjooqEv1msqErhnXr18/ePxAdZAocuG5s1zvw+UiQMLPMWDAAHs3MqD68+tS9eqKAKlkGs+h9R9cDkBNmzYNHqdFiZC56667LqjD7bbbzixevNguklK4+a/BdumeABQydQ7wW2waQ+CyxkS2AaK1vv2xNnovWl8F7lR//neqenVdS50AqQLhg5CWKE23NaGeMP7gqQ022KDkZxzN1Kuvvhp0i9aUIxMmTLCLrJVajf53N3ToUHt30erUqVPwubWyYaayDZD+/fsHj7/ooovs3XCgevTrVPXrggCpIkceeWRQ8Z01Wj1Nbdu2DR7XokULezeS0EI74WVOtQJgptQDzn/8LrvsknUXyEKiVohmFdZn1xiRTBcpyjZAwr+XMWPG2LvhQPXo16nq1wUBUkX0I/In3ttwww3Nl5o3Kw1aU7tWrVr8mDKgy0zHH398UGeNGzc2qzXlfobC4f3www/bu4teu3btgs/fo0cPe3dK2QSIxuv4XabVYi+l4I6S6lH1qXpV/bpMskiAVKHWrVsHlX+GZu5Nk9aW8B+39957Ox0MS4kOdn59KXxdehJpYsQtt9wy+LHlerbaQqADhF+P+2i9mwxkEyAjR44MHpurqVVQJtxBQvWcKQKkCukgFG5NjNUaImnQwSy82t0jjzxiF8Ffpk6dGjcth3qzudD9E/85mjVrZu8uGRpQ6NdDJuucZBMg4Y4PdGHPLdWnX7eq50wRIFXs/vvvD76AfffdN+3WRLhPvCbzy7Q3USlQ5wTdq/DrSS0+Vx06dOAgFnPPPfcE9XD33Xfbu5PKJkAOOOCA4LEurUckp/r061b1nCkCpIppeojwoJ7eWk89Tc2bNw8eV6yjobMRbp7vueeeWU10GB47UsoHsffffz+oB033nq4LLrjCbLBBHW/76KP0R/2r27t/r1DzliH3VK+qX9VzpstGECB5QPMo+V+CWhNLliyxiySkEdX+5Rldl890Oo5iFp6xVf3cNXeVK/WR97tPa0aAUqYbr7Vr1/bqQr2y0l3EqU2be0zduid426efptdhRNR13f8e6XUYDdWrX8eZTppJgOSJk046Kfgirr76ant3UuHrw8cdd5y9uyR9/vnnpkaNGkG9/Pe//7WLZOStt94KnkuzI5c6dfjw6yPd6Xiuu25IrKXdxdtmzky/C3B48kSNRUHuhcf4ZDq5IgGSJ2bNmhXXmpgxY4ZdJCGdHYfHN7z88st2kZKiS4IaIe7Xx2mnnWYXyZjmyvKfr3v37vbuknPHHXcE9ZHu/aDOnccEKz7Onr3I3p1U165dg9di+pJohKc1UX1nggDJI9dee23wZZxwwgn27qQee+yx4HG6aZyrZUgLUXjVtW233dYsWpT+wSqZ8A30l156yd5dcp577rmgPtKdUsc1QML3sVjKIBrhAbKZdpMmQPLI0qVLTZ06dYIv5JVXXrGLJKTr0uGeKqV6lvz666/HTVUybtw4u4iTU089Nahb7jOVDYL16yPdyShdA+TEE08MXmvevHn2buSA6tWvY9V3JgiQPNO3b9/gC9Gsr+ku4jN+/Phg2m1d/y+m1fHSoc9bt27doO5uueUWu4iz8PrbCvlSp1adXx8a1Z8O1wBp1KhR8Fp0VY+G6tWvY9V3JgiQPKPWxH777Rd8KT179rSLeKGiSwfqh69r0P4WnujviCOOiNtXzJuu4YbXS9EBP93xNOnQqGs9rwI6l89bqDSQ1a9r/VtNh2uAaGyU/1p6XeRe+PtUfWeCAMlDuvTityZq1qxZoTURnliOLX5T19JcX+rww0nPjTL+1Orpjs1wDRB/jIJeD9HJ9Pv0ESB56swzzwy+mMsvvzz4u8Z++AOr2CpuWjUv05li10YLeOm5Nf4BZTbffHOvTlQ36XANEOq+cvhje9L9Pn0ESJ6aO3ducFagG8PTp0/3/h4efa5LVpqWPLzdeuut5qyzzjKXXHJJhX3Fuukz+xMdatN4mFwu9OS3QDgLLpfpGatrgNACqRyZfp8+AiSP3XzzzcGXo3sazH+V3Pz584OzYm333XefXcQZ90Di6R6cX8/cAyl83AMpUr/++qs3lsH/gsL/zQy8FQ0fPjyoHw3KfO+99+wiTuiFFY9eWMWFXlhFbPDgwcEX5G+sAZJcmzZtgnraeeednRbJsTEOJJ6mcffrI911bFwDhHEg0WMcSBHTtfyDDz44LkBYhTA5zSYaXrNC/8CzFZ5vTK2cUvfss88G9ZHucsyuAcJI9OgxEr3ItWzZMviSMr3JVYo++eST4KagtoEDB9pFMhIe3JnLeyuF6vbbbw/q48knn7R3J+QaIMyFFT3mwipiml7Zn0pc/6v1GLB2WlfF/4e96aabmjlz5thF0vb2228Hz3X++efbu0uOJqj062PKlCn27oRcA4TZeKPHbLxFrGnTpvyAHIXXOdAMvelOC2PTyoaaIVnPs91229m7S4ruvW222WZeXWjMTbp16hogrAcSPdYDKVJav9v/cjTARwcypE+9S3TA9+vw+uuvt4ukrWHDhsHzfPHFF/bukjF58uSgHjK54eoaIKxIGD1WJCxCWuktPL+T5nxC5jTJpH8A0oBMjaVxEW7ma32QUqVBm3499OjRw96dlGuACGuiR4c10YuUJkr0vxj1wsrlyOpSEz7oacZee26xdITvgzRp0sTeXRL0b9A/qdGgypkzZ9pFksomQMK94DiRyi3Vp1+3qudMESB5aMGCBd6NX/+HSvfF7Oi6fXhAmhbryjSQVd6/HKaWTCmeCYdD9NBDD7V3p5RNgIwcOTJ43Uy7mSK1cDdp1XOmCJA8pHW3/S+FXj+5ocFStWrVCuo10TT5axNe7fDOO++0dxe9c845J/j8ffr0sXenlE2AaDCo34lhm2228ZY8QPZUj6pP1avq12XQLQGSZ3ST0l9Vr3r16uabb76xi8DR0KFDg3/smupk6tSpdpGUNL7En2ZfK0euWLHCLlK0Zs2aFdxLUus40yldsgkQCS9hwEDa3FA9+nWq+nVBgOQRXSbRpQH/CynFs9yoXXHFFUH9av34THu2nXTSScHj/+///s/eXbTCB4p010EPyzZA+vfvH7z+RRddZO+GA9WjX6eqXxcESB4ZNGhQ8GXsuOOOGXepw9qp1bDHHnsE9azLhZmYOHFi8FjdE9GEl8VOSwn4g1k19uOnn36yi6xVjx7veOHRoEFfs3Bh5nW2bNmyYHYBtYCWL19uF0EGVH/+fVbVq+rXBQGSJ+yZdzMdEYr0abDUhhtuGNS1JqzMRPhyisvZeCHRdXINwvQ/b7pzX9mWLv0t1mKbbMaM+dLelbbwPRimNclOePoS1asrAiRP9LjppuCLKNVuopVJ0+H79V2jRo2MBgdqNlr/jHyDDTbw7g8UqwcffDCop3r16lVpiyu8Hs7uu++ecU86lFG9qf78unQdGyUESB74+auvzNWxZmST2JdQZ731gtUHEa3wNO0aa5PutBzSvn374LFaGTKTxxYKBWV4UspRo0bZRSrd/vvvH7yfF154wd6NNKje/DpUfWaDAMkDi1q2NK/GvoAesW1Aq1b2bkRECyOFLxt27NjRLpKUeiH5XSC1uQzCymdLlizx1lPxP1++dCcPT66Y7cGvVIVDONtL5QRIVXv77VitVPO22ZttZn7/4Qe7BCKkwXHhqU7eeOMNu0hS48aNCx6r7r3qJlwMtMRpeCEndTrItLdaVHRPJnz5hVZIZsKtD9VjtmNqCJCqpC9Pa0r/FSCmVy+7BCpBeO15TVr5QwYhfscddwSP1eUezb1VyHRACd+sVk+dGTNm2MWqVLi34vbbb1+l92UKiepJ9eXXneoxWwRIVdJoXj88dt3VmCK8jl4INNVJeN3zZs2apX2DVgfc8PoYmupc9w4KkT7LZZddFnwWjU4eMWKEXazK6bsJf1+aIQBrF55JQfWX7r/xVAiQqqKRvFtuWR4gDvPQIHfmzp0brHOh7f7777eLJKXxOo0bN44LEV3eKiQaH3P66acHn0GX5p5++mm7WFr8AYPaDjqoj5k580e7SJxw+XR9+OGHQU84zSrAWvWpqX5UT6ov1ZvqLxcIkKpyzTXl4ZHBugqITvgGrbrnZrL6o24677vvvsHjNc6kUO6JfP/993HrneheUL9+/exiaQsHgra2bVOfHLkEiFwT+w3573m//fbzlkBARaoX1Y9fV6q3XCFAqoKmwV5//bLw0P/m2TXmUnb55ZcHP4hdd901o+vrCpFwS0Q31jt06JDXXXxHjx7tTXHvv2fdx8n2xrQdINomT04+p5trgGjyP83Y4L/3Nm3a2EUQo3rx60j15TJpYjIESFVo1qy89ZHDswFkT1M8hHv5XHzxxXaRlHQ5K3xPRJvGmOTbYEP1qrrqqquCySG1bbnlljlZOsAOD23nnz/UJLvk7hog8u677waXZrQNGTLELlLSVB9+3aieVF+5RIBUNg3G8sND90BiZ63IL7o+HJ7q5JlnnrGLpKSb0eqd5V+j93+8mvYkkxZNVJ588kmz9dZbB+9Nm2Y/yNUaJ+FAOOyw/sF/v/ba53ZRTzYBIr169Qo+h2YVYCBuGdWD6sOvG9VTrhEglUmXMnbbrTxASnhp1HynmXb9H0bNmjXNl19mPoeTbqSHBypq0//Xc1f2RJkKNd2TOeigg+Lej3padevWLevxAGHhQHjggUnBf5922jNm1aqKr5NtgKg30SmnnBJ8Jl2Sy2RqmmKkzx++NKn6yUWvKxsBUpl0BuCHx777lo0DQd5q3rx58OPQTWYNsMuU7oto2pNwa0Sb1hPRdP25OutP5scffzQPP/ywN3V9+PW1NW3a1FvjJNfCgaBJFI84YkDw/4cMqfh62QaIaGaA8I1ijaJ3Wbq4GOhzh2cRUL1kun5LugiQyqLBaZttVh4gY8faJZBnNG15eLqSbGbe1diQ8Cy+/qZ7EPq7VvjL1VmzQklrXWs0ub+SX3irX7++GTZsmP2wnLEDoW/facH/P/bYgWbFivggtsu7+u6774I12/0Dp3qYlRJ93nCQqj5UL1EhQCrLFVeUh0fLlvZe5Km33norWCFS/5vtanhaT+Tkk0+ucFD3N40U1o+ye/fuZvjw4V4LIdlaDfq7+ve/+OKLpkePHt4CQeEDqL3pZr4uY+XyclUidiAsX/6HOeaYJ4O/KVBSlc/GnDlzvNad/5l1Jp6rYM53+pzhlofqQfURJQKkMmhk8nrrlYXHhhsa89VXdgnksS5dugQ/Et181mWhbCkYNHmjFqWyD/SptkzL6yDStm3bnPSuSleiQBg8+KPgb40bP24WLy6/B5SofDZ08/gf//hHUAe6F1DsN9b1+cL3PPT5o/7MkyZNMltssUXwmppXLmqlGSBab7jaX62P2MEIhUX3PsJLDasFkSu6sTl27FjTqVMn7z6Lfa8k000jyHWj/NprrzWvv/66032bbCUKhJUrV5tmzQYHf+/e/Z2U5bOlM+9wa0y9kYq1i68+V7i3lT53lC2Pb775xmt5hLuAa4s6sKT0AkTTJVf7Kzy22UYzmtklUAC+irUaw1OdaKGlKKibr3pvPfroo94gRK1Zonske+21lzcIzN/23HNP7+/ar3K9e/f2giiXg8RcJQuE4cNnBH9v2LCf+fbbsvearHy2dO0/PDuANg2qK5YR6/oc4UGC2vR5o7rnoZ6D6vhRvXr1uNesXbu215OvMpRWgKirZuzHHgTIU0/ZJVBAwoOyNNVJZZxxFaJkgbBmzZ+mRYtng31dupTdT0pWPhd0nyjcxVebbjIX+txZev/hm+Xa9DmT3S/L1nPPPRc36l+bZmpWcFRmIJdWgHTtWh4eDRvqeoVdAgXm0ksvDX5Au+22W14MDKwsCxf+6nXD1dxW//nPSK+LbiKpAkGDCf19mmhx1qyfUpbPlZ49e8b1SNN/6x5UoX1/er963/Zn0eeLgnoPapBpODh06erCCy80CxYssItHrnQC5JtvjNlkk7LwWHddYyZPtkugAOkHrODwf0wKlGKmy0wDB35oLr74xbgDvbZhwxLP4ZYqEHQOde65Q4P97dqNTFk+lybHfoP2WbR6vWU791dl0fsMr+ehTZ9HnyvX1FGkVatWwYJp/qZ7gVG8XrpKJ0C0BKjCQ9sFF9h7UcB06UqXsPwfVbHdnJ03b6np3/99b/4qOzT8TaPKFyxIvErh2gJh4sR5FZ4vVflc0j0izUZrd1bQMq86QEcxWjsbej96X+FlaLXp/etz5Pqelyb+1JQn4ft92jQe6qk8uARfGgEyaZKJtfPKwkOtkCpo6iFauonu/7j0Y9NN9kI2Z84i06fPVHPWWc9XOKj7W/PmT5v7759kPvgg9U3adALh0ktfqvD8dnkFVIcOr5n77nsnrttvLmi+s/CiVP6miTQHDBjgTapZlfT6eh/hiT39Te87V+t5hI0aNcqbgTr8WpoT7qabbsqbS32lESCtW5e3Pu66y96LIhEeEKimfVV0mc3Gp5/+YB55ZIrXmrAP5P6mm94q89ln6Y99SRYIYdOnf1fhtezyDz00Ofh7kyYDzKBBHyacSysbOqtOdJDeJHbip4GZGjhaWa0SvY5eT6+r17ffk95nFK2AmTNnerMW2K/XsmXLvDsxKo0AGT3amOrVjWnUSH3t7L0oErpOHJ7VVgMO851aD2pFqDVhH7z9Ta0QtUY+/3yR/fC0JAsEW/v2oyq8dtjUqd/GzrbLZ/PVpkDTJbBc0oFbi4nZvZr8TZdvLrjgAm96mHnzcvvaej49r54/PG1OeNP70vvLdZBpnjZdBrOnu1FX4MoYFOiiNAIEJUNnjOGpTjT1ST5R11kdiO+9d2LsLHNQhQO2v/3738O8+x5ff519N9BkgWBTDyz1xEpVXpexOnV6o8L7Vfh89VXul0J49dVXzTnnnOMtrGUfyP1N04W0aNHC6w2ly0xaY0Nn6po7LRH9XftVTuX1OD0+PO2Iven19T70fnJt9erV3txrWv8l/Jr6//q79ucrAgRFR5Ms+j9CnUUmO5BUFl3meffd+ebOO8d5kxfaB19/u+SSl8xTT30YDOjLZ9OmLYgdUF+Ie/+HHNLP9Oz5P/Pzzyvt4lnTzen+/ft7gzXtG+7pbPY0/ulseh29nl431zfHfWpZ2IMr1QJRS0QtknxHgKDo6N5HeE1xTQNf2X7/faV5441ppkuXl81RRz1RISy0NWjQ17RqNcIby6ExHYVGrSl1HQ5PzKjt6KOfNEOHfubtj4JWb9QN5uuuu84ccMABFabwcN30PHo+Pa+eX68TFbWAzjzzzArvQfc+dA+kUBAgKEpacEoLT/k/TC0aFTX11NG18XPPPddsueWupm7dE82uu95Q4SxdA/80jciiRSvspyhIv/yy0vTqNcn7bOHPevbZz3uX66KmKT3UC0rda++66y7vprdaDtp0dh+eckb/39+nciqvx+nxlbGomHpPqRdVeIVNbeptpdAqNAQIipaWvvV/oPrBRtHVUpc2Bg0aZE4//XSz8cYbB6/3t79tamrXPszstNMVsQNrb3PNNa+aESNmmWXLircTh8arXHnl6Aotreuvf70gLstFTT227Bvz6nKucR4a71GICBAUtYsvvjj4sarbZS7GEyxatMi7+XrSSSfFDWAMbwqTf//7GvPiixNjr5n7ewL57J13vjZnnDEkLkQOPfQxr/ux1iIpNRopHp49WptGlGtkeS6WIqhKlRcg1f4ah6EtHZmUV3//2FmgOessEzvlK+uyq03/feaZxgwcWLb+OUqOLhmEB2NdfvnldpG0aGU59Yg55phjKnSz9DdNZnfeeed5l0RWrCiOy1Ou1HFAa44ceeSAuCBRz7ORI2fbxYuS5qbSHFX2PRrNZaU5rYpBGkfnHMkkECTd8uPHm9gRIr58oq1+/bKyKDnvv/9+XEtB9ynSMX/+fPPQQw95P3i/a7C9bb755t619FdeeaVSZ0EtFEuW/Ga6dRvvdRgIB8lFFw03H39cnGuk69+B7q3ohCL8b0X3YDSLbjFZy9E5h8IH83SkU17rSMcODF4ZTZAYaxJ605ZoCmV1u5syxZi2bcv2qYzKDh9uPwtKwP333x/8kHXdee7cuXYRj26+33fffeawww6L+/GHN60up5bMG2+8UXCj3avK7NmLvB5n4RDRmJNbbhlrfvgh+8uK+UJr29vLGGu9Dq3bURk36StbiqNzjqUTCGFrKz9jhjEbb1weDBptnkzsh+4tXauyurRVQN3kkBsaNdysWbPgR635i/wBWrNmzTJdu3b1unDaYeFvGkfQvn17r99+1GuYF7MxY76sMOpeS+pq0KRWSSxUH330kWnatGncvxldujr//PO9FQOLVZKjcwTWFgi2tZVv0qR8/8MP23sr6t27vLyWtEXJ+eGHH8xWW20V/MAPPvhgbyVBOyz8rV69et6YgHfeKV/uFdlTUCgwFBx+iOy/vy4V3mRGjHjbLp7XNEhVqxDagxv1b6sy172vKkmOzhHwD97a0pGq/Hvvle/TvY10zghVJnyvRM+BkqPLTsnuZ2irH/v3pDm0pk2bZj8UOaZLVzff/JZ3KWv33TubbbY5zWy6aX1z1FFHRdLlOpd06VIzQNeqVSvu349OUDSXVq7nycpXCY7OEUkVCImkKt+xY/k+rTKYrvCKhJ062XtRIuxpLfbee29z2223mU8++cQuikrw0UcLTIsWXU3t2g3N+uvX8L4TdXNt3bp1lU9Dk8hrr71WYcZgddLo3LlzpKPX81GCo3NEUgVCIqnKH354+b5MZqlUWf9xjRvbe1ECVq5cGSzOo4NUvp/plgqdsQ8ePDRuNmVtOsN/4IEH8qKzwuzZs+OWDPA3TcT4xRdf2MVLQoKjc0TCgZDpZov9Iwv2LcygK+D335c/bptt7L0oAaNHjzb+D//UU0+1d6OK6QxelxDtAZpatjiKmXDTsWzZMu9e2N///ve496SWa77N9lzZEhydI2KHQiabze9RpS2Tvvcq6z9uo43svSgBl112mfEPAAM1wBR5Sd2pzzjjjOC78jeN/levucqg3naPPfaYqVOnTtx7qF27tvnvf/+b19OsV5YER+eIpAqERFKVJ0DgQD/4LbbYwjsI6GyyEKbLLnVjx441++yzT9wBXN9dhw4dzNKlS+3iOTN+/PgK3bo1A8GVV15pFi9ebBcvWQmOzhFJFQiJpCq/1Vbl+7iEhTRpsSn/YHDCCSfYu5GnFPy9e/cOwt/ftOBSv379cjouRysSnn322XGvo+24444zn332mV285CU4OkckVSAkkqp8Lm6ia3lblJS2bdsGBwQdeFBY1GK86qqrKsxFtv/++5tx48bZxTOiSTZvvfXWCisf7rLLLmbEiBF2cfwlwdE5IqkCIZFU5V278XbrVv44uvGWFJ2l+oMINehLgwpRmGbMmGGOP/74uAO9trPOOivpFDWpDB482Gy33XZxz6W1ZLp3716w06xXlgRH54ikCoREUpWfPLl8nwYHptOE1cCe3XYrfxwDCUvKhAkTgoODppxA4dMElhr4GT7wqwVxyy23pDVt/9SpU70pbcKP1yDTSy+91CzM5NJ4CUtwdI5IqkBIZG3ldQnK369pStamT5/y8poGBSVFa0z7B4lHHnnE3o0CpRZCjx494laf1KbBolroKxFNza91YuwZCRo3bswMBBlKcnSOwNoCwba28p9+WtaTSvvVK+v11+0S5dRX2y+rCRg1ESNKhgap7bDDDt5BQgcNrdOA4qJLkuqircGh4VDQrMrv/XW1QYNI7733XlOjRtlod3/bfvvtvdUrkbkkR+cIrC0QbOmU17oOf/97WRlN2d66ddnlLU3lrikF9A+nXTsT+1dVVkaz9moKeJSUKVOmBAcLXbJA8dLaL0cccURcQOik4ZBDDglOIvxNq0ZqCptSX/wrGymOzjmWTiCEpVtePat22SW+fKJNZbLsqYHC1LFjx+CgofWnUfyGDBlSITDC27nnnmu+/vpr+2HI0FqOzjkUPpinI5Py6imhUcUtWxpTr17ZZSptO+5ozBlnsKRtidt55529g4bWZ3DppYPCpAWcbr/99rh7HbrpPnHiRLsoHKVxdAYKl9ae9g8eDRo0sHejBIQnQNQlLuQOAYKipi6d/sHjnnvusXejBJx33nnBv4Hp06fbu5EFAgRFLbzi4Jw5c+zdKAEESHQIEBQtjVj2DxyakA+liQCJDgGCotW1a9fgwKGbqShNBEh0CBAULU2y5x84WK62dBEg0SFAUJS0xKh/0NBqdihdBEh0CBAUpfvuuy84aGiJVJQuAiQ6BAiKkqau8A8a9P0vbQRIdAgQFJ1v5883m220kVl/3XXNTjvtZO9GiSFAokOAoOg89/jjZr+6dU392rVN15tusnejxBAg0SFAUHS6XnyxabH77ua4f/7TfMLlq5JHgESHAEFRWbZokWndoIFpdeCBpuOJJ3prgaC0ESDRIUBQVMa98IIXHtqe7d7d3o0SRIBEhwBBUbm/TZsgQGazPCkMARIlAgRF49elS03rgw/2wuO6Y481f65ZYxdBCSJAokOAoGi889JLQetj0F132btRogiQ6BAgKBr/d9VVQYB8NnmyvRsligCJDgGCorDil19M20MP9cLjmqZNzZrVq+0iKFEESHQIEBSFd0eNClofTzB1O0IIkOgQICgKva+7LgiQjyZMsHejhBEg0SFAUPB+X7HCtDv8cC88rmrSxKxaudIughJGgESHAEHBm/bmm0Hroz9zX8FCgESHAEHB63fjjUGAvP/WW/ZulDgCJDoECAraHytXmisbN/bCo32jRuaP33+3i6DEndcuFiDbVPO26Z8QILlEgKCgfTBuXND6ePSGG+zdgDmvZyxATqnmbdO/JEByiQBBQXv8lluCAJny2mv2bsCcNzwWIHdU87bp3xEguUSAoGCtXrXKXH3UUV54/OfQQ81vy5fbRQBz3phYgPSp5m3TfyJAcokAQcH65J13gtbHI9dcY+8GPARIdAgQFKyBd94ZBMikV16xdwMeAiQ6BAgK0po1a0yHY47xwqNtw4Zm+bJldhHAQ4BEhwBBQZr53ntB6+PBdu3s3UCAAIkOAYKC9MKDDwYBMn7YMHs3ECBAokOAoCD5i0d1OPZY8yuXr5ACARIdAgQF69svviA8sFYESHQIEABFjQCJDgECoKgRINEhQAAUNQIkOgQIgKJGgESHAAFQ1AiQ6BAgqBL+GI5Em9b1uLlFC2+m3dnTptkPBTJCgESHAEGVsEMj1TborrvMn2vW2E8BpIUAiQ4BgioRDogwzXH104IFZuyQIeaqJk2CMm/F/j/gggCJDgGCKpEsQMI0w65f5vZ//cveDaSFAIkOAYIqkU6A/Lx4cVBGC0YBLgiQ6BAgqBLpBMgvS5YEZW448UR7t8d+nt9+/dWM6NPH3HrmmeY/hx2W8vlRGgiQ6BAgqBL2gT+RSSNHBmX6dOxo7/aEn2fZokXmtrPOivtbqudHaSBAokOAoEokO8DrJvri77834154IVjvXAtHfT9vXlw5X/h5el93nbmxeXMz7c03zfKff7aLokQRINEhQFAl7FZCou364483z/XsaZb88IP98EC4/NVHHmkWL1xoF0GJO/+t84MA+XDRh/ZuZIEAQZWwwyLRdkWDBqbnFVeYD8ePtx8eCJd/uU8fezdgnpz1pFmnzzpmx6d3NMtXLbd3IwsECKpE+MBv+33FCvPlxx+bfp07l4fDo4/axTzh55n76af2bsCzYPkC8+uqX+0/I0sECKpEqgAJ63/zzUG5D95+294d9zzqgQWg8hAgqBLpBsi8GTOCcr3atLF3xz3Pn3/+ae8GECECBFUi3QD5Y+XKoJymNrGl+zwAco8AQZVI98AfDpC2CUajp/s8AHKPAEGVSPfAP/ezz4JyXU491d6d9vMAyD0CBFUi3QN/uCfWM/fea+9O+3mAVPxxItqQPmoLVSLVgX/lb7953Xj73nhjUEaj0hMNKEz1PCg9E7+baDpM6mAOHHqgqftUXbN+v/VNzQE1zW5DdjMXjb3IDP9quFn952r7YQSII2oLVSJ84F/bduPJJycd40GAQD5f9rk5+pWj44Ig2aYBhS/NfSnu8QSIG2oLVcIOifCmm+U3nHCCeah9e/P28897AwuTIUCgVsfmT2weBECjlxqZgbMHmq9+/sqsWLXCLP59sZn641TTeUpnU2dgnYRBQYC4obYAFKx5v8wzWzy5hXfgX7fvuuaRTx+xi8RRmFww9oIKQUGAuKG2ABSsZqObBQf+ru93tXcndePkG+P+PwHihtoCUJA++OmD4KCv+xqJbo6niwBxQ20BKEhdpnQJDvp3TLvD3p0RAsQNtQWgIDV+qXFw0H97wdv27owQIG6oLQAFaZtB2wQH/e9XfG/vzggB4obaAlCQNnxsw+Cg//vq3+3dGSFA3FBbAAoSAVL1qC0ABYlLWFWP2gJQkLiJXvWoLQAFiW68VY/aAlCQpv80PTjo7/TMTgwkrALUFoCCdeKoE4MD/93T77Z3J6WJFcMIEDfUFoCCNfeXucFMvOv1Xc88+tmjdpE4S1YuMReOvbBCUBAgbqgtAAVt3IJxptYTtYIAOOLlI8ygOYO8cPlt9W9eaEz7cZq5+b2bvUWmEgUFAeKG2gJQ8GYvnW2OHHFkXBAk23S/5OW5L8c9ngBxQ20BKBoTvptgrvnfNeaAoQd4i0dpSdsaA2qY3Yfs7i1pq+BIdLOdAHFDbQEAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnPw/J5GMJxr+1UoAAAAASUVORK5CYII=)
PN: 4H58-D-14
CAS: 1227955-02-3
Molecule Weight: 275.49
Formula: C8H4BrClN2O2
![Ethyl 5-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-5-41
CAS: 67625-36-9
Molecule Weight: 224.64
Formula: C10H9ClN2O2
![Ethyl 3-bromoimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABUuAAAVLgHzz6k8AAACRXpUWHRtb2xTb3VyY2UAAHichZTrb5swEMD/lZM/L8YPnlFIlaWaNKndpLWT9m1ywEmRAq6AvP77nSGhIelAGN3Zdz8/7s6ePRzzLex1WWWmiAmnjIAuEpNmxSYmv1+/TULyMJ8l6ISORRWTt7p+nzrO4XCgyZvO1dEUNDE5ae3TY5X1fA6SmnLjCMa48+f56aVhJllR1apINFJVNq2awSeTqLrZxX+WcHJV7rPCad2dvNy3s/0VzDZGj1VKPs6yRNsCUVhnWw1rU+aqhr1gFBv7Ahtd6FLVOoXVCYcldfHs89nzo0l2uS5qVO0MWaK2L3W5S3AgN1ud7HAyVL4/xiTnCKja5IuyVCewmh1WHJQAJUG5oDxQPqgAVAgqAsUZ/mjn6MDRg6ML9zDmW20XfT29a9w5LOHn+f8By+6z+tcSYyZiMpFURpEPE0F9YSWmLrSSUcmv+pwKwVwQlAvPB0m9iAlwaSRkBD4VXuBfxHnw7HIGOPXdKCBwapeMAjTZJaXvfUhOJRMhYFgli7ou7oR5fmSlJxuzkIHoukizoJWh2+97bhjABPPBpcQIO12I57OVKdIrFbI0JitOmtj/0utKnMNPwJSpLrGi7QTW9RoQfcAmaxiQfcCmdhhw+4AthA4QnwHeHeAPr+D3AVtkHbD4DAj6gC3JYSDsA7aAh4GoDzTlPkxYey91zfUYYW7T3VynEeYm4+31G2Hk3flHkZu0tzd8hPHuEjmK3OT+8ojcl4tzdV+cy/OF6t3T5ly9ew6+9vN/+FTGWF/eegAAADVoSURBVHhe7d0HuFTVvf5xNVjxahAxiv0m9oJXBVFj1Hs1iBcbYLvWRBFJYkSNUZSoQcgfVERsD8WCFQNYUCFABEQjYgdFBCk2UEFBUJoCWf9597iGmXXant+Zc86eme/nefYDnLVmZu9hzn5n79U2cAAAGGwQ/gAAgDgIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEADIw6hRo9xXX30V/rgsESDlYsYM57p0cW6vvZxr3Ni5LbZwbs89nbv00nQZgGpNnTrVHXDAAW6DDTZI/fps4YYMGeL+/e9/h9XKCgFSDnr3du4nP0n9b29Q+aayPn3CRwFI0dVGp06dUr8mP4nCI3tr1aqVmzx5cviQskGAlLo77kiHxIYbOnfRRc699ppz333n3IoVzr3+unMXX5wuU53+/cNHA2Xrhx9+cLfffrv76U9/mgmMww47zI0ZM8Z17tw5Eygbpn5/zj33XDd//vzwKUoeAVLKPv3UuU02SYfDAw+EpeupTHVU97PPwlI0oEMOGRhtrVsPTv13LguLM3w9FMbo0aPdXnvtlQmO5s2bu4ceeijnltW0adPcMccck6nTuHFjd/PNN7tVq1ZlPVNpI0BK2XXXpYOhY8ewpKIOHdJ1r78+LEED8sGg7YorxoTFGQRIYcycOdO1bds2Ewqbbrpp6lfi+tRF+3dh1YwRI0a43XffPfOY3XbbzQ0bNiysVpIIkFLWsmU6FMaODUsqSl2WR3VTl+hIDh8MRx31QPTnlCmVXyESILXzzTffpAL6CrfxxhtngqBD6kvVvHnzwqqVWr16tevZs6fbcsstM48/+uij3TvvvBNWLSkESClr0iQdCosXhyUVqVui6jZtGpagAflgePDBd6I/Tz99mFu7dl1YjQAxWrt2rRs4cKDbdtttMyf+Aw880E2cODGsGsuCBQvc+eefH7WL6LnUTqIG+FLt9kuAlLJGjdKhsGZNWFLRDz+k6+oxSAwfDN9/v9adfPLQ6O9PPPFeWI0AMXjxxRddixYtMsGhEBkwYEAUKrU1ZcqUqMHdP7ca4vv27Rs1zJcSAqSUcQVS9LKDYcKEj6K/H3vsELds2eoq66F6H330kevYsWPm5K7bVl27do1uYxWSGtzV8K4GeP9aaphXA32pIEBKmW8DGTcuLKlI7SSq26pVWIIGFAZDly7PR//u0+dfWbUq1kNFy5cvd927d3ebbbZZ5oTepk0b98EHH4RVC0oN8GqIV4O8f1011KvBvtgRIKWsW7d0KJx+elhSkXpqqa56biExwmCYM2dx6nvBoGjT36uqh1wPP/yw23HHHTMn8D333NM9//zzYbU6pQZ5NcxnX/mo4b7QVz71iQApZZ984lKf0nQwpH6BqpS6zI7qaByIxo4gMSoLht69X45+pqsRr7J60LjZ11zr1q0zJ+2tt97a3XbbbQ3aFqEGejXU+31S24sa8gvR9lLfCJBSl/plicJBo807dUqPPtco9JUrnXvjDecuuWT9SPTbbw8fjQZWWTAsXboqagfRzydO/KjKeuXs888/dxdccEFOb6iLL77YLVq0KKzaIBQWarDP7v2lBn017BcTAqQc9Ozp3EYbpUOisk1lvXqFj0ICVBUMQ4e+F/38lFOGpr5Nr6tQb/78Ze6qq8a6vn0nu3fe+SLrkaVN4zF6pT7L2eMxfvWrX7m33347rJoIun2lBvzs8Sdq4FdDfzEgQMrF9OnpmXf32CM9E+/mm6f/3rlzugyJFAaDp7EgGhOisiFD0mNEsuv94x+zMz/TdsIJj0S3vt54Y4Fbt640Z5B98skn3X/+539mTsS77rqr+/vf/x5WSyQ15J9wwgmZfVdDvxr81fCfZAQIkGBhMGR79dXPojI/Sj273po161Inz+muU6dnowb37DA57riHXI8ek9zkyZ9F9Yrdu+++64499tjMyVdzUvXo0aMo56RSw74a+P2xqOFfHQCSigABEiwMhpDmx8oOh8p8/fWK1LfzGVGje6tWg3PqH3PMg+6GGya6SZM+jgYrFpOvv/46dVF9qWvUqFHmhHvOOee4z4p8QlA18KuhXw3+/rjUEUAdApKGAEHNNOX7iSemG95Rr6oLBtEMvZqpt6Z6nhrgR46c6S67bLQ7/PD7csJEVzLXXTfejRs3N/XtPcbsBQ1kzZo1rn///q5JkyaZE2zLli3dK6+8ElatFbVPvP766+7RRx91vXv3djfddJO75ppr3IUXXhj9qX/r5ypXvUJ3x1WDvxr+s6eNV8cAdRBICgIENWvWLN3Y/te/hiUoYsuXf+9GjfrQ/elPY90RR9yfEyb6t36uctVLirFjx7p99tknExzbb7+9e/DBBwuyMuD777/v7rrrLte+fXu33XbbZV4jn02P0+P1PHq+QtCEjOoI4F9DHQTUUUAdBhoaAYKa/e1v6QDRUrhFfnsAldMVh648unV7IadNRZuuVP74x39EVy66gmkIH374oWvXrl3mJKpR3ddee6379ttvw6p5mTVrVtRYrQb3MAy06Vu/2iS07sevf/3r6OrDb/q3fq5y31043PS8en69Tm2pQ0D2fqrDgDoONCQCBDXTN53UhzUKkf/7v7AUBaRG7UWLVoQ/rldqC1GbiNpG1EaSHSYHHHCT69jxajdo0H3uiy/qvnvw0qVLU1dCf3KbbLJJ5sR56qmnujlz5oRV8zJy5MjUVdYRFU74mqtK7Spaz2P69OmxBxyqnurrcXp89mJUftPr6XVrQx0D1EFAHQX886oDgToSNAQCBGk1jYJ96ql0gGjQYYHvNWO9q68eF52odTWQBAo09dZSry313vrFL37vmjQ5ODpxbbTRRtGtFbVHfFrgGQzWrVvn7rvvvpxbSfvvv7974YUXwqp50bf4Aw44IOfEruft06dPwY9Bz6fn1fNnv55ev7bdi9VRQB0G/HOqnUTBpY4F9YkAKXcffpgeE/Lf/63pQ8PSXKqjEDn00JrrIm/qdqvwOPTQgYkc/KfxI5Mnv++6du2eM8Os39RTSCfMuIswVeWll15yBx+cDiltTZs2dffcc0+tpvp477333FFHHZVzwj3rrLPcm2++GVatE3odvZ5vENem/dF+1YY6DqgDgX9OdSxQoKujQX0gQMqdRrz6UeqPPhqW5tJlsl9jpLo11pG32bMXZ3pFhTPtJtXLL78cTQZYWfvBf/3Xf0Xrg+cz4+wnn3zizjzzzMxzqHvuZZdd5hbHWY6gCt9//33qqu7qzEhvXTWp/UJtKg1Br6vX135of7Rf2j/tp5U6EKgjgToU+PdOHQ3U4aCuESBId9NVKOy0k7rmhKW5unRJ1019WF0tGzCRtnr1msyo8rPOGl504zFE3Vi7devmfvGLX1QIE53MbrjhBjd16tTwYZEVK1a4G2+8MXUhvHnmMccdd1ytezHNnTs39Z4eknlO/T0pYym0H+G+aX9rQx0K1LEge9p4dTyoy7AkQODcwoXObb11Ohi6dw9Lc+keq1+o6pprwlIY9Or1UhQeRx55v5s3rzBjCWbPnu1GjRrl+vXrV+n4Bf1c5apXaNOmTYsCY999960QJj//+c+jk5w/kT/22GNu5513zpQrgGrb0CxPP/10ZiCeTqg63trcAqsL2h/tlz/ha3+137WlDgbqaODfU3VAUEcEdUgoNAIEaX7WXrWH1DSRW//+6bqpD76rZW+Ycjd+/LxMD6ennrIvbKQGW937Pvnkk3NGMMfZVF+Pq4vGcN3C0q2s7DYNv/nbONq22mqrqP2kNrdyPLWX+LYGdXWtr3YOK+2fn8NL+639LwR1OMhuwFdQ3XrrrWG1WiFAkKZf3D33TAdDTQtQqYEu9e0yqnvKKWEpYvrii+8y07L/+c//DItrpK6jGgWtbpyVjUPQOtxqYNWqe9njF/Rv/Vzl4WP0PHo+PW/cLqxxqXH9lltucYcffnjOa/72t791X375ZVjdRFc+/nl1nMuWLQurJJL2U/vr913HUQi6ylEgbbHFFtHz7r777mGVWiFAsN5zz6VDQVtN6xL4JXC1/TP/k1+5U4+miy4aGYVHu3aPuW+/jf/NWyf2e++91+222245J2KdHH7/+9+7ESNGxD4hq57q63F6fPbz6fn1OoUOErnzzjuj11BvrkLJDg91ca2L/a5L2t/srrmFChFRQ70P1UIiQJBLHzCFwkEH6SwXluZq1y5dN3WZHF2VILaBA9+MwkOTG06dGr/Lrlazy57KQ9N+d+rUyf3rX4XpuaXn0fNlrxuu19PrFtLjjz8ePbdGcReCvmX7/VUYFmJqk4ag/db++2Mp1O2sv/zlL9HznVLgOwYECHLNmLF+GdyBNUzOp94dWgZXde++OyxFFd566/PMFOuDB78VFldq5cqV0Yk9OziuuuqqOhsNrufV82cHiV5f+1EIhQwQNTz7Ng99gy/W8PC0//5KRMdViIZ1AgT15/LL06GgSRRr6rnxpz+l6zZt6lwt+uuXi2XLVrsTT3wsCg+t1RFncSc1RGePnm7btm2tp/KIS6+j1/Ovrf3IZ2xHVQoVINo/32lAt2eK7bZVVXQcvk1Ex1fb/28CBPVnyRLntt02HQxXXhmW5lIj5c9+lq77hz+EpQhohluFhxrPFy6sYcyNS4803mabbaJffjWEDh48OKxSL/S6viFW+1PbqdMLESDqsXXooYdGz6PuwXXRTbUh6Xh0XDo+HWdteqgRIKhf996bDgXdoqrpG+d996XrNmrkVrI8bpWGD38/02V34sSPwuIKxowZk9N7pqEmzPP0+r6hXful/bMqRID4hmF1T016V10rHZcfJ6LjtSJAUL806OrAA9PBoMWkqrNunfvo4IPdkFTdO48/PiyF06joJZk1N7Q2eU0mT56cCY8WLVokZhEh7Yf2x4eI9tOitgGiOaT89CQajFfKdHw6Th2vde4sAgT1b8KEdIBoGz06LM3x0UsvuWM33NBtnqpbiJHEpURTk5xxxvAoPPRnTVOVqI3B37bSybrQK93VlvbHh4j209ImUpsAUSOzX2BJU4Bo5t5SpuPz057ouC2dBAgQNIz27dMBsvfeatkLS3P4ifA0HUVt7teWmuuvH+L2379ndAWiK5HqqJeTbzDX7aKkXHmEtF/+dpb2N9/eWbUJEE2FrsdqJHtS5raqazpOP3LfMhU8AYKGoam5N9ssHSI13CrQbKr+toumpYCWUXnabbXVvm7HHU91TzwxJSyuwHfV1cSC1tsV9UX75ydA1H7nwxog+vZ94IEHRo/VqPpyouPVcev4870KIUDQcLp1iwJk7k9/6lYvWhSW5tCsqvqgam6juKOhS5XmlfK3os46q+YT7IQJEzJTkjRUb6t8aT+1v9pv7X9c1gDR7VE9TuMj6nKW2STS8frxLvneJiZA0GD+/d137p/Nm7vrUx/AOzp3DotzaGpuP7uq5jgqV5qDyN+n1/uxRF2jq6F+/372Wo27KCZ+nIj2P+44DGuA+GVotThTOdJx6/j1PuSDAEGDevGhh9xOP37zq2pdB8+fHHTPtlS7V9ZEU6b7b8paeKkmmnNK9TXyu7aDxuqb9tePWNdxxGEJkFmzZmWu0Mr1c6Xj1vHrfdD7ERcBggale66HHXZY9CE85phjwuIKjjzyyKiu/iw3Cgx/q0FBUhN9a/cTI2r6kGKk/db+6zjiXIVYAqR79+7RYzRFeTnzU7Tr/YiLAEGDe/XVVzPfADWDa3X0Tcn3GtHJolzoVtUuu+wSHbfWvI6ziNHDDz8c1de3+KT2uqqJ9ttfheh4amIJEB+y5d5BQ8fvwzouAgSJcO6552Y+vKtWrQqLc6gNRHXVBqC2kXLQoUOH6JibNGkSe3Emrb+hx1yspYWLmPZfx6HjqUm+AaLlbVVfW9z3tVTp+P17EXfZXwIEiTB//ny35ZZbRh/Gnj17hsU51AtLvbFUV72zSt2AAQMyv9hPPfVUWFwpdX32V2qFmpK9oWj/dRw6Hh1XdfINkLvuuiuqv9dee4VFZUnvg94PvS9xECBIDAWHPowKEgVKdfzltsaH1HRSKWb6JujHwFx66aVhcZXuuOOO6DFa0jTfvv1Jo/33S7PquKqTb4Ccdtppeb+3pUzvg94PvS9xECBIDN268vejdUurOhqRrpHpqquR6qVI74cfPb7ffvvlNSpbv9B6nBYRKgV+MaSaTlT5Bsj2228f1beMwi5FfjS+3pc4CBAkyvDhw6MPpBrV1bheHT/4S3VfeumlsLjo+ZNmvqPHNceRX5f8ySefDIuLko5Dx6Pjqm6OqmHDRrrGjXdzLVrU3F6iubf0nNpmaMEzRO+Df0/izJVGgCBx1J1XH0p1763p9svxxx8f1T344IOrPbEUm2eeeSbzixx3DIQ3d+7czGPramXB+qbj8Mek46vKyJFTUlexv3HHHtstLKpgypQp0fM1atSIOdZ+pPdB74feF70/NSFAkDgaUOjHOzz00ENhcY7p06dnPvD3af2QEvDZZ5+5pk2bRsd06qmnhsU1Gj16dPRYfVsvJf6qSsdXlTFjZkezE5922hNhUQW+m7NuhWI9f2s4TrdpAgSJ1Llz5+iD2bx5c/fdd9+FxTn+8Ic/RHV/9rOfuWVaybCI6Srq6KOPjo5np512cosNy/n2798/enyrVq3CoqKm49Fx6fiqkk+A3HbbbdHz6f3Gev7zp/enJgQIEmnRokWZb5zdNOliNXSS9d/Y/6S11ItYjx49ouPQFdikSZPC4lj8xJPt2rULi4qajkfHVV3X7XwCxE8LU2rvU2359znObAcECBLr9ttvjz6cGok8T9O/Z9G/n376aTdx4sRou/zyy6O6up31yCOPZH5eTJuO19+6u+GGG3KONx9++o+zzz47LCpqOh4dV3XTsuQTIKX6PtVWnPfZI0CQWJr7aO+9944+oO21ANWPNPrcLztaitsee+wRa6qSqnTp0iV6nosuuigsKmo6Hh2Xjq8q+QRIqb5PtRXnffYIECSabxDW5teF0Lfz8KRbStt2223nvvrqq+CdiK9Uv1nH+WacT4CU6vtUW3HeZ48AQeKdeOKJ0YdUK6apC6dfre6WW24Jqxa1BQsWuGbNmkXHdtJJJ4XFsdEGEi9AaAOpHG0gKCkzZ850m2yySfRBPeSQQ6I/dZunFPvuP/fcc5mZie+8886wOBZ6YcULEHphVY5eWCg5V155ZfRB9duzzz4bVikZf/zjH6NjVOeBmhbZqgzjQOIFCONAKsc4EJQcrYfhBwxqXqhStnr1anfQQQdFx7rPPvvkPWV9OY9EzydAGIleESPRUZIGDRoUfVA1pfe4cePC4pLzwQcfuMaNG0fHnO96HuU8F1Y+AcJcWBUxFxZKztKlS6OeSfqgXnbZZWFxydLULP6XediwYWFxtcp1Nt58AkSYjTcXs/Gi5PjulhptrltZ5eSMM87IfPP++OOPw+Iqlet6IPkGCOuB5GI9EJSUWbNmZXpg3XPPPWFxydPVl18j5YgjjnBr1qwJq1SqXFckzDdAWJEwFysSoqT87//+b/QB1cJKtRmdXcwmT56cadjs3r17WFylclwTPd8AYU309VgTHSXlH//4R+YDPX78+LC4rPjlfjVXlubNisN3U1V34M8//zwsLgrab+2/jiNOt9J8A0T8FZ6WSS5nfplovR9xESBIJM2DpS6s+nBa1sQoNep55K8oNM37119/HVapQO+hPznGmZYiiXz7l45Dx1MTS4Doqk6vsf/++4dFZUXHr/chn6tcAgSJ5BuBN91002r7/ZeT+fPnu2233TavX1itZuivQubMmRMWJ5r21199xF2VceLEj6IAOfvsEWFRldTO5kf/v/nmm2FxWdBx6/j1Puj9iIsAQeJoIsEmTZpEH8xrr702LC5rGoHvT3Z33313WFyBvrXvu+++Uf22bduGxYmm/dV+a//jXH3IDz+sc488Ms1Nm/ZlWFQtdVDQa5111llhUVnQcev49T7kgwBB4viuhDvssIP79ttvw+Ky51dg1Lfzd999NyyuQLMY+9AZPHhwWJxI2k//jdjPwlyXRo4cGb2e2pg+/PDDsLik6Xj9OjR6H/JBgCBRFk2b5s5IfZh3SX0ohwwZEhYjZdWqVdHMxP7b+cqVK8MqFXTq1Cmqr5mM33vvvbA4UbR/fsZl7Xd90FgT/55eeOGFYXFJ0/HquHX8+Y4ZIkCQKN8ce6x7PvWBHNCyZd4f5nKiKSe22GKL6Jf3kksuCYsrUMioK7Tq77777ontlaX90v5pP7W/ccKxUPwobI03ee2118LikqTj9OOFLKPxCRAkh+ZtSn0Y3YYbulWTJ4elCPj5wbSNGFFzo7Gmxd9mm22i+i1atIg111F90v5ov7R/2k/tb33SF5Zf/epX0etr2YDq5twqBTo+vzyCjtvyhY0AQTKsXu1SXz3TAXLOOWEpqtCxY8foF1idDmoapS0alOivXHSyTsqViPbDh4f2T/vZEHT7zC+X3K9fv7C4pOj4dJw6XuttTQIEydCrVzo8Gjd27rPPwlJUQd/ad9111+iX+Je//GWs0fpjxozJhIhuF8VpiK9Len1/20r7pf2LS112tbVuPdh9+umysDjD14vj6quvjvZFXchLtVuvjkvHp+PU8VoRIGh4CxY4t+WW6QC5+eawFDXQXFF+qhOtFx/HK6+8krmdpZN2Q/XO0uv6MNP+aL/y4YNB2xVXVB08+QSI1sQ49NBDo336+c9/Hs1HVkp0PDouHZ+OszZroRAgaHjnn58OD02hUI+NpqWkR48e0S+yumNOmjQpLK6U2hh8w7o2jbuor8GGeh0/zkOb9sPS5uGD4aijHoj+nDKl8qvXfAJEtH9bb711tG9t2rSJPQ4l6XQcOh4dl46vtv/fBAgallY922ijdIDkueYF1lODqF/Leuedd3aLFy8Oq1RKvZx8F19tGlui6UPqaiVDPa+e348w16bXt/a28sHw4IPvRH+efvowt3ZtxcbvfANEnn766cz4iHPOOcfUyJwk2n8dh/+ioeOrLQIEDUe/kK1bp8MjdfJD7Xz22WfRmin6hc53/jBN0OjnHvNBohN7oaaC1/Po+bKDQ68Xd2LIqvhg+P77te7kk4dGf3/iiYoNwpYAES0h4PdXi1oVa4hov/2iXNoKtTQCAYKGo9lVFR6pb0PunXfCUhg888wzmZNE3PmjPN3e0GP8BIx+UwO3Tj7qKvzll/GmCFE91dfjfAO53/T8ep1C3BbKDoYJE9LzYB177BC3bNnqKuvlS+1Kft/1Db4Q+12ftL/+ykNb3HayOAgQNIzly53bccd0gMQYCIf4fve730W/1NZR5zrhPProo9Hsv34KlOxNqyO2bNkyupeuUcx+07/1c78ee/am59Hz6XkLeQIOg6FLl+ejf/fpk3vlFNbLV3aI6DiXLau6x1eSaD99m0ehw0POO++86HnVA7CQCBBU7/rr0+Gx9dbOLVoUlqIWNNWJbxzfb7/9zO0LokWG+vfv704++eRMo3LcTfX1OD2+rhZrCoNhzpzFqRAbFG36e1X1LHTbx7eJaIndpHfx1f75pYC134W6bSVqfNdtUv9/vccee4RVaoUAQdXmzXNus83SAdK3b1iKAtCKcn4+qUKu9z179mw3atSoaBDaTTfd5K655pro6kN/6t/6ucpVrz5UFgy9e78c/UxXI15l9SzU8OyDVOModLxxxt7UJ+2P9suP89D+FqLBXDS5qWbI9s+tTeuIFHrqFwIEVevQIR0eWoe6gLczkGvAgAGZX/KnnnoqLC4qCxcud0uWrAp/XGkwLF26KmoH0c+1PkhV9ay0Po2fAkSb/l7oE6iV9iPct0Ksp6NG+AcffDCaIds/9957753XoM98ECConHrdKDy0pb6pom61b98++mXXIL26uo1UVzSy/P7733bnnfdUdPI//PD73PLluYPeqgqGoUPfi35+yilDozVCqqpnpcF3GsHtpz3RhIS6EmuoqeD1unp9PzGi9kv7V5tBgp4Gd6ptyweHps3Rgm9r1qwJqxYMAYKKdKnfokU6PIpscaNitWTJErfLLrtEv/hHHXVU4m63hNRuMXDgm+6MM4ZnTvp+0yqDCoNsVQWDxoJoTIjKhgxJjxGprF5tqZOC3ld/clVbgxZnqq/2Eb2OXs+3zfj/Z0vniZC6hWf33tJr6HZonOWUa4sAQUUDBqTDI/XtyH3wQViKOvLyyy9nTjBqp0iaGTO+cvfc83q0jnkYGu3b/93de+8bbubMr8KHRaoLhldf/Swq86PUs+spiK66aqzr3n186kRZ+x5Vmgo9e1S/NrUN9OnTp+BXfno+Pa9fw9xven3LlOwhdcLQzAaNGzfOPLd60NXnnGkECHKp22OzZukA6do1LEUdU3D4b5EKlIY2deoXrl+/V91JJz1eITR0pTFo0Ftu3ryap5sPgyGk+bGyn9tbvHhl1FNLP9Otsbvues2tWFH79jit6OeXx83e9tprr+jb+7Bhw9z06dNjd2VWPdXX4/R4PU/43Hq9fFcSrIoCyE/OqU29uJ7UMgv1jABBrldfTYeHQiRh61CUA9268rdadEtLt7bq07p1/3ZvvrkgGp/Rtu2jFULj/POfjqYjyfdqIAyGkNpRNFNvZfVee22+69jx75myX//6Effss7OiCRJqa9asWamrm+45J+PsTeNi9txzT3fMMcekXvfXOeNp9G/9XOWVjcPRpufV8+t1CuGdd97JrIWibcstt3S9evVyq7XMQgMgQJBLv5Wa66oeL4ORS7c+/Ay8alyva2vWrIsmN+zZc5I7/viHcwLj0EMHuosvHukee+xd98UX34UPrTdqK3n88fcyvba0qdF+2rR4I+7jUJfqu+66K3rPt9tuuwphEGfT4/R4PY+er1AWLVoUTTHjb3EqsM4///wGXyeGAAESSN15/UlJ3XwLTd9YR40a56644u7UFc89OaHRqtVgd+mlz7nhw993X321Inxog1LX37/97eXMbS1tah9R9+FC0xour7/+ejQqv3fv3pWOp9HPVa56dbFypG6N3XbbbTmDQ1u3bp2Y7sgECJBQupeuE4YGGhbi2+yKFStSoTA86rGjWx8bbbSpa9bsGLfPPtdFt48uu2y0GzlyZupEWHEcR9LMnr3Yde78XCZEfvnL+93gwW9FkzWWCg301O0xHxw77rije1jz0iUIAQIklKY20RQnOnmo54563eTru+++i74hd+jQIbMglN804+7ZZ1+eutp5NVWv9uMQGsL48fMys/tqa9fuMTduXO0H5DWkDz74wJ1wwgk5/09qR1mueekShgApFzNmaAa79KhyLUebOpmkvt7oa266DImkcQJ+qhNNvhiHGt41Grldu3Y5U1loU5fPM844ww0dOjSRJyQLXXVoIGN2N+BOnZ51s2bV/TiIQtItsK5du2YGPWrr2LGj++ijj8KqiUGAlIPevdNTsac+kJVuKuvTJ3wUEkJTqvsTiqaBr8zChQvdoEGD3HHHHZdzAtK21VZbRbOxap6l2kzYmHRqr7nxxolRw79CRO0kN988qdKpVZJEPe/UzrXttttm/s9atGhR6zVY6gMBUuruuCMdEhtu6NxFF6lPpO5r6Ia4c6+/7tzFF6fLVKd///DRSAg/o6oWotLIY5k/f37U20ddSf3UGH5Tvd/+9rdu9OjRBZkmo5hMn77QXXjh05mrkaOPftA98si0qLdZ0igkDjzwwMz/m0Jk4MCBiZ+JwCNASplG1m6ySTocHnggLF1PZaqjuj+enJAsWvpWS+DqJNO8efNKB8Ftv/32UcP7+PHj63T+o2IxatSHOWNZ2rTp48aNmxxWaxDz5s2L2qX8/52uGq+44oo66clVlwiQUnbddelg6NgxLKnIz7yr9T+QSJMmTaoQGgqVyy+/PCor1mVc69LKlWuiKVZatuzndtrpdLfFFrtGDdRqqG4I6tRwfep3LLttqm3btm7mzJlh1aJAgJSyli3ToTB2bFhSkaZ7Vt3DDgtLkBBq5/AjnrUA1KuaNQCxzJ//tbvwwmtT7136/dM3fjVY19c3foW7uuDq6tEHh6Y7UVfdYkaA1EADeW699VY3ePBgN2TIkIJtD6e2KaltSWpzhdrefjt355s0SYfC4vUrvlXpq6/SdZs2DUuQELo37m9VrVuXvPv5xUBtDmqg9idxtTmoAbsu2xymTJkSDf7zr6mlhPv27Rt7nq0k2yD8AXKdeOKJmf/4Qm4bp7Y/pLZ3U5sr1LbRRlpFZ/3ON2qU/nmc++H6MKuuHoNE0txL+ux0UXdsmCksFMbZvZ7UkF3oXk8LFiyIphvxV42ahkTTkXylL2slYoPwB1hP/a/9vUrNTbTbbrsVbPtFarshtc1Mba5Q2y9/me5h5XEFUjLUiO67577wwgthMQx0+0oN19ndntWwrQbu2tA0MT179oxG+/vnPfroo6OJEEvNBuEPsN7pp58e/edrOoGi7Arp20DGjQtLKlI7ieq2ahWWIAE0MFCfRXXPpYdVYakBWw3Z/mSvL41q6FaDd75GjBjhdt9998xz6cuipngvVQRIFV588cXMh+C5554Li4tDt27pUEgFYY3UU0t11XMLiaNR5fosamwH6oYatLPX8VCD90MPPRSrd9u0adOi8Tj+sRrxr8WeLNPPFBMCpBJqoDzooIOiD0KbNm3C4uLxySfpVQUVDNVNwpb6JYnqaBxIgVdlQ+0tW7Yscyu12HvtJJ0attXArYZuHwaHHXZY1BBeGbVndO7cOWea9XPPPTca5FkOCJBK+N4uujc6o9jnibrttnQ4aLR5p07p0ecaha4pLd54w7lLLlk/Ev3228NHIwEef/zx6POoKb2L8lZqEVIwVLb+hhrGRbcR77jjDtekSZNM0LRq1cpNnpyMgYr1hQAJLF261DVr1iz6QGiAVkno2TPdQ0shUdmmsl69wkchIfyIZX2zRf1Sw7cawH1IqGH8ggsuyLnVtcMOOzh1zY9zq6vUECCBK6+8MvpQqItffS8nWqemT0/PvLvHHumZeDffPP331OV3VIZE0hoefhp2TYaIhqGGcDWI+9DQptuK3bp1c99++21YvWwQIFnUG2OTTTaJPhyaARVoaOrV47/5lvJMusVADeKaUl+3tfbff383N3vMVZkiQLL4QYMaVFSXI1OBuM4+++zoM6k1PICkIUB+pGmv/aXphAkTwmKg3mlAmtby0GfyiSeeCIuBBkeAuHTXvb333jv6RW3fvn1YDDQIjT/SZ1JLmloGtQF1jQBJ6devX+YXtbbTGACFcuGFF0afy1NOOSUsAhKh7ANk0aJFmUFD6lEBJIGuijX/mj6XmgYcSKKyDxCNItUvqaYt4DYBkmLs2LHR51K9AutrzQogX2UdIFOnTs2MNNWcN0BSXHLJJdHnUpP8AUlV1gHiJz/TXDflOIoUybRu7Vp3xN57u+b/8R9uyP33h8VAYpRtgAwfPjwKD81xw9KgSJIP3njDtd9nH9dmjz3cN3HWcgEaSFkGiEaU+mkJmF8ISTO0Tx93ySGHuNs19QyQYGUZIFotTOGh6SHKZdplFAfdSv1z27ZRgEws4YWIUBrKLkAUGH6pSQUJkCRzp02LwqNzy5ZuaQmtnY3SVHYBoltWCg/dwir11cJQfIb36xcFyC0XXRQWAYlTVgGixnI1mitA1IgOJM11J50UBcg/H3ssLAISp2wCRPeW1V1X4aHuu0DSfDxjRvr21aGHusVffBEWA4lTNgGigYIKDw0c1ABCIGmevvvuKED+dt55YRGQSGURIJqiRFOVKEA0dQmQRH857bQoQMYMGRIWAYlUFgGiSRIVHpo0UZMnAkmzYM6cKDy0Lfz007AYSKSSDxBNz65p2hUgmrYdSKLnBg6MwqPH2WeHRUBilXyAaIEohYcWjNIU2UAS/fXMM6MAeX7w4LAISKySDhAtTavw0KYla4Ek+vKTTzK3rz6fOzcsBhKrZANk7dq17sADD4zC48QTTwyLgcQY/cADUXjc0KFDWAQkWskGyL333huFhxbkmTlzZlgMJEavc8+NAuSZe+4Ji4BEK8kAWbJkidt2222jALnyyivDYiAxvl6wIBo4qAD5lC86KDIlGSCXX355FB7NmjVzS5cuDYuBxHjh8cej8Lju5JPDIiDxSjJAGjduHAXIwIEDwyIgUV4cPjwKkOcGDQqLgMQryQDp0aNHdBWybt26sAhIHM17xZLKKEYlGSAAgLpHgAAATAgQAIBJQQPEj/quSdx6oblz57orrrgiGiCoiRE33XRTt+uuu7ojjjjC3XDDDW769OnhQwAAdST/s3g14gZD3HrZ+vbt6xo1apR5bFUbAKB+FPSMG/ckHreep1l0VV/L0V5wwQVu0qRJ7ptvvnGrV692H3/8sZs8eXLU82q//fYLHwrUKz+nVfZ2aatW7pq2bd3gbt0YLIiSEv8sHkPcYIhbTz755BO38cYbR/UfffTRsBhIlDA8wq3LYYe5GVOmhA8DilK8s3hMcYMhbj259tpro7rnnHNOWAQkjg+KbKtXrnQfvf++69u5c1TWk88ySkS8s3hMcYMhbj1p2bJlVHf8+PFhEZA4lQWIt2Thwqjsd4cfHhYBRSneWTwmHwxxtzi22WabqO7ixYvDIiBxqguQb34MkD+3bRsWZR6nEemTnnzS9TrvPHfZUUe5S1NfoICkincWjykMiJq2OHzPqzVr1oRFQOJUFiDfr1rlPp4xw/Xr0iUqG9G/f065+Mc92qtX5u/aNFMvkFTxzuIxxQ2GuPWEKxAUk+yTf7hd+T//454dMMCtW7s2fFimzu9at47WR1/46afM5YbEi3cWjyluMGTXe+utt1yX1DezffbZx22++eZuhx12cP+T+kUbMWJEVE4bCIpJGBrh9v8uuMDNmTo1fFimnDXRUUxqPtvnwRIgCoi7777bTU39Ui1fvjy60hg7dqxr0aJFNLrc98I699xzg2cBkscHQbY1P/zglnz5pfvXyJHu6jZtoq68H779dk4d/7iv5s/P+TmQZDWf7fNgCZCqzJkzJ5quxI8D0SDCoUOHhtWARKksQLJ98PrrUfmtnTrl/Nw/7t/ctkIRqf4snqc4wSBx6ik4mjZtGv39tttui+orRH7zm9+4l156yS1btsx9//33UT2NRL/55pvd/vvvHzwLUL9qCpBVK1ZE5X886qicn9f0OCCJqj+L5ylOMEh19bQEraYqad26tevevXvm571793Y/+clPMo+tagMaUk1B4K9A1KCerabHAUlU0DNu3JN4ZfXCIDjuuOPc2qC3yuzZs13Xrl3dAQcc4LbaaqtoNt5ddtnFHXnkke7GG29077//fk59oL5VFgS+DeSVH9tAVP5g6vOarbLHAUlX89m+ni1cuNA9/vjjrnnz5u6vf/1rWAwkmg+C6ra/tG/vlgXd0gkQFKPEBYg3YcIEt/POO4c/BhItDAttnVu2dF2POcb1+c1v3NiHHooGFoYIEBSjxAbIt99+G92iAgAkU2IDZMyYMdFYEABAMjV4gGg52mHDhkXL1WqBqPnz57sHHnjA7bjjjm706NFhdQBAQjR4gGgMx5lnnhm1d2jiRE1l0qFDBzeFRXcAINEaPEAAAMWJAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgMn/BzVbikC4stdYAAAAAElFTkSuQmCC)
PN: 4H23-9-Y6
CAS: 143982-54-1
Molecule Weight: 269.098
Formula: C10H9BrN2O2
![Ethyl 3-bromo-7-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-D-13
CAS: 1427460-50-1
Molecule Weight: 303.54
Formula: C10H8BrClN2O2
![Ethyl 3-bromo-6-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-D-15
CAS: 861208-16-4
Molecule Weight: 303.54
Formula: C10H8BrClN2O2
![Ethyl 3-bromo-7-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-B-0A
CAS: 2379918-49-5
Molecule Weight: 287.088
Formula: C10H8BrFN2O2
![Ethyl 3,5-dichloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-5-43
CAS: 1000018-01-8
Molecule Weight: 259.09
Formula: C10H8Cl2N2O2
TSCA: Not listed on TSCA inventory