![8-Bromo-6-chloro-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 4H56-D-35 |
| Purity | 96 % |
| CAS | 1072944-56-9 |
| MDL Number | MFCD11504898 |
| Molecular Formula | C7H3BrClN3O2 |
| Molecular Weight | 276.47 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-D-35
CAS: 1072944-56-9
Molecule Weight: 276.47
Formula: C7H3BrClN3O2
![8-Bromo-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H55-9-0B
CAS: 1289042-52-9
Molecule Weight: 242.032
Formula: C7H4BrN3O2
![6-Chloro-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H55-5-54
CAS: 25045-84-5
Molecule Weight: 197.58
Formula: C7H4ClN3O2
![6-Bromo-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-9-0W
CAS: 64064-71-7
Molecule Weight: 242.032
Formula: C7H4BrN3O2
![6-Bromo-7-methyl-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-9-88
CAS: 1072944-64-9
Molecule Weight: 256.059
Formula: C8H6BrN3O2
![3-Nitro-6-bromo-8-fluoroimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABsbAAAbGwFf6KvDAAACTXpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnWdblK4hTZCkKDOgBrB2wt0FxlMRAbBeym+Pfj7KbLG4yBz4okfxESaQ0vtsXG9gaW+dVmRJOGQFTZtUiL1cp+fX24MXkbjLO0Akdyzol66Z5H/n+brej2doUel+VNKsK0tlH+zrv+ewkrezKF4xx//fT42vLeHlZN7rMDFJ1Pqpb5WOV6aadxX9C+IW227z0O3e/sNtutD+CuZfRfb0g/9YyQ9sUUVjmGwPLyha6ga1gFF/2DVamNFY3ZgHzA6olVbj2yfjpvso+ClM22HQj5JnevDb2I0NFUW1M9oGDYePHfUoKjoBuqmJqrT6Aazm15qAFaAlagQ5Ah6Aj0DHoBDRn+KGdowNHD65wvzfGBXw7vJuUvMAzvMAMn+f2/9D+v1unIN0qNrO1tiv09ThwYNcf3FmREka5kgo4DVUSgaBhzAQKLoIQlUIwdexJGiRoUzQRMjmKkIogCo8iQhec86etAwgcMIynqJQyAJSMSwleQHkQxeAJGqg4Ao9TyQT2ceeDMHEykNjHXMhI4EyiCMVRixSLOhmrvnR63HP/tOmT8bwqF2dNyBcpmXPSZuOnWdbiMyEEKrswFmvcDeBczwHRB1z6ToC4BsgLQA1HUH3AlcYJmF4Dgj7gCmkYCPuAK7thIOoDrkiHgbgPuJIeXnRyAXA2HMLZe6lrD8wN5mu62wM2PDMurjDyRpwvST8e4EHmMu83keAiL9cR/6z2/ePlhM2Li8s/u9V8vMsnfwGwZLvzTnqlowAAQZBJREFUeF7t3Qm8VfP+/3HDvdd1uYaLew0XGTJzTUmlEtEg0yU3ZL6JFD9jpvwM8eO6yJhKKUo0KkqKiEgSJWlACWmmQaXC93/eq/9aZ+3vPnufvb9nD2uv83o+HutBZ3333muvs89677XW9/v5bmIAAHCwif0DAAAyQYAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIUKK6Xb5JxguQD3yygBJlh0S6BcgHPllAiSIgUGx88oASRYCg2PjkASWKAEGx8ckDShQBgmLjkweUKAIExcYnDyhRBAiKjU8eUKLCAZJuAfKFTxdQouygSLUA+cKnCyhRhASKjU8eUKIIEBQbnzygRBEgKDY+eUCJIkBQbHzygBJFgKDY+OQBJYoAQbHxyQNKFAGCYuOTB5QoAgTFxicPKFEECIqNTx5QoggQFBufPACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQICY+HrqcDNpWCez9qel9iogLwgQIAbWrlxselzxO29Q4fj+7e3VQF4QIEAM/LhgRjAqfUz3c+zVQF4QIEAMECAoBgIEiAECBMVAgAAxQICgGAgQIAYIEBQDAQLEAAGCYiBAgBggQFAMBAgQAwQIioEAAWKAAEExECBADBAgKAYCBIgBAgTFQIAAMUCAoBgIECAGCBAUAwECxAABgmIgQIAYIEBQDAQIEAMECIqBAAFigABBMRAgQAwQICgGAgSIAQIExUCAADFAgKAYCBAgBggQFAMBAsQAAYJiIECAGCBAUAwECBADi76dYW44bRNvef4/BAgKgwABYmDenBmm0SGbeMtd1xMgKAwCBIiBWbNmmG3+tIm3XHQBAYLCIECAGJgxY4bZZJNNvOWccwgQFAYBAsQAAYJiIECAGCBAUAwECBADBAiKgQABYoAAQTEQIEAMECAoBgIEiAECBMVAgAAxQICgGAgQIAYIEBQDAQLEAAGCYiBAgBggQFAMBAgQAwQIioEAAWKAAEExECBADBAgKAYCBIgBAgTFQIAAMUCAoBgIECAGCBAUAwECxAABgmIgQIAYIEBQDAQIEAMECIqBAAFigABBMRAgQAwQICgGAgSIgWnTpgUB0rBhQ3s1kBcECFDiXn31VbP77rsHAaLliiuuMEuXLrWbAjlFgAAlSpetmjRpkhAc4WX77bc3Xbp0MRs2bLAfCuQEAQKUmB9//NFcc8015ve//31CYBxxxBGmVatWZsstt0z4+QEHHGBGjRplPw1QZQRITBx1VLdgOfrobmbmzCV2kwTh9igNv/zyi+natavZcccdEwJi5513Nr169TK//fab1+7rr7/2bqTbZySnnHKKmT17tvWsgDsCJCbCgaClXbsRdpMEBEhpGTt2rDnssMMSAuEPf/iD6dixo1m5cqXd3DNu3Dhz+OGHJz3m+uuvN8uXL7ebA1kjQGLCDhAtEyd+ZzcLECClYc6cOeass85KOps4/fTTzZdffmk3T/Lrr7+aHj16mJ122inh8X/961+9n2s94IoAiQk7PLS0bj3Y/P+rGkkIkGhbtWqVue2228wWW2yRcOA/+OCDzZgxY+zmldIZh848dAYSfj7dN3nnnXfs5kBGCJCYCAdC3bo9g/9//fWKv6USINGk+xh9+vQxu+66a8KB/i9/+Yt5/PHHq9yjatasWaZ58+ZJZzT/+te/vHsnQDYIkJgIB0KXLhOC/z/jjP5lB53kyxQESPRMmDDB1K5dO+HA/rvf/c5cddVVZtmyZXbzKnnttde83lnh11LvrTvuuMOsXr3abg5UiACJiXAgLF++1jRo8Gzw75de+sxuToBEyPz5880FF1xgNt1004QDeuPGjc1nnyX/7nJl/fr15pFHHjHbbbddwutqUGLfvn3t5kASAiQm7EDo3n1y8O+TTnrOrFmTeOnDbo/C+/nnn03nzp3N1ltvnXAA32effczLL79sN8+bJUuWmLZt25rNN988YTvq1q1rJk2aZDcHAgRITNiBsHr1+rJvsH2CnylQ0rVHYQ0aNMjstddeCQfsbbbZxtx///1m3bp1dvOCmDp1qjn++OMTtmmzzTYzl1xyiVmwYIHdHCBA4qKiQOjX79PgZ/Xr9zI//LA2bXvkXykcpKMYbogmAiQmKgqEdet+Mc2b9wt+/uCD76Vtj/xJdZmoXr16kbxMFJXLa4g2AiQmUgXC0KEzgp8fe2wPM3/+xlHLqdojt9LdqO7Xr5/dPHJ0g//CCy9MusF/4okn5vUGP0oDARITqQLh119/M2ee+WKw7rbb3kzbHrkTp66yH3zwQcG6GKN0ECAxkS4QNJjQX6dCi7NmLU3bfvbsZWb06K/MihU/26uQgbgO1sv3IEeUHgIkJtIFgsqZnHfe4GB9+/YjUrZfunS1qVPnGe/ntWv3MFde+aoZMmRG2bfMNQntkEzlQq677roKy6zHqVxIqjIrBx10kFOZFZQuAiQmUgWCb/z4eQltUrVfvLg8QMJLrVrdzeWXv+INSly06KeEx1R3KkjYvXv3CgsWPvPMM7EtWJiu0OMXX3xhN0cMESAxkSoQwi67bFhSMFTUfsaMJea++941TZo8n9TWXy655GXz3HNTg5vy1VWqkuk33HBDtSmZ/tZbb2Vdah7xQIDERLpA8H3yyYKkIEjXXpe+Pv54gXnooffNKaeUdwe2F1X97dnzYzNvXvU4YEqqSZtatGhRLSdt0mRXTz/9dKWTXSFeCJCYyCQQpEOHkUkBkKlp0xaZxx6baE47rX/Sc/hLy5YDTLduH5kvvohnz5yffvrJdOrUyfzxj39MOFAeeOCBTBtrUk+3e/TRR5vx48fbzVHiCJCYyDQQ1ANLPbEybZ+Knqdr10nm7LNfSgoRf1El4Cef/NBMn77YfnhJUoHBv//97wkHxu2339506dKlID2QNKZEYy+GDBnijQq/9NJLvYKLGtl+1FFHmRo1agSL/q2fa73aqb0ep8frefJtxowZpkmTJklnaOedd5755ptv7OYoUQQIqmzu3B9Njx6TzbnnDkoKEX9p0aKfefjhCWbKlGiU68jGhx9+aOrUqZNwINSI8iuuuMIsXbrUbp4za9as8Xo13XLLLd4YDHsUu+ui59Hz6Xn1/HqdfHn11VfNfvvtl/D6f/rTn8ydd96Z19dFYRAgyKnvvlthevf+xFx88dCkEPGXZs36mgceGG8++mi+N9Axqr7//vuy93Fx0ijsRo0amU8//dRunhM6qOpM5+STT07qJlvZou3U2Ye9vZUteh29nl43Hwd1nfH897//Ndtuu23C6+6xxx6mf//+dnOUEAIEebNw4SrzwgvTTJs2w5Mum/lLo0ZPmY4de5mxYycU5NJKJlQw8L777jN//vOfEw54e++9txk8eLDdPCd0f0AFFe3XDC+qQ3XGGWeYm266yTz77LPe6PC5c+d69x0qop9rvdqpvR6nx+t57Of2F72+tiMf9ysWL15s/v3vfyedSdWvX99MnpxYLRqlgQApQRqHoW62gwd/bq+KLA1QHDRoujcw8ZhjegQBctBBncxuu51htt56H+9+wkUXXWSGDx9u1q4trxxcSEOHDk06wKqg4L333usVGMy1kSNHegUV7QO5FvVgat26tdeLKdcj2PV8el49v17Hfm0t2i5tX659/PHHpkGDBgmvpYrEl112Wdlne5HdHBFGgJSY9et/NRdcMMQ7+OpbvQb+lRrNmDhs2EyvR9hBB11n/vrXE8wWWyQOwtNBWzdcBwwYUJC6UdOmTTMnnHBCwjboUpACTZeyck0heeSRRyYdtHV/4Pzzzzevv/56wQYg6nX0enpdvb69TdpObW+uvfTSS2bPPfdMeC1d5nrwwQcjczaK9AiQEvPII+XznZ966gteoJSyVavWmBdfHGHOPLOlV2jQPnj5B9V//vOf3jX6XA9M003wdu3aeYUBw6957LHHmokTJ9rNq+zLL780TZs2TXqP++67rzeOQmVCikmvr+3Q9tjbqO3W9ueSzjTvuusus9VWWyW8Vs2aNc0rr7xiN0fEECAl5P33v/VKiig8dBlo6tSFdpOSpjEW+lbaqlWrpAOKv+iG7ymnnOJd069KFVh1u33ssce8QoDh599tt93Mc889ZzevMl3+Us8je/yI6kcpGDUQL0q0PdoubV94e7X9eh+5vpz37bffemdA9u9bN/c//7x0LtVWNwRIiVAxQ81t7p99aOR3nOmbqSYu0lwUdu8df9FgNY1z6Natm1m4MPMwHT16dIUHxttvv90LsVzT2IuDDz444fX+9re/eUEV9RHa2j5tp7Y3vP16P/mYD+S9994r+5JUK+n3fPXVV5sffvjBbo4iI0BKgI4x4Qq6bdu+Eunur7mmXlEa5a2brHapDH/RTdiGDRt6ZxX6NlsRFfg79dRTkx579tlne72V8kFnSuGzKfVA0hwaqXpORZW2V9sd7kGl96X3l2sKLT2vfXN/hx12ME899VTkztaqMwKkBKhooR8eJ57YJy/VcHVJR10p1S//1ltv9aqsaiSzSlBUNMJZ6zUQTbPqffTRRwW76amDx9ixY82VV15pdtlll6Qw8BcN/PvPf/7jVYxdsWKFufHGG70Cf+E2//jHP7xCgPmgMyjdgA+/3v777x/J6Wuzoe3X+wi/L73PfPSa0/2um2++OWk8zKGHHup9BlB8BEjEqQyIpqL1e12NG5e77pz61q1v7PpWnm78QSaLek01a9bM60Ezc+ZM+6XyQt9UNc/Gtdde6w1Ks7fJX3R2Ev63zmJ02Stf32T1bV1jG8Kvqev7xb5Bnit6H/b9Cr3ffJ1V6ca9xq/Yv1eNy6Hbb3ERIBG2evX6hOloNXq7qtQltnfv3t7lHvsPMtXiMsJZ17E1S10+S33Y1GtK31jtcRz+omvpCpt8HehEXX71Ddl/TfUs69Gjh90sFvS+wj3n9L7z0eXZ98Ybb5hDDjkk4XeqOl8oHgIkwjp1GhuER6tWA826de7fmDU3xd133+0N1rMPrFq22WYbc9ppp3ldKjX2YurUqSlvWurnWj9w4EDTuXPnspA7M+Xz6uZ0+/btC15Ab8qUKd7c437oqZtuvs+MdI9FQeu/d+2TfIzojhK9v/DvXu8/n5NJ6VKrBj/6r6eZEVE8BEhEjRgxOwiPevV6mjlz3L416wa0DvIVHeB12UcH2QkTJuTkco7uhWjEtkqb26+l+w+XX355wS856MarXl/dc/Np/vz5CeGh18tHL6Uo0vvU+w2HiPZHvvTs2TN4rUcffdRejQIiQCLo229XmAYNng0CRHOSu9D9gQMOOCDhQK77Aep1pMsB+exCqstJqlZr3wDdbrvtvJ40hRplXYgA0SWx8Ix8qj47b948u1ms6f2Gq+5qf+TrUiEBEh0ESMRs2FBeqkTLTTeNsZtUSoO81EspfM9CwaEZ9Ar9rXjBggXefQe7RMYxxxyT10sdvnwHiHofhW+Ya76Q6hYePr3v8Hwp2i/56J1FgEQHARIxjz76QRAemkNj5cp1dpO0VCRPXW3DB2t1V81HWY5sfPfdd0lTwOq+i0ae51O+AyTcVVeXCQsd0FGj9x++XKr9k2sESHQQIBEyYUJiqZJsJ1/SmAb/gKlF9x0eeOCBgsyWlykV7dtrr70SgqRDhw45uQdTkXwGiAa7+e9BvZE0ihobR5OHe2flerAhARIdBEhEqFTJySc/H5x9aIa/bGjmt/Af7e677170s45U1CNMPbfCIaJiibmuryT5CpDp06cnXJaLa1ddV9of/r7RftL+yhUCJDoIkAjQvWyVNvfDQxMwZVOqRJeBNMbB/6PSjHlLliyxm0XOI488klAFVyPcNWo8l/IRIAq6cG0rDapDsvBgQ+2vXH1BIECigwCJgL59y0uVNGrUO6tSJbokFA6P008/PWd/qIWggonhMyeFSC5vvOYjQFSN1t9elfWIywjzXNN+CZc90X7LBQIkOgiQIpsxY4mpU+eZIEDeemuu3SQlDebTjWj/j+ncc8+N1P2OTKm7cbjiri5n5eqeSK4DRGU1/JLsKiyosS9ITfvHL8Co/ZaL+UQIkOggQIpo9ep1CaVK7r//XbtJShqQF+4yqcl+SjE8fAqR8JmIbqznQq4DJDwZlKrTonLaT+HPaVURINFBgBTRtdc+WXaKf4M54ojHzDnnZFeqRJMq+X9Ehx9+eM5n6isGXc4KlwvPRRffXAbIsGHDgm3T/BjqDIDKaT+F5xPRfqwKAiQ6CJAi6d9/oNl228PMLru0MAcffHXZqX3mN71VQdf/A9KMeqnmvyhFXbp0Cd6bLs9VdbBhLgMkPL4mH7MWxpn2l7/vtB+rggCJDgKkCL766ivv4LjZZr83W2+9j+nde7jdJKXwNXgtQ4YMsZuUvHAXX41Yr0rZk1wFyMiRI4Nt0myG+SwDE0faX+FZILU/XREg0UGAFJgmXqpdu3bwB6AbxtlQxVz/sW3atLFXx4IueYQHGz755JN2k4zlKkDq1asXbI/mCkf2tN/8faj96YoAiQ4CpMA6duwYfPg12C9VyfSKqMuu/9iddtopb8XqoiD8XlWAMZs5z8NyESC6we9vy7777puzHmLVjfab9p+/L7VfXRAg0UGAFNCYMWOC2fF0s/jddzPvdaVLAOGKr927d7ebxE64dpZKwbvIRYBccsklwXZoJkO40/7z96X2qwsCJDoIkAJZvHhxwhze2Q6qGjFiRPBYFUesyn2BUqE5JbbaaivvPauul8ukVFUNEM3g6E/3q5IccejtVkzaf34JGO1X7d9sESDRQYAUgM4emjdvHnzoVeY628sg4Slo+/fvb6+OLZWC99+3ZjbMVlUDJHzdnpIluREuceJyP4kAiQ4CpABU88n/wKvUdbbfpCdPnhw8XjeXsw2fUqY5tv1eZxpomO0c61UNkCZNmgT7ftSoUfZqONB+9Pep9m+2CJDoIEDy7OOPP06Ylc+l2234W7jGSVQ3bdu2Dd7/448/bq9OqyoBsmbNmuB3t/POO1er4M4n7UftT+1X7V/t52wQINFBgOTRTz/9lFBMTlO8Zkv3OnbddVfv8apcW+g5xaNAZen9fVirVi17dVpVCRB1evBft3Xr1vZqVIH2p79vtZ+zQYBEBwGSR+HeOypnne03LRk7dmzwHC6n+3Fx4IEHBvvh888/t1enVJUAueWWW4LX7NWrl70aVaD96e9b7edsECDRQYDkiW50+x9yXbufNm2a3SQj4XEj1fkgdu+99wb74b///a+9OqWqBEh4wKemCkbuaH/6+1b7ORsESHQQIHkwZ86chPLkTz31lN0kY8cee2zwPPPmzbNXVxvhjgTNmjWzV6fkGiDr1q0LJrvae++97dXIAe1X7V/tZ+3vTBEg0UGA5JhKqocP+meccYbdJGO6h+JPFlWjRg17dbWie0EqHKl9sfXWW3slYTJRo0Y9s802B5sDDmhkr0pLU7Dm4neI1LRf/X2czZS3BEh0ECA5Fr5urvk6li1bZjfJ2Lhx44Lnuuiii+zV1Y7qhvn7I9OJnA4/vJ3Zc88LTe3a19ir0lJvOf+1br75Zns1ckD71d/H2fROJECigwDJoTfffDOhVIkCoCp69OgR/KFkc90/ru6+++5gfzz//PP26go1bNitLEQeNSef3NNeldZ9990XvNazzz5rr0YOaL/6+1j7O1MESHQQIDmyZMmSoLutljvuuMNukrWbbropeL6qTsITBwMGDAj2x2233WavrtAJJ/TxZnts1iy7Ec8XX3xx8Frvv/++vRo5oP3q72Pt70wRINFBgORIixYtgg+1SlXnYtBZeF6MbLquxtWnn34a7I+WLVvaqyvkGiDhGR+zrRyAzGi/+vtY+ztTBEh0ECA5oA+x/4FWqZJc9ZY67rjjguddsWKFvbraUfl6f3+oNlgmXAOkQYMGwWvFuWx+MYV/n9rfmSJAooMAqaIpU6YkzBA4aNAgu4kzzXWu59x0002rRfXdyqiHm/aF9smRRx5pr66Qa4AcccQRwb7Pxdkkkmm/+r9P7e9MESDRQYBUgSaDCo/3cJ2zIhV/8h2VNMdGfilw7ZtMuAaIv+/1esifbH+fQoBEBwFSBZ06dQo+yBqb4DK3QTr+Tfkdd9zRXlVtaV9on2jfZMI1QNj3hZHt71MIkOggQKpgxowZXndd/8Oc6662nIEky/Ybq2uAcAZSGNn+PoUAiQ4CpIrUvda/jqtZ8zId4JYJ7oEk4h5IvHAPpPQRIDlw1VVXBR/omjVrmlWrVtlNnNALKxG9sOKFXliljwDJgbVr15rDDjss+FBfeOGFdhMnjANJxDiQeGEcSOkjQHJExeD867laXOZ6tjESPREj0eOFkeiljwDJoW7dugUf7G222cZ8+eWXdpOsUAsrkUstLNcAoRZW/lELq/QRIDl21llnBR9uTb+aadnxilCNN5FLNV7XAKEab/5Rjbf0ESA5phuDe+yxR/AB12UoV8wHUs51PhDXAGE+kPxjPpDSR4Dkwfjx44PZ7FTeffTo0XaTjDEj4UauMxK6BggzEuYfMxKWPgIkT+66667gQ77zzjubRYsW2U0ywpzoG7nOie4aIMKc6PnDnOjxQIDkiS65hMcS6Fvzb7/9Zjer1NixY4PnaNKkib262jjwwAOD/ZBNl+aqBEh4dsnqHN75oP3p71vt52wQINFBgOTRt99+G1y31/Lwww/bTSqlIPLrMulU3/VMppRNnDgx2IfqmJCNqgTImDFjgtdt3bq1vRpVoP3p71vt52wQINFBgOTZ0KFDgw/7Flts4V3Lz9a1114bPEeXLl3s1bHXtm3b4P0//vjj9uq0qhIga9as8X5nel1dhqSkSW5oP2p/+n8T2s/ZIECigwApgCuvvDL4wO+3335ZlzoJ30Dea6+9qtWB7Pvvvw/mW9lyyy3N0qVL7SZpVSVARJcN/X0/atQoezUcaD/6+9TlsiwBEh0ESAGo1MkhhxwSfOizGXXrU+0n//H9+/e3V8dW+Oyrffv29upKVTVAVFHAf/3zzz/fXg0H2o/+PnWp2ECARAcBUiCfffaZ9w3a/+C/8MILdpO0RowYETz2H//4R7Wozjt//nyvlL3esyodu9SkOumk57wAOeWUfvaqjGiOlz//+c/eNqhUzcqVK+0myIL2n1/yR/vVZQ4dAiQ6CJAC6tq1a/DBV6mTr776ym6SknpwhQs2du/e3W4SO+ecc07wfl1ne3z00Q+8AOnadZK9KmOXXHJJsB0qVwN34XI/2q8uCJDoIEAKLFxhV/3fMx1RLa+//nrw2J122inWZcbD73W77bYzCxcutJsUzDvvvBNsiyY+qk73oHJJ+82fqEuL9qsLAiQ6CJAC0zzqu+++e/AHkG2dpdNOOy14bJs2bezVsbB8+XKvs4D/Pp988km7ScHVq1cv2B6X6/ZIvJ+k/emKAIkOAqQI9M3LnwpXpU7eeOMNu0lKqvDr90rSkk0RulIRPks75phjInG/Z+TIkcE2HXTQQU6DQqsz7S/tN38fan+6IkCigwApkv/93/8N/gg0UHDx4sV2k5Qee+yx4LEaqKgBi3GhcS7+e9N9oi+++MJuUjRHHXVUsG3PPfecvRppaH/5+077sSoIkOggQIpE14Pr168f/CFoRrZsvtWGZ8zT3Olx6B308ssvB2dmWl566SW7SVFpUi9/2/72t795l9pQOe0n7S9/31V1cjQCJDoIkCJSt9Ttt98++GPIZpS5Spr8/e9/Dx7btGlTs2HDBrtZydBlvXA35w4dOthNIkH72d/Gq666yl6NCmg/hT+nVUWARAcBUmSDBw8O/hhU1uGTTz6xm6Q0depU7zKP//hzzz23JENE4bHtttsG70MTR7n0dFJ3XX85+uhuZubMJXaTBOH2mQrfg9LZUqYTW1VX2j/+WaX2W1Vn6RQCJDoIkAgI13o64IADvImkMqXurv6kU1pOP/108/PPP9vNIkuXrcJnHscff7w3ct9FOBC0tGs3wm6SwCVA5M477wy2d//998+6NE11of2i/ePvK+23XCBAooMAiQAVkzv44IODP4pLL73UbpKW7hWEQ6RRo0ZmyZL0376j4JFHHgkmbfLDY8WKFXazjNkBomXixO/sZgHXAFFAh39flDipWLhkifZXrr7YECDRQYBExLRp0xK+ib/44ot2k7ReffXVhMdrrInKoEeRbqqGu+pq0WWrqh5g7PDQ0rr1YJOqb4JrgIimYPVLcmjp0aOH3aRa0/7w9432UzZT1laGAIkOAiRCNGDO/8PQPYG5c+faTdJ66623zA477BA8h+pHPfDAA5G6L6JLbuFBglp0w9zlnoctHAh16/YM/v/11yu+7l6VAJFnn302eA8K7/fee89uUi1pP4S/zGg/5RIBEh0ESMScccYZwR9HnTp1sj74a6rQ8HgFLSq+WOyzke+++y6htpUWdQDIZVfdcCB06TIh+P8zzuhfth+TByNWNUDkoosuCt6PetSpaGZ1pvcf7lmo/ZNrBEh0ECARs2zZsoTuubfeeqvdpFK6FKQ5SDbddNPgeTTiXQfwQh/gFixY4JVkD1/u0aIR5rkeJBgOhOXL15oGDZ4N/v3SS8nvOxcBohv+4fE8+t3NmzfPblYt6H2HP7vaL64dItIhQKKDAImgt99+O6HUieZFd6HuserVFT5w6/nOPvtsr3xKNgMXs6UzniuuuCKY0c9fVBjxqaeeykt5EjsQunefHPxbZd3XrEk8m7Pbu1JRy3ClZE0aVt1CRO9X79vfB9of+Sr2SYBEBwESUZ06dQr+SHbbbTfnXlXr1q0znTt3Tris4C977LGHueOOO8yECRNycg9Cff7vvfdec+CBBya9lu7HqCR7Pud0twNh9er1pnHjjRNKaVGgpGtfFZq7pEaNGgm/s0Kf7RWL3qfer//etR+0P/KFAIkOAiSidEAPV4A99dRT7SZZUc+nu+++u8Ig0aL7Ear0e9ddd5kBAwZ4gxRVObgi+rnWDxw40Asn9ahK9bwaPKaZBF0mg8pWRYHQr9+nwc/q1+9Vtu3ll1Qqal8VuiQXDhHtk/Hjx9vNYkXvL/y71/vP9aVJ2/XXXx+8XlwrUpcKAiTCdEM8/MepIopVpRngevfunTBFbmWL7qXowBC+p1LZUqtWLfP4449nPYd5VVQUCOvW/WKaN+8X/PzBB8t7SlXUvqo0h/uhhx4a7Af1RoprF1+9r3BvK71vvf98UUeMCy64IOmzpnt7+ltB4REgEadv+f4fir7NT5kyxW7iTN2EFUo6u/GnbXVdtt56a9OsWbOyA/SDZubMmfZLFUSqQBg6dEbw82OP7WHmz99YeDJV+6rStf/wjXUtGlQXlxHreh/hQYJa9H7zdc9DnULuuece7zNmf+78RUGmy77ZVHFA1REgJUCn6f4fiu4vuMwjXRl1F548ebLp37+/1/PrrLPO8kaGH3300d7Zh7+oi7B+rvW33HKL6devn3fvI5uZFfMlVSD8+utv5swzXwzW3Xbbm2nb54J6H4W7+GpRWY9Jk9yn1o0CbX+4PIkWvc989LYSfYEKXxbUosut9913n3nooYeSLp2qFxgTfhUOAVICFBjhyXj+/e9/201ib9myNWbIkBnmmWcmm5Ur19mrPekCQYMJ/XUqtDhr1tK07XNFg+i22mqr4Hen3nWqTpuvb+v5ou3VdofL7et95XqQoE9n2vqiEg4H9SDUPOrh6Y11iVS9/cLbpaVu3brmww8/DD0j8oEAKRG6aR2eiVA3uuNu0aKfzIsvTis7AxtuatXqHhzsH3rofbupJ10gqMfyeecNDta3bz8ibftcUi+lcO0sLZofQ5Ms5bMrdS5o+7Sd4fk8tOj95KOXmXobqreeHQjqUJLu7O3TTz/1asCFH6PAufjii72xSMgPAqSE6Ka0/8eh8RRxvHGo+xN9+kwp+6b5csIBPrwMGFBxXaXKAmH8+HlJz5WufS7pOr6q0Ya/BGjRmaUuueSiG3UuaXu0XeEzXy3afr2PqtYts+kS6MMPP+x9rsOvp5puukyaKU2PsPfeeyc8h+7v/d///Z/XpR25RYCUGHW19f8wdJqebamTKJo3b7l3aer888vPEOzllFP6eWceU6eWX76wZRIIl102LOm57fYaP/L223PNihW5PUiK5sMIT0rlL/vuu695+umni36jXa+v7dD22Nuo7c7FfB621157Lem+im6Ka9pnl/t9CjeNR7Jvuu+zzz5m6NChdnNUAQFSYnTNNzxo6/bbb7eblITZs5eVHagmmZYtByQdzP3l9NP7l511TTSffZbZ4MNUgRD2yScLkl7Hbt+hw0jvZ40a9fZKoPzyS+5HzQ8fPtwceeSRSQdplXxRDycVnczHaP2K6HX0enpdu+SMFm2ntjfXZs2aZZo3b570eq1atcrJSH4NZrzwwguTup+feOKJXvVrVB0BUoJU2sS/Rqz/qgpvKZg+fbF54omJXnFD+wDuLwoUBYtucmcrVSDY/IBI1d4+S9E2pZtXpCpGjhyZMGA0vOy8886mdevWplevXjm/XKnn0/Pq+fU69mtr0XZp+3JNg1qvu+66hDlstCioVH4n1z744ANz7LHHJryW5qFp166dV3sO7giQEnXbbbcFfwzquljIAXvZ0Dd+XXpq0aJ8MJ+96Oa2LmF9/XXVeialCgSbwkk9sVK11837G28cnbSd1147ynzzjfuEV+loRLd6GKUbj6NLMKrWfNNNN3m9n3Rg1FieVD269HOtVzu11+P0eD2P/dz+otfXduRjBL3OdLp372522mmnhNf861//Wvb7fybvZ1zqDBA+e9fyl7/8xRsLFYdLwcVAgJQofeBV7t3/Q9BUtlGgMReTJs0399//rmna9Pmkg7C/6Ca5bpb7g/qi6KOP5ptWrQYmbLcGIj766Afmp5/yc0NWs1Pq5vXJJ5+cVIiyssWlYoAWvY5eT6+r188HFQg9/PDDE15X9dFuuOGGKs1CmS0NNNRl34o6M4wePdpujkoQICVM3y7DvVaeeOIJu0lBqAfNmDFvm+uue9TUrXtPUlhoUTdcdcft33+a9w2/VCgQBw/+3Jx4YnlRRi2q7jts2Exvfb7oYD5mzBhvwGbt2rWTura6LnoePZ+eV8+fr9AQfUZbtmyZtA0tWrQws2fPtpsXjLZLVant7WpV9rNv5syxmyMFAqTEaUIm/8Ovb1XqD18IGnk8bNgw7yalQuz3v9/O7LhjfbPPPu3MkUd29Q6yxxzTw1x55aveAVgDAUuZBi/qUlzt2j0SgkRT5k6ZUphxBgpqjb0YMmRI2Rne/ebSSy81jRs39gbcqUJARRUDtF7t1F6P0+MLUTVA3/RVWsT+pq9KCrphHxW6f6gJ17Rtm5Wdue29/fbmpJo1zYAuXcxayqJUigCJgcsuuyz4A9WpeL6+UapLpQLr3HPPTeoiuckmm5pttz3M7LvvxaZdu4Het/N8dIMttrlzf6zwJvytt75pFi4sbhfcqHj++ecTJpbSopIjKr0exXsNGvPSrVs3s9/uu5ujd93VnFX2N3R5WQDfcNJJZnzZl6Tf8nxvppQRIDGgb3vhiaM0kjdXdH1aBwSVbA9XXg0v+rnW9+8/pOybevb99kuRBiWG62tpqVevZ9mB6CPz88/RO0gWgiYRC9+X06LeTpodM6qdPMJWLF9uunbubK6oXdsLEH+5t3Vr88Unn9jNYQiQ2Pik7AMevuk6aNAgu0nG9MeuLp7qo5/qRq7OQHQmopIqLoO94kDzrPftO9U0bPhsQpBo0KNqb1UXKuGugor2zfsTTjihYJdUc2nh11+bRzt0SAgRLT1uvdX8EKrDBQIkVnSJwP/j1SWDbAZjqV6QRiBrkJW+NdqBoUX3OnSg0L2PfFVfLUWapKpz53EJ9bq0aDzJjBluM0mWApUGUVVcu+uxSonofkupmzZ+vOn0z38mhEj7evXMK926mfU5LuVSqgiQmFHvFv8P+bjjjktbY0mzBCp0GjRo4BWeswNDi/rs6x6LbnwW4uZrKdP4EvU0C4eIQuXuu8eVfCcCmwKioppTKiGS6zpZxfTLhg1mTN++5n+OPz4hSG4+5RTz4ahRdvNqhwCJGVUz3XXXXYM/as15HjZnzhzzwAMPJI3MDS96vEbpasR7ugBCxUaP/sqceuoLCUGiy1wa97J+fWnfkFUJEF2aCn9edOlKZ6b5nI2w2Fb+8IN5XvdHatVKCJL/lH25mjdjht282iBAYujNN98MzijU5183wTWj2xFHHJEUFv6y5557euUl3n33Xfvp4EBT6fboMbnsLLBnQpC0aNHDvPFG6d2Q1X0x3Qy3L2/qprlunlcX38yaZf7bpk1CiLQtC5U+d91lVlbDsigESExpkJgdEvaiiqtqx8Q7+aNBk506jQ0CZL/9rjU779y07Ayltfn888/t5pGjbre6zGnP/KeSIPpiUl19pAGep56aECRXN2hgXu/Tx2yoRpd6CZCY0h/+tttumxQamghIZbI1QRUKR2XoW7XqafbY41yz3Xb/KDtD/INXTPDqq682P/zwg908ElTaQwP/wp8fDQxUKRDmHjdm/bp15tUePUyH445LCJLbzzzTTB03zm4eSwRIjGkyHv8P/5prrvHKZ6N4NLtf//6vmRo1Dks4KO+www7mqaeeisz9JpUYObXs27X95UMlSVQCBIl+XLTI9OzUybQ9+uiEIHmkXTuz6Jtv7OaxQoDElOaU9v/wdcMc0bFy5Upz8803J42xOfTQQ737V8WiQaM33nijV+QwvF0q9aFiiEjvq7Kz+vsuvDAhRDo2a2Y3ixUCJKZUh8g/ADz44IP2akSAZvdTeXX7m75G9X/11Vd287xRGXWVU7fnPVcXbpX4iMqZUSnQWeb7r7xibmzSxAuQW087zW7iCYeMveiSWKeyz0CvO+4wsydPth8aKQRITPlzWauLpbruIrp01nHIIYckHLx1dqIODvme4la97uyZEXVv5tprr005zwgqt3b1ajPp9dfNj4sX26s8dmikW/red19k63ERIDGk3j3+wUAHB0SfvuU/+eST3v2Q8MF8l112Mb179/a+2eaSqhRo6tjwa2lp1qyZmTlzpt0cORYOiDCdDS79/nvz1ksvmWsaNgzajC37dxQRIDGkMR/+AUEjg1E61COrQ4cOSeMtjjnmGPP+++/bzbOmumXqhWcXxtx///3zMn0tKpYqQMImvPpq0Oauf/3LXh0JBEgMhWd+49tkaZo+fbo56aSTEg7yuhypOcy/+85tfvYXXnghoWeeFtU3e/jhhylTU2CZBIhGv/ttrqpTx14dCQRIzOjmq39w0HV1lLbhw4d7Az7DB/2tttrK3H333RkXtPzoo4+8umjh51CFApX9V+kbFF4mAbLqxx+DNjel6M1lP48mwVKxx/9t2dJcVbdu2ufPBQIkZv7zn/8EBwldqkDpU9Vb/V632WabhBDQzIMqp5/KwoULvdkI7UKZDRs29Lp5o3jsA39FJowYEbTp1rGjvdoTfp4Vy5aZO885J+Fn6Z4/FwiQmNFc1/6BgtHm8ZIuEDQfjE+Bo4KZ2QYOCifVAV430TXnyLhBg8z/NGrkrb++cWOzMMXUDOHn6XrDDV55lclvvGFWr1xpN80LAiRGVJ7dn9SnZs2a9mrERKpLUm3atPHqU1V0yUsdKzK95IX8s88SKlo0lmTAQw+l7Aos4fYqOf/DokV2k7wiQGKkS5cuwUFDI50Rb7opvsceeySERXip6k135I8dFhUtqvL7UNu2Zuo779gPD4TbD+/WzV6ddwRIjNSvXz84eEyaNMlejRhas2aNufPOO5O65arb74QJE+zmiIjwgd/2c9nvdM60ad4UukE4PP203cwTfp6vp0+3V+cdARITmpJWlzF08NC1blQvGhiosRwKEnWeyPXAQ+RWugAJU5FGv92UCuqRhZ9HPbAKjQCJia5duwbfPjUxFIDoyjRANNuh3+7hK6+0Vyc8TzG+NBAgMdG4ceMgQMaPH2+vBhAhmQaI5hzx26m0iS3T58kXAiQGNN2oX/pC85kX45sIgMxleuAPB0i7CkajZ/o8+UKAxEDPnj2Ds4+rrrrKXg0gYjI98H/9+edBu9tOP91enfHz5AsBEgPNmzcPAmTs2LH2agARk+mBP9wTq/8DD9irM36efCFAStzy5cuDme00ARCT/wDRl+7Av27tWq8bb/dbbgnaaFR6RQMK0z1PIRAgJa5v377B2YdGIgOIvvCBv7LllhYtUo7xIEBQJeee29b8/vfbeQEyatQoezWACLJDIrzoZvlNTZuaxzp0MG8PHOgNLEyFAIGz1at/Nvvsc47ZaafjTY0aDc369RvsJgCQNwRICRs9erY5+OA7Tc2a/2Ouu66HvRoA8ooAKWG33PKGOeqobt7y9ttf2asBIK8IkBK1bt0vpn79Xl546L/6NwAUEgFSosaN+zo4+9CZCAAUGgFSou64460gQN54g8tXAAqPAClBGzb8aho16u2FR716Pc2aNfS+AlB4BEgJeu+9b4KzjxtvHG2vBoCCIEBK0D33jAsCZOTIL+zVAFAQBEiJ+fXX30zjxn288KhT5xmzatU6uwkAFAQBUmI+/HB+cPZxzTWv2asBoGAIkBJz//3vBgEybNhMezUAFAwBUkJ0+app0+e98DjmmB5m+fK1dhMAKBgCpIRMmbIgOPto126EvRoACooAKSEPPfR+ECCDBlU8PwAAFAoBUkJatOjnhUetWt3NsmWp5wgAgEIgQErE9OmLg7OPNm2G26sBoOAIkBLx2GMTgwDp33+avRoACo4AKRFnnNHfC4+jj+5mFi36yV4NAAVHgJSA2bOXBWcfF1881F4NAEVBgJSAp5+eFARInz5T7NUAUBQESAlo2XJAECDffbfCXg0ARUGARNzcuT8G4XHeeYPt1QBQNARIxPXs+XEQIPp/AIgKAiTizj9/cBAgOhsBgKggQCLu5JM3Fk9s1WqgvQoAiooAibiJE78zd989zsycucReBQBFRYAAAJwQIAAAJwRIifv66x/NnXe+RXVeAAVHgJS4yZO/926yz5u33F4FAHlFgJQ4AgRAsRAgReCP69Ci6rqV9bAKt7cRIACKhQApgnAgaKlsfvNwWw0mfOWVWcHy+OMb5wlRkcXwzxcsWGU/DQDkFAFSBHaAaNF4j1TC7QYMmJ702IqWt96aaz8NAOQUAVIE9sFeS+vWg81vv9ktNwq3s3EJC0CxECBFEA6EunV7Bv//+utf2k09BAiAKCJAiiAcCF26TAj+X9PWbtjwq92cAAEQSQRIEYQDYfnytaZBg2eDf7/00md2cwIEQCQRIEVgB0L37pODf5900nNmzZoNaduHrVv3i5k/f6X55ZfkMxcAyCcCpAjsQFi9er1p3LhP8DMFSrr2ABAFBEgRVBQI/fp9Gvysfv1e5ocf1qZtDwDFRoAUQUWBoEtRzZv3C37+4IPvpW0PAMVGgOTYokU/mbFj53qXoT78cL692pMqEIYOnRH8/Nhje3j3NtK1B4BiIkCqQPcuFBK9e39irr/+ddO06cbpZ/2lTp1nzE8/rbMfljIQfv31N3PmmS8G62677c207QGgmAiQDKmXk4oeqpTIXXe9bc45Z2DCgb2i5ZRT+nmXpmzpAkGDCf11KrQ4a9bStO0BoFiKEyAbNhjTt68pOwobs/fexmy11cZF/9+ypTHPPWfM+vX2owrqu+9WeAfzhx5631xyycsJI8ZTLWqjtnqMHrtixc/203rSBYLKmZx33uBgffv2I9K2B4BiKXyAvPOOMfvvX/bKm6Rf9ttvY9uwF19MblfR8swziY+rzA8/GDNihFl7z/+ZURfeZc5q8ERSOFS06CxEswHqrERnJ5mOxagsEMaPn5f0WunaA0AxbGL/IK+GDDFmiy02HuQ328yYyy83ZsIEU/ZV3ZiVK4358ENj2rXbuE5t1Hbo0PLHz5ljTO/elS+zZ5c/xrZ2rTEffGBMly76qm9MzZoJ4TN4pwbmXwfdkXTgbtLkee8+x7PPfuJVzq3o3kamMgmEyy4blrQN6dqLbuADQKEULkBmzDDmT38qD4bXXrNblBszxpg//nFjW13amjnTbpG5zz83pk8fY9q315HbmD/8IfmMJbSM3e4I8z//6FiWba+YRx/9wOtRlesDcyaB8MknC5LCI137rl0neeu13T//nDiSHQDyoXAB0rBh+YH6iSfstcm6di1vf/zx9tqKLVxozMsvG3PrrcacdJIx226bFBBJy+abG3P44ca0betd+lo7bYb5LVVd9RzJJBCkQ4eRGQdI27avBG2uvXaU16MLAPKpMAEyaVL5AVv3Nn7N4F6B2oTvleg5bIsXG/PQQ8acdZYxe+yRHA4VLTVqbLxR//DDxrz7rvri2s+ad5kEgqgHlnpiZdL+008XmXr1ym/0d+48zm4CADlVmADp2LH8AN65s702NbX1H3fzzfbaxLOaipbttjOmSRNjbr/dmGHDjFmSfu7xUjdu3NfmmGN6BCHy9NMVhC4A5EhhAqRevfKD+ttv22tTU1v/cfXr22uNady4fL3uq9SqZczVVxvz/PNVu29Swl5+uXw0u5ZBg6bbTQAgJwoTILvuWn6gX7TIXpua7mn4j9ttN3vtxu63Cgtd3lrn3isqbp55prw8fK1a3b2OAACQa4UJEL9HlZafKx5cVyG19R+35Zb2WqRx//3vBiGiAY4ff7zAbgIAVUKAxJR6Yd144+ggRBo16m2+/HKZ3QwAnBUmQHbZJT+XsKoJzRVy4ol9zJNPfmivSkt1uNq0GR6ESLNmfc2CBavsZgDgpDABkoub6McdZ6+tNs4666UgBDQSPhsrV64z//pXeeHHli0HpKzRBQDZKEyAuHbjvffe8sdV1I23mhg8+PMgADQu5JVXZtlN0tJI+hYtyierUsFHRqsDqKrCBMjEieVBoMGBmQwk1GjwAw4of1xFAwmrEV2+8gNAYz1UcDEbc+f+aE44oXzedUarA6iqwgSI6BKUHwYqU1KZbt3K22vAILx5SPwAOO64nmbatCzuJ5WZOnVhwmj1e+5htDoAd4ULkOnTN/akUiCoV9bo0XaLcmPHlrdVAUYVYoR3xnDNNa8FAaAb6/PmLbebpfXOO/MSRqu/3GWU3QQAMlK4AJGBA8ur4apk+xVXbLy8pVLuq1ZtvEylqrkqcKg2Gl2uEvAIrF27wVx88dAgAE499QWzZEl29byGDZvp3UvpUPNqM2zHemZ919Q1tgAglcIGiKhnlTUHR4WL2ozjEktFli9fm9Az69xzB5Xlb3Yj8d94cqQZ9ZdaZsOmm28M7MGD7SYAkFbhA0Q0Xa2mrT37bGP22mvjZSotqpSryroRmNI26r7/fpVp2vT5IERUzr2i+dfTuuqq8sDWZUUCG0AWihMgyInZs5eZ449/NgiRjh3HZNezSr3hFOJ+iKh68aef2q0AoEIESImbPPl7U6fOM0GIPPDAeLtJeioXowm7/BDRiP952XURBlA9ESAx8Oabc7yqu36I9OqV3Wh1s3y5MYcdVh4iBx5ozDLqZgFIjwCJiQEDpgcBoh5Ww4dnN1rdzJ9vzJ57lodInTrGrFljtwKAAAESI/Zo9SnjspxUS5Nw7bBDeYiceqoxv2R5Yx5AtUGAxIw/Wr3NftebQXs2NRsmZlkCZsKEjT3i/BC57DK7BQB4CJCYUS+sbpd3My/vWM/8tPkfjdlxx+yn9331VWN+97vyENGc8gBgIUBi6Jc1a80vdUMl9DW+Rvc4stGrlzGbblr+HE8+abcAUM0RIHG1dOnG3lR+AKiXlXpbZSNcTl+j1d98024BoBojQOJM4zk0rsMPAY33yGZKYVFtMv/xd95prwVQjREgcaeR5Rph7oeARp5nMh+LT20VHBdeaMzixfZaANUYAVIdqMaVal35IaIaWABQRQRIdaFqu36ZfC26vwEAVUCAVCdPPVUeIOphpZ5WAOCIAKluNKbDDxGN9dCYDwBwQIBURxpd7oeIRp1r9DkAZIkAqY5U30p1rvwQUf2ruXPtVqlt2GBM377GnHOOMXvvbcxWW21c9P8tWzIhGFBNECDVlSrt1q1bHiJdutgtKvbOO8bsv3/541It++23sS2A2CJAqjPN+dGsmTG1axvzzTf22mRDhhizxRYbA2KzzYy5/PKNl79WrDBm5UpjPvzQmHbtNq5TG7UdOtR+FgAxQYAgMzNmlFfpVTC89prdotyYMeXjTnRpK9tijgBKAgGCzDRsWH556okn7LXJunYtb68SKgBihwBB5SZNSry3kUkpFLUJ3yvRcwCIFQIElevYsTwIOne216amtv7jbr7ZXgugxBEgqFy90Nwib79tr01Nbf3H1a9vrwVQ4ggQVG7XXcuDYNEie21qCxeWP05l5QHECgGCyoUr+WYzn4ja+o/bckt7LYASR4CgcgQIgAoQIKjcLrtwCQtAEgIElcvFTfTjjrPXAihxBAgq59qNV5NW+Y+jGy8QOwQIKjdxYnkQaHBgJgMJf/vNmAMOKH8cAwmB2CFAkBldgvLDQGVKKtOtW3l7lUEBEDsECDIzffrGnlQKBPXKGj3ablFu7NjytirAqEKMAGKHAEHmBg405g9/2BgMKtl+xRUbL2+plPuqVRsvU7Vvb8zmm29so6q9KgEPIJYIEGRHPatq1iy/PJVqUZtx4+xHA4gRAgTZ03S1mrb27LON2WuvjZeptNSoYcxZZzGlLVBNECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwMn/A3DNwDMb9LjvAAAAAElFTkSuQmCC)
PN: 4H54-B-0C
CAS: 2379918-59-7
Molecule Weight: 260.022
Formula: C7H3BrFN3O2
![8-Bromo-6-methyl-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H55-9-0D
CAS: 1072944-59-2
Molecule Weight: 256.059
Formula: C8H6BrN3O2
![6-Bromo-2-(chloromethyl)-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABfCAAAXwgH0mQtiAAACYXpUWHRtb2xTb3VyY2UAAHichZVZb9swDID/CqHnWdZh+QjiFF2LAQN6AGsH7G1QHCUx4KOQ3Rz/fpSdZnGTOrBj0iQ/0RIpZXqzKwvYGNvkdZUSThkBU2X1Iq9WKfn9+sOLyc1smmEQBlZNStZt+zbx/e12S7O1KfWurmhWl6T3T3ZNPojZSlrblS8Y4/6fx4eXjvHyqml1lRmkmnzSdMaHOtNt9xVfpPBLbTd55ffhfmk3/Wh/BXM3o7tmQf7P5Q59t4jCMi8MLGtb6hY2glG82TdYmcpY3ZoFzPdoljTAuc+mj/d19l6aqkXVjZBnunhp7XuGhrIuTPaOg6Hy8z4lJUdAt3V5a63eg9OcWXPQArQEHYBWoEPQEegYdAKaM/yhn2MAxwiOIVzhmhfGJX3dv5mUPMMTPMNdfxX4clDhu8XHE+knU9yttV1huMeBA/vqwiUWKRE0jJkATsMgiYBRHsgABOVChWgUggXgMSp5EoKHTRCjPHglVQmSAU2ETCCkQkXhh4jQh7M4+PpIAnvM5ynKVRSDh6vKpXRSSqnAE1QFceSSSCbio8SSSJa4b2Aq7KSSnVnISBxfkWZRL+NgKJ0dq+EfyzGbzutqcaJCvkjJnJOuTr/MshGHUhGo7cJY7H43gAs9BcQQcIU9AuISIM+AYDxDMARc0xyB20uAGgKuxcYzhEPANeQ4EJ1liMc/KR4CrtnHgWQIdFtjnHD+Qem6rXSF+VzubutdYT5VvN+q4+vF5QUmuJLnU90/joJRRp31ylUkPF/pi4h/sl/8j6MO1bNj0D85I338Z5j9A/k30F3vvvQcAAA9pUlEQVR4Xu3dCbyWc/7/cQaj31gGyVh+doNhkBFNlBbbxD+j7MY6M4TQZBvZt5ixhJpQSSUiFVLaqBRJ0iiphHbtC6W0yfd/3tf9+17d9/ec+5z7/p7rOudeXs95XA/Tub73We5z7ut9X9/l893KAADgYSv3AwAAZIIAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABUMratWvNzTffbPr16+eeAkJVEiCfLP3E3DT2JlO7X21Ts2dNs13X7UytnrVMk4FNzFOfP2VWb1ztPsRs1Xmr4ABQtfr27Wt23313s9VWWwXHlVdeaRYtWuQ2A+INkO83fG/OHX5uGAbpjl177Gp6f9075bEECFC1Jk2aZBo1ahQGR/Kx0047mUcffdRs2LDBfRiKWGxXaIXHEa8fEYTAbj12M/dOuNeMXzLerFy/0mzcvNEs/nGxGTp/qGn1YSuzQ7cdSoUFAQJUjWXLlpmWLVuabbbZJgyMvfbay7Rv395cfPHFKUFy8MEHmzfffNP9FChSsV2hWwxvEQTA8W8cH4RFeZatW2YufO/ClI8RIPnruOM6B0edOp3N1KlL3dMpbFtUvY0bN5qnnnrK7LLLLmFAbL/99ubOO+80P/zwQ9juww8/LPkdHZcSJKeccor54osvkj4bilEsV+gJSyeEdx6L1vr1nRIg+cuGgo6rr37bPZ2CAKkeQ4YMMYcffnhKKLRo0cLMnDnTbRrYvHmz6datm/nNb34Ttt92223N9ddfb1asWOE2R5GI5Qp949gbg4v/XZ/c5Z7KGAGSv2wonHpqz+C/778/220SIkCq1owZM8yZZ56ZEhxHHXWUGTlypNu0TKtWrTK33367+eUvfxk+frfddjMdO3Y0mzZtcpujwMVyhT6m3zHBxX/cknHuqYwRIPnLhkKfPl8E/23Roo/56afNbrMAAVI1vv/++2Ba7nbbbRde+GvWrGmeffbZkt/NT27zCn399dfm7LPPTgmiI444wrz77rtuUxSwWK7Q6rrSxV8D5r4IkPxlQ0GhofCwYVIWAiRe6nrq0qWLqVWrVnihV4jcdNNNZuVK/9enpcBQcCQHiYJFAYPCF8sVetuu2wYX/02b/W9pCZD8lRwK6r6y3Vlr1pSeAkqAxGf06NGmdu3aKRf3008/3UybNs1tWinqulIXlrqy7NdRF5e6utTlhcIVyxWaO5Di5oaCBtL1744dxye1SnDbovLmzJljzj///JTg+O1vf2sGDhzoNo2UBtM1qK7Bdft1NeiuwXfdCaHwxHKFZgykuLmhoKm8mtJbr94LZvHiLdNDxW0Lf2vWrDH33HOPqVGjRngB//Wvf20ef/zxYMpuVdH0Xk3zTQ4wTQPWdGAUlliu0MzCKm5lhcJdd40IPnbPPamzfcpqi+z16tXL/O///m94wf7FL35h/va3v5klS5a4TauMFhxq4WFykGhh4rx589ymyFOxXKFV+0oXf9aBFKeyQmHRoh+COxDdiUyfviz8eFltkblPPvmk5Hmtl3KRbtCggZk4caLbtFqo9IlKoKgUiv3+fvWrX5n777/f/Pjjj25z5JnYrtDnDDsnCIAT3jyhwpXoy9ctNxe9d1HKxwiQ/JUuFDp0GB98vGXLLX3x6dqifAsXLgyKHG699dbhhXm//fYzr732mts0J6gYo75f3Rklf7+vvvqq2xR5JLYr9HcbvjOH9zk8CAFV4FUtLN2ZqEaWZmct+XGJGTZ/mLnhwxuohVVg0oWCZmGdckpiceHo0XOCj6Vru379JjNp0qKSd7DZr1EoZHpH/8gjj5R6R//AAw/kxTt63TGdeOKJKXdM9evXz5k7JmQn1iu0QsTeiZR3KGBe/Sb1nQgBkr/ShYLYxYXnnZdYXJiu7T/+MST4eIMGLwbjJ++9N9OsW+c/LbwQvPHGG+aggw5KufhecskleTmm8PLLL+fcmA2yVyVXaFXh1Z3G0X2PDsZFkvcDeXrK0+aHjakzc4QAyV/pQkEUGs2bvxac79t3atq2bdu+F56zx0kndTO33TbcDB78tVm7tupmFVW3KVOmmCZNmqQER506dfJ+VpM2rbr33nvN//zP/4Q/184772wee+wxysbnCa7QiFy6ULBGjZodnD/ttJfStlXQfPjhXPPAA++bxo17lAoTDci3bj3EvP32DLNq1Xr34QVh+fLlpdZV7LnnnubFF180P//8s9s8b2ndygUXXJASkFq38vbb5RfiRPUjQBC5dKGQzC4uzKStwmT8+G9Nu3ZjUkLHHnXrdjXXXTfI9O8/zaxYkfvjABXRyu4OHTqUWtn9z3/+06xeXXr3zkKhlfPHHntsSpCcdtppka+cR3QIEEQuk1CwiwszaZts8+afzcSJC83jj481TZu+XCpMjj++SxBOr702xSxZssZ9eM4bPny4+d3vfpdyEf3zn/9svvnmG7dpQdKK9a5du8ZWuwvRIkCQ1yZPXmyeeeZj06xZ71JhouOqq94yPXtOMgsW5PY7dxUfbNasWUpwHHnkkbFXt128eLF5//33zfPPPx+szbjqqquC6bbNmzcPtrfVf/VvHTr/3HPPmVGjRsW+R7qqB99yyy0pZeMrUz0Y8SBAUDC0QPHZZyeEFYDd4y9/6W9eeGGimTv3e/eh1UbFBm+77bYq2V9D4yaffvqpeeKJJ8xZZ50VDFgnB1a2h6YS/+lPfzL/+te/zMcffxzLhV37l+h7Tf66v//9782IESPcpqgGOR8gGzYzGwPZmzlzpenSZaK56KK+pYJER/Pm3U379n3NlClfug+tEul2+GvVqlXkO/yNGzcu+Ly77757qRBIPhQoBxxwgDnwwAODuw976N/6uOpquY9xH687GF3coy6eOHTo0FI7KOruKN0OiqgaOR0gV4660mzdeWvTeVrmfeSoeiqQqAFuuzgw18yfv8p07/6ZufzyN8MA+d3v7jR77nmG2X773c0hhxxi2rZtGyxyqwoffPCBcfcYP/XUUyPdY1x7mquIomYzuRd6HRpn0QwvdV2pC0tdWZnQOo0xY8aYzp07mxtvvDHYzdD93Dr22Wcfc8cdd0Ta1aWCkE8//bTZddddw6+jPdz1uyvkyQW5LKcDpOngpsFakF2672KWrlvqnkYO2LRps7nssjeCi/I55+R+WQrV5Hrllc9L7kzam5o1/2i23nqblAvf/vvvH+zcp4t81ObOnRsUE0z+eio2+NZbb7lNvenu5b777kuZwWUvtHrH/sorr0R6URdNN+7bt6+59NJLzQ477FDq67Zs2TLSDaaWLVsWfM5tttnyu9trr71Mjx49Cmp6cz7I6QAZuWBkuKCw5ZiW7mnkAA1g23f1zz8/wT2d0xYtWmo6depkGjdunHIxssfee+8dvEvXfuGV6d9XiRFd1FVyxH5udfdo7CCqBXMaL3nyySdLjWvoTkcD31F3i6WjxYFaZa7pt8nfh55fXfQVNlGZPHly0MWW/HVOOOEE89FHH7lNEZOcDhBpMbxFECDbdNnGTFo+yT2NavTxx/ODabN2tlO6fc/zgd7VvvDCC+aMM85IGdC2h6aVqtTGsGHDstpbo3fv3kHRQPt5VLJD4wRR3gWoS0kDy8nf78knnxyMG1Snzz77zFx44YUp4aw7I4V2ZQLZ1a9fv2Ccxn4NFZjU3dC3337rNkXEcj5AZq2eZWq8UCMIkYZvN3RPo5powd7pp/cKwqNRo+5m4cLS5WjylaaQ9uzZM1h/kbw5kz122WUXc8UVV5gBAwaYdevWuQ8PaLaTigQmP+6kk04yEyZEd5emuxetj0j+Gsccc0wwppFL1H3VokWLlO9TdwpRDoCvX7/ePPzww2bHHXcMv4a60x588MG0vyNUXs4HiNz5yZ1hV1bfmX3d06hi6ma+8cbBYdfVu+9GdyGQWbNmmXfeece0b9/eXHvttcEahHPPPTfortB/9W99/KmnnjKDBw8OSmHERbv8qeS4Sm24/fs6dMHSuMbrr78edN9oMPqvf/1rStnyfffdNxh7iJIuvskD8ZohpQHmqKf+Rum9995LWSSp7jZ1d0VpwYIF5vLLL08pc68ZZPr9IHp5ESAqtrh3r72DADmg9wFm3U+8o6hOL788OQyPhx4a7Z7OmvrFu3fvHnQ7aDDUvUhncqiyq4JFF6S4ZuRoLEMVcS+77LJSYw06NA03OThUJFDFAhUsUVK4Jk+pVbDmS3eNuv/uvvvulG4tdell0y2YCa1LqVu3bsrvR3XEVJgS0cmLAJGeM3qGdyEPTXzIPY0qosV6KmSo8FBJdt8S61onoGJ5uqMoa8zBHgoUvYNs2LBhcKFU377+rYuB29YeGqzWu1CNDcRF3Ue6+9HFTyuk3e9Bff9x3BlpppEtrqiLsAIqyvGEqqJutuRy7qo2rK7DKGlG1ksvvRRMhrBfR4sSEZ28CZCfS/5X9826QYDs+OKO5ts1+fGOq5CohLotxa4QmTEj+xk1utjpRX3YYYeVuuhqUZ32t+jSpUuwJkOrtMujC8748eODWUbqYnKnrurQ5kVxlwNRt5G6Z2y3iX6GOKjMuf0aWgWuAf18pplhyWXqNRFg/vz5brNK05oYe8fTpk0b9zQqIW8CRMYtGRcsLFSIXDryUvc0Ynb//aPCrisVK8yW3rG7C9t00ddUWXU5VJbecapOk7qYkveY0KG7F5XFiJO9SGkwN2oKD/uz7LHHHsEgfSFQ15W6Lu3PptlUcXTHaT2KPr/qeSE6eRUgctnIy4IAUZAoUFA1hg79OgyPNm2ymx6qgc3zzjsv5YKubiitgtbsmTjo7kQzcNxVyw899FBsA81xBYi6reydh563KBfl5QqtJre/Jw20a1p1lAiQeORdgCxYuyDowlKInPDmCUHXFuL17berzMkndw/C409/6mW++y7zSQy660iuwaTxAnVRRT1oms53331nbr/99qAkuP0eNJ124cKFbtNKiyNANGBuxzx051GI4WGp9In9HWmGWUVdmNkgQOKRdwEiD//34XBAvceMHu5pREilSq64IlFDSosGP/lkgdukTBok17tKOytJ76C1EK+qVkS7Jk2aFGwDay9QGpyPekvYqANEe4DY2VYa8yiUbqvyXHfddeHv6JxzzomsNAkBEo+8DBBN4z2w94FBgGh6b1l7qiMaHTuOD7uuOnXKrNigZiglb1GqbqRc2J5UXVfJC+80TqI7pKhEGSB6Du06D4Vwvg+YZ0pvPM4///zwd6RyL1EgQOKRlwEi/Wb1C+9C2o5v655GBLSNrC1VcuWVb2ZUqkQzXk455ZTwAvCHP/whlumslaFFffaCoinE/fv3d5t4iTJAVOnWPoeaqltM9Dd0xBFHBD+7nlPVIqssAiQeeRsg0mhgoyBAVOpEJU8QnZUr15kzzkiUKmnYsHtGO/rpXXNyeKigni4GuUhbx9qV5QqRKDYoiipAtDe4HTTX7LF8XOdRWdOnTw+67fQcaCV/ZReHEiDxyOsAmbxiclBkUSHSfFhz9zQ8qdu5deshYdfVsGEV78etrofkbistEIyq0mxcNAZiK+SqvlVl9+OIIkDUzWb32NBqd81gK1a9evUK/57U9VgZBEg88jpARGXebVfWiDmVfxcJY3r2HGOOPfY/QXg88MD77ukyJU/D1J1HroeHpYKI9sJ/0EEHVWrmTxQBopLs9nlUbatip+rIei703FZmwy8CJB55HyDL1i0zuzy7i9mqzVbmqDZHmZ82F9/tfpQmT55q9t23acnF9GrTrFkX8+OPFa+Z0EC0nW2lgd9c7bZK55lnngkv2lrU5quyAaIZarbGlqrqFmPXlUuFNe1doir4+iJA4pH3ASJPDXnKbFW/5AKw71bm2WefdU8jQ6o8qxIj229fy+y1V30zdWrFg9/qYrHrPDTbKtcGzDOVXG5c1Xd9VDZAtOmU/R5yrSR7dWrXrl34vAwaNMg9nRECJB4FESAbN200hx99ePAHoovZypUr3SbIgMqQ2xfqM890dE+Xya4w16BvLkzV9aV3/7a4nwo1+gzaViZA9PVsLS8VjMQWemOjDb303Ggtjw8CJB4FESCibhR78avsgFsxeu2118LnTxVLM1nAlfyca5FgvnvzzTfDn+e2225zT1eoMgHy+OOPh1+7uncSzEX//ve/w+dn4MCB7ukKESDxKJgAkTPPPDP4I1HZimnTprmnkYb6me2KZ63QXrp0qdukFPXP28KIuuuLcq/r6mT38tbU3rlz57qny1WZADn00EODx2oMCaXpLsR2lTZt2tQ9XSECJB4FFSBffvlluLeEZm+gYpo2+sc//jF4zjQQrrLkmVBJdvuOsHPnzu7pvKWpvHZCQOvWrd3T5fINkHHjxoXPpUrTo2w333xz8Bzpec62Yi8BEo+CChCxf2Q6fG51i82dd94ZPl8qZpcJrfmw+3moOmxVFUasKtoLXT+btqvNpnaXb4C0atUqeJwuctl8vWKjcLd/q4888oh7ulwESDwKLkBUxltVS/XHom6BfFmPUB20+tq+29b2n5kGgYLZvpAL6e7DGjt2bPjzaV1GpnwCRGFsu2aaN2cxbEU0lVfPlUq+Z4MAiUfBBYioXLi9AGhwEqVpvwW71afWHsycOdNtkpZWmetxmjUU134e1a127drBz5jNmIRPgEycODH8W1WNLpTvqaeeCp+vbMaoCJB4FGSA6F2dvQDo4rhkyRK3SdFr1qxZ+ELs3bu3ezotDZbbF6N2EixUybN+NLaWCZ8AeeKJJ4LHaBp0HHuUFJrkbqxu3bq5p9MiQOJRkAEiKkhn/9D+/ve/u6eLWocOHcLn5sorr3RPl6t79+7hY7UfeaGaN29eWNBQ28lmwidANGVaj8m2S6aY2Tvniy66yD2VFgESj4INELH7CqifX10FSGysVKNGjeB50RhRtmVH7P7Vv/nNbzJaK5LPjjzyyOBn1fTwTGy3XY2Sv7XtTLt2mQ/wqoijvoY2UkJmtOe9njMFSaYIkHgUdICorIY2DdIfToMGDdzTRWft2rXBO109H3pB+YSq1ono8Zdccol7quCoi04/q9bIZFKXas89G5tatRqa9u1fck+VSV1W+vw6NG6HzKjIpH3etGVxJgiQeBR0gMg999wT/rFptXUxU1eefS7at2/vnq7Q7Nmzw8e/8MIL7umCo5pY9uedOnWqe7qU3//+7pKAvtM8//wo91SZVO/Kfn5qX2VOK/Xt8/bRRx+5p8tEgMSj4ANEK1htjaP99tvP/Pjjj26TovD666+HLzqt5PXpfkouXVLI4x/W5MmTw59XZU4qYndv7Nbtv+6pMmkKtP38DKBnTrOv7PP24osvuqfLRIDEo+ADRF5++eXwD+6BBx5wTxc8deXZvnYVCvSdlaa7Fn0ODS5XZt+MfKE3G3adjGZlVSTbANHCTX1uLVhE5vTmx5Z4v+uuu9zTZSJA4lEUAaI/uHr16gV/QPrD0wybYqFSJSeeeGLws+tiqK1cfdl9uhVCxWKfffYJfuZMpixnGyB2jEV3xsiO/b3ccMMN7qkyESDxKIoAEe1mZt9NXnzxxe7pgnX33XeHd1+33367ezorl19+efB5imnKqZ2JpZk/Fck2QOxsoiOOOMI9hQrYySD6m8wEARKPogkQ0ZoHezEttuP444/PuFRJOiq1oc9VmZ3h8o1KvOhnPuecc9xTpWQbIPqc+tz6GsiOLWmSafkXAiQeRRUgGqi0i8OK7Yhi7MfuT92oUSP3VMHSz6qfOZPqztkGSDE+n1HJ5vciBEg8iipARNNPVW1VXTv6YyrkQ5si2cFGrYeZMmWK+3RkhTuQ8mUbINyB+OMOJDcUXYAUG4392D1S1J9fmWnMV1xxRfB5imkMROMT+pkZA8ktjIHkBgKkCKiWk148Olq2bOmezpidhaUyJsXC1l1iFlZuYRZWbiBAioCmMZ9++ulhiPTv399tkpHkdSDad6XQqfSLnbmXSUHFbAOEdSB+WAeSOwiQIrFo0aLgzkEvol133dVrLcyQIUPCENI2rIVOhSftz/vWW2+5p0vJNkBYie6Hlei5gwApIgoAOwtNxSUzKRCYTCva7Qu3EHcidCVXMJg2bZp7upRsA4RaWH6ohZU7CJAik7xn/H333eeerpCtK6ZS+YXummuuCX5W3bFpk7KKZBsgVOP1QzXe3EGAFBntEa9tWvVi0gZIY8aMcZuUyy7GrFmzZkYX1Xz229/+NvhZNe07E9kGiLAfSPbYDyR3ECBF6KuvvgoGbvWC2nfffc3KlSvdJmlp32777m/UqFHu6YKh58j+nNqHOxM+AcKOhNljR8LcQYAUqR49eoQXyEwXY4mq8O6www7B4zKdg5+P7r333uBn1JiRxn4y4RMg7ImeHfZEzy0ESBHTroL2xfjcc8+5p9OyCwo1lbIQp/NqmujBBx8c/Iwnn3yyezotnwDRrpD2d6C7O5RPd4P2+dJsrEwRIPEgQIqY7ibshVKlTvTuLhOjR48OX8RR1NjKNZqya3++rl27uqfT8gkQjSPtvvvuwdfK5k6wWNkSJtl2+REg8SBAipx2Ftxuu+2CF9fvf/97s27dOrdJmeweI5qhlOlMmHxhL1JaN5NN6RefAJFWrVoFX08XuRUrVrin8X+Su68eeeQR93S5CJB4ECAw//rXv8IXZqazgd59993wMZXdZySXDBo0KPy5Hn30Ufd0uc4885UgQAYM+NI9VS4tyrRfM5uuxGJjp6Br9uC3337rni4XARIPAgRBN8qpp54aXsQy2f9bGjduHLTXHYxWbee79evXh116tWrVynrb3rlzvzcjRswqeT6z32/+0EMPDb6uplijtDVr1oRdfU2bNnVPV4gAiQcBgoBmAO2xxx7Bi2y33XYz8+fPd5uU8uWXX4YvzDp16lR6w6rqpoWVNkRV9r8qPf744+HX1kprpNKe9Pb5GThwoHu6QgRIPAgQhN55552w1IlmH2WyUPChhx4KX9g33XSTezpvfPjhh2bbbbcNfo569eoFM7Gq0urVq4Pgts89ttDdh+4I7RsVHwRIPAgQpPjHP/4RBkImM6x011G/fv3wMb1793ab5DwNXGtBpb5/rXHJpO5VHJLvgKiNtUW7du3C50VjVD4IkHgQIEihcYBjjz02eLHpHbnemVdE3V977bVX8JgaNWqY4cOHu01ylmZZnXTSSeEFSgssq4uCbOeddw6+j2OOOSbrYpeFaNasWWHp9srshEmAxIMAQSka27ClTrTZUSbTdBU0Wkti38V/8MEHbpOcowt0s2bNwvC4+uqr3SZV7sknnwy/HxUNLHZ233jNvNLumr4IkHgQICiT9lmwF7Jzzz3XPV2mwYMHh9vnKkQGDBjgNskZuvM4++yzw59RQZLNO35N19VRp05nM3XqUvd0Cts2E5s2bTJHHXVU8D3pbmTBggVuk6LRq1ev8PdT2fE1AiQeBAjSUrE6+wLOdP8P7XZoQ0TvGp955hm3SbVbvnx5SreVBq2zWTAoNhR0XH312+7pFNkEiGilv53M0KhRo6yCrVBMnz7d7LTTTsFzoPEpTTKoDAIkHgQI0lKdqwMPPDB44akfeurUqW6TMo0YMSIsU66jRYsWObPCeuzYseGAuQ7deWQbHmJD4dRTewb/ff/92W6TULYBInb/eR0q7FhMfvjhB3PEEUeEb0JGjhzpNskaARIPAgTl0ippW+rk6KOPzrjUicLmoIMOCi+C2ogq0wWKcdDkAM1yslN1dWjMw/fdvQ2FPn2+CP7bokWfks9V9rRnnwBJ3rdF+7IPGzbMbVKQNHVcm5XZ35GqJESBAIkHAYIKqe6QfUGrblOmtJL70ksvDR+rQyveMy3aGBVN/bQrzHVofKays61sKCg0FB42TMriEyDyzTffmF//+tfB96zunE8//dRtUnBUSsf+ns4555zI1uMQIPEgQFAhvSts0qRJ8AJU33y2g+Ovvvqq2XPPPcMLgz6HdvnLdD9rX6qqawsj2kOLBKNY55EcCuq+st1Za9ZscFr6B4hocae9a1KlgK+//tptUjDuuOOO8Peku69sS8mUhwCJBwGCjGg2kF0NrO1ssy1mp0FQFV20A+z2qF27dlCmYt68ee5DvGgnQY0Z2LEbe6iOkjYgiuodrRsKGkjXvzt2HJ/UKsFtmy3dLdlB9QMOOKAgQ6Rt27bh70ql2pctW+Y2qRQCJB4ECDKmGkTJs4MyKXXi0iZArVu3Dnc1TD6OPPJIc/3115s+ffqYyZMnVzi4vXbt2qCIo1a/X3PNNeEe5smHSrKrqm6U72bFDQVN5dWU3nr1XjCLF/+Q1LJ0Wx+PPfZY+DPpTqRQurNUySC5m1PBn+2bk0wQIPEgQJAVzce3L3bVwfKlWVlaNGcHitMdGnzXYLwCyx769z777FOqbfLRsGHDYDOoTAf9s1VWKNx114jgY/fckzprqKy2PhQiNsA1JpLvA+v6G7Bdozq0H00mRTyzoTc5+juwX0N/N7pLRTQIEGRFs5nU7aQXo/rmNS22smbMmBFcHM8666ywlEe2hwabtTBQq7ez2erUV1mhsGjRD8EdiO5Epk/f0gVTVltf6s6yYyKa4qruOt+ZZNVJtb705sD+/hQkUW+PrPU0tixP8qFu1FtvvTXyr1eMCBBkTYu8bBeU+uQzKXWSKb1j1CwtTflVqGiq7ZVXXhnMyNHdh7Z91b/VZaUS6Boo15ThqMY2MpUuFDp0GB98vGXLLSXH07X1pYF1OztLh56XOLp94qAuq7vvvjsIP/v9X3XVVZFuBTBnzhxzwQUXpISGusZ0V5o8jVtdgSrb79MViwQCBF70wrMvRM3bL0Tz5q0yAwfOMCtXlu4GSxcKmoV1yimJxYWjR88JPpaubWXMnDnTJHf/KVB096VSKLnqvffeCwbI7fesu82XX37ZbeZNY2L33HNPWJPNPi96I6J1NaI3G8mbp+n4wx/+YMaMGeN8NmSCAIG35Hd56mcuBDNnrjSdO39qLrqob3jhv+WW0mMN5YWCXVx43nmJxYXlta0MXRSTx6R0qIpvrpWC16wxVSNI/j41vVohGBUFUXKXmBZf/u1vfzNLlixxmwY0Ff2QQw5J+Z4uvPDCKun+LCQECLypD1ldWHrxqUtLXVv5SOMVzz47wTRv/lp4sU8+unX7r/uQckNBoWE/V9++U8ttGwW9e9YAdPLFUPW9qntnw88++yy4KCd3V2nTrE6dOkU2bqMKvSeeeGLKz96gQQMzceJEt2kpCmBNIU8ed9Pdi8aVdDeDihEgqBQtBrT9ynr3q0H2fDB58mLz9NPjTLNmvUsFho6rrnrLvPTSZLNgQdlF/CoKhVGjZgfnTzvtpTLbrlu3KQgm7aEeBXVdaVabOwlB3VzPPfdcldUi04VXdwOnnXZayvehEGnZsmVQyDIKixYtCsbCdKdhv4a2HtCi1WwtXrzY/PWvf035XKqX9sorr7hN4SBAUGkPP/xw+MJTEcBctHnzzyXvSheaxx4ba5o2fblUYBx/fBdzzTUDg+6nJUvWuA8vpaxQcNnFhWW17ddvy53J3/8+IGXWVmUoKFTzy26Paw+tg9AEBF0UdfGNkkKhb9++wXoOd32Pvq6CI6rFj7pr0LoeW6lXhwp9an1HReuGKqK1Ncm7a+pQ1eYJEya4TfF/CBBUmmaxNG7cOHjBaZ3C22+XX968qqgrafz4b027dmNS7gTsUbduV3PddYPMG29ML7nwZnfxKSsUXHZxYVlt58793px55ivhOQXYgw+Ozvr7SEcVbTVLrazFlTo0mK1Fm88//3wwZqJ34ZnQmIK6zFTeX28W7N4l7qH1FipNEmVYaWZeck0zHZdccklkVQwsLUxNrtisOxPNFMv0OSomBAgioWmkKheiF5z+W10bIW3Y8JP54IO5Je9IR5WEWo9SoaF1Gv/4x5CSkJthVq2q3u62H3/cZJ57bkLwPdnvr2HD7kHX2aZN0U0tVUVlFcG0v590h7q/NKalKa/JCzf1b308eepwWYcerwutyvlHOTV2ypQp5pRTTkn5Wuqay2S7ZV/qitOdXPKMLv18qg5sZ3SBAEGENLPFrpTWwrAoLyLlUdfF22+PNDff3N00aPBiqdA46aRu5rbbhpvBg78uuTBEt94gKgsX/lDybv3dlO9Zg/BjxkQ7I0hrZdRN88QTT1Rq0aY91I30pz/9Kbiofvzxx5ENjFvqjtNdUvLaDZWm0W6ZVfW3pVlZyRur6dDsrcEDt6zzKWYECCJ1ww03hC+0du3auacjoy4a9eefd955QR/4Tjsdavbb72JzzDFPBBdgBcndd48w7703Mxiwzgcao7n44n4pQdKq1Ttm1qzoFmq61C2jLix1ZWkcQXcQGpzWeEnywk0dOq8B+VGjRkXaNeXShIAOHTqkjONo9biKcUZd0yxTH3zwQbBeRN/Ltr/4hTm85G7u7pLnZEGEU5HzEQGCSKn2lDae0gtNG1Gp+yQqK1euDEp5aBfBGjVqpLwr3H77Wuaww843d97ZP3jnrq6sfKTBfo3J2J0OdWis5vHHx1Z7l1tVGD58eLgboT1UoiaqQfjK0F2PFtAeffDBpsF++5kra9c2155wgnn13/82a6op2KobAYLIab8N3RXoxa/+88rUHNKgrRYpalqo3Rkx+VA5CpU7GT78XbNxY37caWTihx82mPbtxwXhYYOkSZOewboShUyhUUAoKJJ/twqSd999121a7dasXm16Pv64uf6PfzTXHHdccLRp3NiM6tPHbI64Gy/XESCIRZcuXcILgfqQs6EB+f/85z9BF0ryIjR7aIaPusrUlVJVfeHVRbO1brppSEq31oUX9jUTJlTPJIWoqUvK3SdGXVcdO3bM6bIssmTuXPOfNm3CENFx//nnm+njS+8JU6gIEMRG4xP2oqDNnMoze/bsYHBX8+7dwNChWUC33HJLrDNvctnYsfPMuecmts61x623DisJ2/zsOlHw629Cg+L2d6zBcs0Wq6pFj1GZ9vHH5r6Sv/XkIOl0881macSl6XMRAYLYqErv/vvvH1wctMDsyy+/TDmvbgsNtNepU6dUYOjQGoa77rqrYDZPqixN7X3llc9L7sy6hyGiKcCdOn2Sk7PL0tGAtLsPjKbpqgpzvlLX1YhXXzX/aNw4DBF1cfXv0MGsK+CyKAQIYqU7BjsNU3szqEaRZvOkW4Cmmk46r7n/KNt3360LFkdq8aENkjPO6GXefHNilZe1z4YW/F188cUpv28tDNQCwUKx5vvvzSuPPhoMrtsgufX0083YAQNy+nfjiwBB7B588MFSQZF86A5EdyK5MNMmn3z11Yqg/IoCpHbtp8wBB1xR8k7+L0F9slyidTp6U2AnVujQGhKVJCnURXkLvvnGtL/22pRurXaXXWa+mTTJbZrXCBDETv3dbo0kjXVozENjH6gcFWRs0qSd2WOPU8wvf1kzWMypulS5sMmUihuqyKH9vassiNaUxLmOJJf8d+RIc+fZZ6cEyQt33WVWFkhZFAIEsVOF3h133DG4gGhqZi5c2ArNhg0bzWOPPRc+zzoU2tq3Pq594cujrkq3MKHKrhdjYcJNGzeawS++aG5q0CAMkRtK3kDpY/nerUWAIHYqrmgvIoMGDXJPI0KqQXbZZZeFJWV0aAbb66+/7jaNhdbtuKXRtdFTlDsP5qvvly0z3e+7z7SsUycMktlTp7rN8goBgtipy0IXEtVeypf9QvKdKgDUrVs35Q5Ae4JPiqkPXmMZ2jqWzZkqNvuLL0z7664zT7ZsadaX8dwkd3clHzeW3ME8dPHF5q1nnzVrV5e9T01VI0AQq40lt++2ppFKb6PqqHukZ8+eZu+99w4v6lqYec0115hly6LZf0R0h+mWjddOhHPmzHGbIgNucJR1tP1//y8nxlEIEMRq2LBh4UWlf//+7mlUARWe1Hoabe5kfxe77LKLad++fRDwvlSyxt15UFO1R48e7TZFFmxIJNNElO+WLjWfDB1q/nnmmcF5DcZXNwIEsdK7XV1YNKBLV0b1mjVrljn33HNTLviHHXaYGTx4sNu0XCpqqc2kksus16pVK6hZVuilZapCWQGSbMbEicH5Nk2auKeqHAGC2Gh/CBU71AVGZU2QG1RDzFZMtkfTpk1LVQpw6ffZqVMnU7NmzfBxqmGlEjOVKZiJVBUFiMZNdL7ViSe6pwL28erCHF1y16/1Jxo/ufb4492mlUaAIDa6UNkLjdYDIHcoDLS3R/Iuhap23KZNm6AEjUu7DKpKQHLoaFOqGTNmuE1RSRUFyFf/dwdy/wUXuKcC9vEvt2sX/n8dmv0VNQIEsbGbS2nvjtU5MmsEqRQWrVu3TimVr+4o7XmukJk5c2awqVRycBx++OFm6NCh7qdCRMoKkJ83bzarli83E4YPDwbQdX5UmqnZyaHR58knzfKFC4PHx4EAQSx0+6yy67rgaAMo5Lbp06ebM844IyUo1P2YHCy77rqrefrpp3O+zHq+Sw6Aso5/Nm0a7D2Sjm3X5Y473FORI0AQi7Fjx4YXHu0iiPyghZ6HHnpoSpBo6u+1115rlpe8A0b83MBwj5bHH2+ebtXKLE4zTdq2+2byZPdU5AgQxEIDq7r46B2sZu0gf2hqr35/Cg6tIZlcBRcibGEDwLVx/XqzcOZMM7BLF3N9vXpB6fgl8+a5zcLH/1DGWFbUCBDEQuUzFCDqFgGQuXQBkuzDAQOCNmWtBcnk8VEhQBA5bQBluz+0tS2AzGUSAOvWrAnaaFGhK5PHR4UAQeTatm0b9p0vXbrUPQ2gHJkEgA2QVvXquacyenxUCBBEzg7CNmrUyD0FoAKZBMCHb70VtLnv/PPdUxk9PioECCL1+eefh91XHTt2dE8DqEC6ANi0YYNZOGuWGdS1azCIrjbDXnrJbZb28XEgQBApbV2q8NB+ENqbAkB2bABUdHRt29Zs/ukn9+EECPLXccc1MFtv/Ytg9zkA2XODwh7X//GPwaD5c7fdZiaXU/GYAEFemjVrkdlrr7NMzZr1TMeOL7qnARQYAgSR6dbtU3PkkQ+aww672cyfH92GRQByEwGCyFx6aX9z3HGdzWWXveGeAlCACBBEYsGC1aZOnc5BgLz44mfuaQAFiABBJHr1mhyEh465c9lcCCgGBAgicdVVbwXhceGFfd1TAAoUAYJKW7JkjTn++C5BgHTu/Kl7GkCBIkBQaX36fBF2X33zzQr3NIACRYCg0q65ZmAQHi1apN8lDUDhIUBQKStW/Bh2X3Xq9Il7GkABI0BQKf37Twu7r6ZNY/EgUEwIEFRKq1bvBOHRrFlv9xSAAkeAwNuqVetN3bpdgwB56qlx7mkABY4AgbeBA2eE3VeTJy92TwMocAQIvLVpMzQIj6ZNXzY//+yeBVDoCBB4Wbt2o6lX74UgQB57bKx7GkARIEDgZejQr8Puq08/ZedBoBgRIPBy223Dg/A47bSXzObN9F8BxYgAQdbWrdtk6tfvFgRIu3Zj3NMAigQBgqyNGDEr7L4aN26+expAkSBAkLW77hoRhEfjxj3Mpk2b3dMAigQBgqwoME4+uXsQIPffP8o9DaCIECDIyvr1m8IAGT/+W/c0gCJCgCBr2v+clecACBAAgBcCBJHSCvWlS9e6HwZQgAgQRKpfv6nmkkv6ux8GUIAIEESKAAGKBwGCkF0cWKdOZzN16lL3dArb1kWAAMWDAEHIhoKOq69+2z2dwrbTtN7OnT8Nj9ath5gzzuiV8rFJkxa5DwdQAAgQhGwonHpqz+C/778/220Ssm01aH7NNQPDo3nz10yDBi+mfEyVewEUHgIEIRsKffp8Efy3RYs+5qefyi5VQhcWAAIEIRsKCg2Fhw2TshAgAAiQArZx42Yzbdoy89prU8w994w055//ejBGkcldhbqvbHfWmjUbnJYECAACpKDMnfu9GTLka/PEE2PN5Ze/GW456x5LlqxxHxpwQ0ED6fp3x47jk1oluG2tOXO+M6NHz3E/DKAAESB56vvv1wUX6ueem2BuvHFwUFrdDYrko2nTl82ttw4LAiYdNxQ0lVdTehVEixf/kNSydFsAxYcAyQc//mg2jPvEfPTCMHPHHe+aZs16lwqI5EOzoK69dqDp0GG8GTVqdsalRcoKBbv3h7rAkpXVFkBxIUBy0eefG9OtmzHXXWfMsccas+22ZsMvtjP/2eecUmFxwgldgzGHRx/9wAwY8KX5+usV7mfLWFmhsGjRD8EdiO5Epk9fFn68rLYAigsBUt0WLDDmjTeMuf12Yxo3NmannUp+K1uVefSp1chcflZX07bte+aVVz4PSqprIV9U0oWC7mT08ZYtB4YfS9cWQPEgQKrS6tXaUNyYf//bmObNjdl771IhkXLsuqsxTZsac++9xrz9ttm44nv3M0YqXShoFtYppyQWF9oB8nRtARQPAiQb77xjzKWXGnPQQcbssIMxv/pV4v/rYzpXnjffNOaXvywdEvaoUcOYE04wpnVrU3J7YcxXX7mfIXblhYJdXHjeeYnFheW1BVAcCJBMLF5sTMOGpS/67tGokTFL0xQhvP/+1La/+50xl1+u/iFjPv1UizbcR1S58kJBoaEyJTrft+/UctsCKA4ESEWWLTPmwAMTF/3ddjPm4YcTg9xr1mj3JGO++MKYRx4xpmbNRJuDDzZmRRkD2evWGdO7tzHDh2sOrns2J1QUCprRpfOnnfZShW0BFD4CpCJnnZUIhqOOSgx4p7NokTHHHJNo++c/u2dzhhYRjhgxy4wcOds9lVEo2MWFmbQFUNgIkPJ8/HEiEDQzavZs92xpc+ZsmUX1ySfu2Sqnwe/x47813bt/Zm65ZZg5/fReKRd/t9puJqFgFxdm0hZAYSNAytOqVSIMbrnFPZPerbcmHnPjje6ZWG3atDlYp6HB7vvvHxXUvUoOC/do0qRnSSZ+534aAMgYAVKeo49OhMEHH7hn0hszJvGY2rXdM5GaN2+VGTbsG/Pkkx+ZK69MX/fKHgoUBYsC5ssvl6UtqOjriy+WmI8+mu9+GEABI0DKo3UYCoOyBsXTUVs9RoPqUdHnHDQoMZPrrLPMa4efZ+of26FUSNhDXVXqslLXlbqwyqqmG6VVq9aHAdaz5yT3NIACRYCUZ9ttE2GwKYvV3pqOq8fosT40W2vcOGOeftqYiy4y5pBDEp8v6Ri8W13T/MgHgwu23f3v6afHBQPj6SrtxmnDhp/MOee8Gnw/Gh95552qX8MCoOoRIOWpijsQTQPu0SMx3vKHPxiz3XalAiM8ttkm6Bqb2/pe82Hfj81XX60wP//sfsLqoVLydivcunW70p0FFAECpDx2DETjGpmqaAzkp5+MadfOlFxtjdl559IhkXwccIAx551nTPv2iXEYrTvJYZqhVb9+t/DOSP8GULgIkPLYWVg33+yeSU8ztvSYdLOw3n67dFDo2GUXY844w5i77zZmwID0K9pz3Nix84I7EIWI7kh0ZwKgMBEg5fnoo8TFPcp1ICqLUreuMXXqGHPTTcb06mXM9Oluq7ymMRC7VuTss181y5fn9p0TAD8ESEVUDVeBkMlKdHVbqW0Or0SvKpqNZWeFab+SuGeCAah6BEhFliwxZv/9E8Fga2FNmZIYj7C1sB591Jjdd0+0US2s5cvdz1KUtEbFhsh11w0yGzdGu/YEQPUiQDKxcKEx9euXHrdwD1XjVeAgoBli2vzKhoj+/+bNOTJtDEClESDZGDjQmEsuSVTn1V4gOvT///KXxEI/lKK7Dt192BB54omxbhMAeYoAQezWrt0YjIPYEBnZebjbBEAeIkBQJVas+DGYkXX3gX81E3Y+XKPsbhMAeYYAQZVZOXux+fKA4xLjRVpxP2SI2wRAHiFAULUmTDBmxx0TIaJ95dOtlwGQ8wgQVL2hQ7fU/KpVy5ivKL4I5CMCBNVDK/C33joRIprJpoWYAPIKAYLq89hjW9bQaBX/qlVuCwA5jABB9WrTZkuINGlizPr1bgsAOYoAQfXScvWLL94SIhdeaMxmSp4A+YAAQfXbsCGxP4oNEVUpBpDzCBDkhtWrEzsy2hD517/cFgByDAGC3KG9Ug46KBEgmqE1eLDbAkAOIUCQW77+2pg99kiESKdO7lkAOYQAQe6ZP9+Yfv0S+8cDyFkECADACwGC/PPOO8ZcemlivET1tLQvi/6/PqZzAKoEAYL8oUH2hg23zNRKd2hnyKVLUx976KHGHHBA+uOhh1LbA6jQVu4HgJy0bFmiZpYCwu5N//nnxqxZs2Vv+kceMaZmzUQb7U2/YsWWx7/0kjE9eqQ/qAoMZI0AQX4466xEMBx1lDELFrhnt1BRxmOOSbT985/dswAiRIAg9338cSIQdtrJmNmz3bOlzZmTaKvHcGcBxIYAQe5r1SoRBrfc4p5J79ZbE4+58Ub3DICIECDIfUcfnQiDDz5wz6Q3ZkziMSoTDyAWBAhy3667JsIgeVC8Imqrx2hQHUAsCBDkvm23TYTBpk3umfQ2bkw8Ro8FEAsCBLmPOxAgJxEgyH12DETjGpliDASIHQGC3GdnYd18s3smPc3YYhYWECsCBLnvo48SYcA6ECCnECDID02bJgIhk5Xo6rZSW1aiA7EiQJAfliwxZv/9E8Fga2FNmZKog2VrYT36qDG7755oo1pYy5e7nwVAhAgQ5I+FC42pXz8REOUdqsarwAEQKwIE+WfgQGMuuSRRnVd7gejQ///LX4wZNMhtDSAmBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAv/x9GZFb+KQQ+0wAAAABJRU5ErkJggg==)
PN: 4H55-D-00
CAS: 708213-35-8
Molecule Weight: 290.5
Formula: C8H5BrClN3O2
TSCA: Not listed on TSCA inventory