| Product Number | 3H32-9-6T |
| Synonyms | 7-Bromo-5H-pyrrolo[2,3-b]pyrazine |
| CAS | 56015-31-7 |
| MDL Number | MFCD09834812 |
| Molecular Formula | C6H4BrN3 |
| Molecular Weight | 198.023 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![7-Bromopyrido[2,3-b]pyrazine](data:image/png;base64,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)
PN: 3H32-9-L0
CAS: 52333-42-3
Molecule Weight: 210.034
Formula: C7H4BrN3
![7-Bromo-1H-imidazo[4,5-c]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACa4AAAmuAGgTZX4AAACDnpUWHRtb2xTb3VyY2UAAHichZXbitswEIZfRei60cly5IQ4S5qlUNjtRXcLvSuOrSSGWFpk5/T2HSW7rR1rHfDFIM03/4z0I88eTtUOHbSrS2tSzAnDSJvcFqXZpPjX67dRgh/msxySINHUKd42zduU0uPxSPKtrrKTNSS3Fb7uT0912ck5RsS6DRWMcfr7+enlwoxKUzeZyTVQdTmtL4tPNs+aSxefSNAqc4fS0Gs6rdzhWu2PYP5j5FQX+P8sS9hbAIrW5U6jtXVV1qCDYAQ+9gVttNEua3SBVmdYjoiE2eez50eb7yttGgh9hTLPdi+N2+ewUNmdzvdQDILvjymuOABZY6uFc9n5GqKySHHG4RR32pd5Pb/pFH91MKlI8ZhwwRRGZ4gjksTMS1LPtWlxQy/7sCARD8NRGFZExjK6wpzEMgzLG/hHH4bDY2E4vt/2iBGlwvQ4TEuiEsXuSatw3xGJhJD/pKWKJyE6CUsLIrkSH9Kf9T3pS2/PhbPgr6XdmwaOu9+MIIyHe+Hs/jnc3h9teXBlTdEKL0VX0IFP+anXtfAayFvMukI73x0U8KltQHQBgbyt3oFFCIi6QIS8lYYA2QUk8vYZAuIuECPvmCFg3AXGyLtkCFBdQCFvjCEg6QIJ8mYYAiZdYIIu1z1E+P2bm7iL8N7gYYS2vEI/3jYIe+8ebT2KFH4F879U5eM5rDsmXgAASBpJREFUeF7t3Qn8VmP+//EZM2b8CpkwlsYaiWGsZV+SnSzNWBq7KRrZVYMZhogwdqZokyVE06IQQohkYtBKSSWJaUMlhuvf+/a/c87n3Pf3e+7rPvf+ej4e18PDt+uc+/6e6/6e933OuZafOAAAPPzE/gAAgDgIEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAFqzNm77hqrdNprL9f5kEPcjWed5R656Sb3/oQJ7vvvv7e7Qw0jQIAaY4Mil3Jtu3Zu5qRJdpeoUQQIUGNsKORazt1zT/fe2LF2t6hBBAhQY2wgZKJbVcuXLnWzp051I/v0cRe1ahXa5qIDDnBLFiywm6HGECBAjYkTINaCefNc18MPD2035J57bDXUGAIEqDE+ASJjhw0LbdetXTtbBTWGAAFqjG+ALP7889B2F+6/v61Sr6+XLnUvPf64u7l9+9QVzTktWriOLVvaaqgQBAhQY3wD5H/ffhva7tw99rBVVsn0Gh9NmhS5DabScWWIoDIRIECNsSfwuOwVyF9WhkE29jX+O3du5EF8uugqBJWJAAFqjD2BxzV2+PDQdr26drVVVrGvccd556X++5cjjnCvDhvmFs2f7775+utUL6/7r77abo4KQYAANcae3ONYuPKEr5N/cLvJ48bZaqvY11C55sQT3dIlS2xVVDACBKgx9sSeicaB6IH37GnT3FP9+rmLDzwwtM1D119vNwmxr6HnHJ/MmGGrocIRIECNsSf3XErngw92zw8cWO+cWHa7Xl262CqoAgQIUGPsyT1uuf6009zEmFOY2G3HjRxpq6AKECBAjbEn91xL91NOcR9/8IHdbYjdZu706bYKqgABAtQYe3LP5ttvvnGLPvssddXR/+9/T3W3TW9z/r77uhnvvGM3WcW+xrIvv7RVUAUIEKDG2JN7XFPGj3ed9txz1XYaFJgtGOxrfPfdd7YKqgABAtQYe3LPhSZQDG47asAAWyUln9dA5SBAgBqTz8ldzz6C29545pm2Sko+r4HKQYAANSafk7tGjwe31bogmeTzGqgcBAhQY/I5uX+9bFlo22wTKubzGqgcBAhQY/I5uc+ZNi20bdfDDrNVUvJ5DVQOAgSoMfmc3AffeWdo2zsvuMBWScnnNVA5CBCgxvie3DV54rmBbrwqrz35pK2W4vsaqCwECFBj4p7cNZBQa4C8N3as63fVVaGBhCrX/vGPWcd3xH0NVDYCBKgx9uTuU/56zDFu4aef2l2vYuujOhEgQI2xJ/dciqZlf/C669xX9azrYbdDdSJAgBpjT+7ZSseWLVPL0P7tuONS07E/9/DDqVtacdh9oToRIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAiC2FcuXuwe7d3c9zjzTvfyvf9l/Ro0hQADENvzee1fNb3XObru5Oe+/b6ughhAgAGLr1bVraJLE8c88Y6ughhAgAGLTrLwECNIIEACxESAIIkAAxEaAIIgAARAbAYIgAgRAbAQIgggQALERIAgiQADERoAgiAABEBsBgiACBEBsBAiCCBAAsREgCCJAAMRGgCCIAAEQGwGCIAIEQGwECIIIEACxESAIIkAAxEaAIIgAARAbAYIgAgRAbAQIgggQALERIAgiQADERoAgiAABEBsBgiACBEBsBAiCCBAAsREgCCJAAMRGgCCIAAEQGwGCIAIEQGwECIIIEACxESAIIkAAxEaAIIgAARAbAYIgAgRAbAQIgggQALERIAgiQADERoAgiAABEBsBgiACBEBsBAiCCBAAsREgCCJAAMRGgCCIAAEQW4/zz3fHbLPNqvLyiBG2CmoIAQIgtss6dHC7N2myqowaMsRWQQ0hQADE1vHUU91mjRqtKsMef9xWQQ0hQADEdtLxx7tf/uxnq8qjjzxiq6CGECAAYvv973/vfvKTn6wqAwcOtFVQQwgQALERIAgiQADERoAgiAABEBsBgiACBEBsBAiCCBAAsREgCCJAAMRGgCCIAAEQGwGCIAIEQGwECIIIEACxESAIIkAAxEaAIIgAARAbAYIgAgRAbAQIgggQALERIAgiQADERoAgiAABEBsBgiACBEBsBAiCCBAAsREgCCJAAMRGgCCIAAEQGwGCIAIEQGwECIIIEACxESAIIkAAxEaAIIgAARAbAYIgAgRAbAQIgggQALERIAgiQADERoAgiAABEBsBgiACBEBsBAiCCBAAsbVp0yYUIA8//LCtghpCgACo1//+9z/Xs2dP97Of/SwUIJtssokbO3asrY4aQYAAqNMLL7zgdthhh1Bw2HLyySe7OXPm2E1R5QgQABnNmDHDtW3bNhIW2UqDBg3cNddc45YtW2Z3hSpFgAAI+fLLL90VV1zhfvnLX0ZCQkU/33TTTSM/T5fNNtvMPfroo3a3qEIECICU77//3t1///1u4403joRCupx44olu1qxZqfrPPfec22677SJ10mXfffd1b731lnkVVJOaDpBdd703VHzkug9bX6VbtzG2Wp3s9kC+Xn/9ddeyZctICKTLzjvv7F5++WW7mfv222/dXXfd5Ro3bhzZRmW11VZz7du3d/Pnz7ebogoQIHmeiHPdh62v0qLFfW7mzEW2alZ2e8DXxx9/7E499VT305/+NHLyV/n1r3/t+vTp47777ju7aciCBQtcp06d3M9//vPIPlQaNWrkbr75ZvfNN9/YTVHBCJA8T8S57sPWT5fOnUfZqlnZbYFcLV++3F177bWuYcOGkZO9yi9+8YuVn8nObvHixXbTOk2cONG1bt06sr90adasmRsxYoTdDBWKAMnzRJzrPmz9YHn33XiX+XY7IBePP/6423zzzSMn93Q56qij3Pvvv283y8nQoUNd06ZNI/tOl0MPPdRNmTLFboYKQ4DkeSLOdR+2frB06DDcVs/IbgfE8Z///McdcMABkZN5umy77bZu1Kj4V8L1WbFihevRo4dbe+21I6+lsvrqq7sLL7zQLVy40G6KCkGA5HkiznUftr4tr776Qw+XuthtgLp8/vnn7uyzz46MIk+XX/3qV+72229PPRAvhHnz5rkzzzwz9UDdvrbKeuutlxrlrtHuqCwESJ4n4lz3Yeufd97I0P+fdNLj7rvvvrebhdh9AJnogfWtt97q1llnnchJW0WB0rFjR/ff//7XbloQb775pttrr70i7yNdNNpdo95ROQiQPE/Eue7D1p8y5XO3227hn40cWff9Z7sPwHrqqafcNttsEzlJp0urVq3cu+++azcrioceeig1h5Z9T+mi0e8ffvih3QxliADJ80Sc6z4y1b/ssudCP2vTZuDKb4/Zu01m2gcgU6dOdYcffnjkpJwuW265pRs8eLDdrOiWLl3qrrrqKvd///d/kfeootHuGg2vUfEoXwRInifiXPeRqf6sWYtdy5a9Qz8fOPA9s+WPMu0DtU3dbS+55JLUg2l7MlZZc801Xffu3d3XX39tNy2pjz76KDW63b7fdNGo+AEDBqRGyaP8ECB5nohz3Ue2+tddNyb089atB7ivvloR2PJH2faB2qMBfvfdd59bf/31IydfFQ0QPP30090nn3xiNy0rGuWu0e72/afL7rvvnhotj/JCgOR5Is51H9nqz5//ldtzzz6hf+vZ883Alj/Ktg/UlpdeesnttNNOkZNtuuyxxx7ujTfesJuVLYVh7969U6Pf7e+iojDUqHmNnkd5IEASLvWpq/5tt70e+rd99unrFiyITo1d1z5Q/WbOnOmOP/74yAk2XZo0aeIeeOABu1nF0O24Sy+9NDUa3v5uKrodp1H05XY7rhYRIAmX+tRVf/Hi5W6//fqH/r1Hj1dCdaSufaB6ffXVV+7KK690a6yxRuSkqqKf/+1vf0vVqwYaDX/kkUdGfs902WKLLVKj6lE6BEjCpT711e/de0Lo33ffvbebM2dJqE59+0D1efDBB1NXFvYkmi5/+MMfUlcm1eiZZ55xzZs3j/zO6aLR9Rplj+IjQPI8Eee6j/rqL136jTv44AdCdS6//PlQnfr2geqhZxh77rln5KSZLjvuuKN78cUX7WZVR6PkNVpeo+btMVDRoEiNtteoexQPAZLniTjXfcSp/8gj74XqaKChBhymxdkHKpt6Tan3VLZp1jX9x7333ltz039o1LxGz2eblkWj7m+77TamjS8SAiTPE3Gu+4hTX4MIjzrq4VC9c88duerf4+wDlUkTEF5//fVurbXWipwcVTTO4+KLL3aLFsVfP6YaaRS9RtPb45MuGoX/9NNP282QMAIkzxNxrvuIW//JJ6dF6r7xxg/dF+3PUR3+9a9/pUaK25NhumiEuUaa40caVV/XMTviiCPctGnT7GZICAGS54k4133Era8JFY8/flCo7qmn/stpQG7cfaAy6Nv0gQceGDn5pYu+TY8c+eMVKMLUnVej7NW91x47FV21aZR+rotjoX4ESJ4n4lz3kUv9F1+cGan/7LMzIj9DZdL9/D//+c9Zl4HV/fxbbrmF+/kxzZ0715122mlZnxtptL5G7de3PC/iI0DyPBHnuo9c659++pBQ/eOOezT2PsaOne26dRvj+vd/O9IVGKWjHkV33HFHnT2KOnToQI8iT+PGjUuNwrfHNV00el+j+JE/AiTGibguue4j1/pvvjk3so0tmUyb9l/XosV9oXpaa+S++ya4GTNYAa5UtOKfVv6zJ7V02X///d3bb79tN4MHjcava+yMRvNX69iZYiFA6jkR1yfXfeRaX9QDy25X3z5GjJgWqRcsbds+5v75zzfd1Kl8yy0Gjapu06ZN5CSWLlqjfNCgQXYz5Emj8jU6v67R+xrdXy2j94uNAKnnRFyfXPeRa32ZPDm66FR9+9AcWocc8mCkbqai9UfuuGOce+edT+1ukKclS5a4Ll26ZJ3XqWHDhq5bt25u+fLldlMkSFcaGq1vj3+6/OY3v0mN9kduCJB6TsT1yXUfudZP69o1vOhUnH0sWfK1e/jhd1379sPqDKBgOfzwh9zNN491EyZ8Uu/SushOD2r79OlT58yyp5xyCjPLFplG7Wv0vm2PdNGo//Hjx9vNkAUBEuNEXJdc95Fr/bSPPloUeaaRyz4+/3ype/zxSa5jxyez7scWTanSvfvLqfEn//sfPVfieuWVV9wuu+wSOTmlS8uWLd1rr71mN0ORaPS+RvFrNL9tG5VKWUOlHBAgOZ6IrVz3kWv9IPWostvnug9ZtGi5Gzp0ijvvvJFujz3CKyFmK61a3e+uueYl9+qrs9yKFbU1fUZcs2bNcieddFLkhJQuG220kbv//vsrZnU9rRY4ZsyY1Lf2oUOHpt57//793dVXX72q6P/1c/276qm+tqsEGs1/0UUXZV3FUbMBaFYAzQ6AzGo6QODcl1+uSD1wv+SSUZEFrbIVTTl/5ZUvuNGjP3Rff/2t3WXN0fref//73+tc3/vyyy8vy/W9NQhPEzZq2djLLrvMtW3b1u2www6p92x/j1yKttd+tD/tV/vX65TjGh4a3X/YYYdFfod00Uh3zRKAKAIEqyxb9q0bNWr6yj/451KLWdngyFRU7y9/ec4988wHqZmEa83DDz/sNtlkk8hJJ12OO+44N2PGDLtZyej2jZaG1cjtgw46KGvoFaro9fS6en29j3KaDFKj/TXq377ndNFsAe+9957drKYRIMhIVxYaCa8rDbvIVbaiK5iLL34mNY/XF19U92X/v//9b7f33ntHTjLpom/fo0ePtpuVxMKFC12vXr1SizNlm6SxVEXvR+9L70/vs9Q06l+j/zULgH2vKpo1QLMHaBYBECCIQbMDa1S7noEceOCASHBkKnq20qnTyNSzloULq6eL6qeffurOOusst9pqq0VOLirrrruu++c//1nyb9Y6EQ4bNsz9/ve/974dpZHyCkIt2KSiaULOOOMMd+GFF6aef+i/+n/9PF1H9bONsK+v6H3q/ep9l3r6ls8++yw1G0C2aeP1O955552pWQVqGQGCnKg31vjxc1O9s+KOM1Gvr7POesg9+OALbt68yhy4qAepN954o1t77bUjJxMVPYi94IILSv4tWhMznnfeeVl7GGUqG264YWqQo9YhV+8k9SLTCTQf2l770f60X+1fr2NfO1vR+9fvod+nlDQrgGYHsO8vXTSrwLPPPms3qxkECLypM5HGi/zjH2PdEUeE1y+xZdttr3CbbHKia9y4hWvV6vDUbYJK6a2jb8RbbbVV5OSRLocccoibPHmy3ayoNHbhmGOOiby3TEXfnvVN/+677y76+9br6XX1+nGvVPR7lXpshmYJ0GwB9r2liwJSsw3UGgIEiXn33fmpEe1HH/1IKDx23vlOt/XWF7iNNjrKrbVWc7faaj92m2zRokWqq+QHH3xgd1dykyZNSj3wtSeLdNl6663d8OHD7WZFpUkBFWD2vdmik5+m7JgwYYLdRUnp/eh91XVyThf9nqWcBFGzBWjWAM0eYN+bimYb0KwDmn2gVhAgKAhN5tiz55srv2k+5nbY4Xq3xRZ/cuuvf4Br0CB7jyXdP9e99YkTJ9rdFdWCBQtSt0+yTbPeqFEjd9NNN5V0fIB6MO2zzz6R9xYsut32pz/9qaQn3Vzofer9ZrtNmC76vfX7l4pmD9AsAtmmjd9ggw1c3759a2LaeAIEBTdjxmfu9tsHu/32++PKb2mNI39wmUqzZs1Sk+AV8xuzHojq9ooehNv3o6IH5zrBzZ8/325aNAq39u3bZ32Ir6LpygcOHFix82vpfev96/ewv1uwLXQcdDxKRbMJ6Aravrd00WwEeg5UzQgQFNWMGR+6Hj16uN133z3yB5etbLHFFq5z585u7NixdneJef75591vf/vbyGuni771FjPMLI1e19xa2cJNRfM4jRgxwm5a0fT76Peyv2u66HjouJRqdL9eVyPxNcuAfW/potkJNEtBNSJAYtIUHuef/9TKb9KvM5VHQvRHddttt7l999036+0AWzRr6vnnn5+63ZHELYLp06e7Y489NvI66bLpppu6Rx55xG5WVO+8806dJ9HWrVu7F154wW5WVfT76fe0v3u66PjoOJXKF198kZptIFuXaQ2g1GwFmrWgmhAgMbz11rzQBIT33FPaHiHVSBPX9ezZMzXaN9uzB1t0r1l99Z977rmc++PrD15TbGT7g2/QoEHqecyyZcvspkWlMSXZ1rJQz7BnnnnGblLV9Ptm6xGn46TjVUqadUCzD9j3li6atUC356oFAVIPTYluu6hqqg8UjpZy1UNIzU+UbR0NWxo3bpwa1KZbHnXNt6RbDpoAsK4xCe3atXOzZ8+2mxaVevJoxTz73lR0orzmmmvq/D2rmX5v/f7ZglXHrdQ9oTQLwfbbbx95b+miW6KazaDSESD16NLl2VB4aF2N11+fY6uVlBbL0UyoTz75ZOp+rEpwxtT0z/Tvqvfhhx/aXZStxYsXp5Ym1W2muPM2aXqMk08+2T3xxBOhKwg9Q6nroeeuu+7qXn311cCrl4aetTRt2jTy/lSOOOKIsppbq5R0HHQ87DFS0fEr5TMr0WwE99xzT9bnVuoIoFkNNLtBpSJA6vDEE5MiA+K02FKp6P6p1tRWKJxwwgmpXipxT6q2aDstrKNva+qH/9RTT5X9sp56f48++qg78cQTs/bFt0W3ojR+QF2E7b+lSzl1u9TI7Uy31dZcc83UjLaI0nHR8bHHTMdRx7PUNDuBnttluzWrLzydOnWqyOcjBEgWM2YsdHvtFZ6Rtl27J4r+AF1dBa+99trUPEOZTixJFk3HoUtrPezTug6lns+pLurqOWTIEHfqqaemxmXY3yVO0e2xrl27lvx2R5qC3L5HFYXflClTbHUE6Phk+5Kg41oONAr/4IMPjry/dFGQVFrXawIkA4XECSc8HgoPTVs+c+YiW7UgdEtKJ/E4o3MLWTbeeOPUyNpyn8JaA/qefvrp1O2AuHNAHX300WUz+l1BffbZZ0feo4rGOpT6QX6l0HHS8bLHUEXHt1y+EGn2As1iYN+jSqk7AeSKAMmgR49XIreuhgwp7DdA9SLS2hK60rAfqvqKRu7q3r621b1/PUzWxH661aX/6v/1c/276vl8Y9fzgbvuuqvsL7N1ktADzI4dO2bsm6/70eq1VS70jVOLLtn3qVuMDz30kK2OGHTcMt3a1XEul2/4+tKj2Qzsba1Ku01JgBhaA8OGRyF7XSk4+vXrl7Vroi3qBqhA0IhpDX6bN2+e3WUsenCnvvV6yKdvbRqsZ18rU1l//fXdDTfckOoGW+7U40prTQTfv45budCts0wzvWqSwWofwVxoOn6ZJmvU8S6XW5ay3377hd6fFrWqJARIwPz5X6XW/g6GR5s2AwuyOJKCo3fv3qnlMu2HPFj03EOzkerSdtq0aXY3iVLvLL0njZzVw2f7XoJF3WZ1haNeUuVMU48E33e53CLQN+FM4dGkSZOyv2VYKXQcdTztMdZxL5crETtZJwFSob777nvXocPwUHi0bNnbvfNO8l3stDb0zjvvHPlgB0v6llGpVj5TjyeNl6jvlpp6MD344IN287JRjgGi22yZBptpOdVKmeK+Uuh4ZlqmVse/HJ6JECBV4r77JkRuXfXpk2w/cl06a5bXbKuc6X7o6aefXvJFdCz9EWouqkxdJdNFQVOOPYXKMUAyPTDfbbfdUgMokTwdVx1fe8zVDqVGgFSB//xnXupqIxgeZ5/9ZOqqJCnqJZTpclpF3WfVg0jzMpUzXQ1phtxsD+HVLVa9x8rhm11auQVIpq66+oZMeBSWjm+mK5FSd/ElQCqcnm8cdVR4qhKt+63nIUnQ4LSrrroq6/TbWpmtkkaGy6JFi9wVV1yRdZoR3WOeO3eu3awkyilANKjNHit9qeC2VXHoOGf6ElfKwYYESIXr2vW5UHhoqpIxY5L5g9a60NkGDm222WapqUUq2dSpU12rVq0iv5vKr3/967JYK7pcAkTTatiBoOolxAPz4tLxtr2z1C6lmvaEAKlggwdPjjz3uPHGZOZCevvtt1Ndbu2JVc8/Lr300rKfNiQX6nevwLC/q666NOldKZVDgOjZl+2mrXEKdNUtDR13O05E7VOK7r0ESIXSVCV77x2equSkkx5PZKoSfUAzPSfQGIpy+FZeCJqOPVuPrXPOOadkz0XKIUAyzarLIMHS0vG3baJ2KjYCpAIpJBQWwfBQmChU8qWH5ZnGUOyxxx5uzpzymsU3aQoJPWTP9LxHo4BLMf14qQNEr2ePhQZuovQyTXtS7M8HAVKBdJvK3rrS7ax8DRo0KOODZU2r8c0339jqVUtXWfY+s4quUIo9gr2UAaIV8uyaFVojgrmtyoPawa7ZofYq5sqGBEiF0QNyPSgPhofW/MiXVkpTd1x70lQPrFqkh5WajNEeD4VIMa9EShUgmkbFLkOrcTTlOFamlqk97PgmtVux1lgnQCqIuuaqi24wPI488uG8pypRDw5NxRz8IGiN71tvvdVWrSnZRgHrdlax1t4oVYD06dMn8ntX2kR5tULtYttK7VcMBEiF0KBADQ4MhocGD2oQYT409bqd9VXPALRAEX7oyqxpWewfaLFGAZciQDTg0k4rr5XzUL7syoZqv2JMI0SAVAhNS2Kfe2j6knyo21/z5s0jJ8ebb77ZVq1pGgXcrFmzyHHq1q2brZq4UgRIhw4dQq+pLqMsQ1ve1D62a6/asdAIkAqgCRHtVCWaODHfqUratWsXOSlq/Q1EZRoFrCu1QndrLnaAvP7665FeaKUeC4N41E7286n2LCQCpMzp+YamZA+Gh6Zsz3eqEs1UG2x4FU1LUqx7+5VIk0Ta3lkagFjIaU+KHSBaEjj4ehqgVsxOA/CndrIDPtWehUSAlLlLLx0cuXWlRaPyoXU5bM+N3/72t3TPjGHUqFGRb+iaO6tQAw2LGSAvvfRS6LVU1DsPlUPtZdtQ7VooBEgZe/jhUW6LLdq7bbf9q9t55ztT4XHDDflNH6GFoHbZZZdQo+veKXMaxZdpRlrN4lsIxQyQQw45JPRarVu3tlVQAdRuwXZUuxYKAVKmpk79wG200e5ugw0Odpttdopr1uxS17Zt37ynKrnjjjsiJ79CnpSqka427LQnGoBZiDESxQqQ8ePHRz4XWjIYlUftZttS7VsIBEgZ0r3MHXfc0a2++tpuzTW3duutt4/baqt27v33P7FVczJ//ny3zjrrhBr82GOPtdUQg+bOshMwambfpBUrQLTscPB19tprL1sFFUTtF2xPtW8hECBlSD2h0g2y2mq/cA0abOL69XvCVsuZFn0KNrYGD3788ce2GmLKNKFd0svjFiNA1DlAA0cr+USAMLVfsD3VvoVYKZQAKTNaY8P+MWv943xpHXP78PfGG2+01ZAju56I1lhfvHixreatGAGiZYqDr6H17lH51I7BdlU7J40AKSPqDmpHAGtNjoUL859l99BDDw3tV1N0rFiR3xQo+GEuIjsB5dVXX22reSt0gGiSTPuZGzhwoK2GCqR2DLar2jnpSVEJkDKh8RcHHnhgqDG0eNPLL79sq+bsrbfeilzVaNp2JOPyyy8PHVuNFUlq1t5CB8iwYcNC+9c6MMuXL7fVUIHUjnZdH7V3kgiQMnH99deHGkIlqa6hJ554Ymi/WtsDydEa6/YP9YYbbrDVvBQ6QDR4NLh/vR6qh/38qL2TRICUAU03YKdS33fffRMZnDZ9+vTUlUxw30OGDLHVkCctRBU8xlq9cenSpbZazuwJIMkA0a1Ru875mDFjbDVUMLVnsH3V3kncEk8jQEpMD1y32GKLUCPoFsjs2bNtVS/2Aem2225btLUCaolmPrWj+++++25bLWeFDJBevXqF9r355pvz2agyak+1a7Cd1e5JIUBK7KSTTgo1gMrgwYNtNS+ZHpBqDiwURpcuXULHWtPA56uQAXLkkUeG9q0R9qg+duYEtXtSCJAS6tevX+jgq5xzzjm2mjd1CQ7umwekhaW1VWxX6YkTJ9pqOSlUgGhKm7XXXju0b3W2QPVRuwbbWe2u9k8CAVIiU6dOdQ0bNgwd/KQnNLRXNzwgLTw7xYmuSvJRqADRc7fgftddd11mYq5Sale1b7C9k5rmnQApAU1VYgf5JD2hobqRNmjQIPQazG1UeHaafK2rnk9niEIFSPfu3UP71TK9qF5q32B7q/2TQICUwEUXXRQ66Cr33HOPrZaXxx9/PLT/3/zmN3zDLAIFt72yzKdnU6ECxP7hJ/HAH+VL7Rtsb7V/EuzniAApMB1gO6ivEBMadurUKfQarDRYPHbcTT7jeQoRILoCtsufTp482VZDFVH7Bttb7Z/EQmEESBFpBleNDwgecF0ZLFiwwFbNm56nBF9n6NChtgoKpHfv3qFjn8+qcIUIkHHjxoX2udFGG9kqqEJq52C763OQr8MOOzo1a3i6PPXUKFulrFVMgOj2kU1rDfArxGphmrY9eJWjnkGFCClk9uGHH4baWYNEv/zyS1stlkIEyIABA0L7bNOmja2CKqR2Dra7Pgf5OvbYP7tf/WqXVeXZZ1+1VcpaxQRIjx49Qo2nUqh+94MGDQq9zk477WSroMDs4NCnnnrKVomlEAFyxRVXhPbZuXNnWwVVSO0cbHd9DvLVrt21bpNNTlhVRo+urK7gFREgmkrdTlWy995759U7py72g3LxxRfbKiiw9u3bh9rgqquuslViKUSA2PmvdMsN1c/eWk1iXqwzz+zrmje/fFUZM2aqrVLWyj5AlixZ4rbccstQw2mqko8++shWTczRRx8der0kLlWRm549e4ba4IQTTrBVYilEgGy//fahfSYx4zPKn9o52O76HOTrz38e4Xbd9d5V5dVXZ9kqZa3sA+SPf/xjqNFU1MW2kJo3bx56vaQGDSE+uy61lij2kXSA6Kp3jTXWCO1Tz8xQ/dTOwXbX5yDfuyAESAHdf//9oQZT6dChg62WKE1RYBc44gF68anHXbAN1G3SZxxO0gFiH/Drahi1Q+0dbH99HvJBgBTItGnTIrOzbrfddolM8V2XDz74IPSamkwRpWHXCNFcWblKOkD0PC64v9/97ne2CqqY2jvY/vo85IMAKQAtFbvLLruEGkqXi++8846tmrjnn38+9LosHlU6LVq0CLXFiy++aKvUK+kAGT16dGh/+YxRQeVRewfbX5+HfBAgBXDJJZeEGknlrrvustUKQotFBV/3iCOOsFVQJHYdep/lRJMOEA0oDe7v8MMPt1VQxdTewfbPd4AxAZIw9fe3U5WoV1SxPPDAA6HX9u39g/wdf/zxobZ46KGHbJV6JR0gDz74IJ+PGqb2Dra/Pg/5IEASpOcetodLkyZNUqvVFYsmZQy+PlO4l85ZZ50Vagt17c1V0gGi7YP703tE7bCfyXw/TwRIguz8U5pCxOe+dz5uvPHG0HvQzL8ojQsvvDDUFmqbXCUdIPbzofeI2pHEZzKIAEnQhhtuGGocrfyV5AL2cWjm1+B7uPzyy20VFImOfbAtrr76alulXkkHCJ+P2mY/k/nMFC0ESIJuvvnmUOOoHHfccbZaQdlvmFyBlE4S3/aSDhD7+eAKpLYk8ZkMIkAS1rFjx1ADqfjc+/bFM5DyYe83+3wOkg4QnoHUNvuZzPfzRIAkTIu0aNqKYCNpFPLEiRNt1YKgF1b5oBcWyg29sMLKLkBkypQpkWVNNXHZ8uXLbdXEMQ6kfDAOBOWGcSBhZRkg0qdPn1BDqfz5z3+21RLHSPTysdtuu4XawqdHXtIBwkj02sZI9LCyDRCxl4squkIoJDsX1rrrrmuroEjUCy/YFsyFhVJjLqywsg6QxYsXu8033zzUYI0bN3Zz5syxVROj6ZntbLzFHMiIH8ydOzfUBg0aNGA2XpQcs/GGlXWAyGuvveZ+/vOfhxptv/328zqZxGXXAxk7dqytggKzt4p8lxVOOkBYD6R2sR5IVNkHiFx33XWhhlO55pprbLXEHHPMMaHX6t+/v62CArPdqU888URbJZakA0RYkbA2sSJhVEUEiK42DjjggFDj6ark1VdftVUT0aVLl9BrnX/++bYKCuyMM84ItYHPKHQpRICwJnptKsSa6ARIkXz88cepB9rBBtx0003dokWLbNW8PfHEE6HXSeKbBnKzySabhNpg1KhRtkoshQiQK664IrTPzp072yqoQmrnYLvrc5AvAqSINA7ATvWexLcASw/NNZFj+jX0mp999pmthgLRrMzBNv7lL3/pvRJlIQJkwIABoX22adPGVkEVUjsH212fg3wRIEV23nnnhRpR5d5777XV8mZHww8aNMhWQYHY5x+6femrEAEybty40D432mgjWwVVSO0cbHd9DvJFgBSZRqPbvtjq4jlp0iRbNS920rRzzjnHVkGB2E4M1157ra0SWyECRNPtaHqd4H4nT55sq6GKqH2D7a321+cgXwRICagxFRrBBlWoJDnViW6XBfe/3nrruW+++cZWQ8J0+1C3rILH/vXXX7fVYitEgMhBBx0U2u/dd99tq6CKqH2D7a32TwIBUiK6bRVsUJVOnTrZat4URo0aNQrtf/jw4bYaEnbXXXeFjrkGkn7//fe2WmyFCpDu3buH9tu2bVtbBVVE7Rtsb7V/EgiQEvrDH/4QalQ97PaZcC8bO3UzM68W3q677ho65r7dd9MKFSC6KgruVz0ECzm4FaWjdrU9QPO5Kg4iQEpIXXg322yzyB+yuvwmQZP3Bfet+56aXgWF8e6774aOt74Q5DtVRKEC5Ntvv43M1fXWW2/ZaqgCatdgO6vd1f5JIEBKTIMJ7VQn6rWTxLdB3TrRWJPgvrVqIgrj9NNPj7RjvgoVIHLkkUeG9n3llVfaKqgCatdgO6vdk0KAlAFNaxJsYJV8eu4E2Q+PuvIl+bAeP5g+fXrki4DPAlJWIQOkV69eoX3n+7wG5UftaSd0VbsnhQApA7ra2H///UONrJNREpMgagI12+MryZMQfmCfN2211VaJ3CYoZIAsXLgw0mNszJgxthoqmNoz2L5qb7V7UgiQMqEp3jXVe7Cx9c0hialOLrjggtB+t9hii0RObviBnnOsvvrqoWPcr18/W81LIQNE7LxYej1UD/v5SXrmCwKkjNjlaFW0rna+Zs+eHVkj5M4777TV4Mn2pttyyy0TC2h7Akg6QOx4IXX95hZndcjUlT/JXp5yww2vrAqPFi3uc7NmVVYnnaoKEDn33HNDDa6SxGyp9hbLOuus4z799FNbDTkaMWJEQdorrdABosGlGmQafI2BAwfaaqhAasdguxZiMPGCBcvcJZeMWnll85h77LGJ9p/LXtUFiL412PUaGjZs6KZMmWKr5kS3yNZcc83Qfk899VRbDTn46quvIt2wd95557wX6QkqdICInZ9NvwMqn9ox2K5qZ4RVXYDIxIkTQ3MV/fSnP3ctW7Z2X3+9wlbNyY033hj6QGmcAg9N/V166aWh4/mzn/3MjR8/3lbLSzECRONX7CzRI0eOtNVQQdR+9m9d7YywqgwQ6dmzZ6rhf/7zhiuvQDZ3jRu3cH/9a09bLSe6fN1uu+1CHyzdr2dwYe6effbZVGAEj2UhvuEVI0DETgC511572SqoIGq/YHuqfRFVtQEiJ5xwultrreZuvfX2dU2atHVNm3Z0L7yQ362sF154IfJtM+meGdVOtwPXX3/90DHceOON3ZIlS2zVvBUrQHTlFHwdFX1WUHnUbrYtk74yrhZVHSCLFi1xO+/czm26aTu39dYXuO23v9a1bn2/++wzv8WJ0jS1u/2AMRtrPLqK23PPPUPHTot3Pf3007ZqIooVIHLIIYeEXqt169a2CiqA2i3YjmpXZFbVASLjx09z2213mfvd725e1V2uY8cn3Xff+Y8YzrQmyRprrOHeeOMNWxVGx44dQ8dN5aqrrrLVElPMAHnppZciv9szzzxjq6GMqb1sG6pdkVnVB4j06vVGaLCOSt+++U18N3Xq1EivLHXz03KsyExBYf84Dz744ETmLcummAEi++yzT+j1NKI+iYWHUHhqJ7VXsP3UnsiuJgJEVxvt2w8LBcjuu/d2774731bNyQMPPBA5IWr0+9y5c23VmnfrrbdGjtUmm2xS8LXmix0gmuZbt+SCr6m52lD+7Jx6asekpm2vVjURIPLpp1+6Vq3uD4VImzYD3Zdf5te1t3PnzpET4w477JDofDmVrm/fvpGOBxqIWYzpz4sdINKhQ4fQa6pL+YwZM2w1lBG1j12mWO2IutVMgMjo0R9GbmVdfvnztlpONFvnaaedljFEuBJxqenv7TdyTU75yiuv2KoFUYoA0bK8dnT6EUccYauhjKh9gu2l9lM7JsGec1S6dctt/JjdvlzUVIDI9df/OPdMugwbNtVWy4nmbTr88MMjIaLbWbX6TETPNewklCqaU6xQPa4yKUWASJ8+fSK/+4ABA2w1lAG1i20rtV9S7PlGRfNezZwZf6JXu325qLkA+frrb93xxw8KNcY++/R1H30UvzEzWbp0qdt7770jH0SNd6i13lnLli2LzFKroin2Bw0aZKsXVKkCRFemtruyOl3kO6UOkqX2sJ1h1G5JrutiT/7p0rnzKFs1K7ttuai5AJHp0xe4vfbqG2qQP/5xsFuxIr85mBQima5EtIbAPffcY6tXpffee8/99re/jRwD/ZGWoktrqQJE3nnnnVT37uDra542BSxKT+1g581Te6ndkmRP/sEStyOP3a5c1GSAyKBBkyKNcsstr9lqOdPtLE2yaE+gKpq2vJqnPdHJ2T6IVNEqjhMmTLDVi6KUASJ6PXs82rdvb6uhBNQOtm0K8fmw55lg6dBhuK2ekd2uXNRsgMill44KNcpuu93rXnkl/wVddPmbqXeWihajevnll+0mFU2dBY499tjI76rSvHlzN3PmTLtJ0ZQ6QERr0tjjksRyvfCn42/bJIm1gzKxJ39b4iwiZbcpFzUdIEuWfO0OP/yhUMMcdNAA9/nn+U11kqZxIvb+arqo51alryeiaUl69Ojh1lprrcjvp9KuXbuCzG+Vi3IIEB0DO0BNV2rF6omGMB13e6Ws9inUZ9We/M87b2To/0866fF6Z8aw+ygXNR0gMmHCJ6keEcHG0TKT9TVoXBqxbqc9SReNhdDKhkmtvldM6knVrFmzyO+kotDs37+/3aQkyiFARLfw7Prpv/rVr1LPjFA8Ot467sF2ULsU8harPflPmfJ56m5H8GcjR75vNwux+ygXNR8g0qvXm5EG6t//bVvNm+bOyjQBY7rotpZObOU+5YVuzWnZ4N133z3yO6TLLrvsUlZdl8slQOTee++NHK8mTZq4jz76yFZFAeg463jbNlC7FJI9t8hllz0X+pkGNX/zTfYpfTLtoxwQIO6HqU7OOis61cl778XrIRHXiy++6LbddtvIBzhdNtxww9TAu3J70K4AvP/+++t877qauuOOO8ruaqqcAkSuvPLKyLHbZptt3Oeff26rIkE6vjrO9tirPQot08lfa5+3bNk79POBA7NfjWbaRzkgQP6/efOiU50cffQj7quvVtiqedFzA61smO3ZiIq6Ep5wwglu+PDhia/BHJeuNrQugtaCb9SoUeQ9potGmatOoee08lVuASJnn3125DjutttuhEiB6Ljq+NpjrnYohmwn/+uuGxP6eevWA7Keb7Lto9QIkIDnn58Raai//nW0rZYILaqkk5tGZtsPdrBoSgV90DUAr9AnmEWLFrmhQ4e6888/P+Olvi2HHXZY2Q+SLMcA0Zrvxx13XOR46hsyt7OSpeOZ6cpDx1/tUAz2nJI2f/5Xbs89+4T+rWfPNwNb/ijbPkqNADG6d3850ljDhxfunv7s2bNTU37YXiHZigY+6QSvh9SaKdR3vp4FCxa4cePGpXqKXXTRRW7nnXeOvFamomVoTzzxRPf228k9IyqkcgwQ0W3B/fffP3J8Fdw8WE+GjmOmL0I67jr+xWLPJ0G33fZ66N80K8aCBdGBpnXto5QIEGP58uhUJ/vu2y91z7KQdAtI92M1xbn9wNdX1l13XbfHHnu4Aw44wJ1xxhmpcuGFF7qrr7469d/0z/Tvqqf6dh/1FV0Jac3y6dOn27delhRwOp72VuFRRx1VstuClrqNZgoR9RKii29+dPxsbysVHe9CddfNpq6T/+LFy91++/UP/XuPHtG2r2sfpUSAZPD++wsil5Ynnzy4zl4SSdGzBz1s13OFtddeO/IHUMyiWXM1luPJJ58sm5NuXXRF9pe//MVtueWWkd8lWNT9eMSIEXbzktA34bZt20beo65IGWzoR8ct0xW9jnMxrzzS6jv59+49IfTv6sAzZ0445OrbR6kQIFk89tjESKPdemtxF5fRh10P0nUVseOOO0b+IApRNI9Vp06dUs9cvvrqK/uWyorCdsyYManj43Plduihh5bF5Ia6F5/pwbqKpttg7qx4dJwyTU+iouNbrGcelj2PWEuXfuMOPviBUB27zER9+ygVAqQOF1/8TKjRNPhn7NjZtlrR6LnFE088kZom5ZhjjnHbbbedW3311SN/LHGKZsZVt9yjjz7aXXrppanAKNeeVEHqJjx69OjU2urq9mx/r0xFi1nZBa3SRcdPAaQOBKWWqYuvitaWKYegK2c6PjpO9tipFKOrbl3inPwfeeS9yLlGAw7T4uyjFAiQOuj+pJ3qRN8U/vvfZKY6SYK+hWvgnm57DR48ODVeo1+/fqnnH+mi/9fP9e+qp/pJTlddaCtWrHBPPfVU6rZe3Oc3CoZDDjnE9e7dOxWM8+bNSz0HsotbpYue8fTs2bNk31LTNKjNjlhX0bMc1hPJTMfFPutS0XEs9CDBOOKc/HV7/KijHg7VO/fckav+Pc4+SoEAqce//z03MtWJGraCzr8VSbcjNOpdMxvHfRak8TNt2rRJhWW2K4rx48e7vfbaK7JtumjaGY1/KSVNq9G0adPIe1PRynksj/sDHQe7kmC66PgVcnqSXMQ9+T/55LRI3Tfe+Dj1b/bn5YIAieGf/4xOdTJgwH9sNeRJz1weeeSR1CDKhg0bRk4KmYoe9GsW1YEDtb79l3aXWelB629+85vI/tJFC2J9+OGHdrOiUU+hTLP4qigor7nmmrKf+qZQ9Hvr97drraSLjluxe1rVxZ47stGMGLYH6Kmn/iv1ZTXuPoqNAInhf//7zp155tBQA+6xR283aVL5PzMod5q2Rbcg9Ewn2wnBFs3+e8opp6RuyeXzgFkLgF111VUZe+yo6BbIX//615yCKWkat5LtuGgG2VIs0lVK+n3tzMbpouNULuN8gnI5+b/44sxI/WefjQ5wLhcESExz537hDjgg3F/7mGMeSfWgQG40or5v376pXlD1jcRPl8aNG68M8TPdyJEjE//mrdHKuuqxr5kuG2+8cSrkSvXcSCvk2eVxg6V169Ylv+1WaPr99Hva3z1ddHySXkkwKbme/E8/fUio/nHHPZrzPoqFAMlBpm8CV15Z3X+4Sfnkk09S3w4PPPDAVA8wewLIVDbYYINU98vnn3++KJM0qktwXSPyNQuxxpqUgsKrT58+dXYi0Em0XMa3JEW/T13hqeOh41KqcI/DnjPq8+abcyPb2FIuCJAcXXtteAI0lSRWMaxGs2bNcrfeeqvbd999s3ajtUXPJTS1y0svveS++67wAzctvaZ6bq2//vqR96ai30MP9rUKYymoK7fGOmTrTaay0047pZ4JlWLQXBL0vvX+9XvY3y1d9PvrOOh4lDt7vohDHXXsdrnuoxgIkBxpqpPf//6xUGPedVd5TyhYTDNnfuJuuaWX22OP7D2dbNF6KF26dHGvvZb/mvRJ0bMZjY/JdotN3Uavu+66xG+nxaUroX322SfyvoJFvdc0F5jCuBLofer91tfrTr93qa4EdSv7iitGp56BnnbakFhd+n1O/pMnRxedynUfxUCAeJg27b+p+bHUkJp24J13Kntp2nzNmLHQ3XvvONemzU2uSZNj3Trr7ORWX32dyB9+sGiG1L/97W9l09UyG42ZOfLIIyPvP10UfhrcWSo66Wq8i31ftmy++eapAXXldrz1fvS+9P7se7ZFv2epwnDZsm9TM+XaKY5uuaX+Lz2+J/+uXcOLTvnso9AIEE8ff7wk1W9b82bVoqlTP091b27b9sersW23vcJtuukf3brr7uX+7/82jpwANMZC3S8nTZpkd1f21PunefPmkd8pXTRRZSkf4mp8i3qy2feVqWiSQXVTvvvuu1d+051sd1VQej29rl4/02SHmYp+L/1+paLlZu2A4nTRbLr1sdvE9dFHiyJj0HLdR6ERIIjt3XfnuzvuGJdaaMt+oFW23/66ld/I27sNNjjIrbnm1m611VZ3LVu2dNdff33FzOJbFz3Iv/3227Oe+DTVvZYuLvS6LXV59913U7Mma2S9fX/ZiqaE0QBM3bLTyG3NZJvvtDbaXvvR/rRf7T/u1DMq6dmf9fuUirrp2+77wXLKKYMzTr1u2e1y0a1b9JlrrvsoJAIEWaljy4QJn7ibbx7rjjgiPM1CprLTTre5Zs0udMcee5m7554H3ezZc+wuq4LWYNFcXAoMe+JT0fK+t912W0lnMNZrDxs2LPVNP9PUKHGKglLzS+nqSuW0007LuFSAfp6uo/rZAra+ovep96v3Xcpj9/nnS1f+fi9mfQahlQMHD56cGvhX6wgQhGjQpKZP0MJahxzyYOSPJ1PRZfY55zzpBg2atPKb5xd2l1VLt6xatWoVORGmi255Pf3003azolu4cKHr1atX6lmOBmHa91nKovej96X3p/dZSpqPql+/t1c937RFzzv1zOOLL1bYTWsWAZIw+6FT0WVoLuz2haY/nFdfneWuueYld+CBAyKvn6moF8p55410Q4dOcYsWVWZ30aToIboeptuTY7poviY9jC8HmixSPZi6d+/uDjrooKyj8AtV9Hp6Xb2+3kepJ69Me+GFmVlvzaqcf/5TqWcSCCNAEmY/eCr6hj5zZvwPn92+EL7++tvUH40GQtoV0bIV9UDRFPcjRkzjW5ih7rzq1ptpVlgVzQ58ySWXpLoHlxO9b61rr5H2l112WWrRJd2G8r3tlS7aXvvR/rRf7V+vU6puz9lMn77Adez4ZOSzni4aBa4vV8iMAEmY/QCmS+fOo2zVrOy2SVFXxGee+cD95S/PpdZetq+TqajeZZc950aNmp7aHnXTAEM9E8g2cFIDFO+7776SDJLMlaZ40eh8LQEwdOjQ1CzH/fv3Dy0VoP/Xz/Xvqqf62q7caakGLR3bsmXvyGdeRdMWPfTQO+7bb8u/nUqJAEmY/SAGi3oxxWG3y4euFHTFoCsH24c9W9EVia5MdIWiKxXkbty4can1522ApItGWetki+LSM75HH33PtWp1f+Rzr6K7BdddN8YtXFjbt2XjIkASZj+QwdKhw3BbPSO7Xa704deziU6dRqaeVdj9ZSp69qFnIFpxsRhrv9eKBx54wDVp0iQSIOmiSRwr4Rt7NRg3bo77wx/Cs0gEi/4+NUgY8REgCbMfSlvi3E+128Tx2WdLU72g1Bsq2+AjW9TLSr2t1OtK38xQGJoOXtPCZ5uWXT/XaOxyX4O+Us2evSSyPHWwtGkz0D33HIt0+SBAEmY/nOqpFPz/k056vN7+43YfddG6yfrmlK3Pui0az/GPf4xNje8o4wlMq5IWqNI4Bxsg6aKJJLXQFZLx1VcrUgNfs12F6/le794T3IoV5dETrBIRIAmzH1Kd4O3JXVMj1MXuIxsFgF1HOVNR90T9IcV9BoPC0sNmTetiAyRdNH15KafuqHT6gjZs2FR38MEPRP4W0kXP+ObP54ovXwRIwuwHVdSLKfgzXTLX9Zwh0z4y0R9Ktm9XmjFYk79pziqUH41/0OC5bFOOqBeXRnlrHRXE9/bb89zJJw+O/D2ki5aIrfXJT5NEgCTMfmBl1qzFke6CAwe+Z7b8UaZ9ZHPvvf9eVa9duyfcffdNcB9+GH/MCUpr0aJF7qKLLkqNE7EhoqKR2jfccINbsYJxN3WZN+/L1DTr9m8nXQ499MHU5Kfctk0WAZIw+8FNU9fA4M81n47u0WaSbR/ZfPLJl7EmdUP5mjJlijvssMMiAZIuTZs2dUOGDLGb1Tx1M9eXqL33zjyuSV3X7777DZaeLhACJGH2A5ym+612HIZuMWWSbR+oflrzvVmzZpEASRctCfzee9mvXmuJBsUeeWT2Z4AavKtlF1A4BEjC7Ic4SGsHBP9NvUAyXTnUtQ9UP81Ee8stt7hGjRpFAkRFa8qfe+65qVmBa9HEiXPdn/40LPJ3ki4nnPC4Gz++NEsO1xoCJGH2wxyk6RPsvFOaTsGqax+oHVpTo0OHDlmnjW/cuLG78847U+uU1ILPPlvgLr30LrfNNhe6HXf8R+TvRINhNRaqvm7ySA4BkjD7obbU7zz475oies6c8GV2fftAbXn77bdXfvHYLxIg6bLddtu5Z5991m5WNdSB4MYbb3Ybbvg7t/76+7vNNjs1tfrlrrv2Sv19qIPKTTeNdUuWlNdEjbWAAElYfSd/Pcyz/dMvv/z5UJ369oHa9Nhjj9W5drhW/fvggw/sZhVNi0tttdVWqd9v9dXXcY0a/c5ttNFRrmnTc90OO9zgzj13JL0OS4gASVick/8jj7wXqqOBhhpwmBZnH6hNy5cvd926dXMNGzaMBIjKL37xC9elS5eV38Yr++HxpEmTVn7ROjjy+zVosIlbb729V16RXeReeKG467kjigBJWJyTvwYR2hHk+iaVFmcfqG1z5sxxp5xySuQEmy4bbLCB69u3b0VMGx+kVQnPP//8VEcB+zupNG68obv99r4r/4Zq47lPuSNAEhb35K9BTbauJjUU+3Mgm9dee821aNEicqJNl1133dW98kq0o0a50cj8e+65x6277rqR30FltdVWc2eddZabP5/peMoJAZKwuCd/9RQ5/vhBobqaZkEjZePuA5DvV35otLDTRhttFDnxpku7du3crFn1zwRdCs8//7zbfvvtI+85XfbZZx83YcIEuxnKAAGSsFxO/i++ODNS/9lnZ0R+BsTxxRdfpJaPzbYcbYMGDVKrCC5bFh17VArTp093xx57bOR9psumm27qBg4caDdDGSFAEpbryf/004eE6msN5lz3AQSV+4m50oIO2REgCcv15P/mm3Mj29gC+Bg9enS9t4b+/e9/280KJn2rbcMNN4y8l3TRrbbZs2fbTVGmCJCE+Zz81QPLbpfrPoBM4j6c/vTTwk5xPnbs2Kp42I8wAiRhPif/yZOji07lug+gLvV1j1177bXdTTfdlPi08epufPLJJ0deL10qtbsxfkCAJMz35N+1a3jRKZ99APXJNkAvXbbeems3fPhwu1nO4gx47Nq1a8UPeKx1BEjCfE/+H320aOUl/n2R7XPZBxCXQiI9RUimopCZPNlvpLemXNlss80i+0yXo48+uuqmXKlVBEjC8jn5d+sWXnTKZx9AXLpdpdtWun1lT/Iqut2l2166/RVHrU/6WIsIEKDG6QG6HqTrgbo96avoAbwexOuBfCaadr59+/ZMO1+DCBAAKerSq669NgDSRV2C1TU4TQtf/eMf/6h34asFCxYEXgXVhAABEKJBhhpsaAMhXTRIsU+fPnUuvdu6dWuW3q0BBAiACI0C12hwjQq34VBXadq0qRsyZIjdHaoUAQIgK03AqNHhNihsWWuttdwNN9yQ+DgSlDcCBEC9NEpco8VtcPz0pz91Z5xxhps3b57dBDWAAAEQi0aLX3/99at6W6l31euvv26roYYQIAByoucjb731lv0xahABAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwMv/A7CBY8OCJpqKAAAAAElFTkSuQmCC)
PN: 3H31-9-X5
CAS: 90993-26-3
Molecule Weight: 198.023
Formula: C6H4BrN3
TSCA: Not listed on TSCA inventory
![5H-Pyrrolo[2,3-b]pyrazine](data:image/png;base64,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)