![2-Bromoimidazo[1,2-a]pyridine-7-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-9-1M |
| Purity | 98 % |
| CAS | 1784089-67-3 |
| MDL Number | MFCD28404701 |
| Molecular Formula | C8H5BrN2O2 |
| Molecular Weight | 241.044 |
| Units | Price (USD) | Availability |
|---|
PN: 4H21-9-1M
CAS: 1784089-67-3
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![3-Bromoimidazo[1,2-a]pyridine-7-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABsqAAAbKgFWk3h5AAACHXpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnVafPIE6RpRgwoN2AtQP2Nii2khqIrUJ2c/z7Uc7RuMkc2AJpih9lkZTG99tqBWvjmtLWGRGUEzB1bouyXmbk98u3u4TcT8Y5OqFj3WTktW3fRoxtNhuav5pKb21Nc1uR/fxo25Q9n42i1i2Z5FywP0+Pzx1zV9ZNq+vcINWUo6YzPtpct91f/GcJVmm3Lmu2d2eVW++j/ZXcv5xum4J87GWGc1NEYVGuDCysq3QLa8kpvvwLLE1tnG5NAfMdmhUNcO+T8dODzd8rU7eo+ghlrlfPrXvP0VDZlcnfMRgq3x8yUgkEdGurqXN6B17zZi1AS9AKdAA6BB2BjkEnoFPQguPAeYEOQmGuV8Yv9rJ7Mxn5CTPwwz8/cHx1B2WGeZIZiWmYCgUHkdBUhhwiKsM4OooAjSoFhS5cgqRChhEIGgVpjEJKHhyNB5c9QGCH8UPUZYImlaBQNBIfQlIeoxBU8fOvMI1S4FQoqdCYBB3OkyQ+cvtgmCd2StRkPLd1caZCWWRkLkiXwV9m0chDEglYVxiHfekDeNdzQPYBn/ITIK8B6gIIhlcI+oAv5wmYXgPCPuCLPwxEfcC3yjAQ9wHfWMNA0gd8Gw5vOr0ABB9ews/3Stc1+Q3mc7m7Q3GDkRebv4l8qvnx3A0yl2W/jrCzPmbHywHVi4uDnd0qDO/SyT8vUZzWb4RfmgAAPtFJREFUeF7t3Qm8VfP+//F7ufeS4XJlKvN84xouMiTJWIiKyjxlaCA39MssUZExXSQhkaEbklRSlHApMqcyJSpJVKLI1fe/3+v81zprf/c5p72/e62z99r79Xw81uNeZ33PHtZpr/de3/X9fr5/MAAAOPiD/QMAALJBgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAASJ7ffjNm6FBj2rUzZvvtjVl33YpN/79tW2MeecSYlSvt38r0hz9UbtnItX2J4ygASJbJk43ZZZf0k3lV2847V7StSa6BkGv7EsdRAJAczzxjzFprVZzA11jDmAsuMOaNN4xZutSYH380ZupUYzp3rtinNmo7YoT9KJVyDYRc25c4jgKAZJgxw5h11qkMhrFj7RaVxo83Zu21K9qqa2vmTLtFhVwDIdf2JY6jACAZDjmk8uR999323kwDBlS2b9rU3lsh10DItX2J4ygAKH5vvVV54ta9jd9/t1tkUpvwvRI9hi3XQMi1fYnjKAAofpdfXnni7tXL3ls9tfV/74or7L25B0Ku7UscRwFA8TvooMoT96RJ9t7qqa3/ewcfbO/NPRBybV/iOAoAil/9+pUn7m+/tfdWb8GCyt/bYgt7b3og5LqBAAGQAP6IKm2//GLvrZ7a+r9Xp469NzMUctlAgABIgNoIkGzk2r7EcRQAFL969SpP3HF1YWUj1/YljqMAoPhFcRO9cWN7b+6BkGv7EsdRAFD8XIfx9u5d+XsM440cRwFA8ZsypfLErcmB2UwkXLXKmL//vfL3mEgYOY4CgGRQF5R/8laZktUZOLCyvcqgVCXXQMi1fYnjKABIhunTK0ZS6eStUVkvvmi3qPTyy5VtVYBRhRirkmsg5Nq+xHEUACTH8OHG/OUvFSdwlWzv2LGie0ul3Jctq+imuugiY9Zcs6KNqvaqBHx1cg2EXNuXOI4CgGTRyKqddko/mVe1qc0rr9i/nS7XQMi1fYnjKABIHi1Xq2Vr27QxZrvtKrqptG27rTEnnsiStrWEowAAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAiA5Js5s6JK7+zZ9h7EiAABkHx+1V2tG4JaQ4AASL71168IkG22sfcgRgQIgOQjQAqCAAGQfARIQRAgAJKPACkIAgRA8hEgBUGAAEg+AqQgCBAAyUeAFAQBAiD5CJCCIEAAJB8BUhAECIDkI0AKggABkHwESEEQIACSjwApCAIEQPIRIAVBgABIPgKkIAgQAMlHgBQEAQIg+QiQgiBAACQfAVIQBAiA5CNACoIAAZB8BEhBECAAko8AKQgCBEDyESAFQYAASD4CpCAIEADJR4AUBAECIPkIkIIgQAAkHwFSEAQIgMQbkwqQ51IBMp4AqVUECIDEOy8VIKenAqQrAVKrCBAAiVc3FSB/SQXIjgRIrSJAACTe+qkA+UMqQLYhQGoVAQIg8QiQwiBAACQeAVIYBAiAxCNACoMAAZB4BEhhECAAEo8AKQwCBEDiESCFQYAASDwCpDAIEACJR4AUBgECIPEIkMIgQAAkHgFSGAQIgMQjQAqDAAGQeARIYRAgABLvT3/6kxcgf/nLX8yrr75q70ZMCBAAibfGGmt4AeJvJ598spkzZ47dDBEjQAAk3jrrrJMWINr0sx49epiff/7Zbo6IECAAEs+/B/K3v/3NbLDBBmlBsvXWW5vHH3/c/hVEgAABkHjhm+gLFy405513nllzzTXTgqRx48bm7bfftn8VeSBAACReVaOw3nnnHdOkSZO0ENG9kvbt25sFCxZU/jKcESAoOx9//LH5/fff7R8jwaoKEN+TTz7p/TwcJH/9619N3759za+//mo3Rw4IEJSNL7/80uyzzz7eCaROnTpmzJgxdhMk0JQpU4LuKgVDVVasWGF69uxp1l133bQg2XHHHc3IkSPt5sgSAYKSp1E41113nRca4ZOHtqOPPtrMnDnT/hUkwPz5881ZZ51l/vjHPwZ/T/2Na/L111+b0047LePfwZFHHmmmT59uN8dqECAoaUOHDjVbbrll2snCvrn65z//2VxyySVm8eLF9q+jCP3yyy+md+/eZr311kv7O+q/7777brt5lV5//XWz7777pv2+JiN26dLF/PDDD3ZzVIMAQUl66623TKNGjTKC4/zzzzfffvutGTRokNlkk03S9uu/Bw4caP73v//ZD4cicf3115sNN9wwIzgUKAqWXKxatcoMHjzYbL755mmPV7duXXPPPffw7yALZRUg++wzMNj23XegmTnzO7tJmnB7JMM333xjzjnnnIyZyYcccoh5991309ouWbLEXHbZZV75i3DbPffc00yaNCmtLQrrgw8+ME2bNk37O2nTjPN58+bZzXPy448/miuuuMKstdZaaY/9j3/8w0yYMMFujpCyDRBtnTuPtpukIUCSQ6NpbrrppmA0jr9tu+225j//+Y/dPM2sWbPMsccem3FyatOmjZk9e7bdHLVo0aJFpmPHjhndjv628cYbmwEDBkRytfDZZ5+Zli1bZjxHq1atvH3IVNYBom3KlLl2swABkgzPPvus2WGHHdI+9Bptc+ONN3qjb7L1wgsvmL///e9pj7P22muba665xvz00092c8Tot99+M/369fNmlof/HvXr1zfHHHNMxlXjHnvsYSZOnGg/jBNddey2225pj6+rE12l6GoFlco+QE4//WmzapXdsgIBUtw++ugjc/jhh6d90DUi5/TTTzdz51b/xaAm1Z24tthiC/Poo4/azREDBXmDBg3Sjr8d5J988ok57rjj0tpoO/HEE80XX3xhPWLu9O9AN+Q32mijtMfX/ZIhgwd7909QxgHSqNGDwf8fN67qy1MCpDh9//335sILLwxKePvbfvvtZ/773//azZ1U13VywAEHePMOED2FQosWLTJCoaauxHHjxmWEja4Wrr76arNs2TK7ec70b+2iiy5K+7e2R2rr37ChWfL663bzslO2AdKv3xvB/2/V6onUN47MmckESHHRt8J///vfGd8K69WrZx5++OFYvhW+//775tBDD017Pl3laP6B5iEgfxrM0K1bt4xuKQ1myKZbSv8u7rrrroyrRnV3DRkyJJJ/F5ojcsQRR5gNUo97Ump7OLUtSG3mtNM0ucRuXjbKNkCWLFlhmjQZHPz3sGEf2c0JkCIyfvx4s+uuu6adIPRN88orr4zkm+bqPPXUU2a77bZLe37dsHcZPooKKifzwAMPmE033TTtuOrGuMtwal01durUKePKdP/99zdvvvmm3dzJ5JEjzb933NFMVXj427rrGnPDDZrubjcveWUbIHL//dOC/z7yyEfM8uW/1dgete/TTz81xx9/fNoJQVvr1q3N559/bjePlYKiV69eGRPYtt9+e/P000/bzVGDyZMnm3/+859px1ETOrt27Zr3hM4PP/zQHHbYYWmPravGM844I+8hv/L7r7+aX/v2NUZlU8JBojpcw4bZzUtaWQfIzz+vTF2WDgl+pkCpqT1qz9KlS0337t0zujV2331389JLL9nNa5VOQmeeeWZaCQ1t6urSfAVUT/XITjrppLTjpq158+aRl5R55plnvHAPP4/CX18CIrlqVEXf9u21HGJ6kDRpolLAduuSVNYBIo899kHws4MPfsj88EPlZWhV7REvdWs89NBDZrPNNkv74Gt28L333ptzt0ac1C2im+rh16nuE3WjqDsFlaqrR7bLLruY0aNrno+VD80P6tOnT8b8IHVHqlsyElpj5KCD0kNkzTWNOe88YxYutFuXlLIPkF9//Z855pjHgp/femvlyIqq2iM+r732WkZ9InVrXHzxxUVdn+iRRx7xbtiGX7du6OrGrm7wlrvHHnvMbLXVVmnHR+VIbr/9drNy5Uq7eSyqKryoTbPbNVAiEqn3mXqj6UGywQbG3HabMbX0Pmtb2QeIjBgxI/j5AQcMMvPmVUwWqq49ovXVV1+ZU089Ne2Dre2oo47y1u5IAt3I19BRuxyGhphqqGk5Uj2yg1LfzMPHw69HplUDC0FDsA888MCM19ShQwfz3Xc1lzbKitZf79HDGFUFDgfJzjsb8/zzduvEI0CMuk1Wmdatnwz2XX11RR97de0RjeXLl3vF8dZZZ520D/ROO+1kRo0aZTdPBE1i02Q2Oww1v0HzHMpBLvXICkWTQjU5NPz6dFV05513RnNVNGeOMSefnB4i2po3N2bGDLt1YhEg/58mE/r7VGhx1qxFNbZ/9NH3zbnnjjR33z3FTJ9emG9TSfbEE0+YrbfeOu0DvEHqcv+WW24piVXiNH9B5TXC708DAjTfQQMESpH+bjfffLO3qFP4fWdTj6wQNKv92muv9Wa5h1+vytmMHTvWbu5m8mRj9t47PUT+/GdjunY1Js/RZsWAAPn/NNfo1FOfDvZfdNHoatvrimW//Qal7W/R4jFz++3/TX3D+iatLdJNmzbNHHzwwWkfWH1TPffcc70y66VEN/zvu+8+b15D+P1q3oPmP5TSsrqqR6bV/cLvU/XIbrjhhpzqkRWCZrm3bds27bVrO+uYY8yCWbPs5rnT3zn190794dODJPXvIvUPRP9Q7N9IDAIk5LXX5qS1qan9jTe+ktHG35o3fzT1TexV89Zb87ywgfHCQSFhd2soTBQqpUzzGjS/QQMCwu9979Q3U82HSDLVI9MMbfvkq3pkWv0vSVTCf6+99greQ7PU1j911fjtpZdqurzdPHe68kxdgaYuRdODJHWlarKYcV+MCBCLuqXsQKiu/TffLPOGAZ933kiv28v+HW2aZ3LDDa+Y//736yrLpZQ69SffeuutXvdU+ASj7it1Y5WTGTNmePMd7JOt1rSYoz7zBKmuHlnDhg0jq0dWCLoqvP/++02jTTYxl6Tezzj/JJ/6bzNoUMXVRL50L6xFi/QQ0XbZZXbLokeAWNQFZYdATe193333s3nqqemmY8dRGd1b/ta06WBz3XUTzSuvfOkNHy51uhGuG+LhE4xumOvGuW6glyvNe9h5553TjovmR/To0cObL1HMClGPrBB+Tl1xvJm68pir+xXhk3zqCiX1Ababu9HovAYNKh+7bl27RdEjQKrQpcuYjJN/LhYvXmFGjpzpPY6GBduPpU2TFq+8coJ58cXPzYoVpTVXQENvNQTX/qatoboasouKKzPNg7CvzDRfQvMmipHqkVW1TobqkZXsOhm6B3LMMZlXC+3aaVq93Tp3mieUCuTUCUG1ley9RY8AqYJGYNldUq6WLfs19Y3zk9TV6bi0EvLhTT/v1m2c1+6nn5I7AkmT/TTpz+7r32effbxJgrVBJSpUC0m1qbRCoYaTqi6SJoyp9pJGBPmb/ls/1361U3v9nn4/klIXWdB8CM2LsMvGa/6E5lEUg+pW6itEPbKCGTPGmF12SQ+Rtdc25tprNZzLbl02yipACk3FGjVcWFcejRtXHSYHHvhA6iQ81ruCUcXgJNBoI5UZUbmR8AlG5UhUliTO0UYaiqkFiFQ3S/3v9k16102Po8fT4+rx416RUPMjmjRpkvEaFGwLVHOpAHRVcfnll2fUI9Na4YWuR1YQmh9yxx3GbLhhepBsuaUxQ4farcsCAVIgugcyceLs1BeYl80hhwzOCBJtupfSqdPzqW/FH5vvvivOLgKdSFTgMHyC0QlHJ9645jvoZK7+dl052Ce3bLZtttkm42er2/Q8ej49b5xhMmzYMO/qKPzcmleh+RW1NT9G9zEU/Fp9L/w69AXhnnvuKap6ZAWhGesXXFBR7+oPoSBp1MiYqVPt1tFQV5dCSl1n229fUUJem/5/27aqp1OQciklHSCqtpuEm9UrV/5uXn/9K9Oz5yRz+OGV1YH9ba+97jI77HC+adGio+nf/56iuI+grgt1YdgnWpVeVwn2OLz88steSW575np409roel0KsMGDB3sFDzXOX6OGqqKfa7/aqb1+T79vr7Ee3vT8eh16PXHQvAnNn9A8ivDzap7FyJEj7eaRqqoemUZadenSpajrkRXEe+8Z07RpeoioMu/ZZ2uIpt3anYZ6291nVW0ql1LLw8JLNkCmTZvv3ag++uihqZNEckb8aN7I1KnzTJ8+r5pmzR71AmS33W5IXSW3TX0TrVy6U1Vg+/btG8n6z7lQzSfdNLVrPmmxJ91kjYMmqak7yT6Ra9PoH53MdfKPeiisHk+Pq8fX89jPrU2vS68vDppHcdppp2U8p+ZdaIW8KFVXj+zII49MTD2yghk+3KQuG9NP5uuvb8xNN6mrwW6dm2eeMakPW2U46crnjTcq5pRo4IKueDp3riwpr7YjRtiPEpuSDBCNglJw+N/gdUJOIo2IfOedb1JhorkpZ5g6ddIrvvqbbgbfeOONka+nEKZuDXXf2CdSDefUsM44qs6q/IXdPaZN38x1UldgxXl/JUzPo+fT89pXBtr0OuMq16F5FXaA6qpAa3VXd2WVLQ2n7tmzZ8ZVnYZfP/fcc3ZzVEeDLlKfQbPeeulBkrqSdT6hq2ZW6u/iPY6CoabyKvryppv6aquurRjPBWElGSCXXPJCEB7nnPNsycwGnzJlqndTs6buFVV/1boL7+nyOiI6ge23335pz6MTmCaS5XsCq4om3Gl0lP3etHbEoEGDCj5XQs+v16HXY79GvW69/qgpwHU1VFWA33333U4B/uSTT2bcD9L9llKpR1YQc+ea1LcMY/74x/QgOfxwLZVot67ZIYdU/n7qb7xaAwZUtlfXWi0ouQB58skPg/DQxD2/NHupUUCoEJwCwz6J+ZuC5oorrvBKWLuYm/owqCSFvYbC4akPg0pYRE0nZr1e+8a4vt3rZFdbVxvZ0uvR67KvkvT69T7iCDqNjNJj212Imp8xYcIEu3mV3nnnnSrrkbVv377k6pEVjLqZUl+6Uge3ckt96fK6m7Ipi6Ih3P7v6d5GNv/21SZ8r6QWhoGXVIB88sn33jBYP0A0Sa8c6BuvbrqG6/jYm0qHqB6Tai+tbrawbuKqS8zuqlEgjXC9HF8NndTsWesqt52Ucid6nXZ5cL0fva84aG5Gq1atMv7Omq+hfVWprh5Z48aNS74eWUHoczZkiDH166cHicqYrM7ll1e279XL3ls9tfV/L/VFI24lEyCazd2mzbAgPFR/qhxpdJRurttLrYY3dYNo2VUNwbWHZKof3x5GquVANckurm4NzSEJl9RW99gll1ySuNnNer163eH6UHpfen9x0d9Q8zLCfy9dAamr0z9+1CMrsGXLjLnqqsqb4UcfbbfIFF4id9Ike2/11Nb/Pc1uj1nJBEivXpXVcU88cZg3aS9q+iC+/fbbXqkJjUTSwkHq81ZV1apmOJ9wwgled4MWr5k6dWpsJ+DqaGRNv379vAlq9rdOf1OpcX0rve2226rs1jj77LO9BYLioPkU7dq1S3tOnQyjvH9TCHr99kld7zOu+SP6EqD5GfZETs3j0Ep79pUd9cgKRKVPdEWSzX3D8FVLLt2KmnTq/17qijhuJREg48d/HoSHurBUiiQq6g644447zLHHHmvWW2+9tA9irpu6hJo1a+ZdIcRxD6EmCoEBAwZ49y/sCqpVbY0aNYq1lIaWD7VvzKsPPo77BoWg96H3E35/er+RLJtaDc3T0HyNmv6+p5xySlHMI8Jq+COqtOVSVkdt/d/TsroxS3yAzJ+/zLtZ7gfIE0/kONKhCprroAV/1DdsfwBr2uwRLavbdKWiK4TavnG5aNEib6bx0alLaftmrK5IhsZcluHL1Dex8AgmBesjmklbgvS+wveS9L71/uOkOSKavxH+u6oe2auvvmo3RbEiQOKn4bnt21eu39G1aw3jpLOgb3Aa2WT3FfubhjjqJqXGzetegboqdDKuin7+/vvvm+HDh5tevXp53Vl2CWx/00m8Y8eO3ozo2qZyI+Ergddff91uEilNSgvfbN5kk0287r1Spven9+m/Z73/2picp5UP9XwaRVdsI9iwGvXq0YUVtwED3grCQ6sAagKhC4060loMVQWH7mlon0pdRPEh1GiXPn36ZJTF1qYqtiqeN29e7U58POuss4LXEOdoHH3zDoeHju2sKJYMTQC9z/DgBB2HuK9EtLa3nktdWkiYKG6iN25s741cYgNEpUoaNrzfCw/9r+tsc42dt9dy1s1j3fSMq9aRT/cYNBkvPAJJm6507rzzzowRUnGpjQBR33+420qlT2o7KAtN71fv2z8GOh5x3hMhQBLMdRhv796Vv8cw3qqpzHm4VMndd+c+UU43OTX6KHzi1poMqgdUG90LYSrX3a1bt4yb9LpHUhuvJe4A0eijcDeZvomXW3j49L7DVyI6LnGNziJAEkyTf/0g0OTAbHo/NO8k9TcPfi/GQTC+RAbIpZeOC8Lj7LNHpL6pZ3FwQ1Qtdo899kg7WWsoroboFpJGStkF7XQDdoiG/sUo7gAJD9XVvYBy6baqjt5/+J6Ijk8cCJCEUxeUHwYqU7I6AwdWtlcZlFqQuAAZNuyjIDy0jkaupUrGjRuXdq9D3Ucapltb3UXZUNeZ3a2mVetc6h1lI84A0SS6cBiW+g3zbOk4hEdnxTHZkABJOFVc1kgqBYJGZb34ot2ikrrb/bYqwBhDPbaqJCpAPv00vVSJVvfLhZYrDddZUldC1CfMqGgW8UknnZQWIpqLEsc8ibgCRGU8wvd3NKESlXQ8/GOj4xR12RMCpASoVHzqnOUFg0q2d+xY0b2lKgOa4a5uqosuqlzcSrPdVQK+liQmQH755TfTtu1/gvDQ4ku50Hj88AQrjZNPwgI5+mYaft2a4Bf1644jQBR04RnQmlSHTOHJhjpeUX5BIEBKhEZWpf5teAFR06Y2r9RuCafEBEjv3pOD8DjhhNxKlYwaNcq7Qe5/UNu0aVPrZUXyMXr06LTuDoVIlCeaOAJEJVz8x1RZD8pmVE3HJVz2RMctKgRICVm5smLZ2tS5y2y3XUU3lTYtZHXiiSxpW5OXXvoiCA91Yc2cmf3QR90YD598dbIspvsd2dKaHOGJiOrOiuqeSNQBopFjflehTl6aUInq6fj4V5k6blGNvCNAELeiD5B5834wjRv/OwiQxx77wG5Srfnz53sF5fyT43HHHZfI8PApRMIrx+nGehSiDpBDDz00eDxVp8Xq6Tj5x0zHLwoECOJW1AGik/3xx3dNXbG1N7vu2sNcfPFYb6hzNrTmhdaO9j+U++67b6TdPoWi7izNWPffVxQ1pKIMEJV48R9Ls62TVpK9UHScwrP0o1gelwBB3Io6QFRCpE6dLU3dugemrj46mEWLltlNqqX1D/wPo8bc62qkVNhDY/Pt8ogqQBTa4fk1Wq0P2dPx8o+djuPqFv5aHQIEcSvaAHnllVeCG99rrbWRmTjxDbtJtbRCn98Hr0JyuoleasJDfDVjPZ+uuagC5Nlnn430BFhu7ADW8cwHAYK4FWWAfP/992arrbYKPkhaXS0XzZs3D363s9YgLkGqohuebKjaWa6iCpCGDRsGj8PVh5vwVYiOZz4IEMStKAOkdevWwYdItYK0EmC2dLXh/65uoOtEW6q0nKn/XlWA0bW+VBQBEn4tKhIYReXicqTjFi46qePqigBB3IouQML9+zopakXAbKkLoEGDBsHva9GkUheunaVS8C6iCJAzzjgjeAwtxgV3On7+sdRxdUWAIG5FFSBa5rVOnTrBhyfXlfHCffAqjlgOffAqwOhX8dXoLJdFqfINEK3g6M+10WvRf8Odjp//N9VxdT2eBAjiVjQBokWdwjNydVLL1UEHHRT8fhTDIJPi//7v/4L33aFDB3v3auUbIA8//HDw+/l8Y0al8BWdjq8LAgRxK5oA6dSpU/CBUU2gXL91TZkyJfj9HXbYIa9RSUmjqxD/yk3L4+a6xnq+ARKebzN+/Hh7NxzoOPrHVMfXBQGCuBVFgIwYMSL4sGj4rcu6HBdffHHwGP3797d3lzyNNvPff79+/ezdNconQLQYkj9kul69etw8j4iOo46n/5lwWXSKAEHcCh4gX3/9dVqNp9tuu81uslq62vBLlujDsnDhQrtJydPyuP4x1LyQXOQTIC+88ELwu3RfRSvcjaXjnCsCBHEraIDoW1aTJk2CD4nmb7jc+A5f7usxytVuu+0WHIcPP/zQ3l2tc84536y5Zh1ve+edd+3dNerevXvwnIMHD7Z3Iw86nv6x1XHOFQGCuBU0QHr27Bl8QHQFobXBXYRvIpfzSeymm24KjkPfvn3t3dW66KJeZuOND/K299/PbblZ1Rjzn3POnDn2buRBx9M/tjrOuSJAELeCBcirr74alCpZY401vKVmXWmyof9B++qrr+zdZUMr2vnHoVmzZvbuanXvPtTstNPF3vbRR1/bu6v1yy+/BH9DDVxA9HRcdXx1nHW8c0GAIG4FCRCtqLf11lsHJztdQbhSFVN9QPQ422mhlTKmLsG6det6x0LzB7JdNKtHj4lBufwZM7Jfa0XdZP7fUNUDEL1wVYZcuiWFAEHcChIgJ554YvChUL2fXEqV2CZOnBg8lsvckVITPrZTp061d1fJNUCeeuqp4LmiXEkPlcIrO+p454IAQdxqPUAGDhwYfCDWX3998+mnn9pNcnL//fcHj+cygqvU3HDDDcHxyHatENcA6d27d/Bc5XzvKU7hG+k63rkgQBC3Wg2Q6dOnp62ol+0JribdunULHm/kyJH27rITXtDpqquusndXyTVAwsN/tVoioqfj6h/jXK+wCRDErdYCRKVKdt999+DDENWcgVatWgWPme/CSqVA62v7x0PdWdlwDZBjjjkmeK5yHrwQJx1X/xjreOeCAEHcai1ALrzwwuCDoHUsolrqNFz/asmSJfbusqMBCv7x0BybbLgGyMEHHxw81+LFi+3diICOq3+MdbxzQYAgbrUSIMOHDw8+BCrLoFnTUdlzzz29x9XKg+VU/6o6v/32W3Css52R7hoge+21V/Bcel5EL/z31PHOBQGCuMUeIFrPQ/M8/A/BLbfcYjfJiz9OXvdWUMEvrJjt3AzXAPGPvZ4P8cn17+kjQBC32ANEizr54aH1KlT7Kkr169f3HlvzH1DBnwuiY5MN1wDh2NeOXP+ePgIEcYs9QDS5Lbx2d9OmTSOt2MoVSKZcv7G6BghXILUj17+njwBB3GIPENF6FZtuumkQIr169bKbOOMeSDrugZQW7oGgmNVKgMiYMWO8k7z/DzqqeQOMwkrHKKzSwigsFLNaCxC59NJLgw/DtttuG8kJn3kg6ZgHUlqYB4JiVqsBouJ+e++9d/CBaNeund0kZ8xET8dM9NLCTHQUs1oNEJk1a5ZZb731gg/FAw88YDfJCbWw0lELq7RQCwvFrNYDRMIfCpUdnzFjht0ka1TjTUc13tJCNV4Us4IEiJxyyinBB0MjqXJdLMfHeiCVWA+k9LAeCIpZwQJk6dKlZvvttw8+HBdffLHdJGusSFjBdUVC1wBhRcL4sSIhilnBAkTefPNNb3a6/pFriO+oUaPsJllhTfQKrmuiuwaIsCZ6fFgTHcWuoAEi4ZPexhtvbObNm2c3Wa3x48cHj9G8eXN7d9nYbbfdguOQS3dHPgHSvXt3wjsm4XuFOs65IkAQt4IHiPrtDz/88OCDcthhh+Vc6kQz0DfffPPgw7Jw4UK7SclThWP/GGY7A92XT4C88MILwfNGtcYLKuh4+sdWxzlXBAjiVvAAkfnz55tNNtkk+LD06dPHbrJauofi/37//v3t3SWvc+fOwfvv16+fvbtG+QTITz/95JXo1/PWq1cv5/BH1XQcdTx1XHV8dZxzRYAgbkURIPL8888HpU50X+SNN96wm9RoypQpwQlUNx7LqS6Wao35BffWWmst8+2339pNapRPgMgRRxwRHHt1JyJ/4W5ZHV8XBAjiVjQBIv/617+CD42G5OZa6iRcF0szsstFeBBBhw4d7N2rlW+APPzww8Hz040VjXD3lY6vCwIEcSuqANEwRfXf+x+ck08+2W5So2effTb4XZVMWbVqld2k5Ojqw5/Zryu32bNn201Wq0+fV4MAmT0796KIy5Yt8+ad6DXotei/4U7Hz/+b6ri6Hk8CBHErqgCRmTNnBicjbVqQKlsKjAYNGjj9blKdeuqpwfs955xz7N1ZmTNnienSZYy566437V1ZC39jzrc8TbnT8fOPZT5XdAQI4lZ0ASIPPvhg8AHSNzGFSrY0l8T/XY3M0oTFUvXSSy8F7/Wvf/2r0xDoqIRfyy677MLNdEc6bjp+/rHUcXVFgCBuRRkgctJJJwUfInVr5TILV3NB/N/V6KRSpGAMr/R455132k1qXcOGDYPX8+STT9q7kQUdN/8Y6njmgwBB3Io2QHQDXTfS/Q9T165d7SbVUnFGf2hpPjPci5kdsMUw6ix8D2qPPfYoi3tQUdLx0nHzj6GOZz4IEMStaANENJQ3XOpk9OjRdpNq3XrrrcEHUXNMNNekVNx7773Be9P9omJZSMs+AXIVkpvw1UcUAUyAIG5FHSASXnNC66pnGwT68IXnJ6iW0M8//2w3SxyFqB+q2rJd86O2hBe02mKLLbxqyVg9HScdL//YRTEMnQBB3Io+QHRTUeVN/A+WQiHbG7QKG7/EibbjjjuuKLp6XGl1unXWWSd4P+eff77dpCgceuihwWu85JJL7N2ogo6Tf8x0/KJAgCBuRR8gotFFKrTof8Buvvlmu0m13n777bRhwVp0KokhovDYaKONgvdx7LHHmt9++81utlr+fA9t++470MycWfPEwXD7bKlLzb8HpZOX1mlH9XR8dJx0vHTcouqSJEAQt0QEiDz33HNppU5UuiRbuonur1uhrU2bNlkvtlQM1G0VDsFGjRo5d8eFA0Fb584131dyCRAJr6T3j3/8wyxfvtxughQdFx0f/1hFubIjAYK4JSZApEuXLsEHTfWucpnjoXsF/rc8bUceeaT54Ycf7GZFRzfMw69b4ZHP67YDRNuUKXPtZgHXAFHA7bTTTsHrbt++vd0EKTou/jHS8XL9YlAVAgRxS1SAaC6Ilr/1P3CahZ2Lp59+Ouha0bbtttuaadOm2c2Kgm6qhofqalO3Vb4nGDs8tJ1++tOmugE/rgEiWiFx7bXXDl7/o48+ajcpazoe/rHRcdLxihIBgrglKkBEczzC3Tm5FpobN26c2WCDDdI+uHfccUdR3Rd5+eWX0yYJatMNc5d7HrZwIDRq9GDw/8eN+8xu6sknQMQecjx16lS7SVnScQj/O9ZxihoBgrglLkBk0KBBwQdPpU4++eQTu0mNPv3007T5CtpUfFE33AtJhRHDta38k+6QIUPsps7CgdCv3xvB/2/V6olUQGWObss3QKRdu3bB+9GcnFmzZtlNyoref3j9Gx2fOBAgiFsiA0Tatm0bfAD32WefnG+Kqyvo3HPPTTtZ60a7TuBRjYLJ1oIFC0y3bt2CCqz+phnmUb+WcCAsWbLCNGkyOPjvYcM+sptHEiBaDGm//fYL3pe6DgtZt6uQ9L71/v1joePislhUNggQxC2xAbJ48eK0D+Kll15qN8nKhAkTMrqL1lhjDe9bobqS4qRlaC+88MK0+wTaVBhRta3i6FazA+H++6cF/33kkY+Y5cvTu8ns9q6+++67tCKBu+66a9mFiN6v3rd/DHQ8dFziQoAgbokNEHn99deDEUoa4jt27Fi7SVZWrFhhevTokXZvxN8UUtr35ptvZj2BsSa6aa8le3fbbbeM59LwZJVkj/PEagfCzz+vNEccMST4mQKlpvb5+PLLL9NmW+vYlkt3lt5n+AuPjoOOR5wIEMQt0QEiN954Y/Ch3Gyzzbz7CK40PPbaa6+tMki06cqgZcuWpmfPnl6piffee88sWrTIfhiPfq4JYsOHDze9evUyJ5xwQtpEwPCmZWg7duzotBhUrqoKhMce+yD42cEHP5Q6DitqbJ8PdcmFQ0T3Akr9xrreX/ieh95/1F2TtvBgE325AuKQ+ADRVUHTpk2DD+dRRx2VdxE6rQCnRX0aN26ccbKvadtmm20yflbTpnsc/fr1y3kN83xUFQi//vo/c8wxjwU/v/XW12tsny998w53Z+lEV2w1vaKi9xUebaX3HeeVh7p2Vbk6XC+NAEFcEh8gMnfuXFO3bt3gA3PLLbfYTZx99tln3jBfzcGwb3LnuulE0qxZM9O3b1/z0UeZN6xrQ3WBMGLEjODnBxwwyMybV1EEsbr2+VLff/jGujZNqst3nkux0PsITxLUpvcb1z0P3S+777770kr+aNP9tauuuspuDkSiJAJERo4cGZQ60WTBOLpFVq5c6Q31feyxx8yVV15pTjzxRO/qR0OA1b/tb7qy0M/VbaXSFJowpteT60ixOFQXCL//vsq0bv1ksO/qqytWwquufRQ0+ig8xFebynqoazDJ9PrD5Um06X3GNdpq4sSJGcPS9RnQyL5cqjUAuSqZABGNaPI/QBpZVW6lxN9/f4G3rvndd08xv/xS9aTDmgJBkwn9fSq0OGvWohrbR0WT6MIj0XTTV9Vpk/b30+vV6w6XntH7imOSoHzxxRfel5hwcGhr0aJFznOjABclFSAaTRX+Jnb66afbTUqKrhqmTZtv+vZ9zRx99NC0k/0zz8ywm3tqCgTdOjr11KeD/RddNLrG9lFSGY9w7Sxtutn8xBNP2E2Lkl5neHCANr2fqMuTiO7RXX311d7gi/DzNWjQwKu0ANSWkgoQmT59etqaGaV2c1azxVX8sFevV7x5G+ETvL8deOAD5qOPqr4xv7pAeO21ORmPV1P7KOm+gbr8wvXKtO2+++7ean1RDKOOkl6PXpdeX/j16vXrfUR9P0eDQ1SVoH79+mnP97e//S115XlXJKVugFyUXIDIwIEDgw/X+uuv75UuSTKNkpo8eY65/vqJ5tBDH844sWtr2PB+c8EFo7zZ5N99V/2JK5tAOPfckRmPb7fXhMMHHphmnntulnclFCUNQQ2PrPM3jWBSGZuoT8y50vPrdYRHkvmbXrdef9Q0D2n//fdPey51lXXq1KnaoeRA3EoyQCTcN6zlbIvhBnYuVqz4zbz00hfmmmte8uZm2CdzbfvvP8hceOFobwRVeO5GTaoLhLB33/0m47ns9oMGVc5gb9duuJk6NfrJj5prY3+716bRbGeccYYZP358rV2V6Hn0fHre8LBcf9PrjGIZWpsmlZ555pnBABF/0yqdH3zwgd0cqFUlGyAaD7/11lsHHziNSCl2mhU+Zsynpnv38eaggyor5YY3dU9dcskLZtSoWebHH3MPxeoCwdaly5iM5w4L33D3t27dxpm5c6Mf9fPss8+mrrAaZpy0tdWrV887qQ8ePNjMmTPH/tW86PH0uHp8PY/93Nr0uvT6oqalCzQB1R46vv3225tnnnnGbg4URMkGiLz22mvBiBjVt3rhhRfsJgW3dOkvXhh07TrWCwf7pKxNYXL55ePN2LGfeiGTj+oCwaYRWBqJVVN73Ytp2/Y/aW30HjQKLN/XWRXVJtPJPHyPy9600Fjr1q1TIdzdO/mr60cz/L///nv74Tz6ufarndrr9/T7ehz7sf1Nz6/XEVettKeeespst912ac+prliVwEnalTRKW0kHiKjsiP8h3Hzzzb3Kt4X2/ffLvW4nLSerbig7MLSp2+raa1/2urGqG5JbDP73v9+9+y72vZlmzR71gjHPogBV0nwKrQOjbhz7hns2W64VA7TpefR8et645nOo9I1970ddV2eddZaZP3++3RwouJIPEPVdN2nSJPhANm/ePO9SJy6++eZ78/jjU70b3brhbQeGNp2Ee/acZF59dY534zxJdCWl4cT77ZceiGeeOcKbnxIXncx1ZakrB3Un6UrTPvm7bHocPZ4eV48fV2iIZqd36NDBW04g/BoOPPDA1FXeFLs5UDRKPkDk66+/TitkeNttt9lNYqGuET3XYYe1TF39NDO77NItIzQ0FLd378led5C+zSfd55//YDp1ej7tPaorTFdT334b30nYp3sHH374obd88U033eRVN9aVg77Zq0JAVRUDtF/t1F6/p9/X48RNlQ1Utl/DcMPBofkkLP+LJCiLAJERI0YEH1B1R8S1+qBmAOvmpxa58p/vT39a19Ste4DZfvsLUietf3uT/m655XVvEmDUQ2CLxaRJs03Llk+kBUnjxg96o7eSdnUVB13V+OXW/U2z1q+55ppYr3aAKJVNgIjGzPsfVs0S1ozeKOgb6/XXX59R/yi87b77UakrjaHmvffm2r9eslau/N08/PC7aaseajvuuMfN+PGf283LgtYFUWFO+9+HVtisjXL+QJTKKkBU6iR8ktf4eldaTVBVTu3yG+Ft55139r5RahGpcrZo0c/evR373s/55z/njfYqB0uWLDGXXXZZxk3/PffcM3W1NsluDiRCWQWIqIx6nTp1gg/w0KFD7SbV0rBgnQTCK8vZm2pxaeSXSqog3fTpC8055zybFiIKFZVlWbw4u4mQSaNBHJq1Hl5QSpv+WxUT4li2GKgtZRcgMmDAgOCDrFUGteZHVfThV6lsVfm1C+WFN43W0Rj9pJdMqS2azxJewEpb06aDU2H+vlfrq1S88sor3o368L8VLfSkir2a6AokXVkGiGiymP+h1kI/GhEj+t8XX3zRnHfeeWbTTTfNCAttGpuv1Qq10FScq8uVMpVque++t0yjRukz7k84YZhX0DHJ9G/CXudE29FHH21mzpxpNwcSq2wDROufb7XVVsGHu1WrVt6ELXtIpb9pjP6hhx5q7rnnHq8+EaIxf/4yc+WVE9JC5J//vNu0b39P6oruK7t5UVORxeuuuy6ti1Sbii6OGTPGbg4kXtkGiEyePDlj8lZ40w1PLUGr9dEXLlxo/zoi9M473wRrkTRocI3ZYosTTN26uyemu0f30rbccsu0fz8bbrihd5XqX90CpaasA0Tsdbk1Fv/444/31l1IwomrlGhOzNNPf2j23feSVHg0Mn/+84be30TrfBfrDWctVdyoUaO0f0P6UnLBBRfEtv45UCzKPkAOOuig4IOvVd6YxFV4S5f+ZK666qYqh7xqUEMx+Oabb8zZZ5+dUTrlkEMOSfya7kC2yjpAVKDOPwGowB6Ki2b1VzXprk2bNgWbdKdquCp5ouq44dekod3Dhw+3mwMlrawDRDfE/ROA+tpRnIql7IfK4dhl3rW41I033uhNUgXKTVkHiIro+ScCTRJE8dJ63/369csYJaf5OXGve69SNYcffnja82oot9YEmTu3fErTALayDRDd4PQXm6pfv35BSrwjd1r/u2PHjhmj5w444IDIS59rsanOnTsH/078TQMv3njjDbs5UHbKNkA0NNc/IWimOZJF64FrXo59VaD6ZvkuvqSrnf79+6ctAaBNy9pqQSm+bAAVyjZANCvYPzHEtTQp4qf1O7ROePhEr3XEe/fu7bSmx/jx482uu+6a9nhrrbWWVzgzqurNQKkoywDR/A5/iKiK2hXj/AJkT0GhwFBwhE/8ChYFTDZUx0zzf8K/r+2EE04wn39enqXngdUpywDRTVf/BKGaVygNKjGjLix1ZYVDQF1d6vKqytKlS71la+05J7vvvjtXpsBqlGWAtGzZMjhRjB071t6NhHvzzTe9m+rhQNBNd9181014UaXlBx980Gy22WZp7erWrWvuvfderkqBLJRdgKgf2y92pyGh1CkqXbrStMvw62/+r3/9y+y9995pP1eZ9YsvvtgrsgkgO2UXIMOGDQtOGvmsSIhk0ERDTTjUxMNwYIS3o446ynz88cf2rwJYjbILkPA6DSNHjrR3o0Sp9IlKoISDY8cddzSjRo2ymwLIUlkFyPLly4OROqplRPmJ8qN5HNttt5059dRT6b4E8lRWAaJaRv63z5NPPtneDQDIQVkFyOmnnx4ECJVTASA/ZRMgKsOtFeIUHuuss06tVnEFgFJUNgGiNan9q4/WrVvbuwEAOSqbADn33HODANH61QCA/JRFgKi6qtbVVnioMN6SJUvsJgCAHJVFgEyYMCG4+tASqQCA/JVFgHTq1CkIkIceesjeDQBwUPIBoqJ5O229tVlzjTW8leX8YnoAgPyUfIC8N2WK2XOzzcyOG21kTjr+eHs3AMBRyQfIo337mlZ//7s5cocdzIhHH7V3AwAclXSAaO3qK4491lywzz6mY8OGZgndVwAQmZIOkNkffeSFh7Zbzz/f3g0AyENJB8jTd90VBMhLTzxh7wYA5KGkA+Tqli298Oiw777mhwUL7N0AgDyUbIB8NWtWcPVx01ln2bsBAHkq2QB59t57gwAZN2SIvRsAkKeSDZAebdoEAfLd3Ln2bgBAnkoyQOZ/8UUQHjeeeqq9GwAQgZIMkNEPPBAEyOgHH7R3AwAiUJIBcuMppwQB8s3s2fZuAEAESi5AFn79dRAe17dta+8GAESk5ALkhSFDggB57r777N0AgIiUXID0OfPMIEC+njXL3g0AiEhJBYhmm2vWucLjmlat7N0AgAiVVIBMePzx4Orj6f797d0AgAiVVIDcet55QYDMnj7d3g0AiFDJBMjSRYtMh4YNvfC4skULby0QAEB8SiZAJg0fHlx9/Of22+3dAICIlUyA3NGpUxAgn777rr0bABCxkgiQn5YsMR33288Lj/9r1sys+v13uwkAIGIlESBTxo4Nrj4ev/lmezcAIAYlESCfvfeedwNdVyFfMvoKAGpFSQSILPjyS/PtV1/ZPwYAxKRkAgQAULsIEACAEwIEAOCEAAEAOCFAAABOiiJA/DkcVW1dGjc217ZubR667jrzybRp9q8CAAqk6APE3ob26cNMcwAoAkUXIGG/p4Ji0fz5ZuKwYeZfhxwStHk59d8AgMIq6gAJe+P554M2PU86yd4NAKhliQmQH3/4IWhz4YEH2rsBALUsMQGybPHioE33o4+2d3vsx1nx009m1MCBpkfbtubCRo1qfHwAQG4SEyBvjB4dtBl4+eX2bk/4cZZ+/725vl27tJ/V9PgAgNwUdYDoJvoPCxaYV556ynQ99FBv/2VHHGEWzJmT1s4XfpwB3bqZK487zkybMMH8/OOPdlMAQJ6KLkCq27RQlJaqXbxwof3rgXD7rk2bmh++/dZuAgCISGICROt93N6hg3l/8mT71wPh9s8NHGjvBgBEqOgCxPbL8uXmiw8/NIOuuqoyHO67z27mCT8OC0sBQLyKPkDCHrz22qDde5Mm2bvTHkcjsAAA8UlUgMyZMSNod0enTvbutMdZtWqVvRsAEKFEBcjKX38N2qm0iS3bxwEA5C+xAdK5itno2T4OACB/iQqQLz/+OGh3dcuW9u6sHwcAkL9EBUh4JNYTffvau7N+HABA/oo+QH5dscIbxnv/lVcGbTQrvaoJhTU9DgAgWkUXIKvbrmzRoto5HgQIANSeog8Q3Szv3ry56d+li5k0fLg3sbA6BAgA1J6iCBAAQPIQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADAyf8DinaJXaHIHbgAAAAASUVORK5CYII=)
PN: 4H21-9-X2
CAS: 1315360-75-8
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![Methyl 3-bromoimidazo[1,2-a]pyridine-7-carboxylate](data:image/png;base64,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)
PN: 4H23-9-X8
CAS: 342613-63-2
Molecule Weight: 255.071
Formula: C9H7BrN2O2
![Ethyl 3-bromoimidazo[1,2-a]pyridine-7-carboxylate](data:image/png;base64,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)
PN: 4H58-9-2L
CAS: 1251033-23-4
Molecule Weight: 269.098
Formula: C10H9BrN2O2
![3-Bromo-7-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-0G
CAS: 56051-32-2
Molecule Weight: 211.062
Formula: C8H7BrN2
![Imidazo[1,2-a]pyridine-7-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-A1
CAS: 648423-85-2
Molecule Weight: 162.148
Formula: C8H6N2O2
![Imidazo[1,2-a]pyridine-7-carboxylic acid hydrochloride](data:image/png;base64,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)
PN: 4H21-5-0U
CAS: 1423031-35-9
Molecule Weight: 198.61
Formula: C8H7ClN2O2
![3-Bromoimidazo[1,2-a]pyridine-7-carbohydrazide](data:image/png;base64,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)
PN: 4H48-9-1K
CAS: 1427460-82-9
Molecule Weight: 255.075
Formula: C8H7BrN4O
TSCA: Not listed on TSCA inventory