![3,8-Dibromoimidazo[1,2-a]pyridine-6-carbonitrile](data:image/png;base64,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)
| Product Number | 3H37-9-00 |
| Synonyms | 3,8-Dibromo-6-cyanoimidazo[1,2-a]pyridine |
| CAS | 1221792-63-7 |
| MDL Number | MFCD16140277 |
| Molecular Formula | C8H3Br2N3 |
| Molecular Weight | 300.941 |
| Units | Price (USD) | Availability |
|---|
PN: 3H37-9-00
CAS: 1221792-63-7
Molecule Weight: 300.941
Formula: C8H3Br2N3
![3,8-Dibromo-6-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-9T
CAS: 1072944-58-1
Molecule Weight: 289.958
Formula: C8H6Br2N2
![3-Bromoimidazo[1,2-a]pyridine-6-carbonitrile](data:image/png;base64,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)
PN: 3H37-9-25
CAS: 885950-21-0
Molecule Weight: 222.045
Formula: C8H4BrN3
![8-Bromoimidazo[1,2-a]pyridine-6-carbonitrile](data:image/png;base64,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)
PN: 3H37-9-36
CAS: 1221791-93-0
Molecule Weight: 222.045
Formula: C8H4BrN3
![3-Bromo-6-methylimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB07AAAdOwGqncPfAAAB/HpUWHRtb2xTb3VyY2UAAHichZTbbtswDEB/hdDzqquvQZwiWzFgQLuHtQX2Vii2khqIpUJ2bn8/KqnbuOlcWLYokYcSKcrT632zhq3xbe1sQQTlBIwtXVXbVUEeH35eZeR6Ni3RCA1tW5DnrnuZMLbb7Wj5bBq9d5aWriEn/WTf1gObnaLOr5jkXLC/d7f3R+aqtm2nbWmQautJe5y8daXujrv4zxKs0X5bW3YyZ43fnrw9SR4ap/u2Iu+x/EDdHFFY1msDS+cb3cFWcoqNf4OVscbrzlSwOOC0ohHGPpve3bhy0xjboRg81KVe33d+U+JE49am3KAzFH7dFKQRCOjONXPv9QGCFKa1AC1BK9AR6Bh0AjoFnYHOQQuOr8Acr01Y5OHwYnCn0D+/j9/vPgiYG1mQlMa5UJBQGadJ30U0lyoHhTouQVIh4wQElZJH76MkytPe5AQQOKDHiKpMZqhJBHaS8hQ7QRU/H8V5kuMoi3CEicmyFGIax0r13MkLxs/eEjCbLpytzkSoq4IsMNpg8scsW/maHALOV8ZjvQUHwfQckEMgpPINmH8GqCEQEj8OREMgHNM4EA+BcKjjQDIEQgmMA+kQCAUzDmRDIJTXeFrzC0Dw8SWC/kPYXyIfT/u13keZywP/HGFn9cX6y4jixUVlZ7eY4b9r9g+MvXZN2Dp5CAAAPDFJREFUeF7t3Qn8VXP+x/HZMUZj/CeyxTAG428XkoiI7IpMiGKasq/JZChLg7FF45+EUA0RpShbm30v2RpK2UsqaRvC9/97n5lz5tzv/d3f797PPXd/PR+P85jR+d7t3Ps773O+6w8cAAAGP/D/AQCAbBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmJRVgPxp550zbj133dWd27at+9vJJ7tHbrvNLVm40H84AKCIKiZA/O3sNm3c61On+k8BACiSig0Qbafuvrv7ZNYs/2kAAEVQtgHi+3bVKjf/ww/dhKFD3aktW0blhvTp4xcFABRBxQRI3KSRI6NyFxx4oL8bAFAEFRkgS7744r/VWHV3I5n4z7dy2TI3bvBg1/foo91pe+zherZo4T0CAJCtygyQhQujcn8+5BB/dyT+fHpMv06dUv6tBwECAGYVGSCT77svKjeoVy9/dyT+fIPOPz/lv7N5HQBAZhUTIGpEX/Dxx+6xu+5yp/2nEV1VUHPeessvGvHD4tJjjnEznn46qMoCAOSnbAOkse28/fcPwqAh8fJ9DjuM4ACABFVkgPzlyCPd9ClT3KpvvvGfIkX8Mc+MGePvBgDkoSIDJNzUm+qzOXP8p4nEy37xySf+bgBAHso2QHzff/edW/7VV272jBlu5LXXBu0fKqcpTTKFQ/z51IYCAEhOxQSILz6Y8M5+/fzdgVyeDwCQm4oNkBVLl0Zlex1wgL87kMvzAQByUxUBokkV65PL8wEAclOxATLxnnuisr0POsjfHcjl+QAAuamYAPn++++DcRzvv/GGG3nddVEjura7L7/cLx5o6PkAAPkp2wDJdjtr773donnz/KcKECAAUDgVHSB/OeII9+HMmf7TRAgQACicigmQHrvs4s5o3ToIjVsuuMC9MH58TiPRAQDJKqsAAQBUDgIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwKRqA2Tu229nXCcEAJC/qgyQcK2Q01q2dJ/Mnu3vBgAkoCoDZFj//tEI9FEDBvi7AQAJqMoAeXXixChA+hx6qL8bAJCAqgyQr1eudKe3ahWFyAfvvOMXAQDkqSoDRG7p1SsKkNE33+zvBgDkqWoD5KVHH40C5OIOHfzdAIA8VW2AaPXCU1u2jEKE3lgAkKyqDRD5+9lnRwEy7tZb/d0AgDxUdYA8O3ZsFCCX/eEP/m4AQB6qOkCWLVniTtlttyhE5n/wgV8EAGBU1QEiA047LQqQCUOH+rsBAEZVHyBPPfBAFCD9u3TxdwMAjKo+QL5auND1bNEiCJAeu+zivvj0U78IAMCg6gNEru3ePboLeWLECH83AMCgJgJk0r33RgFy9Ukn+bsBAAY1ESCL588Pqq+CaqwWLdzizz/3iwAAclQTASJXdesW3YVMHjnS3w0AyFHNBMjjw4ZFAXJdjx7+bgBAjmomQBZ88klUjaVeWV8tWuQXAQDkoGYCRK447rjoLuSpBx/0dwMAclBTATL+9tujALnxjDP83QCAHNRUgMybOzcKkFN3390tX7LELwIAyFJNBYj069QpCpHnH37Y3w0AyFLNBcjYwYOjALn5nHP83QCALNVcgHz83ntBeHTbYQd3/E47uRXLlvlFAABZqLkAkR7t2rl9f/Mbt/tGG7kJo0f7uwEAWajJALmxf3+3+TrruPXXWst1PfZYfzcAuM8//9wNHDjQHXHEEW7zzTd3v/zlL91Pf/pT17RpU9eiRQt3+umnu8mTJ7vvv//ef2jgBz/4QbRly/KYUqqMd5mw1155xf30Rz8KvqQ111zTrVixwi8CoEb961//cr179w7ODfETeqZt6623duPHj/efxhQGlseUUmW8ywLYdNNNoy/qQQYVAqgzf/5817Jly7SQyGbzNbQvE8tjSqky3mUBnHvuudEXddxxx/m7AdSYb775xrVq1SrlJL7VVlu5AQMGuGnTprmFCxe6VatWuS+++CL470GDBrn999/f/fCHP6z3hG8JA8tjSqky3mUBPPvss9EXpbrNr7/+2i8CoIZcfPHF0TnhRz/6kevfv3/G9o24f/7zn+6ggw7y/9kUBpbHlFJlvMsC0A9jgw02iL6shxlUCNSsL7/80jVp0iQ6Hyg88mUJA8tjSqky3mWBqBdF+GV169bN3w2gRgwePDg6F6jaKps7j8ZYwsDymFKqjHdZIOqCF35Z//M//xPUbwKoPcccc0x0LlCbRxIsYWB5TClVxrsskG+//datu+660Rf2xBNP+EUA1IDf/e530XlADeRJsISB5TGlVBnvsoC6d+8efWE9e/b0dwORBQsWuNmzZ/v/jCqwzjrrROeBRQktNhcPA8tWCSrjXRbQo48+Gn1hzZo1c999951fBDVO3Tv79OkTddds37590JUT1eMnP/lJdB5IqirbD4Rct0pQGe+ygHRy+NWvfhV9aVOnTvWLoIaNGzcupXoj3PSbufHGGxM72aC0uAOxqYx3WWAnnnhi9KWdeeaZ/m7UoHfeeccdcMABaX/U/qZpLB577DH/4agwtIHYVMa7LLCxY8dGX9rGG2+cSBc+VCZdfZ511lnBpHnxP+Zf/OIX7oorrnB33XWXa968eco+bYcccoh79913/adDhaAXlk1lvMsC0+Rpa621VvTFvfDCC34RVDn1yNPUFL/+9a9T/ojV7tGlSxf3ySefRGU1+Wa/fv3cz3/+85SyP/vZz9z555/vlrBUcsWJjwPRXWUSF5GWMKjvMbobvvLKK12bNm2Cixdd3KjKrXXr1u7mm28OquFLJftPVuX+8Ic/RF9cr169/N2oYpMmTXLbbrttyh+vtt12263Bi4kPPvjAde7cOe1x6hp+22230SGjgixevDhlJPpVV13lF8lZfWHQmPoe4/++/E1Ty2skfSlk/8mq3P333x99IZtttpm/G1Xo/fffdx06dEj7g9QUN6qqyvYq9Omnn3Y777xz2vPstNNO7qmnnvKLo0z5c2FdffXVWf0GNBfWwQcf7P9zym8hW/U9RndE6gU4YcKEoJpUd8CaNfjee+91G264YVD21FNPjT1L8WT/yarcsmXLUqokXnvtNb8IqsTSpUuDP8jVVlst5Q9W/33RRRcF+3Olu43bb7/drbfeeinPqU13t7pbQXlTVdAee+yR8t1ts802QW+76dOnB3cp6nWnWXn137fccotr165dSWfjffLJJ4Oy+t2VQnbvskbEr0Z1IkF10dWk7izik2iGW8eOHYM7knyp/UNVoGoPiT//Gmus4fr27euWL1/uPwRFoAvEyy+/PBjD88orr/i7I5W2HogudlRWF7+lkN27rBEjRoyIvjxNqIbq8fzzzwdtGv4f/XbbbRfMiZa09957zx166KFpr6defvqdoXiGDRvmNtpoo+g7UONzQ8IVCf1OEpk23aWoeskXL5OtXB+j6lOV3XXXXf1dRZHdu6wRunqMV2u8+eabfhFUmI8//jjoRRVWM4Sbelup15V6XxXS448/7n7/+9+nnXS0cNHLL7/sF0eCXnzxxXrvJrJtL9Ca6DfddJM7/PDDgzXR1ciuEev67ajh+owzzmhw4HH8NbOV7WNUjabhB2qvVXuN/n8pNPwua5D684df4KWXXurvRoXQVaSqLDR+I/5HqS6QGueh+uxiUb25TkTx0c7a9IevZQTmzZvnPwR5+PTTT4PBwf5Fg2bc/vvf/17wi4ZCin8ebbo4eeihh/xiRUOAeO64447oy9l+++393agA998/yv3mN79J+2PTyHL1qS8VzZ+lq9/4vEvadGWrbqOsipkfHb+//vWvKWO6tOl4a+0fXbVXOv83vfrqqwerISY1ej5XBIhHP7L4KGTVZaMyvP32R+6II86u+6NaP+WPTNNUlNOKk2+88Ybbd999004Gv/3tb0t6NVnJHnzwwaA6xz+m++23n3vrrbf84hVPMyYoNNSbcM011wzOWYVoy2sMAVKPeJ9+TZp32WWXlfTKFQ1bvHil69//Kbfttv3cxht3cmuvvb378Y9XD9a6v/baa0s6Urcho0ePDurWa+WkVwiEsXPjx48PPrPaZYqNAPGo7lx1pf4PUpt6ZmmwUaluF5Fq1arv3IgRM1ybNkPrQn+w23HHv9edOM5wG2xwoDv11N5BI2i5q4Vql0JQdeApp5xSb3WgBgDWUnXgypUrg89eiq68BIhHPSv84Khv0+2yuvo1NNUFCufZZz90HTqMDIIjvp144t3uzTfn+sXLnhp+u3btmtbwq4Z3Nfwybfy/6ThoYF98CQZt6pBw0kkn1WSHBN3JhuekYiNAYtQVLv4HrF5YalTX4CN/1HJ80wRnZ599djBtRTZTH8Dugw++dGeeOSEtOA45ZIR7/PHKXy3wpZdeqrfrqcYaaNRxLVOXaE3r4R8bdYluaHBgpdM8bbqr0m9Dk3oqRDWAUDUhl1xySTBIVcdBs0UXGwHyHxovEJ+JVVMUxMNAY0Q0IOnII4+MvrD6tvXXXz9YGnfixIlcNSZo6dKv3fXXazDgkJTg2HPP292tt77qvv66crtm1mf48OEpg9/CTWMSZs2a5Revapr/KdOgzH/84x9+8arjf+76tuOPP74k5xsCxP17HqN99tkn+jI0r0xDt8KajmLkyJHBHEf+OIP4pkDSbbUauWqpTjZJ3333vXvwwXfcfvvdlXbX8Ze/THTz5y/zH1I1NP2G2tzUVTP+u9I0Kao+/eqrr/yHVBWmhfk3dahQbciee+4ZTJ6odh+dd3Q3pnFEpeh9FSJA6ujWL/xxqgqrvmkJMlED1pgxY9wJJ5zg1l577bQQCTf1CNKIaNVX6jFo3Kuvfuo6dx6VFhxdujzoXn89c8BXm7lz57pOnTql/aaaNWsWVLFWW7WpLug0HT4TU5a/mg+Q5557LqUnx3nnnecXyZruMh599FF38sknu6ZNm6b9+MNN/ba1ApqmY9ZVJlJ98slXdVfYT6QFR7t2w9zYsf90VXa+zJqmzdhhhx3Sfk+77LKLe/bZZ/3iFUlzO2kafP8z6t+0D+WlpgNEi7Bsuumm0Y9U4z+SqmrSdAlaqEgjj+ub/TXcdDuueu277767ZIvClIsVK1a5QYNedi1b3pYSHPrvgQNfdMuXl+d4jmLS1fmtt95a7wXKcccd5z766CP/IRVBdxXxRd3CjcW5yltNB0h8HWT1wy/UmtaqYtDV0znnnOM22WSTtD+ScFtzzaauU6ez3X33Pe0WL17hP01Ve+SRd1379sPT7jrOO++xupMiS8T6dLFx7rnnpq3drrEAqi/XokOVQO0Yas/wO6ao3UPtHywPXN5qNkB0VRP/wd55551+kYLRLKEXXnhh2ijkNdbYyK23Xju3xRZnu113HeJ69hzn7r//LbdgQfU2Fr711ueuW7cxacFx9NH31R2nj/3i8Gg1PM2F5F+M6EJFVaTlTD2o1JPKf+/qcVWoizkkqyYDRNOSqB0i/MHq1r9UXn/99aAvt2bVbNLk926jjTrW/f+LU06mu+wy2P3xjw8Fo64/+yz31fLKkUKxb9/JwWeLf9Z9973LjRz5pvv22+JWWeiKXd+FljbWyHB1eGjTpk3wvaiaM1w6NNz03/p3jc9QOXWiuPLKK92oUaPcjBkzit5RQh0/NFOCfzLW2hfltrqmxmyoR5H/XtWr6LHHHvOLo4zVXIBoqpJ4Q6TuAsrlNvm99+a6gQPHuk6d0rusxrcTTxzthg6dVpFVO9988527445pdSe2O1I+k+64rr76mbrv4l/+QwpCA7F00lV3WC009eMf/zjthJbPpqolLY+qlS01ALAYVUqa8+uGG25I6w2oUdp//OMfg9X2Skld49WtXe8n/v40qlyjy0sxjgH5qbkA0VoQ8T9yVSeVI/VEuuuu6fVW78Q3dXPVQLr3309ufQv/NaZObXxqkHj5TCZNmuMOO+yetOc/5ZSH3ezZi/ziidO8UlrHeq+99kqbQ6nQm2Yy2H///YMldQvd827BggWuR48eaaGoruTXXHNN0SeXVMcUjaTWPFXx96PvQPNZaV4rVKaaChBN6R2fqkRrMFQCDZa75543XPfuY12LFremnYDDrWPHkUEvppkzF/hPkRP/edUeoQF9DYmXr89FF01Me94jjrgnq3DKh05eqpZSTzd/QJq/qbecZsJVzzldyev3okFamtJ/zpw50eSM+l/9t/5d+1VO5XUy1Mywmo3Af+74poZujRxWdU0hx3CoSk7Va/7rF3N6e82Iq5lx/feg46SZdFHZaiZANIdMvOujrgYrsWvgwoUr3AMPvB1ctavaxz8ph5uu9G+88QU3Y0bu1Rb+c2nTaPCGxMv61P02vn+vvYYGd1eqzioUXeVff/31aW0X/olUV+r33HOP++yzz/ynyIumxtHUN6qyqW9xq3BTG4qmLSlk9Y3aZep7D4VcYEujpxXG/mtqwj+t3YHqUBMBoqBo27Zt9CNW33LNflrp1F7w0EMzg8kF/bET8e2gg0a4a699NhjZnc0Fr/94bQccMMytXJn5JBcvWx+t16H3eOmlU4IQLBRVh6hbaKYp+bfbbrugOuXDDz/0H1pQulvp169fvYsehSfWwYMHJzYOyae2P8244E+9Ey7xqwWKkqBqQs1o7VcRqpu8OicU6vOhNGoiQPTDDX/IqsJ65JFH/CIVT1f5GkvRq9fjbo89bk8LgHDTaG6dzNVFNlOY+MER/v8hQ171i0YaC5BC08BNrTvuNyBrU5hccMEFQe+ocqBR47rz8cc+aNtiiy0K2hNJd+LqYeZPG6952wYNGmReL1yPu/nmm9OCW6+j9cmr4YIN6ao+QLReR3ywlQbzVTvdKTzxxGzXp8/EtN5O8U2D9OoTL6PqsvD/67kWLaq/e2opA0RTfOjOwj8ZazZbtU2U66R76hWl8UB+47K2o446qqB3Sc8/r5mNd0t7XR1HzaCQC/Uy+9///d+059K09OXaSQXJqOoAUffceJWB5tOptVtoTXOuhmqNuQhX7osHQn3iZTQeI75wk7ra1qcUAaLR2Lqa9k9cGp+hSQaL3dvIavHixcGyyX71kv574MCBfvHEqAFfvcLqm2qnQ4cO7v333/cfkkLTyh9xxBFpj1W7k9p/UP2qOkA6d+6c8seoUbu1TEvAPv/8R+7yy6cGM9qOGVN/A6ofBhMnvh/9t9bj0KJOPv8xhaYr6Pg8Zto07bkGZRZjzEUhaB6ro48+Ou2ErDVoCjlPmsbEaLyKv2ia/rtPnz7B/jhNI687J7+8jr+mny90N2WUj6oNEF2Bxn/c+m9kp74w6Np1dPRvamfx1feYQlCHCLVp+Y206qbb2BVzpdDKe2oLiX8+haVWpCskHb+OHTumvK423aHoTkXHfujQocE08n4ZBZ+6NqO2VGWA6E4jXh2gO5FCUlWApovQjLp//vOfg/rr7bffvsEpMLRf5VRej9PjCzkmIBf1hYF6cMX/3e8eXN9jkqYr4QMPPDDleKp3j45ftVG7jboAxz+r2vKKMWeb2kDqa1OqbxyNZnWYMmWK/xSoEVUXIGrjiK8noDaQQkxVoqs1NdAedthhwQhf/w/Lsul59Hx63lJeTWcKg7PO+u9a5Cef/FDKvkyPSYrGaey4444px0vT71f7pHtqS4hfDKlXk7ohF5p6ValXVnyZ5/imMVWaVr4Sx1IhOVUXIOplFf7IdcWmXlhJUR93/VG1atUq7Q+qEJteR6+n1y2mTGEwa9bClJHwU6bMifZlekwS3n777bT2jjPPPLNiGsnzNXPmzGCiwfjn1++8GHesauA//fTT0167kG0yqBxVFSAa3xHv36668iRosRv9EflrU8c3TQinaai1RoNO+ura2NAUGNqvciqvx+nx/nOGm15Xr1+spTwbCoN+/SZH+zR1SjjFSUOPyYdmbl1nnXWiY6H5nTTeo9ZogOTuu++e8rvQ+IpihIgGIcZf1zpWBNWnagJEA5U0wjz8kWvkeb631zphd+3aNW3RHm2aUVTz+Wi6jGnTpvkPNdHz6Pn0vP6Mpdr0PvR+Ch0kDYXBvHlLU0a9a5yINPQYK915xKtQNPDugQce8IvVDLWL+Gt/FGNcEwGCTKoiQHQVprmtwh+46mc14tZKVSO6e4mvGRJuWh/ib3/7WzDXUSHp+fU6ej3/Peh96f0VqgqnsTAYMOD5aL9Gtmsp2sYekyvdqcU7IKh9qFrW/c6H5syKd0/XVuhJQQkQZFIVAaJGxfDHrSqsfGYafe6559yWW26ZdtLedddd3ZgxY/ziRaHX1ev770nvU+83aY2Fgebgig9KHDz4lUYfkws1mMdncNXstU899ZRfrGYpROJ3IvrNq3ttoRAgyKTiA0RTJcSrmDQxnIXuYnQl548v0En60Ucf9YuXhN6HH256v3rfSdaFZxMGmk03LONPl5IP3VVpIabw8+m7HT9+vF+s5qk6K94moi62hZo2hABBJhUdIOqeG19XXH3S9WPPlXo5tW/fPuWPpNDVRFaZqtf0/pPqrZVNGGiKlPbth6eUbewx2Ygv+KV2oHJf17uU1LAe752lKdvVayppBAgyqegA0Vrm8RO+ZW0DTVjntzNoHIl6SpUzvb/4eBdt+hxJTMCXbRhoKnk/PBp7TENGjhyZ8nk0/Tkapi6+8XEimsMqaQQIMqnYANHUCvEf9W233eYXaZR6+Wy88cYpz6Puspa7mFLQ+/T76Ovz6HPlI9swUBderVaYRIDoRKhR5eHn0GJH+faiqxUabBj/DSQ9ASMBgkwqMkA0+jh+sjnmmGP8Io3SSTa+doHaEip1viy973jbjT5XPiGSSxhopt98A0TtN61bt47ef/PmzVknO0fxaU90R6KJGZNCgCCTigsQTVWiKSzCH7NGKOc6KlbVPPE7D/XyGTt2rF+souj963OEn0mfL4nqrGIYMmRI9L41UFAz7SI3alTXEr3hcdQ8a0khQJBJxQXIeeedF/2QddWdazdWNTTH2zyqqYuoPkc8RPQ5k2pYLxQtqhQfaa4pSmCjlQzjJ/qkVjYkQJBJRQXIhAkTUqYq0RrPuVBVSby3lQJo3LhxfrGKps8Tr87S502yi2/S4h0htIKg1pqAXXw9EU0Jn8QCagQIMqmYAJk3b55bb731oh/xPvvsk3Mjq8ZLxP8QKrXNozH+WiiFHqlsNX369JQLgtGjR/tFkCO1fcR7ZQ0enHublI8AQSYVESC6gm7Xrl30A9b8SLlOJaJpMOJX5uq9VM3ivbP0uctxGhB1OQ3fo3pdIRlaHjc8rhonpZHr+SBAkElFBMg111wT/Xh1xZprg7du47faaqvoOTR+olK66lrp88XHiejzJ1GdkZTXX389ZcJIGs6To8GETZo0iY7t8OHD/SI5IUCQSdkHyMsvv5yyEtoZZ5zhF2nUlVdeGT1eAw7LfZBgUvQ54yPWdRzKhXoJhe+Lu4/kac3y8Phus802ebWDESDIpKwDRA2q8Un1tAxsrncOmvq8XE+ixeCHZz5Twesc9Nprn7n585f5u3Ki1Rbjdx+59qRD49S7Ld4jL58eWQQIMinrAOnSpUv0o9Ufg2VwnNbPCJ+j3KpxisGvvtPxsLrxxheCgYJ77z3ULVy4wt+dtb59+0bvZ++99/Z3IyE9evSIjvPxxx/v784aAYJMyjZA/OkZtP5yrubOnZsyU2+5zKpbbPrc4THQ8dBxsejWbUw02vzll23rragqJb48raakQWGo40R4nHX3uXTpUr9IVggQZFKWAaK6+/hUJerbbhHviaT1NGpZfD0Raw+0eIC89JItQCZOnBi9DzX0LluWX3UYGhafrdoa1gQIMim7ANF05S1atIh+rJtssolpimqNwNYSqOHzlGoxqHKhzx8eCx0Xywj1JALkhBNOiN7HySef7O9GwuLVheoKb0GAIJOyC5BevXpFP9R8xi8MGjQoeh5N6ZFPL5RqoM8fn8JFxydX+QaI3oOWGw7fw9SpU/0iSJgmHg2P92qrreZWrMi97YoAQSZlFSDqKRLvnaMBUVbxVe20tjhccBzCY6Ljk6t8A+S1116LXl9rnHMiKg4tNBUe9yeffNLf3SgCBJmUTYCo22GzZs2iH6l65+Q6VUlo1qxZ0RQZmt0111Hr1UrHQcdDx0XHR8cpF/kGSHxA6OGHH+7vRoHEp3q/6KKL/N2NIkCQSVkEiKo2DjzwwOgHqvUs8lnP4IYbboieq23btv7umqbjER4bHadc5BsgGjAYvnbSix4hs3iPRsudJwGCTMoiQK677rqUH2i+Dd66urWeJKtdPFxzvQvIJ0B00okP6LQsPwwb3XmGx13duFeuXOkXaRABgkxKHiCvvPJKylQlp512ml8kJ6r2+tWvfhU937Rp0/wiNU3HIzw2Ok65VBPmEyCqLou/Loprww03jI7/jBkz/N0NIkCQSUkDRAObtGZB+MPcdtttc7468sUbalUVlssJshboeMSX8tXxylY+AaJ1SsLXbNmypb8bBablD8LjP2rUKH93gwgQZFLSADnxxBOjH6WmKnnrrbf8IjnTYKnwOQ8++GB/N+rouITHKJfBZfkESLwBvVu3bv5uFFjPnj2j49+/f39/d4MIEGRSsgAZMWJEyo/ylltu8YuYqJdJ+Jznnnuuvxt1dFzCY5RLr5x8AkSDBsPXvPrqq/3dKLDrr78+Ov66cMsFAYJMShIgs2fPTlmvoGPHjn4Rs/iSnkmsxlaNdFzCY5TLNDH5BEibNm2i18y3kwRy9/DDD0fHv3Xr1v7uBhEgyKToAaKpSuLzMjVv3twtWrTIL2a24447Rs89efJkfzfq6LiEx0jHK1v5BMgOO+wQvaZ1dgHYacGu8Phvt912/u4GESDIpOgB0rt37+iHqEFtTz/9tF8kL/FRt2+++aa/G3V0XMJjpOOVrXwCJD6pX669gJA/63cuBAgyKWqAPPHEEylTlfTr188vkjetlx4+fz6LJ1UzHZfwGOl4ZSufAFl33XWj15wzZ46/GwVm/c6FAEEmRQsQrUIXH++hethC/BBXX3316DUsM87WAh2X8BjpeGUrnwDheykt63cuBAgyKVqAaC3z8Aeou5Dp06f7RfKmMQ7xH3q+Y0qqlY5L/DhlO1bGGiB8L6Vn/c6FAEEmRQuQ119/PaX66tBDD/WLJIIr3cZZr0atASJ8L6Vl/c6FAEEmRQsQue+++1J+iDfddJNfJG+0gTTOWh+eT4DQBlJa1u9cCBBkUtQAke7du0c/RF0J6c4kSfTCapy1R04+AUIvrNKyfudCgCCTogfI8uXL3dZbbx39GPX/9W9JYRxI4xgHUnsYB4JCKHqAiO464nXiuitJCiPRG8dI9NrDSHQUQkkCRNT+Ef9R3n///X4RE+bCahxzYdUe5sJCIZQsQEQ9scIf5dprr+3mzp3rF8kZs/E2jtl4aw+z8aIQShogCxYsSFnoplWrVnn/OFkPpGH5rAdy7LG3uW226RdsL7zwvr+7QawHUlqsB4JCKGmAyKRJk1LGh1x88cV+kZywImHD8lmR8LDDetcF/hHB9swzufWkYkXC0mJFQhRCyQNE4u0WmmBxypQpfpGcsCZ6Zvmsib7vvh3dmmv+JtimTHnO390gnXRYE700WBMdhVIWAbJq1aqgWiP8gW600UZ5jVaOnyTbtm3r765pOh7WcI1/RxMnTvR3N+qAAw6IHj9w4EB/Nwpk2LBh0XHfY489/N2NIkCQSVkEiGh0shrSwx9prlfHcaou+eEPfxg8j+5odAWGf1+J6njouOj46DjlIt8AiTek5/P9IjcnnXRSdNxz6XUXIkCQSdkEiNx7770pP9Sbb77ZL5I1XWmFz/O3v/3N312TdBzCY2K5Es03QOIdHH75y19yIiqS+OwMTz75pL+7UQQIMimrAJH4eAENNsy1wS80aNCg6Hl+//vfu++//94vUlP0+XUcwmOi45OrfANE76Fp06bRc0ydOtUvgoS9++670fFebbXV3IoVK/wijSJAkEnZBciyZcvcVlttlXLyt/zo1YayxhprRM9T66Of9fnDY6HjYmljyjdA5IQTToieQxcLKKy+fftGx7tdu3b+7qwQIMik7AJE1NVUV0vhD7ZHjx5+kaycfvrp0XNoHfZaFl+HXsfFIokA0ePC52jSpElwwYDCiU9imcug0TgCBJmUZYDIgAEDUn60DzzwgF+kURrZrm6L4XM8+uijfpGaoM8dHgMdD+uI/yQCRNVYm266ad4nNTROk1aGx1ldqJcuXeoXyQoBgkzKNkB0ojnkkEOiH60Gn1nW9+jatWv0HKoa+/rrr/0iVU2fN14lqONhlUSASLxaZe+99/Z3IyG6cw+P8/HHH+/vzhoBgkzKNkDk888/dxtssEH0w91zzz1z/vEqdOID2K688kq/SFXT5w0/u46DJYRDSQXI+++/nzL7wHPP5TYoEY2bP3+++/nPfx4d48cee8wvkjUCBJmUdYCIuh3GTzaXX36tX6RR/kn0vffe84tUJX3OJMMzqQCRo446KnouDTBEsi688MLo+G6zzTZ59UIkQJBJ2QeI/PnPf3Y//vHq7he/2Nw1a7aPe/HFmX6RBvnVODvttFPwR1HN9Pn0OcPPnET1XZIBojVh4hcGWvAIyVi8eHHQQSE8tsOHD/eL5IQAQSYVESCa6mS//Y6vC4/2brPNuru2ba93S5bkFgBqUPzJT34S/RFYeyJVingPNH3uJFYBTDJApEOHDtHzcReSnMsuuyw6ruqFpb+ffBAgyKQiAkQ+/HB+3RV1b7fddtcE61Gcf37udbpXXXVVyh/CHXfc4RepCvpc8c+pz52EpANk+vTp0ZQz2kaPHu0XQY4++uijujv1X0THNIlVOQkQZFIxASITJrwbLWikbdSot/wiDVI9cPv27aM/BF2Za52KaqLPE7/T0ufNp/47LukAkeOOOy56Tk2i+dVXX/lFkIP4ks5bbLFF3tWWQoAgk4oKELn00ilRgOyxx+1u9uxFfpEGaQR2fEoP9VR56qmn/GIVSZ8j3vNGn9My4jyTQgSIeguts8460fOeeeaZfhFkST2t4if6fHpexREgyKTiAmTFilWuQ4eRUYh06nR/3VVWbj/oDz/80G288cYpITJ27Fi/WEXR+4+Hhz6fPmeSChEgMmTIkOh5NVswDeq5W758ufvd734XHUf1cksKAYJMKi5AZObMBXUns9uiELnyyqf9Io16++23U5Z2VbVPpbaJ6H3Hq630ufT5klaoAFEVW+vWraPnbt68ufviiy/8YmhAfMp2tYGoLSQpBAgyqcgAkREjZqS0h0yePMcv0iidZON3ItrUe6lSuvjqfcZ7W2nT5ylEeEihAkRmzpzp1lprrej51Ssrl+V2a1l8wShtSS/WRYAgk4oNELULn3nmhChA9tnnTjd/fu4T86maJ94mok3jJ8p9sKHeX3ychzZ9jqSrreIKGSAycuTIlM/Tr18/vwg8Ct54ryt1jU4aAYJMKjZAZOHCFXVXqsOiEOnefWzdVWvuPY7U0BzvnaVNI7j/+te/um+++cYvXlJ6P3pf8RHm2vT+k2wwr0+hA0TOOuus6DU00FCLjKF+qubbeuuto+OlhaM0iDBpBAgyqegAkRdf/Ni1aHFrFCK33vqqXyQrqofXeIl4W4K2Lbfcsmxm8dX70PuJvz+9X73vpLrqNqQYAaKAjK8mqdmDx48f7xereWo033333aPj9LOf/azub+FFv1giCBBkUvEBIjfd9GIUIAqTadM+84tkTRP7+SdpbVpPo1SLUul14+t5hJveZzEnIixGgMhnn33mfvvb30avVU1drZOgkeUHHXRQdHw0GHPo0KF+scQQIMikKgJk1arv3AknjI5C5OCDR+Q81UlcpmoibWpn0NriH3/8sf+wROn59Tp++4y2UlWvFStAZM6cOW7DDTeMXk9rqCcxHUulU3h07tw55feQ1EwDmRAgyKQqAkQ++miJ22uvoVGI9Or1uF8kZ5r6XOtnxBelCjfVz++7777u+uuvD1ZQTIKeR8+n541PNBhueh96P/lMyZ6PYgaIqDfZr3/96+g1tRSvZWGxaqFqq/idh7ZzzjnHL5Y4AgSZVE2AyPjx76V07X3ggWS6s+qEre6yq6++etpJPdy04NWhhx7qzj33XDdo0KBgGnr1lNKVtNY1Ef2v/lv/rv0qp/J6nB7vP2e46XX1+qUKjtAuu+wSvadiBIi88sorKSPVNdDwpptu8otVPTWYx9s8tJ144olFafsiQJBJVQWIXHLJ5ChAWrXKfaqThqiXk076rVq1SjvJF2LT6+j1Ct27qiHz5s0LJuTbb7/9Ut5b27Zto2AsNN2JxJfB1aYpT4pdhVcq6qob722lTXcexQgPzaV1xRVXpLw2AYJQ1QXI8uXfuCOPvDcKkWOOyX2qk2xoVb0bbrjBHXbYYUH9vH/yt2x6Hj2fnlfPXyoaxXzjjTcGy83WV5UWbmuvvba77rrrinIiV8P6jjvumPL6O++8s3v33Xf9olVFgwTj4zzUYH711Vf7xQpCnTc0HXz8mOv3AISqLkDk7bcX1N3uD4lC5Oqrn/GLJEpXgq+99pq7++67g8WvNA/R9ttvH1w1xxuCtem/9e/ar3Iqr8fp8cW4osxEgaVG+3g7R31bfe1B6g32yCOP+E+ZuKVLl7oDDzww5bU1el3Hr9qovSM+PUl47O+8806/aOLefPPN4A7T/551rHVhAYSqMkBk2LDXU9pDpkyZ4xepeaoaufzyy9NGtPubuhBrOdxZs2YFj7vvvvvSqpS06eSu5ywkTW+iHmj+eJ3DDz+8pHdtSXr88ceDqdjjn0/H+6WXXvKLJkpVpaeddlrasVVw6PtPYmp4VJeqDRBdzJ9xxvgoQPbd9y7TVCfVRkvJXnLJJfV2Dw43VZNockNVpWVquF+5cmWw8p3f1VlXyWeffXZBRkTHacZeP8TU2UCfbcWKFX7xiqCqw/h6HuF25JFHui+//NIvnhh1Ddb8WfHOCtpUXaVef6o+BOpTtQEimuqkXbv/TnXypz+NM011Uuk0QllVZX59dnzTVae6D//f//2f+/TTT/2nyEjjVY4//viUlQW1qfutGt8L2eCqk2qXLl3SPouCRTMUF6NtJgkKW4VxvK1Dm/476YkRfU888US9FxOaDeDll1/2iwMpqjpA5PnnP0qZ6uS222xTnVQStaU8/fTTQU+dTTbZJO3kEG6a/kLVTrfffrtbsGCB/zQ50Yj4+kbLq61n8uTJfvFETZ061W233XZpr60VDnUXpfaEcqTFtC688ELXpEmTtPeu9rFCToypruTqsOG/ro7Z8OHD/eJAvao+QGTAgOejANl11yFuxoz5fpGKpyv9SZMmuVNPPdVtsMEGaSeGcNNgPLUXqOE56WoRBZcaeddff/2019UJUWNgCkWfX+ND1DPMf22tj3LBBRfUfe8z/IeVhEbU9+jRI/gu/Peqto+kVhKsz5IlS1zv3r2Diwf/d6Hqv3INW5SnmgiQb775znXp8mAUIhddVJxBcIW2atW3buLE51337qe6pk2bpp2Mwk3tFMccc4y755573LJlhW8HUm8pVZmtttpqKe9DbRR/+ctfCvoeNOCub9++KYuFxTfdqagbbCGv7uujK35NT7/ZZpulvSdt+ndV+RWqoVrhrmq9Zs2apb12p06d3Ny5c/2HAI2qiQCRDz9c4vbf/263yy6D3dix//R3VwyNaZk6dW7d1eJEt9NOF7h1121bd2JOv+LXmBK1D4wePbpkjcqzZ88OGoD996auzIXuequQ0rQwfjfq+KYlYHUnoGBNuqFYbUMaw6GuuJpm3X/tcNtmm22CKiM1ZBfKM888kzKLQLhpXI2q/wCrmgkQ0XrqalivNCtXrnKPPz677qr+Sde69R3RndTWW/epO0Ee4dZa699rYavhWicsTX9eqCtZC017su2226adwDQ1xwsvvOAXT5SOw/333x9U2/nVNv6mqj+NuFc1oNpOHn744aD9pqEpabRf5VT+lFNOCToi1FeFF980u7A6HqiqqpBjf3SXdeyxx6a9vu5WtQ49Kz4iXzUVIJVk2bKv3SOPvOvOP/8xt8cet6eMaQm3bbe9yrVocaY799wr3aRJUwp6FZsvtVGoh5dftaTeWyeccIL75JNP/IckTuMcbrnlFrfXXnuljXUo9KbqvP3339/dddddBa3CE91xqrpMQRV/DwrQ8847L/G2L9QuAqSMfPnlSvfQQzOD8SstW96WFhjhdtBBI9y11z7rXnvt04JewRbCokWLgnms/BHt6rLav3//oq1Hr3aaCRMmBA3Ku+22WzBJo3/Sz2fT51NX2IsuuiiYOLNY1YiqjmvevHna+zn44IPdP/9ZuVW3KE81HSD+iVltC42Jl0/CF18sD2YNPuWUh4MeYv57CrfDDrsnWDjrjTeqoweZJkjUFbl/olNjcimmbNcJXoMsVd2lke5qP2rTpk0wRqKhKWnUhqFyuovSaO1Ro0YFvb000LKYXn311WDwp388t9pqq7JZURPVhwCJbUcffV+jAw2TCJB585a6f/zjjWAN9/gYFX/r2HGkGzTo5borxy/8p6gaY8eOTZu2Q9s+++xTNt1uy5nGkpx88slpk15qeYABAwaUdbUmKh8B4m0PPviOXyyFNUA+/niJu+uu6a5r1/+unFjf1rnzKDdkyKtuzpzCTgVSTtTQrYkc/VmNVa3Us2fPoGsuUmmU/TXXXMMxQ0kRIN52wAHDgl5PmeQSIAoBjXw/9tgH0l4nvp144mh3553TgpCpZVxNZ2fcuHEZ79pUDQcUCwESC47w/+sOIJPGAuRf/1oVhMZRR41MC4pw01gUVV+pGkvVWUil+vw999wz7QRZ6/X5ajdq165d2nHROBO1vQDFRoD8Z1NDdvj/NdZi0aL6G0EbC5DBg19JCwxtaiDv2XNc3R/6W0HDORrXUI+ial9IKq6hnmtaLbBYPdcAHwHyn+3bb79zHTr8964h0yJUjQWIqqLC/VrUSl1y1TVXXXSRu4bGNJx//vlVPaahHMbOAA0hQGJhMHHi+9F/77bbEPfBB+knJ/8xPvXiGjPmHffYY7OCwYBIhkZVd+7cOe1uZN11163KUdWaGLNUo/eBbBEgXhjEe0n16vV4rPS/1fcYFI/mddJa6P6JVfM6PfXUU37xilPK+cOAXBEgXhi8+uqnKf/uT/1e32NQXLrb0Bom6623XtqJVrMOV+LMshoZ36dPn3pnMNZodu0Hyg0BUk8YnHXWhOjfTz75oZR9mR6D4tPaFlrnw58ksZLWtmhoDZWOHTtWzTrvqE4ESD1hMGvWwpQR4lOmzIn2ZXoMSifT6nobb7yxGzFihF+8bGhd9/pWcdSaJYVexRFIAgGSIQz69Zsc7dOUIuEUJw09BqVVKet7N7SOvGYLLuQ68kCSCJAMYaABfvEZcTVORBp6DEpPo9UHDhzo1llnnZSTs0a3d+vWLfGFo3KhCRYvv/zyYIXI+HvT+I6zzz7bLV5cO9PXoDoQIA2EQXwt9XbthgULUjX2GJQHrf1x2mmnpa370aRJE3fVVVcVfcGt++67L5i91787OvDAA9077zQ8/xpQrgiQBsJgyZJ/uTZthkZl/FHmKH9vvvmma9u2bdqJe/PNN3djxozxiydu+vTpbu+99057fS2n+8gjj/jFgYpCgDQSBppBNywTX062oceg/GhteIWGfyJXuChkkrZgwQL3pz/9KW2hKs2ee9111wWz6QKVjgBpJAy+/vpb17798JSyjT0G5UnVVlr0aa211ko5qauaS9VdqvbKl4Lh+uuvd2uvvXbKayhIunfvHq2rDlQDAiSLMNBcVn54NPYYlC81pHft2jVt2ng1vKsB3jpt/Pjx492WW26ZdpejNdinTZvmFwcqHgGSRRioC69WKyRAqstLL70UdPH1T/haplZdgrM1c+bMurvU9mnPo0bzkSNH+sWBqkGAZBkGWi+dAKlOw4cPdxtttFFaABx++OHBIMVM1O32nHPOSZtmXd10L7vssqKviw4UW00HCBDStCea/kTToMTDQNOk9O7d23311VdRWQ30Gzx4sGvatGla6GiA4EcffRR7ZqB6ESBAjCZi7NSpU1owNGvWzN1xxx3BFCPbb7992v4WLVq45557zn86oKoRIEA9pk6dGkwR7weFv2kSxKFDhwaTIgK1hgABMtC08Vqsqr6qKk27fuGFF6ZUbQG1hgABGqFlczWPVhgeWtBq1qxZfjGg5hAgQJZeffVVN27cOP+fgZpFgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAk/8Hz4cIR5Vq7TQAAAAASUVORK5CYII=)
PN: 3H31-9-0R
CAS: 866135-71-9
Molecule Weight: 211.062
Formula: C8H7BrN2
![3-Bromo-8-methylimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACeOAAAnjgFcx4G+AAAB/XpUWHRtb2xTb3VyY2UAAHichZRtb5swEMe/ysmvFz9hAolCqmzVpEntXqyd1HeTA06KBHZlyNO33zmQLigtI6A7zvc747/PWdwd6wr2xjelsxkRlBMwNndFabcZ+f38fZKSu+UixyRMtE1GXtv2bc7Y4XCg+aup9dFZmruadOPzY1MOcg4RdX7LJOeCvTw+PJ2ZSWmbVtvcINWU8+YcfHC5bs9f8ckUrNZ+X1rWpbPa77tqfyQPN6fHpiD/1vINx1aIwqasDGycr3ULe8kp3vwLbI01XremgPUJwxFVuPbl4vHe5bva2BbdUKHMdfXU+l2OgdpVJt9hMXR+3GekFgjo1tUr7/UJghfCWoCWoCPQCnQMego6AZ2CnoEWHB+BGlcmTPJ8ejP4pXD5/cTnq+8c1EZmZEqF5An0JqEqVtHF9EFFkzThENFISgWSpmoao1EikZdgl0LghBUjmsacY0Ik0AgaKzQoCV4w4TRJBq8qiWcwEXSmeAz9qKRcYLRDUQL2rsFysXa2uHKhLDKyxgWHlF9m08heHwLOF8Zjy4UCIfUakEMgqPkOrD4CoiEQtB8H1BAIOzUOxEMg7Os4MB0CoQvGgWQIhJ4ZVym9AWbjM8yGwLkfx4kwPti6vn9HGXGze/9F5I1YHyPsqr/Y5Tyie3NW2dVBZvj3tfwLVcN2TwoYAdYAAFEASURBVHhe7d0J/FVz/sfx/8wYZhiMrTHZxp5t7GkhUQjZd9l3ESqk1b6WbayVNUsISYUQkkZpkSUpTKJQoZJIyfff+/zn9L/nc+79/e7v3HPudl7Px+P7mNHve87v/s699/s557t8vv/jAACI4H/sPwAAkA8CCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIACASAggAIBICCAAgEgIIgMg+//xz17dvX3fssce6nXbayW2wwQbuT3/6k1tllVXchhtu6Bo3buw6duzonn/+ebd48WJ7OCocAQRAnU2YMMG1bt3a/c///E/eZd1113WXX365mzdvnj1dgD0uqrjOg9y4qgDytmTJEte2bVv3u9/9LtRA51vq16/vnn32WXvq5Wz9qOI6D3LjqgLIy/fff+/22muvUMO80UYbuQ4dOriXXnrJffbZZ+6HH35wCxcudFOnTnUvv/yyu+CCC9z6668fOi6XfOvVJq7zIDeuKoBa/frrr65FixaBBlnjHLfddpv75ZdfbPWQpUuXuv79+3tjJLU16HE1/HGdB7lxVQHUqkuXLoHGeO2113Zjxoyx1Wq1YMECb8C9pgY9roY/rvMgN64qgBpNmTLF/f73v1/eEOv/v/HGG7ZanVx22WX2n5aLq+GP6zzIjasKoEann356oCG+8MILbZVYxdXwx3Ue5MZVBZDTt99+61ZcccXljfAf/vAH9+WXX9pqsYqr4Y/rPMiNqwogp2eeeSbQCGvtR9LiavjjOg9y46oCyElTcDMb4Z49e9oqsYur4Y/rPMiNqwogJ6UiyWyER4wYYavELq6GP67zIDeuKoCcNttss0AjrNxXSbMNf1wF8eOqAshpjTXWCDTCteWxioNt+OMqiB9XFUBOK6ywQqAR1or0pNmGP66C+HFVAeRUDk8gUcV1HuTGVQWQkx0DmT59uq0Su7ga/rjOg9y4qgBysrOw3nzzTVsldnE1/LWdRxMC+vXr58444wzXsGFDL6uwvxmWAmebNm28DMPILXxVAeC/2rVrF2iEe/XqZavErraGP1+1ncf+PFdp1aqV++677+zhcAQQADV4+umnA43pQQcdZKvEzjbgUdV2HvvzmoqeUNiSNyx8VQHgv2wuLM3KmjFjhq0WK9t4R1XbedRNdf7557vHH3/cjR8/3n311Vdu0aJFXtfWoEGDXNOmTQPH33HHHfYUqRe+qgCQ4dRTTw00pO3bt7dVYlVbw5+vQs/z22+/ueOOO2758Y0aNbJVUq/uVxVAqnz88ceh/UBGjhxpq9VJ586d7T8tV2jD74vjPPrb/eNXX311++PUi3ZVAaSKNoDKbIzr1avnxo0bZ6vVSjsS+nf1ucTR8Esc59F2vf7xK620kv1x6kW7qgBSRSvQmzdvHmiQ//KXv3jjAvkMLqs7aMCAAd5U2doa9DgafonjPJ9++uny4xs0aGB/nHrRriqA1NGAerNmzUIN8z/+8Q938cUXu5dfftlNmzbNe8r46aefvMb31VdfdR06dAgEjtoa9Hzr1SaO85x55pnLj+/WrZv9cepFu6oAUklPG2eddVaoca5LWX/99d3AgQPtqZez9aOKcp6lS5e6mTNnesFwv/32W37stttu63744QdbPfXyu6oAkGHs2LFu//33DzXSNZX11lvPXX311bU2xPa4qOpyHlvXL7/73e/cwQcf7L7//nt7CBwBBEAB/vOf/7jevXu7o48+2u2www5ekFA6kJVXXtltuOGGrkmTJl731tChQ92SJUvs4VnZRjyqupzH1vWL0pm89957tjr+q+arCgApYAOHLdoLftasWfaw1COAAMB/abaYutgmTpzo5f3KHPzfYost3Ny5c+0hqUYAAYAcNKMsc/pyx44dbZVUI4AAQA3ef//95QFEU5bx/wggAFCDn3/+eXkAUWJJ/D8CCADU4J133lkeQNZdd13741QjgABADho032233ZYHkMMOO8xWSTUCCIDU2WSTTbwV9U899ZS3F4j2el+4cKG3VkUpW95++21v0WP9+vUD03mHDx9uT5VqBBAAqZMZFPItNaWgTysCCIDUscGhprLWWmu5Pn362FPAEUAApJC2rX3kkUe8biztNLjxxht76en/+Mc/ujXXXNNtt912XhoT1dFaEGRHAAFQMGXp1d4gnTp18vJjIR0IIAAKdt555y3v8tHAswakUf0IIAAKttlmmwXGDcaMGWOroAoRQAAUzO44OHLkSFsFVYgAAqBgBJB0IoAAKBgBJJ0IIAAKRgBJJwIIgIIRQNKJAAKgYASQdCKAACgYASSdCCAACkYASScCCICCEUDSiQACoGAEkHQigAAoGAEknQggAApGAEknAgiAghFA0okAAqBgBJB0IoAAKBgBJJ0IIAAKRgBJJwIIgIIRQNKJAAKgYASQdCKAACgYASSdCCAACkYASScCCICCEUDSiQACoGAEkHQigAAoGAEknQggAApGAEknAgiAghFA0okAAqBgBJB0IoAAKBgBJJ0IIAAKRgBJJwIIgIIRQNKJAAKgYASQdCKAACgYASSdCCAACkYASScCCICCEUDSiQACoGAEkHQigAAoGAEknQggAApGAEknAgiAghFA0okAAqBgBJB0IoAAKBgBJJ0IIAAKRgBJJwIIgIIRQNKJAAKgYASQdCKAACgYASSdCCAACkYASScCCICCEUDSiQACoGAEkHQigAAoGAEknQggAApGAEknAgiAghFA0okAAqBgBJB0IoAAKBgBJJ0IIAAKRgBJJwIIgIIRQNKJAAKgYASQdCKAACgYASSdCCAACkYASScCCICCEUDSiQACoGAEkHQigAAoGAEknQggAApGAEknAgiAghFA0okAAqBgBJB0IoAAKBgBJJ0IIAAKRgBJJwIIgIIRQNKJAAKgYASQdCKAACgYASSdCCAACkYASScCCICCEUDSiQACoGB//etfAwHkpZdeslVQhQggACIbP36823333QPBQ2W11VZzffv2dUuXLrWHoIoQQADU2axZs9xpp53mfv/734eCR2bZcccd3YgRI+zhqBIEEAB5++WXX9xNN93kPWHYYFFTOeaYY9znn39uT4cKRwABkJfnn3/ebb755qHg4Jett97atWzZMudTyZ///GfXo0cPt3DhQntqVCgCCIAaffTRR26fffYJBQS/rL322u7ee+91v/76q1f/nXfecU2aNAnV88v666/vHn30UfNbUIkIIAnZeefeodKu3Qu2Wq3sOYBi+f7775d9Ztu5FVZYIRQEVP74xz+6iy66yM2dO9ce6lGQULCwx/lFQWbs2LH2MFQQAkhCbMPvl1GjvrBVa2SPB5KmJ4m77rrLrbXWWqFG3y+tWrVyH3/8sT00RN1V3bt397qv7DlU1N11yimnuK+//toeigpAAEmIbfj9ctRRT7mlS3+z1XOyxwNJGj58uNt2221DDb1ftthiCzd06FB7WK00gH700UeHzueXVVdd1V1//fXeID0qBwEkIbbhzywDBkyy1XOyxwJJ+Oyzz9xhhx0Watj9ooWCN998s1u8eLE9tE40pVdTe+35/bLpppu6gQMH2sNQpgggCbENf2Zp2fJht2BBfnda9lggTj/88IPr3LmzW2mllUKNucof/vAHd+aZZ7rZs2fbQyPT4kItMlxnnXVCv88vLVq0cB9++KE9FGWGAJIQ2/Dvvvv9gf++7ba37SFZ2fMAcfjtt9/cQw895P7+97+HGm+/7Lnnnu7dd9+1h8Zm3rx5rmPHjm7FFVcM/W4VDd6fd9557rvvvrOHokwQQBJiG/4+fcYH/rtRo75uxoz59rAQex6gUP/+97/drrvuGmqw/fKPf/zDPfnkk/awxEyZMsUdeOCBodfhlzXXXNPdcccdbsmSJfZQlBgBJCG24f/55yVu//0fDfzbJZe8bA8LsecBovryyy/dCSecEGqg/bLKKqu4q666atln9Wd7aFG8+OKLrkGDBqHX5RctVHzllVfsYSghAkhCsjX8gwdPCf37hAk1T1+09YG6UkBQYFCAsI2yXxRYFGBKTYP0t956q1tjjTVCr9EvBx98sPvkk0/soSgBAkhCsjX8v/3mXJs2zwT+/cQTn/X+PZds5wHy9dRTT3ldUrYR9ou6stSlVW7mzJnjzj77bG8Q375mFY2bXHrppW7+/Nq7gZEcAkhCcjX848bNDP1syJApGUcG2bpAPjT4rUFw2/D6RYPnDz74oDeYXs7ee+8917x589Dr98vf/vY398ADD5A2vkQIIAmpqeFv3/6lwM80NqIxkmxqOg9gabqtpt3munPXdF1N29X03Ury9NNPu4033jj09/hl5513dm+99ZY9DAkjgCSkpoZ/+vR5brfd+gZ+3rv3uEAdX03nAXwaO9BCP7szYGbRQkEtGKxUixYtctdcc437y1/+Evrb/HL88ce7L76oW7ogREcASUhtDX/PnqMCP2/a9P5ld4/hNNe1nQdQahGlGLGNqV+UmkQpSqrFzJkz3UknneR+97vfhf5WlZVXXtldccUV7qeffrKHImYEkITU1vDPn7/I7bXXQ4E6l1/+uq1W63mQXkpmqKSGtgH1i5IhKimin2a92owePXrZk/xuob/bLxtuuKHr37+/PQwxIoAkJJ+G/9FH3wvU2WWX3u6jj+YE6uRzHqSL0qcrjbrSqdtGU0UruJWGXenYq50mATz88MOufv36oevglz322MPbux3xI4AkJJ+Gf/Hipe6QQ/oH6p155vOBOvmcB+mgJwlt3KQNnGwj6Rdt/KQNoNJmwYIFrmvXrjlzeilt/Omnn+7t5Y74EEASkm/DP3z4f0J19W8++zOk0+uvv+623377UMPoF201qy1n0+4///mPO+KII0LXxy+rr76669mzJ2njY0IASUhdGv7TTx8UqKunEj2dSF3Og+ozbdo0d+SRR4YaQr+sttpq7qabbqJBNBRw//nPf4aul18UcAcPHmwPQx0RQBJSl4Z/0qTZ3vhHZv1+/d7zfpbveUaP/tJbX3L99SO9XQ/9AITK9OOPP7pu3bq5P/3pT6HGT0VdMqeddhpdMjXIp8tv3333TWWXX1wIIAnJt+H3de06PFB/zz0fdHPn/pzXeWbN+tE1bnxf6Pju3V9bdic2bdndaXXOwqlW/fr1c+utt16osfPL7rvv7saNy75uCGG1TTrQv19wwQWpmHQQNwJIQvJp+DN9/fWCUBC44YaReZ1n/PivQvUyi/Yi6dz5VTds2Kfup5+yr3hH6WlaaqNGjUINnF80LfXxxx+3hyFPkydPdvvtt1/ouvpF057vvvvuqp32nAQCSEJsI56PO+8cEzimYcPgavVc59ETxrHHDgjVzVaaNLnfdew4zA0dOjXvXRGRLBbGFdeQIUNqXHi53XbbVdXCyyQRQBJiG+58LFy42O2zT7/QsfmcR0Fk0KCPXbt2L3ibVdnjshXVU30dp+4yFJdSc1x77bU1puY47rjjSM2RAKV+6dWrlzcry15zv1R66pdiIIAkxDbW+XrmmY9Cx9b1PHqy0BNGhw7DvCcOe45sRU8755wz2D399CQ3Z044pQri9cwzz9SaHHDkyJH2MMRMySfPOOOMWpNPap0JwgggCbENdL6WLv3NHXXUU6Hj63oen8Y8NPahMRC7L3uuohlhZ5wxyD322Pve2Azio/Tke+21V6ih8ovSk99///2kJy+yCRMmuGbNmoXeD78o/b32kC/39PfFRgBJiG2U60LTcO3xUc5jqZtLs7I0O0uztOy5c5WTTx647Mvzbl57uCO7b7/9dtkT3jk573TZIKk8aC/4jTbaKPT++KVhw4ZluQFXqRBAEmIb4bo6//yhoXNEOU8uWieiQHXllW+4Fi0eDv2eXOW44552ffuOd//5z1x7SmSxZMkSd9ttt9W4RetBBx1UMVu0aiB/4sSJ3kI97WGuu3IVjeVooN8v+m//Zy+99JJXX8dVwkSA2rYA1mQHbQE8Y8YMe2jqEEDgdZu9885Md911I91++z0SChq5yhFHPOnuuWesmzLlW3tKLKOGs0GDBqEGyC9bb721e/nll+1hZWHevHneTCRl873wwgvd/vvvX+PWuHUpGvs54IADvLUZmjb7xhtvlOWTl/aIb9OmTej1+0UB5uqrr/YCTloRQBCgLt4JE752N9/8b3fggY+FgkaucvDB/d3tt49277/PyugpU6Ysu3YHhhocv6y55pruX//6l/d0Ui4WLlzohg0b5jp16uR22WWXnFOKkyrq2lNq9i5duniBq5wa5VGjRnl7x9vX7BcFVu09n0YEENTogw9mLWvsxoSyBtdUDjjgMder1yhvgWOaxhx1196xY0dvPMM2MipKs962bVv33Xff2UNLQlNU1VWjvdNzZbEtVfnzn//sWrZs6eX5KoeuIg2eaw/5ddddN/Ra/aLrqG66NCGAIG/qqlKX1ZFHPhkKGrnKvvs+4q699k03evRny+64q3OFr2ZM9e3b19WrVy/UqPilRYsWy4LxB/bQolNXkV6r0qHY15hvUeOuu24lK2zevLk3q+yUU07xyllnnbX8/+tnKqqn+rnyetVWlPdLOau0Cr/UTybaS/6yyy7LGXD1JKU96efMCe7rU60IIIhk2rS53mC6BtVt0LBlhx1ud1ts0cFtt90p7vzzr3IvvfRq1WSPffPNN92OO+4Yakj8summm7qBAwfaw4pKd88a8D722GO9xt++xlxFA/8KAOeee6679dZb3QsvvOClSy+Ennq0Be8tt9zizUrT1Nma9nG3RQv/FKTefvtte+qi+vTTT92hhx4aen1+0d+kv1ELFqsZAaRAEyd+vezL+Umq04Joeq+m+Z5yysBQ8FDZbrvrlzWk5yx7/N/frbbaNm6FFVbx0pCfeOKJXuNaCTNzrM8//9wdc8wxoYbDL6uuuqq7/vrrSxooldNJd+3bbLNN6PVlK1oRr8FtrdB+99137ekSowA3duxYd8MNN3gbYuUb5BR8XnnlFXu6onr11Ve9Pefta/PLlltu6QXeakUAKYAW2vmN5GGHPUHW22W++WbBskbrA29nxV137eNdm6237u422ugkt846e7pVVvnHsi9WcIBWs1mOPvpob/9qpTEvZxps7tGjR85GTt0t6r75+uuv7aFFo7veBx54oMZ8T35R11L37t3dW2+9VTZ3y0rx8tprr7mLL77YW8BnX7MtTZo08Z6wSkWBWrPVlIzRvja/aBab9rCvNgSQiDTbaLfdgjmnNGiM//fttwvdgAEfuJNPvndZQ3WMW3PNXd1KK+UeJ1BRP/khhxzi7XOtQely8uijj7oNNtgg9Jr9oobsnXfesYcVjWZ1af+L2qbb6uno1FNP9abPljs1zuryOuqoo3KOO/hFi/xKGUg0OUJ70WuyhH1tKkob3759ey+9fLUggESg7qqDDno8EDyUc+q77yqvK6ZYvv/+B9ev37OudevDc85SskX1lH77vvvuK+mgpLpXFBzs6/PL+uuv7wWXUtLq6Jq2vFXRwPkjjzxSkV2Gov06dKev9TP2b8ssSoKoNRylMmnSJK8rzr4uv2iDq969e1dF2ngCSATKK2X7+fv3L/0Mm0qhmUDaNEmDkLm6gmzR7Ja9997bW3j21VfFedJTN5Tu1NUtZV+Pil67un9K2e2mu14lA6xp3Yamw1bC00a+NGaidRdKu27/Vr/oKUsD/6VspAcNGuQ222yz0GvziwJ+pb8vBJA6UupzGzwuuqh0j82VTo2v8g9phlCu1BG2qLHcY489vFku06dPt6csmAa+NaCrRsj+br9ozEYD6aWiRlRJF2vqd2/durW3SVU1e/bZZ90OO+wQ+tv9stNOO5W0W1GfpRtvvNGbNGJfm1+05/20adPsoRWBAFIHn38+N5TRtlWrR9hLIyaa4//cc895myvVtE+DLer71ownTa0slH6/pt7a3+EXNVYjRoywhxWVnsBqyuir4KrssmmiQJJr7EdPr127di3p08g333zj7WGf62lWY3/dunUr6dNsFASQPGmG1fHHPxMIHpplpBxSiJ/u3JRL6vTTT/f6jO0XLlfRorUrr7zS64euiw8//NBb7GfP55d11lnHW4BX6jTrmraqlO/29fmvUckL00oz5JTRONfe5+oCVUNeStrLvqZFnOutt57XvVspCCB5Um4o23V1112lezROE905alqnFrTlM63TL5qDr7u6mu7GNYZw3nnn5Zw5o4H8Dh06lHxGmK6Bpg9nu4PVv5199tneIDM0Q/L9nJMe6tevX/InSNH6nJpm9DVq1MiNGTPGHlZ2CCB5eOut6d4mS5nBQ4vmfv21tHejlp9qO98026qn+qVOD1EX6vvX6m9Nh9xwww1DX7xcRRlgdXfq7+WgKa933HGHl9jQ1vWLFtUpMWKp1dRlpRlJ1T7OEYU+J5rSnG1cTTcLGpcoNT0xXX755Tknkmis7+STTy7apJEoCCC10PauLVsG98vQZkwzZ/5gqxaVpilqrURcqbYzU2xrqmc5f2gz6S5NuYlqGrewRSk6Vl555dC/+0Up2Eu5niCTdjDUXbN9jSpqXCqtz7zY1DWZK6X+8ccfXxYZkTURRJNI7Ovzi9a/aNJGOd7oEUBqoH0yzj13SKjrSlvEFpumvg4YMMDrxslnhXEcRXe3Whj1/PPPe3dL5U5PU+rmqW2dQK6i/EWa+lkuK7LV1ZItT5SCnzLDIj/azzxXA62bpnJZFzNy5Ehv1ph9jX7ZfPPN7SElRwCpgfI72eChHfyKRXdHWoWru4+omUzjKuoKUIqOSpm3rrQR2uynpkSHftEsHY0hlHKxoqUcYdm6NhQcdVeNurvzzjuzLmLVrLVSj3H5NElDC2ezTZRQl1a5IYDk8OGH4VQlhx/+5LK7leQfebW9qQZua9p7IFdRo6MFSjWl2da/+2m2owQmdZdpptOsWZWxeZQyyKrPu3HjxqG/Rd1D6iYqJ5rtlW3vdKV4ocuqMBoDy7Z2RtOzy+nzrB4HfWczXyMBpEL8+OMv3g57mcGjceP7lt3VJnuHqqmn6pfN1nhkK2rINbdc3S56UomaalvrJ4YMGeItzFO/ulJz2N+VrShYaTC7lIkD60qLtjL/hmuuucZWKamePXuGrrOK3udSrmOoJvqeZRtXUhfRzJnlMy1f3+fM16d2odwQQLLo2nV4qOtKmXeTor77I444IusUzcyi1axKId6nT59YFs3VRF1AyjuUT7oRPcVccMEFZfXly0WLFDNfezkFEHVd2GurokkCiJdWfmdLM6Kn93LZn50AUoEGD54SCh4XXvhiIluzat6+HlNrChz60CihoOaNl2qwz9/FrmnTpqHXl1m0n8TNN99c1nfK5RpAtALePnnqc3HbbbfZqoiJFhVmS0CpBaWl3MfFRwCpMNOnz3N77PFAIHjst98jyxr6+KfPaRaNVg7bD69ftD3qddddV3Z39VOnTvX2/c42v94vGrguZf6hmpRjANFsK/uUp+ChadpIllKr77zzzqHPsLqStZaklAggFWTx4qXuhBPCqUrGjJlhqxZEDbBmfdgPrF/UN6sxjVI9beRr9uzZ3sI8PXXYv8H/sGsKcLnNXS+3AKIB/GxTdXnyKB49iWyyySah9+CSSy6xVYuKAFJBbrnl7VDX1R13xJtK4IknnsiZlVP5njTmoN3YKommvuqLliv/kGa3JD1eUxflFEC0WDPbYG7nzp1tVSRMGQey5VzTvh2lQgCpEKNGfRFKVXLyyQPdkiXxpCrRXfg555wT+nCqqKtC+zkoJ1Ml++CDD3KOkSizrvr4y0G5BBDN98+WnkSzrVAaSgljMxRogohya5UCAaQCaNvVffbpFwgezZo96GbMiGcmhj4EufYr0ACen5upGqjPWHdsShVi/1bNYe/UqVPJs9mWSwDRinl7jQ4++OCynoCQBsq6YCczaPFmKTIxEEDKnMbIzjtvaKjr6sUXP7FVI9H03GzZY9WYXnzxxWWRhycJX3zxhZdN1P7dKm3atCnp310OAUQp2e3MOzVSLBIsD/pM2M+tthUoNgJImXv44Ymh4HHFFa/bapFoZk22TZGU/XXw4MG2etVRPikNotu/X+Wggw4q2eB6qQOIxj1smgp1m5CepHzoKVl7h9jPrcYwi4kAUsYmTZq97C45mKrksMOeWPaoWngiPe2Oli1FiO7Kk9iCtZzpS5dtppZSqfzwQ/EzGpcygKiLL9u4B4kRy48CvZ1mrxvCYm5jTAApUwoShx4aTlUyeXLhqUoUPGwfqopWdJfqrrvU3n777az7bmg6c7GvSSkDiPYwt9dAqWNQnl544QWvuznz/VI+smIhgJSp7t1fC3VdPfpo4Qn1lKk225OH+k/TPjiqmSzZxoOUm6qYA+ulCiDffvttaJoo4x7lT0lN7We2WHvFEEDK0NChU0PBo127F7wB9UJowDzbgrAuXbrYqqml9SDauMpeI22KVSylCiCaqp35ezWIzk6C5U9PyHaRoZIuFiPVCQGkzEyf/n0oVcm++z7ivvuusFXfeqOz3V0TPMJ0rbKlqVcOrWIoRQAZNWpUaNaV9h9BZRg0aFDo86o0Q0kjgJSRxYuXuEMPvcFtvfXlbscd7/CCh1KVjB79pa1aJ7pDybbOoxTT/irFuHHjQgPr+nJo5lrSih1ANGXZJuzT4KwSaaJyaOfCzPdQueA0XT1JBJAy0qPHna5+/YPdxhuf5ho06OT++c+e7vbbC+9CyLbCXANtaR/zqI36kVdYYYXAddM+JEmvyC92ALn33ntDn4+HHnrIVkOZ0yZv2ps8833UZylJBJAyMWzYK8vueP/h1lhjJ7fuuvu5DTds4w4//JaCU5VoiqptHDRVt9gziyrVPffcE7p+mq2WpGIGEK2F0aZfmb+vWbNm3nReVJ6uXbsG3kvlf9O+IkkhgJQBZdpUn/vvfvf7ZXcQ9dxqq23jNtnkAPf554XtoqesujYxoqaqpm2dR6G033vmNVRRUsmkFDOAPPDAA4HfpSmh48ePt9VQITRjzs6kO++882y12BBASkx3eq1atQq8CX/842quf//CEvvpvDYluxqHNKwwj9u8efNCd+lJ9i8XK4CoC3OLLbYI/K4DDzzQVkOFueqqqwLvqfZx0U1qEgggJdarV6/AG6ASR7+lVg7b8yq3FaJRQkk7HqInkyQUK4A89thjoc+IFlSismnyw6qrrhp4X5NKv08AKSHN9FlxxRUDb4DmbxeaPkODvDbFgWbZlDJBYDXQlGfb4L722mu2WsGKEUD0hLrNNtsEfk/Lli1tNVQo7X+T+d4qxYmepONGACmRBQsWeMEi8+IrmIwdO9ZWrTPtYZ55Xs3vr6aU7KWidNkbbrhh4Npuu+22sQfmYgQQzTDL/B0qylKA6qA8WTbjRBI7SBJASsQ2Eio9e/a01ers3XffDS0I0wpjxOOpp54KvW+aqRUn+9lIIoAce+yxgd+h8TJUF3sjucsuu9gqBSOAlMCjjz4aaoT222+/WKZOHnHEEYHzakaGchwhPjaNtlKfxPkUknQAUVeGBlYzf4c+k6guY8aMCbUzkydPttUKQgApMuVaslNrtfdCHLMkJk2aFHr6SHK6aVrpKc9mQNWAdFySDiB9+vQJnF+fx1LsZofkbbnlloH3ulu3brZKQQggRaRFWw0bNgxccDX4L730kq0aiXbSyzz3euut5xYtWmSrIQb7779/4Fr/85//jOUJUpIOILvvvnvg/OxxXr3slF49Lcf1ORUCSBFdeumlgYut0rFjR1stEqUx0JuXee5bb73VVkNMlBPLvpdDhw611SJJMoDoCdg+PTF4Xr0+++yz0Ps9cuRIWy0yAkiRvPzyy6HuJQ1qxZVy2e4JUK9ePbolEtakSZPANW/durWtEkmSAeTqq68OnDvuO1KUn6ZNmwbe8/PPP99WiYwAUgSzZs0KpVLXQh+lGomDBnBt+vFrr73WVkPMtLNj5jVX3qE5cwrfMTLJALLnnnsGzh13nzjKz5133hl4z7faaitbJTICSMJ0d2f7y1UefvhhWzUydZ3YN3HmzJm2GmKmMa211lorcO3vvvtuW63OkgogeiK1C1ffeustWw1VRjeqme+5urS+/rqwPHs+AkjCbrnllsAFVtFgd5xssj/l1kJxnHvuuYFrr+6CQiUVQIYNGxY4r/Y7URBE9dOEmsz3vn///rZKJASQBCmrqc3Pv+mmmxacqiTT3LlzQytOH3/8cVsNCdEdfOa1192dvlSFOOOMC9yf/1x/ebnhhtttlUjsJA5tQIR0OOGEEwLvfVy7TRJAEqJUJTbTqboP3nnnHVu1IAMGDAj8DuW8+emnwra/Rf7URWkz9RbajXXeede6ddZptrzccks/WyUSTdrIfJ3F2qIXpXffffcF3nu1TXEggCTklFNOCVxYlRtvvNFWK5jtQjnmmGNsFSTsggsuCLwHhWbp7dCh77KgdOrycscdhafgV4ZWO81bCyKRDprOa9ujOMZJCSAJUBeSfbP22WefRKZL2pWmWmWM4rKzsZRZoBBdugxy2257zfLSu3fhA93KGpz5GjX4n8TnEeVrgw02CHwGhgwZYqvUGQEkZor06kbKvKhakxHXrIdMX375ZeD3qGihGIpLucbsGh+llYmqR4/X3c47915e7r9/gq1SZ+pWy3x9zZs3t1VQ5TTmlfkZ0ASfQhFAYqQZLbvttlvggmpQ9YUXXrBVY6GpwJm/a6ONNrJVUCRKZZL5XhQyDpJEALnwwgsDry+uQVRUjvbt28f+GSCAxOiyyy4LXEwVvWlJsY3CqaeeaqugSNq1axd4L84880xbJW9JBBBle858faS5SR9tO5D5Gdhrr71slTojgMTk1VdfDXVj7LTTTrGlKsmGRqF89O7dO/BeaMV3VEkEEDtTTBtKIV2GDx8e+AxobUihCCAxmD17tqtfv37gQmqR1pQpU2zVWNEolI/XX3898F4odU1UcQcQTeu2NzfTpk2z1VDl7Jipute13KAQBJACaSbLgQceGLiIKg8++KCtGqtsjUKhC9gQnaZE2i9n1AWjcQeQ999/P/DatJnU0qVLbTVUObVVurHN/CwUOpWbAFIg7TOceQFVjjvuOFstdhMnTqRRKDP2yzlu3DhbJS9xBxCla898XZtssomtgpTYfPPNA58FdWsVggBSAEVvm6pEX8758+fbqrEbPHhw4Pduu+22tgqKbPvttw+8J88995ytkpe4A4j9rOh1Ip123HHHwGdh0KBBtkqdEEAi+vHHH12DBg0CF0/pvEePHm2rJkJbqGb+7j322MNWQZHZVOmPPPKIrZKXuAOIXdjKZyW9mjVrFvgsPProo7ZKnRBAItI2oJkXTuX666+31RJjZ/2QGK/07FiYpk1GEXcA4bMCX1yfUR8BJILu3bsHLppKixYtijoG0bNnz8DvJwdW6R177LGB9+Smm26yVfISdwDhswJfXJ9RHwEkghVWWCFw0dZYYw331Vdf2WqJ6tGjR+A1nHHGGbYKikzvQeZ7ovcoirgDCJ8V+OL6jPoIIBHY6bNakFPofOq6uvjiiwOvQRlhUVo2K6/eoyjiDiB8VuCL6zPqI4BEcPzxxwcumsrJJ59sqyWKu8ryE9fdXdwBhM8KfHF9Rn0EkAi0IGfvvfcOXDgVzYwqFvq1y09c/ctxBxA+K/DF9Rn1EUAiUnp27fuQefFWW201L517MTCzpvzENcMl7gBiPyv777+/rYKUiOsz6iOAFEC5p5SyIvMCNmzY0EvrnjTm9pcf1oGg3LEOpMx07NgxcAFVOnXqZKvFzq4u3mabbWwVFJndE4SV6Cg3rEQvM0rXvvPOOwcuomZpvfLKK7ZqrN57773A7/zTn/5U1HUoCMqWqG78+PG2Wl7iDiDkwoLP5sLSVseFIIDEYOrUqW7VVVcNXEil81aa96Rky8ZbrPEXhM2YMSPwXhSSKjvuAEI2XohuclZZZZXAZ4FsvGXioYceClxIFQ1s601LysYbbxz4fUOHDrVVUCS6k8t8L7Q/TFRxB5BsNxv64iNd2A+kzLVp0yZwMVWS3CWwVatWgd9188032yooErtdaPPmzW2VvMUdQMTebLzwwgu2Cqqcdk3N/AywI2GZURr3TTfdNHBBle59woTCG4BsLrroosDvOumkk2wVFEnbtm0D78XZZ59tq+QtiQBibzZuueUWWwVV7u677w58BrSWrVAEkJiNGTPGS+ueeVG33HJLL/173DQFL/P3rL/++rYKimTrrbcOvBf33nuvrZK3JAKIvdk466yzbBVUuQsvvDDwGTjnnHNslTojgCTghhtuCFxUlVNPPdVWK5gSONp1KJMnT7bVkLBvvvkm9D5MmTLFVstbEgFEAS3z9WnNCtJFC0gzPwNxdK8TQBKgGS777LNP4MKq9O/f31YtmNZ/ZP6OO++801ZBwp544onAe1DIALokEUDsVF5lkGYmVrpozCPzMxDHOBgBJCF6OqhXr17g4q6++uqxz36x2TUPO+wwWwUJ03hH5nugyRSFSCKAzJs3z/tyZ77OsWPH2mqoUnoiznzv9cSsdEyFIoAkSNNqbddGo0aN3JIlS2zVyLSSNPP8K6+8clH2ZMf/+fXXX701P5nvQd++fW21OkkigMhuu+0WeJ3qakU62C7MrbbaylaJhACSsPbt2wcusErnzp1ttcg0j9uugC60AUP+hg0bFvoCzZw501ark6QCSJcuXQKvVd2sSAdlYM587zVrMA4EkIQp1clOO+0UuMha1DV8+HBbNbJTTjklcP6mTZvaKkjIiSeeGLj2LVu2tFXqLKkAos9c5mvVivRFixbZaqgyWsxsM4c//fTTtlokBJAiUP+jfUrQQOucOXNs1Uhef/31wLnVbab0KkiWpmbb91UZCQqVVAD5+eefvaCR+XoLzYWE8vfhhx8G3nPdwMbV9hBAiuSBBx4IXGiV1q1b22qR6A7DrjTu0KGDrYaY3XfffYFrrvGnH374wVars6QCiOgJKfM1F7qlKcpfr169Au95nNmYCSBFZHcDU7n99ttttUiuuOKKwHmVNC3JZI5ppymwW2yxReCaa6vjOCQZQLQDXeZr1gQATQRA9bIp3LUFRVwIIEWkqZT2SUGpTgrNiClazKY74MxzX3rppbYaYvLkk08GrrXK6NGjbbVIkgwgSqhnp/OShLN6ffDBB6HP6bhx42y1yAggRfb222+HUp00aNAgllQndsaX+ue//fZbWw0x2GGHHQLXukWLFrZKZEkGENl3330Dr/2oo46yVVAldBOZ+V4r5U6cCCAlcN111wUuusrpp59uq9WZFi/aQdJLLrnEVkOB7NobFWU6jUuvXqMCAeSppybZKgWxW9zqKfi7776z1VDh1M2q/HiZ7/X1119vqxWEAFICemN1x2obIXWLFMquTNfTjh5jEQ/NZLIZl7VAL07Tps11LVs+7AWPww57ws2fH+9UW+0PoqwImX+DMrWiutj07Zp99cUXX9hqBSGAlIgWm62zzjqBi//Xv/51WeMxzVatE53XTi3VupAkN7ZKEztZQSWOnELWwoWL3eTJc9wvvyQzwK1svJl/g7o2yI1VXY444ojAe7zXXnvZKgUjgJTQ4MGDQ6lOGjduXHCqE20sZRu53r1722qoI20ZrL3nM6/rQQcdZKtVBI3F2c/IU089ZauhQn300UehXSgffPBBW61gBJASs11OKl27drXV6kTTMu3UPWVfjfvxNU30BLfffvsFrqnGm/QFqlTNmjUL/D3//Oc/eVKtEjZDgjLxJpF1gABSYnpT7YwevQmFrhB+5513QtM1lchRqVVQd3b9hMpVV11lq1WUV155JfQ3Pfvss7YaKowa9RVWWCHwvia1AyUBpAxoEygt/Mt8I3THUOgU3Hbt2oUaCP0b6ubf//53aOr15ptvnsgdXbE1adIk8HfpyZWnkMqmnQYz39O11147lmUC2RBAyoRNi6Fy8MEH22p1ohlD9ulGRRsgIT/ff/+922ijjQLXT9Ne41yMVUovvfRS6PMxcOBAWw0VQgtF7Tjd1VdfbavFhgBSRo4++ujQl/mOO+6w1erk008/9WZ3ZZ5TTzsaREXN1N1nc0epxJV+plw0bNgw8Pf94x//cAsXLrTVUAG0KDTzvdR07blz59pqsSGAlBGlOtGXN/MN0d3Ee++9Z6vWyXPPPRea7bXmmmu6999/31bFf2lKa7bcZdW44+OLL74Y+jtJg1N5Xn755dD72K1bN1stVgSQMqP+djsApt3DCr0j7NSpU+jDpUR6ekJBWLbZccpjpi6taqTAmPm3asyHG4zKoadlm9xzww03TGzsw0cAKUPXXHNNqPE688wzbbU60R31CSecEDqvGsVKnoqahMsvvzx0nTQQqX1dqpX6zlddddXA36wBdgbUK0O2NuOZZ56x1WJHAClDauy1atR+IAYMGGCr1okWKGrhmz3vuuuuWzWDwoXQdc/25KExI02Ljktmniu/tGtX99Xs9hyFuvXWW0N/u/bSRnlTI24zcbdq1cpWSwQBpEzNmDHDu+vNfHM0GP7555/bqnWimVnNmzcPNRRKf6K+8LRSF0C2MY8VV1zRm6kUJ9vw+2XUqLot9LTHF0oLUO32ywqe2tEO5Uk3hcpekfmeadz0k08+sVUTQQApY88//3xo8Ft5rQrdAEi75u2+++6hxlJjL2m849S4RrbZVhoHiCPBpWUbfr8cddRTy56C8u8yssfHIdsCVG03sGDBAlsVZUDZtu3ntkePHrZaYgggZe78888PfUC6d+9uq9WZnkSOPPLI0LlVNBVQM8LSQNOZ7ToPFT2Rxf3k4bMNf2YZMCD/1O322LgolY69Hno6Q3nRRmD2BlPrvoq5wJUAUubU0CtHkX2T3njjDVu1ztTnf+GFF4YaCxVNJ67mtSIaHFZ6ErvCXEVZkseMGWMPiY1t+DOL0rgvWJBfuhl7bFz0hJttDO7OO++0VVEimvRgu7g1CWLq1Km2aqIIIBVAmTXtIJk2iolrEyBl77XdFirq0urSpUvBU4jLjbLq2sSIftGstI8//tgeEivb8O+++/2B/77ttvwCtz1PnLRFcv369QPXRivwq/mmolJovC5bF7Q2Cis2AkiF6NOnT+gDc8ghh9hqkemJxu5e5hfNJ09iLKDY9DSn/Txsqge/HHrooYmu2vXZhr9Pn/GB/27UqK+bMWO+PSzEnidub775ZmhN0lprrcWgegmp1+CYY44JfXa1v0spEEAqSLYxi7vuustWi0xPNApK9nf4Rd0aEydOtIdVBK3GtzsJ+kUzrYqZnsQ2/D//vMTtv/+jgX+75JKX7WEh9jxJuPHGG0PXS4k+C934DNFkGxNVF7dujkqBAFJBdHdsB3x1Nx33imH1ddvswJnlgAMOcCNGjLCHlR3drenJKVtCSb8oq26x18Bka/gHD54S+vcJE742RwbZ+knQWNHxxx8fum6bbbaZ182F4lFSRPs+aLyu2OMemQggFeatt94KdStss8023j7XcdLmU9kelTOL5p9r/4jFixfbw0tKYzZ9+/YNpXbILNoM6sorryzqjBVftoZfC77btHkm8O8nnvis9++5ZDtPEvT+6qbBXsPtt9++KF1+cN7n2V5/zRQcO3asrVpUBJAKpI2M7Ifp7LPPttVi8frrr7ttt9029Psyi/rFtQfByJEj7eFFo5lDw4YN83Ziq+npSUWr8UuZviVXwz9u3MzQz4YMyZ0+xdZNkm5Q9thjj9C13HnnnXkSSZiCh53kom5Xfd5LjQBSgdQ1s+eee4a+zEnlvtFq13vuuceboWR/py2a/qtNq/Ra4pollosaLu1touCpxJD2tdiy2267uRdeqHvKkLjV1PC3b/9S4GcaG9EYSTY1nScJWhuUrTtwk002qeo8YaWULceV9jovxYyrbAggFUrzwHXnn/nmJb3vuQLJY489FlqXUlNRXeWXUgDSNr1fffWVPW1edNyrr77q7r77bte2bVu39dZbh35XrtKiRQvv2HJRU8M/ffq8ZYGub+DnvXtnH6Op6TxJmTVrljduZK+x1iQwxTc+uknMNmCuctttt9nqJUMAqWCaWWQ/XOpmKDTVST6GDBniWrdunXUhXm1FfbfaOlU5uZRC5JRTTvGKpiL6/1//rp+rnurbc9RWtG5Gg7+jR4+2L73kamv4e/YcFfh506b3u9mzw2txajtPUmbOnOmNf2S75kq/g8JonUe28Uc9eZRT8FCQ02LczNeolfHlhgBSA92N2w+a0pEXy5w5c7ynAuXosq+j2EVfMAWehx56KPF9EApRW8M/f/4it9deDwXqXH7567ZaredJ0vz5870nO/seaIKHul3UuKDu1LOQbZGgxjzKpdtKNJlH41/2dRJAKozmf2+33XaBN1GPkVoEVmxaG6Bgoq1569WrF/pwJVG0WrpNmzbeQKPujCtBPg3/o4++F6izyy693UcfzQnUyec8SdKdcrYpvip777135O7KtFJuK5ueREVP4NptsByoizzXe66iacXlhgBSi0mTJnnTUjPfyA022KDku+fpdWmhowa5NeivfUfsB64uRQPlWsyoGV/KGlypA7f5NPyLFy91hxzSP1DvzDOD3UP5nCdpWieSLSOsihqTcpi0UO40tqhraBMj+tcwzr1ootIsPGVxsCmVMovGO8txgSkBJA9qUO0bWo77dyuV/Pjx492gQYO8riYVTUvWh9Mv+m//Z6qn+jquWuTb8A8f/p9QXf2bz/6slHr37h26iVFRo9ihQ4eSrZQud2pw7X4emQ1yKRcJ+vr37++lM7Kvzy+a3ViOY40+AkieDj/88NCbq9lPKC91afhPP31QoK6eSvR0InU5TzEoI0Ku2XGa6qubAfwfdf9prCjXHb22sI57cXBd6cYt29ofv6j7+OGHH/aeQssZASRP6rKydwq6KyT5XXJmzvzBPfLIe+6MMwZ5G0INGlR7Jt+6NPyTJs32xj8y6/fr9573s7qcp1iUBeD0008PNTZ+0Yr2Yu2WV640npErS4JSspd6sFxTtfUealKKfX0qysqsPWMqZZMxAkgdaDW4XbWqleR0IcRHazXuv3+Cl2rENuING/Z1X39d8xfLHlObrl2HB+rvueeDbu7cn+t8nmLSAs/VV1891Pj4DVC3bt3KeqZcEjQArc3a7PXwixZplrLLSk9Fmpab631TOeKII0qaxSEKAkgdaRzBvvHnnnuurYY6+PTT77wFfUcfPSDUcNsyZcq39vAAW782CkiNG98XOOaGG0bW+TzFpv59pci3n0W/aMaRxrtKPdkjaWpwNfFDgdNeAxX9u6belyIvm2/w4MFZF4j6ReMxSmtUiQggdaSFhNn6LgcOHGirogbqPrrrrnfcYYc9EWqscxWlYa+tS9gek4877xwTOEZPOlHOUwovvvhijY2Tum0uvvjiZYGy5uzDlUYbwSk3m01+mllatWpV0i49vcZ999039Lr8oiCvCTrFWJycFAJIBHpcXnPNNQMfBv23Fioht4kTv3a33vq2O+igx0MNdK6iujrmvffySypoj8/HwoWL3T779Asdm8955s372Q0dOtXreisVdY9ce+21NSa61J24shEkuZ1w0rSAUmlzNKEl1xiCisYqk8pdlw899SnFUK5MEvr3iy66qCqyLRNAIlKqdfvBaNasGauEMyxd+puXBffGG98KbepUU9FTiZ5O9JRSV/Zc+XrmmY9Cx9Z2nm+/XbjsDvMR7+e77trHXXnlG96/lYpubE466aScDZdfNMisdPuV0t/+wQcfuEsvvdTbbMv+LZlF4wulHP/Rk4QW+9o8eplFT0WTJ0+2h1YsAkgB1PdqPyD6YqbZkiVL3ejRX7qrrx5R6119ZtH4h8ZBNB5SCHvefCnYaaaXPb6m82hWmK3XrNmD7qGH3l0+HbgUND6iZIG5thfOLEqTo03OSjnAnI1mN/bs2TNrhmJb1BWkabulvKMfPnx4KGtFZlHQVo67akMAKYDmkmvDqcwPivpklcsmTX755Vc3YsTnXk4pm2eqpqKZVppxFWf3j/0ddTFq1Beh42s6z4cfzgrV88uhh/Z3b7wxzR5SVJoyetlll9U48yez6A7/hBNOcPfdd5/77LPP7OkSpcwHGg9QosN8U/VorcQtt9ziTW8uFV0nLSq2r80vuva9evUqu43h4kIAKZAer+0qYfXBlvJuqBi0j8arr37mTYPdY48HQg1ornLaaYO8tR1a45EE+/vq6vzzh4bOUdN5hg371LVs+XCovl/OPXfIskamtDOhtNeIMs3usssuoQaupqKUPQceeKDXX6+uGY0/FJqDSznVtFZDaXguvPBCb+2KAoH93bmKVt8r5Y4yKWjsp1S0TqNz5845Z39puv8ZZ5zhZs+uezdsJSGAxEBfLvsB0pzuaqPB5hde+MSbDaU06LaxzFY0NnDWWYPdk09+uOyOuDR900lbsOCXZXfCb4f2GvGLZnVpHEiZgEvt448/9sYJtDmZ/czmW5SAUMcrIGlbAGUOzrZtgP5dP1c91a9pkL+2olX41113XaJ78uRDK8MVvGraZE1joe+++649tCoRQGKS7TFWOYwqnRq955+fsuxu8cXQeolcRQ1p27ZD3cCBk91335U2ZUQxqSvuggteDF0Pv6h7T4H0119LNz6SSQtjNVay1VZbhT675VC0PkJTkMeNy77pV7H9+9//XnYz0DD0Ov2y0UYbLXt/n7SHVTUCSEy0xawe+TM/UMrFo6y5lUaN/rPPTva6X3LdVdui4HLRRS+6wYOnlMWddilpLOWII54MXSO/aLB+zJgZ9rCS0hbGSuyn7M65UoEkXRTItAfPgAED3Lff1rxgtJhmzJjhjQ1ly+iroicrLdpMY0YKAkiMRowYEUp1oruoSvhgzZz5jXvggSGuTZs73E473RZq9LIVdWNdeukr7sUXP/G6t/D/NBvtscfed82bPxi6bn7p0GGY+/LL+fbQsqCxCq2g1iC1Mi1o3KGmbpu6FJ1H3VsKFrfeeqs3O6kcFzrqe3v11VfX2PWm/XLSvP6LABKzHj16hD5k5513nq1WFjTdU1Mld9+9uVt11S3d3/62r9tkkzPdttteG2rs/KIB827dhnupzxctWmJPCUN5ta699k1vLMheS5VGjfq6f/1rTMUEYA0eK5OsUm9oi11/awA1tJnbBui//Z8pEKn+hAkTKiZJ4FNPPVXjONGuu+667ElzlD0sdQggMdNiIrttph59yyXdtqZLas683TJz5ZU3cGuvvbvbcMM2bqutugQaOfXdX3HF627kyOnelF3UnXJ4aTKBDSB+0YJErSupLVULkqXBb23QZgOGX7Rx24MPPlj2adaLhQCSgOnTp7s11lgj8MHT6lT1pZaC9pJQQjm7ZiWzrLjiWste805uvfUOc5tvfpFr0aL3skAzwuurL5dB32qgqc81pXLR2hilfEFxzZkzx9snxHZB+0XTdbWmppo2X4sDASQhTz/9dOhDqCmNxUp1oq06NU99s802C72ObOUPf/iTa9Cgueva9W43evQUb2U2kqGnOC2grGn9jNbXfPNNZXT3VDIt8Lv55pvdX//619B3wi/Kevzpp5/aQ+EIIInSnHj7YVTfcFI0LVNbnGo6of29ucrGG2/sTZWkP7f4Zs9e6Lp3fy20qZVfNEmhT5/xjDUlRHvKb7nllqHvhF+0148WTyI3AkiClOrEbkOqVCdxNdYab9HgpAbp67KaV9M0tetZucyvT7v335/lTj55YCiA+KV168e8Fe+IhxZT7r///qHvhV/U3ayV8pWcZr1YCCAJ0/iDTWqn2R1RU53okXvYsGFemoR11lkn9OHPVZToTbNj2IK3PGlMdsiQKa5Vq//L7putaGvfjz+eYw9FnvSda9++fc5sxbq5a9euXdVvwhUnAkgRKNup/bBq+818aT66pkyefPLJNfbV2qKphtonopSb6qBuNJ1XqexzrfrXdOCrrhqRqhX+hdKThLJCKGuv/Y74ZZ999qnIRb+lRgApkkMOOST0oe3bt6+ttpwyjGou+nHHHeflHrLHZiuaLqwpxBoU/Pzzz+0pUUGUbFI5x2wA8Yv2bu/X7z1vwSJye+ONN9z2228f+q74RZNMymWKfSUigBSJUjOsv/76gQ+vVrhmbi6jKYKPPPKIt+OazfCbq2jaoVYJ6ylHq4dRXcaOnemOPTb3XvHafGvEiMrYGKqYtEj2yCOPDH1f/LLaaqu5G2+8saQZfasBAaSINOBt55lrpkefPn28tNa5UkPboj5c7bWsJ5hqTxeN/9vs6umnJ7kWLbKnjd9mmyvcSSfd4qZOnW4PTR3tRqhsw3bc0S/aCve0007zcn+hcASQItOH236o8yn6Qhx00EFeaoioA/CobEpS2avXqECCy+237+U23/xCt956h7u//a2x69ixW2oHgfv161fjtrfq3mXmYbwIIEW2ZMkS16RJk9CHO1tRNl8Ntj/++OMVk0MIyZs2be5/N7661221VVe30UYnuXr19nJ/+cvm3oJQTUO95557UjMNdcyYMa5Ro0ah749ftMGbvkOIHwGkBD766KPQh9wvq666qpc6+plnnvHWkQC5jBjxqdtnnytd/foHu7/+dUe30krBWUaauv3aa6/Zw6qGdkfUzMRcadZ1A6YUPqXc8rbaEUBKQLOr7If9xBNPdEOHDnWLFqV7Lw3UzZIlv7q77nrC/f3v2y1rSFcIfa5UNCmj2HucJ0nfEU1Pr2l24rHHHuvlpEOyCCAlcMwxxwQ+7JotAhRi9uw53uJSO0nDL5qg0aVLl4rvCtWT+SabbBL6+/yy0047eSl9UBwEkCLTokB75/TEE0/YakAk2nNDe3LbhtUvSnmjiRiVlo5cGR00Xd3+PX7529/+5u6///6iJSvF/yGAFNlzzz0X+OBrdlWl3xWi/OimpKakmtrb++2337aHlR2tnzrnnHO8NCP2b1BZccUV3SWXXOLmzy/PnR2rHQGkyDTWkfkF0Ap1IAmahHHllVd6g8m24VXR4LM+j6Xap6Ymmq14++23h/bVySya1j516lR7KIqIAFJEWvVqc1lp7jqQJO3Zrb27bQPsF2VE0DYD6l4tB0oWutVWW4Vep1/0s5dfftkehhIggBTRiy++GPgi6PGbRYEoFm0jsMsuu4QaZL8oS/SAAQPsYUWjp4nWrVuHXpdf9DTyr3/9y3s6QXkggBSRZslkfiG0JwFQTBo8157e2tvbNtB+0c6ZEydOtIcmZt68ed6mZrqhsq9FReMf5557rjcegvJCACkSrQq26aRrysYLJEmJOzt16pSz0dZ0YO2oqb3Ck6IZU/fdd5+rV69e6Pf7Ze+993YffPCBPRRlggBSJMOHDw98MXRXleSXE8iH9vrOttWAXzRmd8stt3gbmcXpzTff9NZs2N/nF631ePbZZ+1hKDMEkCJp27Zt4AuiOyugXGjv72222SbUkPtFe4drD/FCaXW4XUibWZTK57rrriPNeoUggBSBHtX//ve/B74o2nMZKCcanNa+MmuuuWaoYfeLxu20p3hdKR9Vjx49cu5zoynFp5xyipffCpWDAFIESq2Q+WXRngR8UVCuvvvuO3f++efnXLyn/Wg6dOiQ9wzCxx57zG2wwQah8/ilcePG7p133rGHoQIQQIrgoosuCnxhtC8BUO60R3jLli1DDb5f1llnHW8ztFzpQ8aOHeuaNm0aOs4v2qFTO3CichFAEqZpkzalhAYlgUqhPcO1d7gNAH7ZYYcdvL3Hfdrt79RTT/WetG1dFaXv6d69u7d7ICobASRhejTP/PKor5c006g0GtTWHuLaS9wGBL8cccQR3tTgmupogzTtV47qQABJmL5QmV+gXXfd1VYBKkZtTxe5in1KQXUggCTMPvrfcMMNtgpQcbS3eE3jG36pbZwElY0AkiClg7BfqE8++cRWAypWrhlWmsGlmVpKU4LqRQBJkAYKM79U22+/va0CVDyt8VC2X39vciVlnDJliq2GKkQASdDWW28dCCBXXXWVrQJUjVmzZrkPP/zQ/jOqGAEkIZMnTw491vPlAlBNCCAJueaaawLBo0GDBrYKAFQ0AkhCdtxxx0AA6dq1q60CABWNAJKAzz77LNR9NWHCBFsNACoaASQBN910UyB4aG8DAKg2BJAE7LbbboEAcskll9gqAFDxCCAx++KLL5bPh/fL6NGjbTUAqHgEkJjdfvvtgeChVbrKyAsA1YYAErNmzZoFAsgFF1xgqwBAVSCAxOjrr792f/jDHwIBZMSIEbYaAFQFAkiM7rnnnkDwWHfddclCCqBqEUBidFCrVu6PGU8g55xzjq0CAFWDABKTud9/77aoV8+tv9pqbu2VV3arrrSSG/7qq7YaAFQNAkhMXhwwwDXZYAO389//7rZZFkh22Wwzt2TJElsNAKoGASQmN7Zt6w5r0MAdsPnmbu+NN3bXdexoqwBAVSGAxOCnBQtc28aN3Vk77+xO2WEHd9y227px7P8MoMoRQGIw+oUXvODhlwv33NMtWbzYVgOAqkIAicE9F18cCCD3d+tmqwBA1SGAFGjRTz+585s2DQSQCa+9ZqsBQNUhgBRo3CuvBIJHu913d4sXLbLVAKDqEEAK1Ldz50AA6d2pk60CAFWJAFKAxb/84i7YY49AAHln2DBbDQCqEgGkABNHjAgEj/MaN3Y/L1xoqwFAVSKAFOCBHj0CAeSu9u1tFQCoWgSQiH5dssRdtNdegQDy9pAhthoAVC0CSEQfjhoVCB5tGzVyC+fPt9UAoGoRQCLqd/XVgQBye7t2tgoAVDUCSATaJKpjy5aBADJy4EBbDQCqGgEkgo/Hjg0Ej3MaNnQ/fP+9rQYAVY0AEsHjN94YCCA3n322rQIAVY8AUke/LV3qLm3VKhBAXn/ySVsNAKoeAaSOPp04MRA8zt51Vzd39mxbDQCqHgGkjp66+eZAALnxtNNsFQBIBQJIHXVu3ToQQF557DFbBQBSgQBSB59PmhTsvtplF/ftV1/ZagCQCgSQOnj2jjsCAeTaE0+0VQAgNQggddDtsMMCAeTFBx+0VQAgNQggefpy6tRA8FCZNX26rQYAqUEAydPz994bCB5XHXusrQIAqUIAydMVRx0VCCCD+/SxVQAgVQggefh62rRQ99XMzz6z1QAgVQggeXjh/vsDwaP74YfbKgCQOgSQPFzTpk0ggAy86y5bBQBShwBSizkzZ3oLBjMDyPTJk201AEgdAkgthvXrFwgeXQ46yFYBgFQigNTinksuCQSQp2+7zVYBgFQigNRicO/ey4OHUrfP/PRTWwUAUokAUoslixd7az70JPLeiBH2xwCQWgQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkFR9AMhMd1lTOa9LEddxnH3f9ySe7R665xktLojQlAIBoUhNAspXOrVu7Ca+9Zk8JAMhDqgOIX1557DF7WgBALaougGTz22+/uUULF3qp2If37+89eWQec86uu7ppkybZwwAANUhFALF+/vFHd/XxxweOu797d1sNAFCDVAYQ+WjMmMBxnQ44wFYBANQgtQFk0U8/BY5r26iRrZI3dZFNGT/ePXTlle7KY45x7ffe2zvnOQ0b2qoAUDUIIP8tFzVvbquEZPtd8+bMcT3POCP0My+A7LqrOQMAVI/UBpDJpgur15ln2ioh9nctmDvXdT3kkNC/+0V7qANAtUplANGMrGtPPDFw3FuDBtlqIfZ33d2xo/e/6v566uab3X8++MAt/OEHb5D+04kTXZ/One0pAKBqpCKAeNN4f/rJffXZZ+61J590XQ4+OHDMvy64wP22dKk9LMT+LhWNd3zx8ce2KgBUvaoLIHUpF+21l3v+3nvzTmlij1f54K23bDUASIXUBpDrTjrJfTx2rD1djew5euYxbgIA1Sq1AcQvt5x7rvv+m2/sabOyx454+mlbBQBSo+oCSC5LfvnFCxTvvv66u6t9+8Axl+y3n5v95Zf2kBD7u6ZPnmyrAEBqpCaAWKOef96dvcsuy4+79oQT3NJaBtLt7/px/nxbBQBSI7UBRB7o3j1w7Nhhw2yVAPu7lv76q60CAKmR6gCiQfTMY7WuoyaF/C4AqDapDiDqgso8ttP++9sqAYX8LgCoNqkOIOqCyjy2bePGtkpAIb8LAKpNqgPIj/PmBY69oFkzWyWgkN8FANUm1QHE7gnS/fDDbZWAQn4XAFSbVAeQvl26BI595NprbZWAQn4XAFSb1AaQkQMHho6dOmGCrRZg6wNAmqUmgChh4txZs7KuRFfp3amTPSTEHgMAaVZ1ASRKuen0090vP/9sTx1ijwOANEt1ADm/aVMvnfuvS5bY02ZljweANEtNADmnYUNv86fLjzzSGzwf8cwz7qcFC+zpamTPCQBpVvEBBABQGgQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJAQQAEAkBBAAQCQEEABAJP8LW5brirEofxUAAAAASUVORK5CYII=)
PN: 3H31-9-0Q
CAS: 866135-66-2
Molecule Weight: 211.062
Formula: C8H7BrN2
![8-Bromo-6-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-1B
CAS: 136117-93-6
Molecule Weight: 211.062
Formula: C8H7BrN2
TSCA: Not listed on TSCA inventory