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)
| Product Number | 3H31-9-X5 |
| Synonyms | 7-Bromo-5-azabenzimidazole |
| Purity | 95 % |
| CAS | 90993-26-3 |
| MDL Number | MFCD09834585 |
| Molecular Formula | C6H4BrN3 |
| Molecular Weight | 198.023 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-9-X5
CAS: 90993-26-3
Molecule Weight: 198.023
Formula: C6H4BrN3
![7-Bromo-1,3-dihydro-imidazo[4,5-c]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-9-16
CAS: 161836-12-0
Molecule Weight: 214.022
Formula: C6H4BrN3O
![7-Bromo-2-chloro-3H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-D-X8
CAS: 1401687-55-5
Molecule Weight: 232.47
Formula: C6H3BrClN3
![7-Bromo-2-methyl-3H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-9-Y9
CAS: 929074-39-5
Molecule Weight: 212.05
Formula: C7H6BrN3
![8-Bromopyrido[3,4-b]pyrazine](data:image/png;base64,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)
PN: 3H32-9-28
CAS: 929074-45-3
Molecule Weight: 210.034
Formula: C7H4BrN3
![4-Bromo-1H-imidazo[4,5-c]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACa4AAAmuAGgTZX4AAACEXpUWHRtb2xTb3VyY2UAAHichZVbb9owFMe/iuXn4VscHBChYlSTJrV7WDtpb1NIDEQiduWE27ffMWm3BNwg5eHIPr9z/cuZPZyqHTpoV5fWpJgThpE2uS1Ks0nxr9dvowQ/zGc5OIGjqVO8bZq3KaXH45HkW11lJ2tIbivc3k9PddnzOUbEug0VjHH6+/np5cKMSlM3mck1UHU5rS+HTzbPmksVn6SgVeYOpaGtO63coY32RzD/MXKqC/y/lyXcLQBF63Kn0dq6KmvQQTACH/uCNtpolzW6QKszHEdEQu/z2fOjzfeVNg2YPkKZZ7uXxu1zOKjsTud7CAbG98cUVxyArLHVwrns3JqoLFKccZjiTvswr+c3neKvDjoVKR4TLpjC6Ax2RJKY+ZTUc11aXNHLW1iQiIfh6Ar+0cKKyFhGLcxJLMOwDGfuwjA8Fobj+2WPGFEqTI/DtCQqUexeanXb9PZcOAtLXtq9aaDnNlxEIiHkv2KkiieheEm4GEEkV+KjmM86mYQ30E0tCOPhzJzdn8P1/mhHgytrio55CbqC5r3LT72uhc+BvMSsK7Tzg4EA3rULiD4gkJfVO7AIAVEfiJCX0hAg+4BEXj5DQNwHYuQVMwSM+8AYeZUMAaoPKORlMAQkfSBBfvVDwKQPTNBl3UOEv7/axF2E3zQeRmhHK/TjbQPz5t2jnUeRwq9g/hfv5eM5q/XKBwAAR5xJREFUeF7t3QfYFNX99vEkxmhsGI2xd2MlfxXF3lGMKCoqKjHWgL0LRIwVG2jU2KIIgljQoIgoVkBFxY7GQjGCIKiIBgUFsUTPyz2+izO/2X2e2bOzu7O73891nctLODO7O2eZe2fmlJ85AAA8/Mz+AQAASRAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAjSYY7fYIlE5abvtXNe2bV3vY45xd19xhfvP2LHuhx9+sLtDAyNAgAZjg6KYcnGnTm7KuHF2l2hQBAjQYGwoFFtO3HZb99aYMXa3aEAECNBgbCDko1tV8+fNc9MmTnQP9+vnTt9118g2p++yi5sza5bdDA2GAAEaTJIAsWbNmOG677VXZLuhN95oq6HBECBAg/EJEBkzbFhku56dOtkqaDAECNBgfANk9qefRrY7beedbZVmfT1vnnv63nvdlZ07B1c0x7Vu7Y7faitbDTWCAAEajG+A/O+77yLbnbjNNrbKQvleY+q4cbHbYCrHLwgR1CYCBGgw9gSelL0C+euCMCjEvsZ/P/ww9iA+V3QVgtpEgAANxp7Akxrz4IOR7W7u3t1WWci+xrUnnxz896/t2rnnhg1zn8+c6b79+uugl9dtF15oN0eNIECABmNP7kl8tuCEr5N/eLvxL75oqy1kX0PlokMOcfPmzLFVUcMIEKDB2BN7PhoHogfe0955xz3Sv787Y7fdItvcedlldpMI+xp6zvHR5Mm2GmocAQI0GHtyL6Z03WMPN3LQoGbnxLLb3dytm62COkCAAA3GntyTlsuOOMK9nXAKE7vtiw8/bKugDhAgQIOxJ/diy6V//rP74N137W4j7DYfTppkq6AOECBAg7En90K++/Zb9/knnwRXHQMuuCDobpvb5pQdd3ST33jDbrKQfY2vvvzSVkEdIECABmNP7klNePlld9K22y7cToMCCwWDfY3vv//eVkEdIECABmNP7sXQBIrhbR8fONBWCZTyGqgdBAjQYEo5uevZR3jb3kcfbasESnkN1A4CBGgwpZzcNXo8vK3WBcmnlNdA7SBAgAZTysn966++imxbaELFUl4DtYMAARpMKSf36e+8E9m2+x//aKsESnkN1A4CBGgwpZzch1x3XWTb60491VYJlPIaqB0ECNBgfE/umjzxxFA3XpXnH3rIVgv4vgZqCwECNJikJ3cNJNQaIG+NGeP6n39+ZCChysV/+lPB8R1JXwO1jQABGow9ufuUv+23n/vs44/trhey9VGfCBCgwdiTezFF07Lfccklbm4z63rY7VCfCBCgwdiTe6Fy/FZbBcvQntuhQzAd+4i77gpuaSVh94X6RIAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAiAxL6ZP9/dcemlrtfRR7tn7r/f/jUaDAECILEH+/RZOL/VcVtu6ab/5z+2ChoIAQIgsZu7d49MkvjyY4/ZKmggBAiAxDQrLwGCHAIEQGIECMIIEACJESAII0AAJEaAIIwAAZAYAYIwAgRAYgQIwggQAIkRIAgjQAAkRoAgjAABkBgBgjACBEBiBAjCCBAAiREgCCNAACRGgCCMAAGQGAGCMAIEQGIECMIIEACJESAII0AAJEaAIIwAAZAYAYIwAgRAYgQIwggQAIkRIAgjQAAkRoAgjAABkBgBgjACBEBiBAjCCBAAiREgCCNAACRGgCCMAAGQGAGCMAIEQGIECMIIEACJESAII0AAJEaAIIwAAZAYAYIwAgRAYgQIwggQAIkRIAgjQAAkRoAgjAABkBgBgjACBEBiBAjCCBAAiREgCCNAACTW65RT3H4bbLCwPDN8uK2CBkKAAEjs7C5d3NarrrqwPD50qK2CBkKAAEjs+MMPd2u2aLGwDLv3XlsFDYQAAZDYoR07usUWWWRhuefuu20VNBACBEBiBx54oPvZz362sAwaNMhWQQMhQAAkRoAgjAABkBgBgjACBEBiBAjCCBAAiREgCCNAACRGgCCMAAGQGAGCMAIEQGIECMIIEACJESAII0AAJEaAIIwAAZAYAYIwAgRAYgQIwggQAIkRIAgjQAAkRoAgjAABkBgBgjACBEBiBAjCCBAAiREgCCNAACRGgCCMAAGQGAGCMAIEQGIECMIIEACJESAII0AAJEaAIIwAAZAYAYIwAgRAYgQIwggQAIkRIAgjQAAkRoAgjAABkBgBgjACBEBiBAjCCBAAiREgCCNAACTWvn37SIDcddddtgoaCAECoFn/+9//3E033eQWWWSRSICsvvrqbsyYMbY6GgQBAqBJTz75pPvDH/4QCQ5bDjvsMDd9+nS7KeocAQIgr8mTJ7sDDjggFhaFyhJLLOEuuugi99VXX9ldoU4RIAAivvzyS3fOOee4xRZbLBYSKvrzNdZYI/bnubLmmmu6e+65x+4WdYgAARD44Ycf3G233eZWWWWVWCjkyiGHHOLef//9oP6IESPcxhtvHKuTKzvuuKN77bXXzKugnhAgKdtiiz6x0rPnaFutSXZ7oNxeeOEFt9VWW8VCIFc233xz98wzz9jN3Hfffeeuv/56t9xyy8W2UfnFL37hOnfu7GbOnGk3RR0gQFJmT/4qrVvf4qZM+dxWLchuD5TLBx984A4//HD385//PHbyV/nd737n+vXr577//nu7acSsWbPcSSed5H75y1/G9qHSokULd+WVV7pvv/3WbooaRoCkzJ78c6Vr18dt1YLstkDa5s+f7y6++GK35JJLxk72Kr/61a8WfGe7utmzZ9tNm/T222+7Nm3axPaXK+uvv74bPny43Qw1igBJmT35h8ubbya7jLfbAWm699573VprrRU7uefKPvvs4/7zn//YzYrywAMPuHXXXTe271zZc8893YQJE+xmqDEESMrsyT9cunR50FbPy24HpOHf//6322WXXWIn81zZaKON3OOPJ79Sbs4333zjevXq5ZZZZpnYa6ksuuii7rTTTnOfffaZ3RQ1ggBJmT352/Lccz/2YGmK3QYoxaeffuqOPfbY2CjyXPnNb37j/vGPfwQPxMthxowZ7uijjw4eqNvXVvntb38bjHLXaHfUFgIkZfbkf/LJD0f+/9BD73Xff/+D3SzC7gPwoQfWV199tVt22WVjJ20VBcrxxx/v/vvf/9pNy+KVV15x2223Xex95IpGu2vUO2oHAZIye/KfMOFTt+WW0T97+OGm7y/bfQDFeuSRR9wGG2wQO0nnyq677urefPNNu1lF3HnnncEcWvY95YpGv7/33nt2M2QQAZKyfCf/s88eEfmz9u0HLfh1WLhbZL59AElMnDjR7bXXXrGTcq6ss846bsiQIXazips3b547//zz3a9//evYe1TRaHeNhteoeGQXAZKyfCf/99+f7bbaqm/kzwcNests+ZN8+wCaou62Z555ZvBg2p6MVZZaail36aWXuq+//tpuWlVTp04NRrfb95srGhU/cODAYJQ8socASVmhk/8ll4yO/HmbNgPd3LnfhLb8SaF9AJYG+N1yyy1uhRVWiJ18VTRA8Mgjj3QfffSR3TRTNMpdo93t+8+VrbfeOhgtj2whQFJW6OQ/c+Zct+22/SJ/d9NNr4S2/EmhfQBhTz/9tNtss81iJ9tc2WabbdxLL71kN8sshWHfvn2D0e/2s6goDDVqXqPnkQ0ESMqaOvlfc80Lkb/bYYdb3axZ8amvm9oHMGXKFNexY8fYCTZXVl11VXf77bfbzWqGbsedddZZwWh4+9lUdDtOo+izdjuuEREgKWvq5D979ny3004DIn/fq9ezkTrS1D7QuObOnevOO+88t/jii8dOqir683PPPTeoVw80Gn7vvfeOfc5cWXvttd2QIckG56I8CJCUNXfy79t3bOTvt966r5s+fU6kTnP7QOO54447gisLexLNlYMOOii4MqlHjz32mNtwww1jn3mRRRZ3Sy+9vtt//zPd+PHT7GaoAAIkZc2d/OfN+9btscftkTo9eoyM1GluH2gceoax7bbbxk6eubLpppu6p556ym5WdzRKXqPlNWo+99kXX3xlt9xyW7vVVjvIbbTRWe7ii0e6zz+fbzdFGREgKUty8r/77rcidTTQUAMOc5LsA/VNvabUe6rQNOua/qNPnz4NN/2HRs1r9Pxiiy3rlllmE7fSSnu6ddbp4jbZpGfwb2WXXQa4u+56c0HgFB5nhfQQIClLcvLXIMJ99rkrUu/EEx9e+PdJ9oH6pAkIL7vsMrf00kvHQkNF4zzOOOOMBb+0k68vU4/efnuC23//U9waa3RyG2zQ3W2++fWRfzMHHPAvN2YMt7XKjQBJWdKT/0MPvROr+9JLP3ZPtH+OxnD//fcHI8VtaOSKRphrpDl+8thjry84LjfF/s3kyqmnPhoM5EV5ECAps1/gQjShYseOgyN1Dz/8fqcBt0n3oX8YBx74r2DFw+OOe8jde+849+mn82w1ZJzmpNptt91igZErmtPq4Yd/ukJF1Dff/M/deutrbscd+8f+7aioo8rVV7/gvvzyG7spSkSApMx+eZvy1FNTYvWfeGJy7M8KOffcUbG6ep7SufOw4D7wjBnMI5Rlup9/wgknFFwGVrPoXnXVVSwDm9Ann2h+radik5fmyu67D1xwlTeh2dmwkRwBkjL7pW3OkUcOjdTv0OGexPs477wnY3VtOeKIoW7AgNdjXYVRPepRdO2110Z6FIWLplnv0qVLsI4HivfWWzPdUUdF/12FS6dO97mxY7M9tUutIEBSZr+szXnllQ9j29hSyIcffhHc9rL1CxWtRXLLLWPd5MmsAFctWvFPK//Z0MiVnXfe2b3++ut2M3jQsgl77XVn7N9Brvz1ryOCf0PwR4CkzH5Jk1APLLtdMftQICgYFBB220JFvVT++c9X3MSJ/MqtBI2qbt++fSwwckVrlA8ePNhuhhJ99dV3wffczkOXK/pzzUmneigeAZIy+wVNYvz4+KJTxe4jR7eqdMtKt67sfgoVrU9y7bUvujfe+NjuDiWaM2eO69atW8F5nZZccknXs2dPN38+A+DKSVca3btH1+UJF12pNLfQG+IIkJTZL2ZSTX25fekhuh6m66F6UwEVLvqHdOWVY4J7xDxs9KeZZfv169fkzLJ//vOfmVm2wl599cPgGYj93ufK0Uc/4MaN+8RuhgIIkJTZL2RSU6d+HnTHtdsXs4+mqHuvuvkef/xDBV/HFk25cumlzwTjU/73P0b2JvXss8+6Vq1axUIjV7baaiv3/PPP281QIfphNGTI+GBNHvudV9GPrQsueIou8QkQICmzX8Zi9OwZXXTKZx9JaL6gBx6Y4E4++WG3zTbRlRILlV13vc1ddNHT7rnn3g/63SPu/fffd4ceemgsMHJl5ZVXdrfddlvNrK6n1QJHjx4dzLX1wAMPBO99wIAB7sILL1xY9P/6c/296qm+tqsFX3zxjbvqqueDcSL2+66icSX9+7/e5PLTjY4AaXAaXDV8+DvuzDMfL/ig0RZNSa8uxKNGvee+/pqHj1rf+4ILLmhyfe8ePXpkcn1vramhCRu1bOzZZ5/tDjjgAPeHP/wheM/2cxRTtL32o/1pv9q/XieLa3jo6v+UUx6Jfc9zZd9973ZPPjnFbgZHgCBEPVEef3zSgn/wI4LFruw/pHxF9dQd8rHH3g1mGm40d911l1t99dVjJ9Bc6dChg5s8ebLdrGo0+aKWhtX66LvvvnvB0CtX0evpdfX6eh9ZmgxSV9fqnWi/47mi27+TJs2ymzU0AgR56cpCI+V1pWEXwSpUdAVzxhmPBfN86fZAPXv11Vfd9ttvHztB5op+fY8aNcpuVhWfffaZu/nmm4PFmQpN0litovej96X3p/dZbZrF98473whm9bXfb5WtturrLr/82WBxuKTsPlR0u7oYdvusIEDQLN0D1symegay2275HzzasuWW17qjj/6nGzRohPv00+qfGNLy8ccfu2OOOcb94he/iJ0MVZZffnn3z3/+s+q/rDX9ybBhw9yBBx7ofTtKI+UVhLvssktQjjjiCHfUUUe50047LXj+of/q//XnuTqqX2iEfXNF71PvV++72tO3fPbZfHfJJaMLdjjRM8F77nkrUecSu62K9jtlSvIZle32WUGAoCj6B/Pyyx8GvbPatr0j9sXOlZYtL3Zrr93Zrbji7q5Fiw0XBM8e7sYbb3Qffvih3WVN0DTrvXv3dssss0zsxKeiadZPPfXUqv+K1sSMJ598crBeiH2PhcpKK60UDHLUOuRaY0S9yD75pLSurNpe+9H+tF/tX69jX7tQ0fvX59DnqaZ33vmv69Llwdj3O1cOO2yImzOn6ec6dptc6dr1cVu1ILttVhAgHnR7p1u3J4KG/MtfhjX7BapX6kyk8SJ///sY165deH2Tm92GG/YI1mpYfvnt3K9/vcrCE4PGP+ywww7BJIG10ltHv4jXW2+92EkuV9q2bevGjx9vN6uol19+2e23336x95av6ApBv/RvuOGGir9vvZ5eV6+f9EpFn0ufr5pGjJgcDLi1J3KV229/w1aPsPXD5c03Z9rqedntsoIA8XDZZc9GGlMjv6FfvzODEe17732r+/3vT3WrrLKfW3bZTRf8Ol82dlLIldatWwcLKL377rt2d1U3bty44IGvfc+58vvf/949+OCDdrOKevrpp4MAs+/NFk2Vct555y0I/LF2F1Wl96P3pfdn37Mt+pz6vNWi7ut9+46NdTAZPHicrRphT/7hoqubJOx2WUGAFEldV21j6qEbosaNm+Z6977NtWq1p/vFL/JP42GL7p/r3vrbb79td1dRs2bNCm6fFJpmvUWLFu6KK64IbmtVi3ow6UrOvrdw0e22v/zlL1U96RZD71Pvt9BtwlzR59bnr5aZM+cGD8F1RXLhhU81O07Eni9sUe+v5thtsoIAKcLHH38ZPDwLN6S+RHPnVu9EUgt020LzPW266aaxk0Ghsv7667tzzz23or+YNc26bq/oQbh9Pyp6cK4T3MyZyW47lIPCrXPnzgUf4qtsttlmbtCgQTU7v5bet96/Pof9bOG20HHQ8cg6e/LXAN7w/2sS1OamDbL7yAoCJCE1sOaUCjeiRrAmvYeJH2lMRK9evRYcu61jJ4VCZe2113Zdu3Z1Y8aMsbtLzciRI90mm2wSe+1c0a/eSoaZpdHrmlurULipbLvttm748OF205qmz6PPZT9rruh46LhkeXS/PflPmBCfPLW5iRztPrKCAEmoT59XY42oZTThT1N/XHPNNW7HHXcMHq7bk0O+stpqq7lTTjkluN2hCQtLNWnSJLf//vvHXidX1lhjDXf33XfbzSrqjTfeaPIk2qZNG/fkk0/azeqKPp8+p/3suaLjo+OURfa8IRqsG/4z3clo6lZYvn1kAQGSwGuvzYj1B9eo1OYuO5HcRx995G666aZgbfBCzx5sWXHFFYOV+0aMGBHcfirGF198EUyxUWiMxBJLLBE8j/nqq6/sphWlMSWLL7547P2pqGfYY489Zjepa/q8hXrE6TjpeGVNvpP/++/PDgYlhv980KC3zJY/ybePLCBAmqEuutEuqn2CWTy1/jLKQ0u53nrrre6Pf/xjwXU0bFluueWCQW265dHUfEu61aEJAJsak9CpUyc3bdo0u2lFaR2Rjh07xt6bik6UF110UZOfs57pc+vzFwpWHTcdv6wodPLXQEV7Xin0PLXQPqqNAGlGbrxHruje5TPPNN9ropKmTJkSzIT60EMPBTOjqoRnTM39mf5e9d577z27i8yaPXu2u/3224PbTEnnbdL0GIcddpi77777IlcQeoaibsO2fq5sscUW7rnnngu9enXoWcu6664be38q7dq1y9TcWtWk46DjYY+Rio5fNZ9ZhRU6+as3l53AVKsj5lNoH9VGgDThvvvGxRpOiy1Vi2Z91ZraCoWDDz446KWS9KRqi7ZTryj9WlM//EceeWTBr5+59iUzRe/vnnvucYccckiwkp/9TPmKbkVp/IC6CNu/yxXdCtMVTxrPVEqlkdv5bqsttdRSwYy2iNNx0fGxx0zHUcez2uw5JOyaa16I/J3GmMyaFb9t2tQ+qokAKUDrjG+3XXTAkFYyq/RaGFp46OKLLw7mGcp3YkmzaDoO9TbS1ORa16Ha8zk1RV09hw4d6g4//PBgXIb9LEmKbo917949M7c7FOT2Paoo/CZMmGCrI0THp9CPBB3Xamrq5K9JGe1kpb16PRupI03to5oIkDwUEgcffG+kwfTLoJjJz0qhW1I6iScZnVvOssoqqwTreb/1VuGHe1mgAX2PPvpoMMlh0jmg9t1338yMfldQH3vssbH3qKKxDtV+kF8rdJx0vOwxVNHxrdYPouZO/hrdHv57DQ+YPj36o6a5fVQLAZKHfgHYBhs6tLy/ANWLSGtL6ErDfvmbKxq5q3v72lb3/vUwWRP76VaX/qv/15/r71XP5xe7ng9cf/31wW20LNNJQtOoH3/88cEKgPZzaNyAem1lha6ktOiSfZ+6xXjnnXfa6khAxy3frV0d52oMrrTnEkvr6Gj56HCdHj1GRuo0t49qIUAMrYFhG0t9tstFwdG/f/+CXRNt0eJFCgSNmNbgtxkzZthdJqJpydW3XjPk6lebBuvZ18pXVlhhBXf55ZcH3WCzTj2utNZE+P3ruGWFbp3tvPPOsWOsSQY1ky386fjlm6xRx7vStyzt+SSfu+9+K1JHnXU04DAnyT6qgQAJUa+IfFOVlGNxJAVH37593TrrrBP7koeLnntoNlL1b3/nnXfsblKl3ll6T1rXWw+f7XsJF3Wb1RWOekllmaYeCb/vrIwT0C/hfOGx6qqrZv6WYa3QcdTxtMdYx72SVyJJTv4aRLjPPtHhAiee+PDCv0+yj2ogQP4/DQq08/5roM8bb3xsq5ZMa0NvvvnmsS92uORuGf33v/+1m1eEejxpvERzt9TUg+mOO+6wm2dGFgNEt9m01K09lhtssEHNTHFfK3Q8dVztsdbxr9QzkaQnf63kaeu+9NIHwd/ZP88KAuT/u+WW6IMslX790u1HrktnzfK6yCKLxL7QKhqBfeSRR1Z9ER1L/wg1F1W+rpK5oqDJYk+hLAZIvgfmW265ZTCAEunTcdXxtcdc7VAJ9rxSiH7Eduw4OFL38MPvD9bdSbqPSiNAFvj3v2fEphU49th0pypRL6F8l9Mq6j6rHkSalynLdDWkGXILPYRXt1j1HqvUL7skshYg+brq6hcy4VFeOr75rkQq0cW3mJN/vmewTzwxOfZnWdHwAaLnG/beo9b91vOQNGhw2vnnn19w+m2tzFZLI8Pl888/d+ecc07BaUZ0jzkrS9dmKUA0qM0eK/2o4LZVZeg45/sRV+7BhsWe/I88cmikfocO9xS9j0pp+ADp3j06K6Z6P4wenc4/aK0Lvccee8S+sCprrrlmMLVILZs4caLbddddY59N5Xe/+92CX05P2E0qLisBomk17EBQ9RLigXll6Xjb3llql3JOe1Lsyf+VVz6MbWNLVjR0gAwZMj7WML17pzMX0uuvvx50ubUnVj3/OOusszI/bUgx1O9egWE/q666NOldNWUhQPTsy3bT1jgFuupWh467HSei9ilX9157jklCPbDsdsXuoxIaNkA0Vcn220enKtHKYGlMVaIvaL7nBBpDkYVf5eWg6dgL9dg67rjjqvZcJAsBkm9WXQYJVpeOv20TtVM5+Jz8x4+PLzpV7D4qoSEDRCGhsAg3iMJEoVIqPSzPN4Zim222cdOnT7fV64pCQg/Z8z3v0Sjgakw/Xu0A0evZY6GBm6i+fNOelOP74Xvyt7fXffZRbg0ZILpNZRtEt7NKNXjw4LwPljWtxrfffmur1y1dZdn7zCq6Qqn0CPZqBohWyLNrVrRs2ZK5rTJC7aD2CLeP2ivtlQ3tuSapqVM/jy1kV+w+yq3hAkQPyO2lodb8KJVWSlN3XHvSVA+sRqSHlZqM0R4PhUglr0SqFSCaRsUuQ6txNFkcK9PI1B52fJPaLc011ks5+ffsGV10ymcf5dRQAaKuueqiG26Ivfe+q+SpStSDQ4sYhb+EWuP76quvtlUbSqFRwLqdVam1N6oVIP369Yt9btbzyCa1i20rtR+a1zABokGBGhwYDg8NHtQgwlJo6nU766ueAWiBIvzYlVnTsth/oJUaBVyNANGASzutvFbOQ3bZlQ3VftWaRqiWNEyA9OkTf+6h6UtKoW5/G264YezkeOWVV9qqDU2jgNdff/3YcerZs6etmrpqBEiXLl0ir6kuoyxDm21qH9u1V+2IpjVEgLzyysQFJ7CT3MYbn+823/y6IDw0cWKpU5V06tQpdlLU+huIyzcKWFdq5e7WXOkAeeGFF2K90Ko9FgbJqJ3s91PticLqPkBmz56zIDQ6uJVX3settdbRboMNursdd7y+5KlKNFOtDQ9NS1Kpe/u1SJNE2t5ZGoBYzmlPKh0gWhI4/HoaoFbJTgPwp3ayAz7Vniis7gPkkEP+tODSdFW37LKbuhVX3N2tsUYnN2JEabPdal0O23Njk002oXtmAo8//njsF7rmzirXQMNKBsjTTz8deS0V9c5D7VB72TZUuyK/ug4QLY6U+xL86lfLu6WX3tB163aVrVYULQTVqlWryBdM906Z0yi5fDPSahbfcqhkgLRt2zbyWm3atLFVUAPUbuF2VLsiv7oNEPXvXnLJJSNfhE03be3mzy/tdsK1114bO/mV86RUj3S1Yac90QDMcoyRqFSAvPzyy7HvhZYMRu1Ru9m2VPsiri4DRPcyN91008gXQFcJb7/9tq1alJkzZ7pll102st/999/fVkMCmjvLTsComX3TVqkA0bLD4dfZbrvtbBXUELVfuD3VvoirywBRT6hw46vcdNNNtlrRtOhTeJ8aPPjBBz8uOYni5ZvQLu3lcSsRIOocoIGj4dd5+OGf1rNG7VH7hdtT7Zu1lUKzoO4CRGts2H/MWv+4VFrH3D787d27t62GItn1RLTG+uzZs201b5UIEC1THH4NrXeP2qd2DLer2rkcxoyZtuCH0xvu44+/tH+VeXUVIOoOakcAa02Ozz4rfZbdPffcM7JfTdHxzTelTYGCH59V2QkoL7zwQlvNW7kDRJNk2u/coEGDbDXUILVjuF3VzmlPinrffeMWDmxu2/YO9+WXtXVOqZsA0fiL3XbbLdLgWrzpmWeesVWL9tprr8WuajRtO9LRo0ePyLHVWJG0Zu0td4AMGzYssn+tAzN//nxbDTVI7WjX9VF7p+nUUx+NzI7x0ku1dUu8bgLksssuizS0SlpdQw855JDIfrW2B9KjNdbtP9TLL7/cVvNS7gDR4NHw/vV6qB/2+6P2TtMJJwyPBMhzz71vq2RaXQSIphuwU6nvuOOOqQxOmzRpUnAlE9730KFDbTWUSAtRhY+xVm+cN2+erVY0ewJIM0B0a9Sucz569GhbDTVM7RluX7V3GrfEcwiQKtMD17XXXjvSyLoFMm3aNFvVi31AutFGG6W6VgB+pJlP7ej+G264wVYrWjkD5Oabb47se6211uK7UWfUnmrXcDur3dNCgFTZoYceGmlclSFDhthqXvI9INUcWCiPbt26RY61poEvVTkDZO+9947sWyPsUX/szAlq97QQIFXUv3//SMOqHHfccbaaN3UJDu+bB6TlpbVVbFfpUgd/litANKXNMsssE9m3Olug/qhdw+2sdlf7p4EAqZKJEyfGpipJe0JDe3XDA9Lys1Oc6KqkFOUKED13C+93+eWXZybmOqV2VfuG2zutad4JkCrQVCV2kE/aExqqG+kSSywReQ3mNio/O02+1lUvpTNEuQLk0ksvjexXy/Sifql9w+2t9k8DAVIFp59+eqQxVW688UZbrST33ntvZP+rrbYavzArQMFtryxL6dlUrgDZfffdI/tN44E/skvtG25vtX8aCJAK0xw1dlBfOSY0POmkkyKvwUqDlWPH3ZQynqccAaIrYLv86fjx42011BG1b7i91f5pLBRGgFSQZnDV+IBwQ+rKYNasWbZqyfQ8Jfw6DzzwgK2CMgmv46JSyqpw5QiQF198MbLPlVde2VZBHVI7h9td34NSESAVottH9raBBviVY7UwTdsevspRz6ByhBTye++99yLtrEGiX37pN9FcOQJk4MCBkX22b9/eVkEdUjuH213fg1IRIBXSq1evSOOplKvf/eDBgyOvs9lmm9kqKDM7OPSRRx6xVRIpR4Ccc845kX127drVVkEdUjuH213fg1IRIBWgqdTtVCXbb799Sb1zmmK/KGeccYatgjLr3LlzpA3OP/98WyWRcgSInf9Kt9xQ/+yt1TTmxSJAymzOnDlunXXWiTScpiqZOnWqrZqafffdN/J6aVyqojhaACzcBgcffLCtkkg5AqRly5aRfaYx4zOyT+0cbnd9D0pFgJTZn/70p0ijqaiLbTltuOGGkddLa9AQkrPrUmuJYh9pB4iuehdffPHIPvXMDPVP7Rxud30PSr0LQoCU0W233RZpMJUuXbrYaqnSFAV2gSMeoFeeetyF20DdJn3G4aQdIPYBv66G0TjU3uH21/ehFARImbzzzjux2Vk33njjVKb4bsq7774beU1NpojqsGuEaK6sYqUdIHoeF97f//3f/9kqqGNq73D76/tQCgKkDLRUbKtWrSINpcvFN954w1ZN3ciRIyOvy+JR1dO6detIWzz11FO2SrPSDpBRo0ZF9lfKGBXUHrV3uP31fSgFAVIGZ555ZqSRVK6//npbrSy0WFT4ddu1a2eroELsOvQ+y4mmHSAaUBre31577WWroI6pvcPtX+oAYwIkZervb6cqUa+oSrn99tsjr+3b+wel69ixY6Qt7rzzTlulWWkHyB133MH3o4GpvcPtr+9DKQiQFOm5h+3hsuqqqwar1VWKJmUMvz5TuFfPMcccE2kLde0tVtoBou3D+9N7ROOw38lSv08ESIrs/FOaQsTnvncpevfuHXkPmvkX1XHaaadF2kJtU6y0A8R+P/Qe0TjS+E6GESApWmmllSKNo5W/0lzAPgnN/Bp+Dz169LBVUCE69uG2uPDCC22VZqUdIHw/Gpv9TpYyU7QQICm68sorI42j0qFDB1utrOwvTK5AqieNX3tpB4j9fnAF0ljS+E6GESApO/744yMNpOJz79sXz0Cyw95v9vkepB0gPANpbPY7Wer3iQBJmRZp0bQV4UbSKOS3337bVi0LemFlB72wkDX0worKXIDIhAkTYsuaauKy+fPn26qpYxxIdjAOBFnDOJCoTAaI9OvXL9JQKieccIKtljpGomfHlltuGWkLnx55aQcII9EbGyPRozIbIGIvF1V0hVBOdi6s5Zdf3lZBhagXXrgtmAsL1cZcWFGZDpDZs2e7tdZaK9Jgyy23nJs+fbqtmhpNz2xn463kQEb86MMPP4y0wRJLLMFsvKg6ZuONynSAyPPPP+9++ctfRhptp5128jqZJGXXAxkzZoytgjKzt4p8lxVOO0BYD6RxsR5IXOYDRC655JJIw6lcdNFFtlpq9ttvv8hrDRgwwFZBmdnu1IcccoitkkjaASKsSNiYWJEwriYCRFcbu+yyS6TxdFXy3HPP2aqp6NatW+S1TjnlFFsFZXbUUUdF2sBnFLqUI0BYE70xsSZ6XE0EiHzwwQfBA+1wA66xxhru888/t1VLdt9990VeJ41fGijO6quvHmmDxx9/3FZJpBwBcs4550T22bVrV1sFdUjtHG53fQ9KRYBUkMYB2Kne0/gVYOmhuSZyzL2GXvOTTz6x1VAmmpU53MaLLbaY90qU5QiQgQMHRvbZvn17WwV1SO0cbnd9D0pFgFTYySefHGlElT59+thqJbOj4QcPHmyroEzs8w/dvvRVjgB58cUXI/tceeWVbRXUIbVzuN31PShV5853upYtL15YnnnmXVsl02ouQDQa3fbFVhfPcePG2aolsZOmHXfccbYKysR2Yrj44ottlcTKESCabkfT64T3O378eFsNdUTtG25vtb++B6U67LAr3FprHbmwPPlk+ZftTlPNBYioMRUa4QZVqKQ51Ylul4X3/9vf/tZ9++23thpSptuHumUVPvYvvPCCrZZYOQJEdt9998h+b7jhBlsFdUTtG25vtX8aDjzwtAXnlu0XlhEjnrdVMq0mA0R02yrcoConnXSSreZNYdSiRYvI/h988EFbDSm7/vrrI8dcA0l/+OEHWy2xcgXIpZdeGtnvAQccYKugjqh9w+2t9k9Du3Yd3eKLr7iwPProSFsl02o2QOSggw6KNKoedvtMuFeInbqZmVfLb4sttogcc9/uuznlChBdFYX3qx6C5RzciupRu9oeoKVcFYfZK9mHH37YVsm0mg4QdeFdc801Y/+Q1eU3DZq8L7xv3ffU9CoojzfffDNyvPWDoNSpIsoVIN99911srq7XXnvNVkMdULuG21ntrvZPAwFSZRpMaKc6Ua+dNH4N6taJxpqE961VE1EeRx55ZKwdS1WuAJG99947su/zzjvPVkEdULuG21ntnhYCJAM0rUm4EVRK6bkTZr886sqX5sN6/GjSpEmxHwI+C0hZ5QyQm2++ObLvUp/XIHvUnnZCV7V7WgiQDNDVxs477xxpiEUX/ZV74YVXbNWiaQI12+MrzZMQfmSfN6233nqp3CYoZ4B89tlnsR5jo0ePttVQw9Se4fZVe6vd00KAZISmeNdU72qEX/5ySbfUUr93rVod7ObM8RvBHHbqqadGGnnttddO5eSGH+k5x6KLLho5xv3797fVvJQzQMTOi6XXQ/2w35+0Z74gQDJEi00tttgKrkWL/3MrrbTngkvPo93ppw+y1Yo2bdq02Boh1113na0GT7Y33TrrrJNaQNsTQNoBYscLqes3tzjrQ76u/Gn28hQCJGO6dbvSrbpqB7fuuie6li0vCeaXGTp0gq1WNHuLZdlll3Uff/yxrYYiDR8+PHJcVdKc3bbcAaLBpRpkGn6NQYNK/9GC6lM7htu1HIOJCZCM+frrb90++/zdbbrpVQsnKNthh1vdlCmlzdqrW2RLLbVUpLEPP/xwWw1FmDt3bqwb9uabb17yIj1h5Q4QsfOz6TOg9qkdw+2qdk4bAZJBkybNctttd2tklstOne5z33xT2ompd+/ekcbWOAUemvo766yzIsdzkUUWcS+//LKtVpJKBIjGr9hZomvtRIAotZ/9t652ThsBklH33TcuEiAqV1xR2tK0unzdeOONIw2u+/UMLizeE088EQRG+FiW4xdeJQJE7ASQ2223na2CGqL2C7en2rccCJAM69btiUiAbLllnwVXDFNttaI8+eSTsV+baffMqHe6HbjCCitEjuEqq6zi5syZY6uWrFIBoiun8Ouo6LuC2qN2s22Z9pVxDgGSYXPmfO3atbsrEiJt2gx0n3xSWtdeTe1uv2DMxpqMruK23XbbyLHT4l2PPvqorZqKSgWItG3bNvJabdq0sVVQA9Ru4XZUu5YLAZJxr702w7VufUskRI4//iH3/ff+I4bzrUmy+OKLu5deeslWhXH88cdHjpvK+eefb6ulppIB8vTTT8c+22OPPWarIcPUXrYN1a7lQoDUgD59Xo09D7n11tImvps4cWKsV5a6+Wk5VuSnoLD/OPfYY49U5i0rpJIBIjvssEPk9TSiPo2Fh1B+aie1V7j91J7lRIDUAF1tdO48LBIgW2/d17355kxbtSi333577ISoeXM+/PBDW7XhXX311bFjtfrqq5d9rflKB4im+dYtufBraq42ZJ+dU0/tmNa07YUQIDXi44+/dLvuelskRNq3H+S+/PIbW7UoXbt2jZ0Y//CHP6Q6X06tu/XWW2MdDzQQsxLTn1c6QKRLly6R19QyAJMnT7bVkCFqH7tMsdqx3AiQGjJq1HuxW1k9epS2Aphm6zziiCMiXwIVhQhXIi6Y/t7+ItfklM8++6ytWhbVCBAty2tHp7dr185WQ4aofcLtpfZTO5YbAVJjLrvs2ViIDBs20VYriuZt2muvvSJfBBXdzmrUZyJ6rmEnoVTRnGLl6nGVTzUCRPr16xf77AMHDrTVkAFqF9tWar9KIEBqzNdff+c6dhwcCRBNdTJ1amlTncybN89tv/32sS+ixjs0Wu+sr776KjZLrYrW+xg8eLCtXlbVChBdmdruyup0MWFC6fOyIT1qD9sZRu1WqXVdCJAalG+qkz/9aUjJU50oRPJdiWgNgRtvvNFWr0tvvfWW22STTWLHQP9Iq9GltVoBIm+88UbQvTv8+i1btgwCFtWndlB7hNtH7aV2qxQCpEYNHhyf6uSqq5631Yqm21maZNGeQFU0bXk9T3uik7N9EKmiVRzHjh1rq1dENQNE9Hr2eHTu3NlWQxWoHWzbVPr7QYDUsLPOejwSIJrq5Nln37fViqbL33y9s1S0GNUzzzxjN6lp6iyw//77xz6ryoYbbuimTJliN6mYageIdOzYMXZc0liuF/50/G2bqJ0qjQCpYZrqZK+97oyEyO67D3SfflraVCc5Gidi76/minpu1fp6IpqWpFevXm7ppZeOfT6VTp06lWV+q2JkIUB0DOwANV2pVaonGqJ03O2VstqnGt9VAqTGjR37UWyqkxNOGF7SVCdhGrFupz3JFY2F0MqGaa2+V0nqSbX++uvHPpOKQnPAgAF2k6rIQoCIbuHZ9dN/85vfBM+MUDk63jru4XZQu1TrFisBUgduvvmV2POQAQNet9W8ae6sfBMw5opua+nElvUpL3RrTssGb7311rHPkCutWrXKVNflrASI9OnTJ3a8Vl11VTd1amkzRCMZHWcdb9sGapdqIUDqgK42jjkmPtXJW2+VNtWJ9dRTT7mNNtoo9gXOlZVWWikYeJe1B+0KwNtuu63J966rqWuvvTZzV1NZChA577zzYsdugw02cJ9++qmtihTp+Oo422Ov9qgmAqROzJgRn+pk333vdnPnljbViaXnBlrZsNCzERV1JTz44IPdgw8+mPoazEnpakPrImgt+BYtWsTeY65olLnqlHtOK19ZCxA59thjY8dxyy23JETKRMdVx9cec7VDtREgdWTkyMmxW1l/+9soWy0VWlRJJzeNzLZf7HDRlAr6omsAXrlPMJ9//rl74IEH3CmnnJL3Ut+WP/7xj5kfJJnFANGa7x06dIgdT/1C5nZWunQ881156PirHaqNAKkzl176TCxEHnqofPf0p02bFkz5YXuFFCoa+KQTvB5Sa6ZQ3/l6Zs2a5V588cWgp9jpp5/uNt9889hr5StahvaQQw5xr7+e3jOicspigIhuC+68886x46vg5sF6OnQc8/0Q0nHX8c8CAqTOzJ8fn+pkjz1ud+We2UC3gHQ/VlOc2y98c2X55Zd322yzjdtll13cUUcdFZTTTjvNXXjhhcF/c3+mv1c91bf7aK7oSkhrlk+aNMm+9UxSwOl42luF++yzT9VuC1rqNpovRNRLiC6+pdHxs72tVHS8q9FdN58PPvggGGQbfn+6A1BLCJA8/vOfWW7bbfstDJAdd+yfWrfe5ujZgx6267nCMsssE/sHUMmiWXM1luOhhx7KzEm3Kboi++tf/+rWWWed2GcJF3U/Hj58uN28KvRL+IADDoi9R12RMtjQj45bvit6HecsXHmot+XFF18c+3GjctVVV9nqmUaAFPD445OCSRYVJEOGjLd/XRH6sutBuq4iNt1009iXrRxF81iddNJJwTOXuXPn2reUKQrb0aNHB8fH58ptzz33zMTkhroXn+/Buoqm22DurGR0nPJNT6Ki45uFZx733ntv0G3fvr9cqeQ8XGkgQJqg21mlTrCYJj23uO+++4JpUvbbbz+38cYbu0UXXTT2JUxSNDOuuuXuu+++7qyzzgoCI6s9qcLUTXjUqFHB2urq9mw/V76ixazsgla5ouOnAFIHgmrL18VXRWvLZCHoskzHR8fJHjuVanfVlX//+9/BLWT73nJF3eBvvvlmu1nmESA1Tr/CNXBPt72GDBkSjNfo379/8PwjV/T/+nP9veqpfqWmq07DN9984x555JHgtl7S5zcKhrZt27q+ffsGwThjxozgOZBd3CpX9IznpptuqvqvVA1qsyPWVXS7g/VE8tNxyXc7SMexmoMERT0nNYhYnU/s+1PRc5p//OMfmRs/lRQBgkzS7QiNetfMxkmfBWn8TPv27YOwLHRF8fLLL7vtttsutm2uaNoZjX+pJk2rse6668bem4pWzmN53B/pONiVBHNFx69a05OInhlec801wZWFfW8qChRdRfv2oswKAgSZoWcud999dzCIcskll4z9o8tX9KBfs6gOGqT17b+0uyxID1pXW2212P5yRQtivffee3azilFPoXyz+KooKC+66KLMT31TLvrc+vx2rZVc0XGrZk8rzROnWajt+8qVXXfdteaedRRCgKCqNG2LbkHomU6hE4Itmv33z3/+c3BLrpQHzFoA7Pzzz8/bY0dFt0D+9re/FRVMadO4lULHRTPIVmORrmrS57UzG+eKjlM1x/no1nChKyIVPTzXd7aeECCoON0XvvXWW4NeUM2NxM+V5ZZbzh199NHBQKu0f3lrtLKueuxr5soqq6wShFy1nhvp16pdHjdc2rRpU/XbbuWmz6fPaT97ruj4VOtXvX4EnXnmmQU7tOj5zKWXXpr69zYLCBBUxEcffRT8Otxtt92CHmD2H1m+suKKKwbdL0eOHFmRh4zqEtzUiHzNQqyxJtWg8OrXr1+TnQh0Es3K+Ja06PM0FZ46Hjou1Qj377//3t1yyy1uhRVWiL0vFfX807o/WnCtXhEgKJsPPvh0QWjc5Xbdda+C3Wht0XMJTe3y9NNPB/9AK02vqZ5bTZ0U9GC/WicFdeXWWIdCvclUNttss+CZUBYGzfnQ+9b71+ewny1X9Pl1HHQ8qkHfz6ben2Z80FRB9Y4AQaqmT58TrKXSqVN/t9ZaRy84Ee/kfv3r+HxE4aJ7w926dXPPP1/6mvRp0W0JjY8pdItNtyUuueSSqt2W0JXQDjvsEHtf4aLea5oLTCe7WqD3qffbXK87fe5qXQlqeeZCnRtUNPeW5pdrFAQISjZ58mcLLuXHLgiN+xZO/7LZZte49dY7xa28cju39NLrL/jlHr1tpRlSzz333Kp2tUxCD0b33nvv2IkiVxR+GtxZLTrparyLfV+2rLXWWsGAuqwdb70fvS+9P/uebdHnrFYYqoeg3mehDg36c32fsz57Q9oIEHiZOFG3p15xBxzwr9jsxbmy4YZnu9VW6+h+85tWbtFFWwRjLNT9cty4cXZ3mafeP011zdQo42o9xBWNb1FPNvu+8hUNXlM35RtuuMGNH1/ZaXr0enpdvX6+yQ7zFX0ufb5queOOO5rs8n3QQQcFVyaNiABBYm++OdNde+2LwUJbNizylZYtL17wj7+nu+aaOxZcpUy1u6s5epCvUcOFTnwaHKZRx+Vet6Upb775ZjBrskbW2/dXqGhKGA3A1C07jdzWTLalTmuj7bUf7U/71f6TTj2jkpv9WZ+nWhRaTT3A1/x0mtmhkREgKEgdW8aO/chdeeUY167dXbGAyFe23LKP+8tfhrm77nrTzZjxhd1lXdDoYY0iLjQ9hUYfaxRyNWcw1msPGzYs+KWfb2qUJEVBqfmldHWloh5F+ZYK0J/n6qh+oYBtruh96v3qfVfz2KnHoD5XoY4fCjfNW1XtaW+ygABBxP/+97176aUPgoW12ra9IxYQ+Urr1rcs+OX9kBs8eNyCX9/z7C7rlm5ZaVSxPcHkim55aVRytX322WfBCU/PcjQI077Paha9H70vvT+9z2rSnGuXXXZZwWOkcR5afK3QNDmNqKEDxJ4IfRS7D1tfpWfP0bZak+z2pfr22+/dc8+97y666Gm3224DY/vPV7bZpq87+eSH3QMPTFjwD6o2u4umRQ/Rm5qiW6OT9TA+C/SrWT2YNLBNq+EVGoVfrqLX0+vq9fU+svIr/v77729yHRkt3zxx4kS7WcMjQEo8ERe7D1tfRb/gp0xJ/qvGbu/j66+/c08+OcWdd96TbqedBsT2ma9obZQzznjMDR/+jvvii2/sLhuauvOqW2++WWFV9OtVo5XVPThL9L61rr1G2p999tnBoku6DeV72ytXtL32o/1pv9q/Xqda3Z4L0bK3Gtxq33+uaPGxWltmtpIIkBJPxMXuw9bPla5dH7dVC7LbJvXVV9+5xx571/31ryOCxbLsfvIV1Tv77BHBAlvaHk3TAEM9Eyh0/1wDFDV6uRqDJIulKV40Ol8PirXUqmY5HjBgQGSpAP2//lx/r3qqr+2yTs+xTjzxxIKzIug5llYHrOazmFpAgHiciMOK3YetHy7q5ZSE3a4pulLQFYOuHMLL9DZVdEWiKxNdoehKBcXTKGSNRrYnplzRKGadbFFZ6kl33XXXBXOr2TZRUceILl26lNwLrVEQIAlPxIUUuw9bP1y6dHnQVs/LbpePelD17v1c8KzC1s9X9OxDz0DGjJkWPBNBOjQqWaOT7YkqVzSJYy38Yq8HTzzxRLAKp22DXNl5553d66+/bjdDEwiQZk7EzSl2H7a+LXqY3Ry7TT6jR0+N1bNFvazU20q9rtT7CuWh6eA1LXxTo5g1yrnRRjFXyrvvvhuMQ7HHPVc0Cl5LOqN4BEgzJ+LmFLsPW189mcL/f+ih97rvv296ZlG7j3xGjXovVk9F4zn+/vcxwfiOKkxg2tC0QJXGOdgTWK5otLMWukI6tKiU5lgrNJ+ZFi3r2bNnzU46mQUESDMn4uYUuw9bf8KET4PBd+E/e/jh/9jNIuw+8tEVRffuI4J9a+S4RpAnfcaC8tLDZk3rYk9ouaLRz9WcuqPWqYOC1pvRcgD22OaKFiSbPn263RRFIkCaORE3p9h95KuvXk7hP2vfflCTzyHy7QO1ReMfNHiu0JQj6sWl0dAaFY3kNH1Kq1atYsczV1q3bp2pWZ9rHQFS4om42H3kq//++7PdVltFH3YPGvSW2fIn+faB2qRRzRrdXGg1O42Kvvzyy4NR0ijs/fffd506dYodv1xZeeWVg+7G1Vh4qp4RICWeiIvdR6H6l1wyOvLnbdoMdHPn5j9pFNoHateECROC0c72xJcr6667rhs6dKjdrOF99dVX7oILLnBLLLFE7JipaEBjjx493Bdf1Oe8bNVGgJR4Ii52H4Xqz5w5NzZO46abXglt+ZNC+0Dt06hnjX62J8Jc0ahpjZ6GC1YtXGONNWLHKFc6dOjgJk+ebDdDigiQlEtzmqp/zTUvRP5Oo8BnzfoqUkea2gdqn0Y/axR0ixYtYidFFY2e1ihqjaZuRK+++mqTqzG2bNnSjRo1ym6GMiBAUi7Naar+7NnzY/NS9er1bKSONLUP1A+Nhtao6ELTxms0tUZVa3R1I/j444/dMcccU3A9+OWXX97deOONmZmgsREQICmX5jRXv2/fsZG/33rrvsE642HN7QP1RaOjd9ppp9gJM1c23njjYJR1vVIHgt69exdcK11XZKecckrVp4NvRARIiSfiYvfRXP158751e+xxe6ROjx4jI3Wa2wfq07/+9a8m1w7XaGuNuq4nWlxqvfXWi33WXNljjz0qviwvfkKAlHgiLnYfSerfffdbkToaDKgBhzlJ9oH6pFHTGj2tUdT2ZKqiUdcafa1R2LVs3LhxQTjYz5crv//9792DDyabOw7lQ4CUeCIudh9J6msQ4T77RJeQPfHEn9YkSLIP1DeNotZoantizRWNwtZo7FqYNj5Mt6F0O6rQNOu6jXXFFVcwLiYjCJAST8TF7iNp/YceeidWV5Meiv1zNC6NqtboanuizZUtttgiGJ2ddXrwrQfgehBuP4OKHpzrAfrMmUzHkyUESIkn4mL3kbS+JlTs2HFwpO7hh98fTICYdB9oDBpdrYWdNNrannhzRaO0NVo7i0aOHBl0vbXvOVfUZXfs2LF2M2QAAVLiibjYfRRT/6mnpsTqP/HE5NifAaLR1lo+ttBytBqtrVUENXo7CyZNmuT233//2PvMFQ0S1GBBZBcBUuKJuNh9FFv/yCOHRup36HBP0ftAY8n6ibnWgg6FESAlnoiL3Uex9V955cPYNrYA+Wg0dnO3hjSqu1Jyt9pWWmml2HvJFd1qmzZtmt0UGUWAlHgiLnYfxdYX9cCy2xW7DzSmpA+nNcq7nMaMGVMXD/sRRYCUeCIudh/F1pfx4+OLThW7DzS2anWPVXfjww47LPZ6uVKr3Y3xIwKkxBNxsfsotn6OVhe02xa7D6BSA/SSDHjs3r17zQ94bHQESIkn4mL3UWz9nKlTP3etW98S276YfQA5ColyTRGiKVfWXHPN2D5zZd999627KVcaFQFS4om42H0UWz+sZ8/oolM++wBydLtKt63SmqSw0Sd9bEQNHSAASp8mXdPOd+7cmWnnGxABAiBQ7EJNWvjq73//e7MLX82aNSv0KqgnBAiAiOaWitUgxX79+jW59G6bNm1YercBECAAYjQKXKPBNSrchkNTZd1113VDhw61u0OdIkAAFKQJGDU63AaFLUsvvbS7/PLLUx9HgmwjQAA0S6PENVrcBsfPf/5zd9RRR7kZM2bYTdAACBAAiWi0+GWXXbawt5V6V73wwgu2GhoIAQKgKHo+8tprr9k/RgMiQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHj5f/8Dkbe0oNwCAAAAAElFTkSuQmCC)
PN: 3H31-9-X4
CAS: 1086398-12-0
Molecule Weight: 198.023
Formula: C6H4BrN3
![7-Bromo-4-chloro-1H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-D-24
CAS: 163452-79-7
Molecule Weight: 232.47
Formula: C6H3BrClN3
![6-Bromo-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H32-9-21
CAS: 28279-49-4
Molecule Weight: 198.023
Formula: C6H4BrN3
TSCA: Not listed on TSCA inventory