![3,8-Dibromo-6-chloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-D-2B |
| CAS | 1072944-57-0 |
| MDL Number | MFCD11504899 |
| Molecular Formula | C7H3Br2ClN2 |
| Molecular Weight | 310.37 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-D-2B
CAS: 1072944-57-0
Molecule Weight: 310.37
Formula: C7H3Br2ClN2
![8-Bromo-6-chloroimidazo[1,2-a]pyridine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABS6AAAUugHHoNP0AAACBnpUWHRtb2xTb3VyY2UAAHichZTbbtswDEB/hdDzopvtxA7iFGmLAQPaPawdsLdBsZXUgC0VsnP7+1Hy0sZN5yWKSZM8lERRWdwcmxr22rWVNTkRlBPQprBlZbY5+fn8dZKSm+WiwCAMNG1OXrrudc7Y4XCgxYtu1NEaWtiG9P75sa0GMYeIWrdlknPBfj0+PAVmUpm2U6bQSLXVvA3GB1uoLqziH1OwRrl9ZVgfzhq377P9ltwPTo9tSd73coe+FaKwqWoNG+sa1cFecoqDf4GtNtqpTpewPqE5ojHufbl4vLfFrtGmQ9VnqApVP3VuV6ChsbUudpgMlW/3OWkEAqqzzco5dQKvebMSoCSoCFQMKgE1BTUDlYLKQAmOP/QLiXWutZ/o+fSqcbU1+BG+tw4f34OKT6yRzAmuGT+Q0TTjGaQ0SWbyLGZUyig5i4SmaZZCTGOZSIhogrU/v/319ZEETu+JBZ2mKDjNBIoJp9PIS0Fj751ImsVDu+BJhuEiDnCUhrcA96mwNOytNsvF2pryQoWqzMlakFC0H3rT4kpC0QhYV2qHregT+NBLQA4BX+I3YPUZEA0BfyDjQDwE/PGNLym5AmbjM0yHgG+NcWA2BHwjjQPpEAhtN05kQ6Lv0nHEp/ywj/8iH877fBFGmesj/xxhFx3GzjcV1atbzC6uOMM/tuUfGfN74FelkP8AAC1uSURBVHhe7d0HvBTV2cdxjSJRrGg0NsASK1heikizxULsBQKCQRFRARGsYMFCLCgEiNFIE6IgTUXBQgQUpFgQ6SICCiIgUi5ViuJ5eQ454+5h797ZZ3e5u3N/33zmI+w5OzuzZOe/e+aU3QwAAAq7+Q8AABAGAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIACQhxasXWDaTmprTht6mjmw74GmdO/SpvyA8qbGmzVMh8kdzKzVs+Lq79ZjN7tlUmb3BgDIui7Tu5g9e+0ZhEJhW6xEj6Urs3sDAGRV1xldbRDs3mN30+TDJmbc0nGmYEuB2fzLZrNw/UIz6YdJ5vEpj5tTh5wa9zwCBABKsEXrF5lSvUrZIOg/r79fnBQBAgAlWLtP29kQaDSmkV9UJAIEAEqwqm9UtSEwZskYv6hIBAgAlGBl+5W1IbBq8yq/qEgECIC888Ybb5iTTz7ZPPvss34RUuR6Xv287We/qEgECIC8sXjxYtOoUSOz2267Bdt5551npk+f7ldFSPwCARBpmzZtMo899pgpU6ZMEBzHHHOM2WOPPeyf5b+33XabWblypf9UFIF7IAAia/DgwaZ8+fJBcFSsWNGMHj3als2YMcP+AnFlBx10kOnWrZv5+efUm2NKKtcLq/EHjf2iIhEgAHLSF198YerUqROEw8EHH2yef/5588svv/hVzeuvv26OPfbYoO5JJ51kRo4c6VdDAm4ciAwiHDh/oF+cFAECIKf8+OOPplmzZkHz1J577mnuuOMOs2pV8jb6zZs3myeeeMLsu+++QZBceumlZu7cuX5VeDpP72yDQELkprE3mY+WfWTWbllrtmzbYgNGRqJ3nNLRVBxaMe55BAiAnLB161bTuXNnc8ABBwQBcOGFF5rZs2f7VZNaunSpadKkidl9993tPvbaay9z9913mzVr1vhVEePpqU+bPXruEYRCYVusRI+lK7N7AxB5b7/9tjnhhBOC4Dj++OPNW2+95VdLyaeffmqqV68e7PPQQw81vXr1Mtu2bfOrlgi/bv+f/JJYuanwjgbz1s4zbSa1MZWGVjL7993fzsZbbkA5U/OtmuaRzx8xs1fHhzkBAqDYzJkzx1x88cXBRX7//fc3nTp1Mlu2bPGrqr388svmyCOPDF7jzDPPNB999JFfLdIkOKoNq2Yv9vVH1feLcwoBAiCptWs3mLvuesCUKlXKXtR/97vfmaZNm5offvjBr5oRGzZsMA899JD5/e9/HwTJX//6V7Nw4UK/aqR8v+F727tK7m1IeOzVay/T48sefrWcQoCgxLjzzjvN4Ycfbh599NHIX4wyYdu2X81rr802Vavebw46qIq9kNeqVct8/vnnftWs+Pbbb811110XhMjee+9tOnToYDZu3OhXzWubftlkp18v06dM0Mx05X+vtE1UuY4AQYkg3Uzlm7O7GMlWtWpV8+STT5r58+f71Uu8yZOXmAYNhprKlXuY00571lSrdqsZPPhNv9ouMXbsWHP66acH/25HHXWU6d8/tanMc9WQBUNMhVcrBMEha3iM+n6UXy1nESCIPGkSOfHEE+3FRwa5yeC22CCR7bTTTrOjp1PtRRQ1S5asM/fe+74NDtlq1OhjevT43GzatNWvukvJeJIePXqYQw45JPg3q1Gjxvagm+xXzQtTV0415ww/JwgOmaLkuVnPqea4Kk4ECCLvpptushecsmXLmu+++84+Nm/ePDsOoUqVHU0zsZuEjbTBT5kyxdtTdG3cuNU8//xn5uyzewfh0b79aLNs2Xq/arEqKCgwbdu2jbsfI/++y5Yt86vmpBWbVphbxt0SdMGVyRFbTmipmtsqFxAgiLSBAwcGwSCzwiYi90O6dOli2/f9MJE5nO69914zadIk/2mR8Ouv0i13rrnkkleC4GjU6HUzdWpuX5C/+uorU7du3eDfab/99jNPP/10RnuEZdLWbVvtOuYH9j0w+NVxwdsXmFmrZ/lV8woBgsj65ptvgoFuMnlfGEuWLDH/+te/zLnnnhuMrnabtL3LKGtpk4/C+IQZM5abJk2GBcFx4YUvmzffnGNvnueLd999N2ielO24447bfg7Fc6+mMO8sesecOPjEIDiOG7j9GL/NrWPUIkAQSTJBnxuYduqpp5qffvrJr1IkmaZDBrNddNFFQZOJ2w477DDTvHlzM2rUqO2vtfN8T7nsxx83mocf/sBUqbIjOKpX72W6d//EbNiQm9/eiyKj4uUX5IEHHhj8+1xwwfZv97OK99v9VwXbfyW9WzcIDhnsJyPIZcqRqCBAEEnt27e3FxLp+jlz5ky/OGXS9t6vXz9z+eWXx41PKF36EHPKKY1Mhw7vmQkTFpktW3I3TOTY+vT5wtSu/VLwq6Nt25Fm0aJoTBuyYsUKc8stt8TNy9WyZcsi5+XKtII1Babtv9uaUo+XssHxu56/s3NWLduY282CGgQIImfMmDFBl90XXnjBL07b+vXrzauvvmrq1atnDj30DHPMMU2DC7JcnOXb/Zgx35jNm3OnR40cz+WXvxoc53XXDTaffLLYr5Y2GaMxdepUM2TIEDsbr4y5ka1Vq1bBn+VxKZd62RjTIfs955xzgpCXzhPPPfdc1qeNj+spduz2175hN1NjWA0z+cf87CkWBgGCSJFvoUcccYS9cFx99dV+ccZt2rTZvP/+TBsasd/sZatZs4+5//5RZuTIebaXk4bb1/nn/6fQJiZXJ5Gvv15lmjcfEdQ577x+ZtCgmdsvdpm5h7NgwQLTu3dvu/JghQoV4pr5wm7yPHm+7Ef2lykSUrHHdMopp9gmx2z48MMP48aqHH300WbA+wP8apFDgCBSLrvssuADvKubLqSJaPz4Reaxx8baC3VsmEj3WGkuGjFirlm3LnEQJBK7jxdfTPxNtrAA6d17iqlatactq1atl3nqqfFmzZpNfrWUff/993YOrEqVKu0UBrLJ/SK5WEtHhPr165sbb7wx2OTv8riU+/eV3Cb7lf3L66RLVkfs2LFj3OqIV1xxhe3GnQklZbR8YQgQREb37t3th1jawMeNG+cX71LyDf/TT783Tzzxke3dFBsEZ53Vy7Rs+Y4ZNmyOWb06+QU99nnyC6egYOf6hQXIzTe/ZR+/7bYRZv789MP0448/tveA/BH90klB7jW89tpr23/xfO0/LSmpL8+T58t+YvcrryOvJ6+bLgmjxo0bx00bf99995m1a9f6VUMpqfN1+QgQRIK0e5cuXdp+kOUbYC6RbrFTpiw1zzwz0dSt2z8uFOQXwq23jjCDB8+yvaN8rl6bNu/Z/3bpsvN4lMICZMWKjWb27B/9h1M2fvz4uKVoXWjIuIvFizN7H0X2J/v1w0ReX44jXTKep1q1asF+pTfdSy+9lFK3bGYM/g0Bgrwn3wZlWVT5MMtgwETLqOaS6dN/sN1mY29qyybNTBMn7hgp77iyuXNX2m630hS2fPmGhHUyTWbb/dvf/hZcKOXb+1VXXWXX7tgV5HXk9dyvBtnkeNKdBfjXX3+1PepkYk23X5mRYMKECX7VOKxZsjMCBHnv5ptvth/ogw46yCxatMgvzmlz5qwwL7ww2Vx99SAbEOPGxTeBxIZDu3aj7J87doxvnstGgMgFNnZcxTXXXFNs4yrkdeX13bHIccnxpUt600l3b/fLVbbrr78+mO7GkVUTJbhim7/uueceVk00BAjy3ODBg4MPv7Slp2vlypW2qaRnz55Bt1MZfe7+LI9Lc4UMMtwVYsNh4cIC2+Qlv1Rix25kMkDk11zsr44//elPZuTIkX61YiHHIcfjjk2OU443XdLzS3rsuf3us88+9t9axv4kWrc91fs8UUaAIG9JDxj3LVlGhWtILx0JHhmAJvNeuQtFmK1cuXJ2Ij+ZWly+zWaDHw6PPvqh/btMdFhYHS25kJ588snB+bVp0ybn5paS45Hjcscox5uprr8yfii2Z1ls05k0keZKkOYSAgR5SQaFnX322fbDLV1CU52qRKZtl54/0uzlB4PMnyU3WqXZJLYLqvz9rLPOSvgc+dYq34gnTpzov1Ra/HBYunS9nXpEmrvkvkiiOhrTpk0zf/zjH+25yPnl2nxSPjk+9+8gxy3Hnwly/0wGn7ouxjKavVu3blkfhJivCBDkpQcffNB+wKUb5YwZM/ziQsksrg0bNozriiojleXi/8orr4TuVSTt4jLTb7NmzeJuxsomPYZkYFkmJAqHTp0m2Mdat36v0DqpkCY7N+nksccem7ExEtkmxynH60I/E720HPlFKvuVeyIoHAGCvPPBBx8E8x3JzLlhSNOH9NuPHbxWu3ZtM2jQILN582a/ekrkW+s777xj29Fjg+naa68NHUiFSRQO0j1XFnqSx2Xa9UR1wpLuzy48zjjjjLxZV8OR45XjdiEi55MJsuaI7PPWW2/1ixCDAEFekZvcrg/+lVde6RcnJL14Ytv2pelL2ruzQZrGGjRoELSfyzoVffr08auFVlg4SDdgebxZsx2DBRPVKYpMd++areQinK+9iuS4XYjI+ch5pYsACYcAQV6RaSjkgy1rc0iYFEV6ableNPIN9d///rcdB5Bt0lNL7s240NL2GCosHGRKkjp1+gblieokI8fiQlWagfLtl4dPjt81Z8l5ad7rWARIOAQI8obMqCofamm+CnOPoWvXrsEvgcqVK+/yMSKyToW7EMkmN+ZlssdUJAsHWatcGyCuq67ciM6Xex5FkfNwN9bl/NJBgIRDgCAvTJ8+PZh3SO5lFOXJJ58MLtwyB5J01y0uw4YNC34Fyep5/kC1ZJKFg8zOK7P0JquTiAzCk2ORcM313lapkvNxXxrSGWxIgIRDgCDnycymrrmlRo0aRXaplOklXHi0aNFilzRZFUWmwbDrRPwvRFL9JZIpMg2IGzsj4ymiyI0TkfPUTntCgIRDgCDnuS6VckEoarZTWe/B9bQKuw76rvLll18GIVK1atVimfLbNV3JiO50e5/lKjkvN2Jd25RFgIRDgCCnDR06NPg1IQsEJSPfNmWCO6n7l7/8JScnVfzss8+C5iztxU1Lxkm45p2oj6qW85PzlPPVjA8hQMIhQJCz5NeGa26RAXvJSDNV3bp1bV3pjaNd52FXkHsi7kKeThffVLkp2WVEfUngJmCU804VARIOAYKcJL8eatasaT/Ecv+jqOaeAQMG2Loy9YSs+ZDr3AVKxomkO9gwDHlP5PVkoGNxzaq7q8l5uoGdqf5/ggAJhwBBTnr44YftB1h6XhU1z5GEi4wLkfp33XWXX5yTpIuvWzRJRqxnm6zsJ68l62uUJHK+ct5y/qkgQMIhQJBzxo4dG0xV8s9//tMv3onrsiv3P/JpNLUsu+uassKMaxELFqw29eoNscvhhiXLubr385NPPvGLI03OV85bzj+VNdYJkHAIEOSUVatWBb8mwnxrlPEdbjoOWRM938i0J3LsYdvpZelbGfMha6qH9cwzz9jXkF88JZH7pSfvQ1gESDgECHKKzG8lH1yZ7yrMWAk35uPggw8u8j5JLoptpy9qSVXhAqRFi/AB4ta4kLXGSyI5bzl/eR/CIkDCIUCQM55//nn7oZULqsy4G4a70f7AAw/4RXnDrYYXpltvqgEiiy3JvqWpLJUR8FEi5+2aCsMuPkWAhEOAICfImh5uqpKwYSDdfN2FQQbp5SuZCl7OoUyZMmbdunV+cZxUA6R379523yW1+cpxzVjyfoRBgIRDgKDYyWqC7gMuU60XNVWJI5MlynNkKu98Jl2W3aJU0h05mVQDpFGjRna/rVq18otKFDl/eR/k/QiDAAmHAEGxkw+pfFhlunVZ5zws10Wzffv2flHekYGSci6yxnoyqQZI+fLl7X5l3feSTM5f3gd5P8IgQMIhQFCsXn/9dftBlU1WBwxLRp7LjXN53nvv7VjaNZ/Jucu5lCtXzi+Kk0qAyJoYrolv/vz5fnGJIucv74O8H2HWCiFAwiFAUGzk5qZbv6Fp06Z+cVJy/8NdEPJp7EdhZI11F6TLly/3iwOpBIgs7yr722uvvXJyXrBdSc5f3gd5P8Ise0uAhEOAoFjIB7pWrVr2Q3rSSSeF+lYYS2bdlefKGJCocGEqAwwLk0qAyGqMsj+ZCgYmWBJA3peiECDhZDxAduuxm92SKarOgrULTNtJbc1pQ08zB/Y90JTuXdqUH1De1HizhukwuYOZtTp+Lp+i9ofc88gjj9gPaOnSpUN9I/TJ0rTy/Nq1a/tFeUs6EMg59ezZ0y8KpBIgMopf9nfRRRf5RSWSvA/yfoSZ3YAACSfjV90wF/NkdbpM72L27LVnUKewLVaix5C7ZL1wN7VGt27d/OJQ/v73v9vn74p5pHYVNx7kqaee8osCqQTIE088Ebn3KB3yPsj7Ie9LUQiQcDJ+1Q1zMS+sTtcZXe3ju/fY3TT5sIkZt3ScKdhSYDb/stksXL/QTPphknl8yuPm1CHxfdoL2x9yj7Tv77PPPvbDeemll6pXC2zXrp3dR5MmTfyivOUWe0rWqyyVAJH9RO09Soe8D0W9vw4BEk7Gr7phLuaJ6ixav8iU6lXKPt5/Xv+4sqIk2h9y09tvv20/mLK9/PLLfnFod955p93H7bff7hflLVlBUc5Jzq0wqQRIFN+jdMj7UNT76xAg4WT8qhvmYp6oTrtP29nHGo0JN9AnVqL9IXfJaoHy4ZRuuKnMkBqLXyBFBwi/QOLxCyTzMn7VDXMxT1Sn6htV7WNjloyJezyMRPtD7lq/fn2wZvW5555rtm3b5lcpUhTb97kHkl3cA8m8jF913cU8zBarbL+y9rFVm1fFPR5Gov0ht33++edBv/yOHTv6xUVyvbCkK3BUVK9e3Z4TvbCyg15YmZfxq64fEsm2WK7n1c/bws2DFCvR/pD7OnfubD+ksgztxIkT/eKkRo8ebZ972GGH+UV5y63/Lr3UCpNKgDAOJB7jQDIv41fdMBfzRHX4BVLySA+sSy65xH5QK1SoYAoKCvwqhVq0aJF9nmyrV6/2i/OOrIvuzifZOiipBAgj0X/DSPTsyPhVN8zFPFEd7oGUTD/88EOwomC9evX84kJJ+PzhD3+wz5OeXfnulVdesedyzDHH+EVxXn55rDnuuBamSZOim2GYC+s3zIWVHRm/6oa5mCeq43phNf6gcdzjYSTaH/LHyJEjg1X5ZIXBsK677jr7nHvuuccvyjuuB1bz5s39ojg9evQ3++13orniiuSz9jrMxrsDs/FmR8avumEu5onquHEgMohw4PyBcWVFSbQ/5BcJAfnAyqJKc+bM8YsTcisYnnDCCX5RXtm8ebMpW7ZsqAv9c889Z+tdeOGFflFCrAeyA+uBZEfGr7phLuaF1ek8vbN9XELkprE3mY+WfWTWbllrtmzbYgNGRqJ3nNLRVBxaMe55he0P+WPLli2mSpUq9kN7+umn24tqUaT5S27Ay3M+++wzvzhvDBw40J6DTKa4adMmvzhOqgHCioQ7sCJhdmT8qhvmYp6sztNTnzZ79NwjqFPYFivRY8g/8+bNM/vtt5/94N5xxx1+cUIXX3yxrS+juPNVnTp17Dm0bNnSL9pJqgHCmuisiZ5NGb/qhrmYF1Vn3tp5ps2kNqbS0Epm/77729l4yw0oZ2q+VdM88vkjZvbq2XH1i9of8odMb+IueMOHD/eLd+IWpJL11JctW+YX57wxY8bY45d7QLNnx///OpFUA0RUqlTJPufpp5/2i0oEOW85f3kfwiJAwuGqi5zTuHFj++E95JBDzJIlS/ziONIby/Xvv/vuu/3inCbH7qZwb9iwoV+ckCZAnnnmGfucktqM5Zqv5H0IiwAJhwBBzlm3bp05/vjj7Qf4/PPPL3KqE9cFVvr5h70BnwvcaHo57q+++sovTkgTIDLfmJs+/5NPPvGLI03OV85bzj+VedcIkHAIEOQkuSnuBn516pR8zRD5Jl+jRo0gcLRTxO9KsiTvAQccYI/54Ycf9osLpQkQcfnll9vnXXXVVX5RpMn5ynnL+aeCAAmHAEHOkiaH/fY7wZQrd5WZNm2hXxxHRhe7Hlm53tYvPa0qV65sj1Wa38L0OHO0ATJp0iT7PLnXMmtW/IqeUSXn6cYXyfmnggAJhwBBzpJfEo0bdzIVK3bc/g3yVbN+/Ra/ShyZxVY+9BIkH374oV+cE3ac0457PPvuu2/KF3NtgIjzzjvPPveaa67xiyJJzlPOV847VQRIOAQIctrKlRu3XyxftvM/tW8/2i+OEzu3lkxMOH36dL9KsWvRooU9PullFmZSP186ATJ+/PigO6uM/o8yOT/3Pst5p4oACYcAQc6bOPE7U6VKDxsib72V/GbzmjVr7EBE+fDLHFu5EiIymZ9bcVC2rl27+lVCSSdAhJsyRdZjSaXpLJ/Iebn1ZuR8NQiQcAgQ5IV//ONjGyC1avUxCxcmn7V36dKl5thjj7UXALlRXdzNWdKrzK3CKNuTTz7pVwkt3QCR0ftu2vg2bdr4xZEg5yXnJ+cp56tBgIRDgCAvbN26zTRu/LoNkeuvf91s2ZJ8enIJEfdLRO6JyI314uidJTdvZYZddxypTBaZSLoBIvr162f3Ic07b775pl+c1+R8XDOdnKcWARIOAYK8sWjRGlO79ks2RDp3LnoBKmnOclOdyCY3U8OOt0iXvPZdd90V9Aw79NBDzahRo/xqKctEgAjXlCXzb8kUMlEg5yHnI+elbbpyCJBwCBDklREj5toAkXsi48cv8ot3Ir86pHeWu5DL2BIZsa5t2ijKxo0b7ZKpbq0S2erWrZux18tUgMiaGG4EvzT35eM0MLHk+F2zpZxXmDU/kiFAwiFAkHcefHCMDZE///k/ZsWKjX5xQjJOxA02lE3mzrr99tszNouvjIBv3769Ofjgg4PXOOqoo0z//v39qmnJVICIb775JljM64wzzrC/mvKRHLccv5yHnI+cV7oIkHAIEOSdDRu2mCuvHGhD5Pbb3zbbtoW7tyG/RmTaE/fN222ynoj8KhkxYkToi+jatWvNe++9Z0PDXbzcJuu0y41y+TWSaZkMECHB6kbEy3nk2y8ROV73/st5hFmuNgwCJBwCBHlp1qzl5qyzetkQ6ds3tYuGBMkbb7xh74+4pq3YTe5X1KxZ0zRo0MDceOONwSZ/l8clIPznyFarVi17kzxb3WM//vjj4FeUNJFJ765MkHESLkSkGShf7onIccb2ttOM90hk69at5pxzzrH7veyyy/xixCBAkLf69ZtqA0SCZObM5X5xKPINViY1lOVxZfZfPxSSbXLDVuZa6t69u1m0qOj7MamSoBs3bpy58847zdFHH73T60tzzUsvvZSR3mXTpk0LmrPkvHK9d5Ycn7thLsctx58JMgDxpJNOCt7jCy64wK+CGAQI8pY0XUkTloTIFVcMtE1b6ZLFh95//327XO6jjz5qN1noyf1ZHv/vf/9rJ0PMhp9//tmMHj3aNp24C7rbSpUqZf785z+bSy+9NO5XkKzkOGHCBH9XKZPFlmKb92Q8hawUmUvkeNw4D9nkeMMuEpXM3Llz7fvq9isLm8n69NlohowSAgR5TW6iu6lOHnhgjF+cF+Si+O6775qmTZvG3YSXrXTp0rYZpW/fvmb16tXBc6T5Su6/SLmre/3116e96qD0XnJdfGWTEd25Mu2JHIcbYS6bHGe6va3knpfc/3IzP8sYkiZNmthxRCgaAYK8N2HComCqk+HD5/rFOemnn34yw4YNMzfccIPZf//940Jjn332Mddee63twbV+/Xr/qXHk2/fVV18d99zHHnvM7j8dMgjPjViXTSYmTHXix0yR13UTI8omx5XOIEEha8zI/arY7tayuNenn37qV0USBAgioUuXSTZAZKDh4sVr/eKcIN+WBw4caOrXr2/KlCkTFxoyM2+jRo3Ma6+9pmo2kaVxK1asGOyvfPnyZtCgQX61lMjYldhfI/LtXO757KqLrLyOvJ4bWS6bHE+6Y2rkvtKZZ54Z7PPII4+0vfOQOgIEkSBTm8gUJxIigwbN9IuLzfr1m82QIaO3f4NuYMeexIaG3ASW3l3SfTgTPbdkwka5RxPbDFa7dm3zxRdf+FVTIr2b3FTwbpNlYmV6mMWLF/vV0yL7k/26ZWjdJq+fbi8ruW8l4e32Kf8eDz30UNrNYCUZAYLIWL58w/Zv8LMzcjM9HQUFm8ybb84xrVq9Y846q8f2XwONt//iqGAvWtJF+JZbbrE36qW7aDbIvZI77rgj6KIsiyrdfPPN298fXU81R7oRy8p+bpGm2DCRjgby6+nrr7/2n5aU1JfnyfP90JDXkdeT102H/KLr0KGD2XvvvYN916tXz3z77bd+VaSIAAEyQG7mDx0629x66whTtWpP+0vIbbVqdTD33feMnRW4qPXdM+nLL7+0Aw7dRVPGSjz77LNpB5esLd6pUydTqVKluAu+26S32CmnnGLOPfdc+40/diyN/F0el3Kp5z9XNtmv7D+VNcwLI/eRZEYAt28ZdDh27Fi/GpQIEESWu4Cff/5/Cv1V4upoLFu23gwYMMM0a/ZWcBPfbbKCYteuH5tp04p/ZPfw4cPjei/Jn6XZLBPkJn7v3r3t/ZsKFSrsFAZhNnmePF/2k4kuuUKmqImdukZulvfs2dM28yFzCBBEVuwF/cUXJ/vFVqoBIjfoZeT73/42LG7/sl199SDz/POfbf/mv8J/WrGTrsKyxnxsj6+LLrrIzuGVSdJcJNOJDBkyJG4sTatWreLG0ki51NN0GEhGBobKLx3XzCa/cmRakoKC5GvIQIcAQWTFXtyld5bcm/CFCZAFC1Zv//Y6xTRoMHSn0Khff6jp0eNzM3/+Kv9pOUnug8h4k9gLbOvWrePGmOQjCUiZdVkGALqAlFmQd9X0/SUVAYLIchf5Nm3es/+Vrr6+wgLkm28KzAsvTDbXXDN4p9C44YY3TJ8+X5jvvsvN7sJhTJkyxc7d5S620nNLpnTJxyYeGU9z3HHHBedy4okn2oGZyD4CBJHlLvhz56609yjOPru37amVqE4suV8idWNDo2nTt8wrr0w3S5ZkZgLDXCHjUsqVKxdcfOUG9gcffOBXy0kzZ860c1W5Y5cBhv/4xz/S7iSA8AgQRFZsOLRrN8r+uWPHcYXWcWRMyd13/9c0bz7CDB48a6fQiRoZtS73JmQUu7sYy8jvTN3QzrRVq1aZFi1aBN2U99hjDztv1YoVuXfvKeoIEERWbDgsXFhgu9dWq9bLLo2bqE5JJ/NoNWzYMAgRmWfrgQceKHI6lV1FJpqU1R7Lli0bHKNMu56pmXiROgIEkeWHw6OPfmj/3r796ELrYMfI88qVKwcX6SOOOMLOPZWJaeO1ZD15GTvijkm6/g4dOtSvhl2MAEFk+eGwdOl6U716L3s/RO6LJKqDHWTAY58+feKmja9WrVrao8JTJYtGXXHFFcExyBxiHTt2NJs27dyjDrseAYLIShQOnTpNsI+1bv1eoXXwG1m697777oub7lxmEM7EKPFkiut1kRoCBJGVKBxkypEaNfrYx6dOXZawDna2q34J5MovH4RDgCCyCguH7t0/sY/LFCSF1UFiMglktu5FyKqKsfdeDj/88GK/94LkCBBEVmHhsGbNJlOnTt+gPFEdFC5RbyiZIFHbGyrXe3+hcAQIIitZOMj0IwRIetIdj5Fv40+wMwIEkZUsHGS0uczSm6wOwtGMCM/nEfD4DQECICPCzEmVaA6uF154IS/n4AIBAiCDCpsVd+LEiXZVxKjNAlzSESAAMs5flyN2k3VIZLVE5D8CBEDWyMqAhxxyiA0OGRSYqZUQkRsIEABZ9fjjj9sAufbaa/0i5DkCBEBWuQCpX7++X4Q8R4AAyCoCJLoIEABZRYBEFwECIKsIkOgiQABkFQESXQQIgKwiQKKLAAGQVQRIdBEgALKKAIkuAgRAVhEg0UWAAMgqAiS6CBAAWUWARBcBAiCrCJDoIkAAZBUBEl0ECICsIkCiiwABkFUESHQRIACyigCJLgIEQFYRINFFgADIqqf+/nezT6lS5oaGDf0i5DkCBEBW9e7a1VQ78kjzwG23+UXIcwQIgKwa0auXufn//s+8eP/9fhHyHAECIKve3h4gzStXNj3btfOLkOcIEABZRYBEFwECIKsIkOgiQABkFQESXQQIgKwiQKKLAAGQVQRIdBEgALKKAIkuAgRAVhEg0UWAAMgqAiS6CBAAWUWARBcBAiCrCJDoIkAAZBUBEl0ECICsIkCiiwABkFUESHQRIACyigCJLgIEQFYRINFFgADIqonDh9sAGdq1q1+EPEeAAMi6xXPnmm2//OI/jDxHgAAAVAgQAIAKAQIAUCFAAAAqBAiAtEkvq9jt1qpVzf1165p/tm5t5k+b5ldHRBAgANLmB0hcmFSpYqaMGeM/BRFAgABImwsLZ9u2bebHxYvNv++91z7+2F//GlMbUUGAAEibHyDO2lWr7OMtqlf3ixABBAiAtBUWIOv+FyD3XXKJX2S5523dvNkM7NTJ3H3hhQn3g9xEgABImx8g0oS1YskS0+P+++3jgzt3jqn9G/e8F//X1OXvB7mNAAGQttiLf+zWuk4d83r37ubnrVv9p1iuXtvzzrM32jdt3OhXQQ4jQACkzQ+O2K3j9debryZP9p9iuTrjhw3zi5AHCBAAaXNB4Pz6669m3erVZtq4cebBK680t1WrZuZOmRLzjB3c8wqWL/eLkAcIEABp8wMk1vzp023Zs82a+UXB837dts0vQh4gQACkLVmAbN640Za1rl3bL0r6POQ+AgRA2pIFgUxlImVyo9yX7HnIfQQIgLQlCoL1BQVm+v/ugUhZz/bt48pFouchfxAgANLmgqCw7d6LLzYrlyzxn0aA5DkCBEDa/MCQrWWNGuaRevXMa9262R5ZiRAg+Y0AAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAq/w/LXnyI5sYCPgAAAABJRU5ErkJggg==)
PN: 3H32-D-54
CAS: 957120-39-7
Molecule Weight: 267.94
Formula: C7H5BrCl2N2
![8-Bromo-6-chloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-D-4P
CAS: 957187-27-8
Molecule Weight: 231.48
Formula: C7H4BrClN2
![3-Bromo-6-chloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-D-2D
CAS: 886371-28-4
Molecule Weight: 231.48
Formula: C7H4BrClN2
![3-Bromo-6,8-dichloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-D-20
CAS: 952183-48-1
Molecule Weight: 265.92
Formula: C7H3BrCl2N2
![6-Bromo-8-chloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-D-5K
CAS: 474708-88-8
Molecule Weight: 231.48
Formula: C7H4BrClN2
![3,6-Dibromoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-9P
CAS: 1065074-14-7
Molecule Weight: 275.931
Formula: C7H4Br2N2
![3-Bromo-6-chloro-8-iodoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-W-04
CAS: 1221791-77-0
Molecule Weight: 357.37
Formula: C7H3BrClIN2
TSCA: Not listed on TSCA inventory