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)
| Product Number | 3H37-9-44 |
| Purity | 95 % |
| CAS | 158958-90-8 |
| MDL Number | MFCD28992258 |
| Molecular Formula | C14H8BrN3 |
| Molecular Weight | 298.143 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H37-9-44
CAS: 158958-90-8
Molecule Weight: 298.143
Formula: C14H8BrN3
![3-Bromo-2-phenylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-70
CAS: 4044-95-5
Molecule Weight: 273.133
Formula: C13H9BrN2
![3-Bromo-2-(4-fluorophenyl)imidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABO5AAATuQGq8dqSAAACXHpUWHRtb2xTb3VyY2UAAHichZVbb5swFMe/ypGfF+ML1yikylpVmtTuYe2kvU0OOClSgMrQXL79jiGkgXSgEB1j/3++nQuLu2O+g702VVYWMeGUEdBFUqZZsY3J79fHWUjulosERSgsqpi81fX73HEOhwNN3nSujmVBkzIn7fj8WGU9zUHS0mwdwRh3/jw/vTTMLCuqWhWJRqrK5lXT+VQmqm528Z8lnFyZfVY4rdzJzb6d7a9g9mH0WKXk8yz3OLZCFDbZTsOmNLmqYS8YxYd9g60utFG1TmF9wm5JXTz7cvH8UCYfuS5qbNoZskTtXmrzkWBHXu508oGTYePHQ0xyjoCqy3xljDqBbdluxUEJUBKUC8oD5YMKQIWgIlCc4R/HOQo4KjhKOGo4iniAd7/TdvHX07uOySPc934/B+3vBu9PxGTm0khGPswklZG1gvrCWnRnaC2jkl+/n8c5FYK5ICgXng+SehETgHMJGYFPhRf4nTl3niVngFPfjXDPJ7sFTiUTIXQWr1iyqDOXUVxY+t6n7fpR5/mRtZ5saCEDcXlFOQtaG7r9d88NA8DzMy4lOsO5eGO5WJdFetWELI3JmpPGTb/0phJnTxEoTaoNBr+dwEqvAdEHrF8vwOorQPYBGwXjgNsHbMyMA14fsBE2Dvh9wMbjOBDcHHoCCG+2FI5fa9QHbHKMr8BZn2hyaQIZOrvJvQlm4O82VyeYgcvb3J5gBl5va8EEM3B8WzsmGP+LO5hiBu5v69MEE944dBIZxEBXAm/DxrlKZacrwti8KdDOVfV28Ju1/AegwvzIf7TouQAANA9JREFUeF7t3Qn8VXP+x3HzN4vZyL6OsY51GFQKoSEqpEJ2xpZtwtiaQQZliUKloWhIJXsRhRAiRAkjkmyVyFhnLCHff+9v873u7/yWe+7nrufc1/PxOI/4nXt/v7t8z3mf5fv9fJdxAAAYLBP9AQAAcRAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIABQgO+++84tXLgw+uOaQIAAgNGECRNcs2bN3DLLLOOOPPJI99FHH0UfkmoECADkadasWW6vvfbywZG9rLzyym7w4MHu22+/jT4llQgQAIjp008/dWeccYb76U9/6gPj5z//uTv//PPdpEmTXMuWLTNBsuWWW7qHH344+vTUIUCAFNluuyF+2Xff0e677xZHV2fWIz+LFy92119/vVt11VUzIXHggQe6t99+O/OY77//3t10001uzTXXzDymc+fO7o033sj6TelCgAApEgJCy9ixr0ZXEyAGjz/+uNtmm20yoaD/fuKJJ6IPy/jPf/7jzjnnHPezn/3MP17//vWvf3Wff/559KGJR4AAKZIdIPvsc4v79tu6ZyEESHw6u+jWrVsmOFZbbTV/FqKzkTjmzJnjunbtmnn+Gmus4W688UZ/ppIWBEgFXXTRRf40+IILLkjscvrpp7u99967zqk8KicExAEH3O7/veuumQ2uR+O++OIL16tXL39/Qzt+3e/QfQ/d/7B49NFH3e9///tMkLRo0cI99dRT0YclEgFSIbNnz3Y/+tGPMo0q6UurVq2ibxEVEALiwQff8P927DjKLVr0Xb31aNjIkSPdOuusk2nX6mn1+uuvRx+WN40V+cc//uF7aYXffeihh7q5c+dGH5ooBEiF7Lvvvr4RbbbZZvWO6pO0nHjiie7//u///DJ16tTo20SZhYBYvPh7t//+t/n/vu22f9Vbj7rUdnfYYYfMzn3TTTd1DzzwQPRhBfv444/dKaec4n7yk5/4v/PLX/7SXXjhhe6rr76KPjQRCJAKmDhxom88yy23nHvzzTejqxNHIaL307p161Rd302i7IB44IHZ/r/btx+ROQshQOpasGCB+9Of/uQPgNSGV1xxRXf11VeXfBzHzJkz3R577JEJrN/+9rdLgv626MOqHgFSZmqYW2yxhW806qmRBh9++KHf8PSedAkAlZMdEDoL2W+/pWcho0a9VG99LVu0aJG79NJL3a9//Wvfbpdddll3wgknuH//+9/Rh5bUuHHj3MYbb5wJkp133tlNnz49+rCqRYCU2aBBg3xDWWuttXx3v7QYMGCAf1+6fvzf//43uhplEg2I8eOXnoW0a3ez++qrb+utr0VjxoxxG264YWan3bZtW/fSS0sDthK++eYbd8UVV7gVVlghE2bHHntsIuprESBlpDo5K620km8kN998c3R1ounMSvdz9N7UgwWVEQ0InYV06XKr/9nw4TPqrZdXX/3Q3XTTC/7fNHv55ZfdbrvtlgmODTbYwN11113Rh1XMBx984I455pjM5TQFSr9+/XzAVCsCpIz+/Oc/+4ax/fbbp/JegW466v2p+yPdeiujoYC4//7X/c922214g+vPOuuhzM81dmTAgGfciy++X+cxSaYDt5NOOsn9+Mc/9u3zV7/6lbv44ovd119/HX1oVZg2bZpr06ZNJuh+97vfufvuuy/6sKpAgJTJv/71L9+A1XX3mWeeia5ODY0JUaM/4IADoqtQBg0FRPZZSEPrZ8/+yJ1//iS3yy431nlMhw4j3eWXP7Vkh/ae/x1Jo7PigQMHZs76te0dccQRbv78+dGHVqVbb73Vrbvuupkg2XPPPZecJdavLlBJBEiZ7L777r4RHH744dFVqaI+86HQnEpAoLwaCggZN25WowESfPPNYvfUU++6Cy98rM7ZihbdQ7n44ifcs8/Oa7DGVrV56KGH3Oabb57Z+WqcUhIP3L788kvfzfcXv/iFfx/q/nvqqae6Tz75JPrQiiBAymDs2LGZU+dSHv2oS6IqgKqg25AhQ+qM19D/6+fqQqzHldKZZ57p3+8f/vCH2GUfUByNBYTOIDp3Ht3o+ig9furU+e7SSycvOfIdUSdM2ra9yYfM5Mnv1BmkWA00QLdTp06Z4Fh77bWLfr9R24+2o6a2M22HxdzO3n33XXfIIYdk3tcqq6zirrvuOj9AsZIIkBJTd8HQ40PXXYtFp+cqh6CjE3X9Cz044i7LL7+823HHHX0p6scee8y/zmL57LPPfN0g/R1tUEg23a6bPn2B699/ittrr1F1wqRNm3+6Xr0edY888qb7+uvSjp1oitrc2WefnTn71Rir8847r+AegdoutH1oO9H2ou0mui01tWi71Pap7VTba6HjS5588knXvHnzzO/faqutfCn5SiFASuyyyy7zX/T6669flNGmusGmm/Hhum72opvXW2+9tdtvv/384Kju3bv7oyL9q//ff//9/VlBOB3OXnR2dPTRR/uNpRhUdE6/V0FirSGE6vTyyx+4QYOe9SXjs8Nkxx2HuZ49J7oJE15fsuMuvK3HoTPcYcOGudVXXz3TltXO33rrrehD86LtQNuDtovotqLtR9uR/k5D25m2P22HoZZW9qLtVtuvtmMrdcD55z//6Yszht+rv1mJQckESAnpFDYMVLrzzjujq/Ny99131ykprUWn55pGU6fo+c45oA3slltu8f3NFW7Zv1dnTDo9LuSsRBv2tttu63+fCi6iNF577UO/VMqsWf9e0laey5RN0bLllr3duuvu5Tp16uov55Tqev3kyZOX/L3tMu1WO+1CjsbV3tXus8eIaNH2oe1E20u+waTtUtuntlNtr9m/V9uztmsrlYfv2bNn5qxLZePPPffcso4vI0BK6KijjvJf7K677hpdFdv999/vN4zQ6FQ7R0dGTc1HYKEjItXoyZ4wRw3+mmuuMZ926zWq54sa+GuvvRZdjQLNmfOx22GHYf7Ivxp6Sb311ifuhhumLTkzucI1a/bDwY5u/Kpsh85KizE4TvcDDj744Mzv1/0AXSq13g9Q+1Y7z97BazvQ9lDImUJDtE1o+9V2HP6Wtm9t51YKqVBbT4sGKQ8fPrwsQwUIkBJ57rnn/IAgjSp98cUXo6tzeu+99/wpcmgUquJ5ySWXlHxSGg1auuGGG9xGG21Up4FPmTIl+tBYVK5ev6Njx47RVSiAbl5363aHP+L/618nRldX3JtvvuP69u3rez+FdqRF24MOqLTDzrdDiXok6VJRdo+k0047raAzHLXr7AM0tXu1/1IP3tN2rO05uzqvtndt91a6sR/KJGnReLNS9zwjQEpAyR8qe6q+Tr50qtysWTP/fJ2WaqMpdXBE6WhORzFhek6dSWgwVr73cd55553MteDx48dHV8Posst0+WaIv6n92WfVOSAu0BmDChTqZnIYZR2WnXbayfXv3z/nwNPRo0fXGRPRvn37gs5q1Y7VnsOUCmrnau/WsxgrbdfavsPshdrutf1b6WxK5ZLKNfaFACmBUaNGZRqDCg3GpaOeHj16ZDaSXXbZxc2aNSv6sLJS7xadyuvIUa9JNw/znR9BPVj0XJXILvWRXS2YNOktHx4tWgx1L7xQvK6i5aD7grrPoJIiYWR4WNS7SD0V1RU30CUkhUx4zCabbFLQ5R5R+1U71u9Tu1b7VjuvJG3n2t7D+9R+oJBtRaPvTz755Dqj7/v06VP00fcESJFpNrPf/OY3/ku76qqroqsbpdPwUL5AjVqVQquJug+G96WOAflsxNbPBPV98MF//TgMBcjQoYVfn9cNV1V/VSnxa6+9ts6YBv2/fq71pbgxq8q36k3UoUOHzBF4WHSwoRLn4YxFB2M6Uylkpypqt6Fji9qk2nU10XYfDta0Pyjk8pyoAkZ2/S+daRVzOAEBUmSWo23dWAw9rHTz7pFHHok+pCpog9fGrtepI5t8BmjptDzsCPI5K8MPdKP8uOPu9eGhfy03znWJ5sEHH/SjmTWGIHunnWvR4/U8Pb/Yl3p0BjBixAjXpUuXOt1fdQnmuOOOK8rNd7XXcESudlzu0u1xafsPnVm0XyjGe9dg5uzeZXH3TbkQIEWUfb1/woQJ0dUNUgXOUMVW13grfckqF3XPDRNIaeNWraE4dF9IA7H0vOOPPz66GjHojCOMBNeZSD50j0HdqbPHDoRFR/qqs6QxDPpudPahf/X/+rnWR5+j36Pfl+vehYXOWMNkS+ptVQxqp+F+h9pvtVdI0H4g3PPR/kH7iUKpE0L4/vQZFwMBUkTdunXzX47mUY5DX6h6Sug5mlSmFBtjqWgno9etjTLumUh2z7QZM2ZEV6MJM2YscC1bXu8DRPdA4tJBjYIgTKGqRZdu/vKXv/gKr3E7Z+hxeryeFy5HatHv1e/X3ykmjW/Q79do8kKpfYbwULtNCu0PwmRT2k9of1EInTUSIFUqe8xDnLMIHQF17tzZf5m6LlnsDbAcQohoJxL3nkgxxsbUms8/X+T23ntpCRHVpopDlyjUTTSMN1Db1FgBXR4pdHyAnq/fo98Xdsz6O/p7xbo0UqwAUbsM4Zmk8Ai0Xwg9IbW/KOTMiQCpUvpSwz2MuKOu1SNCj1fviGIPViqncDlLNYLi9M4q5uj8WnH22RN9eGjcR5zihRot3aJFi8zOQtf7NZlSKej3hvtiWvR38x2t3ZBiBIjaY6hdpXaaVNo/hJIq2m9YESBVKt+6TxrcE46KqmlGNAuFZ9iBaEBWnHEiGmCmxxerPlia3XXXTB8eGnGukee56AZ3GEOk+xSFlMrIh/5OuL+iv6/XUYhCA0TtKgwQVPss5Mi9Gmg/ofei/YZ1cCABUoWyK88OHTo0uroefXGhN4R6l6SBerOE6+IanJWLag6Fke6FHFGlnQJDZUoUIHfe+Up0dT0afxQOTDT/zPvvl3dWQf29MO+NXodej1WhAaJ2qOerXVZrb6t8aX+h96T9hyUACJAqdMYZZ/gvJO7cF6Gbr6apLNaXWA3Un143x3WTXGWrc8meI2XevHnR1TVPl6oOOmhpqZIzz8x9NK+ddRgzoaqwxe5mG5f+rv6+XodejzVECgkQtb/QWaPaxnkUQvsL7Tf0uWg/ki8CpMroZnk+s+/p2nDo5qv5w9NGI3r13nTpIE4BxlqZpdGib98nfXh07Ji7VIkuF4V2qB1vNQgBoNdluZxlDRC1u3DpSu0xbbTf0HvTfiTfe00ESJXJd/7vMKOYZkxLI13OCz1GVCwvl+x54p9++uno6po1YcITbv31j1pyVnu5n8ipKZoDItzzqLZLouGSi15fvnNVWANE7U7PUzusdHmSUgkzLmp/kg8CpIpkHwnEGb8xZ84cv7PUaXWcbr5JpYJ0+lzWWWedWPOJaHIdPV793AvtXpoGupynCq2//vWmrn//0dHVdajLbMuWLf3np7O5Sl22aoxeTzjL1OvMp4uvJUDU3tTu9Dy1w7TS/kP7Ee1PtF+JiwCpEjpNDqPHe/XqFV3dIBU20+NVsjnN1EjDDXIVzctFRd9CSes0b/Rx6B6axsfos1ABwVyBoLpJeqx6P5X7hnlcel2hd1Y+9d0sAaL2pueo/eX67JIuTPWg/UpcBEiVUGlqfQk62okz57K69oY5DJ599tno6tTRfAp6r+otEuesQuWn9XhNhFOKon1J0bt3b/85rLjiijkHlmp9GCRYrq66Vnp9ep16vbneV5BvgKidhd6Nan9pp/2I3qv2K3GGDggBUgVUCFAbuL6EkSNHRlc36MYbb/SP1yCrWqBLCaEYXJw51nVGt+WWW/rHn3POOdHVNUE9h0Khvzhjg1Q+RI/VGIckCGOF9LrjyDdA1M70eLW7OJdO0yAMFtX+JQ4CpAqEkdeaMCrO0bW0a9fOP6eWSpmHHlmavjMOzaamxy+33HJ533BNOpXsXm+99fz7j1NoUvfcNM5CnQ9KNcK82PQ69Xr1uuPcM8w3QNTO9Pg09rxqjPYnes/av8RBgFSYpqYNYx2mTp0aXd0gnbGEm+eFTFeZNCq/oIaqsiVxjwjDvM5du3aNrkq1UIRz8803j1UwT+Vy9Hh9XkkSvt845X7yCRC1r1AeJ8llgfKl/Um4mR5nigQCpMLatm3rP/y4p+ESShCol1GtUakSvfc4l7HkjTfeyEws9Oijj0ZXp1Iog6Mzr5deeim6uh7tBMJN6aR9Rnq9et16/blucucTIOHyldpbrQnVvONc9iRAKigEgY508jmTCJdyzj777Oiq1Dv22GP9e4/bU030Oek5mrwo104m6V599dXMjfDBgwdHVzdI88zo8SrREafyQTXR6w0lb3LNl5NPgKh96bFqb7UmbC9xLt1VdYAM6b5Mk0uSaR7hcDSdT1dECXMvay6FWjN69Gj/3tUlNS7NOxGOsDWlalqpTYUR0/lcitKMgHqO5uVIIr1uvX69j6bkEyBhznS1t1qj/Yreu/YzuRAgFaJ5DvShq5tgPpPS6wsLl2SKMaNY0qjUgt67SmrnQ/Nk63mrrLKK+/jj3BVokyicmaoruMbCxBVCJ6kHJGGHp/fRlAsuGOCaNdvG9emT+8wslGzPt7RHGmi/oveu/UyuM/ZEBEjazJ8/P1OLf8yYMdHVTVJvIj1PpRxqkS5ZhPEv+hzj0vOaN2/un5frSDWJxo0b53sk6QZo3PtDojEy6sChJallOvS6w3toasxPv37j3aab9nQDBjRdR0vtSu1E7Sxpl/SKJZSyydV7kQCpgCOOOMJ/4Lvttlt0VU4qIqfn1sr4j4aES3iawS4fGhcRun3OnDkzujqxtMPTmZU+k3zuDcn06dP98zRHeZKFOdb1fhozcOCzvpjkP/7xXHRVHWpX+l1xLuGkVRgPkqtoJQFSZhrtqSMldZOz9LcPl2L222+/6KqaEabttZQpCcUn27dvH12VSDpC/uMf/+jf04477pjzkkPUrbfe6p+7xx57RFclil6/3ofeT2PiBkiovaZ2Vqu0f9FnoP1NUwiQMtIgwVatWvkPO84kSQ0ZOHCgf34+3X7T5sgjj/SfQZzqvFHvvvtuppdSUq/5Z7v44ov9e9ElhziD6aLS0p7CKHq9n8bEDZBQfVftrFbF+TwlEQHS0BL15rQ73bh+uxZ9ue6cXd1Jh+3qC9IVuoTTbN2gs85oFnYYPXr0iK6qGaHarjoiWFx44YX++ToL3Hnnnet9T0lZQqkWLXfccUf0bcYSOnPoM02yOG0iboCk5TMphPYv+gy0v2lKagLkkWGH1ntMMZazOy3jWm289AMq1rLuuutGX35s6oKo31GLY0CC0E89TnfMhkyZMqXed5LkRb1lVLrEIi3tKU6biBsgaflMChHn85REBEgci7781M2fNanoy5yXJ7lpz0xykyYVvowYMSIzy1uum1ON4Qwk3tFmU9q0aeOfryoA0e8oScv48ePd2muv7d+LtaR/Wo6247SJuAGSls+kEKk6A0mTcHSjGkVxpmiNSss160IUcg8k3DReYYUV3MKFC6OrE0czMIYpjYcMGRJdnVNa2lOca/ZxA4R7IPE+TyFAykxzfYSjxgEDBkRX50QvLHsvLBUV1OVDPbd///7R1Yml0fV6Txq38Morr0RXN4leWPXRC4teWFVNl7L0gWsOkHxvpodxIBoUV6vCyOl8x4FccMEF/nmbbLJJXlOhJkGXLl38e1O9r6+++iq6ulGMA6kvjAPJNbI9zcKg21yX2gmQClB33tatW/sPPd/uvKGUhy7B1CKNewiXbPIpQKnuu2EEexq670apPEsoKpjPtftaGokeN0DUrvQ5qp3V6kh07V/0GeQq5UKAVEj2gMI4JbcDNWiV6dYXtmDBgujq1JszZ44pQA8++GD/vLQMIGzIE0884UuZaLT9PffcE13dqFqphRU3QCTsQNXeao32K3rv2s/kCtCqDpC0CzeDNZI4H9ttt51/Xj47ibQIl/80fiOuJ598MlPCROXO0+zvf/+7/3xWXnllN2/evOjqBtVKNd58AkTtS79T7a3WaL+i9679TC4ESAXpVDnMenb33XdHVzcqzB6X1A2+ECF0NRgwDh1BhcA97bTToqtTRxt0KEWuwYa5jiClVuYDySdAwmDTWuyJFQI5ziyPBEiFhT7nG2ywQeyy7vfee69/zjbbbBNdlWq6d6RS5XrvKowYx7Bhw/zjV111VfNgu6R55513fAcNve/evXtHV9ejnUAtzEiYT4Cofen3qr2p3dUS7Vf03rWfyYUAqTCFhsJDX0DciaW0I9SARF2WqaVrtLrGr89Jl2fijKGplYmkGhJmu9Q9tjhhWwtzoucTIGpfamf63Wp3tUL7E+1XtH+Jc8BFgFQBXb7SF5DP1LZhw4lzhJkWRx11lH/PcXsZhXIMurma6+g0jY4//nj//tdbb72cOwMVYtQ9Iu08LFWiK0GvM9zbilNIctCgpQFy7bW5A0TC6Ha1u1qh/Uk+BxIESJUIJbnjXnNV8Tw9XmMaauEUW2cT4X7RtGnToqvrmT17dmbmRpX9qEUaOKmKB/oMunXrFl1dTxh93KFDh+iqqqTXqdcbdxT9K68sdCeeeJ979dUPo6sapHYWDuzU/tJO+xHtT/Se4xbnJECqhLry6nKDuvaqi28uGiwWTrGT2v0yH+Fe0bbbbhtd1aBOnTr5x9fyiH1Ruwrdvq+//vro6jp07ySUus+nU0clhLN2vV697lJRe9PfaarGVlqE7tDar8QdjEqAVJETTzzRfxEaZBjnrCKMrNZEQmmmo78QlnF2bA899JB/rHacuabkrAWDBw/O7GxzdWPWfTg9VveO3n///ejqqqDXFe5txb1vaBWCSu0v7Wch2o/ovWq/EhcBUkVU1iT0nhk5cmR0dT0fffRRZm71hx9+OLo6NcLYBk0xmitYdfNziy228I8/55xzoqtrVrhnpvtBTfX2U4mXli1b+sfuvvvuVXfvSK9Hr0uvT6+z1CVp1N7CFMpqh2ml/Yfeo/Yn2q/ERYBUGRVY1Jeh7oMqvJjL3/72N/947TRLvTFVwqxZszL3MuJcqhs0aJB/rApWNlXWotZopxC6QJ9yyinR1XXorE0zHOqxxx13XHR1Ren16HXp9ZXr7DJc2lE7VHtMG+03wkGX9if5IECqjI6gw43PXJO5iHaSYcfQr1+/6OpE09GfBsPpvcWZ70JncCuttJJ//M033xxdXfMee+yxTKmTcePGRVfXoSJ6Ye6anj17RldXhF6HXo9eV64if6IeV1r23Xf0kh1d/QGSYX0can/622qPuc6Ck0b7Db037UfyPegiQKpQqLirYm65ipnJ7bff7h+vYoGaHyItwvV41SWK07355JNP9o/ffvvtU7eRF0uvXr38Z7TKKqu4+fPnR1fXMWrUKN+pQ4/v3r17xS5n6e/q7+t16PXodcURAkLL2LH17/3kEyBqf6E+Vqnvu5ST9hehyKj2I/kiQKrU3nvv7b+UAw44ILqqQV27dvWP16losb7ISlJJbR0t6z3F2WFoTEDoxfbMM89EV+N/tMGHm6XqOp6rdIk+e42z0ON176HcN9b198I9D72OOG0hyA6Qffa5ZcnZfd33mk+AiP62XofaZb5TCVQj7SfCpSvtPywIkCr1+uuvZy4h6NJDLhoopgFjevwhhxyS6CNwvXeVHtF7iTt1b9jJHH744dFViNCgu3CPI9eUpaIz4vB49X6K0xOuGPR3Qm8r/f04l62yhYA44IDb/b933TWzwfX5CFO9qn2qnSaV9g/aT+i9xBlo2hgCpIqdeeaZ/otRL5BcR4qiI+/Q5/+MM86Irk4E7dzCrIGauzxOx4CxY8f6x6sHSa7LMlgqDETVUf3TTz8dXV2PLqW2aNEis7PQIL5SjVjX7w2DBLXo78a5lBsVAuLBB9/w/3bsOMotWvTDZThLgKg9ql3qdamdxhkBX420f9B70P6ikDN2AqSKaaKc1Vdf3X85cee7Vg2kcOknaYOfNCBso4028q9dBd3iHBWpS+qGG27onxPnaBo/CD2a1l9/fffpp59GV9ejnafaVBhsqJvx6h6syzmFnvHq+fo9+n36vfr9+jv6e3EOIhoSAmLx4u/d/vvf5v/7ttt+uEdoCRBRuwwFB9VeSzmQsRTCoFztJ7S/KAQBUuVuuOEG/+XolDnORi7XXXdd5kvVkUahG3c5qGzEmmuu6V/zZptt5hYuXBh9SIMuu+yyzE4w7uhZLKUNXp+1Pr+DDjoourpR2mGqfEi4N6JFJdVVBlxdXuMOuNPj9Hg9L5Rk16Lfq99f6I45OyAeeGC2/+/27UdkzkKsASJqn+GzU7uNU16n0rQfCGceWrSfKBQBUuV06SqUU4hTcTRQ4whnIoceemjRvtxSuPPOOzMDItWD6oMPPog+pEGaOS3Uxyr0SKpWvfjii5nLnip9nw9dvlGbDPcpshfNUb7nnnv6IFBRR41u1r/6f/08zGGevej36PcV67JQdkDoLGS//ZaehYwatXQG0EICRNRO1V712tV+1Y6rlbZ/7Qf0WrVfKEZ4yPDhwzPfX7H2MQRIkamcdCix/Nprr0VXN0o71bBzUG+LauviqwYXumdq6dy5c16NMFTnVd982IXBl7pklE/7CnQUqhvcmhFwq622qhcMTS16vJ6n5xe7m3A0IMaPX3oW0q7dzUvOVr+tt95C7VXtNrwfted82nA5aLsPva20PyjGwdbUqVN9yaXwvnUgVywESAkceOCB/ovq2LFjdFWTVJgx9M5Sf+8rrrjCfE25mLTD2Hjjjf3rUvfbPn36xOooEDz33HO+y66OpnQUjcLss88+/rvQtf2mSp3EocFo06dPd7fddpufh0VnH2HR/+vnWp/voLV8RQNCZyFdutzqfzZ8+Ix6663UbtV+1Y71Gapd59tjrBS0nWt7D+M8tB+IU6i1KRoPo7PIcJ9KpZdUPSPO/DxxESAloOvBoSGMHz8+urpJuukXxolo0Uj3SvVjVymIsLPSohvg+TZqXcvdYYcd/PNPOOGE6GoYaBS/yr/oM03S1L8zZixwV175tOvRY7z74IO6pX8aCoj773/d/2y33YY3uL4QasehQ4cWtfNKlT7R9h0qWmjR9h+nU0pjFi1a5G++h0vGOnDTtqd2U2wESImEooKbbrqp6SxCR36h7IkWDSjLVdKiWHTKq9Lq4b6MRtmff/75ptP9MKBLRz8ffhhvbgfkpulhdVano8s4dccqQWcRzz8/3/Xt+6S/IR5CQMuUKXPrPLahgMg+C2lofaHUntWu1b7DjlbtXu2/HLQ9h4GiWrS9a7svxJgxY+oEY9u2bf00AaVCgJSIGmforXLllVdGV8eiywYqmBZuWmvRJDIXXXSRqa99U3S6e9VVV9UZP6ANSgOYrH9Ln0EIwauvvjq6GgU699xz/WerXn9xyseUg0aQP/30XNe79+Nu991/OHPQovsZ+rlCJaqxgBg3blaTATJ58jvu3ntn1Ru5ng+1b7XzcMCkRduBtodif676W9p+w2RQWrR9azsv5DKhxuOEie60aOrtYtw/yYUAKaFbbrnFf5kamRu3q2tDVJ1V16TDPBth0aBFdau85557YveGCvR6dOSqqWTVOyXUUdKiIzJNEVroHO6hlpO6UFrOwtA0XcsON0c1uj+f+1LFpK62jz/+9pKz7klu111vrLPD79BhpD8DUWjojKIxjQWEntO58+hG13fqtHSdzlQUJoVQe1e7D2ckWrRdaPvQdqLtJd/tWNultk9tp6HUfFi0PWu7zqcke5QuS5100kmZezoKI42xKvTeWFwESImFU1R1iyyUxk6oiJoGcIXSKdmLCshtt912fpyAbp7puqcaqP7V/x988MGuefPmmVIX2YuOvtq1a+duvPFGPyiyUOreGTbECRMmRFejSHREG77PchYOVM+oiRPnLDkLesS1afPPOqGhWlZXXfW0v+dRagqNvfcelfnbf/7z/Us+E/v9A1H713ag7SH7rCQs+ry1HWl7amg70/an7TAUdMxetN1q+9V2XMhYKB08DBw4MFPRWpcyNcV2sc+YciFASuz555/P9ECaMWNGdLWZGvm9997r++Jr7EmYhyPuooasIyLNN6FT3WLfYNO83vo7e+21V3QVikzXzfVZa1BfIaUucvnii2/8je2zznpoyYHRsDqhobOEwYOn+rnMy+3rr791Q4dOy7ym7be/3vXr99SSbaTwo3BtF9o+tJ1oe2nowK2pRdultk9tp9pei3Fwplk8w8BILa1atcq7c0uxECBlcPTRR/svutRjIHQ0+sADD7ibbrrJT42a3SVT/6+f62yg0EtTuWSPhalUz5Zac8wxx/g2pmvfxdhJBbq8MmLE7e6oo/q51q1vqBMa3brd4YYMed7Nnm2/BFNM6tmlM6Lw+tR76847X2ny0pmFth9tR01tZ9oOrfcOGzN79uw6vSLVE6/Sc+kQIGWgUdjLL7+8/9JVGC/NdB0+1B5KapHIJNKMmOrxp89dN4QLobLsquem+yo6q1l22V+4NdZo737/+0vcYYfd5YYNm+7eeSdeqZ5KePHF993hh9+dCZKDDrrDPfdc/Rv3SaEDgrPOOitz9qMBhprALs4sqKVGgJRJ3759/ZevAUKFXPusdkOHDvXvc7XVVotdDwzF8cILL2QuZeoafj7mzp3rr6nvsssudTpUaNF9vEGDRrh586rjTCOO75ecdNxzz2tujz1+6D6sS2/z58er/VUNdDCmkjWhSKsWzbZY7DObQhAgZaLBPaF6rUbCppECQ8Gh96ggQfmpu7Q+f/XGyXX5UPOUX3755XXKXGhRgOhyq8qmzJs3L/q0RNF9m4EDn3WtWl3vQ0SX4XSvRj+vZpMnT/Y34sN3svXWW8eaa6jcCJAyUne+sHEnfcNsSKgeqktYlepSWus08j/MkKmbtzpwyaZQ6d27d6boZ1h0qUq9jhT8+XYJT4K5cz9zp5/+YOZsRAMb77tvlj9TqSaqYqHeXeF70XTGupxY7NpjxUKAlJk2UjWMww47LLoq0bRj0jVa3Tx//PHHo6tRRhqrsNZaa/l2pt4/qj+mEdfZ5TK06HKXwkaXuz7++OPor0mlZ5+dl5n1UMuRR45Z8vlU/mDuyy+/9DfhQwkkBbrGjhRS0qQcCJAyU7VNDfrRjjbO7HJJoe66avjqvovKe/jhh+vdy9CiHZTKdYwcObKgkc9J9t13i/1kVW3b3uRDZIMNjnXdu/es2AyZGnAcZvbUohkeLZWWK4EAqQCNdlVD0QjXJEwglYu6NOr9aOBgseaHQOHCTkkHLJpfQnNgWOqZpZXGifTpM27J2drubtlll/OXlnV/slyjuDVGbKeddsoEh8qb5Ft8tdIIkApQ3/pQlkSTvCSZSpSEQU0qXYLqoHsfYSR0KQcXpsHMmbN8l+WwI9eMmaXsbq9u0hobFs4QNbK9f//+iSz3Q4BUyDXXXFPn0kLSFxX04+i2etx///3+e1FlVsQzduzYTE9JLeqJVszqEQp19XoLY8JUnUJz3Se5SjUBUiGqZRPq9adhUWVYVI9Q/UAD0BCfdvKXXXZZnZ286tgVupNXGZPscNJ4G43bSToCBEgZHZyES6RcvrLRZSZNw5x9mUnl3fO9zPTKK69kel5q0UBiFVJMCwIESJmJEyf6nZXmo0lDJ41K0nTM2ZM+qVxMnOrS6hbdo0ePTJl1zWGv8Tdpq0JBgAApo7Li2mmdeuqp0VUw0syaYYI4LR07dmxwpL8G/KmgYjgDVHd9jflK48BhIUCAFFEFgDXWWMPvvFQVGcWjTiKaqjrMc6PBfhqoGWq+aW7zLbfcMhMyLVu2dFOmTIn8lnQhQIAUUWho56UQoZxMaajcyIEHHpgJCp1thArUWtZcc01f0r0WLh8SIECK6LKVdmK6jIXSUlhn1xRTKZ9C5zZPGgIESAkd8Ybr9LqRjtLTWd6ZZ57pz0BmzpwZXZ16BAiQEuqyGy6pqCsvUGoECJASGjSoANEgQqAcCBAgJVS2RAGiMiZAORAgQAqoLIbCQwUUo5NIAaVCgAApcN555/kASdtEZahuBAiQAqGk/t133x1dBZQMAQIk3JxZs9x6zZq5dVZZxU+NCpQLAQIk3JghQ9w+m2zizj/ppOgqoKQIECDhLjr4YNd9u+3ccw8+GF0FlBQBAiTYwrlzfXic3Lq1+5oZIVFmBAiQYA8MH+4DZPDpp0dXASVHgAAJdskRR/gAefq++6KrgJIjQICE+mjBAnd88+bupFat3Beffx5dDZQcAQIk1MOjRvmzjwE9ekRXAWVBgAAJdfkxx/gAmTxmTHQVUBYECJBAn374oTu+RQt3QsuW7vOPP46uBsqCAAES6LE77vBnH1cy8yAqiAABEujKE0/0ATLp9tujq4CyIUCAhPnPJ5/4S1e6hKVLWUClECBAwjw5dqw/++jLzIOoMAIESJiBPXr4AJk4alR0FVBWBAiQIBowqIGDGkD47/fei64GyooAARJk+qOP+rOPSw4/PLoKKDsCBEiQBW+95fp17+6DBKg0AgQAYEKAAABMCBAAgAkBAgAwIUAAACYECFBh6pabvahESc8OHdzAU05xb8yYEX04UDUIEKDCogFSJ0yaN3fTHnkk+hSgKhAgQIWFsAgWL17sFs6d66496yz/8wsPPDDr0UD1IECACosGSPDZRx/5n6t0CVCNCBCgwhoLkM//FyBnt28fXZV5zjdff+1G9+3rzmjXzpd4B8qJAAEqLBoguoT14fz5bkjPnv7nt/Xrl/XopcJzrvvfZS4tul8ClBMBAlRYCIDockqbNu6uAQPct998E31K5jFnd+jgXn7ySff1l19GHwKUHAECVFg0OLKXXl27umcnTIg+JbOeooqoJAIEqLAQBtm++Owz9/q0aX7WQa3TLITZwnP0OKBSCBCgwhoKkOCjBQv8uvO6dKnz86aeA5QLAQJUWFNhEALk5Nat6/y8qecA5UKAABXWUBho6trXp0/PXMK65Igj6qxv6DlAuREgQIWFMGhsOXmHHdzsF15o8DlAJREgQIVFA8OHRuvW7rzOnd2IPn3c+2+/HX0KAYKqQIAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADA5P8Bl7qpkSi1p9sAAAAASUVORK5CYII=)
PN: 3H31-B-0G
CAS: 158958-74-8
Molecule Weight: 291.123
Formula: C13H8BrFN2
![3-Bromo-2-(4-methoxyphenyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H07-9-18
CAS: 138023-17-3
Molecule Weight: 303.159
Formula: C14H11BrN2O
![4-Imidazo[1,2-a]pyridin-2-ylbenzonitrile](data:image/png;base64,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)
PN: 3H37-1-14
CAS: 55843-91-9
Molecule Weight: 219.247
Formula: C14H9N3
![4-(6-Bromoimidazo[1,2-a]pyridin-2-yl)benzonitrile](data:image/png;base64,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)
PN: 3H37-9-47
CAS: 864941-90-2
Molecule Weight: 298.143
Formula: C14H8BrN3
![4-(7-Bromoimidazo[1,2-a]pyridin-2-yl)benzonitrile](data:image/png;base64,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)
PN: 3H37-9-46
CAS: 1984063-13-9
Molecule Weight: 298.143
Formula: C14H8BrN3
![4-(7-Chloroimidazo[1,2-a]pyridin-2-yl)benzonitrile](data:image/png;base64,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)
PN: 3H37-5-0F
CAS: 1987078-51-2
Molecule Weight: 253.69
Formula: C14H8ClN3
TSCA: Not listed on TSCA inventory