| Product Number | 3H37-1-0Z |
| Synonyms | 1H-Pyrrolo[2,3-b]pyridine-3-carbonitrile |
| CAS | 4414-89-5 |
| MDL Number | MFCD07778359 |
| Molecular Formula | C8H5N3 |
| Molecular Weight | 143.149 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![1H-Pyrrolo[2,3-b]pyridine-5-carbonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABtIAAAbSAFEZN8NAAACKnpUWHRtb2xTb3VyY2UAAHichZXbauMwEIZfReh6q6OPJU4JKQsL7V5su7B3i2MriSGWiuyc3n5HdsPaieqALwZpvn9mpB959nSqd+igbFMZnWFOGEZKF6as9CbDv9+/PyT4aT4rIAkSdZPhbdt+PFJ6PB5JsVV1fjKaFKbG/f7jqalGOUdJjN1QwRinf15f3jrmodJNm+tCAdVUj023+GKKvO26+KIErXN7qDTt02ltD73aX8Hcx8ipKfH/WZawtwAUraudQmtj67xFB8EIfOwb2iitbN6qEq3OsCxJALPPZ6/PptjXSrcQOoWqyHdvrd0XsFCbnSr2IAbBj+cM1xyAvDX1wtr83IeoKjOcczjFnXIy7+cPleGfMKjIcEJSEcIJnyEOCQ9FAgLUYUNYXMHLHo5JmHLZwwGRiR+WfjgiIoyjHpYk4n44uA8LwmI/HPpnDmBmmfYwJ5L54chfWcLMTNyrHN9W3p5La+CKl2avWyjcywnCRRhdegnTKPXJJf5eOBGCBZdeksDfS+qHh5XBaEkS+2DO7h/D17fHr123vL2Ba+PQgX1XRpeDsBNdgaZL+aXWjXA1kLOnsaWy0IrTcalDQIwBgZwlPwHuA+QYkMjZ8BNY+IBgDATIWW8KCMdAiJzdpoBoDETIWWwKiMdAjJyJpoBkDCTIGWcKSMdAijqzTBFu/2qKu8j1bTPUuWqSETf350fowF/08pRCePPM0sEbTOHPM/8HMDcDbYqsNcsAADYHSURBVHhe7d0HuBTlvcfx3MSYqNEYlMRYiNhiIdcGFhS7wWgs2DVIjAYUFa9d0diVG7tJVASkiYgoiAh2EQQEURERC6hIEVRsCFEU0byX39xnxtl3z+7Z/e/Mni3fz/PM88DZd3dn3rNnfjvzth84AAAMfuD/AACAQhAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgABABdtxx17R1rp1Lzdz5sd+kQzx8mkjQACggsUDQdtppz3iF8lAgAAAAn6AaJsyZYFfLEKAAAACfnho69hxuPvPf/yS/48AAQAE4oHQtm3f6N9PPPGOXzRAgAAAAvFAuPXWydG/DztsiFux4ju/OAECALXku+/+4x544HV31FH3u5tumuQ/nFc8ED7//Cu3xx79o/8PHfqaX5wAAYBa8eKLC90xxzyQcWJfsuRrv1hOfiD07j01+v/++9/tli1bkbd8mggQAEjBggVL3PnnP5lxQtd26aXP+EXz8gPhyy+/cfvtNzD6mQIlX/k0ESAAkCCd4G+//QW36653ZZzMDz98qHvuufl+8UY1FAiDB78a/axdu37us8++yls+LQQIACRA3WpHjZrlDjhgUMZJfK+9+gcn/IYavAvRUCAsX/6tO/DAwdHPb7jhubzl00KAAECJXn11kevUaUTGybtNm97u2mvHu8WLv786sMgVCCNGvBn9fJdd+riFC5fmLZ8GAgQAjBYt+iJo09AcVfETd5cuo9ysWZ/4xU1yBYJ6dnXocF/02CWXjMlbPg0ECAAUSbeQ7rprqtt99+8H9mk7+OB73dNPz/aLlyRfIGgwYfiYQkyhla980ggQACiCAkJBET9RqyFbgaJgSVq+QFC7y/HHD48eP+OMR/KWTxoBAgAF0Ld73ZqKn6D1rV+3sHQrKy2NBcLEifMyyjRWPkkECADkoUZwNYarUTx+cv7zn0cEjedJmDNnsfv002X+jwOFBMLJJ4/MCo985ZNCgABAA9TtVt1v1Q03flJWN93Ro2flnA23GBpseN55TwSvu/feAxoMkUICYdq0D7LCI1/5pBAgAODRgD8N/IufjDUwUAMENVCwVHqN226bkjXY8O23P/WLFhwI3bo9SoAAQFOZPftDd/rpD2WdiDUlSTjOohThYMP27bMHGw4b9rpfPFBoIKiNxu9OnDYCBEDdW7x4sevevYdr0eJwt+WWF0UnYE2CqMkQkzB9+oepDTZsKgQIgLr13Xffud69e7vmzZu7VVZZ0zVrtrPbeOMT3R57/Cu4ItBgvVLlG2z41lvZt6yqCQECoC6NGzfObbfddu4HP/hBtP3855uuPNnf6ZYsyW7MLla+wYZjxrzrF69KBAiAujJnzhx31FFHZQSHtvbt27s335zpFzd56qmGBxv27ftyKoMNmwoBAqAufPHFF+5vf/ub++lPf5oRHFtssYUbPXq0X9xEDdmdOz+cERzhYMOPPvrSL171CBAANW/QoEFugw028G5X/dzdcMMN7ptvSu+WW47BhpWIAAFQs6ZM0ViLXTOC44c//KH761//6hYtKv3EXo7BhpWMAAFQc95///2V3/7/7P7rv/4rIzzatWvnXn75Zb+4STkGGw4YMM3de++MRHqDpYEAAVAzli9f7nr06OHWXHPNjOD4zW9+4+677z6/uMncuYsbHPWd5mDDSu21RYAAqAkPPvig22STTTKCY/XVV3dXXnmlW7as9G65S5cudzfdNMntvHOfjOA49th0BxtqtcE33/zYL1oRCBAAVe3VV191++yzT0ZwaPvTn/7k3nvvPb940b79Vu0cT7vdd78x48S+774D636wIQECoCp98sknrmvXrm6VVVbJCI7WrVu75557zi9uosGGO+20j2vefC+36aanue23/1dwBXLjjc8FVySl0piQPn2qd7AhAQKgqqxYscL94x//cL/4xS8ygmO99dZz/fr1c/9JoOuTBhseeeSR0WuvueaWboMNDnedOw8I1u5IQi0MNiRAAFSVM844IyM4Vl11VXfhhReuvCIovQE712DDrbdu7Z58MpmrmlyDDS+7bGzVDTYkQABUlUMPPTQ6sevf77zzjl/EJNdgwxtvvDGxwYbXXPNsg4MNZ8wofUxKUyBAAFSVBQsWrDwRX+PGjh3rP2SiwYa77LJLRnD86Ec/CgYbfvTRR37xommw4T33TK/JwYYECIC6lGuw4R577JHYYMOJE+elOtiwqREgAOrK119/7a699toGBxsOHTrUL26S9mDDSkGAAKgbw4cPzxpsuMYaawSDDb/6qvRVAfMNNnzppWQGG1YSAgRAzdNgw7333jsjOLQlNdhQgwmHD38jGFwYDw79Xz9PYrBhJSJAANSsXIMN27Rpk9hgwxdfnO+OO25YRnDoCkRXIkkMNqxkBAiAmpNvsGH//v0TGWw4d+57rnPnHm6LLc7NCA+1fSQ12LDSESAAasoTTzzhttpqq4zg+MlPfuIuuuiiRAcbrrHG2isDagfXosWfXKtW17oOHe5zEybM84vXNAIEdeeWW24JTjC33367/xCq2OTJk13Lli2z2jkOO+ywxAYb3n333RmDDVdbbX232WaHuLvuGhOM96g3BAjqxsyZM90f/vCHjJPLIYcc4t5++22/KKrIkiVL3HnnnRcM/ov/brfZZhv39NNP+8VNcg027Ny5s/v448/84nWDAEHNW7x4sTv77LPdj3/846xvp9o0l9IFF1wQnIhQPb777ruV3/zvcr/85S8zfp9asvbmm28O2kFKpcGGnTp1SnWwYTUjQFCzvv32W9erVy+37rrrZvzx6//HHnusa9asWcbPf/WrX7m+ffsGJyZUtvHjx7sddtgh4/ennlZ/+ctfgqlOShUONvzZz36W8R5JDjasBQQIapLWcdh2220z/vh1BfI///M/wRWJfPrpp+60007L6uK54447uokTJ3qviEowb968IPzjvy9t++23n3v99df94ia5BhteddVViQw2rCUECGqKv45DuLVv3969+eabfvHAa6+95vbdd9+s5xx33HFu/vz5fnE0gS+//NJdfvnlbrXVVsv4HW222WZu5MiRfnGTtAcb1iICBDUh1zoOW2yxhRs9erRfvEEjRoxwm266acbztab2FVdckcia2rAZPHiw22ijjTJ+L2uttZa77rrr3PLlpQ/U02DDU089NasRPsnBhrWKAEHV87tWarOu46AT0v/+7/9mTbTXokULN2TIEL84UvTiiy+63XbbLeP3oAbyk046yX344Yd+8aKpkf3WW29NdbBhrSNAULVyda1MYh2HDz74wJ144onBCSv++rvvvrubOnWqXxwJUjioMdyve4XJSy+95Bc3efzxx92WW26Z8fpJDjasFwQIqk451nEIvfDCC65t27YZ76MT28knn+wWLarOVeQqla7+/v73vwe3p+L1rdtXuo2VhLfeesv98Y9/zHh9bUkONqwnBAiqRlN2rbznnnvchhtumPG+OtFdf/31idyHr3cPPfRQ0CAer181mKvhXA3opfr888+DwYYa8xN/j1atWiU22LAeESCoCrm6Via1jkMhdCK77LLLsnoCbb755u7hhx/2i6MA6nqrLrjx+tSmrrrqspsE9b5Tu0b89ddZZ51gKhuNFYIdAYKKVoldK+fOneuOPvrorH3af//93RtvvOEXRwM0BueMM87IGoOjwYETJkzwi5dEnSnC19f7devWzX32Wf1OP5IkAmSlf/7zn8Hgsd69e5ft2yzyq4aulc8++6zbfvvtM/ZPgxU5QeWmnk+33XZb1iwAmo5E05KkMQuA2sx+//vfuw4dOiQ22BD/r+4DRIPI4o2xur+uy2fdU0/i3iuKU21dK3XC69Onj2vevHnG/uoWyR133MEtkhi1NWiCw3g9qU3i/PPPZx6yKlXXAaKrjd/97ncZH+j4pnvd+tYyaNAgPuBlkPY6DmlSI+25557bYCPtmDFj/OJ1Rb2bDj300Ky/L/WGUq8oVK+6DhDNgxR+mHUJram9NfLY/6CHJzJNBd6vX7/g9gqSU0tdK2fNmuUOOuigrGPRF5HZs2f7xWuaQv/CCy/MClV9SdCXBVS/ug0QdRsMP9C6b/38888HP9dtq2HDhgWNtH530XBTQ5zmTrrzzjuDAWewqeWulbkGqnXv3r3ir6ZKpduM+qLl93zSbUktM5vENOuoDHUZIOq9o3vU4QdbU1c0ROMORo0aFYxI9u/Jh5sGlWkAm/4wmHivMLnWcQi7VtbKCUbTqGj1Q/+z8+tf/9oNGDCg4tpzkqAODq1bt844Xn3h6tq1K1fuNajuAkQnrz333DP6cOtKopCeHzoZPPXUU8EKZP6JL75pag1N8lZvtysKlWsdB3XpVNfOWvTxxx+7U045JatH2U477eQmTZrkF69K+lKmq3b/72GfffYJumKjNtVdgGhO//DDrZ4z6uJXLAXO2LFjg5OeP4lffFMXz6uvvjrnNOL1RIPCjjnmmKw6SnIdh0o3ffp0t9dee2Ucv3oAduzYMZFFkJqCZinWYE6/7VCDPh988EG/OGpMXQWIFgkKBy7pD7fQab4bo9fVvfyNN9446wQZbmo41CjmV155xX96Tcs1ejvJdRyqjdrYWrZsmVEf1bhg0X333RdMIxM/Ds1i3KNHD6Z3qRN1EyBahS7+YdfKdGnQbKGXXHJJML2FHyLhpjUn1DVVs8nWsrTXcahmal+75pprsjpq6EvI/fff7xevKJqwsl27dhn7rS9kmuDSckWP6lU3ARJfpU63lvQHnLYZM2YEixHlG2uidSbOOuusoG2gVhpV017HoTG6xagpRdTTTmGl91Vbl24faZlbnaTDTf/Xz/W4yqm8nqfnF9I2VqqFCxe6Tp06Zc0srHa6adOm+cWblGYf1lT5/jTru+66a81/GULD6iJANEVJ+GHXrYKZM2f6RVL39ttvBzPJ+j1U4pt656i3igaeVeMIZnVpTnsdh4ao15ZuIyqstV6HumX7dWvZ9Dp6Pb2uXj/N3mHqRr7zzjtnvL8a3dVpQ43wTUkdSG644YZgka74/qn9T4NsUb9qPkD0TTLewNe3b1+/SNlpMj5N8OZ/S49v6667brDmxGOPPVbxt3vyreNw7733+sUToYBVG9ZRRx2VtXpgIVu+nnS5Nr2P3k/vm0bA6wp04MCBbv31189437XXXtvddNNNRa+umAQdq5YFju+Plg3W8sFaRhj1raYDRA2S//3f/x198NULqNLoFoYml9NtFL+bZ7jpm59uc+jWSqU1sqa9joNPI701ullXa349hduvfvUrd+CBBwa3Bnv27BnM7jpnzpyc9+f1cz2uciqv5+n5eh3/tcNN76/90P4k7d///nfQjqaBh/H3/O1vf+seeeQRv3gq1HOwffv2WcetAFVdAVLTAaJutuEHX71eNPK5kmkZVk3Mp2nBc92G0S04TfaoHjBN+Q1Qk1CmvY5DnN5PJy//9pg2NUTrhK9Be0l3Cdbr6XX1+n6Dtzbtj/ZL+5e0d9991x1xxBFZ73nAAQekdhtWswirg4n/+dtuu+3cuHHj/OKoczUbIFrgJ2yY1B/D5MmT/SIVTX/IGq188MEHB7cM/JOINn3T13xRd999d9kmeyznOg6SKzj0u9UgNa0UqLEI5aD30fvpff1G7zSDRGOO4lfS2vSZPvvss4PehUnQLTldfenWafx9NFZKbYjl6FCA6lOTAaJBWfE/BDVeVzPd0lCXWPUk8wdshZvmk9Jkj2rjSWPKiHKv46Bj1gnSDyrdzrv44ouDdqSmpPfXfvgNy9pf7bf2P0k6wWvuNf8Er//36tWrpDaZZ555JqunoALqnHPOSSygUJtqLkB0IouvYKdvi0mf3JqSvgVreVeNXs7VeKyTmI5b3yiTmOxRU7iUcx0HzT/mD1DTiVoDEittoSbtj/bLDxLtv44jaTqhq43Gv8Wk7si6UimGbpEdfvjhWZ8ffRFJ6xYZakvNBYgGZ4V/CPp2pkbqWqWxLOolo8ke/SuDcNOtFk32qEWaip3sMdc6DrqtlsY6Dpql9vjjj894L50oFVSVFhw+7Z/20z+x63jSmH1XjdxqC/F/N7pKbayRW1dHunpqqJH+0Ucf9YsDOdVUgGhiuvhUJWoHqRe6xaQrhS5duuTtPaSxBupym2+yx3zrODz55JN+8USosdqf/lz7Wm1Tv2h//fEcOq6kG/dDxXSzzddN+Oabb26SbsKobjUTIOphFZ+LSutS1yvdslOPGdXBhhtumHGyiG/qWaP5lzRWRppqHYchQ4Zk9HBSO4/Wqa/WW4/ab+1/vL1Kx6fjTINO/BpX5N9G00A/dbAQdSLxg03dxvWFo6kHKqJ61UyAHH300dEfhu4HpzVVicZhaNSwTrQXXHBB0AtKYzjUCBmfIkP/18/1uMqpvJ7XFOM4tEaDbq/4E/jFN30r9QcClmMdB43yjr+nxpRo1tpaoOPwx8joeNOibuCaasQfT6Su336vMX02q+3qDpWnJgJEvYDifyxJT58+derUoG1FDdP+rLLFbnq+Xkevp9ctN72nbm/4tz38TfuoubzSoqsdNQbH31PtLZU+VqdYOh6/HUnHnea8Z5pDS+1e/u9Um77cPPDAA/5TAJOqDxCFhUIj/APRQLwkqCuw2gq23nrrrD/CfFu+9oeGNr2+3qcp1oPQmAV9I44fo769pr2Og7qcas6seD0o1GqZji9+vDr+UrreFmLo0KEZVyOXXnppk1wBo3ZVdYDoNpXu44d/IBrIVSoFkqYN8ccfhJuWXVXXR11B6JucbgNoltKG6Od6XOVUXs+LL6Ub3/R+et+kr54KoXvg4X5o8sC06TjD99OtFc3zVA90nPFbSaqHtMUn70x6bApQ1QFy5plnRn8cujQvZdCT+sSrHcUf8axNo4B1lZDU9Np6Hb2eP7pYm95f+6H9KZd4gOjWR5rUfTR8L3071u3HeqLjjV8VqD7SpGVzw/ciQJC0qg0QDdIKv83p27saii00k6yWnfXbNnRbTHMCJRUauej19T7x23DatD/ar3LMxFuuANFI6vgxqmNBPdJxx+tB9ZIWAgRpqsoA0eBAzdET/mHoRGuhNSr8xmR1hdRMqOXu2qj30/v6XTG1f2mupSHlCBBNSx//5q11tOuZjj+sC9WL6icNBAjSVHUBoj72Wj0u/KNQd0TLeIF//etfGSNxdTWjFenS7LJaCL2/9iN+r1z7qf1NS9oBosCPz+GkrqZwQT2EdZLWrAkECNJUdQHSo0eP6A9CDdLF9l5SL5T4mBFtmufJegssLdoff/4p7XcavWjSDBB/bjL9O+3eR9VC9eDXjeXLUD4ECNJUVQGi0bThXEP6hj5y5Ei/SF7qk+/3j1d3yjQWPkqC9svv7qr9T3qsRJoBUk9zk1n4V2eqryQRIEhT1QSITprxkdSnn366XyQvzUob7/Wk+YI0L1A10H7G1wTRcSQxy24orQBRF+b43GRpzE5bC/wOIUmOECdAkKaqCRCtdBc/gRZzK0fho+lNwudryo5ip75uatrf+FQjOp6krkTSCBCNtNaYkvB11eUaucW7pKvekhqpToAgTVURIPFuj5qgrpiZTRU0e+65Z/R8jRRPu2tuWrTf8ZHuOq5igjSXNAJEK/eFr6kJHf2ZYZFJ9ROf+FL1lwQCBGmq+ADRwjbxmVq1+lox4g3m6iJbreER0v7Hu/rq+EqVdIBoOvj4lOFavx2NUz2Fdab6S2IdEQIEaaroANFUJdtvv330B3DEEUf4RfJS19fwuWpDqLbbVrnoOOJtIqV28U06QOIz7KpnEQoX75WVxMy9BAjSVNEBEp+ttUWLFkWtSqfBd/FxHtXSYF4oHU94bDrOUgYbJhkguhUTzvelaVleffVVvwjyUH2F0+moHku99UeAIE0VGyCPPPJI1DNFI3UnTJjgF8lJ039oec7wD0cD82qRjis8Rh2vddqTJANEK9uFr6W1UFA81VtYh6rPUhAgSFNFBsj777/vfvnLX0Yf/GKnvdDUJuFzNVV5pY7zKJWOKz4Vu3VKl6QCRAEWbwjWAloonuotrEPVp/WLgRAgSFPFBYhG4u63334ZJ7RiRudqFttwYkTdCqi0EeZJ0/GFtzx03JZZfJMKkHjPKy1IBTvVX1iXpfTIIkCQpooLEE1zHn7gmzVr5t577z2/SF7xXle1euvKF7+VZemVlVSAtG/fPnqd0aNH+w+jCKq/sC5Vr1YECNJUUQEyZcqUaKoSbSNGjPCL5KXFmMJv4+rqWu4ZdZuKjjPs2qvjL3ZRqiQCRCPjw1HnGquyYsUKvwiKoPoLx/yoXq0zDxAgSFPFBMiSJUvcpptuGn3Yu3bt6hdpVHylO02NXk90vOGxF7vSXRIBcsstt0SvwajzZMRHp6t+LQgQpKliAuT444+PPuitWrUqeoS1ZuUNvwFrcaZ6ufoI6XjDRalUD8XMUpxEgLRp0yZ6jRdeeMF/GAaqx7BOVb8WBAjSVBEBMmDAgOhDrobg1157zS/SqHjbiVb4q0c67rAOVB+FKjVAPv300+jW4SabbOI/jBKoPlWvql/Vc7EIEKSpyQPkrbfeypiqpGfPnn6RgsTXzqj26UqsdNxhHag+ClVqgDz44IPR8zt37uw/jBKoPsO6VT0XiwBBmpo0QNS/fccdd4w+4B06dPCLFGTq1KnRa2im3noWn7Je9VKIUgOkW7du0fPvvfde/2GUQPUZ1q3quVgECNLUpAFyzjnnRB/ujTbaqKipSuLiixZdd911/sN1Rccf1kWhixOVGiBqs9JzNXOABoEiOarPcEYG1XOxCBCkqckC5LHHHsuYqmT8+PF+kYLFB13V6+2rUPw2VqGD+UoJEM3VFP4eNZ0KkhdOy6N6LnZuLAIEaWqSAFGf9vi6FpdffrlfpGDqrRWOPNfSoEktxFOtdPzhEqmql0J6s5USIPHAKna2ZBRG9RrWcbFfkAgQpKnsAaIT3O9///voQ63V17799lu/WMEmTZrECcwTP+GofhpTSoDE17C4+OKL/YeRANVrWMfFrq1CgCBNZQ+Q66+/PvpA/+IXv3Dz58/3ixSlf//+0etdddVV/sN1SfUQ1onqpzGlBEj8vdQdG8mLd3Mv9jNOgCBNZQ2QF1980a266qrRB3r48OF+kaJddNFF0esNHTrUf7guqR7COlH9NKaUAOnYsWP03EKudlC8+FW26rsYBAjSVLYA0fKcm222WfRhPuWUU/wiJur6G77m9OnT/YfrkuohrJNCukaXEiAHHHBA9Nx58+b5DyMBqtewjlXfxSBAkKayBcgJJ5wQfZA1yG3ZsmV+ERO1oYSvaxmpW4tUD2GdqH4aU0qA7LbbbtFzrd2wkZ/qNaxj1XcxCBCkqSwBEp9oT2t5J7nM6bbbbhu99jfffOM/XJdUD2GdqH4aU0qAxAcuUv/piP8+ix0oS4AgTakHiCb1C8cJaLv99tv9IiUJ5wpSMOF7qg/VSyFzU5USINR/eRTz+4wjQJCm1ANk1qxZ0QdY20MPPeQXKcl6660XvK4Wn8L3VB+qF9VPY0oJEOq/PIr5fcYRIEhT6gEip556avQhXmeddYpeZTAfvgE3rJhvrKUECPVfHsX8PuMIEKSpLAGiNc333Xff6IO85557FrXOeT60gWQrZxsI9Z++Yn+fcQQI0lSWABFNCte8efPow1zsgKhc6IWVral6YVH/6Yj/PumFhUpStgCR0aNHRw3qWjVv4sSJfpGixceBvPLKK/7DdUn1ENYJ40CqH+NAUKnKGiASXzXvN7/5jVu8eLFfpCjxkejFzhNUq+LzUzESvfoxEh2VquwB8vXXX7vtttsu+lAfeeSRfpGixOcJuvLKK/2H65LqIayTQuanKiVAip13C8UrZb43AgRpKnuAyMyZM90aa6wRfbB79+7tFynY888/H73OYYcd5j9cl1QPYZ2ofhpTSoAUO+8WilfKfG8ECNLUJAEiffv2jT7Yq6++unvjjTf8IgXRsrh6vl5Hs/uWMjV8LdDxqx7CelX9NKaUACm2vQXFK6WdjwBBmposQOSYY46JPtzqnqjbWxbt27ePXueFF17wH64rOv6wLlQvhSglQL788kv3wx/+MHiuJstE8sJJSFXPqu9iECBIU5MGyOeff+5atmwZfcC7devmFylIfB3wem8Hibd/FLo+fCkBIvGxIEkOEoUL6jOs22LHgAgBgjQ1aYCIepioS68+4Ori+/DDD/tFGvX6669HfyT6tlavy9rquONT5qteClFqgJx99tnR8wcOHOg/jBKoPsO6VT0XiwBBmpo8QOTaa6+NPuRaz1sTMBarTZs20WuMHz/ef7gu6LjDOlB9FKrUAFHoh88/8cQT/YdRAtVnWLeWL1cECNJUEQGiaU323nvv6IOufxc71Ylm+Q2fX2xf+VoRH5NRzKzHpQaIbkWGV5Ebbrhh3V4BJk31qPpUvap+Vc/FIkCQpooIEFm4cGFw9RF+2K+55hq/SF6a7iHsGqw/trffftsvUtN0vOFJXPVQzLQipQaIxKeUGTdunP8wDFSPYZ0WMiVNQwgQpKliAkR0iR6f6mTKlJf9Inmdd9550R9Lvd1Kid/qUD0UI4kAufPOO6PXOPnkk/2HYaB6DOtU9WtBgCBNFRUgop5Yq6yyplt77e3dLruc5pYu/covktOHH34YjQlRACW58mEl03GGVx86ftVDMZIIEC27+pOf/CR4jbXWWiuxJYvrlepP9aj6VL1alwsmQJCmiguQr79e7vba6yTXsuVJrlWra1337k/7RfKKX4W0bdu26LaUaqPj03GGx1zs1YckESByxBFHRK8zaNAg/2EUQfUX1qXq1YoAQZoqLkDknXc+dLvueofbccdewfbQQ2/6RXJaunRp1PCorWfPnn6RmqLjC49Vx63jL1ZSATJq1KjodX73u9/RmG6kelP9hXWperUiQJCmigwQGTHizShAdt+9r5szp/BZe0eMGBH90ahB+bXXXvOL1AQdV3xOMR23RVIBohPfNttsE71W0ssX1wvVW1iHqs9SgpgAQZoqNkDkwgufikLkuOOGueXLC5/nSrP8hn84v/3tb03fzCuZjkfHFR5jKbMaJxUgcs8990SvpZMXihc/6as+S0GAIE0VHSBLly53Bx98bxQiN974nF8kJ/WZ33zzzaM/nkMPPbRmJlrUceh4wmPTcVrGCISSDBDtW3w0vGXwWz2LD8pUPZb6mSVAkKaKDhCZPv3DlX8EfYIAad26l5swofBV79Q7KeyVpe3Pf/5zSbcDKoH2X8cRHpOOr9TeZkkGiMRnWt5kk03okVUg1ZPqK6w71WOpCBCkqeIDRO66a2p0FbLffgPdRx8VPiPpsGHD3I9+9KPoj+i0006r2hDRfmv/w2PRcen4SpV0gKhnWOvWraPXvPTSS/0iaIDqKawz1V8SPQgJEKSpKgLku+/+47p0GRWFSNeuo4OfFapfv37RAEVtxx57rHnq+Kai/dV+h8eg49FxJSHpABFNKx9O865xDG+99ZZfBDGqn3AcjeotqWUJCBCkqSoCRBYt+sLts8/AKET69ZvmF8nrn//8Z0aItGvXLjhxVgPtp/Y3Hh46nqSkESBy6qmnRq+rE9k333zjF8FKqpf4iV71lhQCBGmqmgCRcePmBO0gCpCdd+7jZsxY5BfJSz1aVl111egPaoMNNnBPP13cQMVy0/5pP8N91v6X2jPHl1aAaPR0fN8t05HXg/h0+Kov66jzhhAgSFNVBYhcd93E6CrkkEOGuC++aHzJ1rixY8dGS75q0+0Cjd4udqW3tGl/tF/hbSBt2m/tf9LSChB59tlnozYoXTmNHDnSL1LXVB/hlbHqSfWVJAIEaaq6ANFYkGOOeSAKkYsvHuMXadS7777rdtlll+gPS9tGG23kBg8e7BdtEtoP7U98/7S/2u80pBkgcvXVV2eEYKELXdU61UP8y4zqKWkECNJUdQEis2d/5nbbrW8UIiNHzvSLNGrFihVBr5d4D63wRK2RwOXuqaX30/v6wab9035qf9OSdoCoN9H+++8fvYfCcf78+X6xuqLjj39JUP0k0evKR4AgTVUZIDJ8+BtRgLRr18/Nm2cbSPfyyy9nNFCH25ZbbhnMM1XMuhoWen29j97P3wftl/YvbWkHiHzyySduq622it5H/067biuVjtuvC9VPGggQpKlqA0TOP//JKET+9Kfh7ptv7N/ghgwZ4lq2bJl1Elej9UEHHeTuvvtu99577/lPM9Hr6PX0uvFG/XDTfmh/yqUcASLz5s3LmOhSJ7e0TpyVSscbP6mrPlQvaSFAkKaqDpAlS75eeRIeHIXITTdN8osURbeJdOLeYYcdsk7q4aaRwlq86cYbbwxuOWlCw1zTiOjnelzlVF7Pi4809je9r94/zdtVDSlXgIjqo1mzZtH76dt3vdzO0nHGrzxUD2lP9EmAIE1VHSAybdoHrk2b3kGAqIuv/p+E8ePHuy5durh11lkn60Sfb/v1r3+d9bN8m15f76P3KzedUNRgf/DBB0f789Of/tRNnz7dL5qoyZMnZ4SIvoXXesO6ji9+9aXjVz2kaerUqW7NNdeM3pMAQdKqPkCkd+/vpzopZu2QQmiQ12OPPebOOusst/3222cMRrRser5eR6+n1y334DqNMRgwYID74x//GISFv3/a1HB/yimnpDrQUt+84ydU9Uaq1S6+Oq54bysdd5pXHosWLQqWw413AddWbbMvoPLVRIBoWpMBA6a5nj1fLKkdpBBLliwJBvfdcccd7pxzzgm+ve+1117BrYmNN9442vR//VyPq5zK63l6frnphNKnT5+gp8+Pf/zjrMDQpraYcFnc+En9lltuSS3kdO/f7zygQXVpvV+56TjigwS16XjTavNYvny5u/76693Pf/7zjPfUmjFXXnmlXxwoWU0ECLItWLDA3XbbbUGI+V2Vw00nmk6dOgVtNF999VVwi6N79+7RnEzxk56ultKgRuV4F19tum9f7XNnaf/j7Q/adJxpdRrQNPDx5Qu0rbbaakEX8EobJIvaQYDUkDlz5gSN9bvttltWWITbuuuuG9zeePzxx4NvrA2ZPXu269ChQ9Zz1Wts1qxZfvGSafyDBtHFr4AUYjr5KdiqifZX+x0PYR2Xji+NcR5vvPFGVgBrO/roo93cuXP94kCiCJAqp2+61157bcb06f6mhv2uXbu6Z555pqgFisaMGZOxNrc23eo699xzc/Y8K8W4ceMy5s7Spl5r1bIolfbT72Wn49FxJU1tWWeeeWbWLUm1ryU9HQqQCwFShWbMmOGuuOIK16pVq6ywCLcWLVoE99/Vu6uUUfUKHLXf+L3RmjdvHrSrJP2tWidGzUbrNwC3adOmYtdY135p/+L7q/3XcSQ5MaKU+/cB5EOAVIlXX53jrr76X1n3uePbpptu6i666CI3ZcoU/+klK/c3Xq2H0dBVla6IBg0a1OS3tvT+2g//Ck2b9jup9Tziyn1FCDSGAKlgr7zygbvllsnBuvCbb37Wym+Ze7hVVvm+X7+2rbfe2l122WUry77iPz0V5bznrm/TWtY1vsZ6uK211lrupJNOSuX2UD56P72v3t/fJ+2n9jfpq4Byt0kBhSJAKoi6I7/00sJgyvo//OGeaGyLtq23vtytv/4hbvXVNwq+9atRdubM4ieRTEo5e/3oto0GPG6zzTZZJ1FtGlehUf4DBw5MbLqZkF5Pr6vXj49biW/aL+1fMe1LhWiKXnFAMQiQJrZixXfu+effWxkIz678Zn93RmjEt06d7nM9e45e+S1/gf8STSbXuAOdaJNe9ErUljNq1Ch35JFHZp1U45uCTd/YL7zwQte/f/9gxLd6qOUaGKmf63GVU3k9T8/3AzK+6f21H9qfUtqYGqLX02BPf1aDtMflAMUiQJqA1jQZP36eu+KKsW7vvQdkhYU2Tc/SufPDbsiQGcFyvpUs18jntm3bptIWIGqTufPOO4MZi3ONc8m3rbfeelk/a2zT++j99L5JN46HJk2alDV+pBwzAwAWVRcg8ZNsIRorH39cc2nNnJn/j7Sx18vlq69WuKefnu3+9rcxwfTzfmBo22mnPq5r19HBVPWffrrMf4mKp7mXdt9994yTn0LlpJO6rAyZdAbQiUb365aaep1tu+22WSf+Uja9nl5Xr5/mLAILFix0HTt2zJoqRwNB056bDLAiQLyT+GmnPeIXydDY68V9+eU37tFH3w6mnY8vgBXfdt31LnfmmY8Fi2JpduFaoBmF1Y04PAmuscYmbvPNj3K9ej2T+lQzojYYdSq4//773TXXXONOOOGE4ESsTV2f41PO6P/hYyqn8nqenp90W05Dvv56hbv55ntd8+aZU7poSv9hw4b5xYGKQoA0cFKfMiV3O0Njr6cQePjhWe6ssx4LwsF/bW1t2/Z15533hHvkkbeKXtO9WixbtiwYq7L22uu7ddZpu/KE+NeV3+ZvcoceOsSNHTvHL16XnnpqtjvggN4rg+wvrlmznYMedj/72c+CEGPiQ1QDAqSBE3zHjsNdrnbRfK+nQNhllz5Zr6dNt620frtOGrqdVS8WLPjAnX76zW6rrf6WUR+6VffOO/W5IuGsWZ8E7VthXWy5ZXe3wQaHuS5dzncLFy70iwMViwCJPa4rg/DfTzzxjl80kO/1zj778YzH99qrv7v88rHu2WfnBg3n9WzatPeDYI7Xj9p8/v73CTVz664xixd/tfLq4tlo/ZpwO+GEoSvr512/OFDxCJDY47feOjn692GHaWXA7Pv1+V5vxoxFQRvKVVc96yZPfq/B59czjXNRW4/fXVk90e67b4b79tvarC99Du65Z3rwhSJ+3AccMMiNHj0r59UuUOkIkNjjn3/+ldtjj+//yIcOzV70p7HXQ+PU7vOPfzyfdbvvqKPuD8bE1JKJE+e5ww8fmnGcahu7/fYXgk4WQDUjQLzH46sb6pvysmWZ7RV+edjNn78k67afNv1Mj1WzuXMXu27dHs06NvXIW7hwqV8cqEpVHSDFbg3xH9e3wv32Gxj9TIGSrzxKp15vuvqI162uTnSVUm291JYuXe5uummS23nnzKurY499IJimBqglBEgDjw8e/Gr0M/We+uyz72d+bag8Sqf2D90y9Efm6ypQ7SZqP6lk2j8NAN133++/fGjT//XzSt9/wKKqA6QQjZVv6HH1mDrwwMHRz2+44bm85ZEc9cjSZJLqoRWva/XgmjbtA794RdCVxXHHDcvYX12B6EpEVyRArSJAcjw+YsSb0c91OyW8b52rPJI1e/ZnwViReH1r01iaDz/8t1+8SegzccEFT2Xt4xlnPOLmzFnsFwdqDgGS43HdcujQ4b7osUsuGZO3PNKhUesavR6vd00L06vXS8E0IE1BHSvuuOPFrJkG9HmZMGGeXxyoWQRInsc1mDB8TBMtagRxvvJIh+bP6t9/WtYklAcdNDjngM9QvHwSk2VqtgF/rZY99+zvBg2azrgf1B0CJM/jGuB1/PHfj57WrYl85ZGuTz75MpgC3x/JffLJI928eQ0v6Rovp806WaZCrEuXURmPaz+0jku8kwVQTwiQRh7XQLB4mcbKI32vv/6R+8tfHsr4XZxyyii/WMD/nWmzTJap94w/prmsGruaAWodAdLI46JvuPFyjZVHeWiq/PB2Uo8eE/yHA/7vTJtlskzdnure/enguU8+OTvjMaBeESCNPC7qPuqfhPKVR/moy7WuDgoJhFInywSQiQBp5PFQQ9NSoPLFf1+lTpYJIBMB0sjjIfXAUi+eQsujMsR/X0yWCSSr6gIEKIYfCEyWCSSHAEFN8wOByTKB5BAgqGkNBQKTZQLJIEBQ0xoKBCbLBJJBgKCm5QoEJssESkeAoKblCgQmywRKR4CgpuULBCbLBEpDgKCm5QsEJssESkOAoKY1FghMlgnYESCoaYUEApNlAjYECGpaIYHAZJmADQGCmlZoIDBZJlA8AgQ1rdBAYLJMoHgECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEz+D3zvlENaDmlDAAAAAElFTkSuQmCC)
PN: 3H37-1-5W
CAS: 517918-95-5
Molecule Weight: 143.149
Formula: C8H5N3
PN: 3H37-5-37
CAS: 920965-87-3
Molecule Weight: 177.59
Formula: C8H4ClN3
![5-Bromo-1H-pyrrolo[2,3-b]pyridine-3-carbonitrile](data:image/png;base64,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)
PN: 3H37-9-45
CAS: 799270-07-8
Molecule Weight: 222.045
Formula: C8H4BrN3
![5-Methyl-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-1-HE
CAS: 824-52-2
Molecule Weight: 132.166
Formula: C8H8N2
PN: 3H32-5-B4
CAS: 1408075-79-5
Molecule Weight: 183.64
Formula: C8H10ClN3
TSCA: Not listed on TSCA inventory
