| Product Number | 3H32-3-2Z |
| Synonyms | 4-Fluoro-1H-pyrrolo[2,3-b]pyridine |
| CAS | 640735-23-5 |
| MDL Number | MFCD08272231 |
| Molecular Formula | C7H5FN2 |
| Molecular Weight | 136.129 |
| 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 | ||||
![5-Fluoro-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACAuAAAgLgErNASyAAACFHpUWHRtb2xTb3VyY2UAAHichZXbauMwEIZfReh6q6OPIU4JKYVCuxfbLuzd4thKYoilIjunt+8o3rB2ojrgi0Gab44/8vTxWG/RXtmmMjrDnDCMlC5MWel1hn9/PD8k+HE2LcAJHHWT4U3bfk4oPRwOpNioOj8aTQpT4+5+cmyqgc9BEmPXVDDG6Z+31/cz81Dpps11oYBqqklzPnw1Rd6eq/gmBa1zu6807dxpbfddtL+CuY+RY1Pi/70s4G4OKFpVW4VWxtZ5i/aCEfjYD7RWWtm8VSVanuBYkgB6n03fnkyxq5VuwXQRqiLfvrd2V8BBbbaq2EEwMF6eMlxzAPLW1HNr81NnoqrMcM5hilvlwnycPlWGn6FRkeGYhCmXGJ3ADohMRAIBqMP6sLiCFx0cERHGUQdLEnE/LO/DgrDYDwdX8M8ODkgqZNrBnEjmh0N/Zgk9M3Evc3SbeXMqrYEtLcxOt5C4CycIF2F0qSVMo9QXLvbXwokQLLjUkgT+WhI/3M8MWkmS2Aen96fw/fI489P9BVzrhvYEuDS67JnnoEsYnHP5pVaNcDmQE5ixpbJuqBDAufYBMQQEcqL6B8x9gBwCEjkhjQHBEAiQE88YEA6BEDnBjAHREIiQk8QYEA+BGDkZjAHJEEiQW/0YkN70cAdwaugTKToLZBThN7vzI7QnFXp518C8efNo70Gk8BuYfQHRwuLAIjaZYQAAOI5JREFUeF7t3QfYFNXd/nGjiRpL7OY1iSQ2NIpd1IioBDV2AwR7ixq78rdiNGIlxpgXFQ0KSLFgbCjBbsSCIjFWLFiiKIICGkAUC4KcP/fk3fXs2XmeZ/e3s7M7u9/Pdc11Kc/M7MyZ2b2nnLKYAwDAYLHwHwAAKAUBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBADqzMBjFit7qoXafCoAoEVhOJQy1UJtPhUA0KIwHEqZaqE2nwoAaFGtg6FU9b11ANCECBAAgAkBAgAwIUAAACYECADAhAABAJj4AVLKVCu1+2QA7uabb3YzZswI/xlNLgyItqZaqd0nA01s3LhxbrXVVnOLLbaY+853vuP69Onjvv7663A2NKkwINqaaqV2nww0oSlTpriDDz44Co5wWm+99dw999wTLoImVA/hUIr63jqgQXz55ZfuwgsvdMsuu2xRcITTrrvu6l5//fVwFWgiBAiAyG233eZ++tOfFgWFwuTII490HTp0KPrb9773PXfKKae4WbNmhatDEyBAgCb3wgsvuB122KEoHPTO45BDDnFTp06N5luwYIG79tpr3aqrrlo07yqrrBL9TfOgeRAgQJP66KOP3NFHH+2WWGKJokDYeuut3dNPPx0uEtHdRq9evaK7j3C5jTfe2D366KPhImhQBAjQZFSL6i9/+YtbYYUVigJgjTXWcMOHD3cLFy4MFyui9x+/+tWvitahqXv37u6dd94JF0GDIUCAJnLvvfe69u3bF/3gL7XUUu73v/+9++yzz8JF2qQaWaqZFbfOc845x7RO1N68z2e7Vx650r359PDwT3kECNAEWrtb6NatW8V3C7qrufzyy2Pvan70ox+VfFeD2lv4zQL32hPXuhtOWzUfDm88NSScLUKAAA1s9uzZrb6vGDNmTLhIRdRaXe9VFl988aLP03uV8ePHh4ugjnzw5mPujos2KQgGTS/c3zecNUKAAA2orRpTAwYMqGqNKdXs6ty5c9Fnq2bXoYcemq/Zhfrw6ceT3MPX9SgKDk339989epwVhwABGsxjjz3mNtlkk6If71q02bj11ltj25Yst9xy7uKLL44aLqJ2vv7qM/evUee6609Yqig4bv3Dem7yhNZ7HCBAgAYxadIk16NHj6Ifa01qNT5x4sRwkVR88cUXUev2ZZZZpmi7fvazn7k77rgjXATVtnChe3P8De6ms35UFBzDeq3gJjx0uftm/rxwqcwiQIAWqJbTueeeG9V6Cn+g66nfKvWvddBBBxVto6addtrJvfTSS+EiqIIZ74x3d1+6TVFwDDp2cffEDUe5Lz5tvF6XCRAgoFpNN9xwQ1TLKfxBVm0o1YqaN6/+riLVw+9WW21VtM1q0HjMMce4jz/+OFwECfh89gfu0aGHuoHHfqcoPP5+eWf38eTnw0UaBgFSJv1wbLrpptFjA1XTfOqpp8JZkGGqzbTNNtsU/Qir9tNRRx1V92N3KPyGDh3q/ud//qdoH1ZccUXXr18/uo1PyIL5X7kX7rvEDT15uaLgGHF2O/f2v/4WLtJwCJAyHXjggUVfzB//+MfupJNOil6yfvPNN+EiyIAPPvggqsWk2kzh8VWtp+efz9ZV5Keffup69+7tllxyyaL9WX/99d39998fLoIyTHr+TnfLOWsVBceQk5Zxz91zgZv/9RfhIg2JACmD+iKKq4fvT6uvvrr73e9+5/7xj39wpZcBX331lbvkkkui2kvhsWzXrp3729+yfRX59ttvu3333bdo3zTtvvvu7o033ggXQStmTpng7vnLTkXBoWnM9Qe5z2a9Hy7S0AiQEun5se40cl8+PVdua2yHlVZayR1xxBHRy1b9UKG+3HnnnW6ttdYqOm56PHnBBRdEtZwaxSOPPOI22mijon1VFeTTTjvNffLJJ+Ei8Hz52cdu7M3HukHHLVEUHCP7bummvd2cj7IJkBLtvffeBV+8K664IgqF++67z/32t791K6+8ctGX0590hauR6PSj9fnnn4erR4omTJgQ1U4Kj5Em1WZ6//3GvIqcP3++u+aaa2LPVQ2vO2jQIB7BBr5Z8LV7+ZEr3LD/t2JRcNx4xg/dG+OGuoULm7fMCJAS9O/fv+DLtueeexb1P6Qvp67yVNvlhz/8YdEX1J90hat2BTfffDMd4qVId5HHHntsbDfrW265ZdNUiJg5c2b0zu673/1uUTlsttlm7vHHHw8XaUrvv/qAu63PBkXBMfiEJd0/R57l5n05J1yk6RAgbdDV6tJLL53/gqlbbo330BpdxelLqNbJP/nJT4q+pP6kNgZ77bWXGzZsWKotmZuJ3kXpjlG1kMLyV9ir1lIzXnm/+uqrbueddy4qE009e/Z07777brhIU/hk+pvugf57FAWHpgf/uo+bM+Pf4SJNiwBphR41/fznP89/qfQCXS/Hy6UBhM4888zY5+3+pOfRu+yyS/Qood6ri2bFAw884DbYYIOislbtpLPOOsvNmcNV5KhRo9y6665bVEa6cDrvvPPc3Llzw0Ua0rwvPnHjbz/NDT7+e0XBcfv5G7qpE8v/7jc6AqQVqk3lf6HOPvvscJayqTroH/7wh6gqZfiF9Sc9ZtFz+quvvpoO8gzefPNNt8ceexSVq6Z99tnH/fvfXEX61L7pT3/6k/vBD35QVF6qPHLTTTeFizQMvcOYOHaQu+H01YqCY/ipK7tXH7160R3q/HAxOAKkRbfffnvBl0iNy5Kulvvaa69FfRnFddAXTp06dYpaQDfrY4VSqTaRahXFdbO+4YYbmu4gm8n06dOjSiFx1dV/8YtfuGeeeSZcJNMmPPuEu+CYzVzfA4L3HMd91z11y4nuq7kzw0XgIUBivPfeewXPy3VVVunAQG1Rff0//vGP0dgO4Rc3nPTCV20X3nrrrXA1TUvvMPToT7WJwvJSrSPdyamiA0rz7LPPRhctYVmqoeXhhx/uPvzww3CRTNF3/NCD93ObtFvM7dtxMXfqXou5q4/8b3jc26+rm/XBq+EiiEGABDSWQ/jFGTFiRDhbVU2ePDnqcmL77bePbRntTx06dHDnn3++e/nll8PVNI0nnngiqj0Ulo1qGZ144olRraN6oxphupvMTfXaT5XO/TXXXLOobJdffvnogqce+wRrjd7n6L1OrmLMj1ZadHe/wWLusB0Wc1edtI5796VR4SJoBQES0Mnlf1HUELCW1MXGX//6V9elS5fY6qf+pBehGitbV4/NQFeR++23X1E5aOratWtUy6gW1ADxxRdfdLfddpvr06dPVKNJ/afFjd8RN2k+za/ltLzWo/XVqmGjKpPoIuX73/9+0bauvfba7q677goXqUuqNh/Wilzyu4vu6Ndf3t0+9FK3oIG6WU8LAeJR1Vv/R7p9+/Z11U5D1Yevv/76aAzuuD6O/EnjQZx++ukN2bYhvIr0p3XWWcfdfffd4SJVpXdjY8eOjX7sdfca174iiUnr1fr1Ofq8pN/JtUV3xvvvv3/Rdmn65S9/Wbd3wf/617/cdtttV7TNes+jC8QZ06eFi6BEBMj/+c9//lNwdaL2GfXcgZ7G5FaX46pRFPdD6k+qRaNHOY3Q2WPcVaQmPVK59NJLU3ukoruBG2+8MarpFdePVhqTPlefr+1I8+5E4bXFFlsUbY8C7vjjj4++S/Vg2rRpUUDEVQhQoDTLnXo1ESD/J+xw7n//93/DWeqWrsjV6Z8e57TVP5c6ezz66KPdww8/nPoVbCXauorUj0UadEenbt0VWOG2xE16f6BOC3v16uWuuuoqN3z48CgEFeaaNNhT7r/17/q75tP8Wi7u/UPcpO3RdqV1x6kLEd0N63wKt0V9wGkfalVpQRcRupiIO0a6+FA5IxkEyCLqH8g/yfTFDbsqyQpdieqZ9CGHHBJbpz/8oqtGzejRo+u2s8d6uIpU0A4cODB6pBlugz+pvHUhovNJd69JNcDTerQ+rVfrb+u4aju1vWlcIKja9BlnnBH7SFWNcB966KFwkarS40s9xgy3Re9v9OiPfuiS1fQBoue2/iMgDcTTKK3AdSWW6+xxlVVWKfpS+ZMeh6gjQY2jXQ9fsnq4itQ2XHvtta2+/FYPtxdffHHU24Bq8KVBn6PP0+fG9bCbm7Td2v40HuupSrm65Am3QZM6Iq12lfNXXnkleg8TfrYmvbdRhQskr6kDRFfralyWO9F0latHO40o19mjOhOMG63On9TZY/fu3aMfaQ1MlLZaX0Xq8cx1113X4uMj3bnpWX+9NKrTdmh7tF3htmrSfmh/0nj/pTsOv/uf3KQ7FHXnk3TXMXrfcsIJJ8RWXNh8882jKt6onqYOEP2Y+iec+kZqBno8py+WnrO39COZm1SZQL0Pq7PHarenqIeryBdeeMF17Nix6PM16Wpfofrll1+Gi9UFbZe2r6W7Eu2X9q/adLGidyBxgaZ3Jnp3UmmY6TPUS3ZLXdMPHjy44s9A25o2QDQuR/jlSuOZcT3SOOAKT9XpD7+M/qTuQdR7q56vq8uLpNTDVaTeM6gLlLhtUGNNtcXIynsxbae2V9sd7ov2T/uZ1PuZ1ui4HnfccbFlqlpcTz75ZLhISfSUwH9ykJt0l6Oq6wyOlZ6mDBDVZ/evjvRSUl2J4L9X4GpjEdeDrT/pcd+OO+4YXQVOmTIlXE1J6uUqcsyYMbHvOdQwU++EshIcIW23tj+up13tr/Y7DXrPqIaw4TZoOuCAA6LvYynUAWY4sFtu0l2yOtBEupouQPQCUl2E+CdfI/c0WomJEydGnT2qVXT4hQ0n1YhSZ4+TJk0KVxOrHq4i9QPbt2/fohb+2oZzzz23bh9VlUv7of0Ja0ppv7X/aQXkyJEjY+9y9W5LLd1berel9yZ6fxJuvyZd6Dz44IPhIkhJ0wWITlT/BDzssMPCWVKnW32/X6R6aYjl0x2aakWpV+LwSxxOejyhzh7jrgjr5SpSg3fp88Jt0MWFekluRNqv8OIpV+5pDWam6uIKrbjGl3of5/c7p7vPIUOGxI7wqScIV155Zc3amuC/mipA9Czdv9pcb731UqtlpKt53en07t3bdevWLbr6Dq98w0l/13yaX8tpea2n1vTIQSP8de7cuc3OHvVCV6GdG1SrHq4i1a+Uunrxt0Hvd/SDlNbVeK1o/7SfYXf3Kg+VS1rUm6/aIMWdP+quRS/a1et0+Dd9J/RepR4vsppR0wSIahD5NY70Q1bNRmjqXVU/+PqSqCuR8ItQyaT1ab1af617cdUPwYABA6LaU3EvS1ubanEVqYuIsCGe2pUo4JqJ9jfsEkblkkaFBZ+qIG+77bZF50bcpPcoGmIa9aNpAkRX8f7JqOf1SdMP4T333BO1oYi70q7GpM/R5+lz0/whjqMw0yOH3XbbrdX9r9VV5L333lvUo6yGEG5rjPtGpf3W/vvlofJROaVN/Xm1dKGloaBVaxL1pykCRK1x/RNSvdkm+ahCL3z1snmNNdYoOvnDSY/N9A5A3T+olpHuIuL6RdK/6++aT/NruXBd4aTP13ak8QK6LdoG/Sio6w3/MYXuOmpxFXnLLbcUPbZRO5g0annVM+2/ysEvF5WTyittqlqsd5LhMarXbnbQBAGiMSH8q069kEuqDYN+JC+66KLYBlO5Sa1yTznllOiqrtKu4bW81qP1xbX2zU3aHm1XPQSJqLpvbts0znza1Gtx2JfWBRdcEM7W1FQefvmovFRuaVOnmf52MHZ9fWvoAFH1Rb8xlb4USbys1d2L7mpaCg7dimtgp2q3LdH69Tkt3fpr+7SdSd5tWfity9MOEHWt4d956BxQK2kUU7n4QatyS7szRAIkWxo6QNQ/kH8y6nFQpXRHE9etuKaddtrJ3X///ak/FtHn6XP1+eE2adL21mp0PqlVgKhRpN8Zo34c1V06Wqby8UNE5ZdG9yc5BEi2NGyAqEM+/0TcaqutKuqVVD/SeiwU93JYP9x6b1EPtB1xQaLt1vanHW5SiwBRe5rwnZSqHqNtKie/3FSOKs80ECDZ0pABoq41/O4xdBVVSXfSqi2kmkX+ia1JdefVXXo90naFbR00aT/Srv2UdoCoRXPYyl39P6F0Ki+//FSeLbUUTxIBki0NFyC6wt5hhx0KTsJKXgaqrUjYT5LaO6i7jTQ6pKuEtk/bGbbP0P5Usw1MKO0A0ch8/v6qJ99avwfKGpVXOP65yrXaCJBsabgAUTVW/wTUyHxWuooP2w20a9eubsaBKJW2V9vt74f2K627pzQDREP7+vupRmpUA7VRuYWN/FS+1USAZEtDBYi6h/a7B9GgRNauStQddthuQO1H0n78kxRtt7bf3x/tn/az2tIKEHXkuMIKK+Q/a8UVV0zt2X2jUvmpHHNlqvIttcNMCwIkWxomQNQZnH+VrZfGOhkt1Jo67Kfq97//fU1eQCdJ26/98PdL+6n9raY0AkT7Fnb0ePvtt4ezwUDl6Jeryrla3wUCJFsaJkB69OhRcOJddtll4SwlUZcJfjVGtaLu169fOFumaX/81uHa32p2FZFGgKg/Lv/4V+tzmpXK0y9flXc1ECDZ0hABohHy/JNO/ftYXpqOGzeu4J2Hrs7VK2gj0n75d1nab+1/NVQ7QPR4zq91p25fNN49kqPy9LvTUXlX43EuAZItmQ8QjXGwzDLL5E84jbk8bdq0cLY2aRyKVVZZpeDkHTp0aDhbQ9H++fur/a/GeBzVDpBjjjmmYD/UqBLJU7n65axyTxoBki2ZDhB1VbLxxhvnTzY9lrH8eOjqKmw30Cx9JYV9IKkckr56r2aAqDqy/8hxn332CWdBglS+ubJWuSddHZwAyZZMB8iJJ55YcLJZG4sde+yxBes58sgjw1kamvbX33+VR5KqGSB+q3s9hqtmDSH8t6ab/5hX5Z8kAiRbMhsgo0aNKjjRNIyqpasSjdPsr2frrbd2X3/9dThbQ9P+ar/9clC5JKVaAaJBkfxt7tOnTzgLqkDl7Jd7koNxESDZkskAmTp1asH7Co2vbHl2P2PGjIKXrxqR7Z133glnawrab3+kPpWLyicJ1QoQ/3GK2ifUS/f1jU7l7Le3SfKxIQGSLZkLENU/DzsLHDZsWDhbScJHNyNGjAhnaSraf788knqUV40AeeWVVwqqIqt9C9LjtyfScdDxSAIBki2ZC5CLL7644AQ78MADw1lKou49/JevGhYWLiqHXJmofJLotqUaAaIuanLr1DP5pAYJQ2lU3v67kEq6DPIRINmSqQBROwW/Y8C1117bzZkzJ5ytTWoj0rFjx/x6VA34vffeC2drSioHv1q0ysnSpsaXdIBo7HW/mxlVpkD6/EosOh46LpUiQLIlMwEye/bsgl5xdcL+85//DGcryV133VVwkmqcDHxL5eGXj8qrEkkHyDXXXJNfnx6fVHvkR8RTufuPEXVcKkWAZEtmAqRnz54FJ9all14azlIyv8bRmmuuGbUnwbdUHiqXXBmpvCqRdID4PcR26tQp/DNSpPLPHQsdl0oRINmSiQAZPHhwwUnVtWtXc2duY8aMKVgX42PHU7n45aRys0oyQPSD4l/1asx31I7KP3csdFwq/cEnQLKl7gNk4sSJBc/kV1ttNffhhx+Gs5Vs1113za9r1VVXTWWUtSxSuah8cmWlcrNKMkD8lvPqcbka/TGhdCp/f5jnSntwIECypa4DRAPabLrppvmTSVc49957bzhbySZPnlxQ84p3H63z34Wo3FR+FkkGyCabbJJf17777hv+GTWg45A7Jjo+lSBAsqWuA+Tkk08uOJl69eoVzlIWvTfJrUu1uaj62TqVj1/rzfreKakAUS0f//HV8OHDw1lQAzoOuWOi41NJbSwCJFvqNkBGjx5d8GOx+eabVzw0aYcOHfLr22233cI/I4bKKVdmKj+LpAJEY5b4Py5Uva4POg7+calkbBkCJFvqMkA++OCDgufvyy67rHvjjTfC2cry0ksvFZyYN910UzgLYqic/HJTOZYrqQDx2x2oDRDqh45H7thU0i6HAMmWugsQ1a7q0qVLwUmUxJCrGqEwtz69lJ87d244C2KonPxKDJaRHpMKEL/L/aOOOir8M2pIxyN3bHScrAiQbKm7AOnbt2/BCbT//vuHs5j4j2I0YiFKp/LKlZ3l0V8SAaLaPv4jTe4g64t/p6rjZK0dR4BkS10FiLqF9l/arrXWWon0sDp//ny3/PLL59erkELp/FBXOao8y5FEgDz11FMFPyyW3pdRPToe/vHR8bIgQLKlbgJEQfGzn/0sf+Koq5Lx48eHs5loPf5JmeT4Bc0gHHej3OOSRID4w+/q3Cg3xFBdOh5+/2TW4aAJkGypmwDRoyr/xEnyLsFvLaseRJttwKhKqbz8nlfLbf2dRICcffbZ+XWsv/764Z9RB3RccsdIx8uCAMmWuggQvST3Txr94Fi7Kolz6qmn5tddaUOnZuU34FN5liOJAOnWrVt+HXvvvXf4Z9QBHZfcMdLxsiBAsqXmAaLquaqmmzthVH1X1XiTtMcee+TX/5vf/Cb8M0qgcsuVocqzHEkEyEYbbZRfxxlnnBH+GXVAxyV3jHS8LAiQbKlpgKhh4GabbZY/WVR7Qw0Ik7buuuvmP+Pcc88N/4wSqNxyZajyLEcSAeK3C7r66qvDP6MO6LjkjpGOlwUBki01DRB1TeKfLOq6pBqWWmqp/Gck0aakGfmPGVWe5UgiQPxjSBcm9cnv0qTccySHAMmWmgWIOkX06/Wr08RKuyqJM2/evIITcuTIkeEsKIHKzS9HlWupKg0QjmE2VHKO5BAg2VKTAHn99dcLavXoHYj+rRrUoMk/IR966KFwFpRA5eaXYzkNxSoNEI5hNlRyjuQQINlSkwDxOzXUpAGjqiXs6I02IDZhW5ByOjKsNEA4htlQyTmSQ4BkS8MHiAak8j/L0hkgijujVLmWqtIA4RhmQyXnSA4Bki01CZA0H2Fx9ZqMSq4uKw0QjmE2VHKO5BAg2VKTAJG0XqLPnDmz4ITk+blN+Hxb5VqqSgOEY5gNlZwjOQRIttQsQCSNarzU4ElGJTVsKg0QjmE2VHKO5BAg2VLTAEmrISHtQCpHOxC0hXYgzaemASJpdGXit0Q/55xzwj+jBCq3XBnWuiV6//79wz+jDui4+N9jCwIkW2oeIFLtzhT33HPP/Lp79OgR/hklULnlylDlWY4kAsTvC+v0008P/4w6oOOSO0b0hdUc6iJApJrduZ922mn59aoKMcrnV71WeZYjiQDp3r17fh177bVX+GfUAR2X3DHS8bIgQLKlbgKkmgNKXXfddfn1Lr300qaXe81M5aVyy5WhyrMcSQSIPx5I+/btwz+jDui45I4R44E0h7oJEKnWkLbPPPNMwUk5duzYcBa0QuXll5/KsxxJBMiwYcPy69A5wqBg9UXHw//u6nhZECDZUlcBIv7425r0aKtSCxYscCussEJ+nRdeeGE4C1qh8sqVncpR5VmOJAIkbKRWrYansNHx8I+PtbEnAZItdRcgennepUuXgpMoiaq3/mhpO+64Y/hntELllSs7y2iASQTIrFmzChqeUpW3vvhVeHWcdLwsCJBsqbsAEVXj9attqpqvqvtWol+/fvn1qY669QRvNionvw2GyrFcSQSIbLzxxvn1HH744eGfUUM6Hrljo+NkRYBkS10GiKhBoX/Fufnmm1fU1YkCyD8xy30R3Kz8CgiaLEGeVID4PRe0a9cu/DNqSMcjd2x0nKwIkGyp2wARdW3in0yVnJjSsWPH/Lo6deoU/hkxVE65MlP5WSQVIKNGjeLHpQ7pOPjHRcfJigDJlroOEN1xqJPF3MmkOxJ1wmjlt5TVut5+++1wFnhUPv5doLUFeFIBMnv2bLfEEkvk1zVw4MBwFtSAjkPumOj46DhZESDZUtcBIhpTYJlllsmfUKuttpr78MMPw9lK8tFHH0XtS3LrqkbnjY3EvwNUuan8LJIKENlqq63y69pll13CP6MGdBxyx0THpxIESLbUfYCIBpzyT6quXbuauzo54IAD8uvRmCTTp08PZ8EiKhd/zBaVm1WSAfKnP/0pvy5d7U6dOjWcBSlS+ft3hTo+lSBAsiUTASI9e/bMn1RLL72Gu+KKG8JZSjJhwoSCxzK9e/cOZ8EiKpdcGam8VG5WSQbIlClT3OKLL55f35///OdwFqRI5Z87FjouOj6VIECyJTMBoueqa621nltuufXc6qt3deuue/SiHzXbybrPPvvkT9Dll1/e/EisUak8VC65MlJ5VSLJABHdgebWV0mVUVTOr1qt41IpAiRbMhMg8swzL7l27botCo+T3SabXL7oh+1vbu7c8vu1Crs2OfDAA8NZmprKwy+fcrsuCSUdIH6jNU3PPfdcOAtSoHL3j0MSjTsJkGzJVIDIgAFj3BZbDHBbbjkwms45Z0w4S0n8dyGaxoyxrafRqBz8cqnk3UdO0gHy2WefFYwhs99++4WzIAUq99wx0PHQcakUAZItmQuQb75Z6I455p58gGgaPfrNcLY2qbX7D37wg/yJusEGG7gvvvginK2paP9VDrkyUfkkMbhX0gEifqNCPXu3NHCEncrbfxdVaRutHAIkWzIXIDJjxtxFP0o35AOkc+ehbvLk8nvtveKKKwpO1qOPPjqcpalo//3yUPkkoRoBope1Sy65ZH69RxxxRDgLqkjlnSt7HYdKX57nECDZkskAkccff7fgLuTgg0e6r78ur2rv/PnzC1qnaxoxYkQ4W1PQfvvloHJR+SShGgEiWlduvWqn8u6774azoApUzn57qiSPKQGSLZkNELnssqcKQqRfv/IHoJo0aZJbccUV8yesah+9+uqr4WwNTfvr17pSeahcklKtAFFLeX8MioMOOiicBVWgcs6Vuco/yR4dCJBsyXSAzJu3wO2//x35ANlqq4Fu3Lj3w9nadOeddxactGuuuaZ7//3y15NF2k/tr7//Ko8kVStA5LDDDsuvW+1VHn300XAWJEjl67ejUvkniQDJlkwHiLzzzizXqdOQfIjsssuN7j//+TycrU2nnHJKwYn785//3M2cOTOcraFo/7Sf/n6rHJJWzQAJK0NofxitsDpUrv75klQlCx8Bki2ZDxAZOXJiwaOsE064zy1cGM7VOo2y9+tf/7rg5N16660XhdF/wlkbgvZL++fvr/a/3NEGS1HNABF/rBdNlXangXh+NzKaLGPDtIUAyZaGCBA588yHC0LkhhteCmdp05dfful22GGHghNYV1yN9jhL+xPeeWi/tf/VUO0A0cv+TTbZJP8ZapPAkLfJUnn6bW9U3klVsvARINnSMAEyZ85Xbs89R+QDZNttB7vXXiu/99hPPvkkGrzKP4l/8pOfLFrXa+GsmaT90P74+6f91X5XS7UDRJ588smCZ/PqYqNagdhsVI5+lyUqZ5V3NRAg2dIwASIvvjjNdew4KB8i++77N/f55+U/D9ePaXgnolpKWa/iq+33a1tp0n5WMzwkjQCR8D1WNT+rmfjVpTVV4z1ZDgGSLQ0VIDJo0PMFj7LOO89WK0dXXd26dSs4mTWpsV3WWqxre8NGgpq0f2lcpacVIPPmzSsYL0TTLbfcEs6GMqj8/PJU+aqcq4UAyZaGCxB1dfK7340uCJF77y2/qxPRC+XwqlaTuvvISnVRbaffPUlu0n5V44V5nLQCRN555x23wgor5D9Pd1x0tmijcvPvWFWuKt9qIkCypeECRNTVSZcuw/MBYu3qJEftIvwfpdykBlX12hW8tstv8OX/CCTdzqMtaQaI3HHHHQX7vPrqq/NDVCaVl8rNL0eVa7URINnSkAEijz1W2NXJoYfeVXZXJz61zA67PdGkK7SzzjprUWjNCBepCW2Htid816FJ259kC/NSpR0gcsYZZxTs+9prr+2mTZsWzoYYKieVl19+Ks80ECDZ0rABIpde+mRBiFx5ZfldnfhUbVEdDPoN13LT0ksvHY0hnmS3DuXQ5+rztR3html7td3VqHZZiloEyMKFC90hhxxSUA6bbbZZ1SsMZJ3KR+Xkl5vKUeWZBgIkWxo6QNTVyX77fdvViWpoPf105b2GqvVtOOiSP22//fZu4MCBbtasWeGiidL69Tn6vHAbcpO2M+nWwuWqRYCIWk7vtttuBeWx6aabcifSApWLyscvL5Vfmi37CZBsaegAEXV1st12hV2dzJyZTC0qjdS37777Fv1o56alllrK7bjjju7CCy90Y8eOrbj2ipbXerQ+rVfrDz8zN2m7Kh1JMCna1tx2pRkgMnfuXLfNNtsUlI0ez/DDVEjlET62Urmp/NJEgGRLwweI3HnnawWPsi688PFwloq8/PLL0ch9fhfXcZN+8NUgq0ePHu7ss892Q4cOdbfeeqt77LHHomnChAn5/9a/6++aT/NrudYCQ5M+X9uh7ak1PQq58cYboyDzG/ittNJK0X6mSX1+hSGiF8TUzvovlUP4wlzllXZfcAqrI488smA7GCisvjVFgMgZZzyUD5CTT74//HMiPvroI9e/f//Yl+3VnPR5+lx9fi19/PHHbsiQIdFjD3+wp3BaYokl3HHHHZdqP2P6cdp9990LtkMVDZq9nYj2P6xwoXJK+85DFxs//vGPi86ViRMnhrOijjRNgHz22byoUWGvXg9Ej7Wq7a233oo6m9t7771jX7pXMml9Wq/Wr8+pJVUXHjBgQPSewx+bo5RJdyNXXnllai/39Tnhi3VNeqyWtcahldL+hi3MNal80joeoses2267bdF2aOrUqVM4O+pM0wRILX3zzTfRF+Xaa691p556qttrr71c+/btCx7txE36u+bT/FpOy2s9Wl8tTZ48OarV1blz5zb3YaONNnLnn3++e/rpp92ZZ54Ze2eiho4PPvhg+DFVodpE2o5wG9Q5YLN0wKj99DufzE0ql7RqW+nC4/DDD489fxQcPF7MBgKkDkyfPj0aJjQ36f/rjaoJX3rppUXvEuKmLbbYwl1yySXuzTeLewDQS1HdPYXLaNpzzz1jl6kGNYoLG4eqt1l1WZ5mraM0ab+0f36vuppUDmk0EpSvvvrK9e3b1y233HJFx18Dm2W9v7lmQ4CgRXr+rBpfYdXOuGm77bZzl19+eckNFR9++GG34YYbFq1Hdyinn356Ku011C3HlltuWbQN6uo+K13VlEr7E3bhr0n7X+3uSXJGjhxZVNNL0/e///3oLvXzz8sfCA61RYCgwAsvvODOO++82P6z/GnxxRePqufq5f2UKba2NXrWruVXXnnlovWvttpqbvDgwVV/XKeq0eoXLO5RirqCee+998JFMkXbH9eljfZX+11p1fJSqFZgly5dirZBk2oN6pEosokAgRs/fnzU/Unc1aE/qZrwzjvvHDVeTPIxm2pjnXDCCbEv4TVWyRNPPBEukjiNbxH3XkD7fMQRR2SuOqm2V9sdV7Vc+1mt8Tx8Oq6qbRd3XPWYM41tQHURIE1IL0qffvold/rp50TPncMvtz+p7YneTQwbNqzq7QJeeeWVglbr/rT//vtX/W5Ad0Sq2RZXa053XD179nTPP/98uFhd0fZpO7W94T5ov7R/1a5lpfVfddVVUS27cBvU3uT666+v+p0l0kGANIkFC1QTbKrr23es69TpYrfGGnu5ZZeNv+NYZpllXPfu3d3NN9/sPv3003BVVXf33Xe7ddZZp2i79Ky8T58+VX9Wrq5fDjvssNgrZ01q1PnnP/+55l3E5Gg7tD3+qIH+pP3Q/qSxvQ899FDsuxa921Itrzlz5oSLIMMIkAam3oefempy1PL+l7+8Id+QskOHS1y7dge5FVfcbNGV6n8fcahWjJ6VqzZOtX+gS6Fn86r1FTZy06QheRVu1aaaZ2orEVf1WJOu8nfZZRc3aNCg1Lvc0Ofpc/X5cXcbuR9tbX8aHXyqPZKqm4fboEm17mrdXgnVQYA0mK++mu8effTdqNHkDjsMK+jCJTdtvnn/RVf4x7l1193DHXXUiW706NFR9cp6pA7+9Cw/7kdSNb+effbZcJHETZ061fXq1auo+ms4tWvXLmrbMHz48KgGW1KPirQerU/r1fr1OeFn+5O2U9ur7a421ZZTV+9xIas7Ed2RoHERIA3giy/mL/qivu3OPvsfbvvtv+04Mm5SZ5IXX/yEGzfurUV3KMn8wKVBnewpMMIfKQWLAiaNHnbVvYd+xLt27RobaOGkedZff/3oClxVk6+77rpo+db6P9PfNZ/m13JavtTP0nZp+TS6IdE7DL3LCPvQ0qR3H3oHklSAon4RIBn16afzoqF6Tz31QfeLX1xfFBT+tPvuN7vLLnvKPffcB9GQv1mmR1d6hBX+aOlRlx55pVEtVVR1WY3y1A9ZXBXgNCZ9rj5f22GtSm2hHqFViyrcHr1rOf7441Pt4wy11XAB4v9wlquUZcMf5wEDSn+EUsr6WzNr1pdu1KjX3Ukn3ee23XZw0bb409573+KuuGK8e+ml6l+Zp01X2GqrEjd4ll6+jx6dTrcoOXqMM2rUqKhdRUsvspOatH59jj4vjcaWPrXXUG24cJs0qfZcPfQCjXQRIJ5Slg1/qDXWyPTpn4WzxSpl/aGPPvrc3X77a+7YY++JBsQKP9+ffv3rv7m//vVf7rXXatsrb1pUrXe//fYr+CH73vd+4FZaaQt3wAEXuX//O7m2KuVQdWe1rVHV5969e7tu3bq5Dh06uDXWWKPohzdu0nyaX8tpea1H66t2NeqWfPHFV4vu7q5bdJdX/LhKbYfuuuuucBE0CQLEU8qy4Y+2pj/8YUw4W6xS1i/Tpn3mRox42R111N/dVlsVf54/acTFgQOfW/RjWZsfl3qghoa5YViXW24d98Mf7rroTuQEt8UW/aJHd3Pm1F8FgSz0fyb33/+62377c6Iy9at965HhH//4x9QeGaI+ESCeUpYNf8A16Uf+1VdnhLMWaWv9I0dOdIcddnfR+sPpkENGuiFDXnCTJ6f7CKOe6aXukCE3uvbtf+XatTvYbbhhn3x5deky3N1226tRWxiURnexRx7596j8VJaq9r3yytu4pZZaNaoJpt50AQLEU8qy/jxnnvlw/r/1ZWtLa+sfN+79gr+Hk9Z/440T3AcfpN+wL0vmzJm76Mr4btex4zVFZdiz5+1RY0q0TMM9q92Q/7hU1b7XW6+X22uv091zz6U7miTqGwHiKWVZf54pU+YUvMx++OHWezVtbf2PPfZuwd/1BT7mmHuiK+cZM6pfLbPR6O7slFMeKCjT3KSaa++/T4tonxqdDh/+YmzbIdXiu+ceXpCjGAHiKWXZcB7VdMr9v2o+zZu3IFjiW+GyPlWv1WOps876h7vrrtejK0FUTnd2PXrcVlD2mhT8V131Tzd3Ls/wH3/83agCRlhGqh5+7bXPRu2MgDgEiKeUZcN5NFRu167fdhOiq7iWhMsiHfPnfxNVSthpp+KrazWs/Pvf38h8+xgLDe18/PH3FpWJpt69/8HjUrSJAPGUsmzcPHrMlPs3PQJo6e4hblmkZ/bsL6POJOOqQ6tiQiO2mYmjWmmqnbb11sVtiQ488E73/PO8IEdpGjpAKplaEjePavf85jffPibRj1ScuGWRvrfemhm9XwqPuaZzzx1TcruerNF5qosd1UoL93vnnW+IHp02450Y7AiQFqaWtDSPer3N/buucN9+u7hdRkvLojbGjJkUvbcKj32nTkOitjXqmLJRqPaZaqGF+7rNNoNdv37jo0exQLkIkBamlrQ2z4kn3pf/m/471NqyqA1VelDlhc6dhxadA3vuOSLqpDLLVFPwtNMeKto3TSeffL97773Z4SJAyRo6QMpVyrKtzaO7Dv/5umoA+VpbFrWlLmPUBX5cy/+jj/67e/31j8NF6trnn3/t+vd/JrbPtO7dbys6NwELAsRTyrJtzaP3H7m/65GB/0y5rWVRey+/PMMdfnhxbwC6MLjooidarCBRLxYuOt1Uq2zXXW8q2gfVQlNtNNVKA5JAgHhKWbatefQD4zfGUkeIOW0ti/qgH2F1lb/bbsU/wjvuOCzqEUAN7+rNhAnT3aGH3lW0zQo/XdioFhqQJALEU8qypcwzbNiL+XnURiT3grKUZVE/9BhIvRvHjbfSrdutbuzYyeEiNaGeClR7LNxGTapt9uabjM+B6iBAPKUsW8o8ejHr1+658srx0b+XsizqjxrU+f2e+ZMqS0ya1PKL6HD+JMePUbXcQYOej2qNhZ+j8++RR1rvWgeoFAHiKWXZUuYR1d7JzacXmVOnzil5WdQnjeh4wAF3FBxHTaoKe/fdr4ezR8J5kxw/5vLLxxWtX7XJrr/++Va71AGSQoB4Slm2lHlyfvvbUfl5wytYZJMqRdx552sF3ddoUl9Scfx5clNS48eoGm7u76o9plpkdLyJNBEgnlKWLWWeHI0RElcttJRlUd80Jv1f/jIuuvvQ8Syl94HclNT4MRqz4+CDR7oTTrgvqj0GpI0A8ZSybCnz+Fp6uYnGoMdRqv2kmltx/GOe5PgxQD0gQDylLFvKPD79wOi5t79cqcsi+/xjnuT4MUA9IEA8pSxbyjwhVQX1lytnWWRbeMyTGj8GqAcNFyBAPQlDgPFj0EgIEKCK4kKA8WPQKAgQoIriQoDxY9AoCBCgiloKAcaPQSMgQIAqai0EGD8GWUeAAFXUWggwfgyyjgABqqitEGD8GGQZAQJUUVshwPgxyDICBKiiUkKA8WOQVQQIUEWlhADjxyCrCBCgikoNAcaPQRYRIEAVlRMCjB+DrCFAgCoqJwQYPwZZQ4AAVVRuCDB+DLKEAAGqqNwQYPwYZAkBAlSRJQQYPwZZQYAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGDy/wFxC+enWOLsnQAAAABJRU5ErkJggg==)
PN: D411-B-61
CAS: 866319-00-8
Molecule Weight: 136.129
Formula: C7H5FN2
![4-Fluoro-5-iodo-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-K-0B
CAS: 1638765-44-2
Molecule Weight: 262.026
Formula: C7H4FIN2
PN: 3H32-B-W6
CAS: 1172067-95-6
Molecule Weight: 215.025
Formula: C7H4BrFN2
![4-Fluoro-1H-pyrrolo[2,3-b]pyridin-5-ol](data:image/png;base64,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)
PN: 4H01-3-1E
CAS: 651744-21-7
Molecule Weight: 152.128
Formula: C7H5FN2O
Melting Point: 118-120 ℃
TSCA: Not listed on TSCA inventory
