| Product Number | 4H58-9-35 |
| Synonyms | Ethyl 6-bromo-1H-pyrrolo[3,2-b]pyridine-2-carboxylate |
| CAS | 1234616-09-1 |
| MDL Number | MFCD16657717 |
| Molecular Formula | C10H9BrN2O2 |
| Molecular Weight | 269.098 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-9-35
CAS: 1234616-09-1
Molecule Weight: 269.098
Formula: C10H9BrN2O2
![6-Bromo-1H-pyrrolo[3,2-b]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-9-33
CAS: 1260386-47-7
Molecule Weight: 241.044
Formula: C8H5BrN2O2
PN: 4H58-1-J3
CAS: 17288-32-3
Molecule Weight: 190.202
Formula: C10H10N2O2
PN: 4H23-1-X5
CAS: 394223-19-9
Molecule Weight: 176.175
Formula: C9H8N2O2
![Ethyl 5-bromo-1H-pyrrolo[3,2-b]pyridine-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABKSAAASkgEWX7ONAAACeHpUWHRtb2xTb3VyY2UAAHicjZbbbqMwEIZfxeJ64yPHKEmVTbXSSu2u1HalvVsRcBKkgCtDTm+/45C0gRioxIUx/ub3+J+RmTwc8y3aS11mqpg6DFMHySJRaVasp86ftx+j0HmYTRJYBAuLcupsqup9TMjhcMDJRubxURU4UblTfx8fy6yx5iCw0mvCKWXk7/PT65kZZUVZxUUigSqzcXmefFJJXJ130SFB8ljvs4LUy0mu93W0f5yah+JjmTqfuSzg2xxQtMq2Eq2UzuMK7TnF8NBvaC0LqeNKpmh5gmmBXch9Nnl+VMkul0UFQxMhS+Lta6V3CUzkaiuTHQSDwc/HqZMzAOJK5XOt41M9RFk6dWIGp7iVJszb6V3CXiBRPnVGAoso8h10ql+igHIIQQx4i/MOnGOff+DwInzPhosW/vuCg7vhF3C3Q51iwT5whgXloQ33vqAODgga2WjfLs4w59Qd1A7sNMeMe9edg7bnW7VDOy2wF4FPV9oTdu2oRf+qaRdHXETXtLkIrI4zatf2MfcCf1CbtQvuu675APbOxKB6R8E11DmmQYd6u+AW96kDHrodeEfBNc69R71dcHDwm1OqFXT4Qu2KCqrHUgYce24YfAYkN428VEV6MzzrLCGIWfIiVyU3ssi0qdKp1EYAApiltwBvAhyZxuwDRBMQyLRiH+A2AReZ5rsA3AZ4d4Dfr+A3AR+ZFrsAcxsQNIEAma7qA8ImECLTSH1A1AQidG6ePsJ8b1hH0blj+hJnbbsNwwd0Wo4zsJyJAaZlOgPXmTvAuHdnNoi0nGdgPfMGmHvz7Qi56RdyvSRheHeBkpvblcA/xew/+M2IjUwsTvEAADAqSURBVHhe7d0JvNVz/sdxYwxT1qkRRiGDkaWkhAypJlmzFtlixgyZZCqaSYihMSmUvbKUkCImexOyZUtkyzoqWu1Rk4r5/s/7e/6/0z3f7jnndz53O8vr+Xj8HnG+v3vvubfu7/37bp/fOg4AAIN1whcAAIiDAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABUGdatRrpjxEjXgqbvKgd6f7UqlXacc7++7u/d+/upk2c6P7344/h6TWGAAFQZ6KA2Hvv0W7u3K/DZgIkgzBAKh6TRowIT68xBAiAOhMFhI5evR4JmwmQDKKwiKxYtsw9cuut/rW+HTtWOLNmESAA6kwUEOec86j/8+mn51TajnRhgMj3y5f713rvv3/a6xKdv+r77934IUNcv06d3Flt2oSn5Y0AAVBnooCYM+dr16bNaHfEEXe7lSt/WKsd6cIAWZEIj8duv92/dtN551U4Myk6/+bzz0/995mtW4en5Y0AAVBnKgbEsGHT/X+PHj2z0nasEYVAxePP++7rxl1+uVu+dGl4euqc/occ4t56/nn3/X//G55iQoAUm2++cW7QIOeaN3duww2Tx+67O3fRRc59vfYkJFDIKgbE0qXfuw4dxrq2bW91ixZ9t1Y71gjDIzou6NLFTZ88OTw91f7aU0+FTVVCgBST2bOd22abxN/aOpUfatM5QJEIA2LixHf8//fvP7XSdiRFgRBZtXKlm//hh+7a3r3968/cd1+Fs9ecX1nvpCoIkGKxfLlzO+6YDIoWLZx77DHnvkvcpS1b5tyUKc7tsUeyTefoXKAIhAHx44//c9263etfe/nl+Wu1IykMkMg3n3/uX7/wqKPSXs90flURIMVi+PBkQDRrlgyOkF7beefkObW4DhyoisoCIgqOrl0nVtqOzIEQBYjmQyrKdH5VESDF4oADkuFwzz1hyxrjxyfPadcubAEKUqaA6Nt3SqqtsvZyFwZCOIR1+UknVTh77fOrCwFSLBo0SIbDkiVhyxqLFiXPadgwbAHq1Mcff+0GD37WTZ/+SdrrmQLik0+Wun32GV1p++TJ77mjjhrv7rzzDbd6de2V7SgkUSBUdmh/x9vTp1d6fnUjQIrFeuslw2H16rBljVWrkufoXKAAaGXV0KHTfakSBcGQIc+ntVcWEBHVx6qs/f7733WtWydfP+aYCe755+eltZeDtUJjr73c+Z07+30eH7/1Vng6AVL24vRAFi+mB4KCoMnwe+99xy/L1YVeS3NvvnmGW7Eiyw1QHt5+e4k77bQHUgGjneyV1dIqZp99+qnfFDj4lFP8LvNCRIAUC+ZACtLEiRPdjBkzwpfL2owZC9zxxydXUukYMOAJt3BhJQs/qsEjj3zgDjnkTv911Mu56qoX3LffrgxPKyraVT7p2mvd2fvs43sNAw4/3L9WiAiQYhGtwtpll+TS3ZBeUxursGrNHXfckfhxr+OP3Xff3V1yySXurUqGD8rF/PlL3fnn/zsVHCeeOMm99tqi8LRq99//rnY33jjD7bvvLf7rduw41k2aNNv3gorJ//73P78J8LyDDvLBoQBRZV0VSixUBEix0D+iHXZIBsSeeyb3fug13ZlMnZp8TW3sA6kV8+fPdw0bNvTh8ctf/jIVJDp2TPwdDBw40L366qvhh5Wk5ctXuRtueCV1Ae/U6Q73wAPv1voFfMGCb/0GxCjAune/L/F3sCA8rSB9NGuWH6qK5ipu6NPHLfkkfcFBISJAiol2mTdpkgyKyg61sRO9xv3444/uwAMP9GHRo0cP/9orr7ziBgwYkMj4HdLCZLvttnPnnXeee/759MnjUpC4YXYPPfS+69x5nL9ga9XUNde86L77rm6HkGbOXOjDIwoShYrCpRB9tXixuyVxsxEFx6CuXd3sl18OTytYBEixUb2riy9O1r+qXz957LYbtbBq0WWXXZbqaXxXyabON954I/FXdLHbZZdd0sJk6623dr169XLTpk3zIVTM3nxziTv11DWT2Oee+5ibN++b8LQ6o96PhrE0nKX3p96Rhrk03FUIVFb9oVGjXK/99vPB0ad9e/fUhAnuxx/WVCIuBgQIkIfp06e79dZbz62//vqxhqjef/99Hzh77rlnWpg0atTI/fGPf3RTp051q7T8ukgsWvSFGzjw0dQy2mOPneBeeOHT8LSCoQl1TaxHy4g14a6J97o0Y8oUPzEe7dm4e8gQt6yaa1TVFgIEiOnrRA9PQ1IKgKuuuipszunjjz92V155ZeJueN+0MPnFL37hTjvtNPfQQw+57xN3poVoxYoVPgi33LKV+/Wvz3Lt249xd9/9lvvhh+LoSWmJb/TQKh1aAjxr1sfhaTXqvbfecv/8/e9Tw1VX9+zpFvznP+FpRYUAKQcXXODc9deHryJP3bp18xf8gw8+2K+YqYpPP/3UjRgxwrVr186tu+66qTDZaKON3EknneTuu+8+t7xAFkPce++9qeD82c/quf79hyfCtHqeJ6Fg0pDfv/71LzdmzBh32223+dVs+lP/P3nyZN9eXcGqnfDafNis2cBEL7Cd69HjNLdw4cLwtGq1ZMkS94c//ME13nRTd/AOO7iBRx7pXp82LTytKBEg5WCzzZz76U9d4pYrbEFMo0eP9hfQLbfc0l8QqtPixYvdyJEj3e9+97vEBfpnqTCpX7++O/bYY92dd95Z6VxLTZuV+PeigIveT/v27d2bb74ZnpaXOXPmuFtuucWdeOKJbvvtt0/rieU6tEDhlFNO8cGiVXBWKn8yevQjib/Lnf3nVWgPHjy42kIqoqHJoUOHuk0TwaGvs/HGG7tbr73WrS6iIctcCJBykPjlSPwLdu7AA8MWxPDuu++6DTfc0PcUpmj5dA368ssv3e233+4OO+wwt8EGG6Qunvrvww8/3Ld99dVX4YdVq89V0fVPf0rcc/zUf+2mTZu6SZMmhafF9tlnn7nhw4evNQ+ko0GDBm6fffbxq9m0wEC9j+j485//7E499VTfrmG+8GP3228/H0bWcNX3qXmo6PtUoFXl+6xIw5FaZKHPq383GqJcpFp1JYYAKQcrVrjEVSAZIsGDZpCd7kpbtGjhLwTnn39+2Fyjvv32Wzdu3Dh3zDHHuHr16qUunOqldOrUyY0aNapae0O6Y7766qsTHdbN/Nep6p35Bx984E4//fS0XtU222zjL9rjx4/3Pa98LFiwwP88dDFWTzD6nHqf/fv394FgUZ09Ld1sHHTQQanP1bZt25KuVECAlAL9gid+8d3774ctayg4FCDbbZcMFMTSu3dvfyHYa6+96nS1lOZDVDale/fu/oIZXaB096w9Kdddd12VhnUeffRR95vf/MZ/zp/85Cf+zl8XbAu9D83jRHf2GorTRV/Ll6vL6tWr/V2+hvi0Kk5fR71EbeD8r/F53/r5RnM9eu9nnXWW++KLL8LTKqVeof6tRGHZuHFjP/RY6giQUvDii8lw0FMJs+0v0BCWzrv88rAFldAFShdTjV1/+OGHYXOd0cTzgw8+6Id9ot5CdGhYR+PummuI47333nOHHHJI6uM1XPTSSy+Fp8Wii7pWp+nnpc+1ySab+M2V1p5BXB999JEPqChIfv3rX7snnngiPC2WaLWZwkifS0NnGn7T91aZH374wd10002pqgTqKWoPUKEsgKhpBEgp0Oaj5s2T4TBqVNi6xhtvJCfTE3ewrgp3q+VAd99RiRINmxQq9Yo0L3PGGWe4zTffPC1MWrVqlbhXuNwPJYW0JLlPnz6pO2ZtclRtL6u5c+e6vffe238ujfnr7r2m52pCCsOKQ1F9+/bNeOHPRb2ok08+2d9A6HM1a9Zsrfmvp556ytdAi77e8ccf738O5YQAKRWJf8w+QBo1cu6bLDuCE7/Y/rxTTglb8P+0S7xDhw7+oqBVP1WlZaLaMFjZMlXdKVfX5KruhjVMpMnnX/3qV2lhsttuu7lBgwb5JbFa8RWFzc9//nN34YUXumVVKNin3lA0ya0L6st1XIpDK+aiXtABBxxQpZ/vCy+84Nq0aZP6OWohw5NPPunnpaLXWrZs6Z555pnwQ8sCAVJKEv+ofTgk7rwy0nBC4pc9cWuVHPrCWjRxrAuDlo1qIjtfunu9/vrr3VFHHZVawpnr0AW4a9eu/uJeXUM+zz33nL8L33bbbdf6ejqOO+642ENdmWh4J9rHoslx6/xDdZs9e7bbeefkMl2trtImTivt+VHYb7XVVmk/P4WwwqrYy9JUBQFSSvRLkrijdOuvn31C/ZprkkGz997JinhIeTERqhrWUamSfFfPPPDAA34FTsWNgZqM1fDHkUceWeky1S5duvgLXTRUokNfW5PD1VmAUcUeL7jgAv91dFTHhLbmN/R+9fPSBbbQKPy16VPvUUN0WiFVFVourMUU+nzqaX2TradfJgiQUqNd5wqHww4LW9bQaqLERc2fN3Zs2Fq2dEHQngddIDQRHZd2UVccC1dvQvsoNLSzNGaNI81JaMe3Vj9p1VL0uRRIr7/+eni6mSZ5NWxVVVF4aLL5scceC5sLxsqVK30YRyGiCgBVoWXO+lyaWwIBUnq0qepXv0qGQ7ZfbLXpHJ1r3IhVak444YTURTtOqRIN/2jDX3Sx1zzDXXfdZd43EdGds8qcREMmWl3017/+1a8QqqrqCBANW0XhoTmCQqe5oShEmjdvHjvUK0OApCNASpF6FQoH9TKy7V1QL0XnqddS5m699VZ/Ydhiiy1ibXBTbyGa39Ca/3vuuSdW6OQjWlIa7UjXqqp58+aFp+WlqgGi2lQaotOwVSH3PEKam4mKWGrY0IoASUeAlCJdyDS/oXDQfEcmmifRfIkuKFWYZCx2Wv6pu2nNDeS6KCoktCM96nWcffbZpon2fKgkvFb66OtpabHmM6yqEiBaohqttirEOY9ctDihSZMm/v3fcMMNYXMsBEg6AqRUaYWVVlqpkGK2VT1asZX4hfheK7jKkIabootzv379wuY02lOgZb06V8tE1QupLbqDjr62NuhZJ9itAaLvPdrnodVWxerpp5/2Cxv0c7BMqhMg6QiQUqY9DOqFaO9HJt98415t1MhdkThvlvaSlJm//OUv/oKg4SFNuGainkd0AdfDoOI8TKomnHvuuf49aPjs7bffDptzsgaIdpjr62qxQHXMxdSlv/3tb/576dixY9iUEwGSjgApZaplpF3n2n2uXegZPDlqlNtqneQEoyYcy8XDDz+cKlVS2W7tiqJhK4WHhpTqkpb/6r2obpMq3ebDEiDa16KfkeY+6nqTYHVQby6qeaWl1/kgQNIRIKVO/9DVC8lSyl0bofbYYw//i6G6PuVAu8Oj3dhjcyxl1lBVNGxVVz2PihTy0eqvI444ImzOyhIgKoyor6XyJKVChRP1Pankej43TQRIOgKk1FUo5f5jllLuKsWgu3FN0tZ2DaPapsDUw5t0IdDFMRst1Y1WW9XmnEcu2jei1V96X9oNHVe+AaKemeYMNO+iZ5WUkqhEicIkLgIkHQFSDhLBMUMXmkSQrMwyfh09slXj7KXsiiuu8N+nqrbm2hMQ3en37NkzbKpzqskUhb4CJY58A0TP89D3r13spUaPDdb3pt3lcREg6QiQMvGPAw90TRL/8FXnKRMt09QFRmv8VUuoFKlUub4/HbnG8zU+rouF7vRreqmulSrA6j3mWkEWySdANL+in5OWOFdXfa5Cop6o6p3p55fr30KEAElHgJQJVWHVUIQeRpTtQUEXXXSR/wXp3Llz2FT01NuInsM9ZMiQsDmNVl1F5Um0SbBQKfRVO0sX+ThDTPkESLTjXM/aKFVR4UytxouDAElHgJSRM8880//jz1aiXGW9o7F1PVCplJx44on++9LjYHPtGo96HwqRXOfWNdXP0nvN1ruM5BMg0TPMq6PwYqH6z3/+44cBVf4+TlVdAiQdAVJGNAyhJ9jpFybbU+dUz0m/JDvttFPWvRHF5Pbbb/ffk5bhxnk+RPRca/0sCt1rr73m36uGY3KJGyBaPKDPqWeYF3qAVlU0mR5nGIsASUeAlJlrrrnG/wJoV3GmC4Neb9u2rT9v2LBhYXPR0b4NDd0pOPXs71y070HDfSrbUdXCiLVl11139X9fuUrQxw2QW265xX++Yt51HldUWfjKK68Mm9ZCgKQjQMqMHoEaPWgn2yNMVW9JG8e0hHXJkiVhc9FQDyoaitEjXOO47rrr/Pka8isWl156qX/PmsPKJm6AdO/e3X++8ePHh00lR/XP9L3qaYO5ECDpCJAypLtw/RJo3FcPyclEk6c6T8/bLlZ6Ip++B4VI3OE4PUlQH6PKs8VCtbH0ng/MsmFU4gZItNggznBfsdPiCvVOt9xyy7BpLQRIOgKkTB166KH+FyHb+n7t1o5KWGicvdgoKHVh0PBVPuVHNHSlZ3AU0xPnFI4KBx3ZdlbHCRDVutLfecOGDcOmkqWHTen3Ide+IAIkHQFSplTCXMs/dTHJ9rzof/7zn/4X5oADDgibCprunDVhrveuCfS4NP+hj9EwX7GJytFoZVEmcQJES771efbbb7+wqWSp56bvOVepGgIkHQFSxqLhHT2tLRNNImvHts6bMGFC2FyQtAhAS3X1njWWn48nnnjCf5yeYV5sjjvuOP/eH3/88bApJU6AaOhOn0fLg8tFtOP+/vvvD5vSECDpCJAypiGa6C4921r/aE/Etttu6yuZFjptEtT71Th+riGJ0Lhx4/zH9u7dO2wqeFFp+mzFIeMESDH/DKzi/OyEAElHgJS5UaNG+V+IsJR7hw4dfM9DXXsd0ZPomjZtmnqtEA9t/NO8h5bhZtvrksmNN97ov8+BAweGTQXvwgsv9O8929P24gRIMf8MrOL87IQASUeAlLnKSrlHyxqL+bDu4dC+F318nF3dhSYqyzF06NCwKSVOgBTzz8Aqzs9OCJB0BAh8KXf9UqiqqwroRftEtMFKQ1vRoaEsja9XfK3QjqlTp/od9Hr/liGYYr77jnMXHSdAivlnYBXnZycESDoCBF7Xrl39L4ZWW+nPbDvVC92HH37olx9rKCvfel7FPP4fZxw/ToAU88/AKs7PTgiQdAQIPFV11YVFvxy5amUVA+2yj3pV2aoPh/SMDX1cly5dwqaCF63CmjJlStiUEidAWIWVGQGSjgBBSlTyo3Xr1mFTUVLVYX0/WhAQp9KqKGz0MRoGKzYtWrTw7z3bvp44AfLmm2/6z6N6aOWiXbt2/nueOXNm2JSGAElHgMCLnheii0s+u7YLmR4CFT0w6B//+EfYnJF2YOtnEef5GoVCu8c32GADV79+/WrZia7vv0GDBmFTyVJZH/W8cz04jABJR4DA0xLYUvzFUHVa7bjXk/VefPHFsLlS0VCQHnlaLLSAQO+5Y8eOYVOaOAEi0eZR7cwvdXocsMJjq622CpvWQoCkI0CQeja09njo7rPUqEx39P3FqW81cuRIf34xzQH87W9/8+/5sssuC5vSxA2Qk08+2X8+TaiXOi200Pcap/oAAZKOAClzCgxdWIvtjjsfWk0WPSDqhBNOCJvXogdvRY+JzXcne13Q97fddtv57++dd94Jm9PEDZAxY8b4z9ejR4+wqeScd955/nvVs3JyIUDSESBlTr8I+oXQEFYpU3HFLbbYwn+vt912W9i8FtUH07kjRowImwpOVL9LG0JziRsgGrqKSpyvXr06bC4pql6gn9/rr78eNq2FAElHgJQxrThSqXNNmGoSvdRph70uiupZqBpxNtHzNTS5WujDelHv6uabbw6b1hI3QETVePV5891LU0zeeust/z2qFx5n3xMBko4AKWPRMtezzjorbCpZ/fr1899zy5Ytc5Y6iS7MueYV6tJzzz2XmgCOE3T5BEj0WNts1ZqLXTR3FHfXPQGSjgApU9ooqAvPZptt5sf8y4UevNSqVSt/EdDu42w0pKHVW7rg5uqx1AUt1432fuQqwRHJJ0C0pFU9VD1cS7v7S40qS2tYU78H7777bthcKQIkHQFShtRV77H33v4XIc7EYan54IMP3CabbOoaNGjlpk3LPnQX3aGqx1Jopeyj56Br7iPb3o+K8gkQ6d+/v/8aerxxqbn++uv993bIIYeETRkRIOkIkDK0bOxYNybxS3DBzju71atWhc1lYcKEKe43vznP/e53YxM9sOVhc4qGhaIei4b8CoX2fWjuSpsH83nccL4BouKaUS8k7l16MdDwpZ5vo7/XZ599NmzOiABJR4CUm+++07bbxN/8Om7pY4+FrWXlwgufTITDSNez58Puxx8zT6DOmzfP19TShePcc88Nm2udJn6j57Ncd911YXNW+QaIRJVqVe4jzkRzMdC8lr6nfFcfEiDpCJByc8EFPjzcYYeFLWVn2bKV7sgjx/sQGTMm+xLOV155xW2yySb+4tGrV6/YQ0bV7e233/Yrw/Q+evbsGTbnZAkQDd1FJWE0sV7s5syZ40u+qFelul/5IEDSESDlREX2dPFYf33nCnBSuC68/fYSt/feo/2h/85GS3s33XRTfwE5LBHAKoFRmzRsFfU8jj/++NgFIiuyBIhor4kmm1Umf/bs2WFz0VDwR48syLWIojIESDoCpJwcc0yy99G3b9hS1tT7UC+kS5fxvleSjXoA0a7vJk2a+AtrTdNFTxPmmvOIeh6W8BBrgEifPn3812/WrFnOooOF6qKLLvLfgx6atmzZsrA5JwIkHQFSLp56KhkejRo5F6MeVDnR/MfZZz/iQ2TgwCfD5rVoYvmII47wF5KoN6BhkZqgfR7RUl1NmOc75xGqSoBoR3p0937wwQf7JdHFRKV61l13Xf/9WzfOEiDpCJByoPH65s2TATJqVNgKp/pXy12nTnf4EHnooXjl7DUfEE2uq3aWii/GKYcRhx7NG21k1KFlxPmstsqkKgEiKgmz/fbb+/ekDYZ1NReULw3/6fvWMJzqfFkRIOkIkHJw003J8FCtJOPQRzl4/vl5rnXrkW7//W9z8+bF66VpHkTF+DQpG13sd911Vz/kpDmTuHfpWi6si9wFF1yQGiLToVpUekZ5dV2oqxogogdWNW7cOBUihbY/JvT000+nFkAMHjw4bM4LAZKOACl1muhN3CX7AHnmmbAVgauuesH3Qk46aZJbtSp+2OrhU3poVXR3Hh26YGujn54x0rdvX3fJJZekDs0p6AKsISoNT1X8OL2m2la5yq3kQ6XstbNeR1VpT8jWW2/t3+u+++7rh/UKkYatFJh6nypjU1XR5s2LL744bCpLBEip074FhUfXrmELKrFy5Q/uxBMn+RC5+up4D6AK6SFWmqzVHgMFSMVgyHSoB6OHQf3973/PWZI9HypTc+utt/o5Cw2zRV9PcxlVHRJTxd7mzZv7z6cFBbrTLxTqsenvIFp4kM8TKSujnuSQIUNSYdStW7fwlLJEgJQyLbfU3WbiIubmzg1bkcHcuV/7YSwNZ02f/knYnDfVkVIlYI29a95EvQ/9qf/X6x999FH4IVWycOFCP+ylZ8Frr0MUGqpCrJ5NNG+ji+sZZ5xRpd6DVmN16dIl9flU+iVOUceaNDfxbz2a7FeAV2XOQyZPnpzaB6NJ+N/+9rdu8eLF4WlliQApZYm7zsS/eq1dDFuQw+TJ7/leSL9+U8KmgqTd8qprtv/++/uJ4ig0NPavEiz3339/aq5Cd9NXXHGF39Ohc7S3ZdiwYW5VFcraqJhj1NvSHM7EiRPDU2qchvvUg4vmo7RU17raStQT7NSpU+pnqeB49dVXw9PKGgFSqh5+OBkejRtry3XYihieeWaumzOndjcL5kM9FwXB3v9fGDM6GjZs6H7/+9+7Rx99NOskvlZUqUii7qr1cTvttFPin83D4WmxaV5Ew3DR+2jTpo2bNGmSec9KXOrxaHlzVNtKvS5tErTs8xDNZ51zzjmp3ts222zj7r777vA0OAKkNOlOMnEx8AFy551hK4rYBx98krjLviy1NyQ6tFrrzDPP9Bsb832CoMq0tG3bNvW5OnfuXKXCiQ888EBqyEeH/lurlrR6qzqpJpiGzBo1apT6Wpp3yrc8SUTzJupJKYD1udSTGTRoUMGvMqtLBEgpuuqqZHgkLgquRIrflbP33vvc3XTTDHfssRNc06ZnuHr1kqufNHGt4o7PPPNMtRQ5vDNxsxEtz9VKLX3ur776KjwtFl2M7733Xte6deu0oFOvZMCAAX7uJ9/d7Ho+vZ6OqGXTu+22W9rnPfTQQ/OqqhtS8Fb8nN27d/fDgsiOAClFiV8m99Of6tYybEGRePPNJW7EiJd8eRXNxUTHQQddlbgrHuFefNG2QiyX5cuX+9VL0XyGJtxvuummKu1Defnll/2QUlQEsuKh19Rr0FCazqm4zFn/r9c1Ia4eVvixmmtRpeCq9JY0DHjUUUelPqdK92v3P+IhQErRggXOVWHyELVPHYiZMxe6YcOmJ/L/rrTQUM9DPZD33/8i/LAao5VMWqoaXVi1XPcplcOpAs2FKEyGDh3qDj/88LShpziHQuTII4/0iwWquuNfvR8Nf0X7b/RkQi13run5mlJDgKDsRRfqTDK1R6+rp1CZTB8X+eEHXVDnu8GDn030LMalhUb37ve50aNnuo8/rttJfA2PqYxKdBE/5phjqnUuQ8NSM2fOdBMmTPDLbXURV+9Df+r/tZpL7fkOd2Wiob7bb7891aPR3pjzzz/fvw/kjwBB2ct1oc/UHr2uUvDaOxLK9HHaW3LppU+7Dh3GpoVGjx4P+MrAn35aWBcz3ZWPHj3abb755v6iq7v2gQMHuu/0cLIiMn36dLfXXnulwlAFMUvxWe+1iQBB2ct0oY9kaq948e/V65GwudKPi/aX6NBGxTPOmOzuuutNt2hR4V+MVQpF5UCiHe2avxg7dmy1TODXpE8//dSddNJJqeBQOfp///vf4WkwIECKjUqxDxqUrK674YbJY/fdk5sFa/kBR6Wisgt9RZnao9fPOedR/+fTT8+ptL0i9VQuuWSau+++d7I+i72Qvf/++/6BWtEFWftQampSvyq0P0QbC7UDX++zQYMG7tprr817mTMyI0CKiUqTbLNNcoluZYfaivhpcXWlsgt9RZnao9e12bBNm9HuiCPu9rW0wvZSpaW42u2ti7N2v2vH+wIt4CgAmlOpuLHw7LPPdl98UXuLEMoFAVIslifuVnfcMRkULVrot9c5jUFrt+2UKclS7WrTOToXsUUX+lxHqOLrWj2l/9bEd2XtpUrlT7QqKnrU7kYbbeQ3DVZnFeF8qEBkVAdLh+qBacMhagYBUiyGD08GRLNmyeAI6bXE3aA/Z8SIsBVZhEGR6QhVfH3p0u/9pHjbtrem5jMyfVwpUtVf7YSPqt82bdrUbySsLSoIqcKQ0ddXWX3V/0LNIkCKReKuyofDPfeELWuMH588p127sAVZ5LrQZ2oPX5848R3///37T620vRyoeKE2BkY9AP33rFmzwtOqjXpAKgSpgpD6eioQqdLt2WqAofqUfYBoNYbKFlTcAVuVY2riWJ44XFWOa65ZuwBigwbJcFiyJP31ihYtSp7TsGHYgixyXegztYev69nq3brd61/T/o6wvZzoQU7qheiirl6BeifqpVQnFX5UAchoDka71lXKHrVnnfCFcqK7l6ikdXUcP0kc/RPH54nDVfW44470N7veesnXs60gURFFnaNzEVuuC32m9spej4Kja9eJlbaXE82DaD5E8yL6/dhss838fElVysaLSpeo4GP0e6cnIqogJGrfOuEL5SR6vrGK0qnqZtibsBzV0gNRMURLD0QPudE59EDykutCn6k90+t9+05JtVXWXm60MuvUU09NPadEK7e0gitfev686mOp0KM+jwo/jhs3LjwNtWid8IVyoUk33RHpWQiqz1PwmAOpMbku9JnaM73+ySdL3T77jM7YXq5eeumltGeXqIKu9pTkokKOej589CRFPVZWBR+tz/tA9SnbANGYrP4x6s6oKESrsHbZZe3eieg1tekcVmHlJdeFPlN7ptdF9bGytZcr7VrX7vWoMq96E3379vW73Cszbdq01HPXdXTt2tUXekRhKMsA0aoQTexpbLZQNj7lpIDYYYdkQOy5Z3Lvh17Tno+pU5OvqY19ICgCqqOlelpRNVzV2Ro1alSqGq4KNh577LGp4Nhjjz18YUcUlrIMkHbt2vl/lIMHDw6bCpt2mTdpkgyKyg61sRMdRSQMCvU2tKM9U7CgsJRdgGhzk/5haolhXe2WrRLVu7r44mT9q/r1k8duu1ELC0UtHKpS+ZFsQ1soDGUVICqupqeY6R/opEmTwmYAdUiT5X369PGPlqX8SHEoqwC57LLLfHi0b98+bAIA5KlsAmT+/Pl+0lyT5yq3AAComrIJkJNPPtn3Pnr27Bk2AQAMyiJA9LAb7YJVyenqrscDAOWq5ANEG5fatGnjex/DtRkPAFAtSj5AxowZ48NDz0HmUZYAUH1KOkC02zUqmfD444+HzQCAKijpABkwYIAPj8MPPzxsAgBUUckGiEokqGrn+uuvH6viJwAgPyUbIEcffbTvffTr1y9sAgBUg5IMkCeffNKHR6NGjailAwA1pOQCRPV0dt99dx8go0ePDpsBANWk5ALkxhtv9OHRsmVLSkADQA0qqQD56quv/GMvtev82WefDZsBANWopAKkd+/evvfRrVu3sAkAUM1KJkBmz57tn69cr149npkMALWgZAKkc+fOvvdxsZ7WBwCocSURIA899JAPjyZNmrjly5eHzQCAGlD0AbJy5Uq34447+gC56667wmYAQA0p+gAZOnSoD4+2bdv60u0AgNpR1AGyZMkSt8kmm7h1113XzZgxI2wGANSgog4Q1blS7+P0008PmwAANayoA2TYsGFujz32cIsWLQqbAAA1rKgDBABQdwgQAIAJAQIAMKmWANFEto5McrVXZvXq1W7MmDHu4IMPdltssYUvU6I/W7Vq5fr27etmzZoVfggAoBbld1XPIFdA5GoPLVy40LVp0yb1cZkOAEDdqZarcK4Leq72ilatWuV7GTq/cePG7uabb3Zz5szxO84///xz99prr7nhw4e7Fi1ahB8KAKhF8a7qOeQKiFztFY0aNcqfu9122/mNggCAwhTvqp5DroDI1V5Rhw4d/Ll33HFH2AQAKCDxruo5RAGR64ijYcOG/tzFixeHTQCAAhLvqp5DGBSZjjjWW289f65WYQEACle8q3oOuQIiV3tF9EAAoDjEu6rnkCsgcrVX1L59e38ucyAAUNjiXdVzyBUQYfsTTzzhOnbs6DbeeGO31VZbuR49eqR6HCNHjvTnNm3a1H322WepjwEAFJbMV/08hAERCtvVy5g0aZJbsGCB+/bbb92ll17qV1+J9nu0bNnSn69H1CpQ5s6d6/eHfPHFF+711193I0aM8FV4AQB1J/NVPw9hQIRytX/33Xeufv36qf+fP39+ajNhtgMAUHeq5Sqc64KerX3ZsmXuiiuucIcddlja6+px3Hbbbe6ggw5yjRo18rWw9KeCRQ+SeuONN9LOBwDUrsqv6rUkChYFw4cffhg2AwAKWJ0GiCxdutQNGjTI7b///mETAKCA1XmAiEJkww03DF8GABSwOgmQo48+2lfVXbFihfvkk09cr1691poDAQAUtjoJkAcffNDttdderl69en6p7plnnum+/PLL8DQAQAGrkwABABQ/AgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMPk//QdgPrQr8tcAAAAASUVORK5CYII=)
PN: 4H58-9-27
CAS: 1255098-82-8
Molecule Weight: 269.098
Formula: C10H9BrN2O2
PN: 4H58-1-59
CAS: 1198420-91-5
Molecule Weight: 191.19
Formula: C9H9N3O2
![Ethyl 7-chloro-1H-pyrrolo[3,2-b]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-5-25
CAS: 1403766-98-2
Molecule Weight: 224.64
Formula: C10H9ClN2O2
PN: 4H23-5-X4
CAS: 1083196-33-1
Molecule Weight: 210.62
Formula: C9H7ClN2O2
TSCA: Not listed on TSCA inventory