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)
| Product Number | 4H48-D-32 |
| CAS | 1190316-24-5 |
| MDL Number | MFCD12962838 |
| Molecular Formula | C7H4BrClN2O |
| Molecular Weight | 247.48 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-D-32
CAS: 1190316-24-5
Molecule Weight: 247.48
Formula: C7H4BrClN2O
![5-Bromo-1H,2H,3H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-9-08
CAS: 183208-34-6
Molecule Weight: 213.034
Formula: C7H5BrN2O
![4-Chloro-1H,2H,3H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-5-BG
CAS: 346599-62-0
Molecule Weight: 168.58
Formula: C7H5ClN2O
![5-Bromo-1,3-dihydro-3,3-dimethyl-2H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABnJAAAZyQEnC3Q9AAACKnpUWHRtb2xTb3VyY2UAAHichZRtb5tADID/inWfx73yEqKQKls1aVLbSWsn7dt0gUuKFLjqoHn59/NBk4YmowJiY/uxOZ9zs5t9tYGtcU1p64wIygmYOrdFWa8z8vvpezAhN/NZjkEYWDcZeW7blylju92O5s+m0ntb09xWpPdP9005iNkpat2aSc4F+3N/99gxQVk3ra5zg1RTTpvOeGdz3XZf8Z8SrNJuW9asD2eV2/bZ/krub073TUHe1/INfQtEYVVuDKysq3QLW8kp3vwLrE1tnG5NAcsDmhUNce3z2f2tzV8rU7eo+gxlrjePrXvN0VDZjclfMRkqP24zUgkEdGurhXP6AF7zZi1AS9AKdAg6Ah2DTkBPQKegBccH/QIDhMJeb4wv9nR4MfjF0F8/4QF/Hzr9q/MC+yQzwmmSihQkFTKKUSSR5CColDyEgFMl0vjoVDRKuYSQplKlEFMZJfFRJOgT6ujrIwkcsECgMMkkgUDSKPRS0TTCbIGgisvJu8QORnHqZaTwHXuqEnl6RZwnvZyEQ+nt2DR26tp8trR1caZCWWRkKUjXzl9m1ci3jhKwrjAOh9Qn8KHngBwCvv/jgLoAwnEgHAJ+b0+AvAZEF0A8XiEeAn5uxoFkCPgpOwGLa8BkCPiZHAfSIdBN8Djh/YOt6yZ+fB3i43Z7Rn5S58OOH/9Ro8zlpotPxkSEFz2+XoWdzTE7nhSoXpwi7OyIYXiwzv8B8DaesFyUqeoAADcPSURBVHhe7d0HmBRV2vZx3V0DqOii8mJa0HWVFRQTiu6aFRHEgIphVXwxfGJaZcGACXMOuGYUSYoiiJgxIGJeUVFEAQkiwSxKEAPu+eaueausPtPT0/1M9XT6/66rLmXqdM9M9VTdVSeu4AAAMFjB/wIAANkgQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQoI9ttd1e0vfjibH93DWFZwIIAAcpIPEAOOmi4+/nnX/0iKQgQ1AcBApSRMBAOO2xE8N9hw97zi6QgQFAfBAhQRsJAePXVT4P/7r77fe6775b5xSIECOqDAAHKSDwQTj/9qeD/r7nmFa/UbwgQ1AcBApSReCDMmrXQ7bDDgGDT/6dDgKA+CBCgjPiBoKcP/VtPI+n45YFcECBAGfED4fvvf3R77DEo+Nprr82NlazmlwdyQYAAZSRdINx///vB19Qz69df/5uyL115IFsECFBG0gXCL7/86g4++MHg6w8/PCVlX7ryQLYIEKCM1BYIL730SfD1vfYa7BYv/in6em3lgWwQIEAZyRQIp5zyZLDv5ptfj76WqTxQFwKkDOR6EchUPtynjbmUSk+mz2PGjG9cu3Z3u/btB7i5c78PvpapPFAXAqQM5HoRyFQ+HiDMpVR66vo8rrhiQrC/T59ng3/XVR7IhAApA7leBDKVD/cxl1Jpquvz+PbbZW633e4Lyrz99oKM5b/55odgShQ1wgPpECBlINNFIJ1M5cN9zKVUnH76abm79953gs/lzDOf9ndn9XkMGfJeUOYf/xiVsXzYc0v/ffnlOf5ugAApB5kuAulkKh/fx1xKxeWFF2a5Ll0eiI652jOWLPkppUw2n4eqJQ88cHhUtrbyYYCE22mnPelmz04/JQoqEwFSBjJdBNLJVD6+j7mUisP06d+4k056POVivuuu97lRoz70i2b9eYwbNzvl/dL58sul7oILXkgpt+OOA9z117/qFi1KDS5UJgKkDGS6CKSTqby/j7mUCmfhwmVBo7eeNMLjrP+/5JLxQftEQ3nvvc/dMcc8khIkGk8ycuSUGiPbUVkIkDIQP7Fz2dLx9zGXUsNTo7WmH1E7R/zz6tFjjPvww6/84g3iv1U58dhj01yHDkNTfqYjjnjYTZw43y+OCkGAlAE/GLLd0km3j7mUGo46LxxyyEMpn1OnTve7Z5752C9aEEuX/uz+/e833U473ZPyM6pb8Pz5i/ziKHMESBnI9SKeqXy6fcyllH9z5nznzjjj6ZSL8s473+vuumuiW7bsF794wWkg4r/+NTbl51Wo3Hbbf4KQQWUgQMpArhfxTOVr28dcSvmhY3njja8Ho8PjF+PzznveffbZYr940XnzzXmuW7eHU372jh2HuieemBZUe6G8ESBlINeLeKbymfYxl1JyVBU4evRHbu+9B6dcfDU24913P/OLFzX9LiNGTHF77pn6u3TvPtq9//4XfnGUEQKkDOR6Ec9UPtM+5lJKhkaAH3nkyJSL7T77DHGPPvpRjTamUqIOF+q1p27f4e+1/fZ3uQsvHBd0CUb5IUDKQK4X8UzlM+2TXOdSmjLlSzdvXnXYVLoFCxa7c899LiU4FMb9+79RY0BgKZs581vXs+cTKb/nLrsMDEbQayQ9ygcBUgbquoj7MpXPtE9ymUtJ3T7D/brjHjDg7Yocybx06TJ3yy3PB43i8YvqWWc9EzSelyu1m2lCzvjvrJH0GlGP8kCAlIFMF/F0MpXPtC+U7VxKqhePXzzC7dBDH3J33PGWmzbta/8lZef++4e7Nm06u4037uG23vqm6Pd//fWaY2rKkaZNGTx4UjByPv43oJH1U6eWVlsPaiJAykCmi3g6mcpn2hfKdi4l1eePHTvD9e49tsbdd7gdcMDwqrvzN93kyeXV2Pqf//yn6nfe2a2wwgquUaMNXfPmHV27dhe54cMnu+XLK292W42c1wj6cFS9wnTTTU90vXpd7b76qvxvJMoVAVIGMl3E08lUPtO+uGzmUorTWIZnn53p+vZ9IagP94NEW+fO97sbbnjNvfPOZyXbBfSzzz5zxx13nPvd734XhIe2lVZauepCebn79tv8dsv97rvv3JtvvukGDRrkzj777ODnOPjgg93uu+9e9QSwq2vZsmXwX/37oIMOCvar3H333efeeOONqp/vW/8tE6eR9McfP8ZtvvnZVaG6n2vceCO31lpruZtuuqnqxoTxI6WGAEGDU0Oq6scvuujFGtN1hNu++w51V175ctWd/PyS6Jn0008/uauuusqtscYaUXBo23PPPauerib7xROxYMECN3To0CAI/vSnP6V8X+u2wQYbuGOOOSYIlTlz8jeF+5gxr7nWrTu6FVf8Q/S9W7Vq5Z5+uuYU9SheBAgKSqPcNcfWpZe+VGNMRLhp8KKqPzTNR10rJBbC6NGj3Z///OeUC/Emm2ziHnnkEb9ovSk0rr32WrfVVlvVuPjXtq2++urB00e46d9+mdq2zTbbzPXr18/Nnj3b/1HqbenSH9zFF1/sGjVqlPI9O3Xq5KZNm+YXRxEiQFA09KTx1lvz3dVXvxyMZvaDRJt6gGlcgdZr//HHwk7xoSeLvfbaK+XipyeQK6+8MngiScp///vfIIw6d+7s/vCH3+7Y45ueQA4//PCqIL7UjRgxwk2aNMktW1b7QmCi/e+99557+OGH3eWXX+6OPPJIt/HGG9d473BT9dfAgQMT/d1ETzpHHHFEyvdaaaWVXK9evYJqORQvAgRFSyOy1Say//731wgSbVttdbY74YSL3EMPjXBLlizxX54333zzjTvllFNSLuYrrrii6969e/CEkJRff/3VPfjgg65169Y1Luarrrpq0L5x++23u+nTp/svrZdZs2a5AQMGBIGS7mlF1Vw333yz++GHZKeUf/nll922226b8r3WXXddd/fddwfHAsWHAEFJ0IDEW299MxpXsM02t7qWLbu7Jk3+GlxoVA1y4IEHuiFDhuTtrvWXX35xt9xyi2vatGnKRW6nnXYKGq+TpCeOLbbYosbFu3379u7OO+90Cxc2zHgahYTaWfbZZ5+UjgHamjVr5q6//vpEG78VFPfcc4/7n//5n5TvtfXWW7uXXnrJL44CI0BQcrRC3623jne7735K1Z148xoX2ZVXXtl17NjR3Xvvve6rr5JZP+PZZ5+tcUHXnbgurklSdU6XLl1Svo8u3Kqeev/99/3iDerTTz91Z5xxRvD0E//5dFzGjx/vF6+X77//3vXp0yf4LOPfq1u3bu6TTz7xi6NACJAKoDmKdNEtR9OmTXeXXXZZjaqPcFM1k3pCqarHUr308ccfuwMOOCDlPXUBvfDCCxOtNtOd9w033JBSZaTgUDXSlCmpU+gX2ueff+569+7tVltttZTjcuyxxyYW2CFVz/mBmo/jDxsCpMx9/fXSqEH6qaeKY1GifFHdvXooqUrJDxJtaqfYZZddgjEHdXVR1R2wxkj4d8CHHXZY4j2SdNHt0KFDyvdRL6vXX/9t1uNiNHfuXHfooYem/Nx6KstHVZOeAP/61+rqynDbcMMN3bBhw/yiaEAESBnTYLxwCnZtWlmwUujipvaK3XbbrUbdfbjtuOOO7uqrr3YzZsyIXqcnAVV9pauDT7qaRtR2Eh/D0bhxY3fNNdcE7S2lQmM34t2Y9dR3xRVXJN7wrWPSv39/98c//jHls9GIf438R8MjQMqY5iAKw0NrV1fqTKiqcrnrrrvc3nvvHXQP9YNEW9u2bYO7aY17iH89n72ABg8enPKEo7aEjz76yC9WEpYuXep69OiRcuw0nmPx4uRH33/99deuZ8+eKb3gdJOw//77uw8//NAvjjwiQMrUBx98UXWHXb0uw9/+dm8wxTaqu+BqlLXGVKyyyio1giTc8j0OQXfSqlILv5/aOsqhTl+hGG8b2WGHHRJvFwlpHI7at+Kfm0Il6XEqqB0BUoa0tkR8ssNRo7grS2fRokVBL6quXbum3M1uueWWburUqX7xxFxyySXR99KdsxrPy4meAjQSP/wdN99887z2nFKX5yZNmkTfb/78+X4R5AkBUoYuuOCFKDzOPvs5fzfS+Pe//x1dgJ555hl/d2IuuuiilLtl3bGXI00qqWrB8HdVg3c+Q+SEE06IvteXX37p70aeECBl5oknpkXhoRHcixbxOJ8NtZHkO0A0QC78Hqo+y8dcWcVE1X/qxBB/EslXddZJJ51EgBQAAVJGtLpdOFW61qWeNIkFe7KV7wBRT6Wwmuz3v/+9e/TRR/0iZUnzbcVDpF27dnlp6yFACoMAKROapfboo39bIfDuu9/2iyCDfAbIBx98kDJA8LbbbvOLlDU9iagbdPj7q3dW0r3aCJDCIEDKxE03vR6Fx4knPlYSa2gUk3wFiO7A1SgfvrcGJ1YitYnEG9Y1TiRJBEhhECBlQOtkhEuF7rHHIPfFF8lXEZS7fAXIqaeeGr2v5ufS1OyVSlOyhF18VY2X5Ih1AqQwCJASp7Wm99lnSPT0oXUykLt8BMhjjz0WjfXQyHYNaKx0mi05PM6a9iSpiz0BUhgESAnTzexpp/02VYkWYoJN0gGihmJ1XdX7KURYqvU38RHrWj43CQRIYRAgJWzIkPei8OjWrXKnKklC0gHSt2/f6P007QZ+ozVGwrmzFK5JzDFGgBQGAVKitMBS+/bVU5XsvDNTldRXkgGiyRnDaVLWWWedYPoUpNITWXi8NQdYfRelIkAKgwApQUuX/hytzKdt5MjiWi+iFCUZIJoaJXyvO+64w9+N/xOfCl4rG9YHAVIYBEgJ6tv3t3aPPn2e9XfDIKkAUU+jcPp4TeWR9HiHcqIp98PxMepkUJ811gmQwiBASsyIEc+4Fi2Ornrsv9h16nR/sNog6i+pADnuuOOi9xk5cqS/Gx6tbBger5tvvtnfnTUCpDAIkBKi5VXXWquZW3PNLd1GGx3s3nprpl8ERkkEiNYMD9f30LoiPH3UTQMMGzVqFBwzdev98UfbDREBUhgESIlQI6PmEQpPkiuusN+toaYkAuScc86J3kOLUCE7p59+enTcBg4c6O/OCgFSGARIiejTp090gmhd7+XL6bKbpPoGiEaYb7TRRsHr1fPKeiddibQ+vUam69jtuuuu/u6sECCFQYCUgLFjx0YNs1oPWlUlSFZ9A0RjGcLXn3zyyf5u1GGfffYJjp3GhcyaNcvfXScCpDAIkCL3xRdfuObNm0cnx6hRo/wiSEB9AyR+AZswYYK/G3XQypDh8evXr5+/u04ESGEQIEVM1SL77bcfd7YNoD4BosbytddeO3htixYtKnrCRKulS5e6NdZYIziGWngqVwRIYRAgRUxrZYcnRevWrevVTx6Z1SdA3n777ei1//znP/3dyNIRRxwRHUe1i+SCACkMAqRI6aIUToehbo6TJ0/2iyBB9QmQG2+8MXrt6NGj/d3I0oABA6LjeN999/m7MyJACoMAKUKLFy8OxhGEJ0SlrWBXCPUJkAMPPDB4nTo6MO+VnRrPw88g11l6CZDCaNgAUe+K8893bocdnGvWzLmVVnJu3XWr/923r3MzGRgn3bt3j06Ggw46yN+NPKhPgDRt2jR4naYuQf1svPHGwbHUVPi5IEAKo2ECRCNyzzuvOjCqPuBaN+0/99zq8hXq/vvvj04EnUTc0TYMa4DMnz8/et2JJ57o70aOjjrqqOh4fvtt9jNMEyCFkf8AUY+UQw6pDogVV3TuyCOde+op9U/V8Grn9GFrsZ2qP5xgv8qpfKaeLH36OLfZZs61bJmX7YeqbWTV1qNqa9mAmwIjHO+R9JKfyMwaIC+++GL0uuuuu87fjRxdeuml0fF8/fXX/d21IkAKYwX/C4m74orqUFhzTeeee87fm+r5551r0qS6vF6XjpYF1f48bkurtkFV2/4rVP9BFmKjN0/DsgaIpiwJX/foo4/6u5GjESNGRMczl4Z0AqQwVvC/kKivvnKucePqC/Pjj/t701M5ldfr9Hqfnky0wlvVHXu+tkI8gaxZFbDhCaCpreu7wA5yYw2Q+GyyH374ob8bOXr//fej46m5xbJFgBTGCv4XEnXttdVhsN9+/p7MOnasfp1eXwGeq3oyi09VkmsfeNSfNUD+8Y9/RK/TYDjUz6JFi6LjmUtPLAKkMPIbIPvuWx0EDz7o78ls+PDq1ylIypz+2Ndbb73oj//hhx/2i6ABWAPkgAMOCF7zhz/8wd8FA43iD2+mcumBSIAURn4DRF3xFASffOLvyWz27OrX5diVr9ToZOnUqVP0h6+TAIVhDZA999wzeM1aa63l74JRkyZNgmO61157+btqRYAURn4DZNVVq4Mg1yk4VF6va9TI31NW4qvXbbHFFlSBFJA1QMI1WnIdt4Da6VjqmO6g8WFZIkAKgwApoPBE0XbJJZf4u9GArAHSpk2b4DWaOQDJCGdh0LHNFgFSGPkNkA02oAorg+HDh0f1vauttpqbOnWqXwQNxBogPIEkjyeQ0pHfAOnQwdaIrvJ6nRrhy9yVV14Z/eFvvfXWrGRXINYAoQ0kebSBlI78Bsg111QHQadO/p7M1O1Xr6uAbrxaSyK8CGljAGFhWAOEXljJohdWaclvgOiDVDuGpijR9CXZePLJ39o/avtDWLLEuVdf1TwSedmWV22fVW3vV20vNsA2cuTI4A5Wf/xa0lP/RsOyBgjjQJLFOJDSkt8AETUOKxD0iD9unL83VdXFNCin8pdd5u+tpiqeli2ry+RpK/RUJroDmzFjhv+bI4+sARIfiT5lyhR/N3L03nvvRcfzXE2smiUCpDBW8L+QuF9/dU6PolUfbNWVUbdszukE1Yes6To0XcnYsc7pbkP7VU7l9bp0Fi50bpVValz0k9wKHSDadtlll6B6Cw3DGiDxubBYTKr+Hnrooeh4Dho0yN9dKwKkMFbwv5AXy5dXz6Bb13TuqkdWOZXP5JVXnOvXL2/bz1XbpKrtgaqtXwNuF1xwgWvevHl0Ilx11VX+b448sQbI+PHjo9ddozY/1Iu6s4fH84033vB314oAKYwV/C/klapltC5Iu3bOrbNOdWDov9tvX70OCNU27qOPPgq69OpEWKkqcHM5iWBnDZAFCxZErzv++OP93cjRkUceGR3P7777zt9dKwKkMBo2QJCVe+65JzoZNtlkE/f999/7RZAwa4DIOlU3QXpd69at/V3I0Z/+9KfgWOq/uSBACoMAKVLdunWLTgjdlSG/6hMgXbt2DV6nHnRfaKE0mEybNi36DDTNTy4IkMIgQIqUHt+1Tkh4UuSyuA5yV58AueWWW6LXakEk2Nx+++3RcRw6dKi/OyMCpDAIkCL22muvBQPUdFKsvvrqwR0a8qM+ARJfBKmnFjuDycEHHxwcQz3JqW0pFwRIYRAgRe7yyy+PToxtt93W/fTTT34RJKA+AaLR02HvOa0mubyuXoSoYeHChW7VVVcNjuFWW23l764TAVIYBEiR01iQPfbYIzo5zjrrLL8IElCfABFNQRO+/umnn/Z3ow533nlndPyuNUxhRIAUBgFSAubNmxf19NHj/VPZTguDrNU3QN56663o9ZreBLlp3759cOxUZfvZZ5/5u+tEgBQGAVIixowZE4SHTpBmzZqZTjLUrr4BIq1atQper3E8qpJBduJtSJ07d/Z3Z4UAKQwCpIScdtpp0Umyzz77BHXvSEYSAaKZA8L3uOKKK/zdqMXhhx8eHbdHHnnE350VAqQwCJASsmzZsqCBMTxRmDojOUkEiJ46wrUs9JTI7Lx10wSU4fTtGohpvSkiQAqDACkxH374oWvcuHFwomiqkzfffNMvAoMkAkTOOeec6H369+/v74YnPnXJg7kuPBdDgBQGAVKC4jPA/vnPf2aqkwQkFSBqm2rUqFHwPuram8t8TpXm9ddfj54+tthii3rNPk2AFAYBUqIOPfTQ6ISh10/9JRUg0qtXr+i9WGEyvV9++SWlOnbUqFF+kZwQIIVBgJQo1be3aNEiOmkGDx7sF0EOkgwQPRGut956wXupW6oWSUIqtd+Fx7tLly7+7pwRIIVBgJSwV155JZrqZI011nDTp0/3iyBLSQaIDBs2LHo/jXHQHTeqacmCsB1PU/TMmTPHL5IzAqQwCJASd+mll0YnznbbbcdUJ0ZJB4jsvvvu0XvmsjxrOVuyZEnQ3hEelxtuuMEvYkKAFAYBUuLU8LjbbrtFJ8+//vUvvwiykI8AmT17tltrrbWC91RjcVLvW8riva46dOhQr4bzOAKkMAiQMjB37lzXtGnT4OTRaHXmYspdPgJE1Dgcvq/GhnzyySd+kYpx4403RsdCC0Z99dVXfhEzAqQwCJAyMXr06OgE0oywn3/+uV8EGeQrQCQ+g8Dmm2+e6IWzVKiTR9hld5VVVkl8qWYCpDAIkDJyyimnRCeRqgeso3orUT4D5Mcff0ypZtxhhx2CtoBKoelJws4eekIeNGiQX6TeCJDCIEDKiKY6adOmTXQiXXfddX4R1CKfASIaUNi2bdvoe+y9994VESKPPvpo8MQR/t75Gp1PgBQGAVJmPvjgg2gk9MorrxxMM4665TtARKvsbbzxxtH32XHHHcu6Ouu2225zv//976Pf95JLLvGLJIYAKQwCpAzFF+fZdNNN3aJFi/wiiNGkhz169IiO2QMPPOAXSczHH3+cEiJqEym3hnVVnZ599tnR76jt4osv9oslSrNTh9/r008/9XcjTwiQMtW1a9fohDrmmGP83RVPoTp06NDgOIVPbOGmpVW1Kl6+xtToSSQ+jYd6Z+XrqaehqfNGx44do99NbR8DBgzwiyVGPRCPPvrolM9vgw02cMOHD/eLIg8IkDL17bffuo022ig6qXSxrHTffPONGzhwoOvUqVNKvXxtm57eHnvsMf9tEqE2kXjDunooabBhKY9YV/dx9QAMfyeNMs/X6plq79MgWi3e5X9u4fb3v//dvf322/5LkSACpIy9/PLLUR20pjpR9Uml0R2x2jf22muvqCeQv2299dbBxWjSpEnusssuCy588f2qHtG6FUlT76x4F19tmvak1ObOUjD37NkzWjFT25Zbbhm0x+XDQw895Fq2bJly3DbbbDN3//33B20h8XYXBfPxxx/vvvjiC/9tkAACpMz169cvOpnatWvnfv75Z79I2VG1hnr76A4/HHvgb2rAvvrqq93MmTP9lwdr0KvaL35BVPicfvrpwZNd0jTYMByxHn4vzeJb7FPBaxS52tvWXnvtlGOrUNQTQtLeffddt+uuu6Z8rzXXXDPobRj/u9aNQHwaGW1a6Cuf1ZKVigApc8uXL3e77LJLdCL16dPHL1IWZs2aFVwgdtppp5QLR7gpDHQcbrrppqwbWbVehYIm/j66WKp3kY5rkjTtSbxKS5vWE1EQ/vDDD37xglJwjBw5MqVbsrYNN9wwL1V+6lV14okn1niyOOGEEzI+WTz88MM1nlT+8pe/5OVnrFQESAXQBfOPf/xjdOKNHTvWL1KSpk6dGlQ5bbPNNikXiXDTnfyee+7p7rjjjmChJwv1KNIo6vXXXz/lvTXe5oUXXvCL15tm8Q2ngg+3ddddN1hjXVP4F5Kq3LSYmaqL4j+f2pPOP//8xMe16KlCky3Gn8606UbgnXfe8YunpSch/Y34bSWqltTqnqgfAqRCaDRwePLozjbTnVsxU/vARRddlDKja3zT2Bf1Arr33nvd119/7b/cbPHixa5v3741Gt8POuggN2PGDL94vWg9ES1Kpd5g8e+lKdDV40iN1Uk/AWUyYcIEd/LJJ9eoqtJTnXqxJf37y5NPPlkjqLT+jXXZ24aulqwUBEgF0UUgPHl0kS2VqU607rt6KGn53vgFJdzUDVcX8iFDhuS93UBVZfEu0toUKvr5kh5vow4AGk+h+nv/d9ZNgD7PESNGJD5wThdUza12xhlnpCxaFm4K6eOOOy4vHQv0VBnvBqxNwalBiElU5alaUlPJxN8/X9WSlYAAqSA6AVu3bh2dOEmtxZA0BZt6kJ111lnBrK3+BUybqiQOP/zw4I406aqTbIwbNy5lLIc2VT3dd999iQezqq6uuuqqYNChfxzCTZ+rehupHUgXf/WAqqvBWFVECgFNN6KGaPVg8ts14pu6hZ9zzjlBJ4Wk6Xc888wz3UorrZTyPbVcc9LfT5+P5uNqqGrJckaAVJjJkyenTHUyceJEv0hB6O5PF2V1B/XbAMJNPW6OPfbY4IKXj14+udLPrPaVddZZJ+XnVG+31157zS+eCE1Nox5aegLxj09tm46bGpPDTf/2y9S2aZkANWCPHz/e/1ESoWOonlz+Mdx+++3dq6++6hdPVG3VkgcffHDa3nmoiQCpQLfffnt0sqieWSdSIegOWSOwdeeshmL/4qVNFxZNM6J6/7ruqAtFVT66qDfE3XOcbgZuueWWoEotXA+mvpsarA888MBg7Q4Nwkv6aSruxRdfrPHEo2DUYM98fl+fwiJdteR5553nFidcLVluCJAKpTaD8GTp3r27vztv9OSgJwg9Sfi9a8JNTyB6ElF1QinVS2ut73333Tfld1FVmwYpNsQTk9pMXnrppWDgZO/evYN2iv333z8YE6GeS3r60H/1786dOwf7tYKlngB0MdcUKw1B7UiHHnpoynHS07Cqx5JuR8qFnoA1ADL8mX634opup1at3NhRoxo00EoJAVKhNHpY/fbDk0WjePNFbRQaPXzEEUfUGOUdbmrrUB24evyU+sn6xBNP1OhBpIu3jkEl09+Buvv6vcv0xJOPnlwWumHRE7oa1tdt3NjtsMEG7vDWrd2VVTc8M0tshoCGQIBUMN2thoOz1NMnyXpfdUVVryjVJ/uTFYabelWp91LSq9MVAzVQq2Hab2/QSGqNqK40+lvQJIfxY6GG/+eff94vWhRULXnFeee5LlVPICdtt12w/b/tt3f3XnihW1iiXeDzgQCpcBpTEZ7Q6t5Yn6lONO5C9df77bdfjYbJcPvrX/8afE9NN1EJNN5GI6bjU6ootNUwnXT322KkmwPN7xX/G1B7za233loSE0fOr7qpuvnUU6MQ0Xb63//unhgwwP1cpG1yDYkAqXB6ZP/b3/4Wndyqh86FRnirDj3TZIUaKa7RwGojqFQaOR2fUkabnk7Ulbo+oV2s5s+fH7Rz+QP3NE+Wqk9LzXsTJrgLqp6m40FyXpcubuJzz/lFKwoBAjdnzpyUqU6eq+Ok0NQoN998c1AdU9tkhbrrvOaaaxKtFisHGrfiD85Te4lGXpcDTXdy+eWX12jr0hK++Zqdt6Esr3piGjtkiPvnbrulBMn1VU+Tn06b5hevCAQIApocLzzZ1QvKr15RECgQ/OqIcFOQKFAULNlOVlipNKBTI6s1wjp+DDUCu5Sf0vQ3FF9tUZvWVFGvu3KyqOoJavCll7r/165dFCInV/3/0KrgXFRh06IQIIjE15XWokuabE5dULVehh8Y2lQloaorVWFZJyusZBojorEi8WOqsSTqjVboiRNzofnJ9thjj5TfQ50yNF1+sY7dScKcqrC/7oQTUp5Gztx9d/fcsGHB00olIEAQ0Z1xbZMUhpsax9VIrsbyJCcrrGQaca2R1/HjrAGUCuZiHgejz1/zcfnTrP/v//5vMCalUrw1dqw7b//9U4Lkwq5d3eRXXvGLlh0CBJFXqv7g0wWIuuGqO66WxVX3XCRPY18Uyv4UJZpvS4P8iol6T6mqMmw3Czd1xtBUK5Xo5x9/dI/ffbc7reoYxIOk/+mnu88/+cQvXjYIEARtFkcddVSN4NCmUepLly71X4I80Uhs9YTTyOz453DIIYcEI7gLTVPPtGrVKuVn0ySL+RyIWkq+rXryuuf881NCpOeOO7qHbrjB/dQAsxE0NAKkgqnKSkve+o25atcIx3GoUbSYq1HKlUZma4R2/HMJF24qxNxl06ZNC6Y/if88ejK9+OKLucFIY8akSe6KY45JCZKRVU9t5YYAqVDDhw+vMVW6pgt/6qmngv0a/BZ+XUuDojA0Ujs+Bb82TUOukd0NQeuraL4s/4lIU+mr+zdqp2rJV8eMcb07dAgC5PkyfEojQCqMZlj1B7RpUkPNvhof0KZ1IsJBYDvvvHPsHdDQ1Oagkdv+jLvqUp2vaWC07vmAAQNqzJK87bbbBvOVIXtqH1lQy3io+BNKfDt5hx1cr732ctefdJIb99BD7pci7c1GgFQITamhadP9KTXUdferr77yiwfiK8NpJTcUlkZwayR3fMS/Ql4jvjXyOymaI81fZ75Zs2bunnvuCYIFyfGDo7bt0iOOcIuLsGs3AVLm1A9fq9T5k/rttttudc5H9eyzz0blu3Xr5u9GgejpUCO745+nRn5rBLhGglt98sknQdVU/H1VdaWp4el9lx9hQPh+Xb7cffPZZ+7l0aPdWXvsEZQZfMklfrGCI0DK2OOPP+7+8pe/pFwQNK241tHOVrg+gu56Z8+e7e9GAY0ZMyYY6R3/fNXpQSPCc6FGcE1w6c+arLVEpk+f7hdHgmoLkLjJr74alFGVVrEhQMqQRpB36NAh5WKghY00oWGuCxtpbEL4Hr169fJ3o8D0hKkR3xr5Hf+8NTJcI8TrMmzYsJR1YbRpxuSxY8f6RZEH2QTIsiVLgjKn1tIWGX+PqW+95e4+91x3zn77uVPatw+mWMknAqSMaA2DM844I2VpVdWRH3300W7evHl+8ayoSiQc3KaLFFUZxUkjvzUC3G/j0kjxdDMGaMCfOkfEg0MDA/v3718S06yXi2wC5IPXXgvKXHL44f6uQPgej95+e/T/4aY1TPKJACkD8VXU4hcEre/xWtUfX31pPqzwPdVbC8VLwRCfnj8MBo0cVzBozjItZRsPGlVPagnhdEGD/KotQNQG8u0XXwTdgM/ac8+gzEujRvnFAvHAuKp7d/fhG2+4ZQ00NocAKXFaNzy+jrM2zaY7aNCgxJaGVS+tsH5cbSgMLCx+GhmuEeLxvwt1yfUHjaqq6/333/dfjgbiPzGk284/8EA34ZFH/JdGwnKXHXVUg3f3JUBKlKZX1/xU8YuBRiqfd955eRmpHJ+pN5dGeBSOGsc1UtxvHNe2ySabuFG13NGi4fhhkW5TW8aAvn1rnSo+LPfOuHH+rrwjQEqMwkEh4S8ZqzDJ5+JNapgPBxZqABtKh0aMq9u2Pjt9hupxVZ/uvkhOePH3/ffXX92S77+vbhSvOt9VRjP8/pDm5jB8j9oCJp8IkBKh6ihVS6l6Kh4cqr5SNVZD0Boh4ffVFOQoLRrXQ1fs4lJbgPiGX3NNUO6xO+/0d0XvodBpaARICVBDuBrE48GhBnM1nDdke4TmZQq//6GHHurvBpCjbAPkq3nzgnL90gzozfY98oEAKWLqeqsuuGHVkTZ10VVXXXXZLYS2bdsGP4e6iBbD9OJAKcv24v/Lzz8H5bTeiC/b98gHAqQIabCfBv1p8F/8qUODA9UWUUiqRgt/Hi29CsAu24t/+ARy5h57+Luyfo98IECKjHo4qatsPDg0HYmmJSkGGvkctsOsscYawXTfAGyyvfg/cPXVQbmbTz3V35X1e+QDAVIk3n333ainTLhpAsTrrrsuZZr1YqBJ+8Kf8frrr/d3A8hSbRd/NYgv9XphaZuSZlbs2t6jIRAgBaZBeieeeGLQphBelDVKWFOvawr2YqQRy+GANC1KxdQXgE148a9r0/ogLwwf7r88QIBUID1V3HDDDcFiTvGnDi32pEWfip3mWAp/5gcffNDfDSALflCEm+awOqPqWqB1QB6qespfkKHDCgFSYbRsrJaPjQeH7uS1zGypmDp1ajSfkroYA6g8BEgD0kV3v/32SwkOVQX169fP/fDDD37xoqf1IsLf45VXXvF3AyhzJRcg4QUrW7mWz0Q9jjTddZcuXVyLFi2Cbrarrrpq8PRwyCGHBF1ca5siQpPbxadZ13bUUUe5Tz/91C9aMsaNGxf9Ll27dvV3AyhzyVxZG1CugZBr+drccsstNZaFTbepi2u6FeEOO+ywqMz2229fNnfsW2+9dfA7qRNAPufiAlB86n9lbWC5BkKu5dMJZ6JVnb+CQLOYzp07N3ja0IjwiRMnur59+7pmzZrV+v0++OCDoGeVnlJ+LcCcNfkyZMiQ6HfWCHkAlaPmla7I1XaBrk2u5X033XRT8Pp11lnHvfTSS/7uFAqTY489tl7fr9RoYOH6668f/M4aWLhw4UK/CIAyVXJXulwDIdfycd98801wUdSTx/jx4/3dtdJ065XkyiuvjI7ztdde6+8GUKZsV9YCyjUQci0fp3Eaeq0ayFE7BW04b5dWwWNgIVAZbFfWAso1EHItH9exY8fgtazcVrdTTjklOtYPPPCAvxtAGbJdWQsovEjlullsuOGGwWtLuattQ5k+fXo0sFC9zACUP9uVtYD8YMh2swjXktb06qjbAQccEB3vCRMm+LsBlBnblbWAcg2EXMvHESC5efHFF6PjfdBBB/m7AZQZ25W1gHINhFzLx1GFlbttt902OGaqzpoxY4a/G0AZsV1ZCyjXQPDLT548Oehmq3r6pk2bulVWWcVtuummrmfPnm7OnDmxV9KIbjF06NDomJ922mn+bgBlJPsrcZHwA6Eufvnw3+k2TVUSn0qdbry50zT1G2ywQXDcVl999YKt3Q4g/7K/EhcJPxDq4pdv166du/XWW92kSZPckiVLgjEMY8eOdW3btg3KaT2OkHUgoaY1qWRXXXVVdNyvvvpqfzeAMpH9lbhI+IFQl2zLq75e5dRwHhc+hWgqk7p6Fmkaj+7du2f1/cqZnjrCgYVqRyq2JXkBJKPkrnTZBkIo2/Jq/1C5li1b+rtcjx49gn16EunWrZsbPXq0mzdvXjCZokJD1V4XXniha968edbfr9yp/SM8FsOGDfN3AygDJXely/UCXVd5rfGhSRLbt28flNO07eloUsUmTZpE71fbpokFaXR37uOPP44GFm5XoOU2AeRX7VfWIlVXIPhqK+9f+DfbbDM3cOBAv1gKVc0oSDp37hzM+aTVBMMFpbSg0uDBg4PZaVFNY0HC45tLGxKA0lDzyloh/ABRj6EzzzyTAEiQnuzC46tR6gDKS8UGSCjshbXNNtsEF7pevXr5RVAPGm+j46rqrM8//9zfDaCEVXyAhGbPnh1c6NQQjuSMGTMmCA8d18WLF/u7AZQwAuT/TJs2LQgQdT9FsmbNmuW+//57/8sASlzFBcjOO+/sRowY4WbOnBm0d3z55Zfu8ccfd23atAkCZN999/VfAgBIo+ICxG88j29rr722mzJliv8SAEAaFRcgEydOdCeddJJr1apV0AVXVVZbbrml6927t1uwYIFfHABQi4oLEABAMggQAIAJAYIGp+lj+vfv77p06eJatGgRVCOGI/o1df6gQYOCecZ8YVtVtnItDyA3nF1oUJprTOuu+B0Y/G299dZzI0eOTHltroGQa3kAueHsQoNR5wVd0DWw8LDDDgsmnZw7d27wtKF5xtTBQWupNGvWLO3FP93XMsm1PIDccHahQWgSSl3Mta6K5sjKRGFy7LHH1rj45xoIuZYHkBvOLuSddWVHrV0fl2sg5FoeQG44u5B3Sa0tn2sg5FoeQG44u5B3HTt2DC7k9V1oK9dAyLU8gNxwdiHvtC66LuSffvqpvysnYSDkugHID84u5F2jRo2CC/myZcv8XTnxgyHbDUB+cHYh75IOkGzlWh5Abji7kHdJV2FlK9fyAHLD2YW8K6ZG9MmTJwfdg7XUbtOmTd0qq6ziNt10U9ezZ083Z86clLIAMsv+bASMiqkbb/i1dJumWHn77bdTygOoXfZnI2BkHUioaU3i0gVCJunKt2vXzt16661u0qRJbsmSJcHPNnbsWNe2bdug7C677JJSHkDtsj8bgXoIn0I0lcmECRP83SkWLlzounfvXuPiny4QMsml/IwZM4KyavAHkJ3szi4gAT169Agu0noS6datmxs9erSbN29eMJmiQkPVRxdeeKFr3rx52ot/uq9lkkt5tX+obMuWLf1dAGqR3dkFJESTKjZp0iS6uNe2rb/++jUa3XMJBMmmvNYm0eSO7du3D8pqunkA2cl8dgF5oNl2FSSdO3d2G220kWvcuHG0oFTXrl3d4MGD3U8//eS/LKtAiMtU3g+szTbbzA0cONAvBiCD9GcXUOb8AFl99dXdmWeemTa4AKRHgKCihb2wttlmmyBIevXq5RcBUAsCBKgye/bsIEDUgA8gOwQIUGXatGlBgKy22mr+LgC1IEBQUXbeeWc3YsQIN3PmzKC948svv3SPP/64a9OmTRAg++67r/8SALUgQFBR/Mbz+Lb22mu7KVOm+C8BUAsCBBVl4sSJ7qSTTnKtWrUKug6rymrLLbd0vXv3dgsWLPCLA8iAAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJj8f2l7xO9DiC9nAAAAAElFTkSuQmCC)
PN: 4H48-9-39
CAS: 1263280-06-3
Molecule Weight: 241.088
Formula: C9H9BrN2O
![5-Bromo-6-chloro-1,3-dihydro-2H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABnJAAAZyQEnC3Q9AAACD3pUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF/wCAROFVFmrSZPaTWo7ad8mB5wUCXBlyNu/3xloFpKOCCzfne8523e253eHsoCdtnVuqoRwjxHQVWqyvNok5Nfrt4kkd4t5ik7oWNUJeWua9xml+/3eS990qQ6m8lJTkm58dqjzgc/e94zdUMEYp7+fHl9aZpJXdaOqVCNV57O6NT6aVDXtKv4zBS2V3eUV7dxpaXddtD+CuZ95hzoj//Zyj2NLRGGdFxrWxpaqgZ1gHv7sC2x0pa1qdAarI5p9L8C9L+ZPDybdlrpqUHQR8lQVL43dpmgoTaHTLQZD4ftDQkqOgGpMubRWHcFJzqw4KAHKBxWAmoIKQUWgJKgYFGfYcJwLzHOh3USvx3eNqy3gHn707Se27vtqMUUiIVOPx5EE35NhwEF4U58FwNEYRjDBLYVRDBPUI5/DRHgRd31v7916qA/RBSRwFK7qPhMSHViE3aU2jcMYNRm0xrbDVEkZYaiQt5ovhRxqmBh6ysxivjJVdiZCniVkxUmbsme9rkWfNQLGZtriklwA53oOiCHgcnwClp8B/hBwFRkHgiHg6je+pOkQcNUeB8Ih4M7GCRCfAdEVIMdnkEPAnbtxIL7adDyeJc6GRHuubyCXxW7vwQ3mut43kYuKf1y16+3TsyNJPy42ileXnp69CBTfwcVfx2GKPYEFJ3cAADDYSURBVHhe7d0JvNVz/sfxLI1EoYRBjH0Z2zQKWUsZy5Atsoxt7GHwH1sNorFkSOY/2dKmyBKJSURFIUyNJSFbFKUp0SZt8/3f9+/+fz+/8733nnvv5/zO/no+Ht8H3d/3nHPv797ze5/fd23gAAAwaOB/AQCAuiBAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAgT87/7W+rLRe2aeOuPPRQd+f557txjz/uVi5f7j+0IBAgAJAnfnDUVG7u0sUt/v57/+F5R4AAQJ6EAeFbvWqV+27OHDdxxAh3Rbt2QZ3BN93kV8s7AgQA8qSmAImb+vrrQR01aRUaAgQA8qQuAbJsyZKgTte2bf1DgfhzfPyvf7kHr73WXXPEEe7iffd1F7Zu7dVOFgECAHlSlwD54I03gjo3nXyyfygQPscz994b/X9YLth7b796oggQAMiTmgJEfSAL5s51r48c6a5o3z6o8+pTT/nVAvHAuO3MM92Hb77pli1d6lfLCgIEKBO9evVyY8aM8b+MPPLvGKor3Tt1chOeftp/aCSs1/PUU3M+3JcAAUrcW2+95XbYYQfXoEGDoJxZ8Sl13rx5fjXkgR8W1RX1ZfTr1s0tWrDAf3ggrPfvceP8Q1lHgAAlavbs2UFYrLHGGlF4hGXDDTd0vXv3ditWrPAfhhwKL/6+/65e7ZYsXFjZKX7ddUGd648/3v24eLFfNXqOmgImmwgQoMQsX77c3Xrrra5JkyYpobHbbru5X/7ylylf22mnndzzzz/vPwVypKYA8Q3r1Suo9+z99/uHoudQ6OQaAQKUkKefftptu+22KSGx3XbbuREjRgTHf/zxR9ejRw/XuHHjlDpHHHGE+/jjj71nQ7bVNUDmff11UK/HSSf5h+r8HNlAgAAl4P3333ft27dPCQXdgdx2223BHYlv5syZ7pRTTkmp37BhQ3fFFVe47wtwyYxSVdeL/8oVK4J6l+y/v3+ozs+RDQQIUMTmz5/vLrroIrf22mtHQbDmmmu6s846y82ZM8evXsVrr73mfltx8YkHSYsWLdwDDzzgVq1a5VdHwup68Q/vQC5v184/VOfnyAYCBChCK1eudPfcc4/baKONUi7+bdu2dW+//bZfPa3Vq1e7/v37u0033TTlufbcc0/3yiuv+NWRoLpe/B+9/fagXp+uXf1DdX6ObCBAgCLz4osvul122SXlYr/lllu6oUOH+lXrZeHChe7qq692v/jFL1Keu3Pnzm7GjBl+dSSgpou/OsSXeqOwVKZNmuRXrfE5coEAAYrEJ5984n7/+9+nXNzXXXddd/3117ulCc48/vTTT90xxxyT8jqNGjVyf/nLX9ySJUv86shAePGvrWh/kLHDhvkPDxAgAGqkO4Orrrqqyp3BSSed5L788ku/emJeeuklt+uuu6a85hZbbOGGDBniV0Ua3//nP8GKulqexOcHRVi0htVlBx4Y7APy+J13utlffOE/NEKAAKhCfRMPPfSQ22STTVIu4r/5zW/cq6++6lfPCvW1/O///q9r1qxZyvew3377BTPcUbPly5a5Zx94IFhFVxf45yr+v9QQIEABmjBhgmvVqlXKRVujo/r16xcES65999137uKLL04Z7aUZ7prprhnvSPXW6NHumiOPTLmrIEBQFjp16hRcINQxe8cdd7gv0tw+I1lfffWV69KlS0pwqOnqf/7nf9wPP/zgV8+5Dz74wB166KEp35/mm2jm+08//eRXLztfTpvmep1zTkpwaOjty48+mpfgzzYCBCk0bLO6tZPUbNKzZ09mK2eJOsFvvPHGoFM8ft6POuooN336dL963mlmu2a4x79XzYDXTPhytLDiDm3QTTe5C1q3joJDmzkNrQjWJQUQ/NlCgCCiZgrddYQXhHhzRbyoY/WGG25w7733nv8UMHjkkUdcy5YtU87xzjvv7EaPHu1XLSia4a6Z7v6aW5oRr5nx5UAzxF8YNMhddtBBKXcdd11wgZv1ySd+9ZJDgCASNl2paCazmkwefvhhd+yxx1b5ZBwWfQq97rrr6FA1mDx5stt///1TzqcmBt59991FtUquZrzr70Uz4MOfQx8+NENeM+VL1bsVd+t/qXhvxIOj29FHuyljx/pVSxYBgkDfvn2jN/+OO+7oFnvLRmv8/2OPPeZOPvlkt95661UJEpWtt946WEtp4sSJ7r///W/K4/Gzb7/91p1zzjkpF9y11lrLXVDxqbWY9+nQDHjNhPcDUTPmNZqrVHzz+efu7opwjAfHpQce6Eb175/zDZ3yjQBB0NygiWJ6w6+zzjpuypQpfpUUy5YtC9rA//CHP7gNNtigSpCobL755sGonXHjxrGm0v9Tk492BWzatGnKuTrkkENKqjlQM+LjTaEqmjmvGfTFTPtzaFl1TeoLg0PzNQbccEMw16McESBlTst7xyeLaZOh+tBFUW31+kS98cYbVwkSFQ0//eMf/+heeOGFaleGLQcjR45022+/fcp52Wabbdzw4cP9qiVBgwLUT+Y3fWomvWbUFxNNABz/+OPuinbtUu46bj/rLPfF1Kl+9bJCgJQ5NZuEb27tCZFJ05PuNMaOHRu0ffsbF4VFO+GdccYZwQVVdzKlbtq0aa5Dhw4p52D99dd3f/3rX8ti2KtmymvGfPzn17DkP//5z8EM+0L30VtvuR6dO6cEx9UV75NJo0b5VcsSAVLGnnrqqehNvdlmm7m5c+f6VcwURJoMd/nll7utttqqSpCEF1LNeXi84tNdkms5FQKNaLvkkkuqTLxTeH7zzTd+9ZKnmfMaCh7//WuGvWbaF+L8iBlffOGurrirPnX33aPg6Lrffu6Zvn3dTxV37ahEgJQpTVgLlwJXZ+6YMWP8Kol688033TXXXFNl7kBY1NRx3HHHBessFcMn05qos/gf//iHa968ecrPt88++wTnIJs0ak6j4QYNGhSsqquRUTqn6mM56KCD3K9+9avgv/q3RtbpuOoNHDgw+N4WZHlPbQWFZtKrSTN+bjTjXh82CsGiRYuCv9PGjRq5HSt+h4dV/L0qPO6vOE/zyjD4a0OAlCE1NR1wwAHRG1gXkVx69913g/Zxf0nysKgjX81pAwYMKKphoC+//LL79a9/nfKzaDDB4MGDM2oarImWEFHgKghqusurb9FiiRocoVDRh4xsUNBpZr2/OKTuRrP1mrXR70d/b7oTD7+fZhUfak7p0MF9UM/9VcoJAVKGNOM5fJO0bt06r3MOPvroI3fzzTdXad4Ii5qAtHTG/fffX6cd9vLhs88+S5lDo6IQ7N69e5Xh0JlSaGh5mT322KPKuaqpqKlQdx9h0b/9OjUVDenWHurZ2A9EM+w10z7+eroT1d9nLps0X3/9dbf33nunfB8aEKK/OUYQpkeAlBk1FWjOgd4kGk6qi1+h+Pzzz4Nhrvvuu2+VC5mKmtrUBNOnT59gT+98U3PHtddeG4RF/Ps84YQTEl0/TJ+OtUSILrY1rQ6gOxDN0VEYP/HEE8FdXm2DFHRcw4effPLJoFNfe6RrZJj/3GHRuden9KRH0ml0nmbex19LM/M1Qz+bZs2a5U499dSU19W+8Oq3Y1/4uiFAyojauONLZmS6g102KSAUFLpoxSfcxYuCRoGj4MklXdDVxBNv7lDRXcH48eP96mbqM9DkTb9ZTEXzdtS/ce+99yY+LFbhp74KBUp1dytq5tLvRkPAk6K7YD2nv0WvZuprxn6S9H3fdNNNrnHjximvdfjhh7PWWz0RIGVEF5zwzaLRQMVCTVdqTlBTVk2fwNUEpk/fahLLplw1d+iOw9/MSUWhqdfK1SdkXWzVz9KxY8cqQa5RVHfeeWeiTaCaia+h5eFdsope9+yzzw5m8GdKgawVE+I/h5rpRjEs14QAKRP33Xdf9IbZYYcdEm+bzxV1qqsZRZ3sftNRWNQ5r056NeMkRc0dp512WsrrZKO5Q53IRx99dMrr6AKq5ql8L1Cou8LLLrssWrUgLAo6reKcJDWtabRY/HXU5Ko7TksT2r///W934IEHpjyf5iTdddddiQZguSFAyoD2cAhnBGvkS9JNAvmi4b76dKw7K3/Gc1g0bFj9FNYhtOonUHOHv/6XmjuSvNtRc5UuZvEmIwWHmpE0GbGQ6E5AEwH9c6K72qTX8tJMfb9fRjP6NRG1LjS36dxzz62y7th5553n/lOmy48kiQApcboA7rbbbtGbR00OpUijdjQhUUNBq2u3V1FHs+4YNJCgLsNqa2ru+Oc//+lXzYguuocddljK66g/ZdKkSX7VgqK7shNPPDHl+1b/SNLb7WrGvjr5/d+rZvjXFK66q/jb3/5WZa029am98847fnUYESAlTsuKhG+e3/3ud3W6cBY7heYzzzwTfCJWM0X8AhIWLbWic6OlV/y+CzV36EITr68LUdLt/aKJf/E5HOrYVTNNMa1eq7XQ4hNE1U91yy23JD7DXDP49TuNb3im19KMf838Dz333HNBM23896fhy/qAgWQRICVMK+aGb6BNN900kU7IYqP2cg0T1WKO/gzosKgTXItBatio/hvvwNX/qwkkG80dmmAYn0ynvoQkm8VySXeAOnfx83rkkUdmpa9NzZGa2R9/rWbNmgXzbvw7OTWzaXBFbUOaYUOAlCg1L+hNpTeR2n91ES13utPQ8vJaZl4zxOMXmuqK7kJ0N5IN2iMj/klafR3ac6XYKRTjfSNt2rRJvF9EdCetzc7S/R5PP/304H2A7CFASpCaDuJNMOrwRCpdgLTxlTbA8vs5FLzZbO5Qp3z4Wgp3dZ6Xkg8//DDYHz38GXfaaadgVd5s0B2O7jziYbzXXnu5N954w6+KLCBASlD8AqU5C5Zhj+VGI7XCc/bss8/6hxOj4cXh66j9Xp/YS5Hm7uy5557Rz6oNprIVInL88cdHr5XkqtJIjwApMfpUHbbhN2nSxH366ad+FVTjgQceiC5A2Wru09Ll4WtoDosmC5YyLZp48MEHRz+z7kSy0Zwl559/fvQ62eivQvUIkBKipUriI3rURoy6yXaAaKRSOIteAa9RYuVAndfxENHindno6yFA8oMAKSFaxC98E6kDEXWXzQDRRM74HIa+ffv6VUqa7kTULxH+/BqdlfQQXwIkPwiQEhG/AGqmrlaKRd1lK0D0CXz33XePnjvXe68UCvWJxDvWNU8kSQRIfhAgJUCzccOVRTWv4G02wKm3bAVI165do+fV8iflMJGzJvo7DYf4qhkvyRnrBEh+ECBFzv+Eq82GUH/ZCBCN5gqHl5brRE6f+uXC86xlT5K62BMg+UGAFLn4J1zNwi3nT7iZSDpA1FGsoat6PoWIOtFRKT5jXdvnJoEAyQ8CpIhpJE/4CVd7MxTqlq/FIOkA6datW/R8WnMLP9MeI+HaWfr7TWIpeAIkPwiQIvX111+75s2bR2/C559/3q+CekgyQLRNcLhXidbZii/0h0q6IwvPt9YAy3SRSgIkPwiQIqQhkPHNdq688kq/CuopyQCJz4rWRl6oXnwp+Ey3GSBA8oMAKUI9e/aM3iytWrViqZIEJBUgGmkUbl6kpTySnu9QSrTQYTg/RoMMMtljnQDJDwKkyGhP7nBGs95806dP96vAIKkAOeuss6Ln0W56SE8LfYbnq0+fPv7hOiNA8oMAKSLae1sb44RvlEGDBvlVYJREgGjP8HB/D+1cyN1H7TTwI9yOWMN6tfugBQGSHwRIEencuXP0Jjn11FP9w8hAEgFyzTXXRM/x4IMP+odRg0svvTQ6bwMGDPAP1wkBkh8ESJHo169f9AbRkhALFy70qyADmQaI5t+0bNkyeLxGXlk/SZejr776KlpBWvvYWBAg+UGAFAFt0BMuVdKwYcNgH20kK9MA0VyG8PEXXnihfxi16NixY3DuNCT9iy++8A/XigDJDwKkwOmTbHxjnttvv92vggRkGiDxC9iECRP8w6jFkCFDovPXo0cP/3CtCJD8IEAKXLx9uEOHDnTMZkkmAaLfSTipU9vjspxM/S1dujTYAE3nUBtP1RcBkh8ESAGLL8bXokULN3v2bL8KEpJJgEyZMiV67J/+9Cf/MOqoS5cu0XlUv0h9ECD5QYAUqG+++SbojNUbQiEyatQovwoSlEmA9O7dO3rsiBEj/MOoo/hAkYEDB/qH0yJA8oMAKUBqEmnXrl30hrj88sv9KkhYJgHSqVOn4HGagc66V3bqPA9/B/VdpZcAyQ8CpABpt7bwzfCb3/yGIaE5kEmANGvWLHicBjsgM9tss01wLrUUfn0QIPmR2wDR8Lzu3Z1r08a5TTZxrmFD51q0qPx3t27Off65/4iy88Ybb0RLlWj3to8//tivgiywBoiaGsPHnXfeef5h1JMmyIbnc8GCBf7hGhEg+ZGbANHIoeuuqwyMil9wjUXHr722sn46TzyhRYeyVpZXlNcqyt0VRWsb5arozRMuLqdinZWL+rMGyPjx46PH/e1vf/MPo55uvvnm6HxOmjTJP1wjAiQ/GvhfSJyGNJ5wQmVArLGGc6ec4pz2rpg71zntAaBftnZr09IcOq56ql/TUMj5851bc82q4ZNgWVpRBlWU3zeo/IPMR1G7OnLHGiBasiR8nDb4QmaeqPhwGJ7P+nSkEyD50cD/QuJuuaXywrzBBs699JJ/NNXLLzvXtGllfT2uOitXOrf33lUu+kmWfAeIFuSbq4BFzlgDJL6arFYMQGbef//96HxqbbG6IkDyo4H/hUTNm+dc48aVF+bnnvOPVk/1VF+P0+Nr8vXXzs2YkZXy34qyuKLMrSgzclDGjh0bLVWi/o/63LojGdYAOe2006LHaTIcMrNo0aLofNZnJBYBkh/ZDZA77qgMgyOO8I+kd/jhlY/T40ucRljttdde0R//rbfe6ldBDlgD5JhjjomCH5nTLP5wQ65jjz3WP1wjAiQ/shsgv/tdZRA89ph/JL1hwyofpyApcZq5HP7ht2/fnqVK8sQaIPqd6TEbbrihfwhGTZs2Dc7poYce6h+qEQGSH9kNEI3lVhB8+aV/JL0ZMyofV8+x4MVGo3bCP3rNOteQUOSHNUBat24dPKa+8xZQM51LndM2Gt5fRwRIfmQ3QBo1qgyC+u51rPp63Lrr+kdKyuabbx790d92223+YeSQNUB222234DHagRDJ0LnUOdW5rSsCJD8IkDzq3r179EevT13zNUQZeWENEO5AkscdSPHIboBssQVNWLXQBMLwD5+5H/ljDRD6QJJHH0jxyG6AHHaYrRNd9fU4dcKXuMWLF0e37Cr/+Mc//CrIAWuAMAorWYzCKi7ZDZBevSqD4Mgj/SPpadivHlcGw3hF+0mss846wR9/o0aNgslUyC1rgDAPJFnMAyku2Q0Q/SLVj6ElSrR8SV1o3wuFhx5X3R+ChrkqkFQnSyXfM9G1iKLeSMgda4AwEz1ZzEQvLg38LyTuppsqL8xqIx43zj+aavz4ynqq37Onf7SS/jh0PIsl3wGiok+2yB1rgLAWVrJYC6u4NPC/kDjdMagts+IXGyyCqAuj3qD6JWsxRS1X8uKLzul2NVwkUfXTTajr27eyf+WQQ7JSfqooL1SU6yrKITksbdu2jZqyVIYPH+7/5MgSa4CwGm+yWI23uDTwv5AVq1Y5d9VVtS/nro5I1VP9MjVmzJioE3GjjTaq997QsLEGCPuBJIv9QIpLbgIk9NlnlfuCtG7t3MYbVwaG/qvVdbUPiI7DXX311dGb4YADDqjI0/IN1FyxBoiwI2Fy2JGwuOQ2QFAnK1asCCZRhW+IG2+80a+ChGUSIOyJngz2RC8+BEiB+qzibiycULXWWmu5V1991a+CBGUSIL17944eO2LECP8w6qhfv37ReaxPB7oQIPlBgBSwoUOHRm+Kli1b8uk2izIJEM3jCR+r1ZVh06VLl+g81rfvjwDJDwKkwJ1xxhnRG+O4447zDyMhmQSIluBv3rx58Nitt946mE2N+tEkzCZNmgTncKeddvIP14oAyQ8CpMBpqZMddtghenPce++9fhUkIJMAkfgFbMKECf5h1GLIkCHR+evRo4d/uFYESH4QIEVg8uTJwT7penOsu+667oMPPvCrIEOZBsgrr7wSPf7CCy/0D6MWHTt2DM7dGmusEXSm1xcBkh8ESJG48847ozfInnu2dsuW/eRXQQYyDRA1W6mfSo/X5mDaqhh1o/4ODRTRuTvooIP8w3VCgOQHAVIkdIE6/PDDXaNGm7nmzdu67t0H+VWQgUwDRLR2U/gcWuIEdXPppZdG523AgAH+4TohQPKDACkic+fOc3vs0cVtt93FFXchd7px42b4VWCURIDMnDkzamrUEv3sb1+7OXPmBM2yOmdbbLGF+c6NAMkPAqTITJw43bVu/aD77W8fcO3aDXLffrvYrwKDJAJE4huEsZZZ7eKrGffp08c/XGcESH4QIEWoT59JQYConHfesxWfdBk2mqmkAmTatGnRWmZa2oS7kJrNmjXLrb/++sG52nTTTd2P9d36OoYAyQ8CpAitWLHa/eEPT0ch8uCDU/wqqKekAkSOP/746Lnuu+8+/zD+34knnhidJw0SyQQBkh8ESJGaOXOhO/DAAUGAqEnrnXfm+FVQD0kGiJahCZfl14gsVhCoavTo0dH53nXXXYP13zJBgOQHAVLERo36JLoLOeqoR9zChbYOSCQbINKtW7fo+S666CL/cFlTU9V2220XnBvN+9AcmkwRIPlBgBS5668fF4XIVVeN8Q+jjpIOkCVLlgRLkocXSX3iRqVzzjknOtf1XXW3JgRIfhAgRW7p0hXu2GOHRSHy1FPsy22RdIDIs88+G4SHnlOdxN9++61fpew8/PDD0XnWsN2kLvYESH4QICVg2rT/uH337RcEyP7793eff173ndxQKRsBIl27do2eVxNBy3mhRY1QW2+99YJzkfQWBQRIfhAgJWLw4Heju5CTT37SLV/OLob1ka0AWbZsmdt9992j59Zuk+VIEwa33Xbb6DzccsstfpWMECD5QYCUCH2w7dp1VBQivXq95ldBGtkKENHil+F8B5W+ffv6VUraDz/84Pbaa6/o5z/yyCMTnx9DgOQHAVJC5s9f6jp2fDgKkVdemeFXQQ2yGSCiTvS11147eH413zzzzDN+lZKkO7CDDz44OretW7cOBhgkjQDJDwKkxLz++ky3996VAdK+/WA3d27yb9ZSlO0AkYceeih6Dc0Tefrpp/0qJUV3HvHw0EZR8+bN86slggDJDwKkBPXu/fNSJ+ef/xxLndSB2uTDC9Dzzz/vH07MDTfcEL2O7kgGDx7sVykJ6vPQUi7hz6ohzV9++aVfLTGnnnoqAZIHBEgJ0lInp5/+VBQiDz3EUifVmT59uvvrX/9acY5+G118VDS8dNy4cX71xNx0003Ra2ndrLvuusuvUtQ+/PDDlA5z3XlkKzw0g/3uu++O9hNROeSQQ9xHH33kV0UWECAl6quvfoiWOmnTpp977z3mIMj777/vbrzxRvfrX/86JTSqK1rTyrI7Xl3cc8890RwRlVNOOSUrfQO5pjuqcKiuSps2bbLWbKV+pZ133rnK702lYcOG7k9/+pP7/vvv/YchQQRICXvuuenRXcjvf/+IW7RouV+lLLz99tvB0iLbb799lQuNSqNGjVynTp3czTffHMzViB9TX4Ueq73pk6aLbbh/iIrWhCrWT85Lly5NmWGuotFW2ThvunPUc8dfq3HjxkEIt2rVKuXrWotMC1quWsWw9mwgQEpc9+5joxAZMOAd/3DJeu2119yVV17ptt5665QLSlj0Kfmkk05yw4YNq/LJf+zYsW633XZLqb/55psHF/ykJwK+9dZbbquttkq5EPbq1cutXLnSr1qwdCcQrm2lor4d9SklPVRXnfL6neruIv67UXBoW1zR72fgwIFus802S6mzxx57uPHjx6c+ITJGgJS4JUuWu86dn3D77NOv4qJa+SYrRfqEqQuEZn7rYh+/eISladOmwdpLGv1U294Tej7N12jevHnKc+yzzz5u0qRJfvWMqInnsMMOq3LBS/p1kqb9POJLsquo/yjJGeaiINIWwS1atEh5LfVdTZw40a8eWLRokbv22mujVZHDcsIJJ2StWbIcESBlYNWq1RWf3pb5Xy566kB98cUX3bnnnlvl4hIWBcDZZ58djKxavrz+TXgLFiwI9uwO53CoqO9CQfT111/71c10kVRnenzCoTrY9elaS4AUEq3ppZ0E430dKmeccUbi/R0Ko/gkRBWtK9a/f/863eFoaf1jjz025fEKle7du2elea3cECAoKj/9tLIiNN5w55xzgdtwww1TLgxhUfPFBRdc4F5++eXEmoJ0Ee/YsWPK6+hi37NnT/M+3tVRU8zRRx+d8joKkpNPPjkYAJBP2vP9sssuC/qM4t+f+m6SWJI9TqO2OnfunPI66i+66qqr3MKFC/3qtdLfQq6aJcsJAYKCt2zZSvfSS5+7bt3Gun33vdttueWJrnHjn/sNVFq2bBmMutEn1mxeELTCrt8Zv80227gnn3zSr5oRNbPpwhx/HZV9993X3X///TkbXaSmviFDhgThGW7VG5ZNNtkk2Ekw082g4tQfdf3111cJKYXqp59+6levF32YqKlZ8s033/Srow4IEBQkLVOvDbO0x4lWGA4HAqhsu+15FXcfewZzDbQ4Ya77CtQUdscddwR9KvELkeYfvPvuu351MzXRPPbYY9UOOdYF9rjjjnP33nuv++STT/yHZkR9BP369Quaz+JNamFRP0efPn1q7UeqLwVVuIdKWHbZZRc3Zkyy+9xoh8hLLrmk2mbJb775xq+ONAgQFAztqPjss9Mr7iRGu/32eyglNMJywgmPu3vuedFNnZrZp9EkqC9AQ1fjn8w1oU3LaiTZF6A7Kt2RHHXUUSkXvXjRSC41c2ko8hNPPBEEmdahSkfH33vvveDuSRMqFRi6m/KfOywHHXSQGzBggKkvKR0Ns95vv/1SXqtZs2bu73//e2JNkNVRs2SHDh1SXleBqXORZLNkKSNAkFffffdjsAnWRRf9Mxgp5geGyimnDK/4RDyl4pNxbppt6mvy5MnugAMOSLkQqX9GM6STbN6R2bNnB3c/GqXlX+BrKroo/upXv4pKdXcVNZUdd9zR9ejRw82YMcP/VjKmn+Wss85KmVCpgLz44ovd/Pnz/epZM3LkyGqbJYePHO5XhYcAQc5pgcdhw6a688571rVu/WCVwFA588wRbtCgd9ysWfXvMM2XRx99NGVOh4pmSr/00gS/aiJ0AVazjy7C/utai5qn1JSjuRTh3IqkLV++wt16662uSZMmKa/dvn37ijvLqX71nNBdlebfpDRL7tLAHdLzEPfef97zq+P/ESAlILzo1lW6+vGL+PjxM/zDVaR7rrhvvlkUbHp19tnPVAkLFa0gfO65I90jj7zv5swp3uGV6hfQJ3ZNCNRFaJ11WrhNNmlX8bPdFywvk02aaKeJiYMGDQr6hhQs6idR34yan3T3of/q3xraquOqp7BQJ7KGLGfbCy9Mca1aHefWWqvy/KioL6tQViaOmiU3W9M16FDx/f25gVvrwbXcBRMucPOWJdcsWSoIkBJQ14t4KF39+EVde61rYcZ00j2XdkXUXcRpp/28sGO8aI2uCy98zg0fPs3Nm7fUf3hR06d3rRCrzv6ttjrN7b77rUETnVZKXrw42T6EYvDZZ98Fv+tdd72+4i7nWLf++tsFdyC6E0m6TyUJkz+c7Pa/ZX/X4O6KEHmgsmw4cEN39/t3uxWrk22WLGYESAlIdxGvTrr64THNXtd/hw5Nf/ue7rni2+yGRXu3X3rp827kyI/d99+n7+QtBW+99YE7/vg+KeegQ4fBFZ+4PyqLZfY1gfX22ycGHxb0s7dqdZ/bfvuu7pJLbnWzZxf+Ap+Pfvqoa/lIyyhEVHZ+fGc3euZov2pZIkBKQLqLeHXS1Q+PaWMq/feQQwamncWe7rm0I6L6ONq27e+uvPLFYFhuOX76VlAoMOO7RapocMCUKbP96iVBqx889thU167doJSfWU2YU6cW11DZpSuXuhsn3+jW7b9uSpAcOfpIN/2H6X71skKAlIB0F/HqpKsfP6Y7Bf1/uv3V0z2XaJTVjz9mbyhmMdG6ZPfc82ZwFxa/qF5zzUtBH1GpePNNrZH1eMrPeMQRQ4MPEMXsq8VfuS4vd0kJkYb9GrorJ13pflie3f6tQkWAlIDaLuK+dPXjxzRsVk0PKjUNoU33XKjezJkL3RVXvJBygdW8l/vu+1dRh22p/ly+iXMmulZPtUoJkhaDW7h+H/Vzq/+bvs+w1BAgJaC+F/F09f1juvvQv3U3Uh2/PuquVD6pp7uzmj27eEfUpaOgeOijh9wmD2+SEiR7Dd/LvTo72dWICxkBUgLib9r6lOr4xzQ7PGzHfuONWbGalfz6qJ90fQXTphX23t7l2LfjW7h8obvqzavcL/r9IiVITnrpJPfl4i/96iWHACkBfjDUtVSnumOam6GvaWSWP3KouvqoP3+0kormxvToMb4ghzi/884cd/rpqcOzy2l0me+THz5xR79wdEqINHqokbv+X9e7JSuLf6vimhAgJaC+F/F09as7tnLlanfccY8FX3/yydS9KaqrD7twvkT8wqy97bWbZG1zcnJBkzy1KnL8+yvn+S2+MbPGuF0e3yUlSLYcuqUb+ulQv2pJIEBKQH0v4unq13Ts1Ve/DL5+6KGDUy4UNdVHZrQKQKdOw1Iu1MccM8yNGzfDr5oT2oflgQcmV1kZ+bLLRmd9hn2xWbl6pbtn6j1uo0EbpQRJ22faurf/87ZfvagRICWgvhfxdPXTHbv44lHBsT59fl4+PV19ZEZ3HLrz0B1I/KKtOxTdqeTKCy986o466pGU70GrImuuEGo2f9l8d9HEi9za/daOQkTLovzzq3/6VTMWPn+u5f4Vkbj6XsTT1U93TBctTQzUaJtwkcN09ZEM9YGoL0R9IuH5Vl+J+ky0b0pc/CKf6VpmGkChBS/jz6mJpeoTU7Mm6mbqd1Nd++faRxf53u/39qtENJ9Edy/qT9n6ka3dev3XC/pStnpkK3fCmBPcoOmD3E+rqi41T4DALN1FoDrp6qc7JrfcMiE4ro2epLb6SI5GZfmLUSpE4uLHMl3LTHuzhMf1wUG/+3JYfiZbRn01KgiH6gJA/j71726DgRukNHtVV3455Jdu+BepS80TIDBLdxGoTrr66Y7JggXL3MEHDwzqaKhmbfWRPM0T0XwRnXc1ccWFv48k1jLTKgJ//OPIoJ9j+vTc7c9Rjs6fcH4QAGs+uKbr/FJn99QXT7lZS2YFYbPgpwVu8rzJrtvb3VLmncRV97VcyP0rInHpLgLVSVc/3bHQww+/F9SJr7KL3NJKx9WtDhD+PpJYywy5oRV+dfHfePDGtU5CVJicMf6MKmFBgMCsvheBdPXTHQupWcQfIYTCEP99JLGWGbLru5++c00GNAnuPF6Z/Yp/uEbXvXVdyr8JEJjV9yKQrn66Y3EaTkqAFJ7474O1zArfXe/dFVz41UGeCQIEQMb8QGAts8J2+POHBxd+9XlkggABkDE/EFjLrLBplrou/DMXZzanhgABkLHqAoG1zApXuEnVslU1D3SoCwIEQMaqCwTWMitcBAiAglFTILCWWWGiCQtAwUgXCKxlVnjoRAdQMNIFAmuZFR6G8QIoGLUFAmuZFRbrREItaxJHgADIWG2BwFpmhSe8C9FSJhPmTPAPp/h++ffuzPFnVgkLAgRAxuoSCKxlVnjOeeWcIAB0J6L91EfMGOG+XvJ1sJiiQmPKvCnB9ribDdms2rCo7mu5kPtXBJA1dQkE1jIrTFpUsenAplEY1FQ2H7J5lU53AgRAxuoaCKxlVpi02q6C5KjRR7mWj7R0jfs3jjaUOn7M8W7w9MFu+eqfh2GHCBAAQFEhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADA5P8AMQ2vcLbWLyEAAAAASUVORK5CYII=)
PN: 4H48-D-22
CAS: 297757-11-0
Molecule Weight: 247.48
Formula: C7H4BrClN2O
![4-Chloro-3-methyl-1H,2H,3H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-5-BZ
CAS: 1818847-33-4
Molecule Weight: 182.61
Formula: C8H7ClN2O
![5'-Bromo-1',2'-dihydrospiro[cyclopropane-1,3'-pyrrolo[2,3-b]pyridine]-2'-one](data:image/png;base64,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)
PN: 4H48-9-1G
CAS: 1263279-55-5
Molecule Weight: 239.072
Formula: C9H7BrN2O
![5'-Bromo-1',2'-dihydrospiro[cyclobutane-1,3'-pyrrolo[2,3-b]pyridine]-2'-one](data:image/png;base64,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)
PN: 4H48-9-1E
CAS: 1428799-32-9
Molecule Weight: 253.099
Formula: C10H9BrN2O
TSCA: Not listed on TSCA inventory