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5-bromo-1-benzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 6H60-9-00 |
| CAS | 13771-68-1 |
| MDL Number | MFCD12756246 |
| Molecular Formula | C11H9BrO2S |
| Molecular Weight | 285.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H60-9-00
CAS: 13771-68-1
Molecule Weight: 285.16
Formula: C11H9BrO2S
PN: 6H23-9-03
CAS: 7312-11-0
Molecule Weight: 271.13
Formula: C10H7BrO2S
PN: 6H23-9-06
CAS: 1355171-39-9
Molecule Weight: 285.16
Formula: C11H9BrO2S
PN: 6H23-9-00
CAS: 93103-82-3
Molecule Weight: 285.16
Formula: C11H9BrO2S
PN: 6H60-9-16
CAS: 105191-64-8
Molecule Weight: 285.16
Formula: C11H9BrO2S
![Ethyl benzo[b]thiophene-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABUuAAAVLgHzz6k8AAACLHpUWHRtb2xTb3VyY2UAAHichZRZi9swEID/yqDnRqfPEGcJuxQKuxSaLfStKLaSNcTWYjvXv+/ITrJxkjpYZqSZ+XTMjDR52hdr2Jqqzm2ZEEE5AVOmNsvLVUJ+v38fReRpOknRCR3LOiEfTfM5Zmy329H0wxR6b0ua2oJ09vG+zns+O0VttWKSc8H+vL3OW2aUl3Wjy9QgVefjulW+2lQ37S7+swQrdLXNS9a5s6LadrP9ldw1Tvd1Rr7O8oy2GaKwzNcGlrYqdANbySk2/g1WpjSVbkwGiwOqFfXw7NPJ24tNN4UpG+y6GfJUr+dNtUlRUdi1STc4GXZ+vCSkEAjoxhazqtIHcD2n1gK0BK1Ae6B90AHoEHQEOgYtOP5oF+gg0EN4GO+1cQu+Hz4N7hqe4efx739zDJZMyEhRFccBjCQNpJOYs8hJTpW4GAsqJfdAUiH9ABT1Yy7Bo7FUMQRU+mFwEkfl0aUDCBy6teIQdW4tFfhfUlDFZQQYSMXj8xC3wP0gdtJXrVmqUJ6HSPOwk5HXH/teFGIs2TmY08nCltlFF/IsIQtB2ij/MstaHgNNwFaZqbB23QTO9RKQfcClZRhQfcAlcRjw+oBL+RmQ9wD/BgiGVwj6gCunMzC7B4R9wBXfMBD1AVeqw0DcB9rCHiacvZe69iI8YK7T3V6cB8xVxruL9oBRN+d/iFyl/XSXBxn/JpH3EXZR++z06GD35kFiF68Vwzd6+g/0TbJ5vMdCOgAAMaVJREFUeF7t3QvclHP+/3GHROXP6mApp5bkEDkVP6dY59Ziq3XYWqxTQiqnRBuS34ZEDv2cNkV4bHJWK0sUEusQokJkFSpyKInw/c/7mv1OM9/uwzWfmbln7pnX8/G4HtX9va5rrmua+3rPdX1PazgAAAzWCH8AAEAcBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAZGHChAlu8eLF4Y8rEgFSKd5917levZxr29a5Jk2ca9zYuW23de7MM5NlAGo0Y8YMt9NOO7k11lgj8evT2I0ePdr98ssv4WoVhQCpBEOHOrf22on/7TWqXlR29dXhVgASdLdx+umnJ35N1o7CI33p2LGjmzZtWrhJxSBAyt0NNyRDYs01nTv1VOdeftm5pUud++475155xbnTTkuWaZ0RI8KtgYr1448/uuHDh7tf/epXqcDYc8893ZNPPul69uyZCpQ1E78/PXr0cPPnzw93UfYIkHL2n/8417BhMhxGjQpLV1GZ1tG6n3wSlgIVZ+LEia5t27ap4GjZsqUbM2ZMxiOrN9980x1wwAGpdZo0aeKuvPJK9/3336ftqbwRIOXskkuSwdCtW1iyuq5dk+teemlYAlSM2bNnuyOOOCIVCuuuu27iV+LSxE370nDVlPHjx7vWrVunttlqq63cuHHjwtXKEgFSzjp0SIbCpElhyeoSt+XRuolbdKDSfPXVV65fv35unXXWSQVB18SXqg8//DBctUorVqxwQ4YMceuvv35q+06dOrk33ngjXLWsECDlbKONkqHw5ZdhyerULFHrNmsWlgBl66effnK33Xaba968eerCv/POO7tnn302XDWWBQsWuBNPPDGqF9G+VE+iCvhybfZLgJSzBg2SobByZViyuh9/TK6rbYAK8Nxzz7n27dungkMhcuutt0ahkqvp06dHFe5+36qIv+6666KK+XJCgJQz7kCA1Xz00UeuW7duqYu7Hlv17ds3eoyVT6pwV8W7KuD9a6liXhX05YIAKWe+DuSpp8KS1ameROt27BiWoMSU6+OQQlu2bJkbOHCgW2+99VIX9MMOO8zNmjUrXDWvVAGvinhVyPvXVUW9KuzrOwKknA0YkAyFP/4xLFmdWmppXbXcQsn6zW9+E12A2rRpEzUZnTNnTrgKqnD33Xe7Vq1apS7g2267rXviiSfC1QpKFfKqmE+/81HFfb7vfOoSAVLOPv7YJT6lyWBI/AJVK3GbHa2jfiDqO4KSdOONN6YuPunLDjvs4AYNGhT1S0Cml19+2e21116p92rDDTd0w4YNK2pdhCroVVHvj0l1L6rIz0fdS10jQMpd4pclCgf1Nj/99GTvc/VCX77cuX//27kzzljVE3348HBrlAiFg3/08qc//SkKjO233361MNlmm20SN54DEv/Nr4S7qCiffvqpO+mkkzJaQ5122mlu0aJF4apFobBQhX166y9V6Ktivz4hQCrBkCHOrbVWMiSqWlR21VXhVigR3yUC34eFLjLqc+Dp+b0eZe26666rhcmWW24ZPSJ5/vnn0/ZW3vTeXJX4LKf3x9h///3d66+/Hq5aEvT4ShX46f1PVMGviv76gACpFDNnJkfebdMmORJvo0bJv/fsmSxDyVI/Al1YNFRGTRW+c+fOdVdffXXGIxu/qCXQWWed5SZPnlwvH5XE8eCDD6bqiHyA/uMf/whXK0n6fz388MNTx667TVX4q+K/lBEgQAnTkBj+onLnnXeGxdX6z3/+40aMGBF9+14rcYeZHiYtWrRwp556ajQoYDHrAvLlrbfecgceeGDq/BS0gwcPrpdjUqliXxX8/lxU8a8GAKWKAAFK1Lx581IjwR577LFhcWyfffZZ9Lz9oIMOcg0aNMgIE+1fPacfffTRenfB/eKLLxI31WdmnFP37t3dJ/V8QFCFuir6VeHvz0t3lWoQUGoIENROQ7537pyseEed0GOmffbZJ7p4aHC+r7/+OlzFRBfdUaNGRf0Q0vslaFG9wQknnBA99lG9S6lauXJldHe10UYbpY69Q4cO7sUXXwxXzYnqJ9QYYezYsW7o0KHu8ssvd/3793cnn3xy9Kf+rZ+rXOvluzmuKvxV8Z8+bLwaBqiBQKkgQFC7Fi2Sle1XXBGWoED++te/RhcNfbsu1IRF33zzjbvnnnvcH/7wB9eoUaOMMNG/9XOVa71SMWnSpIzWZ5tssom766678jIz4DvvvONuuukm16VLF7fxxhtnvB9xF22n7bUf7S8fNCCjHkX611DQq6FAemOKYiFAULv//d9kgGgq3Hr+eKA+UFNO/61TI7zWBd1x6M7j+OOPz2jBpEV3Kp0Td6C6c9EdTDG899577sgjj8w4posvvth9++234apZUUdMVVarwj0MAy361q86Cc37ceihh0Z3H37Rv/VzlfvmwuGi/Wr/+ejwqf+f9ONUgwE1HCgmAgS10zedxIc18al17k9/CkuRR7pAb7bZZtEFQhenn3/+OVyl4FQXojoR1Y2kz8anRXdEqktRnYrqVgpNj+4uuOAC17Bhw9QxHHPMMe6DDz4IV82Kzm/vvfde7YKvsapUr6LGCzNnzozdyEDraX1tp+3TJ6Pyi15Pr5sL/d+ogYAaCvj9qgGBGhIUAwGCpNqadj70UDJA1Okwz8+ascrRRx8dXRSaNWtWElOk6sKo1lpqtaXWW+kXRLXu0qMV1Ueo1Vc+KTjV6iz9UVK7du3c008/Ha6aFX2L32mnnTLOQ/tV8+d8n4P2p/1q/+mvp9fPtXmxGgqowYDfp+5YFVx1fYdIgFS6995L9gn57W81fGhYmknrKET22KP2dZG1m2++OboY6HFIrt9UC0EV++pHov4k6SPM+kUthXTBjDsJU3WmTp3qdtttt9R+Faa33HJLTv1X3n77bbfffvtlXHD1uO7VV18NVy0IvY5ezz+a1KLj0XHlQg0H1IDA71MNCxToamhQFwiQSqcer76X+tixYWkm3Sb7OUZqmmMdWdMjCD9UyTnnnBMWlyT1cFdP96rqD9QzXj3ksxlx9uOPP3bHHXdcah96XNa7d2/3ZZzpCKrxww8/uAsvvDDV01t3Taq/UJ1KMeh19fq+b46OS8en47RSAwI1JFCDAv/eqaGBGhwUGgGCZDNdhcJmm2nM67A0U69eyXUTH1aXYwUmkpYvXx4NiKhffA2yV9/6Y4iasWoMLo3FFYaJLmYau2vGjBnhZhFV4F922WUZLcEOPvjgnFsxqWf+7rvvntqn/l4qfSl0HOGx6XhzoQYFaliQ3jxbDQ8KGZYECJxbuNC5DTdMBsPAgWFpJj1j9RNV9e8flsKgZ8+e0S9748aN3bvvvhsWm7z//vtuwoQJ7vrrr6+y/4J+rnKtl28a+FGB4UMxfdl6662ji5y/kN97771u8803T5UrgPLx+O7hhx9OdcTTBVXnm8sjsELQ8ei4/AVfx6vjzpUaGKihgX9P1QBBDRHy1ZcoHQGCJD9qr+pDahvIbcSI5LqJD77LsTVMpRs/fnzqF/32228Pi2PzQ5ccddRRGT2Y4yxaX9sVojJcj7D0KCu9TsMv6UOsbLDBBlH9SS6PcjzVl/i6BjV1rat6Disdnx/DS8et488HNThIr8BXUF177bXhajkhQJCkX9xtt00GQ20TUKmCLvHtMlr36KPDUsSkZ/6+N7VGYM2WWkipF7SacVbVD0FNcFXBqln30vsv6N/6edhEV4v2o/1pv3GbsMalyvVrrrnG/c///E/Ga55yyinu888/D1c30Z2P36/Os5Q6QdZEx6nj9ceu88gH3eUokHR3q/22bt06XCUnBAhWefzxZChoqW1eAj8FrpZ//SssRS30i73vvvtGv9SqhM5mGAxd2EeOHBkNcZJ+IdbF4eyzz47uauJekLWe1td22j59f9q/XiffQSJ+ciy15sqX9PBQE9dCHHch6XjTm+bmK0REFfU+VPOJAEEmfcAUCrvsosb4YWmmI49Mrpu4TY7uShCbKo31C62WRi+88EJYXC3NZpc+lIdabmm492z2URPtR/tLnzdcr6fXzaf77rsv2rd6ceeDvmX741UY5mNok2LQcev4/bnk63GWHxpH/YzyiQBBJlXi+mlwb7stLM2k1h2aBlfr3nxzWIpqTJkyJfWMXr2K41BLLT8viA+O888/v2C9wbVf7T89SPT6Oo58yGeAqOLZv5/6Bl9fw8PT8fs7EZ1XPirWCRDUnT59kqGgQRRra7lxwQXJdZs1cy6H9vqVQn0afKujTp06xRqqRBXR6b2nNZJurkN5xKXX0ev519ZxZNO3ozr5ChAdn280oMcz9e2xVXV0Hr5OROeX6/83AYK6s2SJc82bJ4PhvPPC0kyqpPz1r5Pr1pMOcMWkEW71i9y0adNY81aop7HW1TaqCL3jjjvCVeqEXtdXxOp4ch06PR8BohZbe+yxR7QfNQ8uRDPVYtL56Lx0fjrPXFqoESCoWyNHJkNBj6hq+8apmfK0boMGbjnT41ZLFdL+m3ycxxIagyq99UyxBszz9Pq+ol3HpeOzykeA+IphNU8t9aa6Vjov309E52tFgKBuqdPVzjsng0GTSdXk55/dR7vt5kYn1r3xkEPCUjhNOz8z1dNaY0nVRnOA+PBo3759yUwipOPQ8fgQsc5VkmuAaAwpPzyJOuOVM52fzlPnax07iwBB3Zs8ORkgWiZODEszfDR1qjtwzTVdo8S6+ehJXE40NInv0KU/axuqRHUM/rGVLtbZNPGtCzoeHyI6TkudSC4BokpmP8GShgCJU49Un+n8/LAnOm9LIwECBMXRpUsyQLbbTjV7YWkGPxCehqPI5XltuenVq1f0vugORHciNVErJ19hrsdFpXLnEdJx+cdZOt5sW2flEiAaCl3bqid7qYxtVWg6T99z3zIUPAGC4tDQ3OutlwyRWh4VqGe1f+yiYSmgaVQeit4PLZqEqTa+qa7Cxvq4oq7o+PxjOR13NqwBom/fGnBS26pXfSXR+eq8df7Z3oUQICieAQOiAJn7q1+5FYsWhaUZfAc5jW0Utzd0udK4Uv5RlObJro3m2vBDkhSrtVW2dJw6Xh23jj8ua4Do8ai2U/+IQo4yW4p0vr6/S7aPiQkQFM0vS5e6f7Vs6S5NfABv6NkzLM6gobl9PweNcVSpNFSJf06v92OJmkbXQO3+/ei16ndRn/h+Ijr+uP0wrAHip6HV5EyVSOet89f7kA0CBEX13JgxbrP/fvOrbl4Hz18c9My2XJtX1kZDpvtvypp4qTa+ia96fufaaayu6Xh9j3WdRxyWAJkzZ07qDq1SP1c6b52/3ge9H3ERICgqPXPdc889ow/hAQccEBavZp999onW1Z+VRoHhHzUoSGqjb+1+YEQNH1If6bh1/DqPOHchlgAZOHBgtI1aslUy36JP70dcBAiK7qWXXkp9A9QIrjXRNyXfakQXi0qhR1VbbLFFdN6a8zrOJEZ33313tL6+xZdqq6va6Lj9XYjOpzaWAPEhW+kNNHT+PqzjIkBQEnr06JH68NbWn0F1IFpXdQCqG6kEXbt2jc5Z83zEnZxJ829om9M0tXA9puPXeeh8apNtgGh6W62vJe77Wq50/v69iDvtLwGCkjB//ny3/vrrRx/GIUOGhMUZ1ApLrbG0rlpnlTs10/W/2Gq+G4eaPvs7tXwNyV4sOn6dh85H51WTbAPkpptuitZv27ZtWFSR9D7o/dD7EgcBgpKh4NCHUUGiQKmJv91W/5DaLir1mb4J+j4wZ555ZlhcrRtuuCHaRlOaZtu2v9To+P3UrDqvmmQbIH4Qymze23Km90Hvh96XOAgQlAw9uvLPo/VIqybqka6e6VpXPdXLkd4P33t8xx13zKpXtn6htZ0mESoHfjKk2i5U2QbIJptsEq1v6YVdjnxvfL0vcRAgKCkPPPBA9IFUpboq12viO39p3alTp4bF9Z6/aGbbe1xjHPl5yR988MGwuF7Seeh8dF41jVGVTYBo7C2tq+VdTXiG6H3w70mcsdIIEJQcNefVh1LNe2t7/HLIIYdE6+622241Xljqm0ceeST1ixy3D4Q3d+7c1LaFmlmwruk8/Dnp/KqTTYBMnz49WlfT/zLGWpLeB70fel/0/tSGAEHJUYdC399hzJgxYXEGDSLoP/B3av6QMqAJoZo1axad0zHHHBMW12rixInRtvq2Xk78XZXOrzrZBIhv5qxHoVjFPxqO02yaAEFJ6tmzZ/TBbNmypVu6dGlYnOGcc86J1v31r3/tvtFMhvWY7qI0Ja3OZ7PNNoumqs3WiBEjou07duwYFtVrOh+dl86vOtkEyLBhw6J19X5jFf/50/tTGwIEJWnRokWpb5wDNOhiDXSR9d/YL9Bc6vXY4MGDo/PQHdiUKVPC4lj8wJNHHnlkWFSv6Xx0XjU13c4mQPywMOX2PuXKv89xRjsgQFCyhg8fHn041RP5Qw3/nkb/1vStzz77bLT06dMnWlePs+65557Uz+vTovP1j+4GDRqUcb7Z8MN/nHDCCWFRvabz0XnVNCxLNgFSru9TruK8zx4BgpKlsY+222676AOaPmy5ep/7aUfLcWnTpk2soUqq4yeaOvXUU8Oiek3no/PS+VUnmwAp1/cpV3HeZ48AQUnzFcJa/LwQ+nYeXnTLadl4443d4sWLg3civnL9Zh3nm3E2AVKu71Ou4rzPHgGCkte5c+foQ6oZ09SE089Wd80114Sr1msLFixwLVq0iM7t97//fVgcG3Ug8QKEOpCqUQeCsjJ79mzXsGHD6IO6++67R3/qMU85tt1//PHHUyMT33jjjWFxLLTCihcgtMKqGq2wUHbOO++86IPql8ceeyxcpWyce+650Tmq8UBtk2xVhX4g8QKEfiBVox8Iyo7mw/AdBjUuVDlbsWKF22WXXaJz3X777bMesp6e6PEChJ7oq6MnOsrS7bffHn1QNaT3U089FRaXnVmzZrkmTZpE55ztfB6MhRUvQBgLa3WMhYWy8/XXX0ctk/RB7d27d1hctjQ0i/9lHjduXFhcI0bjrT1AhNF4MzEaL8qOb26p3uZ6lFVJjj322Ojc9c173rx5YXG1mA8kXoAwH0gm5gNBWZkzZ06qBdYtt9wSFpc93X35OVL23ntvt3LlynCVKjEjYbwAYUbCTMxIiLLyu9/9LvqAamKlXHpn12fTpk1LVWwOHDgwLK4Wc6LXjjnRV2FOdJSVf/7zn6kP9DPPPBMWVxQ/3a/GytK4WXH4ZqpqDvzpp5+GxfWCjlvHr/OI06w02wARf4enaZIrmZ8mWu9HXAQISpLGwVITVn04LXNilBu1PPJ3FBrm/YsvvghXWY3eQ39xjDMsRSny9V86D51PbSwBors6bdOuXbuwqKLo/PU+ZHOXS4CgJPlK4HXXXbfGdv+VZP78+a558+ZZ/cJqNkN/F/LBBx+ExSVNx+vvPuLOymgJENWz+d7/r776alhcEXTeOn+9D3o/4iJAUHI0kOBGG20UfTAvvvjisLiiqQe+v9jdfPPNYfFq9K19hx12iNY/4ogjwuKSpuPVcev449x9iCVARA0UtN3xxx8fFlUEnbfOX+9DNggQlBzflHDTTTd13377bVhc8fwMjPp2/tZbb4XFq9Eoxj507rjjjrC4JOk4/TdiPwpzHNYAefTRR6PtVMf03nvvhcVlTefr56HR+5ANAgQlZdGbb7pjEx/mLRIfytGjR4fFSPj++++jkYn9t/Ply5eHq6zm9NNPj9bXSMZvv/12WFxSdHx+xGUddzasAaK+Jv49Pfnkk8Pisqbz1Xnr/LPtM0SAoKR8deCB7onEB/LWDh2y/jBXEg050bhxY9e0qYbdPiMsXo1CRk2h9cveunXrkm2VpePS8ek4dbxxwjGdNUDE98JWf5OXX345LC5LOk/fX8jSG58AQenQuE2JD6Nbc033/bRpYSkC9957u+vQYQ131FFruNdeGx8Wr0bD4jdt2jT6hW/fvn2ssY7qko5Hx6Xj03HqeLOVS4DoC8v+++8fba9pA2oac6sc6Pz89Ag6b8sXNgIEpWHFCpf46pkMkO7dw1JU4/rru7kzzljD9e27kfvyy5p7aYs6JerOxYdIqdyJ6Dh8eOj4dJwWuQSI6PGZny75+uuvD4vLis5P56nztT7WJEBQGq66KhkeTZo498knYSmq8d13X7kBA7aMQuSaa/ZNfKusvbf+k08+mQoRPS6KUxFfSHp9/9hKx6Xjs8o1QOTCCy+M9qEm5OXarFfnpfPTeep8rQgQFN+CBc6tv34yQK68MixFLT744AV35pkNohB57LFBYXGVXnzxxdTjLF20i9U6S6/rw0zHo+PKRT4CRHNi7LHHHtF+tt5662g8snKi89F56fx0nrnMhUKAoPhOPDEZHhpCIctKUyQ98cTgKEDOPFPNUKeExVVSHYOvWNeifhd11dlQr+P7eWjRcVjqPEL5CBDR8W244YbRvg477LDY/VBKnc5D56Pz0vnl+v9NgKC4NOvZWmslAyTLOS+wyi+//OyGDesUhUj//pu7Zcu+DFepklo5+Sa+WtS3RMOHFGomQ+1X+/c9zLXo9bNtbVWdfAWIPPzww6n+Ed27dzdVMpcSHb/OQ+ej89L55YoAQfHoF3KvvZLh0alTWIosLVnyievXr1kUIiNHZjd+mAZo9GOP+SDRhT1fQ8FrP9pfenDo9eIODBlXPgNENIWAP15NalVfQ0TH7Sfl0pKvqREIEBSPRldVeCS+Dbk33ghLYTBjxiNRgGh57rl440d5eryhMaf8AIx+UQW3Lj7jx493n3/+ebhZlbSe1td2voLcL9q/XqcQj4XyHSAyaNCg1LHrG3whjruQdLz+zkOLzidfCBAUx7JlzrVqlQyQM2rvCIf47rvvrChAzj67kVuwIPvmmbrgjB07Nhr91w+Bkr5odsQOHTpEz9LVi9kv+rd+7udjT1+0H+1P+y3UBVizVZ5yyinR622wwQY5VQ6H0kNE5/nNN9+Eq5QkHaev88h3eMif//znaL/77rtvWJQTAgQ1u/TSZHhsuKFzixaFpcjBjz9+7664YqcoRC6/fMfEv+31C5pkaMSIEe6oo45KVSrHXbS+ttP2hZqsaeHChVFLrkMOOSTVf8Mv22yzTdZjO9VEj318nYim2C31Jr46Pj8VsI47X4+tRJXvmmbBv9dt2rQJV8kJAYLqffihc+utlwyQ664LS5EHn376TnQHohAZOzZ/832///77bsKECVEntMsvv9z1798/uvvQn/q3fq5yrVcoGtZeIxEfcMABqQu6X5o1a+Y233zz1DTIWhQucWfYq40qnn2Qqh+FzrfUZsrU8ei4fD8PHW8+KsxFg5tqhGy/by2aRyTfQ78QIKhe167J8NA81AV6nAHnpky5NVUf8vrrD4XF9cpHH33khg0b5vbZZ5+MwNCyySabuJ49e7qnn346NWf8vHnz3HHHHZdaR1MC9+7dO3rMlSvNT+OHANGiv+f7Amql4wiPLR/z6agS/q677opGyPb73m677XLq9FkTAgRVU6sbhYeWxDdVFNb//V+XKED69WuauHgW5jFSoegu5qqrrkp16ktfdJdx7rnnJkJySo0to6ZOnep23XXX1Ha6Q9GjnFzvGlS/oh7c/rGZBiTUnVixhoLX6+r1/cCIOi4dXz7qgdS5U3Vb/j3UXD2a8M2HdSEQIFidfmnbt0+GRz2b3Ki++u67Je7ii7eIQuTaa/eLNdRJMWlMJj0K89Orpi96nn/RRRe5l156KdysRho08M4773Qbb7xxal/av+5YcqXj3W+//VL71SM1Tc5UV/Ujeh29XvqjPB2PdWyrdJ988klG6y29hubqiTOdcq4IEKzu1luT4ZH4duRmzQpLUSDvv/981ENdIfKvf5VendOMGa+6Sy+9NKqIDUOjbdu20Rzdr7/+erhZ1jSExwUXXJBRP6KK4Fx7Y4uGQk/v1e9D6uqrr857AwLtT/sNQ1avbxmSPaT5ZgYPHuyaNGmS2rda0NXlmGkECDKp2WOLFskA6ds3LEWBPf74FVGAjBlzSlhUFBq/64EHzncnnriVa906MzQ0Ku8VV1wRzXlSCHrcc+SRR6ZeTxXCqhjOx+yXavXlp8dNXxSE+vY+btw4N3PmzNhNmbWe1td22l77Cfet18tXazMF0JZbbpnat+76HtQ0C3WMAEEmPXZQeChESmweikrx8cev5dSkNxcaamXOnGfd/fef4y66qFWqcr9bN31zVj+Cju5vf/tbXu4G4lIFcHrve1XGq6K4pjqVuObMmRPdOaVfjNMX9YtRZ0e1JDv00EMz+tPo3/q5yqvqh6NF+9X+9Tr58MYbb6TmQtGy/vrrR/VPKzTNQhEQIMikX0qNdVWHt8Eorp9++jFxF/GUu+ee093552+cCg0tPXuuGdXJTJo03H3+ee3zmBSKKoJVIayKYX/xVIVxrqMCp1MT4ptuusl16dIlox4mm0XbaXvtJ19NkmXRokXREDO+DkWBdeKJJxZ9nhgCBChxuhuZNOlaN3ToXq5Pnw1dr17rRBXu1167v5swYUjiIpL9I6SVK1e4N9983I0efXI0yVV6aGjI+eHDfxsNsfL118W9QIVUMaxHROmV0apAVkVyvmnmxVdeeSXqlT906NAq+9Po5yrXeoWYOVKPxtQsOr1z6F577VUyzZEJEKCEffvtwqiXevoFvqoljh9++M699toD7u9/7+56914/Y/uzzmroRow43L3wwt/d0qWLw01LjiqKVWHsL6qqSFaFsiqWy4U6eurxmD/HVq1aubs1Ll0JiffJA1AUd911UnSBV33Eiy/eFY3kq7uHr76aH7XaeuSRge6yy7YPN0tZsWKpmz59rLv11q7unHMaZ4TG2Wev52655Wj30ktj3PLl9XMyJlUc+2FAtKjOIR8tnIpp1qxZ7vDDD0+dk0ZGVj3KMo1LV2IIkEqhljK9eiV7lWs62saNndNIqGeemSxDSVLHQl3s587Nrk+FHj0pHM46a92M0Ojdu4m7/fZj3Suv3J8Il9K7IFmoAlkVyapQ9hddVTSrwrk+0SOwvn37ZowV1q1bt6h3f6kiQCrB0KHJodgTH8gqF5VdfXW4FUqAD4Bly7LrFPbKK/elQuPcczdwo0b9OXFBfbhorbvqgiqUTzrppFSLKNWTnHbaaVEFdClTb/tbb73VNW/ePBUcaiKd7zlYCoEAKXc33JAMicQvlTv1VA3C49zSper6rKuMS/yGJcu0zogR4dYoMlWcKwR0N7FwYfyBD1Xf8fzzd7i3357oVq7MfZiM+kQVzKpo9hdjVUCrIjpun466pJDYeeedU8eqELnttttyHsKlrhAg5Uw9axs2TIbDqFFh6Soq0zpatwCtWWD33ntTo7oKfzdxySW/icbNeuyxQW7WrKdLfsiTYlKFsyqe/cVZFdJPPPFEuFpRfPjhh65r166pY9Njq379+hWkJVchESDl7JJLksHQrVtYsjo/8q7m/0BJ+eyzWdEjqHPP/X8Z9Rla+vffzL322vhwE/yXKp5VAZ0+Ra8qqFVRXQxLE3f/Gg4mfZj1I444ws2ePTtctV4gQMpZhw7JUJg0KSxZnYZ71rp77hmWoETobuOTT2a4l1++1/3jH30SF8Y2UYios5+myEX1VBGtCun0b/yqsK6rb/zqNa87opYtW6aOQcOdqKlufUaA1ELPTa+99tpoNrXRo0fnbbk7sUxPLEsSi8vXEg5kt9FGyVD48svMn1dl8eLkus2ahSUoURp25KGHLo5CZMiQ3cJiVEF1DqqgTq9zUAV2Iescpk+fnlEno6mEr7vuupKsk8nWGuEPkKlz586p//h8LusklnMSy1uJxeVrWWstzaKz6uAbNEj+PM58APowa11tg3rju+++igJErbUQj8JCFdXprZ5UkZ3vVk8LFiyIhhtJbxWm4UgW68tamVgj/AFW0W2vf1bZtGlTt9VWW+Vt2SaxDEossxOLy9ey777JFlYedyBlb968f0cB0q8f/2/Z0uMrVVyn97tQxbYquHOhfilDhgzJ6JfSqVOnetcvJY41wh9glT/+8Y/Rf75ab+RjxrA65+tAnnoqLFmd6km0bseOYQmKSPUcqu94++0JUWW6eoyrL8fixR8mvjHf4i66qGUUIH//e49wU8SkCmxVZPuLvb40qqJbFd7ZGj9+vGvdunVqX/qyqCHeyxUBUo3nnnsu9SF4/PHHw+L6YcCAZCgkgrBWaqmlddVyCyUjbHVV1aKhTL755rNwU2RJFdrp83iownvMmDGxho1/8803o6Hd/bblODZXVQiQKmhqzV122SX6IBx22GFhcf3x8cfJWQUVDDUNwpb4JYnWUT+QPM/KhtwsXPiee/rp692NN3Z2f/1r22gQRI3Ge8EFm7jhww9ykyfflLgjKe+LVF1SxbYquFXR7cNgzz33jCrCq6L6jJ49e2YMs96jRw83f/78cNWyRIBUQRVs+jDo2WihZlurM8OGJcNBvc1PPz3Z+1y90Jcvd+7f/9ZX3FU90YcPD7cGKpKCoar5N1QxLlXNT9KxY0c3bdq0YE/ljQAJaD7mFi1aRB+IPn36hMX105AhyRZaComqFpVddVW4FVDxVPGtCnAfEqoY13hb6Y+6Nt10U6em+XEedZUbAiRw3nnnRR8KNfFbsmRJWFx/zZyZHHm3TZvkSLyNGiX/nrj9jsoAVEsV4aoQ96GhRZXtAwYMyMsc7fUVAZJGrTEaNmwYfThGjhwZFgOoYKoQP+uss6LHWu3atXNz0/tcVSgCJI3vNKhORYXsmQoA5YAA+a+JEyembk0nT54cFgMAAgSISzbd22677aLw6NKlS1gMAKgCAZJw/fXXR+GhIZ9zHcYAACpFxQeIprv0nYbUogIAEE/FB4h6kSo8NGyBZewbAKhUFR0gM2bMSPU01Zg3AID4KjpA/OBnGuumEnuRAkAuKjZAHnjggSg8NMbNSy+9FBYDAGpRkQGiHqV+WAKNnAkAyF5FBohmC1N4aGC0Shl2GQDyreICRIHhp5pUkAAAbCouQPTISuGhR1jlPlsYABRSRQWIKstVaa4AUSU6AMCuYgJEzXTVXFfhoea7AIDcVEyAqKOgwkMdB9WBEACQm4oIEA1RoqFKFCAaugQAkLuKCBANkqjw0KCJGjwRAJC7sg8QDc+uYdoVIBq2HQCQH2UfIJogSuGhCaM0cRQAID/KOkA0Na3CQ4umrAUA5E/ZBshPP/3kdt555yg8OnfuHBYDAHJUtgEycuTIKDwaNmzoZs+eHRYDAHJUlgGyZMkS17x58yhAzjvvvLAYAJAHZRkgffr0icKjRYsW7uuvvw6LAQB5UJYB0qRJkyhAbrvttrAIAJAnZRkggwcPju5Cfv7557AIAJAnZRkgAIDCI0AAACYECADAJK8B4nt91ybueqG5c+e6fv36RR0ENTDiuuuu67bccku39957u0GDBrmZM2eGmwAACiT7q3gN4gZD3PXSXXfdda5BgwapbatbAAB1I69X3LgX8bjreRpFV+trOtqTTjrJTZkyxX311VduxYoVbt68eW7atGlRy6sdd9wx3BQAUCDxr+IxxA2GuOvJxx9/7NZZZ51o/bFjx4bFAIAiiXcVjyluMMRdTy6++OJo3e7du4dFAIAiincVjyluMMRdTzp06BCt+8wzz4RFAIAiincVj8kHQ9wljqZNm0brfvnll2ERAKCI4l3FYwoDorYlDt/yauXKlWERAKCI4l3FY4obDHHXE+5AAKA0xbuKxxQ3GNLXe+2111yvXr3c9ttv7xo1auQ23XRTd9BBB7nx48dH5dSBAEBpqv1qnwVLgCggbr75Zjdjxgy3bNmy6E5j0qRJrn379lHvct8Kq0ePHsFeAADFVPvVPguWAKnOBx98EA1X4vuBqBPh/fffH64GACiSmq/iWYoTDBJnPQVHs2bNor8PGzYsWl8h8pe//MVNnTrVffPNN+6HH36I1lNP9CuvvNK1a9cu2AsAoFBqvopnKU4wSE3raQpaDVWy1157uYEDB6Z+PnToULf22muntq1uAQDUjbxeceNexKtaLwyCgw8+2P30008Z67z//vuub9++bqeddnIbbLBBNBrvFlts4fbZZx932WWXuXfeeSdjfQBA4dR+ta9jCxcudPfdd59r2bKlu+KKK8JiAECJKLkA8SZPnuw233zz8McAgBJRsgHy7bffRo+oAAClqWQD5Mknn4z6ggAASlPRA0TT0Y4bNy6arlYTRM2fP9+NGjXKtWrVyk2cODFcHQBQIooeIOrDcdxxx0X1HRo4UUOZdO3a1U2fPj1cFQBQQooeIACA+okAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACAyf8HdXbC567QSdUAAAAASUVORK5CYII=)
PN: 6H23-1-1C
CAS: 17890-55-0
Molecule Weight: 206.26
Formula: C11H10O2S
![5-Bromobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-9-X3
CAS: 7312-10-9
Molecule Weight: 257.1
Formula: C9H5BrO2S
![Methyl 7-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-9-05
CAS: 550998-53-3
Molecule Weight: 271.13
Formula: C10H7BrO2S
Melting Point: 86-88 ℃
TSCA: Not listed on TSCA inventory