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)
| Product Number | 6H01-9-X1 |
| Synonyms | 7-Bromo-2-(hydroxymethyl)-1-benzothiophene; (7-Bromo-1-benzothiophen-2-yl)methanol |
| Purity | 95.0 % |
| CAS | 1171926-64-9 |
| MDL Number | MFCD12032282 |
| Molecular Formula | C9H7BrOS |
| Molecular Weight | 243.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H01-9-X1
CAS: 1171926-64-9
Molecule Weight: 243.12
Formula: C9H7BrOS
![(5-Bromobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H60-9-19
CAS: 13771-72-7
Molecule Weight: 243.12
Formula: C9H7BrOS
![7-Bromobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-9-10
CAS: 19075-59-3
Molecule Weight: 257.1
Formula: C9H5BrO2S
![7-Bromo-5-fluoro-2-(hydroxymethyl)benzo[b]thiophene](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABd4AAAXeAFR4n1DAAACInpUWHRtb2xTb3VyY2UAAHichZTra+MwDMD/FeHPVz/zLE1HtzEYbBxcd3DfDjdxu0ATDyd9/fcnp+3WrLuMPCTL+lmxpHhys6/WsDWuKW2dEUE5AVPntijrVUZ+vzyMEnIzneTohI51k5HXtn0bM7bb7Wj+aiq9tzXNbUWO8+N9U/Z8dopat2KSc8H+PD/NO2ZU1k2r69wg1ZTjpjM+2Vy33Vf8JwSrtNuWNTu6s8ptj6v9ldzfnO6bgnzs5Q7nZojCslwbWFpX6Ra2klO8+Q9Ymdo43ZoCFgc0Kxrg3qeT53ubbypTt6j6Fcpcr+et2+RoqOza5BtcDJXH+4xUAgHd2mrmnD6A17xZC9AStAIdgA5BR6Bj0AnoFLTg+OC8QAehMNdr44O9HN5MRn7C3cX10L1vHb7mmCeZkRGWJ0kjGHGqBEpBpeQBSCpkGIGiYcolBDSVKoWIyjCOIEajUOfRae4kTsARJ3DwESSNVBQCRlJcJh8SUxZGqZehwjEmUcXyaigpj723pEngZUBVchyf7WGQxJg09p616WRh6+JChbLIyEKQLp2/zLKRp4wSsK4wDpvUL+BdLwHZB3z+hwHVB3y13oHZV0DQB3xth4GwD/hOGAaiPuD7ZhiI+4DvsuFNJ1dAOhwh7QNdBw8Tfr5Xuq7jhz9LfC63Z+Q3ceRVer9FPtX8/BMOMsFVn3yNsIs+ZueTAtWrU4RdHDEMD9bpP1IunufQAAMfAAAxp0lEQVR4Xu3dB5wU5f3HcTT6NxF7iyZR1FhjwcQSa9RoNJbYYtcYExRQwK7YsaHwshdKwIqIFQXFhohiF0WxCxYUFUENKiUCCs//vnM+4+xze3c7v5292/J5v17zSryZ2dtdbue78/ye0sYBAGDQJvwBAACFIEAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAVLD/dGxT0FYKpXlUAECLCIOisa0USvOoAIAWUcqAaE7r/FYAQCYIEACACQECADAhQAAAJgQIgIpz1113uVtvvTX8MVpY2Nsq31YqpXtkAFXp448/dvvuu69r06ZNtP3lL39x7733XngYWkgYFvm2UindIwOoKv/73/9cjx493OKLLx6Hh9/+7//+z5166qnu22+/DU9DiZU6JJrSOr8VQEUZMmSIW2211eLAWGSRRVyHDh1c165do/DwP//lL3/pbrjhBjd//vzwIVAiBAiAsvTyyy+7bbfdNudu489//rN744034mMmTpzo/va3v+Ucs+mmm7qnn3468UgoFQIEQFmZOnWq+/e//+0WXnjhOBTWXHNNd++994aHxkaOHOnWX3/9nCA55JBDopoJSocAAVAW5s6d63r37u2WWmqpOASWXHJJd/HFF0f7mvP999+7q6++2i277LLx+aqZqHaiGgpsvpv5pRs34gL32sjLwl0ECIDWN3z4cLfWWmvFF/6FFlrI/fOf/3RTpkwJD23WV1995Y455pioVuIfTzUU1VJQuPk/zHOvj7rS3XTCMnFQzJ39dc4xBAiAVvPWW29FXXGTTU9bbbWVGzt2bHhoaqqVqGaSfGzVVFRbQdMmv/mwu/Pc9eKA0DZm0FHOLViQcxwBAqDFTZ8+3XXr1i3nLuE3v/lNSQYHqnaiGor/PaqtqMaiWgtyfTN1gnv4mt1zguPenpu5qe8/Gx4aIUAAtJgffvjB9enTxy2//PLxBf3nP/+5O+ecc9ysWbPCwzOjGopqKaqp+N+rWotqLoXUV6rd3P99456/6yQ38JhF41C49ZSV3YRnb2pw11EuCBCUFRVh33nnnfDHyMioUaPchhtumNOkdMABB7hJkyaFh5aMaiqqrajG4p+Dai+qwdSiBQvmu3eeHuhuOXnFODiuP3Yx9+K9p7t5380IDy8rBAjKxrx58+LeO+uss47r2bMnU2Rk5P3333f77LNPTnBssskm7sknnwwPbTGqsajWknxOqsWoJlMrpkwc4+65cJOc5qpH++ztvv3i/fDQskSAoGycdtppORcTv2200UbuvPPOc2+++WZ4CpoxY8YMd/rpp7vFFlssfj9XXHFFN2DAgLIZLa6ai2ov/vmpJqPajGo01WrmVx+5xwYcmBMcd523gfv0nVHhoWWNAEFZ0CA0P2hNzRnqqZNs4vCb7kzOOussN27cuPAhkLBgwQJ30003uZVXXjl+7xZddFF30kknuW+++SY8vNWp9qIajGox/vmqRqNajWo21eL7ObPcS8PPcdd3+XkcHLecuLx784nr6gL9+/DwskeAoNVNmzbNrbLKKtFFY4UVVnCffvpp9PPPPvssuoDsuOOO7mc/+1mDMFljjTXcKaec4p59Nn/vlFql92PzzTfPea923313N2HChPDQsqNajGoyyeeumo1qN5XuvRcGu8HdfxMHx8DOi7hnbu/q5sz6b3hoxSBA0Kr0TVkXN10odMdx//33h4dEvvjiC3f99de7XXbZJWfyPr+pCUTNHmrTL5emmZb2ySefuMMOOyznfVl33XXdww8/HB5a9vTvqBpN8rWohqNaTqX5YtJYN6z31jnNVSOu3NlNn1L5tR4CBK3qiiuuiC8QCoBCfP311+6WW25xe+21V06Th980I+zRRx/tHnvssahXV7X77rvv3AUXXODatm0bvwfLLLNM9N6qY0Kl0hcB1WpUs/GvS7Uc1XRU2yl307/83N1x9ZFuQKeF4+C4/ey13Efjq6e3GQGCVqM6hi/utm/f3s2ZMyc8pFlqO9f0GGr2SF5A/bbccsu5I4880o0YMcL0+OXuzjvvdO3atYtfr5r6Onbs6L788svw0Iqlmo1qN6rh+Nep2o5qPLqDLTca03LJJZe4LdZb0h2ybRvX67A27qbjlnLjH+nt5n9fXeNdCBC0ipkzZ0YFcV0MNNne22+/HR6Smibr04jnww8/PGcyQL9pAJuaeO65556Kn9jv1VdfdX/6059yXt8OO+zgxo8fHx5aNVTD8c2dflOtp5xqYPfdd5/77W9/Gz23ZdrW/ZtsuLC77cp/u/99W50j7gkQtArdFfiLgJopsqa7jQcffND961//yhlx7TeF1v777+9uu+22KMwqhWpBRx11VE6nAnUmuPvuu8NDM6MmwxdffDFqNlR3ajU16t9PYazQ0v/qv/Vz7R80aFA0xqNUvb1U01FtJ/nvqeegGlBr0ZxfO+20U85z2mabbdwbr1X3nF8ECFqcmpz8h0xNT6WmOoh68XTq1CmnW6vfVEfZc8893c0331y2Yw9Uy7jsssvc0ksvHT/vJZZYwl144YWZN82pUK1QP/jgg+PecdZNnRt0cb/xxhszXRdE74dqPKr1+N+lJkzVglQTaimadfjYY4/NmU9s1VVXjb6Y1AICBC3qww8/jC+CarvXt9uWpMLsmDFj3HHHHRd90MMLntrZNRp64MCBUfficqD6jW/u06beav/4xz/i7s5Z+OCDD6I1O5ITHubb9G+3+uqrRwtH6e7Db/pv/TwZcPm2DTbYIJr7yjJFfD6q9ajmk7wj09+VakOlpC8l11xzTVRj87/3F7/4RfQezp49Ozy8ahEgaDH60G255ZbRh03f2Mqh7fq5556LRsCrGSi82OmipIvjddddl+nFulCaE+yvf/1rznP64x//6J5//vnwUBMN0NPdYLhkrd/Ulq/ebP369XNPPPFEwTPn6rjRo0dHY3g0426yyJ98b1XP0ADSLKj2o3+r5O9QjUi1oqzpOf/ud7/L+V26W8vyDqtSECBoMWeccUb8gVNTQ7l55ZVX3Nlnn92gfd1vatNWM1KpJx7UXdkJJ5yQ0+voV7/6VVSDyKLXkZp/1KS09tpr57w+zQSguy/t++ijj8LTiqI5zfr27Ru9h+H7qvmwHnnkkfAUE9WCdCfkH1tBpZqRakfF0msI137/wx/+4J566qnw0JpBgKBFqAbhpyrZfvvty36wnyb0O//8893GG2/c4IKnbbPNNosme5w4cWJ4qpnuCPr37x+Nxve/R92czzzzzMwK/RqoGd5t6U6jV69eLXaXpfdMryk5vkPbdtttl8lEiqoJqTakGpF/bDWtKfwt42K+/fbb6C41OYB1pZVWiga2lvvfcakRICg5ffvTN2h98NQjqjV7y1ioqBz1699ii5wLnt801YZ6H6knjpWaiMKw2m+//aKaURZ0R6GBl8nHVzPM4MGDW22uKdUKdFHXwE//nHSRVrhkUQhXIKpWlJxTTbUk1ZQKoXC44YYbGjy/U089NQoVECAoMTW5qIeT/wAOGzYsPKSiqJ1bvX/0bTnfZI9qFtJkj4Uu2aqA+Pvf/57zGJp9WDWErKhHlbot+8dXz6jbb789k+awLGhMju4YkrMK6EL/+uuvh4eaqGak2lHyPVZtqal1Z55++mm36aab5pyjv+Ms7zirAQGCkrrqqqviD2CXLl3C3RVNPYnUrt/YZI9qiz/55JPdM888E54aNUkpaJLTrKvpSgXrrO4I9DuSc2Op44JGdJfrNCCqMey8887x81Xoqe6TBYWlHsvfCWtTjUm1pmRPwMmTJ7tDDjkk599RPcweffTRxKPBI0BQMuoB4y+Q+ladRbOEp0L2Qw89FAVU165d8w5s08+1X8eVuvCt7qRqE991113zTvb461//Ono+urPQeJPwQnb88cdnOgbl3XffzekMoG/06iRQCVQHSt6NaJxFlqGqJrIwuK+99lp37rnn5typaXGzq6++uibmU7MiQFASmqNqvfXWiz6I+lAWWxzVgC1doBUO1sFtOk/n63H0eKWiEdj6trv33nvnnewxuSlwmmpKsdAo8GSBWt+oy/WuozFqAkz2ptKAU0sBvDFqOlSNKfz30KY7tWOOOaakfyPVggBBSXTo0CH+QOobpYWKmJpbSNN45/tW7zcNCFRBODmwTf+db6Cg3/R4elw9fil70ihIVW848MADG3y7feCBB8LDi6amFt/7SM1q+mZdqXRHph57/j3bbbfdMp/DTHeEybtBza2VVe2lFhAgyNwdd9wRfyBVIE5LTQZq5sk3HkNdUDU4Tb2HNHisuQuK9us4Ha/zwi6s2vR79PtK3VShBbL871TvnqwpPHzQ6s5Hk0ZWOv37JSdQ1B1b1v9Ow4cPjx9fdRgUjgBBplRr8PMTrbbaaqnb9bWGR3LaDm36hqiuk1l9M9Tj6PGS3zy16ffq95fKf//73/h3ZVUc9tRs5e88NBOxugVXCzVdJVcp1BeBLOlOkACxIUCQGX0z1KhifRDVfKKukIXSWJGDDjoo54KuGooutFl/4/T0uHp8X6vxm55HFiOXQ6UKEE1z7gcf6s6jmsLDU4holLx//7KcyYAAsSNAkBl1S/UfRA2sK5QmN1QvJX+uRvnqAlvK2kSSfo9+n36vfw56PnpeWSpFgKhXkW/qU2hXQ7NVYzR4TwuP6bVqDI6m688CAWJHgCATKkb6qUo0iV2h3S4vv/zynKmwO3fu3OIz9Hr6vfr9/rnoeen5ZaUUAZIc51HJBfNCaXS5n5JfgV/oBI9NIUDsCBAUTWMg/B2EprfWYKzmaGCXBtn5D67qJlpNsBzoeSTXmdDzzGLUdtYBoinn/eOpq26t0MSLfhYAFdWL/bchQOwIEBQtOUNpISGgD7xWCvTnqAlG61GUEz2fZC8wPd9iL1RZBojmtvLdglX8r7RxHsU68cQT4/dS43qKQYDYESAoihbV8R8+Nf8UInnnoQkKdQdTjvS8khMo6nkXI8sA8RMjqpmtUkaYZ0kz7mpxKr0HasoqZvlcAsSOAIHZa6+9Fo+01oe5uTEZopqC/7Bq0FZW05SXip6fnqd/zsXURLIKEE3J7h9Hc1vVKi0R4N8H3ZFYESB2BAhMNBW3JpnTh05LeRYylbl6NflJB9U8VK53HiE9z2RPJ2vvrCwCRN1Z/WBIzapba01XIT8dieYT07T7FgSIHQECEy116j90mpG2ORpX4QvtKlCXW82jOXq+vrCu12EZJ5JFgGi1QP8YmiKl1mlOK79yo+avsiBA7AgQpHbXXXfFH7h999033J2X5oLy5wwdOjTcXRH0vP1r0OtJq9gAUddovwyt5voqtqhfLY444ojoPdGd8LRp08LdzSJA7AgQpKLeP/6buCYr1EWxOSNHjow/oJ06dQp3VxQ9f/9a9LrSKDZAhgwZEp+vub1QT82nvluv1rRPiwCxI0BQMH0D3mabbaIPWqG1AE0X4ue20tKgrTVIMCt6/n6JU72uNNOsFBsg2267bXSu1jAvdKBmrfATLmp+s7QzGBAgdgQICnbOOefEHzQtvlMIzXLrz9H/rwbW11RMgKhA7L9l9+rVK9xd85LNi48//ni4u0kEiB0BgoI8+eSTcQ8qfRMu5Buwvgn63kuasDDtN8NypdfhJ2DU6yv0dRUTID169IjO07+BpvNALo0LWXrppaP3SGvRpEGA2BEgaJZWZlOXUX3AtBDSxx9/HB6SlxZrsl4wy51ej39tep2FKCZA1lprreg8zUiL/PzsBvobTbN6IQFiR4CgWVqa1X/A0sz2qhX/dI7apdPUCiqBXo9fT0SvsxDWAFHzlT+vFAtRVYsRI0bE79Pzzz8f7m4UAWJHgKBJ1113Xfzh6tixY7i7Ubpr8avjafGmaqTXpden11nI+tnWABkwYEB8nnrBIT9N9+6bWXv37h3ubhQBYkeAoFFauc9PVaJxB4VMVeLpm7L/UGa1kmC50evyr7GQOwNrgBx88MHROep9haZtttlm0XulXlmFIkDsCBDkpbBQaOhDpRBJGwKHHnpodK6m3ahmfloRvd7mWAPEN5Vp9D+aprnB9F6poF4oAsSOAEFeyQFzasZKa5VVVonOzXr96nKj16fXqdfbHEuAaNyJP6d///7hbgQGDRoUv19TpkwJd+dFgNgRIGhAhXL/gVIBPS3NT+TPv/XWW8PdVUWvz79Wve6mWALkhRdeiM+pxrXOs6biuX+/ChnoKgSIHQGCHOqiq26Q+jCp624hxeHQww8/HH8gx48fH+6uKnp9/rXqdTfFEiDJQYuff/55uBsB/b3696vQhaYIEDsCBDENDvTTZag3i/Ub71VXXRU9htZIT1N4r0R6fX4teL3uplgCRCP+dfxSSy0V7kIj/Begs846K9yVFwFiR4Ag5kc7a7NMSucdf/zx0WNossVaoNep16vX3RRLgBx33HHR8auvvnq4C41QbzW9Z127dg135UWA2BEgiCQXe9p6662LGvjnRwRvvPHG4a6qpNep16vX3RRLgPj3cqONNgp3oRHt27eP3rMjjzwy3JUXAWJHgDRBa11sueWW0R9iNW8HHHBAvCiPpmovdrDa/vvvHz2WZu6tBX6GYr3uplgCxL+XCnUUptB/D48AsSNAGnHxxRfHf1S1tF166aXhW5Gan1p75513DndVJb1Ovd7mBq9ZAmSPPfaoqfcyC4X+e3gEiB0BksesWbPi5Vf1zbxdu3ZRG3S1bn59C21a51zrnReDO5D8LAHCHUh6hf57eASIHQGShwrI/g9q+PDh4e6q1K9fv/g1H3XUUeHuVKiB5GcJEGog6VEDaTkESGDSpEnR2sr6Y6q1qbNV8/EfJK17bkUvrPwsAUIvrPTohdVyCJCACsr6Q1pkkUXcW2+9Fe6uatOnT48vhsUU0xkHkp8lQBgHkh7jQFoOAZKgVff8H1K3bt3C3TXhqaeeKro7LyPR87MECCPR02EkessiQH6kZUk32WST6I9o+eWXjz7starYAYXMhZWfJUCYCysd5sJqWQTIj/7zn//Ef0SW2WerSRZTmjAbb0OWAGE23nSYjbdlESB1vvnmG7fiiitGf0AbbrhhdAGtdZMnT47bktWlOe2kiqwH0pAlQIT1QArHeiAtiwBxP/3RaRs1alS4u2YNHTo0fl/22muvcHeTWJGwIWuAsCJh4ViRsGXVfIC8++678drd++yzT7i75lkXlmJN9IasAcKa6IVhTfSWV/MB4qfdWGyxxdwHH3wQ7q556qa6wQYbRO9R2qVtFcg6T00wlt5c5UyvxzctFfrFwxog77//fnxeIXc6tWrEiBHx+6RieqEIELuaDpCHHnoo/sPp3r17uBs/UmgoPPQ+aZ30Qsd23HfffaYLZiXQ6/GvTa+zENYAkbXWWis6r9YGt6bhR+2rdjdv3rxwd6MIELuaDRD9ga233nrRH4160MyYMSM8BAl9+vSJP2QdO3YMd+elrtHrrrtudI7ea/13NdDr8H87en2Fvq5iAsR3rVYTzaeffhrurnlz5syJCud6jzp06BDubhIBYlezAXLllVfGfzQ33XRTuBt5aH10/55p3fRCJAfC6f9XA+trKiZA1Iy10EILRef26tUr3F3zkh0+Hn/88XB3kwgQu5oMkC+++CKaqkN/MJtvvrlbsGBBeAjy0AVQ66TrfVMzgdZPb45qBeuss050jmb91biGSqbn72cv1utKU9spJkDEj81Rbyy6mufytUzVpQq9I/QIELuaDJAeP/Ys0je6Z599NtyNJmi6F9/TRdNmF3IhGzlyZPwBVa+uSpbslabXlUaxATJkyJD4/MGDB4e7a9Ybb7wR351ZZk4gQOxqLkBmjB/vLqy7AO5V98fS9bDDwt0owDnnnBN/4DTZXyEOPPDA+Bw1N1SiZDOJXk9axQaIwnrttdeOzldnBu6c6x1xxBHRe6JZtKdNmxbubhYBYldzAeJ22MG9X/eHck/btu6bTz4J96IAupD5RXuWXvpn7sUXm59zSM2GfpEuNR9WWpdpPV/f7KnXodeTVrEBIjfeeGP8GLfffnu4u+Zo/jG/HPMxxxwT7i4IAWJXWwGiwm/dH0m0XXBBuBcpaEDbb3+7jNtggzbuoIN+42bObH7ySU1u55u/1Hvpyy+/DA8pS3qevjeZnn+hk/SFsggQ9R7006eoHlXrvQf322+/6L1QiKijgQUBYlc7AfLdd85pUR6FR7t2GiEXHoGURo262+2+u1bia+P69i1sMN3ll18ef1jVgWHmzJnhIWVFz0/P0z9nPX+rLAJE7r///vhxNA1PrdK0Q/59OPHEE8PdBSNA7GonQC666Ke7jyJW20OuW2892nXsqLEhbdyTT/YNd+d18sknxx/YLbbYomzvRPS89Pz8c9XzLkZWASKam0yPo4XPXnnllXB31dO4Dz9DwkorrRRNiGpFgNjVRoBo4NUSS9SHx5/+FO5FEebOne169Fg/CpAuXX7hPvvsjfCQBlT89aOGtal5qNxqIno+vtlKm55vsUXrLANETYiLL7549FjqTlxrTVm64/DvZaELRzWGALGrjQA5/PD68Fh4YedefTXciyJ98slrdeHx8yhEzjtvAzdvXvPNg7oYJ+9EVKC+9957w8NahZ6HL5hr0/MsNjwkywCRgQMHxo93yCGHhLur1iOPPBJ32911112L/rchQOyqP0A0qVrdH1sUIKynUDKjR18bN2UNHtw53N0o1RTUDOM/wJ07d261wYb6vfr9/rnoeRVT8whlHSBy2GGHxY957bXXhrurjqZxWXnllaPXq6arqVOnhoekRoDYVXeA6JvJH/9YHx5aYMbQRxyF69NnrzhEXnml8LsJ9WryXXz9hUEX2LQjiq30e/T79Hv9c9Dzsfa2akwpAkRF/mQPsUKnmKlEmq69ffv20WvVHciDDz4YHmJCgNhVd4DoQ6rw0JbhN0nkN2vWV+60034dBcgJJyzrpk+fHB7SKI2rOOigg+IPsjZNWKgLbZrpQtLQ4+rx/cSIftPzsIzzaE4pAkQmTJjgVlhhhehxNWuyZQnicqfuy5qJ2L9/F2TYDZ8AsaveAFH30F/9qj481llHf4HhESiBd98d7Tp3/lkUIpdeul3dt/vmpzpJeuyxx+K5s/ym+Y20eFOatUiaosfR4/n1PPym36vfXyqlChAZO3asW2KJJaLHXmqppaoqRBQeBxxwQPzeaR36LBEgdtUbIGec8dPdx4gR4V6U0LBhZ8VNWQ88cF64u1m6M9Ast8leUH7TIDpdQDQX1Pjx45tdm0T7dZyO13l+EF5y0+/R7yvVnY5XygCRRx99NF4FUnci1dCcpX8/P1GiNhXNs/53IkDsqjNAPvzQ1X2C6sPjr38N96LE5s//3vXqtVUUILobee+9p8NDCqLahBZr0op//sKYb1t11VWjuaF22GGHeNN/6+fhsX7T4+lx9filrrV89tln0XLAfjZdbWrLnzJlSnho0RQi/k5ENZFKLqxPnz7dbb/99vF7tttuuzX7hSEtLUWsx/W/Q0tco3DVGSD77VcfHosu6tw774R70QK++mqSO+GEZaIQ6d59VTd79vTwkFT0QVd/f/U60gJgYSAUsuk8na/HKWQN82JonIZ6cCVDI9x0oe/Zs2c0KC5Las5accUV49+jLr6VNk7k5Zdfdquvvnr8GtSElWaVweboLuaqq66KliXwv2PhhRcu20Gt5ar6AmT06J+ark44IdyLFvTSS3fGTVn9+u0X7i7KpEmToiWJdRHo2rWrO/LII6Nw0N2H/lf/rZ9rv47T8aWm5g8FwmabbdYgLLRtvPHGdX+SJ0TfeHWx8j9fc801M5+hWN+kk02Aqu9Uyoj1/v37x0soazv22GMLWjagUBpHEnac0N1oVjW2WlJdAaI/sroPaRQeK6ygjv3hEWhht9zSIQ6RMWP6h7sr3ptvvunOO+88t9FGGzUIDG2aR+viiy9u0LY+btw4t9122+Ucu+OOO2Z6EVMX3+Q4EY1r0dxZ5Xo3ovdo5513jp+vRtpnWSuaOHGi23PPPXPec4X9M888Ex6KAlVXgPTt+9PdR79+4V60gjlzZrlzz10vMdXJm+EhFUfNK2eddVaD3mLaND5BzVZXXHFF1IzVHE3Jvtpqq8Xnq26hwYxZNrENGDAgnvZEm2bx1e8tdgR3VlTXuPDCC3PuOvTeZhWmmifrlFNOyamjaVVJTY1f6vpXtaueAJk+vf6uQ+HRvn393QjKwuTJr7pjj13sx6lONnTz5n0XHlL2tHKlLkLJdvnkRV93D3369IkK5mnpAqq7mORFXm3zan7LqseRwsxPwOg3dTRQ77Qsm4fSmD17trvsssviJYK16SJ/5plnuu80e3aRFA6a7iU5QFSPf9ppp0WDElG86gmQ7t1/uvuooj7w1eLxx6+Om7Luvru4WW1bgi4+Wr63W7du8TrwyU0Xol122SUqyGc16HDy5Mnu0EMPzfk9aqtXm31WNBV82JVZa6z36tUrmiakJagpSSGRLPRrU5PeW2+9FR5u8tRTT7nf//73OY+vAA2bElGc6gmQLl3qw8Ow1ChaxnXX7RkFyDXX7B7uKgs//DDPvf32Y3XP72i3zTa/rAuJ3NBQE4suQmqXL+V8XWqT33TTTXN+t9rudeHNgnozqfnGL4/rNxX2Ndpb+wppfktDF+6+ffvGK1kmt6222iqzkNTzDmc00J1WKQeI1rLqCZC5czWpkhrdwz0oE6qHvPDCYPftt5+Hu1rN99/Pca+/PsLdfPOR7sQTl4sC7sADVVxVM1Ib17Zt26gL6ZAhQ9ysWbPC00tGd0C6kIfNO2pGK2btiyQ1Xel1NdbVWHcmRx99tOvXr180sr3QiQt13OjRo6MmPQ3ebNeuXYPHVrOfBgiOHDkyPN1EzWHnnntutC66/x3LLbdcNA4mq2ZANFQ9AQIUSNPNjxt3j7vhhsPcccctGTet+a1Ll6XcRRcd7h5++N7MB66lpbZ6tdknC8Bq01fTWZYFYK1/0qNHj6hLcXixT25LL710VAdaf/31cwZu6r/1c+0Pz0luWgSqd+/emQ6ivO2223IGjaq3WZcuXaKR/ygtAgRl4Z13RrkBAw5yZ5zRLlpbRBf2c85Z111zzW5u1Kir3LRpxTXfzJkz07344m2uf//9XdeuizcIjRNPXL7uLuRf7o03Hqz7xjo3PL3VqQkoLIKrjV9t/VnT2uLquXXwwQebB236TfUjdSXW3dTHH38c/qqivPTSSw2axHbaaaeoazVaBgGCVrVgwXw3eHCnBhf0fFtaGv3+3HM3R7UXv+BVcjvllJWj363w0vQrlUBt+WrTT1401eafdc0iSfWeF198Mar9qLeYOhbkG7ipn2v/oEGDotHwWTW1hT7//PNohcjkYEw1tw0bNiw8FCWW/lMJZOiJJ66LLuYaI3LffWdEqxvOnv11dMcwdeq70R3BHXcc584+e63w1LxmzJjmnn56oLvyyr+4Y45ZtEFoaFoVPd7EiWPKZhxEWmrTV9u+2vj9BVRt/6oBqBZQrebOnRv1FtNsw/51L7nkku6SSy6J9qHlESBoVeefv1F0YX/55bvCXQX7+utPoxURL7tsh3gq+eR25plruKFDT3MffPB8eGpFUxu/2vqTKzqqFqCaQLXR3YXuMvzr1N2H7kJ0N4LWU7oAafPjmIxCFHKsVh/T2uZrrulc27bOLb54/f/XzzJamQwtzw8wtAwunDt3trv66l0bBIY21U+GDTvbTZ5cGfM/FUNt/mr7TzZrqTagGkGl02tLTm+ibeutt66K11YNmrlqF6GQUPCaOlZdB7ff/qdjGtt22EHL2oVno8z5GXunTHk73NWsjz8elxMaF1zQ3j3wwPl1j5XNYLRKU03f0vPdXakgr5HzKB+NXLUz0FQohBo7VlMrr7FG/b7llnPuoou0nJzWTlWFVF9PnLv4YueWX77+mLoPj6PrXkXRLL26+PfuvXVd/r8f7m7W6NHXuMceu8J0bjVSLUA1AdUG/IVXNQPVDiqhTlCr9Z1KleeqnZHGQiGfxo7dY4/6n2+0kVblCff+RN+wNP+Vjt1773Avypi655500gpRiHTqtJDr2XNTd/vt3aJCuObQUi8tpFeJPZXUw0zjRJLNVaXuYYbi5LlqZ6SxUMgn37EvvFD/s7pvUq6QtRz0R6Zjdc7YseFelLHp0z+JxmDkG5+hrraqZXz3XXlOQV7uVCtQzSB5UVZNoZzGSmjcyd51X/ySz1FjXMZoZgmUtQKv8Ab5QqEx+Y71c1udnGLivVNOqT+nW7dwDyqAiuIak/HII73dDTccHnXd9UGiKeFnzKDGZaXaQXJSyHIYra11Sbp3795glL1m0M1ylD1Kp8ArvEG+UGhMvmP9wlBPp1hPW6Nydc4mm4R7UKEmTRob9ahSiAwadFS4GymUy3xRGn+jkekrr7xy/DwUIifXfVks1eBDlEaBV3gDHwpptqRll63/WZpvSDpW56iojqrx0UcvRwFy8skrhbtgkG/GWtUeWmLGWs00HC75u8cee7gJEyaEh6IClG+A1N1iRz9L881o3rz6c3QuqoYmP1SAaDoSZEc1hnDNDNUiVJPIWkusdYKWV/oAKUS+Y7kDwY/Gjh0SBYhWM0S2Glu1T7WJLNZO12zG559/fklXW0TrKfAKb5AvFBqT71hfA0kz2yg1kIqjaUZU21BIaNT4119/Fs2GO2vWV+6jj16KVi/0o9U1Ky9KQ7UH1SCSBW3VKFSrsM4Zdscdd5R8vXe0rgKv8Ab5QqEx+Y71vbBOOin3501Rjy2dQy+sihF2221sUzff+fNbZ+3uWqJahGoSyaYm1SxUuyjUuHHjouVpk4+hNeNfe+218FBUuAKv8Ab5QqEx+Y597rn6nzEOpKp9+eUHdTeO/4nWAtFUJCqUd+68SLQeSI8ev3O33PLvuovak+FpKDHVJlSjSIaAahiqZTRm2rRprkOHDjmDF7X++tChQ8NDUSUKvMIb5AuFxjR27G671f+8kJHoarbSsYxEBzKhGoVqFapZ+EBQLUM1jeRKjVpj/dJLL81ZjXCJJZZwPXv2dHNYYrqq5blqZ6SxUMinsWPrvtG4du3q9/m5sN54o34eLD8X1iWXOLfCCvXHaC4s2leBTKlmodqFahg+ILTOuWocDzzwgFt77bXjny+00ELuiCOOqPu+18QXPlSNPFftjDQWCvk0dazWTt5225+OaWzTbLwKHAAloRqGahnJZq3ktuWWW7oXNAURakYjV+0MNBUKoUKOrfum4w49tH52Xq0Fok3//7DDnBsxIjwaQImoppFcK32ZZZaJlrFF7Wnmqg0ADWnNcx8gD7KgW80iQACkNn78+DhARo8eHe5GjSBAAKRGgEAIEACpESAQAgRAagQIhAABkBoBAiFAAKRGgEAIEACpESAQAgRAagQIhAABkBoBAiFAAKRGgEAIEACpESAQAgRAagQIhAABkBoBAiFAAKRGgEAIEACpESAQAgRAagQIhAABkBoBAiFAAKRGgEAIEACpESAQAgRAagQIhAABkNqbr7/uftm2bbQ9M2ZMuBs1ggABkNp7b7/t/tSuXbS98txz4W7UCAIEQGqfTJjgOm66abS9+9JL4W7UCAIEQGoECIQAAZAaAQIhQACkRoBACBAAqREgEAIEQGoECIQAAZAaAQIhQACkRoBACBAAqREgEAIEQGoECIQAAZAaAQIhQACkRoBACBAAqREgEAIEQGoECIQAAZAaAQIhQACkRoBACBAAqREgEAIEQGoECIQAAZAaAQIhQACk9tVnn7lOm20WBchHb78d7kaNIEAAmIx99FH37PDh4Y9RQwgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAGvBjPMKt23bbuQsPOcQN69vXzZ4xIzwNNYYAAdBAGBz5tjP23NNNnzo1PBU1hAAB0IAPiaT58+e7r7/4wo195BHXfffdo/3Xn3VWzjGoLQQIgAbyBUjShHHjov0n/vnP4S7UEAIEQAPNBcic2bOj/V223jrcFfHnL1iwwI0ZOtT1/Mc/ovpJ5803Dw9FBSNAADTQXIBM/PEO5LwDDwx3Rfz5g3v2jP+/Ns2fhepBgABoIF+ALJg/33371VfupZEjowK69j9x1105x3jJ0Ljz8svdV1OmROejuhAgABpIBkC+rftuu7kn7rwzPC3mjxtw+unhLlQRAgRAA2FghFunzTd3V3Xp4qZ+9FF4asQf9/5rr4W7UEUIEAAN+AAIzZszx0354AP3wIAB7tittnIn7LijmzZ5cnhYfP7Mr78Od6GKECAAGmgsQJKeGT48OibfWJBCzkflI0AANFBIAHw3a1Z0jAYVhgo5H5WPAAHQQCEB4AOky1ZbhbsKOh+VjwAB0EAhAfDMsGHRMT0OOCDcVdD5qHwECIAGGguA7+fOdVM+/NCNGDgwKqLrmEcHDQoPa/R8VBcCBEADPgCa2waecYab/8MP4ekESI0gQAA0EAaF347dcsuoaN7v1FPda2PGhKfFCJDaQIAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACb/DzbQqJ1m0+LhAAAAAElFTkSuQmCC)
PN: 6H01-B-00
CAS: 1934875-98-5
Molecule Weight: 261.11
Formula: C9H6BrFOS
PN: 6H15-9-00
CAS: 19075-47-9
Molecule Weight: 241.1
Formula: C9H5BrOS
![(6-Bromobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H60-9-20
CAS: 374933-76-3
Molecule Weight: 243.12
Formula: C9H7BrOS
![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
![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
Melting Point: 77-78 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900