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)
| Product Number | 6H01-3-0C |
| CAS | 1135283-78-1 |
| MDL Number | MFCD11841047 |
| Molecular Formula | C9H7FOS |
| Molecular Weight | 182.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H01-3-0C
CAS: 1135283-78-1
Molecule Weight: 182.21
Formula: C9H7FOS
![(5,7-Difluorobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H01-3-0E
CAS: 1400702-19-3
Molecule Weight: 200.2
Formula: C9H6F2OS
PN: 6H21-3-72
CAS: 550998-67-9
Molecule Weight: 196.2
Formula: C9H5FO2S
![6-Bromo-7-fluoro-2-(hydroxymethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-B-04
CAS: 1935516-22-5
Molecule Weight: 261.11
Formula: C9H6BrFOS
![4-Bromo-7-fluoro-2-(hydroxymethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-B-08
CAS: 1935396-50-1
Molecule Weight: 261.11
Formula: C9H6BrFOS
![7-Fluorobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-3-0B
CAS: 698367-34-9
Molecule Weight: 180.2
Formula: C9H5FOS
![(6-Fluorobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABd4AAAXeAFR4n1DAAACDXpUWHRtb2xTb3VyY2UAAHichZRtb9owEMe/ysmvhx/ziAgValVpUqtJo5P2bjKJoZFIXCXh6dvvHBqKR5eKwDl39zuT/50zuztWW9ibpi1tnRFBOQFT57Yo601Gfr08ThJyN5/lmISJdZuR1657mzJ2OBxo/moqfbQ1zW1FzvHpsS29nIOittkwyblgv5+flj0zKeu203VukGrLads7n2yuu/5f/GcLVulmX9bsnM6qZn+u9kdyd3F6bAvy8Sz3GFsgCutya2Btm0p3sJec4sW/wcbUptGdKWB1QreiAT77fPb8YPNdZeoOl65Cmevtsmt2OToquzX5Dovh4vtDRiqBgO5stWgafQK3cm4tQEvQCnQAOgQdgY5BJ6BT0ILjF+NCos5b4zZ6Ob2ZjPyAe+/z2P8uUSCZkQn2JUkjmHCqBFpBpeQBSCpkGIGiYcolBDSVKoWIyjCOBhNjTKgh9p555gicsDRqoXgKuIPiMvmw6A+j1NlQ4T2qpmJ5uZ1IyuOzTQLfDv4wSGKUh130mc9Wti6ullAWGVkJ0gv306xb+a4dAdsUpsFxdAVc6jUgfcApPQ4oH3B9uQCLz4DAB1wXx4HQB1zPx4HIB9yEjAOxD7h5GgcSH3DTN65SegMIPr6Fi3ut62f7C0bcSPUl8k/Dh+Mzytz2/HOEXc0kG843Lm/OPrt6MTB8Hc7/AgzziwdJM4jYAAAvnElEQVR4Xu3dC7xVc97H8dwmch0xmKSRO0PuBrmMCWMac3G/M4MnpYtkhkzkUijEY4aIXGJiIgm5JPWIGDHGyCUGRSpEiZIK/+d81/Hf1vmfvc9Z+7fXPmdfPu/Xa73orLX3Xmufs9d3r/X7X1o4AAAMWoQ/AAAgCQIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMihcgLVrULkkk2XbcOOdOOMG59u2dW31151q1qv1//UzrADSZd955x2277bZu0003ddOmTQtXo0o0ctYuQJJQ8Bra9sMPndtvv++3ybXsv79zH38cPhpAihYtWuT69evnWrZsWfOxaxEtK6+8suvdu7dbsGBBuDkqXI6zdgoaCoVQrm3nzXM1X3Fq1627rnMDBjj3yiv6K3Zu8WLnXn3Vucsuc65169ptNtvMuU8/DZ8FQApGjBjh2rRpkwmOlVZaKVr8v9dbbz130003ua+//jp8KCpUlrN2SnKFQja5tu3cufbn22/v3OzZ4drvzZ3rXIcOtdv+9rfhWgAFeP75593PfvazTFBoOeigg9zrr78e3cr6/e9/X2ddh5rP4qRJk8KnQQXKctZOSa5QyCbbtv/8Z+3P1lzTuRkz6q7LZubM2m31mKlTw7UA8jRnzhx30kknuRVWWCETDltssYV76KGHwk3dk08+WfM9b/s6QXLEEUfUfHRnhJuigiQ8wxtkC4Vcsm175pm1P+vTp+7PG3LOObWP6dEjXAMgoa+++soNHDjQrbHGGpkwWHvttd2VV17pli5dGm6eoVtXN9xwg2vdunXmcauuumpUM1HtBJUn4RneIFso5JJt2x12qP3Z00/X/XlDJk+ufcyOO4ZrACQwevRo1759+0wArLjiiu7UU091H330UbhpTvPnz3c9e/Z0q6yySuZ5VDtRDQWVJeEZ3sCHQj5L3A9/WPuzfIri2laPUVEdQGKvvPKK+/nPfx6d7P2yzz77uH/961/hpompRqJaSfw5VUtRTQWVoXQDZOWVa3+2fHndnzdk2bLax+ixABr1ySefuDPOOKNOa6pNNtnE3X333eGmZqqZqHbin181FdVWVGNBeSt+gCSRbVuuQICiWV7zxezaa6+t+Zj9MHNib9Wqlbvooovcl19+GW5eMNVOVENRLcW/nmosqrWo5oLylPAMb5AtFHLJtq2vgaiukRQ1EKBRjz32mNt6660zJ3Itxx13nHv//ffDTVOnWopqKqqt+NdWzUW1F5SfhGd4g2yhkEu2bX0rrLPPrvvzhqjFlh5DK6yyNWTIENepUyf3+OOPu2+//TZcjQK89dZb7te//nWd4Nhll13cM888E25adKqtqMYS3xfVYFSLQflIeIY3yBYKuWTb9tlna39GP5Cq8dprr9Xpc7DRRhu5rl27Rn0M6N1s99lnn7lzzjnH/eAHP8i8txtssIG79dZb3TfffBNu3qRUa1HNxe+XajGqyag2g9KX8AxvkC0Ucsm17SGH1P48SU903bbStvREL0tLliyp1xEtvmiYDN36ePTRRxvsi4DvKRxuueUW96Mf/SjzPipE/vznP7uFCxeGmzcb1VxUe1ENxu+najOq0ahWg9KV5aydklyhkE2ubdX2vF272nV+LCyN/KlxsPxYWJdf7mrOLrXbaCwsvrmUpTPPPDNz8hg8eLAbNWqUO/bYY+t0ZvOLCrFqxfPAAw9EwYP6Jk+e7Hbaaac679tvfvMb99///jfctGSoBqNaTHyfVatRzQalKctZOyW5QiGbhrZVU7+OHb/fJtei0Xjz6OyE0qEg8CeMzp0716l9KCDGjh3rTj75ZLfOOutktvPL6quv7o455hh3zz330NvZ6U7uTHf00UfXeY807PoTTzwRblqyVJNRbSZ+DKrdqIaD0pLjrJ0Cf2JPIsm2Gn+n5ttJNDqv5gLRov8//njnHn443Bpl4oMPPsgMffHjH//YfdzAkPzLli2LiuunnXaaW3/99euFyWqrreZ+97vfRT2eS+kWTVNYXHNFfuGFF0bvgX8/1q25av/rX/9alreBdPtNNRrVavzx6Pabajmq6aA0NHLWBopHJ4n9a64cdXJQs84JEyaEm+SkovrEiRNdt27douAJw0Qnm0MOOcQNHz684guyf//7313btm0zx675OXRL8NN8+lCVKH0RUM0m3gBANR3Vdpq7AQAIEDSjSy+9NHNSOO+888LVeXn66afd2Wef7dq1a1cvTHRCPeCAA9zQoUPdXDW4qBAvvPCC23vvvesc6y9+8Qv3qmqDFUa1G9Vw4seqGo9qPWg+BAiaxZQpU6ITu04Ee+yxR3R7Ki1Tp051ffv2dZtvvnm9MFEz4X333Tdq4dMUHeeKQSH4hz/8oU5nvM022yyqJVU61XJU04n/TlXzUe0HTY8AQZPT1Kf+SkEtqjQpUbGoY1r//v3ddtttVy9MfHhdccUVRd2HtKj5svZ1rbXWyuz/mmuu6S6//PKiNm3W70sDIN5xxx1Rc9sePXq4U045xR1//PHRLUj9V//Wz7VeNSiFeLFqFarpqLajGo9/H1T7UQ1ItSA0HQIETe7II4/MfPBHjhwZri6aN9980w0YMMDtvPPO9YJEy4477uguueQS98Ybb4QPbXa6utBVht9XXX3oKqQYt+TefvttN2zYsKh1mzpzhu9TPsvGG28cBYwK4u+99174UgVRjUe1Hn8lq0W1INWE0DQIEDSpm2++OfNh17fW5qKZ8jS431577VXvpKdF/Q8uuOAC9+9//zt8aJNSPUNDu8T3Tfus+keadAWmK7X4XCDZFl0x/uQnP3HbbLNNdPXhF/1bP48Plpht0ZXgoEGDUh2JV++Raj/x11FtKO33CPVVVoDonjYje5YszQ/hextvueWW7osvvgg3aRazZs1y1113ndtvv/3q1BX8opPqueee6/6paZabSLZv1/o2f9ddd4Wbmqklm64AO3bsWO+YteiK5/TTT48aH2iO8w8//DB8iqy0nVrIXX/99e6Pf/xj1oYNGrLkV7/6lRs/fnz4cLOmvEpDrcoJkNtvr+1Lss8+zjEIX8nRkN0dOnSIPtgtW7YsaKKiYtLJT7dv9K0/PqOeX3SLpFevXlHrn2IM9tgU9/fVYEG3lOJzdPgT7oEHHhitS7sorVZUmu42bDWmZc8990ytt7lqQaoJqTbkn181I9WOilknqlaVFyBamDqz5KjA6j/QGnG3HOgq4Lbbbot6xyv0whPfhhtuGA38p8Ee0+ispxZGYbE/7RZGDz74oNt0003rvIa+tesEq06dTUE9ys8///x6nUE1Oq8G1EyDrjp0i7QaW6o1pcoJEH272HLL2gBp08a5Erk9gtqTlh9lV537ivHNvdg+//zz6PbR4YcfXmfQP79osEfdrnnkkUfy/qarovVvf/vbOs+nPg5PPfVUuKmZQijsR6HmsDqm5hrpWFdUV111Vb3e5gqXtMY4Ux0krHPp6rIS+8o0h8oJENFwJy2+uwr5y1/CtWgGs2fPjk6u+uCqRY8mFCp3OvHde++90cB/uQZ7PPHEE92YMWManN1PoaTaStjLWg0N0uxlrVty8dBTLUXDqJdKkOs9UqfSVVddNbOPqpGlOTeIglLH7Z+/knrrN6fKChA5+ODaAKn5Y3TvvhuuRRPSSVCTBOkDq1sJaRZMS4VqO7rC0mCP8elh/aLBHnUbSidsP9ijTtyqM+gWmN9OIdKnT59U+06okYKa0MZPmuqtr+AqRaqTxFucKfTU9yQtlTZeWCmovAB5/XXnVlmlNkQOPzxciyak+a79B1XjGaVJzXB1u0g9yrt37561Y5t+rvXaTtsXm4rTCkkN9hifg8MvOnGpD0o8OLSoxqI+KmmaPn2622qrrTKvoW/0L730UrhZSbrxxhvrXI1ovLM0b7NlG7FYLcVU5Ed+Ki9ApFev729lTZoUrkUTePbZZzNNUHffffeChyrRgIgaQE/hYO3cpsfp8XqeYg+wqKsvNX3VbZI2bdrU2xctxZrrQr3A4wVqzatSqlcdubz44otRvxJ/DOp8WujfUEg1pnDOlHIYkaCUVGaAzJ///SRTHTqowXu4BYpIt2H8h19NKFUkttBJWHUEDdEerxOEi5rWqiAc79imf8dHqA0XPZ+eV8+fZr0hF81xEZ80SwXtYtw20XD3vi6jvha6PVOu5td8jtU3x79naoDRUE3JQr/7eAvBUhyFoJRVZoCILkdbfHcVMnRouBZFFL89YOn4phPr7bffXucWjF/UBFWtnfS8L7/8cqMnFK3XdtpejwubsGrR6+j1inFCj1PB1r9mmvf2PYWHD1rdArrvvvvCTcqOfn/qcOjft4MPPjj139NDDz2Uef5SnrGxFFVugOiqY4cdagOk5nLeLVgQboEi0Pwb/sOoaWfzpb4Qul8fP8Frvo8//elPqbXK0fPo+cJ5RPS6xZy5r5gBottW/spDV326fVYpdOsqPn6avgikiQCxq9wAkYkTv78KOeuscC1SpsKtWh3pg6hezvkMVaKZCMPCpmoEOtGm/Y3T0/Pq+fU68dfVfjQ0M6JVsQJEBXjfVFpXHpUUHp5CRL3k/funQS/TQoDYVXaAyGGH1QaIWmZxf7No1JxVo9nqQ6jbKCqCJqViZrzQrBZMOsE2RW1C9Dp6vXjLKe1Pmh35pBgBopD2t/pU86iE21a5aHZCPxyOOqaOGzcu3MSEALGr/ABRXxD1CVGI/PKX4VqkROND+Q+hehcndfXVV9cZMFBDg2j+ieag19Xr+33Rfmn/0lKMAIn38yjngnlSGm7FN4NW4Ccd4LEhBIhd5QeI9O37/a2shx8O16JAD9e8p36okl/WhHSSHs7aRh3n/Ad3nXXWcffff3+4WbPQfmh//L5pP5McU2PSDpD40Phqqlst1PTZ/72pqF7o74YAsauOANG9+B//uDZAai73XcrtyauZ5nXwfQ70zTDJN0J94DXMtv/Q6hZMqbW/1/7EW4Fpfws9UaUZIOoMFx8av9z6eRSqd+/emfdS/XoKQYDYVUeAiD6wChAtKd6WqGaqHfiJfDRUSdJOcfErD3UynDdvXrhJSdB+af/8vmq/C5FmgPiBEXWbrVx6mKdJNTc/crFuZRUyBAwBYlc9AaJvj3vsURsga6+tZj/hFsiT5l3wH7xzzjknXJ2Vagr+MbvttlteLbWag/ZP++n3uZCaSFoBorG3/PNobKtqNWHChMz7oCsSKwLErnoCRJ57zrkVVqgNkdNPD9ciD5qdz0+4tOuuuyYawlytmtRSSI/R7aFSvfIIaT/jLZ2srbPSCBA1Z/WdITW6bLXdugoddthh0Xuhv0XriAcEiF11BYiccEJtgKy4ovuymee7LldqTunnztbMb0k+dOpX4ZvqqkBdajWPxmh/fWFdx2HpJ5JGgGgUX/8cGuG32r377ruZLzJdu3YNVydCgNhVX4B88IF7Z4013N01fyx/23ffcC0SUIsf/4EbkXD2x6OOOirzmNGjR4ery4L22x+DjidfhQaIRqT109BqrK9Ci/qVQiMe6D3RaMeW+WYIELvqC5AakwcMcL+u+WPZsGYZNWpUuBoN0BSv/sN2gq7mEtAQ5/4xXbp0CVeXFe2/P5Z85zcpNEBGjhyZebxljLFKNW3atEyz3n79+oWrG0WA2FVlgHy1ZElmtFj9t7EB+VBLQ2b48ZY233zzRPffNVyIH9tKU5c2VyfBtGj//RSsOq58hlkpNEA6duwYPVZze6c5P0Yl8AMuanyzfEcwIEDsqjJARFOS+j+aNMfVqVQqkmsyJL1fGqpEg/cloVFu/fus/68E1mMqJEBUIPbfsq+44opwddWL31588sknw9UNIkDsqjZARPNG6I9GAwDOmjUrXI2YeMetwYMHh6uz0jdB33pJAxbm+82wVOk4/ACMOr6kx1VIgPTv3z96nFqBaTgP1KV+IZqLXu/RqaeeGq5uEAFiV9UBonkifLNSjSmE7DQlrP/2e9BBByUu3mqyJusJs9TpePyx6TiTKCRAdMtQj9OItMjOj26guenzmb2QALGr6gARXxTVCXLKlCnh6qo3d+7czCi1uvevfyelGf/0ON2XzqdWUA50PH4+ER1nEtYA0e0r/zjNt4LsNCabf5+eU5+vhAgQu6oPELXn9+371eM46bfraqD3ws/BoIB99NFHw01y0pzjfnY8Td5UiXRcOj4dZ5I51q0BMmzYsMzjNAYWslP/JH9HYdCgQeHqnAgQu6oPEBkyZEjmD0jNVFFLH0L/vuQ7ZEZ8ZsK0ZhIsNTouf4xJrgysAXLMMcdEj1HrKzRMoyLovVKrrKQIEDsCxNUOD+GLohtttFGi5qmV7vnnn8/08N1ll10SDVUSd9xxx0WP1bAblcwPK6LjbYw1QPytstMZfqdR+qKj90oF9aQIEDsC5DsqFPs/ovPOOy9cXVV0K0DfdvVeqN/HW2+9FW7SKAWxHp/2/NWlRsfnv3g0xhIg6nfiH3PjjTeGqxHQyAj+/dJUA0kQIHYESIzvjNSyZcuyG6spTfFZ7vLp5+BpfCL/+DvvvDNcXVF0fP5YddwNsQSIBq30j6nEuc7TpuK5f7+SDnpJgNgRIDHTp0/PFH6TtqypNPHmqUluy2SjYrt/DjWVrmQ6Pn+sjTUysARIvNNiPi3gqpUaM/j3K+lEUwSIHQESiHeY03wD1US3qjS6ro5dt7B0K8vi2muvjZ5Dk0xV+jAxOj4dp45Xx90QS4BceOGF0fZrrbVWuAo5qB+I3rO//OUv4aqsCBA7AiSgmc38FK0//elPq2bMIRXJVSzXcat4riK6Va9evaLnadu2bbiqIuk4dbw67oZYAqRnz57R9hqzDcn4+l337t3DVVkRIHYESBY33XRT5g/q+uuvD1dXpPg0s4WOteR7BO+www7hqoqk49Tx6rgbYgkQ/15uv/324Srk0KFDh+g9O+WUU8JVWREgdgRIFhrbSB9Y/0dVTYvmOE86tlMuRxxxRPRce++9d7iqIuk4dbw67oZYAsS/l3vttVe4Cjkk/X14BIgdAZKD5lsIT67VsPTt2zd8K/LmW7N16tQpXFWRdJw63sY6r1kCpHPnzlX1XqYh6e/DI0DsCJAGqCh66aWXRi1hKnlRaxU/3pXqH/mMI5QNVyDZWQKEK5D8Jf19eASIHQGCiD44vgWWelerMYEVNZDsLAHiOypSA0mOGkjTIUCQEe8Up/GXrGiFlZ0lQPx7SSus5Nq3bx+9Z7TCKj4CBHWceOKJmQ/TrbfeGq5OhH4g2VkChH4g+fOja9MPpPgIENShgST95EUaB0u98/NFT/TsLAESHxkg6dhO1WzevHmZ94ue6MVHgKCeF154ITOky0477RRNF5oPxsLKzhIg6tDpHzNx4sRwNQLPPvts5v2aPHlyuDorAsSOAEFWV155ZeZDddZZZ4WrG8VovPVZAkSNGfxjhg4dGq5GQK0K/fv14YcfhquzIkDsCBBkpdkINf+5PlSajXDcuHHhJg1iPpD6LAEiG2+8cVWEcRp8owONh5UUAWJHgCAnfYPTPOj6YKmfSD734JmRsD5rgPjh9du1axeuQsA34T300EPDVTkRIHYECBqkwrCuQPThUg/fpMOcMCd6fdYAUWs4TnCN0/vrW8RdffXV4eqcCBA7AgSNsg60qDlV9BhNybp8+fJwdVnT8fipZpPOHWMNkPfeey/zuBtuuCFcje+MHj068z69+OKL4eqcCBA7AgSNsg71PmbMGNMJsxzEm9fqOJOwBohst9120eOqZXgYi6OPPjp6j3S7NemVshAgdgQIErFMNqUP8VZbbRU9Zuutt87rQ13KdBw6Hh2Xji/pcRUSIIMHD44ep9uJljnqK536L6222mrRe9SjR49wdYMIEDsCBInFv3UnaXUk8WaV+v9KYD2mQgJEDRhWXnnl6LFJe1hXk/jvRPPI54MAsSNAkBffIijpyVO1gi233DLaXi26FixYEG5SVrT/vmWajiuf2k4hASJ+mHzdolm0aFG4uqrtvvvu0XuzxRZbhKsaRYDYESDIi25d+SlDNdRJktsp48ePz3xAu3TpEq4uK9p/fyw6rnwUGiDx9/Gqq64KV1etJ598MvO+NDYeWTYEiB0BgrypiK5iuj5wKq6ryN6Yo446KvMhVWuZchRv5aPjyVehASJ77rln9HhdBS1evDhcXZX8BFLrrbee6cqMALEjQGAyaNAgt9JKaqKrNvdnh6vr+fjjj12bNm2iD6lGS33nnXfCTUqa9teP8qrj0PHkK40AeeyxxzLPocnOqt1TTz2VeT8uueSScHUiBIgdAQITDXVy0kkH1nwjVj+IFdyrrzY8Eq3ow77SSitFH1S1XtLIqeVA++lbk2n/dRwWaQSI7LPPPtFzrLrqqlV9wlP9SRNt6b1o3bq1mz9/frhJIgSIHQECs08/nev+539+VLO0cOecs4FbuHBuuEk96iHsP6y77bab++KLL8JNSor2T/vp9zmfHs6htALk1VdfzfTyr+a50v28M1puvPHGcHViBIgdAYKCTJv2iOvSZYUoRK699qDoyqQx8Z7taj1Tqlci2i/fukeL9rsQaQWIqClvGifPcqWh8zXJlo5/1113TdwXJxsCxI4AQcFGjeodBYiWxx8fHK6uRyHj503XottDpVYT0f7421ZatL9JwrEhaQbIkiVLMs2jdSsrn6E7yp0abfhgV9+YqVOnhpvkhQCxI0BQsOXLl7oBA3aOAqRbtx+4GTMa/0DrZBy/ElGB+v777w83axbaD18w16L9LDQ8JM0AEY0G3KpVq+j5NGe6tQZQbs4+++zM+zhgwIBwdd4IEDsCBKn48MM3XY8ea0Qh0q/f5jXfkD8PN8lKNQXfw1rLGWec0WydDfW6en2/L9qvQmoeobQDROKjA+y3334VPwe9jtePDn3ggQcWdOvKI0DsCBCkZsqU2zK3soYPPyFcnZNaNfkmvlrU01onijRODknodfR6el2/D9ofa2urXIoRINKtW7fM86q3+rJly8JNKsIjjzyS6X+k30/SGQcbQ4DYESBI1c03H5sJkeeeGxGuzkn9Kvxoqn7RgIU60eYzXEg+9Lx6fj8wol+0H5Z+Ho0pVoB8/fXX7sgjj8w8t/6/WO9Zc5kyZYpbffXVo+PTbINpTlJGgNgRIEjVkiUL3fnnt48CpGfPNd1HH+X3gXziiScyxWG/aN4NTd6U1klDz6Pn8/N5+EWvq9cvlmIFiOiq45BDDsk8v27vaITaSqDplH14aMTdyZMnh5sUhACxI0CQunff/afr2nWVKEQGDtw1KrLnQ9+eNVBjvBWUXzQHueYGv+uuu9zLL7/c6D1/rdd22l6P83OYxxe9jl6v2N/a472mNTx72nSsBx98cOY1dthhB/fBBx+Em5UVBa2vkSk8Hn744XCTgo0YMSLznqX1JaVaECAoikcfvTxzK+u++84JVyei2oQma9KMf77jXLalbdu2btttt3X7779/ZtG/9fNwW7/o+fS8ev5i1lo0tPh5552XGYDSL7qXf/HFF0fNcdOkEFRQ+tfZcMMNo+FPyo2uqNTayhfM1Sou7SsPvYYGpVQz6Pj7deedd4abIgcCBEXx7bffuCFDfhEFSJcuK7rXXns83CQvmnP8lltuiYaT32ijjeoFQpJFj9Pj9TxJ5jC3UHNfnejOOusst8kmm9TbB39C9Eu7du3cPffcEz5NwRRO/rX03969eyca9LIUqJNgvPe/CubTpk0LNyuIrmTCW6XxRYNWFtq/pBoQICiaBQtmuz591v9uqJMN3cKF6bSakRkzZkStcjScRffu3d0pp5wShYOuPvRf/Vs/13ptp+2LRUVsDSnetWvXrOHWsmXLqHXUrbfeGtVB/vOf/0T7Gd9m3333dS+99FL41AVR7SDeskxXZRMmTAg3Kxm6etLvy/cw16JaTlqtreSNN96oc5tPyx577BFdKY4dO9ZtvvnmmZ8reE8++eRoMi9kR4CgqF555eHMUCf/+7+/TKVDXinQt/lHH300ul2kYcTD0ND9+sMOOyy6HZKrmH3ffffVqclooMbTTjst1RZgc+fOrXfC1H7pW34pUX3ID4yoRXWPgQMHpnZ7UX18evXqlWkGrEWNKFRjif9N6veqkabjIaapnC+77LKyuYJrSgQIiu4f/+iVqYeMH1++EyGpXvHAAw+4k046ya299tr1QkMTbB177LFu1KhRiefq+Oqrr6Le1Hqsfx49t+7Np9WfQydI3baLX43oRKrjSPvWUL505aarjPj7qLGtNOdMGnR1OHTo0DohrytCjSXW0ECeuurRl4MVV1wx87j27duXzGgJpYIAQdEtX/6Vu/TSHTNDncycWT7jNmmCItUo1DfENyWNLyru6jbHgw8+WFBBfPbs2e7EE0+sUyPRPfo0Wx199tlnUWE6/i1cS+fOnaPJshRmTUEnbrV6iw9UqWXdddeNBoZM66pj4sSJUUu0+GscfvjheV19aYyxjh071nmOAw44oNmDt1QQIGgSc+e+4Xr0WD0KEY3aW8oWL15Y801zRNRKS7ei4icPLeuvv350q+nxxx9P7SrB07143ZOPv55uQenefVrefvvtqPd6vPWRFl35aNBIhVau225WuoV07733RkEcvqe6OtBkUGmN5aWAUFDEX0NBMmnSpHDTxEaOHFmnUYRusanmVazGGOWCAEGTmTp1pOvZc61EI/Y2tUWLPnHPPDPcXXfdIe6II37gtt++hWvV6vsTkO6X66Srk5BuixSTbjnp3ny8o6OuGnQPP81xwj766CPXr1+/eh0qtejWjaYrVust1XEUbGoAkIROqs8991x0DNrnDh061Ht+LSpYq2ie9HZfY3Rlo1tTukXlX0PhpFtYafzO1M+mf//+mQEstahX/HXXXVf0PkSligBB1dIEWE89NdQNGXKAO+OMlTN1muOPb+F+9rMWbued20W3fJ5++unwoU2i2CdET7eMVIvQPf/4KMTZFt1m0si/KnjH+93o3/q51oePiS+qw/To0SMKpLQ0VeB67733njvmmGPqHNc222zjxo8fH25a8QgQVJX58993EyZc4668cp9M67D4opGEx4zp66ZPL50+ALluyegef9r0TVpXD2qJpKbH8dZIlkW3xQ499NBoVGPVE9Juhad9LfYtv1z0xWLnnXeu89o61rfeeivctGIRICgJb7wxwQ0bdrTr27edO/PMVaNxtC64YKvoltKECde6jz6yfyjnzXvHPfbYFe7yy/eoFxhaLrpoO/fgg/3dBx+U9jAWun1WaFHYQi2S1Dly2LBhNe/VRTXB2yXqZ3PcccdFVx/6r/6tn2u9tnvmmWeiW2TF0hSNDpLQ1dvw4cPdBhtskNkPjXKgsdYWLlwYbl5xCBA0K/VYv+uuLvVO6tmWfMyZ83rNyeSSTOuvcBk4cBc3btyAaB6TcmJtllopmqLZs4XCQqERH3JHoTLi9uGptSorRfl9KoGUTZr0t+iEfuaZq0W3jmbN+o9bvHhBzYnii5qT+3Q3bdo4d889PaNbS415//1/u7FjL3AXXrh1vcDQMmjQXu7xx690n3wyI3xo2UnaMa6SqBVXsTteFkqj+eo2lt/Hbdq0cH3/sLObNb156mjFRoCgWV188fbRyf3FF0eFqxJR4IwefW5mCPn4ojG4rrpqPzdx4nVu/vxZ4UMrQq6hOVQbqBRNNfRLmlRQ33u3bVyn7Vu4Pr9u4W6q+XuccPMx7otP3ws3LWsECJpVt24to5P9smX5d8LTXCPx1lNaNIz8Ndd0cpMnD0t17K1SFw4OqNqAagSqFZSrefPmRXUVXWn449Lgk//4xz/CTUvS118vd0+Mvs7d0HXdKEC0DK+50n7xwf5u+dJ0mi43NwIEzeqss9aJTvyqWeTrs8/mRI9XCP31r52jKXUXLUrWV6ES+eHJ48OsqFagmkFT9TJPg47jmmuuqdOkWKMAFGP4+6awZNEn7umR3dzNNV92fJD8/dy27r9TR4ablh0CBM1q6NDDMvWJjz9+O1zdKNVKtOB7qgmoNhD/5q7agQZvLHUaoDKcYlijK8+aVf63ID+dPc09NOSATIhoGTu4o5tXRkP7hAgQNCs1zz377PW+q1msELWOuvvuHu7pp2+OiuJqpQUb1QhUK4ifjFVLUE2h1Lz55ptRv5P4vmpOEM2FXmlmvHS/u/v89pkQGdZlRfd/d/zRfVmGt1wJEDQ7Fbhvv/0Prnv3VvUK4ZpH5IEH+rklS9Idm6maqGag2oE/MevKRLUF1RiaW7YBHjUr4G233Vaxrcnkm+VL3b8fuczd2nPNTJDc1nMt9/Jjg6J15YIAQclYunRx1KHwsZoP0fDhJ0RNd32QqGnu55+XTnPNcqPagWoI8RGFVWNQraE5+k+ob4Q6HGpgSr8/6s+i6X/THsixlC3+bI6bdPsp7qaaq28fJHfX/N3PfHlsuGlJIkBQ0mbMmBr1SFeIjBhxWrgaeVItQTWF+K0i1RxUe2gqmjxqxx13rLMPGvlYowRXq49r/s4fuGLPOvWRcdcc6ObPeS3ctKQQICh5mj9EAdKnz4/CVTBSbSE+77gW1SBUiyiWmTNnuqOOOqrOa2633XYlPc1uU3vrn3e6u87dOBMiark15e4e7qsGWhfGQ6ehpRiK86xAipYt+zIKEI2RhfSoxqBag2oO/oSuWoRqEqpNpEWTcl1wwQV15h9p3bq1+9vf/la1w6A3ZPlXi9wLYy9wt9T8vfuT/x29W7vXJl3vvv2m/ijMYVDkWoqhOM8KpEjziChALrrop+EqpEA1B9Ue4sPGqzahGkWh4zhpLpGNN94487yaiKl79+6J5xapZp9/MsM9cdORdULg/st2q1dkL2ZANKZ5XhX4zvnnbxrVNhQS77//kluwYHbNt9Kl0QRPM2e+4O69t0+mt7pG5UXxqAahWkT8FpNqFapZ5Gvq1Kluzz33rPNcnTp1cq+9Vtr39EvRnDf/z9136Y5RSAw7Y6V6zX0JEFStsNlurkXNfL/JcvmO9KkmodpE/OSv2oVqGI2ZM2dONLR7fJh1zTw4dmx5tCoqVeoP9fbUu93s6fXngCFAULU0V8fkyTdFc4FcckmHqFCu8a00H0j//tu6O+74o3uz5hsYmpZqE6pRqFbhg0A1DNUyVNMILV261F122WVuzTXXzGyvyag0MZXWoXgIEAAlSbUK1SxUu/DBoJqGahvemDFj3GabbZZZr/nUNT2uJqJC8REgAEqaaheqYcRva3Xo0KFeU+C99947mroWTSdeZM+1FEvxnhlAxVEtQzWNeGhoadu2rRs5svxHly1HYVhkW4qleM8MoCKppjFw4MBMoVz9RhYvroz5LcpRsUOiIc3zqgDKnmocn3zySfhjNDECBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAlB0CBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMPl/fsEPoyL3gZ4AAAAASUVORK5CYII=)
PN: 6H01-3-0F
CAS: 212078-70-1
Molecule Weight: 182.21
Formula: C9H7FOS
![3-Bromo-7-fluoro-2-(hydroxymethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-B-0A
CAS: 1569087-59-7
Molecule Weight: 261.11
Formula: C9H6BrFOS
TSCA: Not listed on TSCA inventory