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)
| Product Number | 5H66-9-15 |
| CAS | 690632-71-4 |
| MDL Number | MFCD06200890 |
| Molecular Formula | C10H9BrS |
| Molecular Weight | 241.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 5H66-9-15
CAS: 690632-71-4
Molecule Weight: 241.15
Formula: C10H9BrS
PN: 5H66-B-0N
CAS: 1858256-40-2
Molecule Weight: 295.12
Formula: C10H6BrF3S
![(5-Methylbenzo[b]thiophen-2-yl)methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABXeAAAV3gHy4VGYAAACD3pUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRafPIE4RtBgwoMWApQP2Nii2khqIrUJ2rn8/yk7aeGld+KBE8qNkkvLs7lhtYW9cU9o6I4JyAqbObVHWm4z8fv4+ScjdfJajEzrWTUZe2vZ1ytjhcKD5i6n00dY0txXp7dNjUw58Dopat2GSc8H+PD0uO2ZS1k2r69wg1ZTTplM+2ly33S4+WYJV2u3LmvXurHL7Ptpfyf3N6bEpyPu33KNtgSisy62BtXWVbmEvOcWbf4ONqY3TrSlgdUK1ogF++3z29GDzXWXqFoc+Qpnr7bJ1uxwVld2afIfBcPDjISOVQEC3tlo4p0/gR16tBWgJWoEOQIegI9Ax6AR0ClpwfNAuJOZ5a/xCz6dXg7uFy7Xs3j/7GSZIZiSmYSoURFSGcXQRAU2lSkGhjUuQVMgwAkGl5AFMOFUijWCCBU1Qnq1n354kcMLQAVWJTNASCRSS8hiFoIpfz8I0SnGWBJ2yE6jkqcBQPEniC94Hw6Swt6zMZytbF1dDKIuMrATp0vXLrBt5zhgB6wrjsAl9AO96Dcgh4PP7Biw+AtQQ8NUYB4Ih4Gs3DoRDwFd6HIiGgO+LcSAeAr6LxrOUDAHfc+NAerOC4ON78vZB6bqO/oIRN6n6Evmv4JdDM8qomyb5GGFXPckupxqHNyeeXf0OGP4E5/8A64yJaTVDJ1wAAC4SSURBVHhe7d0JvB3j/cdxVCyxkyDWKBJLxZpa/9RWaSlqq10tCSGWqCKEEAkpkUoatQuCSmyhokRiKyUUrZLYZVOJLUIkJHj+9/vcPse5zz3n3jm/M+fes3zer9e8qnfmzJmZ3DvfmWddxAEAYLBI/AMAAJIgQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECACXy7rvvut69e7suXbq4FVdc0S255JJu3XXXdTvssIO78MIL3WuvvRZ/xC2yyCJ+aU7S7Uqpdb8dAKrUlVde6RZffPHMjT7fEsv381jS7Uqpdb8dAKrQH//4R39zX3TRRd0xxxzjnnrqKTd79mz39ddfuylTprh//OMfrn///m7TTTeNP5o4GJJuV0qt++0AUGWmTp3q2rRp42/ut99+e7y6WUmDIel2pdS63w4AVebcc8/1N/YjjjgiXpVI0mBIul0pte63A0CV6dq1q7+xT5gwIV6VSNJgSLpdKbXutwNoUbqpXXfddfGPkaKVV17Z39g//fTTeFUiIRiSLq2pdb8dQIvQzaxXr16+Ulc3nS222MK9+OKL8WZIQWh5tXDhwnhVInFANLe0ptb9dgAlpZvY8OHDM0/F2ctiiy3mjj32WPfhhx/GH0MR0noDaU7S7Uqpdb8dQMmMHz/eNxMNN5rlllvOXXrppe5vf/ub22STTRr8/LLLLnPffPNNvAsYUAcCoGK98847br/99svcYEJfhP/+97+ZbfRmMmzYsAZvJuuvv74bM2ZM1p5gEVphHXnkkfGqRJIGQ7zdSy+95Hr27Ok23nhjt/TSS7sOHTq43Xff3d1zzz1Zn0pX80cJoCJ88cUX7pxzznFLLLFE5uay/fbbu4kTJ8abZqiY5eSTT27QY1o3nVxDbCCZ0A9Ewf2Xv/wlXt2sOBjyibfTm4+KK//1r3+5uXPn+n/bRx991G2++eZ+2JRSaP4oAZS177//3t18881u9dVXz9xU1lxzTTdy5Mh407z+85//+OAIn1egnHLKKeZy/Fo3ePBgfx0VIqpnevrpp92cOXN8MaECRj3RL7nkEveTn/wk/mijYMgn6XZ6I9U4XKXQ/LcDKFvPPvus22abbTI3k6WWWspdcMEF/gnU4v777/dFWWF/KuL605/+ZG5RVM1GjRrl65g22mgj991338Wr3aBBg9yPfvSjzLXMt8Ty/TyWdDsF1iqrrBL/OBXNfzuAsjN9+nTf0zn7RnTwwQe7999/P960YHpKVqW6KtfDvlXp/thjj8Wb1qRXXnnF7bLLLplrs+yyy+YN7LffftudccYZbrPNNnPLL7+8H413nXXWcTvuuKPr16+fe/311+OPJA6G5rb7/PPP/Rhc2223nevbt2+8OhX5vx1A2Zk3b567+OKLXdu2bTM3EPXpePLJJ+NNi6bmvb/97W99c9/wXfvuu6+/Kdaijz76yHXv3r3BW0W3bt3cG2+8EW/aqsKxhWWPPfZw3377bbxZKggQoELcddddfi6JcGNo3769u/7663MWn6TphRde8PNXhO9VJf3ZZ5/ty/RrwYIFC/zQ7KpHCNegc+fObuzYsfGmZWXWrFnuzjvvdGussYZ/6CgFAgQldd999/nX9k6dOrmbbrrJffLJJ/EmaMbLL7/s/u///i9z81ILnzPPPNMXUbQkjSy71lprZY5jtdVW85X3pQ6w1qSQ0O9uOGeFiMJEoVIpHn/8cbf22mvHP04FAYKS+fLLL31b9OzXabXu2W233dw111xDD+hmqMjkhBNOaFCE9Mtf/tK9+eab8aYt5quvvvKV9OpnEI5p6623ds8880y8aUVTsZSKp8I5qthKxVf6N6k0at6th7hSIEBQMio/D6Gx6667Nii316Imjnqy1uQ706ZNiz9es/R0q2agK6ywQuZaqcjk4YcfjjdtNZoU6ZBDDmnw73n44YdX/L+jJn1SpXeYz0OLKsxVcV6pHnnkEd8XpBQIEJTEHXfckfkDvPzyy/3P9PR69913+xuNWq5k33y0bLvttr7po+aRrlUPPfRQoyKTIUOGlG2RiVr5bLnllpnj1UPCRRdd5Cv7K4kqma+99lrXrl27zLl07NjRjR49Ot60bKmeSservx/NfDhjxgxfxKg+QaV6+CBAkDr9AqvJov4If/7zn/uObjH9gj/44IN+iI2VVlqpUZioZZGm/Jw0aVL80ao0efJkt9dee2XOX0UmPXr0cB9//HG8adlRHcgNN9zgK/XD8aupqqUXdmt44okn/BN6OPZlllnG/+7Nnz8/3rSsqXPib37zG1/fobd+FR8feOCB7vnnn483TQ0BglTpSVlvEvpDVCVrknoOfWbcuHG+vH/VVVdtFCbqqKVy90ouRsjns88+c6effnqDIpOf/exnfjiKSqNK/d/97ncNhlJREaXGaCpH6jNz0EEHNfhd0/hV6mODZAgQpCoMJKf6DY36Wig9zeqJUMNo6NU7DpMf//jHfryn5557Lv5oRVGRiRoSxEUmKuKrdKrk33vvvTPnpUYAxx9/vG9WWg7U6U8d69RrPxyjxpHSEzwKQ4AgNeqpHFoMqZlpGtS6R0+1urnGYaJXdT29qxw+VzFZuVKzyi5dumTOQ/VBGhdJxXrVRA8QensM56lGAVdccUWr1ufcdtttDR5MVMxzyy23VNTvTzkhQJAKNW8MTXbVrLMUc0toBr3zzjvPbbDBBo3CRAMJnnTSSX4OhnIdt+m9995zBxxwQOaY9ZZ21FFH+crOUtB+NRqrRmhVxbYWtYwLS/iZ1mu7UhyHwkKt7LLruTbccEP317/+Nd60pFQPoCE9wjGoWWufPn18E1fYESAomp7eQpGFnqbfeuuteJPUvfrqq34sIY1mGoeJBo477rjjfMuTUgRZodQfRsGnm1Y4RtUTpVkMp7cXDWeia7Lzzjv7iuD4uiRZ9Dl9XvvR/tJ6K1JjgBNPPLHBMCBqYFHqRhIffPCBO/roozNT+Wr59a9/XdMt/dJEgKBoesIMf5wqDmhpCqwBAwb4N5/4hqjWYHrK1yizLd20VMF66623+qEkwvHov/WzNIpMVF+kYkPdIJsKDPUeV8W8lv3339+/feh/w8+ye5fHi/ar/et70uhx/u9//9t/Z9i/Gg+cdtppvjFBmhR8AwcObNBcXA8b1lkCkRsBgqJomI3wZK3+Ha1NLWtUzq7RTnPdDNX5Tc1L842emha9XYTWaFp0jfQWoreRYqm1k26OuRoZqM5Bs9Jp3Cy15EoamtpO2+tz+nx23UVY9H363jSGUNEseeutt15m33pr/POf/5zKoH/33ntvo31fffXVqewbDREgMNNNWD2k9UeqOSTKbXA9lelrLgs98WYPB6JFLXA07aveBtK4IQb6Tr3xZBeZqN5D9R/F0jhiCqHsHupaVLaveozsKWvToP1pv9l1B1r0/TqOYsc101uC3hyz3xI07Ln1LUFvNxrxIOxLfSFOPfXU1N9u8AMCBGaqZ9Afqoohmpo2tRyoCalGrt1zzz0b9LnQon4L6sR34403mjvu5bsZqsVVsVR0dN111zWYv1w9vjXkRkvUN4m+R9+XPRyNjkfHVWzRVrH1FAoyNaDIrl/Rv3Op61dAgMBIxUDhj1XDj1QSPZGOGDHC7bPPPg0qtrWEwR5VnJL0iV59N7KLTNS3Q3080igyUbHST3/608y+Vadz/vnnm4OuWPpefX8YaUCLji+Njo9qKRUX+6mlVL5iP7W2u+qqqxq18NIIB2gZBAgKpuKYUIyiyWqKfQJtTbo5aZhyDfmQb7BHjUWlaUFjumnGFcLql5JWkYlCLLuzm+qYkoZaqek4dDzh2HScOt5i5Wp4kKuvhgYIzK6nUaBpzLVyaHVXSwgQFERPfaFMXMOOpHVDUxGQmuaqcvXSSy/1/ROOPfZY32JI/6v/r59rvbZLq3lpNg32qP1rqthcgz3qSVtTvao/StwkVUVgGs8qDeqboOlpw771dpNGUVgp6Liy37503Gn0rVCw600n+w1R11+V/HEvdxWllksv91pDgKAgqjzVH66ezoudkU1jJGmmND3Fx0VJzS3aXp/T50sx1pICSp3dFGC5BnsMS9qd4mbOnNlgdFu9GaVZyV8KOj4dZzhmHb/OIw16283ed/ay0047leTfHskRIEhMrWNCayZVqFp8+umnvqghVwdALSpG0sioufos6OdxMVNYtD/tV/tPm3pTqx+EJhTK7m+R9rAc77zzjm/Npn2rLmbYsGHxJmVNx6vj1vHrPHQ+adH4aOGtUN9RKSP9VjsCBImo8jSUS+sJs9AiJA11onm0l1tuuQY3fg2OqOKgUaNG+UmKktB22l6f0+ez96f963tKNXOcyuL1PRq6PE262Wo4Fu1bs/2NGTMm3qQi6LjDbIU6nzRDRPVL2q9aWKE8ECBIRC2W9Merp0BN95mUWiLpyTS774Ju8mp2mdbop9qP9pcdTvo+fW8aLaGyqYI33BzTouKe8OahCaSefvrpeJOKouPXeeh8dF5pFWf17t3b7/MXv/hFvAqthABBs4YOHZq5MWuGs6RUqbzVVltlPqu6hAsvvLAkxUyi/Wr/2XUW+v60Krcl7QBRhXOo89CTe6WHR6DzCG8iOr80KtYJkPJDgKBJaqoampIeeuih8eq8Ro4cmSmzVoW76jJaqu+CvkffFzqm6Th0PGlIO0BCayu16KrUYqt8dD6hpZrOs1gESPkhQJCXmrWGtvZqqpm0NZDqIMIbgMZPUgVoa9D3Zo8XpeMqVpoBon4T4dgqrcI8KZ1XOMdi+4kQIOWHAEFemmJWf7DqIJdk6HHVN+jJP9wwNFx3qSqzk9L36zjCMen4iqkXSStAst/s1Ey1moVmuDrfYnqsEyDlhwBBTmrlFG666sCXRHZ4FHujTlMcbPpvqzQCRD33w/AkakWW9M2uUun8Qms5nbd15AICpPwQIGhEQ6KHVjQaFyrJH3x2sZX+0MtRuAFpsRZnpREgGoAwHEe59jBPm84znLPO34IAKT8ECBrQUCU77LCD/0NVXweNlNocVVCHm0MxT/ctIftNxFKxXmyAaORYzU+hfZTD/CktKYydpfO3DAVPgJQfAgQN9O3b1/+RqgVTkiE61EQ2tLZSXUO5FFvlo+MLdSI67kKb+BYbIGEoGA3+l9Y4YpVC5xtG8dV1KBQBUn4IEGSo1VJodqlpRpujm3Ho56HWTq1dYZ6UjjO0ztLxFxJ6xQSI6gJCh0oNFFiLdN46f12HQut+CJDyQ4DAU5FCuKluscUWiYYqCU009bbSWk11rXS8oZ9IIU1oiwkQTTilz2o8rZbqE1NudN5hPDFdj0IQIOWHAIG37777Zm5uSYp1NHx2eJou93qPfEJ9iM4j6XDg1gBRQ4QQ0OXayKClhCDQ9UjSQCMgQMoPAQI/b7j+MLVoWtckzjnnHL+9WmtVStFVTMcdWpvpfJKwBsi4ceP85/TW8+abb8ara4rOP7z96bokRYCUHwKkxmlyptCh7ZBDDolX56QZ98LAhRp7qpLp+HUeOp8kMwlaA+Soo47yn9OUrXCZqWt1XZIiQMoPAVLD5s2b5zbZZBP/R9mxY8fElZqadyPcdEs1MGJL0fGHMNR5NccSIKpPCi3Vhg8fHq+uSboOuh66Lknq24QAKT8ESA3r0aOH/4PUBD2FDK0eJoPq2bNnvKoi6Tx0Pjqv5lgC5Mknn/SfUbFNrTXdzUfXIRRj6fokQYCUHwKkRmnub/0xaimkNYymEA2fKyR0ypnOI5xTc1OkWgKkX79+/jMamBI/CAN16vokQYCUHwKkBk2dOjUzZ8auu+5aUEsYzUGuz2lso2oSxmrS+TXFEiA777yz/8zJJ58cr6ppuh66Lro+SRAg5YcAqTHqNLfjjjv6P8R27dq5GTNmxJs0SXOT67OaTraa6Hx0Xjq/phQaIN9//32m3wPzeDek66Hrouuj69QcAqT8ECA1JrQ6UvnzAw88EK9ukio7l1xySf95jdZbTcLowzq/pip1Cw2QadOm+e21FDOUeTXS9QjXRtepOQRI+SFAashTTz2VGaqkV69e8epmqclv+IOfMmVKvLqi6XzCuek88yk0QMaPH++3X2yxxfwEXfiBroeui66PrlNzCJDyQ4DUCDVXXWuttfwfYJcuXdz8+fPjTZp19913+8+3bds2UZFDJdH56Lx0fjrPfAoNkDDr4LrrrhuvQh1dF12fJLMVEiDlhwCpEfvvv3/m5j9p0qR4dSKXXXaZ38fmm28er6oKOi+dn84zn0ID5JJLLvHbayIlNBYm1tJ1ag4BUn4IkBqQPff29ddfH69OLAxfsvvuu8erqoLOS+fX1LAmhQZImGirWq9ZscI1TzLBFwFSfgiQOrNnz/Ytk/TLrAH2qmnR3BehnPmggw6KT70godml3maqUXhLa6q5baEBEjopVus1K1a45kk6pRIg5YcAqXPooYdmntCrdVGIqP9HMRRI2tdhhx0Wr6oKOi+dn84zn0IDpNqvWbGSXPOAACk/NR8gmv976aWX9r+Ym222WaMn+Epf9FYVhoxQUBaDN5DCA4Q3kKbxBlLZaj5AVKyjX8oOHTq4L774Il5dFcLET1puvvnmeHVi1IEUHiDUgTSNOpDKVtMBEga50zJixIh4dVX51a9+5c9To5++8cYb8epEaIVVeIDQCqtptMKqbDUbIBr/KdwwunbtWnX9GmKaSnSNNdbw57vllls22ds6H/qBFB4g9ANpGv1AKlvNBsh1113nfxlVP/Dss8/Gq6vShAkTMi2yzjjjjHh1s+iJXniA0BM9P3qiV76aDBA1223fvr3/ZTz88MPj1VXtvPPOywTn2LFj49VNYiyswgOEsbDyYyysyleTARJ+ETUK6PTp0+PVVW3hwoVuu+228+e/6qqrFjzBEaPxFhYgjMabH6PxVr6aCxBVILdp08b/Ivbv3z9eXRPee+89t8IKK/hrsMceezAfiGM+kNbAfCCVr+YCRL98+iVU5Z3mBK9Vd911l78OWgYNGhSvzosZCQsPEGYkzI0ZCStfTQWIyvzDjaLayvAtjjvuOH8t9EY2ceLEeHVezIleWIAwJ3pjzIleHWomQBYsWOA6d+7sfwGTvjJXu7lz52auyfrrr+/mzJkTb5LT5Zdf7j+z3HLL+WHiK5mOX+eh89F5NccSIKqUV/8bfW748OHx6pqk66DroevSVKOFbARI+amZABkyZIj/5VOzwVdeeSVeXbN0LULLqqQt0j777LPMTVczHFayMEOjzkfn1RxLgMhRRx3lP7ftttvGq2qSroOuh65LUgRI+amJAPnoo4/ciiuu6H/5unfvHq+ueVdddZW/NlpuueWWeHVOYVgTXVdd30qU/XvR1PAl2awBMm7cOP85Fdu8+eab8eqaovMPxVe6LkkRIOWnJgKkR48e/hdPLY9mzZoVr655akK59957+2ukIoW33nor3qQRXcfQkkuDNlYiHXehvxfWAFFLtzXXXNN/VjfCWhaCQNejkBaABEj5qfoAUWelMA/44MGD49X4Hz2Na0BJXaett97aLVjwTbxJI2GQRj1NPvHEE/HqsqbjDU/BOo+krAEiAwYM8J9VvwcNLVOLdN6hX4yuRyEIkPJT9QHSbZdd/C9dp06dfEU68tNwEm3bLuY6dlzEDR16Zry6kW+//dZttdVWmafJSinK0nGGtwEdv84jqWIC5PPPP8+8tZ1//vnx6pqg89b56zroehSCACk/VR0gU+++251a9wvXtW556KGH4tXIYciQc91uuy3ijjhiUffaa3+LVzcyefLkTAsjzX5YyM24Nej4dJw6Xh23jr8QxQSIhKFkll9++Zpr0qvz1Xnr/HUdCkWAlJ/qDZD5813do7R7qe4X7q/dusVrkcfChQvcwIHbuh49FnFnnbWamzPnw3iTRkaOHOn/sLWUe31IqPfQouMuVLEB8sknn7hVVlnF7yNpq7dqofPVeev8dR0KRYCUn+oNEM0vUPfL5tq0cd8X+JRZ6z7++F132mnL+xC56qqfJxqnKEycpKVcK4nDDUhLkgmMcik2QCSMBK3l8ccfj1dXJZ1nOGedvwUBUn6qM0BmzHBumWXqA8QwbDmce+GFO32AaHn00eY72En2073+u1yKs3Qc8bFZpREgankUJlLSGFyF1gVUGp1fGGtM511Iy6tsBEj5qc4AOfLI+vBo105jt8drkdAtt/zWB8jJJy/h3n//hXh1I/GNWnUNrV2xru8PdR5pBFsaASJqHbjUUkv5fR144IHx6qqi89N56nyLGdKeACk/1RcgGuBv0UXrA+Saa+K1KMDXX3/pLrigkw+Rvn03cPPnJ5szPrs4S62dWquJr743tLbSYi22ypZWgEiYrVBLIU2JK0lo6q0lyayDTSFAyk91BYjK6jX3tMKjSxc9EsdboEBTp75U9waypA+Rm246Ml6dlyqoQ+ss9bfQk39L9X3Q9+j7Qj8PHYelwjyXNANEDj74YL8/9VUaM2ZMvLqi6XxCHyydZ7EIkPJTXQGiYTgUHlpa6am3Gj322JWZ+pDnnrstXp2XmsiGfiJaVlppJT/2VKkGYNR+tX99T/hOfX+hTXWbknaAfPHFF36Oeu1z6aWXdk8//XS8SUXSeeh8dF46P51nsQiQ8lM9AfLll8516FAfHlVeptzS1Apr2LBf+AA57bTl3KxZb8eb5KX6BhVjhA50WjRw4UknnZTafCLaj/YXBnjUou/T9xZT35FL2gEiM2fO9KMha78am6vSQ0THH8YY03np/NJAgJSf6gmQPn3qw2OppTTlXrwWRfrii1nurLNW9yEycOA2buHC5oc6yabKbNVBZN/ktah1jqaT1fwsU6ZMiT+Wk7bT9vpcaN2THU76nlJV3ocAad++fbyqKO+8844PJe1bT+6VWpyl4w5vHjofnVdazjjjDL/fvfbaK16FVlIdAfLuu84tuWR9gBh6uCKZSZPG1d20F/Mhcs89Z8WrE1Exk+bdCJNSxUvbtm3d5ptv7ucm33///X1dhv5X/18/1/r4M1q0P+23FMVjeotRhfwpp5zSIACHDh3q55hPi2624U1k8cUXr7iKdR2vjlvHr/NIMzz+/ve/u9VWW83ve7311otXo5VUR4D8+tf14bHGGvVFWSiZe+892weIguS11x6JVxdE08dqDnKFQ5iTJOmi7fU5fb65aWgtNG7ao48+6k444QS36qqrNvr+sGy88cZ+u7SouCfUiWhRE9hy7yei4wtNdbXo+NMqtpo2bZo77LDDGlzz/fbbL94MraTyA2TChB8qzm9LXsELm2+/XeAuvbTr/4Y6Wd3NmZPOjUKz0r366qt1bzb31O3/UnfRRRe5Y4891r+B6H/1//Vzrdd2SWexK8T8+fPdgw8+6I455pgGFfFh2WKLLVz//v3dM88846cD1uRkYd0+++yTaBj8JFThHFpnadETd7n2WNdx6fjCseq406gwnzdvnv83z37jVDBVev1QtansAFEF6Wab1YeHZnpLMOQGivfRR+9khjoZOrRboqFOytVXX33lRo8e7cdpCs2OsxfNnDdo0CD3ropJI//85z/djjvumNl2iSWWcL///e8TTw3cHPWbCJ0NtegYy2UARh1HGNtKi46z2H4ewZ133unWWWedzL71BnjDDTeYe7CjdCo7QPQLq/BQx8Hnn4/XooSef35kpmnvuHGVNc+KnpBvv/12d8ABBzSqU1HfkZ133tnP0qjikyTuuOMOt/baaze44d14442p3PDUczsMe6JFo9lqSPSW6lMT0/fq+8Ooulp0fMX0MA8UyDvttFNmvwrks846q+yL8GpZ5QaI5q/WUCUKkALmVUZ6br756MxQJ1Om/DNeXVZUuT5ixAg/82Jc36KK3912281dc8017sMPmx99OBe9yfTr1y/TAkmL+qCkUeSiINIAhCuvvHJm3wo+tUpKq9isOfoefV924Op4dFzFBqXqS+IiQf07tdS5wa5yA+Tuu+vDY9llnfvgg3gtWoCGNunbd0MfIsOG/TJe3epmz57pRo26zu255x6uTZs2DUJDT7fqT3DTTTeZhhbPZ+rUqe7QQw9t8F36//p5sXScmkcju0+Nlu22284NHz489eIt7U/71f6zv0/fr+Mo9rp98803vuVc9tvMRhtt5B55pLjGGWg5lRsg+uXt1cu5+++P16AFTZv2suvfv0viEXtL7bPPprvHHx/mBg/exR1++GJum21U7FN/c9LbgZoE33bbbanVU+SjN4/sXvj6br2h6E2lWCrSGThwYINxvrJvwD179nR33XWXL1ZSZXQS2k7b63P6vPYT71vfp+9No0hJjRU23HDDzL7VaEHFhmk2i0bpVW6AAP/z8cfv+QAbNGj7TL2Mlu7dF3Hdui1Td0M81N8Y586dG3+0pFS0o7qQ7GbAqitRnUkatP/HHnvMHX300Zl5xnMta621lm/ynKtvjRatjz8TFu1X+9f3FFtUJZMmTap7I9wzs3+NlaVRBIp9m0HrIEBQkWbOfNONHXuJGzBgqwahoeX001fw9TP/+tcY98038+OPtji97ah1lorNwo1TrbdUaZwWNWt+8skn/VuOGgE0FShNLfqcPq/9aH9pNZf+7LPP3KmnnprpaKhl11139U2yUbkIEKRuwYJ5dW8EV9S9EWznb+Y9e7Zx5567jrviip3rbvoD3H//Oyn+SCLTp//bPfhgP3fRRZs2Co0zz2znbr31eD+Pe6HDrLQUVQqrv0i4garSWJXHaXW6i82YMcN3clQ9hvpUaNHbR1jCz7Re22n7tKkX/9VXX52ZxleLhp+59957401RgQgQpEpjZuW6wcdLUprI6v77+/j5SOJ9/P73Hdwdd/R0kydPcN99l+6giaWkm7V6sIcbqiqR//CHP/hK5WoyYcKEBkPWqJ+N6lDSeqtB60v+lwwkMGLEMf7mfvbZa7pnnx3hK7UXLvzazZ49w7399t/dmDF9Xb9+G8cfa0DbjR7d2/Xps26j0NCbzKhRar76dEV3YFRlscbSyu7xvsEGG7gHHngg3rTiqNOl6ljCealvjepRPqC1ZNUpTYDU/dL4pTnNbTdpknM9ezrXuXP9HOdt2zrXqZNzJ51Uvw5lp3fvlf2N/t13n4tXNUvFT2efvUaj0Dj//PXdffedW/c2MjH+SMVT5bFaPWXXDeyxxx7u9ddfjzcte+qg2adPnwb9bNQE+Hk6+VatJu7eRWguGIKmths0yLkf/eiHbeJF6+pe+1FewuyFc+cW3qrmzjtPzoSG3lIefPBCN3168T2cK4Eqk9WZMdx4FSi9evUqyejCadOboDppdujQIXP8avKr5tKobnnu3kVqKhiy5dvuqqvqf64hSo4/3rmJE+tH2VUb+hdecO6EE36Y93zo0PjTaEWqOFcAXH31fgVNPCVz537q/vGPW9zMmW/Eq2rGfffd12COE1U+q5K7XPtHaDKvrl27Zo5XY2L17du3xZtMo3XkuHunIF8wxHJtp/GHllii/uc339xwXTat0zbadvr0eC1aieomTjllqcybxHnn/dhdc80B/m1i8uTxFVXZ3VpUma6Rh7PnHtl0003d+PHj401bzfS6v7kjjzwyc3xaDjroIPf+++/Hm6KKJbjLG+QKhlxybacJofSzul/GZmnqWm17/vnxGrSiDz+cXJfvR/npb+P6jHPOWcu99NI98UeQg4YS0dDyqoQON2nNhZHmRE2F0pD3GtI+u5+JJvrShFuoPQnu8ga5giGXXNvVvQ77nyWZpEdj5mhbDeWOsqO3DdVhTJx4hxs16vTMuFknnrio7+SHZCZOnOi23377zA1bldTnnntuKvNuFELTCHfs2DFzHO3atfODKaY97zwqR4K7vEEIhqRLtpVWqv9ZkspDDWmtbVdZJV6DMvT999/51lQKEfUgR2FGjhzZYPwrzTmuyutSN2d+5ZVX3C677JL5Xg1MqZF5Z8+eHW+KGlN+AbL44vU/S1JpuGBB/bb6DCrCV1/N9gGi1loonCqnVUmdPdGUKrGfffbZeNOiffTRR6579+5+vKrwXd26dXNvvFG7jRzQUGkDpDm5tuMNpKpNmfKiD5Devfk3K4Yqq7OnvdVyxBFH+MrtYmk++CuvvNKtuOKKmX137tzZjR07Nt4UNS7BXd4gVzDkkmu7UAcyblzDn+eiehJt+9OfxmvQSlTPofqO//xnrK9Mnzfvcz82lkbMfeKJqzMdBW+66cj4ozDQgIeaqz3c6FW5ffHFF/vKbguFRKdOnTL7U4goTBQqQCzBXd4gVzDkkmu7Pn3qf1b3dNUstdTStmq5hbIQt7rKtaiT4Jw5tpn/0JiGWb/++utd+/btMzf+dddd1w9hn5SKpVQ8FT6vYisVX6kYC8gnwV3eIFcw5JJrO83c1qZN/c+b6sl6663126gfSMK5q1F6s2a95caP/6OfofCCCzq7U09d1o/Ge9ZZq7shQ3Z3jz/+p7qnWdvTMZqmSu3evXs3mH1RQ7O//PLL8aYZ+owqxLM/owpzVZwDzUlwlzfIFQy55Ntu8OD6n6u3ed1TkO99rl7oml3txRf1mPtDT/QhQ+JPAzVNbxOarjf7beKEE05o8DahprfXXnutb4obtlMT3dGjR2ftCWhajrt3CvIFQ6yp7QYMcG6xxX7YJl60buDA+FMA/ufhhx/2ld8hIDSX+eC6hzPNLqjOf+HnqjdR50BrvQlqV567d5GaCoZszW332mv1I+9uuGH9SLxLL13/3yeeWL8OQJNU+T2k7i09u0VVWNTDXcORlGIiKdSGJu7eAKrFxx9/7Hr06JEJD030pIEQgWIQIEAN0WyIeiMpde911AYCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAAJP/B6Af2XjXli98AAAAAElFTkSuQmCC)
PN: 6H01-1-0F
CAS: 22962-49-8
Molecule Weight: 178.25
Formula: C10H10OS
PN: 5H66-B-0L
CAS: 1858242-05-3
Molecule Weight: 295.12
Formula: C10H6BrF3S
PN: 5H66-B-0M
CAS: 2377846-67-6
Molecule Weight: 295.12
Formula: C10H6BrF3S
![5-Methylbenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-1-18
CAS: 27035-41-2
Molecule Weight: 176.23
Formula: C10H8OS
![4-Bromo-2-(bromomethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 5H70-9-X1
CAS: 1312118-04-9
Molecule Weight: 306.02
Formula: C9H6Br2S
TSCA: Not listed on TSCA inventory
![2-Methylbenzo[b]thiophene](data:image/png;base64,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)