| Product Number | 8H01-5-00 |
| Purity | 95 % |
| CAS | 13771-71-6 |
| MDL Number | MFCD12032278 |
| Molecular Formula | C9H7ClOS |
| Molecular Weight | 198.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H01-5-00
CAS: 13771-71-6
Molecule Weight: 198.66
Formula: C9H7ClOS
![(4-Chlorobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H01-5-02
CAS: 216575-42-7
Molecule Weight: 198.66
Formula: C9H7ClOS
![(7-Chlorobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H01-5-00
CAS: 1171926-62-7
Molecule Weight: 198.66
Formula: C9H7ClOS
![5-Chlorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-5-X2
CAS: 13771-75-0
Molecule Weight: 212.65
Formula: C9H5ClO2S
![2-(Hydroxymethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-1-X4
CAS: 17890-56-1
Molecule Weight: 164.22
Formula: C9H8OS
![Methyl 5-chlorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-5-01
CAS: 35212-96-5
Molecule Weight: 226.67
Formula: C10H7ClO2S
![4-Chlorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-5-X5
CAS: 23967-57-9
Molecule Weight: 212.65
Formula: C9H5ClO2S
![(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
TSCA: Not listed on TSCA inventory