![7-Bromo-2-(hydroxymethyl)benzo[b]thiophene](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABs3AAAbNwEWtwUgAAACDXpUWHRtb2xTb3VyY2UAAHichZTbbtswDIZfhdD1oqOPQZwiazFgQIsBSwfsblBsJTVgW4XsnN5+VE6Nk85DnJCm+FHxT8qTh11dwca4trRNRgTlBEyT26JsVhn59fptlJCH6STHJExs2oy8dd37mLHtdkvzN1PrnW1obmtyXB/v2rKXs1XUuhWTnAv2++V5fmBGZdN2uskNUm05bg/BZ5vr7vAv/rEFq7XblA07prPabY7V/kjuL053bUE+nuUR12aIwrKsDCytq3UHG8kpXvwLrExjnO5MAYs9hhUN8Nmnk5cnm69r03To+gplrqt559Y5BmpbmXyNxdD5/pSRWiCgO1vPnNN78J4PawFaglagA9Ah6Ah0DDoBnYIWHL+4LiTqXBm/0ev+3WTkBzzefL46/JmjQjIjI2xMkkYw4lQJtIJKyQOQVMgwAkXDlEsIaCpVChGVYRydzSl4MqfMI0dg70tLGqkoBNxCcZl8WFQpjFJvQ4X3qJuK5eUWMR4fbRJ4G1CV9ONhkMQoELsoNJ0sbFNcuVAWGVkIcpDup1m28qQeAesK43AgfQGfeg3IPuC1HgZUH/CduQCzz4CgD/g+DgNhH/BdHwaiPuBnZBiI+4CfqGEg6QN+/oaBtA8cpnVYV79+i4jhTYS4U+q/yE2/z+dnkLlv+ecIuxpJdj7g6N4dfnb1ZmD4Ppz+BRNgi4jNdzTMAAA1pklEQVR4Xu3dB7gU1f3GcUxssURRxBglKhFNNPYWjQYEo2gkSowlltgLRRRBiooFxYoYFQsqil0wioIodsAWBRXByh8VRREVsYv9/O87ZIbZs3svu7+duXd39vt5nnli2LOzu3PvnXdnzjm/08wBAGDQzP8HAACKQYAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAZBZ3333nevWrZtbcsklXcuWLd2UKVP8JigDAQIgk8aNG+c22GAD16xZs2j7+c9/7o488kj34Ycf+s1hQIAAyJTXXnvNdezYMSc4/G2llVZygwcPDq5QYEeAAMiETz75xPXs2dMttdRSOWGx2WabufHjx7vTTjvN/eIXv8h5bP3113f33nuvvysUiQABUNV++OEHN2zYMNeiRYuccFhttdXc1Vdf7X788ceo7axZs9x+++2Xd0Wy6667uldffTW2VxSDAAFQtR577DG36aab5oSBrkBOPPFE9+mnn/rNIxMnTnSbb7553vOOP/744EoGxSFAAFSdt956y/3jH//Iu5LYfffd3euvv+43L0hXJtdcc01wpRLfh65krrzyyuDKBg0jQABUjS+//NKdeuqpbtlll8056Wu01f333+83L4quVHr16uWWXnrpnH1usskm7tFHH/WbI4YAAVAVbrzxRrfmmmvmnORXXnlld/HFFycymkpXLn/961/zrmr23ntv9+abb/rN4QgQABXuv//9r/vjH/+Yc1LXfI6jjz7affTRR37zsmnE1u9+97uc11tmmWXcKaec4r744gu/eU0jQABUpPfee8/961//cksssUTOybxdu3Zu6tSpfvNEff/99+7f//63a968ec5r//rXv3Y33HCD++mnn/yn1CQCBEBF+eabb9ygQYPcCiuskHPyXnfddd0dd9zhN0/VvHnz3LHHHhtc8cTfy7bbbuuefvppv3nNIUAAVIw777zTtW7dOudkrSA566yzgmBpKi+++KLbaaedct6XrowOPvjg4EqpVhEgqDlPPfWUW2655YJN8wUosNf0pk2bVu8J+t133/WbN5n//Oc/wZWQH3Bnn312kwZcUyFAUFM0WmedddbJOQFo07/17t3bPfnkk/5TkKJqvEWkoFBgFLrFpoCpJQQIakrfvn3zwsPfNFS0e/fubsKECTllMJCcLHRSN9TJr1tetYAAQc146KGH3M9+9rPgj1zfeG+//XZ34YUXuu233z4vRMJNa0gcddRRwXOTmGuA+ofJnnzyyVU5TLa+YcbHHHNMKsOMKwkBgprwwQcfuDXWWCP6Ax8wYEDO47rPfumll7q2bdtGIeNvq6yyijv00EPd2LFja/J+d7lmzJhRcKLe3//+90xM1Et7omMlIkCQebodohpJ4R/1n/70pwbrHClsVMV15513zisNHm4rrriiO/DAA4N73l999ZW/C8SoVIj6l/xSIRtvvHHmSoWo1IomHPqlVnTFZS21UskIEGTekCFDcr4RqqR3sT7++GN3/fXXB9+cdZvFDxJtGs2lwn4333xzVd6CSUtYrFC3AePHqxaKFeqKqtxij9WAAEGmPf/88zkn/nImon3++edBSKg2kkLDPzlo0zfPPfbYw40YMcLNnz/f30XNmDRpUr3l0mvpuKjcvIoy+sdhceXmqwUBgszS7YT4mtjqDE+KblspjA444IC84ZzxE8Vf/vKX4Fu4bovVAhZsyqcrrauuuqqoBa+qDQGCzDrssMOiP9bf//73qfVVqENdHeuHHHJI3rDUcNOoHA3vvOyyyypqYlxSdGxZMrZhWqjqhBNOyOtX05K7WuCqGhEgyKRbb701+gPVbaXGGpev0TYPPvigO/LII/Pu/cc3deQPHjw4WBip2t1yyy2uVatWOZ9vpZVWCoZIN8boowULFgQ/Xw1oOOecc4KRcgprbVqtUJNEw03/P3xM7dRez9PztZ/G8Nprr7mOHTvm/U7su+++JfXPVQICBJmjDkydwMI/TH3rbwq6NaF74JqU6A/vjG9bbrllMLNZw1yryeTJk/Pm0GgItMIzzVt2Gqhw3333BSO7tthii7yJfNZN+9H+tF/tP+0BEePGjQuu0OLvQV92NMRct1+rAQGCTNEM5/ikrr/97W9+kybzxBNPBCvfFSqlEm5/+MMf3BlnnOGmT5/uP71ivP/++8HtQX++zI477hgMWkiDBjAMHz48uHJYcskl847b4ra11lor798Wt+l19Hp6Xb1+GnSFdtFFFwWjA/33qwEblY4AQab0798/+iPUt37VWqpE+vau+QJt2rTJO3GFmx7T7Gy1rQTffvutO++889wvf/nLnPe59tprB7P606BZ6//85z/z+lbi23rrrec6d+4clKnRkGvNDNetwfp+9vp3Pa52aq/n6fnaj7/vcNPr633o/aThww8/DAZ5+DXBtttuO/fss8/6zSsGAYLMePjhh3NKlVTLJDVdbeiqQ1cf/okr3HTVoqsXXcU0hbvvvtv99re/zXlPGsp85plnuq+//tpvXhZN/NQIN3Uu+8dBm74YqAaVhkq//fbb/tPLov1pv9p/fbcd9b70/tKo1/XCCy+4P//5zzmvp1tr6q+ZM2eO37zJESDIBH2DUyG+8I9O3+6rkfpB1B+y1VZb5Z244ifQbt26Bf0raQ8Bfemll1yHDh3y3oNm4c+ePdtvXrabbropGDHnv56GSusk+sgjj6Ry4i5Er6PX0+sWGqqt96n3m4aRI0fm3epU9QN1+utKsFIQIKh6+kPX5L3wD02X/eoLqXa6zaKRWhqx5Z+8wk0jvdRprZFfSY540gx8hZTf36BgS6PkvUZBFfqcOknrNlNaQ7CLpdfX+ygUbnrfaYzy06iwgQMHuuWXXz7n9XQlOHr0aL95kyBAUPVUFjz841JnZBaGxvo0d0SjydSp698nDzfNQdFclDFjxpiLPSp49ToqHBnf969+9St33XXXJf7tX53TPXv2zAsqzWLX8NqkX69cej96X/4se71/fY40Ott1pXfQQQfl/bzbt2/f5IMtCBBUNd0zjpcq0aV/1mmIrGa3a5a7Pykt3HTLRbPkda++2G/vKlm/0UYb5exHBRDVyZzGifGZZ57Ju03zm9/8pmoWZdL71PuNv399Hn2uNGglza233jrn9RRcXbt2rXfAQNoIEFQtjZWPrytxxBFH+E0yT3Wl1OmrW3h+BdhwU2e36ndpWGihIPi///s/t+eee+Y9T/82c+ZMv3kiNHQ1Hn76bwVVtcx/COn96n37n0WfLw26AtKttPjSBNp0xajlCBr71i0BgqqlwAj/gBQkaZx81K+gYZTqLO3Xr1+wdoVuI2kkTqEZzuFwUq2qp2+i1ltJFpr4plnhqgJbX7FHXa2psrBOQhpxpPfql1nXVYhGtKXhs88+C+bmxF9Px/Lll1/2m1YVvX9/1Jg+pz5vGvRFQL+PfoXoDTfcMOgPaywECKqSblXFT4q6lZUUjYRS5/Vuu+2W14FZ6qYTuW41nXvuual0tNZHQ2t1i0WjpTR6x39fhTZ9ix06dGhq32I1AVFBG3/NLl26NGrIpkmfQ58n/vn0efW50/LGG2+4vfbaK+9n2bp160Ypl0+AoOqokzw+c/eSSy7xm5RMpbWHDRsWjODy/xgb2uqbK1DfptLeCqc0Tyo+ndhU0FDDUf3OcW3qlFe5FY28Sotuk+mkFr6mJiNmtb9Knys+2VKfW58/TRpu7M8jUjmWtBEgqCr6dhw/yevefznU+ajZ6/V9S1dNLfUFaMLcqFGj3NSpU+td51r/rqsMdVxrLodudxU6YWvTbSPdgkv7xOLTLTl1lseD76677vKbJUpXh6uvvnr0ehrRleQVYyXS59PnDD+zPn/an1lXHNtss030mo1RwYAAQVXRBMHwD0QTB+s7mS+ORiZpX4UmiK277rrBzHCVukhiop7qQ+kWlv8NUZtG0WiI5jvvvOM/LVUqyxG+hzRvrSkg41WJVS5Et11qgT5nvDyKjkPaXxgOPvjg6PWee+45/+HEESCoGipNEpYq0f/qst1Cl/b+8FHdxtFJdcKECX7zROmP+rjjjsur7aQgu+CCCxKdDNiQxggQ3aaL37ZSJ/PcuXP9ZpmmzxvvXNfxSPP2JQECFKBbTfHbLrrtVCqNUvInZOkKQH90jb1OtUqvaASUf+tMVynTpk3zmycu7QBRn1L8xKlv4mmWeK9k+tzxKxEdl7SWsyVAgAI6deoU/WGoXHupI4W0nKqGOMZP1rpfnPZ96cXRyUWF++LvS1cnmiiYpjQDRHMV4kN11RdQK7et6qPPH+8T0fFJY5Y9AQJ4VFoj/KNQp7YWjCqFlpuNf9PX0FqN3EqifyMpWtI0vn67NgVLWoXz0gyQIUOGRPvWaKSmDulKoeMQH52l45Q0AgSI0cktPsP6tttu85s0SO3jdZZUiE4jqSpRoVtsmkOSxsp4aQWIBh7EJyZmdaiuVXz+ko6TjleSCBDgfzRSKl79VKvglUK3geKFBzUxMK17z0nS+46fhFX/yDrarD5pBIhmR8cHJ2hSHfLFJxvqeBUqL2NFgAD/oxXawj8G3d4ppVSJZmHHl1zdf//9S+43aUoqRxEfYqwQSfJKJI0AUTXacJ/qKM7KDPOk6bjEBxjouCWFAAHqaDJe+IegUiWlrLWtqqXxYbJaL6OS+juKpRpcLVq0iD6Hbmcl1SeSdIBoH+GtQl09VXttq7Tp+IRXmTpuSfwMhABBzZs1a1ZOqZKLL77Yb1IvTciLn3Q1G7wawyOkEIlfiahjPQlJBohGE8UXg+rTp4/fBAXoOIXHTMcviVFZBAhqmsoxxE9Gu+++e9F/WAqKtm3bRs/VcN+k1+tuCg888EBOn0gSQ3yTDBCViQ/3pfUxSrnVWMt0nOLrieg4losAQU0bMGBA9AegNQ804a5YgwYNip6r2kNZmrim0Ag/m27PlTvZMKkAUWjHBzpUy2JQlULHKzx2Oo7lXi0TIKhZKiMSjppSB7iK/hVLS3uGi/osscQS7v777/ebVL34EF/NWC+n7ElSARLvq9IyryhdfHlcHc9yECCoSSolvtZaa0W//CrzUYoOHTpEz+3Ro4f/cCZoFFZ8sqFqZ1klFSDxkx9XHzbxq5ByQ5gAQU2KL6mqEiOlfLtWOfLwuarQm+Rw10qjqzRdYemzqnPdWsU3iQBR30y4D91+KbavCrl03OK3AXVcrQgQ1JzLL788+qVXqYdS6ibpnvH6668fPf/GG2/0m2ROvHaWbmtZJBEg8X1oiVzY6fiFx1LH1YoAQU1RZ3C8VInW9C5F/PJfk+1q4VuwBgeEtb00h8CyxkS5AaK1vsO5NnovqhoAOx2/8Geq42pdS50AQc3QENt4hdxDDjnEb7JY2267bfT8O++80384s/r16xd9bq1sWKpyA2T48OHR87VULsqn4xgeUx1fCwIENeOYY46JftnbtGlTct+FZpzHn1/uEMhqoqsQVRXWZ9cckVIXKSo3QNq1axc937qwF3LpOIbHVMfXggBBTdDVQviLrhPglClT/CaL1bVr12gfQ4cO9R/OvO7du0eff/Dgwf7DDSonQFT8LxwyrUW+aim406TjGC6apuNrKbJIgCDz3n77bde8efPoF/2iiy7ymyyWCiOuttpq0R9b0tVqq4FOEOEx3GSTTfyHG1ROgIwbNy56blKlVbBQfICEjnOpCBBkmkqV7LDDDtEveceOHU0d3+PHj4/2oXIntUoTCsPjUMo6J+UESO/evaPnjhgxwn8YZdDxDI+tjnOpCBBk2umnnx79gmuJT2u5kV69enESq3PeeedFx+Hcc8/1H65XOQGyxRZbRM+1zkNBYTqe4bHVcS4VAYLMmjRpUk6pknImTG211VacxOqozH14HFTuvVjWAFmwYEH0M9TqjkiejquOr46zjncpCBBk0vz5812rVq2iX+6TTjrJb1I0jZEP155o3bq1/3BNUcfrqquuGhwLjcoqdhEna4Bo3k74vM6dO/sPIwE6ruExLrVoJgGCTIr/UWjCXymlSnyPPvpotC/L3JGs2XvvvaPjUewa29YAiRdP1FwUJC8+x6fU4ooECDLnyiuvjH6pNdvWMnM67qqrror2d+GFF/oP15yBAwdGx6PY/iBrgJx99tnR8yhfko54WRMd71IQIMiUl156KWd52ZtuuslvUrJ4B/o999zjP1xzRo0aFR2P/v37+w8XZA2Q+DBTTeRE8uITZEsdJk2AIDPUARgfZqpf7iTEK/ey9vbC9cjD46ElfIthDZDddtstep7m8yB5Oq7hMdbxLgUBgszo0qVL9Mu83nrrmWbWFhJf8vbTTz/1H645WkslPB477rij/3BB1gCJz+HRwAgkT8c1PMY63qUgQJAJo0ePjn6RVapk8uTJfhMzzbrWfrUuhiYm1jrNyg+P9WabbeY/XJA1QDbddNPoeXpdJC/+89TxLgUBUoXGjh0blObQWhbrrLNOzW9a1Clc9Ehb0h3dGrqr/WrYKhYK+5mKnZthDZBwjoJeD+kp9ecZIkCqjMpwtGzZMvqhseVuLVq0MJUqacgaa6wR7FvzH7DQKqusEhwTHZtiWAOEY984wrk9xf48QwRIlYkPuWMrvCW9VjZXIPlK/cZqDRCuQBpHqT/PEAFSRdQprHpO4Q/s7rvv9pvUrCFDhkTHRbf3khyxQx9ILvpAsoU+kBrRt2/f6Ie18847+w/XNN22ig/51MippE72jMLKxSisbGEUVg2YOXOmW2aZZYIflOoyTZ8+3W9S81RpN36Fdtppp/lNTJgHkot5INnCPJAaED+JdevWzX8Y//Pggw8GlXd1nFRddOLEiX6TkjETPRcz0bOFmegZ99BDD0U/JI1+mTdvnt8EMX369ImO11prrRXccikHtbByUQsrW6iFlWHq4IqX57jsssv8JvCo8q4q8IbHbK+99vKblIRqvLmoxpstVOPNsKFDh0Y/oI022oiRKEVSn5EmWobH7oorrvCbFI31QBZhPZDsYT2QjNKtl/CPVZvu76N4N998c3TsNM69nIEHrEi4ECsSZg8rEmZU9+7dox/O3/72N/9hFCHeCasruK+//tpvUhTWRF+INdGzhTXRM0rrWoS3TTR8t9xFkWrVF1984dq0aRP9kh977LF+k6KMHz8+2sfuu+/uP1wz4v1xU6dO9R+uVzkB0rt37+i5tRzeadDxDI+tjnOpCJAKpdsD4Q9Go4pgN2XKlKBCb3g877rrLr/JYqnvabXVVguev9RSS7mPPvrIb5J5OkGEx1Cz80tRToCMGzcuem6pw0zRsPgVuo5zqQiQCqS5BuEPRRPjklrXopYNHjw4OqYqdWK5FdK1a9doHxrcUGvit1R1PEtRToDo91+hreeuueaaQUc+yqfjqOOp46rjaznPECAV5ttvvw0WQwp/KMOHD/ebwEClTnbdddfouKoER6mlTuITrnRbrJZOZJrlr1FX+uy6mnv//ff9Jg0qJ0CkXbt20fMfeeQR/2EY6DiGx1TH14IAqTDnn39+9APZcssta+oklba5c+e61VdfPTq+Z5xxht9ksbbddtvo+Xfeeaf/cGbF5wocccQR/sOLVW6A6ItU+PxDDz3UfxgGOo7hMbV+USVAKohOcOHcBVV+feKJJ/wmKJM6w+OlTh5//HG/SYNUKj78g9FkxaTXHqlEuvpYccUVg8+sgR2WAR3lBojm4oQlx/VevvrqK78JSqDjF/5MdVx1fC0IkApy+OGHRz8M/cEhHfFRPa1atSqpyquuCNdff/3o+TfeeKPfJHPiHa0HHXSQ/3BRyg0Qie+DsibliZcvKedcQ4BUCI0UCr8Z616zpZMXxVE/U3xiYLEVZUMaxRU+V8vpaqhwVk2YMCFaLniFFVYw/14mESAPPPBAtI/f//73NXH1lwYdNx2/8FjquFoRIBXiuD/9ybX43w/Ccm8epdFtmPASXpsKJpaiQ4cO0XN79OjhP5wJCsYNNtgg+pwXXHCB36RoSQSIbL755tF+kl55slbEb8PqeJaDAKkA7996q7uo7gdwWN3W6Te/Mc+WRml0+yn85dd9YE3eLJbKooRDS/UN/f777/ebVD3drgqPjyYQqkilVVIBEi+uWO7Jr1bFQ7jU4ok+AqSpqTOwVSs3o+4HcFfd9tLtt/stkKLwJLnsss1c+/Z/cN98U3wtoEGDBkV/PBrdpc7mrLjmmmtywrXUInu+pAJEfVDx2y9chZQmfvWh41juKE8CpKmdfnrdUWkWbN8XuTwokqPJU5tvvp5r3bqZ22abZu7yy7v6TeqlP762bdtGf0B//OMfM3H1qHvi8Zn7CpNyJRUgEi+S+Zu6K/Yvv/zSb4ICdJx0vMJjp+NYLgKkKWmJzuWWWxggP/uZakX4LdAIpk9/tu7qY2nXuXMzd+SRzdwLL4z2m9RLncotWrSI/ojUIV/ut7qm9Oyzzwad5eHnSap0SJIBok7g+Dr1lPopTnyhNR2/JAYhECBNab/9oqsPZ5icheSMGXOBO/roZsHWs+cqbv782X6TemmGejhHQduRRx5ZlSGi8IiHoeqxacRaEpIMENE+wmKjulpirfqG6fiEV5U6bkn8DIQAaSqTJjm3xBILw+OXv9RsLb8FGpG+jf3737tEITJ4cNu6fys+BHRvORyGrW3//fevqsW/tNZM/MpDkySTHJ6cdIBIz549o31uttlmRS9uVWt0XHR8wmOl45YUAqQp6Nupau8rPLSxznZF+Oyz912vXi2jELn33oF+kwapryBc/Ejbbrvt5j799FO/WcXR+473eSg8kq42nEaAqP9qnXXWifbbpUsXvwnq6LiEx0jHy1I0sT4ESFO49tpF4dGmjWa2+S3QRKZPv88dc8wSQYAce+ySbubM0srJ3HbbbdGtFW1a7a2UdTMak64w4kN1tem2VZJXHqE0AkS0Jns8/EaOHOk3qWk6HuGx0XEqdg37YhEgjU01Z1ZffVGAjBnjt0ATGzXqxOgqpH//td1XX33iN2nQ2LFjcyYpqrLAJZdcUlH9IhMnTsyZJKhNHeZJ9Xn40goQGTJkSLRv1ZJ74YUX/CY1ScchrK2nTccpaQRIY9OqX2F47LKL/ygqwPfff+vOPnuLKESuuuoffpPFevXVV92GG26Yc4LeZpttmvzkprkq8dpW2jQAIImhug1JM0DUf6Uln8P9aw2dN954w29WU/T5dRzCY6Ljk8SoKx8B0phmzHB115ELw2OppTQ0wm+BCjF37uvuuONWiEJk0qSr/SaLVegWkW5v6Y/u9ddf95un6sMPP3R9+/bNuTLSphnm5U4SLEaaASLqa4p3FGtNnSxN7CyFPnd8TSEdl7T64giQxtSp06Krj4zWT8qSp54aEQVI9+7LuTlzXvGbFOW+++7L6ezVps52nVRVrDBN+qM+7rjjcoYZa9OIK9W2Kqc8SSnSDhDRIletW7fOOXFqiYRaos8bD1Idj1IX/yoFAdJYVPEyDI8WLZwroYQ4ms611x4QhcjAgZvUnXCLL3USp/UXTjnllJyhsuG27rrrBgU01cGZRD/J888/784999zg6sJ/LV0B6arIWlXXqjECRFQks2XLltFr6Zt4rdzO0ueMX3noOFjWbikFAdIYNB9gww0XBcgVV/gtUKEWLPjMnXxy6yhEbrutu9+kJPPmzXP9+/fPu5UUbiuttJLbc8893ZlnnulGjRoVjOCqb0it/l0nYxXEO/vss4NZ8KusskrePrVpBI5WEkz7hFLIe++9lxNmTz75pN8kUepniq88qb6Apu57Sps+X7zPQ5+/MT5zfJloAiQtl1yyKDw23ti5EtfiRtN6661nXJcuSwUBoiG+U6fe4zcpme5JDxs2zG233XZ5J/uGtjXXXDPv3xraNtlkEzd48OBUb2MUMmvWLHfRRRe5HXbYIVpPJNwUkldffXUiV1v1UVDGb2dpNFJWh/jqc8VHW+lzp/1FQT/f/fbbL+fnOm7cOL9Z4movQOq+cbrmzRcFyCOP+C1QBcaPPy+6CunZc1X3ySfv+k3MZsyYEZzkNfFw+eWXzwuBUjYNGdZcDt3CSvNWUSE6aalCsSYi+u+r0KZ79RpOnBaF5qabbprzmppUl5UZ6/oc8UmC2vR50/yyoFuxp512Wl6fmn7v0pg/5Ku9AOnadVF4dO7sP4oqobImF1+8cxQigwe3K6nUSbHUqa2aVDfddJPr169fcFuqXbt2wclWHfHhphOF/r1z3e+URlfdcMMN7plnnmn0k6PWUFH/zcZ1V9Z+QITb2muv7U488cTgM3Xs2DHv8X322Sf4RpsGrfUdH+KrTcey2mtn6f3HO8u16XNa1zYvhqr3rrXWWjmvqavJxhyMUVsBouGRSy65MDyWWUa9XH4LVJFPP53jevVaLQqRcePO9pvUBN3r1oCA+Nrw/qbOXPX1KAx9utXhT2Jcdtll3YABA1Irza7baeECYNr03wretF4vLXq/et/+Z9HnS8vkyZPd9ttvn/Pz0ihCFQ3V8PDGVFsB0r79oquPuj8mVL9p0+7NKXXyxhtP+U0ySR3fvXv3DkaM+WERbhtttJE7/fTTi7p1pm+sOumtvPLKOfvQN1xdqaRBV2j+cGqtj1Eti1LpfcbX89Cmz6PPlQbdCjvssMNyioRq+/Of/xyM9GsKtRMgd921KDzWWEOzyvwWqFIjR54QXYX077+O+/rrdCZpNSV1cGuOiuaQ+Lct4tsWW2wRjACzTozUN9ijjjoqpwilNg0uKHT1Ui4VElQ12ni9Mm1a5lUn6DRma5dD70fvK74MrTa9f32OJAsjhlTO5rzzzssbKahbkbc38YqptREgug/duvWiABkxwm+BKvb999+4s87aPAqRq6/e129SlVR+/qGHHgpO6PFhsP6m2xkXXnihe/PNN/1dmGnIaXx1R20avXXooYe6OXPm+M3Lpquk+KJU4aZlXq+//vqgs7gp6fX1PuLL94ab3ncxV3kWd999d1AANP56GtihYeWVsNpmbQTIxRcvCo9tttHXCL8Fqtzcua/VfTtfPgqRqVPv9ptUhe+++8Y9/PC9wYm6vjkkuoWhk/ull17qZs8ufqEtC8198W8z6ZvwOeeck0qhR90uK3SS1oRPHZNHHnmk0a5K9Dp6Pb1uoQmnep9p3d7TYIgOHTrkveaBBx6Y+s+8FLURIFqwpe7gB8vUPlUb98hr0RNPDI8CRP9dLb777mv33HP/ccOGHeg6dVrRtWnTzC2zTO6JQx2zO++8czBXpbHLgSxYsMANHDgwb0iz5jfcpVvDCdOJW5Mx/VFN4aa5NypAOWLECPe2lqFOkPan/Wr/9c3x0fvS+0sjyD7++GPXrVu3vFt6W221VeoTPi1qI0BUpkSd5in8sqOyTJ480k2ceFUqQ3qT9M03X7hnnrklqCysul5h8HXqpLkDzVzz5gqRZdxf//rX4NaJTixNTd98/WKU2tq3b++mT5/uN0/E+PHjg7Ir/jyH+KYRZuHwaR0rlaB56623gioDhejf9bjaqb2ep+fHy474m15f70PvJw26XXnZZZflXXVqNrveYxphlYTaCBCgAnz11fygIOTQoXvUfctcNgqN+Hbwwcu5fv3+Xvdd5+ZUOmSToDXn/cmJ+sbctWvXek/a5dKxGD58eDDXxv92XszW0MCD+ja9jl5Pr5vmz0L9XP5SA/ryoGBL83WTQICgZqjw4pNPXl93Au9U98fZqu4k/otg0yJV55yztRsx4tDgBD9v3iz/qWaff/6Be/zxa9zFF/8lKr/ibypTryKRzz13h/v226btLC6WvhHrVs8aa6yRc+LTN2j1zaS5/rxmWKuisoYxa9SZX5rFumk/2p/2q/2nPZNblQL8SZXaVHtt5syZfvOKRICgJsyePdWdemqbvJN3fVs5VFblsceGBrPjjz3253n71nbCCc3d9dcf4l58cUwwiqxa6RuyJijqG3P8JKgO5gcffNBvngr10WgUlIbXqnNfnd66ctCmCgGFKgZoUzu11/P0fO2nMWh2ep8+fXKW/tWmeTsPP/yw37yilfeXAlQBndB79lwlOnmrBIomIH788dvByVsz2p9//s5g+G94wi/VvHlv1Z0wB7vzz/9TXliEW69eLd2NNx7pXnnlQffDD41TaqKxqHS5+hH8b9OdOnVKvZBgtdBcnuuuuy5vSLau2oYOHZrqVVtaSv9LAarMzTcfE53E9d8N+fDDmUEfRTE++GCGu+++QW7QoK3ywiLc+vRZ0916azf3+uuPVXzHfhI07NVf90TftE866aRU60JVuieeeCIYSRU/Lupj6d69e0UMkLBqvABp9r95GNqKUUp7JffNNzu3774LJwwuv/zCTf+9zz6u7mufboD7z0KNUH9HeEIvt3/jvfemu7Fjz3BnnPGHvLAIN82Gv+OOXm7mzCf8p9eEH374wV1++eVu1VVXzTlh6pu3OqTTLBtfabRQ2AEHHJBzHLRpSHa1F5CUIs7OCSklEKTY9pMmObfBBrntC23rr7+wLWpOvPNaw2ctFlb//UteWISb+ldGjz7ZzZo12X9qzZo/f35QesUfNbXlllu6xx9/3G+eKZolrqrIKqse/+waKnzPPeWvX1MpFnN2TlD8ZF6MYtprXoeq6qqNJgkefbRzTz+tXir17jmn2j0q367H1EZtR4/294KMU99DeKLXKCyLTz55Ly80dBUyZszp7t13p/nNEfPKK68Ea6L438I1ryLpiYCV4LbbbssrsqgFps4///xUZu83pQbOzgkrJhDiFtf+1VddXbwvCob77/dbLPLQQ84tu+zCtrq19dprfgtk2DXX7B+d9Lt2XcaNHHm8mznzyZJHP40Zc1pwFaKy8er/QGnGjBnj2rRpk3Ni1Td0VQyuhLpO5VJZ/R133DHn86nsjCroNnb1gMZSz9k5BYsLBN/i2rdtu+jxoUP9R/NdeeWi9u3a+Y8iw95//1XXo8eKeVcQXbsuHRRhVMf6lCmjgpIiSJe+gWvBo/iSr9r0jf3WW2/1m1eFDz74IFjf3i+zriKLU6ZM8ZtnSj1n5xQsLhB8DbWfPHnRY+rbKKZTTm3ifSXaB2rG228/5wYO3CQvROLbCSes7B544MKaGC3V1HTSPfzww/NOulqzvVpOulpDRVWQtQpg/DO0atXK3XLLLX7zTCpwdk5JQ4FQSEPt+/Zd9NjZJaxCp7bh8/r18x9Fxmn29MsvP+BuuukoN2DABtFCVP529dX7VWztoazRbR+Fhn/bR+FSybd9xo4dm3c7TvWydDuuqUvPN6YCZ+eUNBQIhTTUvu7SMHpswgT/0fqpbfi8HXf0H0WNWbDgM/faa4+6O+/sk7M0rrann77Bb44UVUvHswYE7LLLLjnvU9v++++fyQEBi1Pg7JySeCCUuvl+/etFj9VdChdN32jC5625pv8oaphWMVQ9rDBALryQLxiNrZKHvmpIco8ePXLWPtem2lmTanh6QIGzc0r8UChl84UjqrRptcFiqW34vLrLTSBO66mHAXL88Sv5D6ORaPKdhvj63/I1FLixJ99pUuQVV1yRNymyZcuW7tprr62pSZGFFDg7p6ShQCikofYECFKgSrhhgGjyIZqWJhtq0mH8xK1JiZqcqCuCtKksy8Ybb5zz+irLomq9tVyWJa7A2TklDQVCIQ21X2ONRY9xCwsJ+eijN6IAUfkTND19w1f5E78Aoa4IVC5FVwhJq68w5B577OFmzGD+T1yBs3NKGgqEQhpqn0Qn+g47+I8iozT57513nvf/OYdGXV133b+iALnhhsP9JmhC9ZVAV+HGpEqga/2P+krTP/DAA35zuGoNEOsw3kGDFj2PYbw1IwwFlVrXOh2zZ78YdJr/+OMPdSemuW7q1HvckCHto3Za4Omjj970d4MKUN8iTHvttZd5Eab6Fsdq3ry5u+SSS6qyzHpjKXB2TklDgVBIQ+2feWbRY5ocWExHlsb1/+53i57HRMKaEQZDMZsq6b755n/9XaDCaLGqQsvA9qv7YljKMrBannebbbbJ2Y/6Wbp06ZLa8rxZUuDsnJKGAqGQxbXXLajwcZUpWZxhwxa1VxkU1Iz589+p+75wu7v99h7B8NwBA9YPVgTU4lEqcaJJhcOG7eOefvrGkutjoenoykDL52pBpngA/OpXv3LXX399g5NB3333XXfQQQflLYfbvn17N20axTGLVc/ZOQWLCwTf4tprOJ9GUulxjcpqaPnMRx9d1FYFGFWIEUAmaEGmrl275pWN33rrrd2TTz6Z01bL1p511llu+eWXz2nbunVrd5eqe6Mk9ZydU7C4QPAV0/6OO5xbeumFbVSy/dhjF97e0iXsF18svE3VvbtzP//5wjaq2ssvCZBJ06dPdx06dMgJBm0HHnigmz17ths1alSwLnr8sRVXXDFYF72SZrtXkwbOzgkrJhDiim0/YYJzbdrkti+0qc3Eif6zAWTM6NGj3W9/+9soJLT5t6r0/w855BA3Z84c/+kowWLOzgmKn8yLUUp7LVerZWv/8Q/n1l134W0qbXXfNtzee7OkLVBjdEVx7rnnBlcY/hXJdttt557RnQqUrYizMwBUp/fffz9nEqJqbSE5BAiATFMfSBggL7zwgv8wykCAAMg0AiQ9BAiATCNA0kOAAMg0AiQ9BAiATCNA0kOAAMg0AiQ9BAiATCNA0kOAAMg0AiQ9BAiATCNA0kOAAMg0AiQ9BAiATCNA0kOAAMg0AiQ9BAiATCNA0kOAAMg0AiQ9BAiATCNA0kOAAMg0AiQ9BAiATCNA0kOAAMg0AiQ9BAiATCNA0kOAAMg0AiQ9BAiATCNA0kOAAMg0AiQ9BAiATCNA0kOAAMg0AiQ9BAiATOt6xBFu9RVWCLbpL77oP4wyECAAMu2MHj3cdq1aBduMl17yH0YZCBAAmXZF//7uwE02CbZZr73mP4wyECAAMm34qae6o7fcMtjeef11/2GUgQABkGkESHoIEACZRoCkhwABkGkESHoIEACZRoCkhwABkGkESHoIEACZRoCkhwABkGkESHoIEACZRoCkhwABkGkESHoIEACZRoCkhwABkGkESHoIEACZRoCkhwABkGkESHoIEACZRoCkhwABkGkESHoIEACZRoCkhwABkGkESHoIEACZRoCkhwABkGkESHoIEACZRoCkhwABkGnxAJlNgCSKAAGQaQ/dcksQHj132skt+PJL/2GUgQABkHlvTJvmPvngA/+fUSYCBABgQoAAAEwIEACACQECADAhQAAAJgQIgKoUzu0otB23ww5uQOfO7rrTTnMznnvOfyoSQoAAqEp+aDS03XzOOe6nH3/0d4EyESAAqlI8IOJ+rAuKeXPmuMdGjnTHt20btXm07v8jWQQIgKpUX4DEPX3vvVGbM/fbz38YZSJAAFSlYgLk8/nzozbdttvOfxhlIkAAVKViAuSLTz6J2vTZbTf/4YC/H9XLGjtsmDt9n31ct+23b3D/tY4AAVCV/BN/IU+PGxe1Gda3r/9wIL6fzz7+2J2x7745/9bQ/msdAQKgKtV3glcn+vy5c93E//zHnbDTTsHjvXbe2c19++2cdqH4fq7s3dv179TJPffww+6rzz/3m8JDgACoSv5VQqHtpF13daMuush98uGH/tMj8fYntGvn5lO1t2gECICq5IdFoe2Yrbd2Fx1zjHtx0iT/6ZF4+zHDhvkPowEECICqFD/x+775+mv35vTp7pqTT14UDldd5TcLxPcz6+WX/YfRAAIEQFVqKEDihg8YELWbOmGC/3DOflixsDQECICqVGyAvP3qq1G7IV26+A/n7Oenn37yH0YDCBAAVanYAPnu22+jdipt4it2P8hHgACoSsWe+OMB0rXAbPRi94N8BAiAqlTsiX/WK69E7U7Zc0//4aL3g3wECICqVOyJPz4S67bzz/cfLno/yEeAAKhKDZ34v12wIBjGe3X//lEbzUovNKGwof2gYQQIgKoUP/Evbuu/xx71zvEgQOwIEABVyQ+J+KbO8j4dO7pLjzvOTbjjjmBiYX0IEDsCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEz+H2xvsS5By/OTAAAAAElFTkSuQmCC)
| 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 |
Melting Point: 77-78 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900