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5-bromo-1-benzo[b]thiophene-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABKSAAASkgEWX7ONAAACQnpUWHRtb2xTb3VyY2UAAHichZRtb9owEID/ysmfh1/ziggVazVpUqtJo5X2bTLB0EgkqZyUl3+/cxIoARaURD7f3eNz7s6ePOzzDWyNrbKySIignIAp0nKZFeuEvL3+GEXkYTpJ0Qkdiyoh73X9MWZst9vR9N3kel8WNC1z0trH+yrr+ewULe2aSc4F+/PyPG+YUVZUtS5Sg1SVjatG+Vymum528Z8QLNd2mxWsdWe53bar/ZXcvZzuqyX5+pdHtM0QhVW2MbAqba5r2EpO8eXfYG0KY3VtlrA4oFpRD/99Onl5KtPP3BQ1im6FLNWbeW0/U1Tk5cakn7gYCj+fEpILBHRd5jNr9QGc5NRagJagFWgPtA86AB2CjkDHoAXHD+0CHQR6CHQRPuZ8Y1zQ18OHwZ3DI/zqvuPz3XbCHHMmEzJSVMVxACNJA+lGLF3kRk6VOJsLKiX3QFIh/QAU9WMuwaOxVDEEVPphACEqcS/drLN1ni1H4NCGjEPUuZAq8L9GQRWXEWBaFY9PU9wJ94PYjb5qzFKF8moqKQ+dt6SR147Hue9FISaYnTI8nSzKYnkmQrZMyEKQJvW/zaqSXfYJlHZpLDa0W8C5ngOyD7haDQOqD7jKDgNeH3B9cALkLcC/AoLhCEEfcD12Ama3gLAPuI4cBqI+4Pp3GIj7QNPtw4Sz90rXnI7hHxeX5XaMvBPnouLt6bvDXBS9Pa13GO8qZ3eRi8ofL4RB5rr4txF2dl7Y8fZC8epmY2fXHsPLfvoPbUrGJ3xL+q4AAC90SURBVHhe7d0HmFTV/cZxYoxGrIGIGkHBqLFSRDDiHxtRrFixl5gYUYIYwAoKKhJEjIJdVEDRWNHYJWLBhh0UgwUJFkCwRQSiQsz5z3smd9w57M7c+c3s7tyZ7+d57qPOubs7s+7cd0773SYOAACDJuEDAADEQYAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAEDCnNSxY9Zxateu7sIjj3RP3XWX++/334en1xsCBAASJgyQmsfE0aPD0+sNAQIACROFReSbJUvcwzfd5B/r361bjTPrFwECAAkTBoh8u3Spf6xv165Zj0t0/rJvv3W3jxjhBuyxhzu5c+fwtIIRIACQMGGAfJMKj0fHjfOPXXv66TXOTIvOv+6MMzL/3mv77cPTCkaAACgbX331lXvrrbfChxGIQqDm8ccdd3QTLrrILV20KDw9c86Ze+/tZjz3nPv23/8OTzEhQJIm9QZzQ4Y417atc6uvnj623da5885z7l//Cs8GEuOOO+5wa665pmvSpIk7+OCD3dy5c8NT8D9heETHwB493PP33x+enml//cknw6aiECBJMnOmcxttlPq/1qT2Q206B0iQ1157zXXt2tUHh46f/OQn/p+rpz4cDR061H3zzTfhl1S9KBAiy777zs2dNctd0bevf3zKPffUOPuH82vrnRSDAEmKpUud22yzdFC0a+fco486t3ixc0uWODdpknPt26fbdI7OBcrcwoUL3e9//3u30kor+cD45S9/6f72t7+5zz//3J188slu5ZVX9o+3bt3a3XXXXeGXV7UwQCJfffaZf/zcAw/Meryu84tFgCTFqFHpgNhyy3RwhPTYFlukz2nAdeBAoZYtW+ZGjhzp1l57bR8QGra6+OKL3XepT9E1vfnmm2633XbL9Ex22WUXN23atKxzqlVdgRAFiOZDaqrr/GIRIEmx887pcLjjjrDlB7ffnj4n9UYDytGDDz6Y6iRv5gNBPY8TTjjBffLJJ+FpWSZOnOg22WQT/zU//vGP3R/+8Af3WepCWc3CQAiHsC46+ugaZ694fqkQIEnRrFk6HFLd/jrpjahzmjcPW4BGNXPmTLfnnntmehNdunRxr7zySnhanb799ls3bNgwt8Yaa/ivX2edddxf/vIX35upRlEg1HZof8dbzz9f6/mlRoAkxcorp8Nh+fKw5Qd6M+kcnQuUgS+//NL1TX0qjibGW7Vq5W699dbwtNjmz5/vjj/+ePejH/3If79f/epX7uGHHw5Pq3grhEanTu6M7t39Po9/zpgRnk6AVL04PZAFC+iBoCz85z//cddcc03qT7G5v9CvttpqbvDgwW5piRZ4vPTSS+7Xv/51pkez9957u3feeSc8LdE+/fhjvylw2LHH+l3m5YgASQrmQMqSVgcVMhRTDZ588km37bbbZi7uhx9+uPvggw/C00rilltucRtuuKH/Oerl9OvXz/0r4fuhtKt84hVXuN6pgFSv4Zz99vOPlSMCJCmiVVhbbZVeuhvSY2rTOazCahC6eEUXSV0wzz//fDejluGDajF79my/ATD6nXTo0ME988wz4WkltyT1t3/uuee6n/70p/7n/vznP3fXX3+97wUlyX//+1+/CfD0Pff0waEAUWVdFUosVwRIUuiPaNNN0wGx3XbpvR96TJ9MHn88/Zja2AfSILRLOhqe0QUrumjq0CqjQYMGuVdffTX8soq0ePFiN3DgQLfqqqv619+iRQt3ww03uO8b8L4UMmfOHHfooYdm/j+0a9fOPfXUU+FpZen96dP9UFU0V3F1qie18KOPwtPKDgGSJNpl3qpVOihqO9TGTvR6pwvjrrvu6i9SmtCVl19+2Z1zzjmpjN80K0y0Ce700093zz33XPY3qQD6xDx+/Hi3wQYb+Ne6yiqruAEDBvh6Vo3p6aef9uER/T9QqChcytGXCxa4G1MfNqLgGNKzp5v50kvhaWWLAEkaje8OHpyuf9W0afrYZhtqYTUgldeIehr69B164403/ITxVlttlRUmGqvv06eP/1Tc0J/OS23q1Kmuc+fOmde27777unfffTc8rdFo+ErDWFHvUMNbGubScFc5UFn1B8eMcX122skHR7/ddnNP3nmn+z5hw24ECFCA559/3pfY0KftOENUuqgqcLbbbrusMNEwjzbEPf7444nay6Chu2OPPTazjHaLLbZwjz32WHha2dCEuibWo2XECnHNXTWmVyZN8hPj0Z6Nv44Y4ZaUuEZVQyFAgJh0MdKQlC5E2sRWqH/+85/ukksucTvuuGNWmPzsZz9zv/3tb/0ubW2YK0cqaKggVIHD6DmPGjXKLc+1L6mMaImvlvpGv3MtAdZS4Ib0zowZ7uLf/S4zXHXZKae4ebNnh6clCgFSDQYOdO6qq8JHUaDDDjvMX3z22msvP/5fjI8//tiNHj3a13eKignq0E7ro48+2t1zzz0l2zNRrLvvvjsTnColokKHKnhYCgomDfmpiKLmU8aOHetXs+mf+u/777/ft5cqWB955BG/+VCvRb0ozWFpc2J9iopGtlx7bbfXppu6QQcc4KYlZHI/HwKkGqyzjku9852bPj1sQUxaVaSLzvrrr+8vCKW0YMECP17/m9/8JjPUoqNp06bukEMO8Tu3a5trqW/TU38vCrjo+aiwoQocFkOT2TfeeKM76qijMvWt4h5aoKDhMwVLMfcK0ZDhZZdd5suh6PsqtFUmpVQhFamtaORNV1zhlidoyDIfAqQapN4cqb9g53bdNWxBDG+//bYfulFPYZKWT9ejL774wo0bN85PSkfLYnXo3/fbbz/fpvIg9UmFCk866STf29DPbtOmjS9oaPXpp5/64a5wHkhHs2bN/HCSegJaYKDeR3T88Y9/dMcdd5xv15BZ+LU77bSTDyNruOp1ah4qep0KtGJeZ01h0UgNUeYrGplEBEg10A15UhcBHyLBjWaQmz6VRktCzzjjjLC5Xn399dduwoQJfnOeSoFEF071UvbYYw83ZsyYkvaGSv3J/L333vPVdmv2qjbaaCN/0b799tt9z6sQ8+bN878PXYzVE4y+p57nmWeeaa7QW8qelj5sFFM0MmkIkEqgN3jqje9yLaNUcChAWrdOBwpiUSFAXQg6derUqKulNB+isilHHnlkpiKtDn161p6UK6+8sqhhnXBuQJ/8dcG20PPQPE70yV5Dcbrol3JTnybv9SlfQ3zRjafUS9QGzn8b7/et3691ricsGtmyZcuiikYmBQFSCaZOTYeD7kqYa3+BhrB03kUXhS2ohS5Quphq7HrWrFlhc6PRxPMDDzzgh32i3kJ0aFhH4+5xN87VtjrpxRdfDE+LRRd1rU6L7mu+1lpr+c2V1p5BXO+//74PqChIdGfDyZMnh6fFUuhqM+03ufbaa+utaGS5I0AqgTYftW2bDocxY8LWH7zxRnoyPfUJ1hXxabUa6NN3tAlNwyblSr0izcuceOKJbt11180Kk44dO6Y+K1zkh5JCpd4foWKJO+ywg/9eGvPXp/f6nqsJKQxrDkX179+/zgt/PupFHXPMMZn9LltuueUK818NWTSyXBEglSL1x+wDpEUL53KVkki9sf15xx4btuB/tEt899139xcFrfoplpaJasNgbctU9Um5VJOr+jSsYSJNPv/iF7/ICpNtttnGDRkyxC+J1YqvKGxKsUNbvaFoklsX1IbeXxHSirmoF7TzzjsX9ft94YUXsnbcayHDE088sULRyClTpoRfWhUIkEqS+qP24ZD65FUnDSek3uypj1bpoS+sQBPHujBo2agmsgulT69XXXWVO/DAAzNLOPMdugD37NnTX9xLNeTz7LPP+k/hG2+88Qo/T0cpakRpeCfax6LJcev8Q6npDojaJa/npdVV2sRpFdb8ig6FcGMUjSwnBEgl0Zsk9YnSrbJK7gn1yy9PB80OO+jdEbZWNdV40rCOSpUUunrmvvvu8ytwam4M1GSshj8OOOCAWpep9ujRw1/ooqESHfrZmhwuZQFGFXtUxVz9HB2lmNDW/Iaer35fusCWG4W/Nn3qOWqITiukiqHlwlpMoe+nnlZjF40sBwRIpdGuc4XDvvuGLT/QaqLURc2fd/PNYWvV0gVBex50gdBEdFzaRV1zLFy9Ce2j0NDOopg1jjQnoR3fWv2kVUvR91IgTZs2LTzdTJO8GrYqVhQemmx+9NFHw+ay8d133/kwjkJEFQCKoWXO+l6aWwIBUnm0qeoXv0iHQ643ttp0js41bsSqNEcccUTmoh2nVImGf7ThL7rYa57htttuM++biOiTs8qcREMmWl101lln+RVCxSpFgGjYKgoPzRGUO80NRSHStm3b2KFeGwIkGwFSidSrUDiol5Fr74J6KTpPvZYqd9NNN/kLw3rrrRdrg5t6C9H8htb833HHHbFCpxDRktJoR7pWVX344YfhaQUpNkBUm0pDdBq2KueeR0hzM1ERSw0bWhEg2QiQSqQLmeY3FA6a76iL5kk0X6ILShGTjEmn5Z/6NK25gXwXRYWEdqRHvY7evXubJtoLoZLwWumjn6elxZrPsComQLRENVptVY5zHvlocUKrVq3887/66qvD5lgIkGwESKXSCiuttFIhxVyrerRiK/WG+FYruKqQhpuii7PuppeL9hRoWa/O1TJR9UIaij5BRz9bG/SsE+zWANFrj/Z5aLVVUuluhVrYoN+DZVKdAMlGgFQy7WFQL0R7P+ry1Vfu1RYt3PDUedO1l6TK/OlPf/IXBA0PacK1Lup5RBdw3Qwqzs2k6sNpp53mn4OGz956662wOS9rgGiHuX6uFguUYi6mMZ199tn+tXTr1i1syosAyUaAVDLVMtKuc+0+1y70OjwxZozboEl6glETjtXioYceypQqqW23dk3RsJXCo7Fv3arlv3ouqtukSreFsASI9rXod6S5j8beJFgK6s1FNa+09LoQBEg2AqTS6Q9dvZAcpdy1Eap9+/b+jaG6PtVAu8Oj3dg351nKrKGqaNiqsXoeNSnko9Vf+++/f9ickyVAVBhRP0vlSSqFCifqNankeiEfmgiQbARIpatRyv37HKXcVYpBn8Y1SdvQNYwamgJTN2/ShUAXx1y0VDdabdWQcx75aN+IVn/peWk3dFyFBoh6Zpoz0LyL7lVSSaISJQqTuAiQbARINUgFxyu60KSC5Lsc49fRLVs1zl7Jhg8f7l+nqrbm2xMQfdI/5ZRTwqZGp5pMUegrUOIoNEB0Pw+9fu1irzS6bbBem3aXx0WAZCNAqsSfd93VtUr94avOU120TFMXGK3xVy2hSqRS5Xp9OvKN52t8XBcLfdKv76W6VqoAq+eYbwVZpJAA0fyKfk9a4lyq+lzlRD1R1TvT7y/f30KEAMlGgFQJVWHVUIRuRpTrRkHnnXeef4N07949bEo89Tai+3CPGDEibM6iVVdReRJtEixXCn3VztJFPs4QUyEBEu041702KlVUOFOr8eIgQLIRIFWkV69e/o8/V4lylfWOxtZ1Q6VKctRRR/nXpdvB5ts1HvU+FCL5zm1sqp+l55qrdxkpJECie5iXovBiuZo9e7YfBlT5+zhVdQmQbARIFdEwhO5gpzdMrrvOqZ6T3iSbb755zr0RSTJu3Dj/mrQMN879IaL7Wut3Ue5ef/11/1w1HJNP3ADR4gF9T93DvNwDtFjRZHqcYSwCJBsBUmUuv/xy/wbQruK6Lgx6vEuXLv68Sy+9NGxOHO3b0NCdglP3/s5H+x403KeyHcUWRmwoW2+9tf//la8EfdwAufHGG/33S/Ku87iiysKXXHJJ2LQCAiQbAVJldAvU6EY7uW5hqnpL2jimJawLFy4MmxNDPahoKEa3cI3jyiuv9OdryC8pLrjgAv+cNYeVS9wAOfLII/33u/3228OmiqP6Z3qtuttgPgRINgKkCulTuN4EGvfVTXLqoslTnaf7bSeV7sin16AQiTscpzsJ6mtUeTYpVBtLz3nXHBtGJW6ARIsN4gz3JZ0WV6h3uv7664dNKyBAshEgVWqfffbxb4Rc6/u1WzsqYaFx9qRRUOrCoOGrQsqPaOhK9+BI0h3nFI4KBx25dlbHCRDVutL/8+bNm4dNFUs3m9L7Id++IAIkGwFSpVTCXMs/dTHJdb/oiy++2L9hdt5557CprOmTsybM9dw1gR6X5j/0NRrmS5qoHI1WFtUlToBoybe+z0477RQ2VSz13PSa85WqIUCyESBVLBre0d3a6qJJZO3Y1nl33nln2FyWtAhAS3X1nDWWX4jJkyf7r9M9zJPm0EMP9c/9scceC5sy4gSIhu70fbQ8uFpEO+7vvffesCkLAZKNAKliGqKJPqXnWusf7YnYeOONfSXTcqdNgnq+GsfPNyQRmjBhgv/avn37hk1lLypNn6s4ZJwASfLvwCrO704IkGwESJUbM2aMf0OEpdx333133/NQ115HdCe6Nm3aZB4rx0Mb/zTvoWW4ufa61OWaa67xr3PQoEFhU9k799xz/XPPdbe9OAGS5N+BVZzfnRAg2QiQKldbKfdoWWOSD+seDu170dfH2dVdbqKyHCNHjgybMuIESJJ/B1ZxfndCgGQjQOBLuetNoaquKqAX7RPRBisNbUWHhrI0vl7zsXI7Hn/8cb+DXs/fMgST5E/fcT5FxwmQJP8OrOL87oQAyUaAwOvZs6d/Y2i1lf6Za6d6uZs1a5ZffqyhrELreSV5/D/OOH6cAEny78Aqzu9OCJBsBAg8VXXVhUVvjny1spJAu+yjXlWu6sMh3WNDX9ejR4+wqexFq7AmTZoUNmXECRBWYdWNAMlGgCAjKvmx/fbbh02JpKrDej1aEBCn0qoobPQ1GgZLmnbt2vnnnmtfT5wAefPNN/33UT20arHLLrv41/zaa6+FTVkIkGwECLzofiG6uBSya7uc6SZQ0Q2D/vznP4fNddIObP0u4txfo1xo9/iqq67qmjZtWpKd6Hr9zZo1C5sqlsr6qOed78ZhBEg2AgSelsBW4htD1Wm141531ps6dWrYXKtoKEi3PE0KLSDQc+7WrVvYlCVOgEi0eVQ78yudbges8Nhggw3CphUQINkIEGTuDa09Hvr0WWlUpjt6fXHqW11//fX+/CTNAZx99tn+OQ8dOjRsyhI3QI455hj//TShXum00EKvNU71AQIkGwFS5RQYurAm7RN3IbSaLLpB1BFHHBE2r0A33opuE1voTvbGoNfXunVr//r+8Y9/hM1Z4gbI+PHj/fc7/vjjw6aKc/rpp/vXqnvl5EOAZCNAqpzeCHpDaAirkqm44nrrredf69ixY8PmFag+mM4dPXp02FR2ovpd2hCaT9wA0dBVVOJ8+fLlYXNFUfUC/f6mTZsWNq2AAMlGgFQxrThSqXNNmGoSvdJph70uiupZqBpxLtH9NTS5Wu7DelHv6rrrrgubVhA3QETVePV9C91LkyQzZszwr1G98Dj7ngiQbARIFYuWuZ588slhU8UaMGCAf80dOnTIW+okujDnm1doTM8++2xmAjhO0BUSINFtbXNVa066aO4o7q57AiQbAVKltFFQF5511lnHj/lXC914qWPHjv4ioN3HuWhIQ6u3dMHN12NpDFquG+39yFeCI1JIgGhJq3qourmWdvdXGlWW1rCm3gdvv/122FwrAiQbAVKF1FU/focd/BshzsRhpXnvvfcypU4efvjhsDlL9AlVPZZyK2Uf3Qddcx+59n7UVEiAyJlnnul/hm5vXGmuuuoq/9r23nvvsKlOBEg2AqQKLbn5Zjc+9SYYuMUWbvmyZWFzVYhWGbVps6779NP5YXOGhoWiHouG/MqF9n1o7kqbBwu53XChAaLimlEvJO6n9CTQ8KXub6P/r88880zYXCcCJBsBUm0WL9a229T/+SZu0aOPhq1VpXfvo12nTk3ckCG/SfXK6i518uGHH/qaWrpwnHbaaWFzg9PEb3R/liuvvDJszqnQAJGoUq3KfcSZaE4CzWvpNRW6+pAAyUaAVJuBA314uH33DVuqztKli1z//r90J52k28BeHDZnefnll91aa63lLx59+vSJPWRUam+99ZZfGabnccopp4TNeVkCREN3UUkYTawn3Zw5c3zJF/WqVPerEARINgKkmqjIni4eq6ziXBlOCjeGOXNeSl2If+IP/XsuWtq79tpr+wvIvqkAVgmMhqRhq6jncfjhh8cuEFmTJUBEe000Z6S5o5kzZ4bNiaHgj25ZkG8RRW0IkGwESDU5+OB076N//7Clqqn3oV7IwIGbuG++yb3zXD2AaNd3q1at/IW1vumipwlzzXlEPQ9LeIg1QKRfv37+52+55ZZ5iw6Wq/POO8+/Bt00bcmSJWFzXgRINgKkWjz5ZDo8WrRwLkY9qGqi+Y/LL9/Dh8iNNx4VNq9AE8v777+/v5BEvQENi9QH7fOIlupqwrzQOY9QMQGiHenRp/e99trLL4lOEpXqWWmllfzrt26cJUCyESDVQOP1bdumA2TMmLAVTpk63w0Y0MKHyAsvjA+ba6X5gGhyXbWzVHwxTjmMOHRr3mgjow4tIy5ktVVdigkQUUmYTTbZxD8nbTBsrLmgQmn4T69bw3BagWdFgGQjQKrBtdemw0O1koxDH9VgxoyHXa9eP3KnnrqGW7Ag3j1RNA+iYnyalI0u9ltvvbUfctKcSdxP6VourIvcwIEDM0NkOlSLSvcoL9WFutgAEd2wqmXLlpkQKbf9MaGnn346swBi2LBhYXNBCJBsBEil00Rv6lOyD5ApU8JWBO6880++F3LRRdu55cvjXfxFN5/STauiT+fRoQu2NvrpHiP9+/d3559/fubQnIIuwBqi0vBUza/TY6ptla/cSiFUyl4763UUS3tCNtxwQ/9cd9xxRz+sV440bKXA1PNUGZtiRZs3Bw8eHDZVJQKk0mnfgsKjZ8+wBbVYvvxbN3RoBx8id91lW2ygm1hpslZ7DBQgNYOhrkM9GN0M6sILL8xbkr0QKlNz0003+TkLDbNFP09zGcUOialib9u2bf3304ICfdIvF+qx6f9BtPCgkDtS1kY9yREjRmTC6LDDDgtPqUoESCXTckt92kxdxNwHH4StqMOCBe/4YSwNZ82Y8UjYXDDVkVIlYI29a95EvQ/9U/+tx99///3wS4oyf/58P+yle8Frr0MUGqpCrJ5NNG+ji+uJJ55YVO9Bq7F69OiR+X4q/RKnqGN9+iD1tx5N9ivAi5nzkPvvvz+zD0aT8P/3f/+X+htZEJ5WlQiQSpb61Jn6q9faxbAFeTz//FjfC9HE+qJFn4TNZUe75VXXrGvXrn6iOAoNjf2rBMu9996bmavQp+nhw4f7PR06R3tbLr30UresiLI2KuYY9bY0h3PXXXeFp9Q7DfepBxfNR2mprnW1lagnuMcee2R+lwqOV199NTytqhEgleqhh9Lh0bKlc4b17nDuhhuO8CEyatSeZVnCQz0XBcEO/yuMGR3Nmzd3v/vd79wjjzyScxJfK6pUJFGfqvV1m2++eerP5qHwtNg0L6JhuOh5dO7c2U2cONG8ZyUu9Xi0vDmqbaVelzYJWvZ5iOazTj311EzvbaONNnJ//etfw9PgCJDKpE+SqYuBD5Bbbw1bEdO///2VGziwjQ+RSZNGhs2NQrvA9Sk72hsSHVqt1atXL7+xsdA7CKpMS5cuXTLfq3v37kUVTrzvvvsyQz469O9ataTVW6WkmmAaMmvRokXmZ2neqdDyJBHNm6gnpQDW91JPZsiQIWW/yqwxESCV6C9/SYdH6qLgyvCTc5LMnj3VlzkZMWKnsKnBfPTR627cuPPcTjttkRUamrhWcccpU6aUpId0a+rDRrQ8Vyu19L2//PLL8LRYdDG+++673fbbb5/1nNUrOeecc/zcT6G72XV/et0dUcumt9lmm6zvu88++xRUVTek4K35PY888kg/LIjcCJBKlHozuR//WB8twxYYzJs3w33+ecMuQlBwTZx4pi+voh7QQQc1cZtt1sQvE9Y9OqZOnRp+SUksXbrUr16K5jM04X7ttdcWtQ/lpZde8kNKURHImoceU69BQ2k6p+YyZ/23HteEuHpY4ddqrkWVgovpLWkY8MADD8x8T5Xu1+5/xEOAVKJ585wrYvIQDU89iPfem+LuvPM0d9ZZrXxoRMfgwVu4e+89z737bml2ucehlUxaqhpdWLVc90mVwymC5kIUJiNHjnT77bdf1tBTnEMhcsABB/jFAsXu+FfvR8Nf0f4b3ZlQy53re76m0hAgQIFUtffqq3v4C32fPhon39JNmPCH1EW3sBU633+/PPXpebK79dZe7vTT188KjQsvbOceeuhCN39+41a+1fCYyqhEF/GDDz64pHMZGpZ67bXXUsF5p19uq4u4eh/6p/5bq7nUXuhwV10U1OPGjcv0aLQ35owzzvDPA4UjQIACvP76va5Xr5WyLvY1j3y0u117S8aPP8H169c862uHD9/BVwb+9NPS7gsplj6V33DDDW7dddf1F119ah80aJBbrJuTJcjzzz/vOnXqlAlDFcSsxHu9N6T8f/EAMs4/f2t/sR89urv7+OPpbtmyb9znn89xL754qw+A2ugcBc/Ysce6vn3XygSGNiqOHNnVTZ58ufvii/KfsFUpFJUDiXa0a/7i5ptvLskEfn36+OOP3dFHH50JDpWj//vf/x6eBgMCJGlUin3IkHR13dVXTx/bbpveLNjANziqRr17r+ov/osWxd+JfNll3TKhcfLJK6f+e3c3Zcq1vgJwEr377rv+hlrRBVn7UOprUr8Y2h+iJc/aga/n2axZM3fFFVcUvMwZdSNAkkSlSTbaKL1Et7ZDbQm+W1wSaL5DQaD5icWLPwuba/XAA0P8nMlzz90U+2uSQEtxtdtbF2ftfteO93lawFEGNKdSc2Nh7969Uz3Fz8PTUCQCJCmWLnVus83SQdGund69zmkMWrttJ01Kl2pXm87RuagXr7xyR9a8xaBBv3Rjxhzuh7D+8x97KZCkUvkTrYqKbrW7xhpr+E2DpawiXAgViIzqYOlQPTBtOET9IECSYtSodEBsuWU6OEJ6LPVp0J8zenTYihJ6550n3VVX7e9OPXX1rDAZOrR9RfUwCqGqv9oJH1W/bdOmjd9I2FBUEFKFIaOfr/0yqv+F+kWAJEXqU5UPhzvuCFt+cPvt6XN22SVsQT34/vv/uPnz/+Geeupqd845rX2IaEluNVPxQm0MjHoA+vfp06eHp5WMekAqBKmCkPp5KhCp0u25aoChdKo+QLQaQ2ULau6ALeZ4PHUsTR2umOPyy1csgNisWTocFi7MfrymTz5Jn9O8ediCeqb9GgoQ7Q1B+kZO6oXooq5egXon6qWUkgo/qgBkNAejXesqZY+G0yR8oJro00tU0roUx49Sx5mp47PU4Yo9brkl+8muvHL68VwrSFREUefoXDSof/1rng+Q3r1XCZuqluZBNB+ieRG9P9ZZZx0/X1JM2XhR6RIVfIzed7ojogpCouE1CR+oJtH9jVWUTlU3w96E5ShJD0TFEC09EN3kRufQA6k32iGufRvaA6Jqvd9+u9jNnv2CGzlyZx8gQ4ZsFX5J1dPKrOOOOy5znxKt3NIKrkLp/vOqj6VCj/o+Kvw4YcKE8DQ0oCbhA9VCk276RKR7Iag+T9ljDqQs1Jw0Dw/tUH/ttXvCL8H/vPjii1n3LlEFXe0pyUeFHHV/+OhOirqtrAo+Wu/3gdKp2gDRmKz+GPXJKBGiVVhbbbVi70T0mNp0Dquw6s3cuW+6iRPPcsOGdXT9+jXzpd7PPHPD1AXuEDdrFlVc89Gude1ejyrzqjfRv39/v8u9Nk899VTmvus6evbs6Qs9ojxUZYBoVYgm9jQ2Wy4bn/JSQGy6aTogttsuvfdDj2nPx+OPpx9TG/tAkACqo6V6WlE1XNXZGjNmTKYargo2HnLIIZngaN++vS/siPJSlQGyyy67+D/KYcOGhU3lTbvMW7VKB0Vth9rYiY4ECYNCvQ3taK8rWFBeqi5AtLlJf5haYthYu2WLonpXgwen6181bZo+ttmGWlhItHCoSuVHcg1toTxUVYCouJruYqY/0IkTJ4bNABqRJsv79evnby1L+ZFkqKoAGTp0qA+P3XbbLWwCABSoagJk7ty5ftJck+cqtwAAKE7VBMgxxxzjex+nnHJK2AQAMKiKANHNbrQLViWnS12PBwCqVcUHiDYude7c2fc+RmkzHgCgJCo+QMaPH+/DQ/dB5laWAFA6FR0g2u0alUx47LHHwmYAQBEqOkDOOeccHx777bdf2AQAKFLFBohKJKhq5yqrrBKr4icAoDAVGyAHHXSQ730MGDAgbAIAlEBFBsgTTzzhw6NFixbU0gGAelJxAaJ6Ottuu60PkBtuuCFsBgCUSMUFyDXXXOPDo0OHDpSABoB6VFEB8uWXX/rbXmrX+TPPPBM2AwBKqKICpG/fvr73cdhhh4VNAIASq5gAmTlzpr+/8mqrrcY9kwGgAVRMgHTv3t33Pgbrbn0AgHpXEQHy4IMP+vBo1aqVW7p0adgMAKgHiQ+Q7777zm222WY+QG677bawGQBQTxIfICNHjvTh0aVLF1+6HQDQMBIdIAsXLnRrrbWWW2mlldwrr7wSNgMA6lGiA0R1rtT7OOGEE8ImAEA9S3SAXHrppa59+/buk08+CZsAAPUs0QECAGg8BAgAwIQAAQCYlCRANJGtoy752muzfPlyN378eLfXXnu59dZbz5cp0T87duzo+vfv76ZPnx5+CQCgARV2Va9DvoDI1x6aP3++69y5c+br6joAAI2nJFfhfBf0fO01LVu2zPcydH7Lli3ddddd5+bMmeN3nH/22Wfu9ddfd6NGjXLt2rULvxQA0IDiXdXzyBcQ+dprGjNmjD+3devWfqMgAKA8xbuq55EvIPK117T77rv7c2+55ZawCQBQRuJd1fOIAiLfEUfz5s39uQsWLAibAABlJN5VPY8wKOo64lh55ZX9uVqFBQAoX/Gu6nnkC4h87TXRAwGAZIh3Vc8jX0Dka69pt9128+cyBwIA5S3eVT2PfAERtk+ePNl169bNrbnmmm6DDTZwxx9/fKbHcf311/tz27Rp4z799NPM1wAAykvdV/0ChAERCtvVy5g4caKbN2+e+/rrr90FF1zgV1+J9nt06NDBn69b1CpQPvjgA78/5PPPP3fTpk1zo0eP9lV4AQCNp+6rfgHCgAjla1+8eLFr2rRp5r/nzp2b2UyY6wAANJ6SXIXzXdBztS9ZssQNHz7c7bvvvlmPq8cxduxYt+eee7oWLVr4Wlj6p4JFN5J64403ss4HADSs2q/qDSQKFgXDrFmzwmYAQBlr1ACRRYsWuSFDhriuXbuGTQCAMtboASIKkdVXXz18GABQxholQA466CBfVfebb75xH330kevTp88KcyAAgPLWKAHywAMPuE6dOrnVVlvNL9Xt1auX++KLL8LTAABlrFECBACQfAQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGDy/7dEm10fMRXjAAAAAElFTkSuQmCC)
| Product Number | 6H60-9-00 |
| CAS | 13771-68-1 |
| MDL Number | MFCD12756246 |
| Molecular Formula | C11H9BrO2S |
| Molecular Weight | 285.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 86-88 ℃
TSCA: Not listed on TSCA inventory