![3-(4,5-Dichloro-1H-imidazol-1-yl)-1-(3-methylbenzo[b]thiophen-2-yl)propan-1-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABEwAAARMAHtFHnHAAACvnpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXi/ED2LhKUlWtJk3qNmntpL2bXOK2SAEqoHn49ruDJA2kA/HgB/6/w/adz/PrXb6Gja/qrCwWgWA8AF+k5SorXhbB78evsyS4Xs5TFKGwqBfBa9O8XYXhdrtl6avP3a4sWFrmQff9aldnPc1WsbJ6CSXnIvzz/f6hZWZZUTeuSD1SdXZVt533ZeqadhT/+UWYu2qTFWEnD/Nq01n7KzndnO3qVfAxl1v8doMoPGdrD89llbsGNpIzvPkXePGFr1zjV/C0x27FIpz7cv79rkzfc180WCULWerWD031nmJHXq59+o7GsPLtbhHkAgHXlPlNVbk9UI26nQAnwSlwEbgYnAZnwCXgLDjB8cHvAgUCFQIlAjUCRQJVAmUCdRJ1UqAv1p4G87h/8zgjoOsBbnvXz/b94/DcrtsXLqwkd+rIGpBMyFiDYFLy6NhSLLZcQsSsVBY0k7HRx+LQeZDMOFPCaphhdCTnpWRaUqmYsl3bGCWpbQVamcVoDSc500zHCfajWYWTx36rhQ5gj0PETi6UIjiOEkPGFZcJ/ZTH2lIZK2yj25SRpybKuenKJDpvH3CkFbftEJWOP0ocmqEpxUwZw2loETcxtbWiEhdA48xxVEKhj5CziTbo5vDk5+X8qSxWZ1XIVovgCZ1Fkl/+uZaHGAigrFa+Qj+QAZKeA7IPUMScgJvPANUHKL7GgagPUDSOA3EfoNgdB3QfoEgfB0wfoH0xDiR9gHbROGD7QLvnxgn6PvDEJCIuVmoSkRfuIytjESIGHu8Sx4mRnzLRJ4ya+M/A711immAGru8S2QQz8H6X+CaWbRAAXaKcYAYx0CXWcUYOgqBLxBM7eLjnE0rcE/+Rl2swyQzi4Hg4XI4tPEtN4fG4wurFURaenXMhnu7Lf7Q1S+dunfmsAAA7IUlEQVR4Xu3dCZzV8/7HcbuU5NrJfinF9Uci5F7Zt6LI9rcrKiVZst/IjexXuJI22kvyly1RKCpLUVpISpSSNqWF8v3P+zv3N6Zvc86c8zlnZs7yej4e55GZ7++c85sx5/v+/b7rJg4AAINNwm8AAJAIAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgABAGerXr59r2bKlW7t2bViU9QgQZKcvvnDu4oud231357bcsvDfiy5y7vPPwyOBCjF79mzXtGlTt8kmm/jHX//6V/fKK6+Eh2U1AgTZZ9CgwtA46aTCIFmzpvBffa3vqxyoICtXrnT33HOPq1Spkg+OQw891DVq1Mhtvvnm/uuTCv5Ov/zyy/BpWYkAQXaZOdO5bbZxBZdzzq1evWGZvtb3Va7jgHLWp08ft+eee/qg2Hnnnd3zzz/v1q9f78s+L7g7PuGEE3zZFlts4a6//nq3ePHi4BWyCwGC7NKqVcFfbcGf7VNPhSWFunQpLNdxSItp0952Tz55mmvfvnpBpbeN69ChVkFF2dzNmfNpeGjemjBhgjvmmGN8OGy11Vbu5ptvdsuWLQsP84YMGeL23Xdff+wOO+xQ8Kf8lPv999/Dw7ICAYLsUqNGYUBMnRqWFFLTgMp1HFL2/vtd3bXXbuIefPBoN3v2BLd27a9u3rwvXdeu5/nv57v58+e7K664wm266aY+EM466yz31VdfhYdtZHXB3fL999/vtt12W/+82rVru5EjR4aHZTz+ApBdKlUqDIjly8OSQvq+ytWMhZTddttePigWLNi4Unz11Q7ht/KGRlQ98MADrmrVqj4ADjroIPfWW2+Fh5Xqhx9+cJdddllRAKmvZGYWNb8SIMguBEi5atNmWx8gP/44PSzKWy+//LLbf//9fYX/l7/8xf373/9OuQlq3Lhx7qijjipqAmvfvn3Bn3KMv/EMQoAgu9CEVa6efvpsHyAKkm7dLnAjRz7mpk9/t6DCXBMemvOmTJniTjzxRF/Ja0RVixYt3M8//xweZvbHH3+43r17uz322MO/x6677up69uxZ1AmfiQgQZJeWLelEL0fLls13jz3WwIdI8ceNN/7Fh0k+UEhoIqBGTqlib9CggftCw8bLyIoVK9ydd97ptt56a/9+Rx55pBs7dmx4WEYgQJBd1EGpZqx4w3hV/vXXG5YhJeoD+eCDbm7AgNbu7rsPKAqSMWOeDw/NGWqWevLJJ30zlSry/fbbz7300kvhYWVm1qxZrkmTJv699bjkkkvc3Llzw8MqFAGC7NO/vyu4HHTu5JOdmzxZPZqF/+prTSRUOcqMmlqGDbvDB0iHDrWLvj9u3Itu0KAbCzJ+tFu/fl2xZ2Sft99+29WqVctX3Bop9a9//cut0YTVCjBq1Cj3t7/9zZ9L5cqV3b333utWrVoVHlYhCBBkp0mTnLvwQud2260wNHbdtfDriRPDI1EGVq9e7gNE80Ii0dBePW6+eRf34ovN/BySdet+K/bMzPZ1wZ1rw4YNfWWtkVGXX365mzdvXnhYuVu3bp179tln3Y477ujPbe+99y64GxwQHlbuCBAAMQ0Y0KbEuwnNBVFQaJhvRB3rX3wx3PXufaXvIyneX9Kr1xUFZa9mbOe7RjzdeuutfgSUKuh69eq58ePHh4dVuCVLlrgbbrih4JppS3+exx9/vPvss8/Cw8oNAYL8oP4RrZGV4nDLfKMAuP/+wwtu+Ia5VauW+TsPjcLq2PFQXzZ69DPhUzzddejuQ3chuhuJwkSjubp3v6Sg0hviJyVWNI1w6t69ux/xpAq5evXqBef8YnhYxpk+fbo79dRT/Tlvttlm7pprrnELFy4MDytzBAjyw8CBhaOz7rknLEEcP/ww2Q0depvr1KmOa9duB9eixRbullt288N7p0x5PTy8RH/8sd73i6gDXsuhRGHSunVl9+yzTQqu9PsWBNMv4dPK3JgxY9wRRxzhK2EtfHjXXXf5EVDp8OOPP/rXV1+KhuZGD32t7y9YsCB8isnw4cPdgQce6H+GatWquUceecT99lv5NRkSIMgPWpdol10KJxjOmROWohx9881YN2TIze6OO/YtCpNWrbZ2Tz11lvvww14FlXjZLjD43XffuYsuuqhodNN5553nvv322/CwhP3yyy/u1Vdf9etfachtNDu9tMd2223njj76aHfbbbe5N9980/36q+2OTIGh4FCA6HUVKAqW8kCAIH9061Z4F9K0aViC//r997UFlc99bu7cSWFRmdCCjK+8cpe7++4Di8LkzDO3LPhfdLJ77rnn0nalLqqgO3ToUHANsY2vaLXM+ujRo8PDEqKlTLQooobZRsu266EJhjVr1nRnn312wR1bOz9i6tFHH/V3H/pXX994441+zawaNWoULWGiR5UqVXyn/YgRI/xIt2SpCUtNWWrS0uupiWvatGnhYWlFgCC3PPNM7FnqmtF72GGFIfL++2EpCgwefJOvxBUi5W3evCkF73uvu+SSQwoq5cJKVZXhP/7xD9elSxf3/fffh09JWP/+/d1ee+3lX3OnnXZyXbt29SObkqXOdl3tR7PF9dBGUbqLeOONN/zdSDK0Yu///d//+Y5x9b9Er3nwwQf7vhjLEikTJ070net6HXW267XV+V4WCBDkDn14Cyqcgnv4wrkhJVFwKEAUJBm8RERFmDLlDXfddZu6O+/cz3eYVyQNp+3UqZNvEooqVT2OPfZY9/DDDyfc5PTpp5+64447rqgy1dX/0qVLw8NKpYpcy65r+XW9lu5iWrVq5ZdxTxfddbz77rt+F8No8yndzVhX6R04cKDbZ599/Oto+O9//vMfU2jGQ4AgtzRrVhgQBVeJMakJS8eoSQve8uU/+tFSLVtu6WbNGhcWVyhtDavmnygIooc6wLUkeknLp6vp6+qrry5qzjn99NP9yCULLXSoOwK9jiYVarfBn376KTwsrfQzaZn46PwvuOAC0+ZTmnB43333+QmIeh1NSFRIpQsBgtyioYzVqjm33XaF/10SdaKrM12d6jE2/cknuvJ94olTfNPVG288EBYnTDO1J0+e7N55550NRh7pa30/HTO5tfz5008/7Xf2i67S9VAFr/4N3XE89NBDvoNa31c/w+uvJzZaLKSr9Y4dO/o1sCpqUqHCKxoppiY465pYWgJFS6FEv6/GjRv7pVJSRYAg9+juQ3cY11wTlvxJw3l1zE03hSV55623HvLh8fjjJ/oht4lSBas9MNTGHi21UdpDx+l4PS/V5hR1GmvL2FNOOaVoYl300Iikxx57zDykVX0T2rtcr7X77rv7ju2Kot+TFlfU3YjCTPNWrBRAUbOgQlGjx1JBgCD3qP9Dy7mrPyTWLN2VK53bc0/nttrKuRkzwtK8MXv2x65VK23BurNbujSxq2s1D2m/it12262owtYMbu1noc2RNNJIHc26+9C/+lrfV3k001sPPV+vk46RVuok1vupUtRoplSamDTMN2qy0kimVF4rnRRi22+/vT8vbWZlpTvOiy++2L+O+kVSQYAgN2kcfMEHxB1/fFjyp759C48566ywJC9o8t5dd/3Vd5xrCZLSaATSTQV3bNGwVTUTqZ9BFVuicxh0nI7X86JmJr2eXjcdGyiprV93OVYKD60zpfNq3ry5aRRUWVJTYDQCTIMMrJ544gn/GupoTwUBgtx12mmFARHrQ6Kx9sceW3jMm2+GpTmvR49LfdPVwIE3hEUb0S58aspRpaMKTBVQqivC6vl6nahC1OvrfVKRSoBof/MDDjjAn4tmpWcqjUDT70x3Wz169AiLE0KAAKXRJCqt1FtwReliVXYff1zY1HXQQZrSG5bmrHHjXvjvOleHxV3gUH0Ibdq08ZWNmp/UFp/o3Uai9Hp63ah5S+9n7buwBsjq1auL+gY0ATDTaUMrNWepT8TSsU6AAIlo27bwDuPee8OSP115ZeExBR+qfLBw4dfuhhuqFlTUVeLuda51odRBrYpGy2NM0hL6ZUivH63rpPe1rEtlDRA1qel9L9SWAFlCTYHqWNforGSH+BIgQCI0A3ennVSzaCxjWFpo/ny3ompVN7zgim7FokVhaU7RUiWdOh3p7z7Gjo09mkeVt9ZpiirzZGdYW+l9otDS+ycbIpYA6du3r3+/Qw45xK3U4Iosojs3nbvmiSSDAAESpZEmusO4+OKwpMj7Dz7o6hUc06JFi7Aop7z00i0+PLp1i13haJ2nqBI///zzzc1JVno/vW8UXjqfRCUbIIsKLhh23nln35FvnWhYkTTEN5onopV+E0WAAInSfANVKptuqoHwYamnSW5a00iT09S+nIs++OAtd/LJm7n27feNu1RJ1OeRbOWdTsVDTOeTqGQDRLO99R7asjZbabKhmrK07Emio8YIECAZo0YV3oXUqRNzDaxhw4b5D5VmOecazbXQpkl77rmFmzz5o7C4SPQ7UF9EOobVpkLvH/WJ6LwSkUyATJ061Ve82vu8vO+y0i0KwkQ3wyJAgCT91qSJG17woRkfZ+hjNPv4pZdeCouyliaOnXbaaaVeaavC1lBajYYq6w7zROk8dD46r0QCLZkA0aKF+p0M0k6VWU5rZ+nuWRMgE1kKngABkrT022/dSZUq+RnQsTqFp0yZ4odG7rfffn5oZy7QQoSqLBo0aOC3cI1Fw1d1nDpmM0nUUZzI8NpEA0TrQOnuQx3niVS42UAd6fo9JbLsCgECGNxxxx3+g6MlNGLRMt06JpWZvplCiwvqCl57YGghwli0BauWKNeeFOme55EqnY/OS+en84wn0QC5++67/f9jbVqVK7TKrn4mLRtTGgIEMNCwUM3i3Xrrrd3MmTPDYu/nn3/2+z5o6e7yXn01nfSzqg9BM5a1aVE82hBJFYoqlkwUVXg6z3gSCRDdhWnuhI5NpFksW+jn2nPPPf3fbWkXAQQIYPTCCy/4D0+jRo3CoiLaAS/Rq7lMpeXH9TO0bt06LNqARu6oWU9rU5VW8VQUnZfOT+cZb6RRIgHyySef+N+L9kXPNW3btvU/m/ZYj4cAAYzU5q2VYfUBijV2XpVU7dq1/dX7+PHjw+KMF02O077fpfXlqLLRsdpPO5Pp/EqrHBMJEK1kq9fp1atXWJT1dKeZyJ0aAQKkQGPnFQ4atRLrilbhog+ZZkRnU0frN99846/WVZlO03pgpdD+HPo5tUdHJtP56Tx1vrEkEiAnn3yy/3+fyh7rmUrb9Wo01jHHHBMWbYAAAVJ06aWX+g+R9rqOpWHDhv4YNXtlA81nqFu3rj/nbglu2asKVx3tmdp8FdH56TzjBUQiAbLLLrv4TvlcpX4vXUDEQ4AAKdKoJHU4qsM81mJ06mhXpaWO92TXZaoIGl2mikFLgSRCzVu6YlWTXjbQeep8YzXLlRYgGiCh34/uQnLVmWee6X/GeCPWCBAgDTSxTh+k66+/Piwqcuutt/pjMm1+REhNbprbsM8++/imjERo3ot+NnW4Z4NoYIDOuySlBYiaLvX80gYWZLOoI33MmDFhURECBEgDXcnuu+++fvJgrEpJQz21DIgW3NNmPplI+4NrhFKy+0O8/vrrviLp0KFDWJSRdJ46X513SUoLkDfeeMM/X9vs5qqOHTv6n/G1114Li4oQIECaDBkyZKNmDXWaa2VebbWqyuacc87xx2jdJH2daY9ot0BVHslQBaLnPf7442FRRtJ5xqv4SguQ6Od97LHHwqKcEf2OBgwYEBYVIUCANNICivpAvfLKK/7r6AOWTY8tt9wy5hItsfTs2dM/99lnnw2LMpLOU+er8y5JaQGSbT+vRdeuXeP+joQAAdLo888/952zWtJdHa1qDtJs9f79+7vRo0f7x/Dhw13v3r2Lvs6kRxSAV111VfijxcUdSO7hDgSoANddd53/UP3jH//w/2rdrGyhvhwtDFhaxRGiDyT30AcCVICffvrJj5/XB0t3INkwbLe4L7/80i84WK1atYQ7+xmFlXsYhQVUEC39oQ/WP//5z7AoK0R9BPXq1Ys5w7445oHkHuaBABUgWrrk8MMPz6qlS0KNGzf2P0eiTXDMRM8tzEQHypmu1rUultZIUjNHNluyZIlfrlyTCrVHRGlYCyt3sBYWUAG0HpY+UFofKxd88MEHviLREiyLFi0KizfAary5g9V4gXKmdbCiDaTi7dqXbaIRS2effXZYtAH2A8kd7AcClDOtg6UPk9bFyiXr1q1z9evX9z/bk08+GRZvgB0Jsx87EgLlTMNBtX6U1sOKNbInm3333XfuL3/5i58UOWnSpLC4CHuiZz/2RAfKmTpU9UHSeli5aujQof5nPOigg9zKlSvD4iLt2rXzx2XaqsM6H52Xzq80iQbIrFmz/CADTb7M5hF3xV1wwQX+9zRixIiwaCMECJAirXulD5GWAcl10Sz7eB3las7RoowaKhvvbqU86Tx0PjqvRJqbEg0Qadq0qf+dDBo0KCzKOl999ZUfNKGRhIkEIgECpGDt2rV+3St96LQOVq5btWqV3+O9tApz2LBh/hjNJUikwi5Len+dh85H55WIZAJk6tSp/i5EKyxrJ8dsdsUVV/jf04svvhgWlYgAAVLQuXNn/wHSlXm+mDx5st/TZPvtt3ezZ88Oi4u0adPG/25OOeUUH7QVQe+r99d56HwSlUyASFTxZvMACs1bUhDWrFkz7gi14ggQwEgdsVWrVvUVqda/yifPPPOMrzg00SxWZVO88tbWuOV9da730/taQizZANEcmZ133tkH6/Tp08PijKeRdkcccYT/XWklhUQRIICRljzXhydbljBPt2hzrLvuuissKqKFJI8++uiiSjzZfUas9D5ReOn9k13QMtkAkb59+/r3U4d6vEEGmSgaYKAO9GQQIICBJpHpdl8jksr7yjpTaOKk5guo/2fUqFFhcRFV3lFlrr6Isu5Y1+tHfR5632TDQywBIldffbV/3wsvvDAsylgabaW/Zc1p0f/TZBAgQJI0OuXYY4/1HxztC5HP3nvvPR8gml+hFWpjUchGfSIaDaUr3nTPE9Hr6XX1+nofvZ813K0BojlARx55pH//RIYLV7QvvvjCN8FqDtPYsWPD4lIRIECS+vXr5z80Wu4azt1zzz3+99GoUaOwaCMvv/xy0b7rWl9LFZBGdqVCz9fr6PX0unp9vU8qrAEi8+fPdwcccIA/l3jNexVNe73od6YFIXv06BEWJ4QAAZKgq1zd6mvf8BkzZoTFeUkdsMcdd5yvSLSYZGk0rPamm27yHc56jtamUtOPmlISvSvRcTpez4s279Lr6XXTMWw4lQARzdzfe++9/Xk1b9485kCDiqKRdFHgdurUKSxOGAECJEEbRGVL80R5mjNnjm8KUSWuZpFELFiwwLVv394vbKjfqR5qftJmT1pGQ9vFPvLII37/eP2rr/V9lUfNVHro+XodvV6q1Ixz8803+6tyXSR8/PHH4SEJU4hoQp7O8dRTT82YkXoKXv2/0nlpRWErLfkebduc6kASAgQ5T5Wk1lHScM1ly5aFxXlv8ODBvjLRhLpE7yREdzDao0P7c+iqPwqGeA8dp+P1PD3fSgsHjh492m9Nq36c6PXVqax/FSRXXnmlb5ay0N/JSSed5F9LTWuJLA9SVvR7Uh+Rfjb1eXTv3j08JCF6Ha39tdNOO/mfS5+JCRMmhIclhQBBzovWCMqlhfPSTc01+h3pX6s1a9b4JpZ33nnH331ED32t76s8FepY11yHZs2a+V0Fo9DQ6rOXXHKJX89MAahw0ig7lWm+j67Wk5lLElGF27FjR19pK5C0H/u8efPCw8qUJglG8zzUBGvpMBeF7f/8z/8UBYeW+k/mYiEWAgQ5TRsr6cN/2GGH+atWlEyVie5AVMFk0sKSCp1XX33VzxjXqsJRaOi/9T2VlRRMChu180fP2X///c0d9KrEoyYthZUGH5R1s5bWttLPF91R6SIo2aG6ohUHokmZemgPFDXRpQsBgpylwND+5vrgaNgq4lMfSLTUiZr9KorCTCGmuwpV2FHlp7sO3X3oLiTRYb6aaa7lajRkWa9x4okn+iX8k6XOdA000MZj0VV8q1atUm4CKk7DzLUkuxZ5jM5Xy5OMHDkyPLRUmhCpJeujAQ+6i9HFVLoRIMhZzz//vP/w6AoMienSpYv/nWl0Vip9FMnSDHTNCD/vvPP8SKooNNS/oQ2/1ASTyh2kwlGrLus11SSlyj/e/JdYNFJMAwOikVB6aFFObXSluUXJzthXX4u2oVW/UPG+HN3xaGFEyygwPS96LYWu+kxS+d3FQ4AgJ+mDqQ+PrhTjLRyIjTVs2NBXPmqqKUtqktG+5GeddZbf8CqqPLW5l0ZUWdv743nppZfcfvvt599HdxMKTEslrT4V3SU1adKk6CpfD9056K5B2whrxJ9GoD366KO+L0j/6usbb7zR/8w1atTwzavRc6tUqeL7WdRhn8iS7CHdDdWrV8+/lka73XLLLWkZGh0PAYKcpApIHyTdxiM5avbRFawqw3Q3/WnIbrdu3fxGXhpuG1WeWsJEI4201ExZU5+JVt+NmsfU95PMQoQh3XWoL0Z/c5rNro776OeK99A8GK33pbsX7WFu7dTWSDMFTxRGCq+vv/46PKxMECDIOeqA1BWY1nvKtsXxMoXWyFIHrn6Hls7b4n744Qd/pa+5B1GnsB5avFCjgSx9EumgEVXFK17dec2cOTM8zEQrPo8ZM8YHU/ERafpa30/H3BcFoSYTFg/C8h5uTIAg5+gKTB+oPn36hEVIgpbz0O/x3HPPDYtKpWZD9RVEa49Fjzp16vir//K6Qk7E+PHji1Ye1oXHrbfeWuZNP6nSNsUaWaZz1kizJ5980tQUlyoCBDlFcwD0odJ+F5Z2ZPxJFZJ+j/p9ah+R0ujOT+GgkCgeGuqQV/t/JvdF6W/lhRdeKOoc33XXXf06U2XV+Wyl+TQNGjTw56jBAC1btjQNBkgXAgQ5Q0M7dRuvZpJ0Dq/MZ6r0NaxXgxFKampShaZmqGiehB7qO9GIJw17VfNVNtES8rrzijr1FYZqcqpoCokWLVpsMBxZv/uKRoAgZ/z73//2Hy5NwEL6aME9/V4VElpBV+tM3XHHHUUr1+qhDnHt4aEO8oULF4YvkXW04q2GFEc/38UXX5zWCXiJ0l2g/q7TMSGyLBAgyAkaOaQPmUbAWNc/QmzXXHONr8CKD1nVf6u/SZ3DS5YsCZ+SEzT/5NBDD/U/r+an6G4r1WXsExUuyaIO85Jm3VckAgQ5Qbf3+qClskopYtNdRRQcmpipSX+WHQOzkSZUdu3atWgRQi333r9///CwtNEAg2ggiEaI6Y46Uy+KCBCUSEs+Dx8+3F+BZfpDnZ1qG9btfaZdoeWKqBlLI5TylT4TmgQYzV+pX7+++/TTT8PDzDT5VZP/oiXvNYAh0/vyCBCUKNp9LpsembQIYK7R+kz6HWd6hVYepk+f7k4//XT/+9CADW2Olcq8Do300rI70QrDmsSZLUPQCRBsZMCAAf4PWctHa0+FTH/odv/SSy8Nfwykidr8tcyGmm4YGv2n1157zS9Hos+KZpU/9NBDSS8brwUOowU/1aeklROyafIrAYINaDkFVRS6TdeVFqBRP6rg1HyDDWnouOa4VKtWzf+ONDJNy5qURqsdX3jhhUV3z7rDy+R5MrFkdYBs8twm/oH00SgTKgsU97//+7/+byIT5kNkKu0PoqXmo3kaGtI8derU8DB/gabtlTWvRsdpk6d0rzdWnjKu9p27Yq5r91E7V3twbVelRxVXtWdVd8iQQ1yz95u5T37acKE1AiS9NM5dQxU12kQdhoCaZHR1rT6xTJuVnYkmTZrk/v73v/tw0EzxNm3aFA1x7tevn28WVpm2V9YOmeW5ZH5ZyKjad8T3I9x2vbZzBww4wA2eNdgtXrPYrfp9lftowUfunBHnbBQWBEh6abcy/XE/++yzYRHy1Ouvv+7/JrRkBhI3aNAgt88++/jfnWbya7Vh/beahrXMe65coGVM7fvdiu/83Ub1vtXdotWLwmLvvs/u2+BrAiR91DyhMee6pc72qyKkj0YYqeLTvuZIzurVq4v2VNfvUCO3ZsyYER6W1TKm9m37YVsfBk9/+XRYFBMBkh5qmogWwNO8CkC0jMaOO+7omzS5qLDTYBRtZJWLMqb2rTmopg+DmcsTX4+fAEkPbXmp8NDaP0BEe3Hr70LLmAAlyZjat1L3Sj4M1qxLfCYxAZI67Xugpas1Bl0LyAGRaHkY7fUNlCRjal8CpGJoaQpVEtpOFIioWXO33XbzHcDJTo5D/siY2pcmrPKnRdu07o6WTsiXhfGQmPfff99fWFx22WVhEVAkY2rfqBP9maml73wWIUBSoz2gVUm8+OKLYRHyXNu2bf3fxiuvvBIWAUUypvads2KOH8a7V7+93M+rS96iseNnHTf4mgCxGzFihK8gtBc06xuhOP09aMLbtttu64eiArFkVO0bTSSsMbCGGzJriFuyZomfSDhu4TgmEqbR77+vc3XqnOrnfYwfPz4sRp7T34QuLi644IKwCNhAxtW+mlCopUxqDarltumxjb8rOXjwwa75+83dp4s2XHufALHp33+S23//61yrVp3CIqBoYIVmUwPxUPvmmWXLVrsGDXq744/v6RYu/CUsBvzGXFrsj4EVKA0Bkmc6dx7j6tR5zvXoMTEsAtzEiRP93ce5554bFgEbIUDyyMyZi91RRz3vGjbs79auZWkKbOyuu+7yAZItO+KhYuVEgKhvZPte27tnp7KKbDwtW77m7z7efZcZ5yhZrVq1/NygXFktFmUrJwJk3q/z3I4v7Og277a5H72FjY0ePduHx7XXDg+LAE8bIOnu44wzzgiLgBLlRICI9gyp3KOyXxJl9LzRYXFeU3NVo0YDXN263dzXXy8OiwFPS48rQLS4JpCInAkQGf7dcLfF81v45qwvFn8RFuetXr0m+buPBx5gS1LEpr1gtHfFokUl78cDhHIqQKTHjB5u0+c2dXv02cPPbs93ixb96ofsauju0qXMKkbJZs6c6e8+TjrppLAIiCnnAkT+NfFffoKhFmiMtSxKvrj33tH+7qNfv8lhEVCkc+fOPkD+85//hEVATDkZIHL92Ot9iNQbVs/9+vuvYXFemDr1J9/vcf75g9zvv68Pi4EidevWdZtttpmbP39+WATElLMBsv6P9e78kef7EDnzzTPd7+t/Dw/JaVof8aqrXvF3Hx9+ODcsBop89913fl20+vXrh0VAXDkbIKLNqU4YfoIPkaveuyoszmlvvDHTh0fbtm+GRcAGnnjiCd98pX+BZOR0gMiytcvcoUMO9SFyx4Q7wuKcdc89o9wxx3QvuLpcFhYBG7jllltc5cqV3ffffx8WAXHlfICIJhru028fHyJPfflUWJyTFi9e5ebOXR5+G9iItqxduHBh+G2gVHkRIDJj6Qw/W32zhzZzg8cODosBAEnKmwCRcd+Pc5XPrey23m1rN3r06LAYAJCEvAoQee3N1/xs22rVqrnPP/88LM4K6hzXY+jQaWFRURkAlLW8CxDp2bOnH7a4xx57uNmzZ4fFGS8KiTPO6LvRsuwESG7R6Cg9ShKvLJa5c+e6du3audq1a7sqVaq4qlWrukMOOcQ1a9bMffLJJ+HhQFzJ/fXlkE6dOvkPX82aNbNu7Z8oJPTo02fDNb8IkNwSLyTilZVkxIgRbrvttnMHHHCAGzx4sFu8eLFbtWqV++ijj9w555yT1GsBktd/Ma1bt/YfmqOPPtr9+mv2zFaPQqJJk0HupJNeKDj33zYqQ26IFxLxykKaLKi7jerVq8e8YLrvvvvCbwFxJfbXl6PWr1/vmjZt6j+EZ555pvv99+yYrR6FxHvvFe7x8dxzn25UhtwQLyTilYXatm3rj3366afDIsAssb++HLZmzRp3wgkn+A/XlVdeGRZnhHj9HM2bv+pX2122rHClXQIkt8QLiXhlITXV6litugukS2J/fTlu2bJlfi8EfcBuv/32sLjMrFix1n377VI3YcIPbvjwr1z37p+5Bx8c4266aYS77LKXfSe5wkABsWTJn0uxFw+JadMWuSOPfM498cS4jcqQ/aKQiPdIRKVKlfyxumAC0iWxv748oFVI9913X/8h69KlS1ictDlz5riPP/7SjRw5ww0cOMU99dQE16HDaL+lbOPGA139+j2KKvtYDwXI5ZcPc/fd95777bc/V9MNQ+Luu9/1y5YsXLhyozJkt3ghEa8sRICgLCT215cnZsyY4XbaaSe/rPWgQYPCYm/p0qV+7+h33nnH9e7d228D2qJFC9eoUaOCO4Ej/dDg6IO9ww51Xe3a/9woGHRHoQ7w664b7vfreOaZjwve70s3atRsN2XKQrdgwYrwbTcQhsSPP67wAdKp0wcblSG7xQuJeGUhmrBQFhL768sj48eP9+PjNdlQHeuXX3657yPR0EctOBd9aGM99tprLz+qq3Hjxu6WWzq5rl3f9c1Tn3wyr+CuZOkGI6asSgqJLl0muKOOer7EMmSveCERlumiRjsKarTV7rvv7q644oqCi5EFvizqRH/mmWeKjgdSVfJfZp4bOHDgRsGg8fMHHXSQa9Cgge9sv+uuu/yHcdiwYW7ChAnlupJpSSGxcuVad/LJL5RYhuwVhkRxYZn+NocOHermzZvnfvnlFz8s98QTT/RlalJVsOgC5+efS96lU3fTQDJK/svMc2+99Zb/YGpy1VdffeVWrIjfpFTeYoWEmsFilSE7hSFRXLwy0d+t7poj0UTCGjVquCFDhrglS5b4iYTjxo1jIiFM+Ispga7E9GGK1Q8ClJd4IRGvbOXKle7BBx90Z5111gbf14RCLWVSq1Ytt8022/i7koMPPtg1b97cffrpn/OJgESU/NeX584++2z/wczGdbKAKFh22WUXOs1RpgiQEuiDt+uuu4bfTpmGUE6ePLloBFf00Nf6PkMskS7Lly93HTp0cMcff3xYBKQNARL49ttv/dVbw4YNw6KkrVu3zven3HDDDe5vf/tb0ZVhvIeO0/F6np5v0bv3pILXeNOtX/9HWIQ8ohDRiEKgrBAggWgE1v333x8WJUxDJ9u3b+922223omDYaqut3FFHHeUuu+wyd++997pHHnnE333oX32t76tcx0XP0fP1OtFQzEQ98MAY35E+cuSssAg5TEPHJ06c6FavXu2XbddioWEfCJBOBEjgpptu8pW3RqwkS1d8en4061cjXq6++mr/Womu9qvjdLyep+frdfR6el29fiJmzlzslze58sphYRFy2Kuvvurq1q3rO8c1XPe6667zS7YDZYUACdSvX99vNqUhjsl4+eWX/eQtVfiajf7EE0/4IZKp0PP1OtHsdr2+3icRrVq97u9CvvgiubsXAEgUAVKMlnPXuHkt+5Co3377zbVp06aomerOO+9M+G4jUXo9vW7UvKX30/vG8+GHc32AtG8/MiwCgLQgQIpR+7EqaPVHJEITtU455RT/nAMPPNBNmjQpPCSt9Pp6H72f3jfeBMc//nCuadPBrm7dbm7evF/CYgBIGQFSTNeuXX3l/NRTT4VFG1HlrTWvospcS0eUB71PFFp6/3gh8vLL0/1dyGOPfRQWAUDKCJBi1HGtillrW8Wzdu3aokr8/PPPL7U5Kd30fnrfKLx0PiXRRlSnnPKi+/vfe/m9RwAgnQiQYg455BC39dZbx6yQI1GfR7zKu6wVDzGdTyza7lZ3IX36fBEWAUBKCJD/UtPQ5ptv7puF4tHqu1GfR6LDasuK3j/qE9F5lWTx4lV+r5Czz+7n1q37c1MqAEgVAfJfo0aNKvVqXhW2htJqNFRZd5gnSueh89F5xQq0jh3f93chI0Z8ExYBgBkB8l+dO3f2AdKnT5+wqIhWMdUxGlKbSXQ+Oi+dX0m++aZwYqG2xwWAdCFA/qtJkya+Etb+HyX58ccf/Qzf6tWrp32eR6p0PjovnZ/OsyStWxdOLPz885LLASBZBMh/7bnnnm6HHXZwf2gCRQluu+02HzCaGZ6JdF46P51nST766HsfILfe+nZYBAAmBEiBH374wVe+p512WljkaYa6FjbU2lSZdvcR0Xnp/HSeOt9Q8YmFP/xQcl8JACSDAHGF61gpQO65556wyHvzzTd9+TXXXBMWZRSdn85T51uSV14pnFj4yCMfhkUAkDQCpMDtt9/uK97hw4eHRZ7251C59ujIZNFe7jrfkmhi4XHHdXK1al3lli2LPYMdABJBgBQ48cQTfcW7cOHCsMjTJk8aKpupzVcRnZ/OU+cbS+fOXd2WW27vHn744bAIAJKS9wGyfv1633ew7777hkWeNufRBENt9pQNdJ46X513SX766Se/v4j2iyiprwQAEpX3ATJ16lR/93HhhReGRd6UKVN8+eWXXx4WZSSdp85X5x1Ls2bN/DH9+/cPiwAgYXkfIL169fKV6WOPPRYWea+//rov79ChQ1iUkXSeOl+ddywKTW2apd3rAMAq7wOkRYsWvsIdM2ZMWORFe6Q//vjjYVFG0nnqfHXe8Zx++un+uA8++CAsAoCE5H2AHHHEEW6LLbaI2UHes2dPX9E+++yzYVFG0nnqfHXe8bz99tv+uHPPPTcsAoCE5HWAaM/xLbfc0h1++OFhUZFcvQMRjdbabLPN3DffsMgigOTldYCMHTvWV7bXXXddWFQkF/tAItHdVevWrcMiAChVXgdIdLXeo0ePsKhILo7CiqxZs8YvfbLtttu6JUuWhMUAEFdeB8hFF11UamWba/NAQh07dvS/Ay1nDwDJyOsA2X///V3VqlX9ZMJ4cmkmemjRokV+GXitRlzee7sDyG55GyCaka25EA0aNAiLNpIra2HFcu211/rn9e3bNywCgJjyNkCizvFY+2cUlyur8cYybdo0H6a6CwGAROVtgPzzn//0le3QoUPDoo3kwn4g8XTq1Mn/LtR3EmtDLQAI5W2ARDOxv//++7CoRNm+I2FJ1Pdz/fXX++ftvvvubuLEieEhABBT3gbIjjvu6PbYY4/w2zFl+57oIQ3hPf/883141KxZ082ePTs8BADiyssAmTlzpq84GzduHBbF1a5dO/+8O++8MyyqUDofnZfOLxHLli1zJ5xwgn9OvXr1/EgsAEhWXgZIv379fOX54IMPhkVxLV++3Df1aKjspEmTwuIKofPQ+ei8dH6lmT9/vjv00EP9z3/mmWdm3N0UgOyRlwESDct99913w6JSDRs2zD/3wAMPTKjCLkt6f52HzkfnVZoZM2b4jbN0/JVXXpl0ZzsAFJeXAfLXv/7VD1u1BkCbNm18JXzKKae4tWvXhsXlQu+r99d56HxKM27cOLfTTjv54++4446wGACSljcBok7j7t27u4MPPthXonpoZz5NKExW8cpbHdHlPYNb7xd1gCcSYq+99pqrUqWKX3m3S5cuYTEAmOR8gCgg7r33XrfLLrv4CldzHQ477DA/aklfV6tWzT366KNJh8CKFSvc0UcfXVSJ//LLL+EhZULvE4WX3l/nEY92XNR+J1tvvbUbPHhwWAwAZjkbINq2VXcYlSpV8pWtVpxt27atmzVrli/XVfvDDz/sJ9+pvEaNGv5KPRmqvKPKXH0RZd2xrteP+jz0vqWFxwMPPOCb6hSSo0aNCosBICU5FyAjRoxwZ5xxRlEz1V577eUeeeQRt3Tp0vBQb+HChX4JEDXv6PjTTjvNTZ8+PTwsJt25RH0iGg2lIbXpHtmk19Pr6vX1Pnq/eHdM69f/URCWN/tjNTrr888/Dw8BgJTlRICof0ObI2kV2ig4jjzySDdgwICERxp99tlnrn79+v652qVQdyuxQqckL7/8sq+s9XxNUNTMcO14mAo9X6+j14vCQO8Tz9q169yNN/Z3O+98gqtV6xAmCAIoM1kdIIt+XuT3s9h11119Bau7CE0OHDNmTHhowhQ6e++9t389jVrSHuPr1q0LDyuRRnXddNNNRc1mah67+uqr/V1RonclOk7H63lR85peT69b2qixlSvXumuvHe7q1HnONW36pPv552XhIQCQNlkZINOWTnPXDrnWVfqfwopaI4zUrJOuvb115a+O98qVK/vX18S7ZPoQFixY4Nq3b+8XNozuiNT8pM2eLrvsMv/aalbr3bu3/1df6/sqj5qp9NDz9Tp6vdIsWvSru/jil3x4tGnzRsHPkNidFwBYZVWAjPxhpDvrzbPcJs8VVLBPb+KqX1rdd4SX1Xasc+fOLaiULy6q0M877zw3e/bc8LCYdOeiPTo0cbF481q8h47T8Xpeonc+c+YsdQ0b9vfh0aHD6ILnxd8gCwDSIeMDZO36ta73V73doUMOLQyOgkedoXVcv5n93G/rYnckp5OaxOrUqeMr+D33PNV16TLa/fpr8u+tvprJkye7d955x999RA99re+rPFlTpix0J530gg+Pp56aEBYDQJnJ2AD5efXP7l8T/+V267ObD43Num3mzhlxjntv/nvhoeVCS5+/+OJL7qijbvWV9emn93GvvfaVq8jtM8aO/c7Vr9/D1a3bzQ0YEHtfdwAoCxkXIDOWznAtx7R02/TYxgdH5R6VXeuxrd3Xy74OD60Q6qh+8snxrl69532QXHHFsIK7h4XhYWVu+PCvCsLseXfMMd3d228Xzm0BgPJU7gESNUOF3p33rjv7zbPdps9t6sv36LOH6zyps1u8ZnF4aEaYO3e5a9fuLR8iRx75nLvnnlHup58SG2mVql69Jvn3/Pvfe7lPPpkXFgNAudi4JjeYu2Kua/dRO1d7cG1XpUcVV7VnVXfIkENcs/ebuU9++mSDY8MAmbhoojvspcOKvn/40MNdn6/7uN/WJ9/HUBHGj//eNW062AfJ8cf3dD16TPRzMcqCJgg+/PCH/r1OO62P++qrn8NDAKDcpBwgI74f4bbrtZ07YMABbvCswf6OYdXvq9xHCz7yfRbh3UYYILrL0F1Ho7caudHzRv95YBbRqKeBA6e4Bg16+8pdI6LeeSe9zUoKpdtvH+lfv3HjgW7evPJZewsAYkkpQL5b8Z2/26jet7pbtLrkXe3u++y+Db4OA2T9H+vdwlXl34dQFpYvX+M6dx7j+yZU0WtS39dfp94Ep4Bq0aJwguDllw9zS5asDg8BgHKXUoC0/bCtD4Onv3w6LIopDJBc9M03i13Llq/5Cl8jpDp1+sAtXWqv9HW3oddhgiCATJJSTV5zUE0fBjOXzwyLYsqHAImMHj3bnXPOAB8kJ5zQa4PRUvqeHkOHTiv2jA3Lilu2zB5AAFAWUqrJK3Wv5MNgzbrEJ8DlU4DIb7+t96Om1MF+441vFn0/Cokzzui7Uad7SQECAJkmpZqcAEmcZq4XD4ooJPTo0+eLYkcSIACyQ0o1OU1YdlFINGkyyC9FUnxpFAIEQDZIqSaPOtGfmfpMWBQTAVIoCon33pvt/33uuU83KgOATJZSTT5nxRw/jHevfnv5tatK0vGzjht8TYAUKh4SzZu/6vtIoo5yAgRANki5Jo8mEtYYWMMNmTXELVmzxE8kHLdwXEITCfNV8ZCYNm2RX5rkiSfGbVQGAJkqLTW5JhRqKZNag2r5RRB1V3Lw4INd8/ebu08X/dk0IwRIoTAk7r77Xb8w4sKFKzcqA4BMRE1eQcKQ+PHHFT5ANOkwLAOATESAVJCSQqJLlwlFy6CEZQCQaQiQClJSSGivkZNPLtxdMCwDgExDgFSQWCExaNCXMcsAIJMQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACAyf8DF+yvRDlOgyoAAAAASUVORK5CYII=)
| Product Number | 8H17-5-10 |
| CAS | 680212-72-0 |
| MDL Number | MFCD00104393 |
| Molecular Formula | C15H12Cl2N2OS |
| Molecular Weight | 339.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory