![Methyl 2-{[4-(3-chloro-4-cyanoisothiazol-5-yl)benzyl]thio}acetate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA7fAAAO3wFVDDfZAAACqXpUWHRtb2xTb3VyY2UAAHicjZVrb5swFIb/yhGfF+NjG2OqJFW1atKktpOWTtq3ySVuixSgAprLv98xNG2gGUwJsjl+H184F88v9/kGtq6qs7JYBMh4AK5Iy3VWPC2CX/ffZia4XM5TEpGwqBfBc9O8XIThbrdj6bPL7b4sWFrmQTd+sa+znmYnWVk9hYJzDH/f3qxaZpYVdWOL1BFVZxd1a7wpU9u0u/jHEmFuq21WhJ08zKttN9sfwf2fs329Dj7O8pXGrgiFx2zj4LGsctvAVnBGf/4FnlzhKtu4NTwcyCyZorMv57fXZfqau6Khrp8hS+1m1VSvKRnycuPSV5qMOt+vF0GOBNimzK+qyh7A97zZIlgBVoJVYCOwGmwM1oBNwCKnh8aRBEgKJAmSBkmEpEKSIekE6QSSLzbOb+b+8OLoRPADumdFT/+3gjvfbtqXO/quYhEIpnWsgA7Gad2ISaniY6NpzCgwNCYQEjJGBpCTNVGAgswSASXZtfloj/ajTjEd8whQMx7HEjBmyGPj36Xs2kQr4XVG0lFpHm1i7ueJlNABHGiXs5jFnHOYkVj69vieMKHO2afejxztks593iCN1K0hEgapg8xo+v4z2qHQRreWSKHv0F5jwdshzUVELg/ffb6cP5TF+qQL2XoRPJDjvOSne6zFWzwEUFZrV1GK+Qm89BQQfcBHzzgg+4CPtXdAnAPUJyAaXyHqAz6OxwHdB3zUjwNxH/A5Mg6YPuAz6h24OgckfaDNv3HCj/dc1+brBDN0d5vfE8zA4109mGDkp/NPIurM1tT4V8aB57sSNbHOwPldSZtgBv7vSuAEMwiBrmROnCc5w0wEjhiGgfoPZhgGbRmfyPth4r+V/TdGfjDhSaEJjxcRdT9dUuHJDRbSvb38C/J1PquKOf3MAAAydElEQVR4Xu3dB5iU1dnGcRtB0Bh7R0OMXbDEimLvBktE7IqokFjBLiKKBYw1sQJSRA0ElWZBDSIgimChBEENRRBRUYoKSBOfb+6zzn7LcWd25mF3p+z/d117IXPeKYu77/2+55znnDUMAACHNeIHAADIBAECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC41NwA+e47szZtzLbbzqxWrZI/r7nG7Pvv4yMBAOWomQGyeLHZnnuaXXSR2f/+Z7ZsWcmfLVqY7b232Y8/xs8AAERqZoB06GB20knxoyX0+J13xo8CACI1M0D22MNs5Mj40RJvvWXWoEH8KAAgUjMDZN11zebNix8tocfr1IkfLWrvv/++vfrqq/HDNcaKFSvsiSeesIULF8ZNNcaoUaNsyJAh8cNAWgRIrAYFyPfff2/XXXedrb322rbGGmvYueeea7NmzYoPK2o6ae60007h+99iiy2sd+/e8SFFbf78+XbllVfaWmutZWuuuaY1b97cvvrqq/gwoFw1M0BqeBfWypUrrVu3brb55puHE+df/vIXu/jii61WrVpWt25d69Chg/1Y5BMJpk6daqecckr4/rfZZhu74YYbbJdddgl/P+SQQ+yDDz6In1JUfvrpJ3v88cdtk002CcHRrFkzu/DCC22dddax3/72t9apUydbpsklQBo1M0Bq8CD6W4mA3GeffcKJcu+997YRI0aUtn3yySd2/PHHh7btt9/e/v3vf5d5ZnH44Ycf7MYbb7Tf/OY3iRvRda1du3a2aNGi0LZ8+XJ76KGHbKONNgpX5C1atLCvv/46eoXCN3To0MQ11B7h//MBBxxg7777bmnbxIkT7cgjjwxtO+ywgw0YMKDMM4FV1cwA0QmjYcOSabtTpujMUfJn4iq8WKfxzpw5084666xwYtCdx5NPPhnuRMrzyiuv2M477xyOPfTQQ23s2LHxIQXn559/th49etiWW24Zvq+mTZvaZ599Fh8WfPvtt9aqVavQtbfBBhvY3//+96K4Gp82bZqddtpp4fvfeuutrVevXuHfpTz9+/e3P/zhD+HYo446yj766KP4EKAGBMh775n99a86K6z6+IIFZq1bm227rSXu283q1SspLCyvkPC668yeey5+tCAsXrzYbrvtNqtTp0646r722mvtOxVRVkBX4w888IBtuOGG4UR6ySWX2DfffBMfVhDefvtt23fffcPJcM8997Thw4fHh5RrwoQJdvjhh4fn/fGPf7RBgwbFhxQE3XXdfPPNVrt27fDVtm3bjCYMKDQ7duwYurTUtXXZZZfZvFRjh6iRijdAvvzSrHlzszXXNNt4Y7Pp0+MjMrNiRcndSuIkYocdZjZ+fHxE3vrXv/6VyMV64QR40kkn2aeffhofUiGFxqWXXhpC5He/+53df//9IVwKweeff27nnHNO+P433XRT69KlS+j7z9YLL7xg9evXD69zzDHH2KRJk+JD8pLuLp566inbaqutwmfXWNd0x+/Bl4nfJY2PaKxk48Tv0iOPPBJmrgHFFyDqakhcNSUum0ruLBJXTTZ3bnxUdnTCvO8+S5xBLXEmNWvZ8td3NHlEA8AHH3xwOGloYPi1116LD8nauHHjEvl5WHhNzVp6+eWX40PyxrJlP9o//tEhTAjQxIA2iTvLBbrjXA1Lly61u+66y9Zff/1wNa6ZS5rBlK80LXf//fcP/78aNGhgb775ZnxI1saMGWMHHXRQeM3ddtuNab8osgDp399shx1K7haOOkojgvERq2fOnJJxkrXWMttwQ7MHHywJlzyhAd+LLrooDABrIPgf//hHpV8pPvfcc/b73/8+nESaNDnOZsz4OD4kp95//992003bJQJ0DTvllBPCxIDKNHv2bLvgggvC1bhmMD322GOuu5qq8sUXX9h5550XPp/uulTfUtmf75lnnrFtt902/AycfPLJNkXjh6iRiiJAlioojjyyJDgUIFU9c+TDD80aNy55v513Nhs8OD6iWqmvWgO9GvBVV9Nf//rXxE3Xat51pbFkyRK74447rGHD9eycc2pZ375X2+LFub0anznzw8RNYuPEzeEaduutOyfumKr2/8no0aPDDCadRDWj6Y033ogPqVbJ/yfrrbdeuOu6+uqrq/QOSTPXbr311jCTTWNrmgatuiLULAUdIDpJamDvCnVVqcuqU6eSLqzq0qdPySq+CpITTtA82PiIKqeBXQ3w6kR2xBFHhIHf6vLNN7Ose/fzwkn7mms2tREjnrCVKyv3arciP/wwx3r1uthatVrLWrfe0IYMeTBxxV09d4UaY9BMJs1o0r//qaeeGupLqlvZu8LjjjvOPv64+u4KNZPtjDPOCO+tQszu3bunnN2H4lOQAaJumYcffjgM6Km7RtWzy3JVPaspv7ffbla3bsmy8JrJtZr97ZnQQO7RRx8dfnE1wNuvX7/4kGozbdoo69hxvxAkd9zRMJGjq9/fXhGFxOuv35e40v5d4o5rbXvmmZa2cGFuxqU0o+mWW24pneV00003hZlPVS0el3rppZfiQ6qNZrbttdde4bP86U9/CjPfUPwKLkD+85//2K677hp+UBs1amTvaZpuPvj8c7Nzzim5G9lsM7MuXeznSu57Fk2jvOKKK8JArgZ077777jDAm2u6Gh816im7/vqtQpA88cRf7Ntvs5/xk4kJE16ydu12DO9z//2H2axZ+TEzTjOcTj/99PCzqXqTnj17pqyzWB3xzLj77rsvL2bG6c6ja9euiR//zcK/wdlnnx1mwqF4FUyAaKCuSZMm4QdTA3jPPvtsfEh+0JXXvvvaG4nPeX4WNQcV0V3Xo48+Gu66NECqgVwN6OabJUt+sAEDbrbLLqsdvgYMaJsIuIprDjLx5ZeT7R//ODYEx803/94++CA/a3OGDRtmDRs2DD+r++23n73zzjvxIS5la3N0563anDma2LEa9PzJkyeHz5z80t9Xp+ZHdUbXXHNN6dI4tyfu0It9aZyayhUg+sVIJV2bhwbmrr/++tKlJzRwl1x6Im8lrjrHlKl6Vh9xqqrnTGiAdvfddw+vdeCBB4YB3Hz37bfTEnchp4WT/Q03bG3vvpu66rkiGqD/97+vsr/9rZZdeeV69sordyZOpkviw/KKZj517tw5zITS/7fVXaiy7OoAjRs3dq0OoKnMqmm56qqrQjeTJl3o9VJ96e5GAagw0FibilKzobqjE088MbzWdtttZ300Zoii4jrbpwuJdG1lJWeNaD65gkHFTvph0xVQWTph6jW12NuMGTNWact3Cr9U6y5lIl7w7+mnn44PyXsffzw0cQW6RwiSv//9YFu27P9PQitWLLXBgzvabbftZldcUTfxb7Vt4qTbNPF9/3//+dSp71ibNptYq1ZrhgH7BQu+KG0rBDppt27dOlyNa4aUfub1s5+p1V2fTEGm0NDPkcZn9Dr6LAoG3cHcc889odhQA/H63dOf+rse11pgCprkas26m1AQai2tbAwePLg0/LRQ5YeaxYiikNnZPpIuJNK1JanPXuMXqlnQYLCmoaqvVFc5uroqa+DAgaEoqpCp+03z5ZNBoHn06SQX/NMvvIJHA7TZBE++0cysYcMes0ceOSl0cSX16HG+de16Zuia0h3F3LmfJe6unrVOnQ4oPWby5CH26KNNwkB9IdPMKM2QSgZB375940NWoeBRAaR3hWR1d6nLM1lBrzshre+lu9ls7yQ0SUCFo+eff34IQb2elobJZtBen+fBBx8s7X7T6s+r2/2G3Kv4bF+OdCGRri1J6+toymNNo8pd3XHp30h3XHHtgLp41EWntYd0TLoF/4rB5ZfXSZzMqn7GWj7RiTi5/4gWqtRMqrJ0x6AlV1an66vse2hmlJa0qayCUl3IaMXiZCGh7o6yKSTUQpUtW7YsXajy3nvvLYqFKmuqis/25dAPTrqvimhphUK/q/DSL/Lll18e/p00GK41hrTWkAZakwv+6fG4K68YtW1bP3RR1TS6GteaYhpjKLtQpf6fa7FH/QzoZyHbwXd1mWpyhZ6vOw91R1UVnfTvvPPOcHekuxLNOMvG+PHjSxeq3HHHHe3FF1+MD0EBqPhsX450IZGuLUndMlVZJZvvNBVZ/07q1tJ0XI2R6O+66lQxoLquaoJx4waEAsQuXc6woUP/GbqpqrsQMZcUGgoPhUhynEETL7TsfLYTDrTcupZfV/eQVlyurqndmrqcrMjX1OJsl015/vnnS4sg9fmz/b6RWxWf7cuRLiTStSURICUBoj/1i68rsD//+c+h31uL9NWUAJFFi+aGGVp9+lxhd921T7grmT49/2eZVSbNqNJdp1YU8BQgqmtUdzO6AIm7RauD7qhUm5S8KMpmrEYUdtpzRM/PZKsB5I+Kz/blSBcS6dqSanIXlpQNkFhNC5DYe+/1tttv3z1+uOjpokon4Wy9/vrr4bka88hmLKIqaOaWglD1Wtneiag7jAApPBWf7cuRLiTKtmk7TPXpqp9UfbrJojpVT9fEQfQkAiQ11Xy0br1R/HDR8wSIlgvR75amyObL1rsKkWR3VjYIkMKUOgnSyDRANO1PxUS6pdVMEM08Es2DV32HpvJpGq9ugTXTRNN4NTOl2BEgJTRdd/ToZ0LRoWpC5sz5nz355NnWs+eF8aFFL9sA0bLtGi/RlGD9dz7Rz7B+vrMZWCdAClPqJKhE6uNUMZOWd0hSqGiJA214pBOmfhnKKyQsRgRICc3A6tq1md1wwzZhSq/Wt9IyKGWLDWuKbAJEa06pjkrP0eZh+UYXhBpY1+ysTLvVCJDCVOUBoh8KfWmDo3fffTdurpEIEMSyCRAV5OnnR0ul5CvNzlL3mupEMkGAFKYqDxBJdmFplgkIEPxapgGiFRt0Za8ainyf8poMhUxqPAiQwlSlAaKK05kzZ4YA0UJq9erViw+pkQgQxDINEC1HopqR6tw0yktd16pY17pbFSFAClOVBojWfFJxkPatUJ9tTZ66WxYBglgmAaKLMRWdqtq8UCS72ypagJEAKUxVGiAoHwGCWCYBotWcVWehFXoLhRZi1AXkOdpsLQ0CpDARIDlAgCBWUYBo5pW6gOPVqgtBchXfdCtKEyCFiQDJAQIEsYoCRN2/+pnp1q1b3JT3tDqwPrvqvFIhQAoTAZIDBAhiFQWI9gNR91W2S7vnA63vpUVDtbNhKgRIYSJAcoAAQayiANEqzSq6LVSaiaXiwlQIkMJEgOTA5ERwtEz8sujPWJ9EgFxGgNQ4FQXIFltsYWeffXb8cMHQ7qNaMTgVAqQwESC5oOBI/LKEP2OJADECpMZJFyDz5s0LJ1d1YxUq7UKq7yHVNrYESGEiQHKBAEEkXYBozxidXLNZnDDf9OrVK3wP//3vf+OmgAApTARILhAgiKQLEK0hp5OrFiQtVP369QvfQ6piYgKkMBEguUCAIJIuQFTFrZPr4MGD46aC8eqrr4bvIVVFOgFSmAiQXCBAEEkXINyBIF8RILlAgCCSLkAYA0G+IkBygQBBJF2AzJ07N5xc77jjjripYHTq1Cl8D6m23iVAChMBkgsECCLpAkQ233zzChckzGctWrSwDTbYIH64FAFSmAiQXCBAEKkoQLSB1B577BE/XDAOPPDAtPuCECCFiQDJBQIEkYoC5NZbbw1rYaXqAspnixcvDvuYXHXVVXFTKQKkMBEguUCAIFJRgAwfPjycYLVJW6EZMmRI+OzpZpERIIWJAMkFAgSRigJk+fLlttlmm9kJJ5wQN+U9bcOrBUIXLFgQN5UiQAoTAZILU6ea7bRTyZ+x7t219Gr8KIpcRQEirVu3Dsuiz549O27KWwq+TTfd1E4++eS4aRUESGEiQIA8kEmATJw4MYyD3HDDDXFT3nr22WdDMDz//PNx0yoIkMJEgAB5IJMAkVNOOSXsMa7akEKw9957W/369e2nn36Km1ZBgBQmAgTIA5kGyAcffGBrrbWW/e1vf4ub8o7uOhQKjz76aNz0KwRIYSJAgDyQaYDIxRdfHEJkzJgxcVPeWLJkSbjz2GmnncI4SEUIkMJEgOSKflHatDHbbjuzWrVK/tSe0d9/Hx+JGiCbAFH3lWZk7bzzzrZw4cK4OS9ce+21IRBeeumluKlcBEhhIkByYfFisz331D6fZv/7n9myZSV/tmihTmOzH3+Mn4Eil02AyCuvvBLuQvJxm9s33ngjfLYLLrggbkqJAClMBEguaGvSk06KHy2hxxO/TKhZsg0Quemmm8JJV1Xq+WLKlClh2u4f/vCHxM105nfTBEhhIkByQWsajRwZP1rirbfMGjSIH0WR8wTIypUr7cwzzwwn3oceeihurnZaZkVjHr/73e/CEvTZqOkBsmLFUhs8uKPddttuiZ+Dunbjjdta585NberUt+ND8woBkguJk4XNmxc/WkKP16kTP4oiV6tWLWvWrFn8cIWWLVtmxx13XM7vRL744oswJqMg1NIl2brooovC91CIa31Vhh49zreuXc+0L7+cbMuXL7G5cz+z0aOftU6dDogPzSsESC4QIIjoxKsT6LnnnmuzZs2Km9NSiCTvRLTke3UPrH/44Ye23XbbWd26de3111+Pm9P69ttvw1InKpDU569Xr5716dMnPqzoXX55HVu8OPVSL/mKAMkFurAQ0TpRWqpEdyLrrbde2DxKU2Ezpe4sjYnoRKw7geqa4vvEE0+E8Ntyyy3t7bcz727R1F51u2200UZhwF37hfTu3Tt8dgXJIYccEoKppmjbtr5NnfpO/HDeI0BygUF0pPDxxx+Xdkltv/321rdv3/iQtDQ7S4PYyWLDqqpY1+c87LDDwuds1KhR6MLK1GuvvWa77LJLaVCoODJJwfLggw/ahhtuGL4H1bzMmTOnzLOL07hxA+yaaza1Ll3OsKFD/2nTpo1KXBSkr97PBwRILixaZNawYcm03SlT9FtT8mfil4VpvJCXX345DEjrJHvooYcmTjDj4kNSmjdvXjjx6m5Ey55o7awvv/wyPszlk08+CdNz11577XCnpJN9RcuUJH366aeJ66OTSruqdMeRirq2WrZsGd5HOxnee++9oauumC1aNNfefbeX9elzhd111z7hrmT69NHxYXmFAMkVLW3durXZttuarbOOJX6jSgoLs5j6iOKmq/H7778/zGrSifSSSy6xb775Jj4sJV3Za+0snbD1fC0Fr/1Esh2o1phM9+7drXHjxuG1tDmUxi0yHavRzCoVFup5derUsdtuuy1sMpWJ8ePHh90Y9b477rijvfjii/EhReu993rb7bfvHj+cVwgQIM8pNBQeCgGFiUIlk+VBkrSKr8ZXtK+6TsT60va4Z511VuJK9y576qmnwsD1sGHDwp/6u8ZgNDC/6667lj5n28TFTrt27WzmzJnxW5RL4zJPPvlkqJrX8/V+mT43pnW1fv/734fXOeaYY2zy5MnxIUVn8eL5if9vG8UP5xUCBCgQY8eODd1ZOomqe0vdXNlQ6GhnQ0331VW9xkqS4VDel078Rx11lHXo0MHeeeedEAiZGjFiRFiJV6+zzz772MhUk0aysHTp0lAvom45TTbQFrnz58+PD8trCxbMtoED24VxjrI0XXf06Gfs22+nhZqQOXP+lwjfs61nzwtXOS7fECBAgdHAugbYdXI+/vjjw4C2l8ZLVD2uu4/kl/6uxz1mzJgR6ln02bbYYovQ9ZVN8GRCA/bnn39+GOPZZJNN7PHHH894HCZXPv98bOLf4jy77LLfWMuWayT+H169SrtmYHXt2sxuuGGbMKW3XbsdbcCAm23Zssy6+nKFAAEKkKb4qptJA9m6GlcXVbotY6uaxjTat28fxjg01nH99ddntZSJx7vvvmsHHHBAaZfc0KFD40Ny6ueff7bx4wfZ/fcfHkLj8svXtaefvsRmz86uSj+fESBAAdNAtooPdRJVl1Tnzp2r/Wpcuw5qfESfoUmTJvY/LQxaTXSS7tWrl2299dbh/U877TSbNm1afFi1Wr78x8Sd3GN26607heC49trN7aWXbrcffvBPR9b3+dFHryX+32Y+9lUdCBCgCGiMYr/99gsn0YYNG4auqKr23nvvhRoQvacG2//zn//Eh1QbVd+3bdvWateuHb5uvvnmxAn7h/iwKvXdd1+Gbqc2bTYJwaEZVCNHPhnGNFbXnDlTwmtqXERhki8IEKBI6MTSs2fPUBWuk/rpp59u06dPjw9bbV999ZU1b948FPqpkvzhhx9OnCRXxIflhL7fv/zlL+H732qrrcKMsqo+4U6fPt569LigdHzjn/88LnG38Gp82GobMKBteP3nnmsTN+UMAQIUGV15a1mT5NX4LbfcUinrY6mQr1OnTvbb3/7W1llnnSqtdF9db775pjVo0CAEyf7772+jRo2KD1lt2izryCOPtH32WSMRHrWtV68WNnv2xPiwSvXUUxeFEHn99XvjppwgQIAiNXXqVDv11FPDSVRjBE8//bT7anzAgAG2ww47hNfSSVO1JflOY0Faq0tjQ5qxdd5552W15Ep5NHlBr5lcikVTne+7r70tWJBdcabXypUr7JFHTrJWrdYM035zjQABipx2CNQsJZ3wNGtp9OjMl8dQUKgWRM/VJlH9+/ePD8l7qhW5+uqr3QtVirrtdCeXrJ3ZbbfdrEuXLlm9jupYtJxL2SnT+rsez4am9t5zz4GJO8BaYWA9lwgQoAbQ1fhjjz0W6iZ0Na71rGbPnh0fVkp1IJdddlnoqlKXVceOHQt+LaqyC1Wqqv25556LD/mVCRMmhPEedQXqeaqC14KVmVC46D20LllyleFUX2rXcTo+k1DSulnt2+9iV165vs2Y8X7cXG0IEKAGUTBo50MFgyq6tZRJ2StgDYZrUHzjjTcOQXPhhRdW2kKM+UJjF1pXSydurShc3kKVComjjz46HKPwUIgoTDLx+eefhyp5LTuj5+vf+ogjjgj/7smlY7Qisf7U3/W42nWcjtfz9Hy9Tjpz586wG27Y2q69drMwSysXCBCgBpo0aVLpCbJ+/fr2wgsvhJ0E1TWjxw466KAwTbdYaVmX++67r3ShyksvvTSMj6hbKrn+l7qrtPaXuq8ysWjRorDysQopFb5ayFI1Kpkut6LjdLyep+frdfR6et1UZs2aYK1bb2ht2/7BFizI7H0qEwEC1GCDBg2yP/7xj6VdKSoI1Iq9NYX2GtFClZqSnPw30AC5Bsoz6UpKUtgmF3vUJIOye5x46Pl6Hb2eXjddmH/66TA77bQz7Zxz+tnixdVbaEiAADWcxja0J3nTpk3TXu0Wsx49eoSTtaYmZ0tdURqg1x1LtgtcVkSvp9fV6+t9UnnjjWm2335dE5//5cTdVeWuPZYOAQKgxtOS+QoQ1blkQxtqqbtJs9yqomhT9Lp6fb2P3i+Vvn0/sj/9qYvdfPMb5pytnTUCBECNp/oYDZZrQDtTqvrXSf3YY4+t8mVT9Pp6H72f3jeVxx57L4TIAw9UfuFkeQgQAEjQWIOWQcnEmDFjwiC37gyqOjyS9D56P72v3j+VDh2GhxDp1Wt83FTpCBAASDj44INDoWVFNE6kmWsam6iqbqtU9H56X71/qvGqlSt/ttatX7V99+1ir7xStSsjEyAAkKCNsDQLrSKaWqvxksoeMM+U3lfvr8+RypIlK6x58wHWqFF3W7Gi6gbVCRAASGjTpk0o5ku3n4qK+9SFpCm2uaT31+dIV2y4aNEy++CD1KsNVAYCBAASVFioK/t0S7xceeWVYSB7des8VpfeX59DnycTGhO54IIBoXsrpjYvAgQAEnr37h0CJFXRngoLVbl+8sknx005oc+hz5NJwaNCol27odav3+S4iQABgNU1YsSIECADBw6MmwItdKh2LYufD/Q59HkyWRRSITF37mJr0qS3LViwauAQIACwmrR/ik7IWrW4PFotV2MkWpAyH+hz6PPoc1UkGRJ9+ky0O+4YUW6bBwECAAk//vhjGFfQ3url0Qq+hx9+ePxwTunz6HNVJBkSGgPRmln//e+cX7V5ECAA8Avtl6Il7GMaZ9CqvdlUqlcHfR59rorGQcqGxIQJX9u55/YrHVAnQACgEmgfdS1zH5s8eXLo3tLGWvlEn0efS58vnTgkVK2utbPKa8sGAQIAvzj++OPDniixUaNGhRN1uhVxc0GfR59Lny+dOCTmz18SBtTnzfvxV23ZIEAA4BcakNbU2NjQoUPDiVq7GeYTfR59Ln2+dMoLiRdemGTt2w8rty1TBAgA/KJ9+/bhhLxw4cJVHi+2OxDRGMj55/cvty1TBAgA/EJb2uqE/Mknn6zyeKGPgVQVAgQAfpHsEnrzzTdXebzQZ2FVFQIEAH4xduzYECDl7QtfyHUgVYUAAYBfzJkzJwTIPffcEzcVZCX6zJnf2bHHPpMIxq/ipkpBgADAL7S1rZZJL2+V20JcC0sbS2lPkK+/XnVSQGUhQACgjFRb2xbaaryjRs0KM6w6d34/bqo0BAgAlNGoUaOUW9sWyn4gP/200po27WsnnvivsDthVSFAAKCMM844w+rVqxc/HBTKjoS9e08Mdx+vvTYlbqpUBAgAlNG6deswOL1yZfl7ief7nuja7+OII56yFi0G2c+/3oCwUhEgAFBGcmvbL7/8Mm4KFi1aZPXr17dNN93Upk+fHjdXKb2f3lfvr89Rnk6dRtp++3W1SZO+iZsqHQECAGUkt7Z9//3Ug89jxowJXUh77LGH/fDDD3FzldD76P30vnr/8kyZMi+Eh1bbrQ4ECACUMXz48BAggwYNiptW0bNnzzCQfeyxx1Z5iOj19T56P71vKq1avWSNG/cI29dWBwIEAMqYMmVKCJDHH388bvqVBx98MJzUdWdQVd1Zel29vt5H75fK0KHTw8B5r17j46YqQ4AAQBna2lYBcsstt8RN5dKKuLVq1QpjE5U9sK7X0+vq9dOtBLxs2U928sl97JRT+tjy5eUP/lcFAgQAIhtvvLE1b948fjil9957LxQgKng0xXZ160T0fL2OXk+vq9dPp0ePceHuY/jwz+KmKkWAAEBEW9sec8wx8cNpaVaUptZqkFvdTaeccor16tXL5s+fHx9aLh2n4/U8PV+vo9dLNdsqac6c7+yQQ7rZ3/5WuXc/mSBAACBy3HHHlbu1bSZU3HfVVVeFZUZ0B6GakiOOOCIsvX7XXXeFrqjXXnst/Km/63G16zgdr+fp+amKBGMXX3ylbbPNCTZlytdxU5UjQAAg0qJFC9twww3jh7OiNaq00KFWy915551DOKT6UruO0/Gp1rYqj6bzrrXWWjnbp4QAAYDIrbfeGk7sFXUfZWPp0qX26aef2rBhw0q/9Hc97qGVgw888EDbZJNNcrbEPAECAJEzzzwzBIhqLx566KGw57hmZ+UTbXqlz/jII4/ETdWGAAGAMlT/oW6h2rVrh9lYyW4mjVHsvffedtlll1mPHj1s4sSJ8VOrje6Mttlmm1AfsmJF1a22WxECBAB+key60qD2999/Hx5TYaGWN7n66qtDl9G6665bGiobbLBBmG5744032oABA1Kun1XZVKOi9x8yZEjcVK0IEAA13k8//WSXXHJJOCk3a9bMli1bFh9Savny5fbhhx/ao48+ahdeeKHtvvvuqwyI687gtNNOs3vvvdfefPNNW7iwcncD/Oyzz0KIabpvrhEgAGo0jW1odz+d/DV9NtUy7unobkV3Ax07drRTTz3Vttxyy9JAUU1Hw4YNwyyrJ554wsaNGxcCy6tp06ahe23q1KlxU7UjQADUWJq9pB0IdZLv1KlT3LxaVMfRr18/u+666+ywww6z9ddfvzRU6tatawcffLC1adMmTN3VXUUmNHNLz0+1F0h1I0AA1Eg6we+6665hcDzdOlOVRdNuJ0yYYE8++aS1bNnS9tprL1t77bVLQ0VrXulO6M4777RXX33VFixYsMrzdWe05557hrubql79N1MECIAaRzOoNFax3nrr2eDBg+PmaqPZVG+99ZY98MADoWtq++23X2U8RQWG5557rv3zn/+0a665JjymGWD5ggABUKPohL3RRhuFK/7Ro0fHzTk3Z86csBeJZlqpDkUV8clAUeB5xmiqCgECoMbo379/mMGkFW5VBV4oPv7447DAoxZYVMDkCwIEQI2gGVAac9A4QnXVa1SmsWPHhruQ22+/PW7KGQIEQNFr3759OPmWLRAsRIcffrhtvvnmWS24WJUIEABFS/UWl156aQiPM844w71wYb548cUXw/fSrVu3uCknCBAARUkFgqrW1gn3yiuvzKvBZy9NBd5pp51C9bv+O9cIEABFRwWCKtRTgaCqw4uJFntUKGpTqlwjQAAUFRUIajdBFQj27Nkzbi54ixcvDnuAaIpvrhEgAIrGRx99ZNtuu22ol3jllVfi5qLRtm3bcHeVyyXlhQABUBRGjhyZ1wWClUnTkFUToq13c4kAAVDwtBdHnTp1QoHgJ598EjcXpQsuuCAURX799ddxU7UhQAAUtM6dO4cCQS2ZXogFgl5aFl6D6apxyRUCBEDeUbW1llmvyG233RZOoiqw++677+LmoqfdEDfbbLOcFRYSIADyhgr/tPGSQkFdNKnoOC2JXiwFgl4vv/yyrVF/Dev6ate4qVoQIADygqanNmnSJISC9h9PVfhXtkDwiiuuSHlcTaBiwl0e3MV2e243+9mqv7CQAAGQc3PnzrWDDjooTE2955574uZS8+fPt0MOOSSEx9133x0310idJ3e2NbqsYYM/r/59TQgQADk1c+bM0p0Be/XqFTeXmjVrVljCQ8fl06ZKufbjih9t016b2tEvHx03VTkCBEDOZLoz4KRJk6x27drhS/3+WFW799vZml3WtAnzJsRNVYoAAZATI0aMCLvtaRbRmDFj4uZSKhDceOONbf3117e+ffvGzUj4avFXVrtbbWs+rHncVKUIEADVrl+/fqEIrn79+ml3Bhw4cGAoENRe4dqVD6kpPBQiCpPqQoAAqFZaTVaFf3vttZd99VXqk12XLl1KCwRnz54dNyOi7it1Y6k7q7oQIACqTbt27TLaGVCFhDrusMMOq5EFgl4aSNeAugbWqwMBAqDKrVz5cyI8XrCNNtrXmjVrZsuWLYsPCVQg2KpVqxAeTZs2TVkgqNoP1Yrsv//+cVONpqm8mtKrqb3VgQABUKWWLl1hbdq8Zn/6Uxe7887+KQv/tBzHqaeeGsLj8ssvT3vc6aefHo5r3bp13FyjqZhw17672i59d6mWwkICBECV+f77pXbRRQNt33272FNPjYubS6lAsHHjxiEU7rrrrri5lLqz1K2l4zp06BA3I6Hrx13DXciQL4bETZWOAAFQJb7+eqE1bdrX9t//SXvppdQzrcoWCHbv3j1uLqWB9AYNGoSB9a5dc7P2UyFY8tMSu+LtK2zygslxU6UjQABUuqlT59kJJzxrhxzS3d555/O4udTkyZ9avXr1rG7duomQeSluLqUpvJrKqym9mtqL/ECAAKhUY8d+ZUcc8ZQdfXQvmzhxTtxcavz4r2yPPS6yrbba0UaNGhU3l1Kb9gBXMeHbb78dNyOHCBAAlebNNz+zgw7qZk2a9LaZM1NPvx0+/DNr1Ki7nXhiT5syZVbcXEp3Jbo70V2KljNB5dJYyepYvWcDwC9eeGGS7bdfVzv77Bfs228Xx82l+vf/OBx35pnP2zffpD5O4yEaF9H4iMZJkB2Nhdzx4R1hqfd1u61rWz2zlZ346ok2bPaw0mMIEAA517nz+2GabqtWL9miReXXeEjXrh+G4y699EX74YfUx2mpds200tLtmqGF7Cz9aak1GtjILhp+kU2aP8mWrVxmny/83AbNGGSNBzUuPY4AAZBTvXtPDKFw441DbNmyn+LmQIWEHTuODMddf/1/0hy3MtSAKDxUE5KrrVoLXcdxHe3U10+NH/4VAgRATmmg/JlnJoSQKI/C4rrrXg/hcc89I9Med/XVz4ZqdVWjqyodPg2eb2Cjvk49MSGJAAGQt9RNdcklg0J4dOv2YdxcauHCZaFbS8c9/PBrcTOypDGP+Usr7vojQADkpTlzFlmzZs+HQsKBA1Mvxa6B9LPOej4MrPfrV/XFbzUBAQKgYE2fvsBOOulfdvDB3W3EiBlxc6kZMxbYn//8rzCld9iwz+JmONGFBaAgLVmywo46qpcdeWQvmzDh67i51H//Oyccp6LDceNS7wuC7N099m4G0QHkF41RXHDBgHIHwtUmP/+sGo6x4e4ilZEjZ4ZlTrTcybRpFXe1IDuqATlwwIF28YiLwzTe5SuX26xFs8I03kNfPLT0OAIEQLVRSLRrN7TcsYpkgFRk0KBPwrjIGWc8F8ZJUDW0qdTtH9welnbXVrdbPrMlhYQAckchMXfu4rBUyYIFq9ZoZBIgPXqMC0u7X3zxoLDUOwobAQIgY8mQ6NNnot1xx4hy28qjLq+///3tcMw117weNplC4SNAAGQsGRIKhHPO6RcGwuO28qgGRO133/1WueMnKEwECICMlQ0JzbA699x+pYGQLkBUrZ6uFgSFiQABkLE4JDp0GG59+35UbhuKHwECIGNxSMyfvyQMqM+b9+Ov2lD8CBAAGSsvJLQPSPv2w8ptQ3EjQABkrLyQ0BjI+ef3L7cNxY0AAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAu/wfrqGsTrWHSuAAAAABJRU5ErkJggg==)
| Product Number | 8H70-5-X1 |
| CAS | 662138-31-0 |
| MDL Number | MFCD00729061 |
| Molecular Formula | C14H11ClN2O2S2 |
| Molecular Weight | 338.82 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory