![N1-(2,6-Dimethylphenyl)-2,2-dichloro-2-[(3-chloroanilino)thio]acetamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABDyAAAQ8gHvTRI3AAACoHpUWHRtb2xTb3VyY2UAAHichZbbjpswEIZfxfJ1MT5wShSyirqqVGm3lZpdqXeVA04WKcAKyOntO8aQDYRAAI0Z/58PeDzO4umc7tFRFWWSZyFmhGKksiiPk2wX4ve3H1aAn5aLCEQgzMoQf1TV59y2T6cTiT5UKs95RqI8xaZ+fi6TjuYkSF7sbE4ps/++vqxrxkqyspJZpIAqk3lZO1/ySFb1KB50YaeyOCaZbeR2WhxNa/841Tcl5zLGX3P5DnUrQNE22Su0zYtUVujIKYGbfkM7lalCVipGmwu4BXFg7svF63MeHVKVVVDULSSR3K+r4hCBI833KjpAY1D4+RzilAEgqzxdFYW8IF3SbsmQ5EgKJB0kXSQ9JH0kAyRnSDIKD9QzEDBQMJAw0DAQMVAxkDHQcdBx3Q7ouIA12Ss9qLfLp4KZoe71C57furTX97p+v17gg6/MQwzzo9B9Y1wihOO3pnFy4nm+gxg4hd97g48Gv9ZYjdeixPW05YRRY2vIalq0mg4sD/wB+APww8SutvW31ugxusCIwTkTurOAOL62M8KdunNK/KAuMOK6w55W+5BtK3zChCe0IKhn4BOfduuH3z3CPGpmONNWkMD98kNk2NfQWC42eRbfFFESh3jDcB0zf9S25E3YYJQXsSpgJ+oGtPQW4F1AB9kVWA0BogvokBwHnC6gA3gccLuADvdxwOsCenOMT9q/A4LxHoK7rzQBzLqA3qnjQ2K0S9QbewLpL3adCK4MH2T4ADMRIqy35CbRTDDOAONMMO4A404wvbU3iW+C6S2/SZQTTC8CTGIdjwHWCwKTiMcZ3gsDk7gnmF4cmEQ/wfT3fX0wTKQKMcBMZAvejwP/EWPf5DO7PRaheHdk2jfnqQ3/Ipb/AawOZIS5Q4NhAAA2mElEQVR4Xu3dC7xVc97HcdcidybCZNJNLjOMS26Ra5h4qhlGDSNMNEMZ1ykzLkkxefAw6mVSqUhUcsnlqUcuMV0Vo0RKREnklNCN8nvO99+s45xln3PW/p19ztmXz/v1Oq9qr/9e+79Oe6/vXut/28wAAHDYLP4AAABJECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC55ESBTlk2xDhM62O4P7W51B9e1Jo82sY4TO4bHI5sNzItDBYCskfNn1YHvDLTmjzW30QtHW9G6Ilvz3ZoQHO0mtCsTGgQIAGRWTp9VZxfNtkYjG9nytcvjm4JbZt1S8ncCBAAyK6fPql0mdbH+b/ePP5wSAQIAmZXTZ1W1dSxYtSD+cEoECABkVk6fVbcZvI2t27Au/nBKBAgAZFZOn1UJEACoPTl9VuUWFgDUnpw+q6oRfcDcAfGHUyJAACCzcvqsqm68jR9tbF+s/SK+Keg9q3fJ3wkQAMisnD+raiBhi1EtbMzCMbZi3YowkHDqZ1MZSAgA1SwvzqqTl0229hPaW/3h9a3OoDqhbaTTi51CkEQIEADILM6qAAAXAgQA4EKAAABcCBAAgAsBAgBwybsA+frbr8O6IACA6pV3AXLSMyfZ/qP2jz8MAMiwvAuQA0cfaLsO2zX+MAAgwwgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuORfgNxSHCBXEyAAUN3yL0BaFQdIMwIEAKpb/gXIgcUBsisBAgDVjQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFzyKkDWrl1rO+20k9WpU8dWrVoV3wwAyKC8CZDRo0dbo0aNbLPNNgs/e+yxhw0ZMsQ2btwYLwoAyICcD5A333zTWrduHUJDVx5XXnml9ejRw7bbbrvw2KGHHmqvvfZa/GkAgCrK2QBZvny5XXLJJbbllluGoDjzzDNt/vz5JdsXL15s5513XskVSceOHe2jjz4qtQcAQFXkXIB8++23dtddd9nOO+8cgmH//fe3CRMmxIuVmDx5sh1xxBGhbL169ezmm2+21atXx4sBANKUUwHy3HPP2X777RfCYJdddrF77rnHvvvuu3ixH/n+++9t6NCh1qBBg/DcffbZx0aOHBkvBgBIQ04EyLx58+z0008PJ3/dsvrjH/9oX3zxRbxYpb766ivr2bOn1a1bN+yrVatWNnPmzHgxAEACWR0gK1eutKuuusq23nrrcMI/8cQTbfbs2fFiaXv//fetffv2YZ9bbLGFXXzxxbZs2bJ4MQBABbIyQDZs2GADBw60n/zkJ+Ek37hxYxs7dmy8WJVNnDjRDjrooPAaO+64o/Xr18/Wr18fLwYASCHrAuTll1+2gw8+OJzUt99+e+vbt6+tW7cuXixj1IYyYMAA22233cJrNm3a1J5++ul4MQBATNYEyIcffmhnn312OIlvvvnm1rlzZ1u6dGm8WLUpKiqybt262VZbbRXqcOqpp9rcuXPjxQAA/1HrAfLNN9/YDTfcYNtss004cR911FE2ffr0eLEao9A45ZRTQl0UJt27d7cVK1bEiwFAwavVAHnooYds7733Didr/al/ZwvdxtLtLNVNt7d0m0ttMwCATWolQHSFoSsNnZx15aErEF2JZBs1qKthXQ3sqqsa3NXwDgCo4QBRm8YFF1wQ2jh0Qlabh9o+qkrtF9OmTQsN8CNGjLBhw4aFP/VvPa7tVaEuvurqqy6/qre6AKsrMAAUshoJEPWiUm8q9arSCVi9rF555ZV4sUTUa0qTI/bu3dtOOumkkq6+lf2onMrreXp+khHscRp0eOyxx4b9aTCiBiVqcCIAFKJqDxCN39A4jugkrvEdnraEWbNm2Z///GfbfffdywRDs2bNrG3btmHAYa9evey+++4LVyD6U//W49qucqWfp/1of9pvujQNSsOGDcN+ND2KpknRdCkAUEiqLUA0Ylwjx3WS1Uhyncg1sjxdanOI9hOFUNeuXW3MmDFp35pSeT1Pzy995aL9p9u2oQkZNTHjtttuG/ahCRs1cSMAFIqMB4jmqNJcVdE062eccUaYyypd6k57wgknlJzk27RpY0899VSYjTcTtB/tT/uNXkOvl+7YD00Rr6nio31oCnlNJQ8A+S5jAaI2Bc2Oq1lydSLVrLnPP/98vFildGJX20I0/5UCaMaMGfFiGaX963WiqyW9frpBpXYVLV6lfWgxK7W1aIldAMhXGQmQ8ePHW4sWLcLJU+t0aL2OdE/Aoh5ZLVu2DPvR8rQ1PaWIXi9aFlf1SLeHmJbPHTx4cEk7zc9+9jMbNWpUvBgA5IUqBcicOXPssMMOCydL3bLSCoFaKdBj0qRJJVcv559/vn399dfxIjVCr6vXVz1UH9UrXatWrbLrrrsuLLGr/Wj8iGc/AJDNqhQg0VrkakDW2uReTzzxRBhQqNtH+gafDVQP1Uf1Uv08tMRutI6JVk4EgHxSpQC5/PLLw8nxjTfeiG9KTCdnXb1ojEhFS9PWBtVH9VL9vCHy6aefht9Rhw4d4psAIKdVKUCuuOKKKgWIbuvoG74anadOnRrfnBVUL9VP9fTchooC5JxzzolvAoCcVmsBogZqtTGonSDbrjziVD/VU/VNt2GdAAGQr2olQNRDK+ptNWjQoPjmrKR6Rr2z0ulhRoAAyFe1EiAaZxH1tsolUe8s1T8pAgRAvqrxANFIb/Vu0niL2uqq66X6qt6qf9IR6wQIgHxV4wESTU9S04MEM0X1Vv11HEkQIADyVY0GiCYsVPlf/epX8U05RfXXcSSZgJEAAZCvajRAoll1q3tuq+qm+us4dDyVIUAA5KsaCxCtu6Gymv02H0Sz+Fa2nggBAiBf1ViAaPEmldUU6vlAx6Hj0XFVhAABkK9qJEA01btmqNUiTumMochmOg4dj46rouVxCRAA+apGAkRrZaicFprKJzoeHZeOrzwECIB8VSMBosWVVO7xxx+Pb8ppOh4dl46vPAQIgHxVIwFy0kkn2RZbbBGWu80nOh4dl46vPAQIULimTJkSZuLWre66detakyZNwhLYejyi80NlkpSpDVWqVdIAqV+/vjVt2jT+cF7Qcen4ykOAAIVp4MCB1rx5cxs9erQVFRXZmjVrQnC0a9euTCAkCYckZWpDlWqVJED0i1OZXB88WJ5oUKGOMxUCBCg8s2fPDtMelbdC6y233FLy9yThkKRMbahSrZIEyLRp00KZK6+8Mr4pL+i4dHw6zlQIEKDwdOnSxfr37x9/OKUk4ZCkTG2oUq2SBMj48eNDmT59+sQ35QUdl45Px5kKAQIUHrV1LFiwIP5wSknCIUmZ2lClWiUJkDFjxoQy9957b3xTXtBx6fh0nKkQIEDh0Qqm69atiz+cks4PSX6yUZVqlSRAhg8fHsrkysJR6YoWmtJxpkKAYMqyKdZhQgfb/aHdre7gutbk0SbWcWLH8Hhks4FV+igiy6QbIJVJUqY2VKlWSQKEKxACpJANfGegNX+suY1eONqK1hXZmu/WhOBoN6FdmdAgQPILt7ASSBIgtIEQIIVqdtFsazSykS1fW05PnFmleuIQIHlFjegDBgyIP5xSknAoXUbLSJx88sm2ww472J577mmdO3e2ZcuWlSpdcyqveQWSBAi9sAiQQtVlUhfr/3bCnjgESF5RN97GjRuXO3i69OwV6QaIlpEYO3asffLJJ/bVV1+FLsEVDWauTpXXvAJJAoRxIARIoVJbx4JVCW9jECB5RwMJW7RoEW5vr1ixIgwknDp1asYHEmqp7Xr16sUfrhHl1yqBJAEijEQnQArRNoO3sXUbEjakEiB5afLkyda+fftwjqhTp05oG+nUqVMIkkhF4RApr8w333xjt99+u7Vt2za+qUakrlVCSQOEubAIkEJEgKA66byiH82zlbTBPtOq9K5NGiDMxkuAFCJuYaG6rVq1ym6++WY77rjj4ptqRJXetUkDhPVACJBCpEb0AXMT9sQhQOCkENluu+3iD9eIKr1rkwYIKxISIIVI3XgbP9rYvlib+tZt71mleuIQIEhI08PrnLt27Vr7+OOPrVu3bvndBiKsiU6AFCINJGwxqoWNWTjGVqxbEQYSTv1sKgMJ4TZu3Dg74ogjbNttt7WGDRta165dy+0FWt2q9K5NJ0BmzZoVyrZp0ya+KSfpOHQ8Oq6KECCYvGyytZ/Q3uoPr291BtUJbSOdXuwUgiRCgOS3J554wl544YX4wzmvSu/adAJENABG5WfMmBHflFNUfx2HjqcyBAiAPfbYww455JD4wzmvRgNEQ/BVPtcHFUaDB3U8lSFAAOy666524IEHxh/OeTUaIHLCCSeE5zz99NPxTTlB9Vb9dRxJECAACJAUPAEyd+5c23rrrcNyjxqCn0tUX9Vb9ddxJEGAVGzy5KHWp8+h1r379tajx0/tn/88295//1/xYkBOI0BS8ASI9OzZMzzv/PPPj2/Kaqqv6q36J0WAlO/55/va7bcfaR9+ON3Wr19tn3zydnGA/MYuvbRKb8uscPfsu+2RBY/EH0aBIkBS8AaIxlC0bNkyPDdXFpqKFo5SvdMZy0KAlO8vf9nLli17L/6wjRt3c/yhnDJxycTQq0qLSAFCgKTgDRD58MMPbZdddgkTjE2YMCG+Oauofqqn6qt6p4MAKV+3bvVs3brcuo1ZmQ3fb7Cfj/m5bfHAFjZz+cz4ZhQoAiSFqgSITJo0KSz9qGH4pWenzCaql+qneqq+6SJAynfnna1t4sR74g/nNE1doquPi1+5OL4JBYwASaGqASIaYLPlllva9ttvn3VXIqqP6qX6qZ4eBEj5li6dazfeuJ/deusvbezYHsVh/ZB98cWieLGcoZHmuw3fzXYcuqN9uvrT+Oa8cNhhA+MP/UiSMoWGAEkhGo19+eWXh3lZvHRy1jd89W4aPHhwfHOtUD1UH9XLGx6aI+vWW28NvyMFUVWCNl9t3PidvfvuRBs37qbQgH7VVbvaPfe0sVWrcu8E3H1y93D10e/f/eKb8kaScEhSptAQICkMGTIkzMeiE6S6t44ePTpeJDHdHlIbQ9Q7q7a6+Op1o95Wqo/ntpX83//9n+2///5hP1ozRH/qSkZrJX/++efx4viPb79daw8/fKkNGNAuvimrzV0x17YatJU1fbSprd+4Pr45byQJhyRlCg0BUo4vv/zSrrnmmtDIrJNk69at7d///ne8WCJqoI56ZymQanqwoV5Pr6vXVz3SbTAXLexy1lln/SgwSgfKTjvtZHfeeWdavbkKyerVK+yKK3aIP5zV2jzXJlx9PL2oZt+zNS1JOCQpU2gIkEq89957YUrh6MR56aWX2vLly+PFKqWTqsZZ6PaR9nXGGWdU+9xZ2r9eR6+n19Xrp3ty15z81113XUmQHn/88T+6ZaVbWv/4xz/Cm0llmjdvbs8++2yZMoXk0Ue728aNG+IPh/Eg6uKbK8YtGhfC49TnTo1vyjtJwiFJmUJDgCQ0fvz4sJC8TpA777yz3X333WmfjEUjvaNpT/Sj9hZNoe7ZVyraj/YXtePoR6+XdIR5ZOPGjeFWniZL0z5+9rOf2ahRo+LFytBSuJdddplttdVW4TmnnXaavfvuu/FieeXzz9+3114bZBs2/PD/pwGDakB/880nbc2aL23t2lXFv4cXrXfvX9j//u/tpZ5ttmjRTHv99cdSBk5t0u2qZo81C7ev3l7xdnxz3lE4JPlBWQRIGvRN+5577ilp09hvv/3s+eefjxdLRBMWRrP46keLOGn++zFjxqQ9B77K63l6vvYT7VP7TzIxYpxWIjzssMPCPtTV95ZbbkmrM8GcOXPCeurRlY/WFlm5cmW8WE5bu/ar0MPqssvqhMBYsmR2yTaFwogRXe2mm1oUb68bblv9/e9H2+TJD5bawyaDBnUKz+/V66AQMtnijn/fEa4+uv2rW3xTXkoSDknKFBoCxEHftLXsq25p6SSp20Tz5s2LF0tE627oBKsVAKMTv36aNWsWbp1dddVVxSeXXnbffffZsGHDwp/6tx7XdpUr/TztR/urbD2PVD766CPr1KlTyb7OO+88W7x4cbxYYurl1bhx45KAvP/++4u/qWfXN+10ff/99yEIrr22QTjx9+y5T/EVRMVXZhX56qvPi/9fLyoO/y3C/u6/v4MtX74wXqxGLVuzLHTZVdfdonXpfZnJVUnCIUmZQkOAVMFbb71VchWhb9o6qXu/aevqRt/8e/fuHb69l76SqOhH5VRez9PzK1qGtjxr1qwJC9jXq1cv7FOrgk2ePDlezGX9+vV222232Q477BD2/Ytf/MJefvnleLGcoMkQ+/Y9PJzoNdr8mWd62bffrokXc1m06HXr1+/YsG9dtTz55PXhKqc2/GHSH8LVR/+3+8c35a0k4ZCkTKEhQDJg7Nixtu+++4YTZP369W3gwIEZ+aatW1PTpk0LJ9wRI0aEKxD9qX/r8XRvdaUycuRI22effULdGzRoYEOHDg3fsjNt6dKlduGFF9rmm29eHLY72iWX3GFLlqyKF8tKK1YstsGDfxdO7vrRbacVKz6OF8uI6dMfsR49GobXue66PW3KlGHV8v9RnplzZ9oWv9vCDvrnQfbdxvS/jOSqJOGQpEyhIUAyZN26ddanT58wsE4n44MPPtheeeWVeLGsMXPmTGvVqlWoa926dUMPra++qv5vvOoZdtppF1uLFj3t6KMH24ABM2z16sx0IMg0XV0888wt4WpDJ/S+fQ+rkSnZNYOvBiBefvm24XVvu62lLVw4JV6sWoT3xI6b2Qsz8m+Z0ookCYckZQoNAZJhn3zyiV1wwQXhm7ZOzprqwzPuorosW7bMLr744pJBgO3bty8+Kb4fL1btnntuvp1xxojwoTz99Ift2Wffsxr8ol2pyZMn2PXX/yycwK+9dg/717+GFNdvY7xYtSoq+sgeeODcUIeuXTe3IUPOt5Url8SLZcyjjz4a3hPt2uXWYMdMSBIOScoUGgKkmugW01FHHRU+kJo25IYbbrBvvvkmXqzGqC2iX79+tuOOO4Y66T/d00Mrk9as+c7uv//1cCWiD2fnzk/anDmfxYvVqHnzlluXLk/bySf/sfjEvYuNHfuX0A23Ns2f/2pYnEpB0r37dsVh2zuMbM+k1atXh1uZuhqtjS8UyE0ESDV76KGHbO+99w4nbf358MMPx4tUO41Eb9q0aajDbrvtZv3793c1tleXpUu/th49XgghcvjhA+3GG1+yzz9fHS9WrYqK1titt06yI454INTjqqvGF9er+r7tp0tXP//612C75prdQ5Bcf30jmzLFP8VOnHr26f3Ro0eP+CagXARIDdCVx9/+9rdwJaIP6dFHH23Tp0+PF8s4DR489dRTw2tqcF+3bt0y0vBeXWbNWmqdOj0eTuDHHfegDRnyRvGVU9U7I1Tku+82Fof8W9a69dDwuuecM7r4/yZ7giNOAxMff/zaMP6kVavNrG3b1vbmm2/Gi6VF3bfVA0+dKGqiHQz5gwCpQWoLOfvss8MJXW0knTt3Dr2TMm3FihXWvXv3khHhp5xyStoj0WvLxo3f2xNPvFtc5+HhhH7WWSPtxRc/iBfLiFdf/cg6dHgsvM6JJw6zxx6bYxs21Gw7h9cnn8y3Ll3ODP+/Go90ySWXuCez7NixY9jPgw/+eKAjUBECpBaoG656aelDq/ERffv2Db24qkpdhwcMGBBuU2nfum1V0xM3ZsrXX6+3u++eakceOSic4C+99BmbPz8zV08ffriy+GrsubDfli0H2d///pqtWlX1339t0Nou0WSWmmLnrrvuSmtaHI0d0peZww8/vEa7CyM/ECC1RCf7f/7znyUDBjVi27s+h6hB/KCDDgr7UkO5GszVcJ7rPvroS7viiv8NJ3u1T/Tr969wlSJ6TFcqH3xQ/uDNeM+Ze++dVhJKf/rTs/b++5kJpdqk9qx77723zBQ7zz33XLzYj2i+M01ZowDJ1MDRXOV5L4EAqXUauX7llVeWzNKrUeWzZ/8wr1Jl1GNGXXH1XHXNVRddddXNN5Mnf2y/+c2ocMWgRnfRB1q3u/7wh6fL7QJc+kO/cuXaEB7t2j1afBX44Q+F8kQ0xU506/L000+vcIodTZapcr/73e/imwpOuu8lbEKAZAl90PWBjxq8//SnP4UTQnnU2KnBf+p2qecce+yxYXBgPlODt3pLRaIP9B//+Ez48KcS/9CvWLHWvv02N9o5vPQFpLIpdjRNv2Za1mSZVZnvLF943ksgQLKObj1oPQ19+HVLQrcmSne51X1qTTey5557hjINGza0Rx55pNQeCkf0gV68eFUYlFg6XCKF/KHXFDulJ7MsPcWO1njR45ppGbyXvAiQLKRGUDWGqlFUH3I1kqqxVPepNdGhHtOSu5oAUQPAClXpD/SIEW/ZX//64+nQC/1Dr84Z6qRReoodzaemBcK0xosm0gTvJS8CJIupW6a6Z0bTxkc/6napvvuFrvQHWg3rGsk+ZUrZ2zF86DdRd3F1G4+m2NGPBpRiE95L6Zs/f344N+nLbL7dBs2LAIlooJi+LWqtD3W7xCbxD7R6VP3616Ns7dofbvnFyxQ6LT0cBUg2TLGTLeLvE95L5VP72bXXXluyzLV+1JamJSXSWXgum+VVgCC1VB/ogQNnhq66kVRlCpXa0g444IDQW+/WW28tM8WOptwpZKneJ7yXylK378GDB5csfteoUSN77LHHyjyWZOnrXECAFIBUH2j1sNJ0KNGgw1RlClV09dGlS5fwb1156AokmmJHk39qEtBClOp9wnvpB6+++qodeuih5V5t6KpEHTOiq5Ljjz++ylPs1CYCpACU94F+++3P7KKLngr3sssrU2jUJVwNnjvttJN99lnZGY/jU+xoOQItS5DvogGpUt77pKL3Uunn5yu1tUZT3ejn/PPPr7C9Q+0iZ511Vihb1Sl2ahMBUgDiH+jS7rprSvGl9NsVlikkl112WfhQ33nnnfFNJbQAWjTFjnptZWqKnWwzd+7nIRSOP35oyRQ2Fb1PUr2XNFt0q1ZDwhQ7771X/nitXKXenerlqQZyvR/U+3PKlOSLmpWeYkdfWvS+S2eKndpGgBSAij70avz83e/GVlimUMyZMycMTtX4osqmt9E4EY0XKT3FjsaT5IMvvlhtvXq9XDJl//XXTywzLU55Ur2XdHvr6qsnhMe0v759Xw0zHeQDjSvT+DL9/2u8mXeZ6/gUO3r/JZliJxsQIMB/nHzyyeED/Oyzz8Y3lUsj1zWCPZpiRyPb05liJ5voZD906JthiQCd8Dt2HGOvv56ZW3Tq6qspdrTfE04YWnzynR1mTMhFr7/+epjRQv/fmuHi+uuvz8j0/rp9qpk1Sk+x8+67qUf7ZwsCBCj25JNPhg/taaedFt+UiKbYOeOMM0ruaWuurYqm2Mk2mvNMc5/pBH/yycPt8cfnZrztQoGh4NCSAHoddf/V3G25QnPnXXTRRWWWuV64cGG8WJXpC4jm+tNr6IuJ5gCMT7GTLQgQFDy1XzRp0iR8WN9555345rQ8//zzYZZfffh1S+Kee+7JqlUt4zSOQ7Mt64SuCTTvvHNytU/Zr1tYupUV3SLTLNKaTTpbxZe51mzeL7744xH4maZZx0tPsaNZyaMpdrIFAYKCd/vtt4cP6Z///Of4Jpf4FDstWrSw8ePHx4vVqi+/XBvWd9GszTqJa90Xrf9Sk9TtV43rUXhpXRutb5NN4stcax2hmjyJK7xuu+22sB6S6vCLX/wirJOULQgQFDRNXaIPp77haYXKTFq+fHmZKXbatm0bum/WJq0kqRUlo9tIWmnytddqd7ofraSpFTVVH601oll+M337LF1amVQrlOr/TW0SWrk00++PdMSn2PnNb35jH3xQPSuQpoMAKQAV9ZyJJCmTjy688MLwgbz//vvjmzJGA8Vat24dXkcDyDS9xZdf1vwtm2nTFoe17PV/rbXtH374raxpyF6/foMNGfJGSQO+BibOmpX5ZawrU1RUVHw11q2kIfvUU0+t8m3NTJo+fbodffTRoW5qwP/b3/5WfNW2ad2f2kCAFIAk4ZCkTL6ZMXNGaBDVbYGauC0xevToMK2FPvya0mLQoEFh2ovqtnDhIuvS5b7wf6x2h1tvnRTWe8lGGjdy000v2+GHD7QDDrjZLr74pjCAs7qpnUqTZmoQqf5/mjVrZuPGjYsXyxoPP/xwyRQ7e+21V5hix9OFuKoIkAKQJBySlMkn+rAdc/0xtlmLzeyll16Kb642mtZC82tpmgt9+H/5y1+G6S+qg6bN+Mtf/hKuen7yk+Osc+ehNm/e8nixrDRnzmfWrt2Nxd+ydw9TyNx4443VNpmllrnWVOv6/1BD+R133FHpOKDK6EpG092ovULLAgwbNiz8qX/rcW2vKv0+9HuJptg58sgja3yKHQKkACQJhyRl8smIBSNss4Gb2a+H/jq+qUYsWbIkTHcR3dM+99xzbdGiRfFiLrqq0TK8WklR+9bEfaNHPxUvlvUU8sOHDw/fsHUc+satb96ZomWu27VrF/ZdlWWudfWi2b8175W630aDSyv7UTmV1/P0fG9vPV2hnXPOOWGfNT3FDgFSAJKEQ5Iy+eKb776xn474qW0zeBv74KvabYjUtBctW7YMH35Nh3HTTTdVafEznYgOO+ywsL969eqFlRRzfTEs3ePXvf5oWWq1AagtwEuD/nr06FEyoWGrVq1cy1zPmjUr9NyLZtiNfnT7Sx0mNMC0V69edt9994UrEP2pf+txbVe50s/TfrQ/7ddDU+wccsghYV+aYqdPnz7VPsUOAVIAFA5JfgrFja/fGK4+/jrjr/FNtULftHWCqcryyx9//LF16tSp5GR03nnnVTiZXy5SryP1Poq+aatXknonJaXf84MPPmgNGjQI+9hnn31s5MiR8WKV0i0vzTgQ/a51JdG1a1cbM2ZM2remVF7P0/NLX7lo/3qddOnq84EHHrD69euH/ey77772+OOPx4tlDAFSAJKEQ5Iy+WDR14ts2yHb2l4P72Vff1t7vVdS0TdtTYsRfdM+5phjwrQZFdHVhb7V6mpDzzn88MPDks75TO0I6vig41UXbI2TqKzNQr8T/W70HP2u9DtL98pMXXtPOOGEkpN8mzZt7KmnnsrY5Ifaj/an/UavodfT66ZLvfyuvvrqkil2tJ+33norXqzKCJACkCQckpTJB+e8cE64+hj+3vD4pqyh6TE6dOhQ8k1bjaOffvppvFjoNRTNAqtv1fp2XRs9cWqDes1pZHbpySw1cjtOV2G6GotOyLpK09VaOnRi79mzZ8nJWFPWzJgxI14so7T/aGocva5e3xNU8Sl2dKWj8UmZQoAUgCThkKRMrpu0dFIIjyOfPNK+t+w/0Wq6jGjeJfUO+vvf/x6+aet+ve7bRydFTQKZicn8cpHmiNJcUdHJXY3SmlVZVxdq/4muzNQu5FnmWg3UURuVumBrZHpN0utFXb9VD2+X5lRT7HgCKY4AKQBJwiFJmVy28fuNdsjjh9jmAze3qZ9NjW/OWjoB6l69ptHQh19rRkShEp3YdDIodJq1VrPX6veh30/UtVU90dQjzTPeZtKkSSVTrKvHXG0N2NPr6vWjk7/q5aHAuPvuu0um2NHVWzozT6dCgBSAJOGQpEwue+DdB8LVx+9f+n18U1ZTgOjbs6bR0Ay/+uCrt44aWLX+CAFSlk6IUe+qyy+/PIyF8dDtMIWQrmy0lnk2UD1UH9Ur1e26pHQLK1pZU20jVUGAFIAk4ZCkTK76cv2XtvtDu9v2D25vS75ZEt+c1aIAiej+fdTOQYCkFp0cU7UbJaGTs9oL1BVWKwZmE9VH9VL9qhIib7zxRvgdXXHFFfFNaSFAkPeunnp1uPro80af+KasFw+Q0giQ1KJBdZ4A0e0hfcPXTAFTp2bnrU7VS/VTPb23swgQIIF5K+dZnUF1bN+R+9raDdk5/1NFCJD0eQNEDdRqY9AtsGy78ohT/VRP1dfTsE6AAAl0mNAhXH08/kH1DaaqTgRI+jwBogbmqFOCJrnMBaqn6qt6p9ujigABEjh34rlh7EeuIkDS5wkQjbPQc9TbKZdEvbNU/3QQIEABIEDSl26AaKS3ejdpvEVtddX1Un1Vb9U/nRHrBAhQAAiQ9KUbINH0JDU9SDBTVG/VP50uuQQIUAAIkPSlEyAaT6Oyv/rVr+Kbcorqr+NIOgEjAYKCN2XZlNBIrjEedQfXtSaPNrGOEzuGxyNqQM9lBEj60gmQaFbd6p7bqrqp/joOHU8SBAgK2sB3Blrzx5rb6IWjrWhdka35bk0IjnYT2pUJDQKk8CQNEK27oXKa/TYfRLP4JllPhABBwZpdNNsajWxky9emnlX0llm3lPydACk8SQNEizepnKZQzwc6Dh2PjqsyBAgKVpdJXaz/2/3jD6dEgBSeJAGi5WM1p5gmFEx3DEW20nHoeHRclS2PS4CgYKmtY8GqBfGHUyJACk+SANHU7iqjCSrzSTThZmVT1xMgKFhay3zdhmRrPRMghSdJgPTu3TuUqc7lXmuDjkfHpeOrCAGCgkWAbEKApJYkQLTwlNYN+eKLL+KbcpqOR8el46sIAYKCVUi3sH5THCBXlhMgk4sD5Mzik8DTBEgZSQKkfv361rRp0/jDeUHHpeOrCAGCgqVG9AFzB8QfTinXA+Td4gBZWE6ArCoOkLnFJ4EiAqSMygKkqKgobM/1wYPliQYV6jjLQ4CgYKkbb+NHG9sXa1Pffug964f7v7keIFYcIFZOgFhxgBSfBcwIkDIqC5Bp06aF7VpLPR/puHR8Os7yECAoaBpI2GJUCxuzcIytWLciDCTUWuf5NpCQAElfZQEyfvz4sL1Pn9xbYCwJHZeOT8dZHgIEBW/yssnWfkJ7qz+8flg0Sm0jnV7sFIIkQoAUnsoCZMyYMWH7vffeG9+UF3RcOj4dZ3kIEKAQECBpqyxAhg8fHrbnysJR6YoWmtJxlocAAQoBAZK2ygKEKxACBCgMBEjaKgsQ2kAIEKAwECBpqyxA6IVFgACFgQBJW2UBwjgQAgQoDARI2ioLEGEkOgEC5D8CJG1JAoS5sAgQIP8RIGlLEiDMxkuAAPmPAElbkgBhPRACBMh/BEjakgQIKxISIED++/nPzX772/ijm8ycabbVVmbPPBPfUtCSBIiwJjoBAuS3devMNm6MP/qDNWvijxS8pAEya9asUK5NmzbxTTlJx6Hj0XFVhgABgBSSBoiceOKJoeyMGTPim3KK6q/j0PEkQYAAQArpBMjEiRND2VwfVBgNHtTxJEGAAEAK6QSInHDCCaH8008/Hd+UE1Rv1V/HkRQBAhSKt94y69TJbM89zbbeetOfHTua/fvf8ZKw9ANk7ty5xb/Wra1Ro0b29ddfxzdnNdVX9Vb9dRxJESBAIRg1ymz33Td11f34Y/XVNFu8WHN2m+2xx6btKCPdAJGePXuG55x//vnxTVlN9VW9Vf90ECBAvluwQJM2mc2ZE9+yiR7/yU82lUMJT4BoDEXLli3D83Jloalo4SjVO92xLAQIkO8uu8ysV6/4o2Vpu8qhhCdA5MMPP7RddtnF6tSpYxMmTIhvziqqn+qp+qre6SJAgHzXvLnZ22/HHy1LVyEqhxLeAJFJkybZNttsY9ttt51NnTo1vjkrqF6qn+qp+noQIEC+Kz5B2Nq18UfL0kDCbbeNP1rQOnTo4A4QeeKJJ2zLLbe07bffPuuuRFQf1Uv1Uz29CBAg3xEgaXvsscdCjySdHDt37uyerl0nZ33D174GDx4c31wrVA/VR/WqSngsWbLEzjzzzPA7SqfrbyoECJCtuIWVmL5RH3fcceGkuNVWW4VbPPq72gjuvffeSicXTEW3h/R87Ue9nWqri69eN+ptpfp4b1utLf4yomneo9/NT3/6U3vxxRfjxdJCgADZ6k9/MrvllvijZRV4I/pnn31mXbp0CYso6aT4X//1X7ZgwYLQK+muu+6ynXbaKTy+//77u25HqYE66p2l8RY1PdhQr6fX1eurHp4Gcxk9enTJfjRbr65mNlY0x1pCBAiQrd57b1M33cq68c6fH9+S9xQQ//3f/10SEAcccIC98MIL8WL2+eef2yWXXBLaDFROt27mp/n70mtpnEV0a+yMM86o9rmztH+9jl5Pr6vXT7errrz55pvWunXrsB/12rr22mvtyy+/jBdzI0CAbDZy5KaBhBo4qAGEOoksWWL2j39selzbC8wzzzxjzZo1CyfFXXfd1e67775Kb1HpRHr88ceXOZGuWrUqXqxCGukdTXuiH81+qynUPSf2VLQf7S+aVVc/er10RphHMhGcSRAgQLYrPvnZueeaNWiwaSoTjUDXv994I14yr7377rslJ1e1c1x22WVWVFQUL1ahUaNGVflWjiYsjGbx1Y8WceratauNGTMm7fqovJ6n52s/0T61/6QTI5YW3brbeeedw368t+6SIkAAZLUVK1aERZKiW0gnn3yyzSnvtl4C8cbkQw891F599dV4sUpp3Q3VS0EUnfj1o6ujtm3b2lVXXWW9evUKV0jDhg0Lf+rfelzbo6uo6Ef70f6SrOeRynPPPWf77bdf2FdVOg+kgwABkJU2bNhg999/v+22227hpNikSRN78skn48XcFi9eXNK7ST8dO3a0jz76KF6sUjpJaw1yhdJJJ51U5kqioh+VU3k9T8/3nuznzZtnp59+etinrsy0Lrq3+3K6CBAAWeell16yn//85+GkuMMOO9jtt99u69evjxfLiClTptgRRxwRXmvbbbe1m2++2VavXh0vlhbdmpo2bZq9/PLLNmLEiHAFoj/1bz2e7q2uVFauXGlXXnllyZWZbnvNnj07XqxaESAAssYHH3xgv/71r8MJUV1zL7zwQveI8nR8//33NnToUNtzzz3Dazds2NAeeeSReLGsoCuzgQMHllzpNG7c2MaOHRsvViMIEAC1ToPl/vrXv1rdunXDSfGYY46p9q6yqXz11Vehy2xUj2OPPdZmzpwZL1ZrdAVz8MEHh7ppSpO+ffvaunXr4sVqDAECoNbom//w4cNtr732CidFjY7WrZ7atnDhQmvfvn3JldBFF11ky5YtixerMRpAePbZZ4f6bL755mGalqVLl8aL1TgCBECt0Kyy0ShvtT3cdNNNVW57yDRN9XHQQQeFOu64447Wr1+/amuLSeWbb76xG264Icx/pTocddRRNn369HixWkOAAKhRmszv97//ffgmrZPib3/7W1u0aFG8WNZQm8OAAQNKeoM1bdq0RqY0eeihh2zvvfcOr6k/9e9sQ4AAqBG6V3/rrbeGe/c6Kf7yl790TwxYGzQepXv37qGrrOp/yimnuEaJV0a9tHSlodfQlYeuQHQlko0IEKAA6GRUmSRlSlP3V629oQFwanTWOA2NpdDjcRptHY0Ar1+/fliONd0R4NninXfesVNPPTUci8KkW7duGemW+8knn9gFF1xQcmWmNg/v5Ik1Jb13DICclCQckpSJqBtp8+bNwyyvOnmuWbMmBEe7du1+tB81+OoxzUF1zTXXZHQyv9o0bty4MnNy9e/f3zUYUFdm6k0VXZmpl9Urr7wSL5aVkr9jAOSs+Ek9lSRlRIPVdDWxfPny+KbgltgU9JqzSlcm72l24TyjBvU77rgjNLDr93fggQemNYeVxm9oHIeeq3EdCma1ueSKZO8YADktSTgkKSNaf0PftvEDdfG9+OKLS9Yl0ZXY+++/Hy9WQiEcTciokeSaH0sjy3NNsncMgJyWJBySlBG1dWjRJvyYBh22atUq/C7VLtSjR48wODGiOao0V1U0zbrW/NBcVrkq2TsGQE7TySrJTxLqGVSbo59zwciRI22fffYJv9MGDRrYkCFD7H/+539KlsjVrLnPP/98/Gk5J9k7BkBOSxIOScoIAZKMOhZo+vZ69eqVBLTW6bj77rsztghVbUv2jgGQ05KEQ5Iywi2s9GiKeK05ohURy+t4kKuSvWMA5LQk4ZCkjKgRXSOzgWTvGAA5LUk4RGXUDVWr/mkdDk1vrnEcpScSVA8idT0tb9EiLZCEwlD5uwpAzksnQNS9VOMTNDJaPYg0rkMr55Wm8QotWrQII8w1xYfu92tyxFQDCZG/+J8GCkCSk3p5ZbRWhxqC4yZPnhymPNfUJBplrraRTp06hSBBYUj9jgEA2zSduJaTbdu2bXwTQIAASC3qeqrJEul1hVQIEADlWrVqld1888123HHHxTcBBAiAiilEtttuu/jDAAECoCyt8fHGG2/Y2rVr7eOPPw7rXdAGglQIEABlaJ2LI444IqxT3rBhQ+vatWtGFkxC/iFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADA5f8B/4NshyLTb0MAAAAASUVORK5CYII=)
| Product Number | 8769-5-08 |
| CAS | 218144-59-3 |
| MDL Number | MFCD00116221 |
| Molecular Formula | C16H15Cl3N2OS |
| Molecular Weight | 389.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory