![N4-[3-Methoxy-5-(trifluoromethyl)phenyl]-5-chloro-1,3-dimethyl-1H-pyrazole-4-sulfonamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABUXAAAVFwHePnLjAAACxXpUWHRtb2xTb3VyY2UAAHichZZtb5swEMe/yonXw/gMBrtKUlWtKk1qN2ntpL2bXOK2SAEqoHn49jtD2wTCQBCdH/4/3xkfRxaX+3wDW1vVWVksPWTcA1uk5TorXpbe78dbX3mXq0VKIhIW9dJ7bZq3iyDY7XYsfbW52ZcFS8vc6+Yv9nXW0+xCVlYvgeAcgz/3dw8t42dF3ZgitUTV2UXdDt6VqWnaKP7jIshNtc2KoJMHebXtVvsruLs529dr77iXa5q7IhSes42F57LKTQNbwRnd/Bu82MJWprFreDrQcMgi2vtqcX9Tpu+5LRpquhWy1Gwemuo9pYG83Nj0nRajxvebpZcjAaYp86uqMgdwLTdsEIwAE4KJwEgwMZgEjAKjwSCnH80jCZAUSBIkDZIISYUkQ9IJ0gm3DukE6URE57KxLrDHw5ul3cFPuG6vH/BA7WPvR9fafAxcw6276EkLd74yFBo4Q60F+MgwjCT4gkWxon7IFCfvvqRxKY82ZnHibMikPh0nvdJxywvJwY9YGHfzmnecQp44GyraqZ8wFcX86OfT7zCOT8uZFs7S0XAlPDjQFiQTCfmKmORkpnqC6fjMYBcqZxK1IqO1TFpHUaSOVtADosD7KrcbQhMmFZmPnmbo1kPO4vjY7QxlR/CVHqvFU1msT5qQrZfeE3pt3vyyz7X4SB0PymptKzott4CTngKiD7hEmwbCPuDS8gu4GgOiPuCSeBqQfcCl/HRIcR9wL8g0kPQB9zp9AWIMUGeAngb0GYB8OiY33zu69tWeflI4PO62FMz4ESNMOONncOhdqZlhBufelaaZ2OQIE8/4iUee2xwzSICuXM7Eps7SEtWMm0EWdNV4mhHDNGir9wyDZ+/kLDLMAucGZ0rFIAu6D8oME40wMxVGyBEmGmOCkxoYfH5OqXn2qQ1OvsMB/ftY/QMc43VDj7aBTgAAQSpJREFUeF7t3QeYFEXi/nEQUVRU1PMMx6l3ihHDiaCH4RSMnBH0xIwiYHhQOMMhP7PiYcQciYqgYsB4JlBMqAiogIqIK5JERCRn679v7b+H2dqdnZ6entme7u/nefpRpqp7uoeh3unuquo6BgCAAOq4LwAA4AcBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAB5eKRznawLEFd8u4E8uGFR3QLEFd9uIA+EBJKMbz6QBwIEScY3H8gDAYIk45sP5IEAQZLxzQfy4N4wdxcgzviGA3lwA8NdgDjjGw7kgaBAkvHNB/JAgCDJ+OYDeSBAkGR884E8ECBIMr75QB4IECQZ33wgDwQIkoxvPpAHAgRJxjcfABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgQEgmvnO/eb7Xfmbh3O/dIiCWCBAgJAoPden95oN+bhEQSwQIEJLnejWzAfL1B33dIiCWCBAgJAQIkoYAAUJCgCBpCBAgJAQIkoYAAUJCgCBpCBAgJAQIkoYAAUJCgCBpCBAgJAQIkoYAAUJCgCBpCBAgJAQIkoYAAUJCgCBpCBAgJAQIkoYAAUJCgCBpCBAgJAQIkoYAAUJCgCBpCBAgJAQIkoYAAUJCgCBpCBAgJP17NjO3nFbHfP4OAYJkIECAkFx4ajNz+J51zGvPESBIBgIECEnz5s3MOuvUMf36ESBIBgIECEmzZs1MnTp1TN++BAiSgQABQkKAIGkIECAkBAiShgABQkKAIGkIECAkBAiShgABQkKAIGkIECAkBAiShgABQkKAIGkIECAkBAiShgABQkKAIGkIECAkBAiShgBBUWm682xLqYpLgLh/H9UtgPBNQFG5DVF1S6kiQJA0fBNQVHFugOIWIEA2fEtQVHFunAgQJA3fEhRVnBsnAgRJw7cERRXnxokAQdLwLUFReY1TpiXdh09fWqU8jOX8VnXM7o3r2Ma+VJYG9euYw5rWMVe3rXo8+Sz9um5k5v7wWaXP3a3jLoCHbwOKym2M3CXdW4/+q0p5GAsBsnZ5tMs6ZuY3Iyt97m4ddwE8fBtQVLk0QmtWrzQLfykLfflldpmZMb3MlJWFu+yxxx62se/du3eVsnyXH34oM7Nnlpn5c6oeTz7LkgWz3Y89p78jJBvfEhRVnBsn7oEgafiWoKji3DgRIEgaviUoqjg3TgQIkoZvCYoqzo0TAYKk4VuCoopz40SAIGn4lqCo4tw4ESBIGr4lQEjiEiCAXwQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEBICBElDgAAhIUCQNAQIEJJ99tmHAEGiECBACAYPHmzWWWcdGyBNmjQxU6ZMcasAsUOAAHn49NNPTcuWLW1wpC/rrbeeufLKK82CBQvcVYDYIECAAGbPnm06dOiQOuuoV6+e6dSpk3nuuefMnnvumQqSrbbayvTr18+sWbPG3QRQ8ggQIAcrVqww//3vf83GG2+cCol//OMfZvz48ak6q1evNg8++KDZYostUnV0g/2DDz5I2xJQ+ggQwKcXXnjB7LjjjqlQ2GGHHcwzzzzjVkv59ddfzSWXXGLq16+fWue0004zP/74o1sVKEkECJDFxIkTTevWrVMhsNFGG5kbb7zRLFu2zK1ara+++socccQRqfU33HBDc/3115ulS5e6VYGSQoAAGcybN89cfPHFZt1117UNf926dc2ZZ55pZsyY4Vb15aWXXrI9tLwg2W677czQoUPdakDJIEAAx6pVq8x9991nNt9881Rj36JFC/PRRx+5VXOmeyi33Xab2XTTTVPbPuigg8zYsWPdqkDkESBAmrfeesvsvvvuqcZ9m222MQMHDjS///67WzUvc+bMMR07dkz14tJ/9We9DpQKAgQop4F/xx9/fCo41l9/fXPVVVeZhQsXulVDpTMPnYF477vJJpvYMxSdqQBRR4Ag0TTQTwP+NPDPa8RPOukkM3XqVLdqQeleiO6JePugeyW6ZwJEGQGCRNLAPg3w00A/r9Fu2rSpGTFihFu1aNQrS72z1EvL2yf13lIvLiCKCBAkjgb0eTPnatGAvwceeMAOAIwCjRPReBFv/9QLrGvXrnZcCRAlBAgSo9Qa5qgHHUCAIPZK+dJQFC+1AR4CBLEWl5vTUbnZD6QjQBBLce0eW1vdjYHqECCIlWIN0NMZwZgxY8yQIUPM7bffbi+R9ezZ007xrv/qz3pd5aoX9nNBijXgEagJAYJYKPQUIZMnTzYPP/yw+de//mW23Xbb1Hvksmg9ra/taHv5KuSUK4AfBAhKXqEmKfzhhx/srLs77bRTlTDQoskVd9llF3PooYeaY445xp59eIv+rNdVrnruulq0XW1f75OPsCd9BPwiQFCyCjVN+ptvvllp+nZvUUh16dLFPP3003aK95UrV7qrVkv1VF/raf30sPMWvZ/eNx/5TjsP5IoAQckp1IOaXnnlFXsJKL1h1xlEr1698j5LcGl72q62n/5+en/tRz5yffAVEBQBgpJRqEfFfvfdd+boo49ObVOXgNq2bWs+/vhjt2pB6H30fumXurQ/2q+g/Dx6F8gXAYKSoIFze+65Z6ox1MA6DbDTQLugFEg33XSTadCgQWq7OpPRpaDaoPdNHymv/dL+5TPyfPbs2faejNcrrV69eqZTp07m559/dqsCOSNAEGkaKKcBc16jqoF0GlCXb7fYmTNnmkMOOSS13T322MOMGjXKrVYrtB/aH2/ftJ/a33x8+umnpmXLlqltNmrUyNx5552+7+MA1SFAEEmLFi2yA+Q0UM5r9DSATgPp8qUxFFtuuaXdpnou3XzzzbZLbJRof7RfXs8q7a/2O1+DBw82jRs3Tn2mugfz6quvutUAXwgQRM6TTz5ZacoODZgLo/EUbdu7+a6G9P3333erRIr2z2vwtd/a/3wtWbLEXHvttWaDDTZIfcbq+pzPpTIkEwGCyDnqqKNso6YQuffee0M7O+jTp0/qXoAuC82dO9etEknaT+9ym/ZfxxEG9QQ78cQTUyHCvFrIFQGCyLniiitsg6bGLSxqdL2GUtsttbER2t/0xj6sEPnll19S2wy7qzLijwBB5PTo0cM2aJr2Iwy67u+deZxzzjkle6lG+639985EdFz5IkCQDwIEkRNmgOjeiXfPQ7/gSzU8PNp/70xEx5XvvSECBPkgQBA5YQWIur56va10D6HULltlouPw7ono+PLp4kuAIB8ECCInjADRL3WvkVUvplK5Ye6XjsfrnaXjDHpmRYAgHwQIIieMANEkgtqGxlFEvatuUDoub5yIjjcIAgT5IEAQOfkGiOaQ8qYn0WC8ONPx6Th1vEHmziJAkA8CBJGTb4B4EyM2bdo09lN16Ph0nDpeHXeuCBDkgwBB5OQTIC+//LJdVzPbRmVuq0LTcXoz+er4c0GAIB8ECCInnwDxnufRvn17tyjWdLw6bh1/LggQ5IMAQeQEDRA90U/raZBdbU3JXlt0vN5gyVyebEiAIB8ECCInaIC0atXKrqeHMyWRjlvHr8/BLwIE+SBAEDlBAqSsrCx1H2D06NFucSLouHX8+hz0efhBgCAfBAgiJ0iAeOM+dt11V7coUXT8+hz8jgshQJAPAgSREyRAmjRpYtfp1auXW5QoOn59Dvo8/CBAkA8CBJGTa4BMnjw51Qj6vXQTVzp+77PQ55INAYJ8ECCInFwD5KGHHsrpV3fceWdj+lyyIUCQDwIEkZNrgJxyyim2fpcuXdyiRNLnoM9Dn0s2BAjyQYAgcnINkD/96U+2/lNPPeUWJZI+B30e+lyyIUCQDwIEkZNLgCxYsCDVfXfSpElucSLpc9Dnoc9Fn09NCBDkgwBB5OQSIGPGjLF1Na35ihUr3OJE0ufgTfOuz6cmBAjyQYAgcnIJED0XXHW5gV6ZdyM923PTCRDkgwBB5OQSIHfddZete+ihh7pFiabPQ5+LPp+aECDIBwGCyMklQG644QZb97jjjnOLEk2fhz4XfT41IUCQDwIEkZNLgFx++eW27umnn+4WJZo+D30u+nxqQoAgHwQIIieXALnooots3fPPP98tSjR9Hvpc9PnUhABBPggQRE4uAcIZSPU4A0ExECCInFwChHsg1eMeCIqBAEHk5BIg9MKqHr2wUAwECCInlwBhHEj1GAeCYiBAEDm5BAgj0atiJDqKhQBB5OQSIMyFVRVzYaFYCBBETi4BIszGWxmz8aJYCBBETq4BwvNAKuN5ICgWAgSRk2uA8ETCyngiIYqFAEHk5BogPBN9LZ6JjmIiQBA5uQaIeL+6e/Xq5RYlio4/l7MxAgT5IEAQOUEC5MYbb7Tr7Lrrrm5Rouj49Tno8/CDAEE+CBBETpAA0aUbrzvv6NGj3eJE0HHr+PU5+L2UR4AgHwQIIidIgEirVq3sem3btnWLEkHHrePX5+AXAYJ8ECCInKAB8uabb9r11llnHTNx4kS3ONZ0vDpuHb8+B78IEOSDAEHkBA0QadGihV23ffv2blGs6Xh13Dr+XBAgyAcBgsjJJ0Befvllu67uA4waNcotjiUdp3f/R8efCwIE+SBAEDn5BIgcffTRdv2mTZualStXusWxouPTcep4ddy5IkCQDwIEkZNvgHz33XemQYMGdhs333yzWxwrOj4dp45Xx50rAgT5IEAQOfkGiHjjQjSt+fvvv+8Wx4KOy5u23e+4DxcBUhxTp0413bt3N3vttZdp1KiRWX/99c32229vWrZsaa699tpqO314fy/Z+K1XCLXzrkANwgiQ1atXm0MOOcRup3Hjxmbu3LlulZKm49Fx6fh0nDreIAiQwrvzzjtTQV/T4sr0ustvvUKonXcFahBGgMjMmTPNlltumWpkly1b5lYpSToOLxx1fDrOoAiQwurTp4/9bNXJ4ZxzzrEdHubPn2+WL19uP++PPvrInj3uscce7qq+g8FvvUKonXcFahBWgMhbb71l6tevb7d34oknBv6lHhXafx2HjkfHpePLBwFSONOmTUt997I9Wrg6foPBb71CqJ13BWoQZoCI/vF6g+z0K7BUQ0T7rf3Xceh4gjRKLgKkcLzv8RlnnOEW+eI3GPzWK4TaeVegBmEHiHiXErToF3ypXc7S/npnHlp0PGEgQAqnefPm9nMdMWKEW+SL32DwW68QauddgQx+/fXX1NTsW2yxhfnxxx/dKoGp0fXORHQPoVRurGs/vXse2v+wwkOeeOKJVAN0//33u8XIw+abb24/13nz5rlFvnh/L36X2lA77wo4dHnmgQcesKGR/o9iww03NDfccINZunSpu0ogTz75ZOq6tHoxRb2Lr/bP622l/db+h0HdRg8//PAqjZCCavz48W51BOD1vFq1apVb5Iv7d5NtqQ21865AGp3ie6OptWy99dbmvPPOMzvttFPqte2228489dRT7qqB6Maz1ztL/8g1GC/oP/JC0f5ov7xGSPub7w1z0a/hiy++uFK30uOOO86cdNJJqbOzevXqmfPPP9/8/PPP7urIQVhnINn4rVcItfOugKkYMZ5+XX+99dYz//nPf8yCBQts+YoVK8ytt95qNtlkk1Sdgw8+2IwdO9bZUu7U9dW7LKRF3SijMneW9kP74+2b9jOfrrqiQNIlKq9R06Jr9B9++GGqzpgxY8yBBx6YKt90003NHXfcEfvpYAqlNu6BDB8+3LRr186etTZs2NDsvffe5r777itYx5HseweEbOHChfZGuUbjel/+448/3kyZMsWtav3000/2jMT7haz/duzY0cyZM8etmhP9o7rppptS055oOe2006odFVwMel+9v7cv2i/tX77/+HXmkh5IOsMbMGCA+f33392qli6T/fnPf07V33nnnc2rr77qVkMWXmeQM8880y3yJUiAtGnTxgwaNMhMnjzZXvadMGGCvVR56aWXOmuFI/veASFRg6WGa5tttkl96XfffXffl2Y+++wzc9BBB6XW1S/k22+/Pe9fyDoT8iZg1KJBX3o408cff+xWLQi9j97Pm1FXi/YnyNxW6bT+CSeckNqmAluNmgI8myVLltgpNjbYYINK+/T111+7VZGBNw5Ef69Dhw51i7MKEiDVmT59uj2LL4TM7wqESCNuvVN6LbqUolPrIPcehgwZYu+JeNtSr61cpzGvziuvvJJ6noi37LLLLqZXr16hd3HV9rRdbT/9/fT+2o98KCB0KVCXBL3t6lJhkEDSfp566qmp7ahB7Natmx1NjQp6gNcBBxxQ7ZMwdQlQn5tC5NxzzzXvvfeevUSry7MKGP270Fmm7gG6vM88m2z1Zs+ebf+9FULmdwVCoF8/OoX3vuS6eaubuEFvLHp0en7dddfZXlreto888kjz1VdfuVVzpgahdevWlRp2LQqqLl26mKefftpebvJ75qN6qq/1tL7XTTl90fvl8iTB6ugMr3///vYSlbddNUxvv/22WzVnavj+9re/pbb7hz/8wTz88MN5X14rZbrkqg4I3mey1VZbuVWs3r17244J7t+5u7gyve7KVE9/N7qUdeyxx5rLLrvMLQ5F1XcFQqCBb5rjZ6ONNkp9wdVIhn1/Qb/i0u8b6BfyJZdcYseT5Eu/vnUM6b3B0hf9qtQZxKGHHmqOOeYY06FDh9SiP+t1ladfmkpftF1tP4yzmw8++MDst99+qW2rO7S6RYfZwK9Zs8Y89thj5o9//GPqfTS77DvvvONWjTWdQVxxxRWVzvDUi+377793q6YobHTmtueee9rLSbqcqLNodVrQD6FJkya5q6S2nU119dK/Z3pPr2NK2LLvHZCjF18cZXbccffUF3jHHXe0vUMKSeMlmjVrVqkBffDBB0NrQPVLTr+4NTp+2223rfQP1O+i9bS+tqPthUEDLU8//fTUe+gMr2vXrnmf4dXkt99+M5dffnmlBlQ9f36qoQGNAwVov3797JmGd9xqnEeOHOlWjQSd+eom+hFHHGHOOusstzgUBAhCM3nyL6ZTp5fKA+Mi06jR3mbjjTe2p++63lsMxfwHrl906vaq+zG6kX/99debnj172rMP/Vd/1usqV72wfwHqEp4GWKZfwlNDUd0v2UL59ttv7eURvffu5cut5b+qF/zf/xmzaJFbteQV+gdKIc2aNcv+WywEAgR5+/XXZebmm0eZ5s0fLf9H9oj529/uMv/+933mp5/y62YbVHWXGHSDUw/1iQMNqNTDiLxj06WwF1980a1WNG+8/rrpseuu5u3yfTFays+0zOOP66aMW7XkFPISabGUlZXZwCsEAgSBrVq1xgwe/IX5xz8G2ODQcu65w8t/BUdjBLN7k1PXnXV2sKhEfyGPGzfODqT0jkfX0jXQslhneDVZs2qVWXH33cZstllFiGjZf3/1UXarlgSd4eksshCdNApJYz7ULV7zp+l7rl5eeuqhum8XAgGCQD74YJo56aSnUsHRps2T5rXXqh8IWNvUu2m33XZLNQQahzJw4MCMA+miRgMmNXAyfSClBlZqgGXk/PKLMRdcYEy9ehUhUreuMWefraH/bs3IWjxkiOlagG7ixaBR7wo6PTZXXXfVLbxv374F+64TIMhJWdl807Xra6ngaNmyn3n44TFm2bLcx3MUk8ab3HvvvZWm8tA/rtGjR7tVI0M3QXUfRQMmvX3WQEoNqIy8L7805rDD1p6NNGxozM03G7N8uVszOvS5ln++2t+h5cveIQ1UjTMCBL4sXLjC3HnnR2b//R9LhcdVV71tZs0qrctBev7FRRddlJpMUF1s1UNlxowZbtVapV+86eNFNLWIbsiXnOeeM+avf10bJH/5izHPPuvWql06kys/oys/tavYx/L/Li8/41uY51Q5SUCAoEZr1vxe3gZ8ZVq3HpQKjtNPf86MGzfbrVpS1L2xVatWqQZa41U0Iri2HzSlqUJ0CcLbL00lonECmlqkZOmso1evirMQL0gOPdSYL75waxaX7h3ddpsxmubD26+DDzYmhMk6k4IAQUaffTbTtG8/LBUcRxzxuHnhha9tqMTF888/X/4D+a+pBnuHHXYww4YNc6sVnHr1qHeP96wSLe3bt7e9gGJj1qyK+yG6L6LGWvdJunTRE7PcmoX30kum/BRvbXBst50xAearSjoCBFWoW+4VV7yZCo4DDnjM9Okz2ixaVPu9fQpBvZhuueUW21fea7z/8Y9/mM8//9ytGjqNI3jooYcqPUhr3333jfyDrvLyySem/Eu1tvFWzy314CrGvQb1ojriiLXvveGGxlx/vbpduTXhAwGCKvr3H58Kj0sv/V/5r+Df3CqxpAFXGgjoTT2i+Ys6d+5csEffaoCjBjp6waEBkBoIqQGRiaCxIn/609rGfNddjXn9dbdWODRuo2tXPSZw7fudfrqG8rs1kQMCJMK8RjybTPXSzyB+/DHzSGh3fQVG797vm9Gjp6fVSo5PP/3U/P3vf0817OoSedddd4XWG0cDGjWw0du+Bjxq4GPYo9VLwuLFxlx9tTENGqxt2B+p+l22dPZw4YXG7LKLMRttVHH2sPPOFd2GaxqfodHif/7z2u3vt5/6obu1EAABEmFuw55Jpnre61q6d8/8yy7T+kn3xBNPpJ5HrkUTI7722mtuNd80sEsDGdMfpKWBjpoSJPHKyow55ZSK+yPVPfe9d++1Y0uqW1R2663uWmvpfsc22+j0OhYj5KOCAIkwvw17pnre6wcf3N/+9+OPqz+jyLQ+9AN5sbnmmmsqPbVQM+1+8803btWMNIhLAxfTJ2HUwMZ8p29PDN0fUUgoXDp2rLiHotkE1DOt/GzRnH/+2hvz99zjro0CIkAizG/Dnqme9/qAARX3NE455Znys/mq19czrY+1NOX6KeW/kL0AUG+p7t27Z32wkgYqpj+karPNNrMDGoM8SCuRdI9ivfUqwkFnD5moTHVUd3r1P5QQPgIkwvw27Jnqea+vWLHaHH/8UPv/Tz01wa2WcX1UNWrUKLPPPvukAmHLLbc0jz76aJVZWTUwUQMUvRvyGrh44YUX2oGMyEHPnhXBcPLJbklV7dpV1NWMwCgKAiTC/Dbsmeqlvz5yZJn9/8MOG2gWLKg8nUSm9VE99ZJSaCg8vCBRqLz77rt2IKIGJDZs2DBVpgGLGriIAJo3rwiFN95wS6pSDy7V1SSOKAoCJMK8ht3v4nJfv/DCV+yfb721cg8Utx780YOV/v3vf1ca/Jf+BEYNUNRAReTBm93XzwOy1N1adQs0dTmqIkAizA2IbIvLff277+bZZ3Zo0f9nqofc6OmCbdq0SQWHph/RwMQoTLNe8rxxG37uGambtepqHRQFARJhfhv2TPWqe13jO/SazkY81dVD7u655x5z1FFHxebBVZHAGUikESAR5rdhz1Svutd/+22ZvQ+i1995pyxjPSASvHsgfro86z6J6rZo4ZagQAiQCPPbsGeql+n1oUMn2NdPOGFo+Vn/moz1gFp31VUVoaBBhtmop5bqqucWioIAiTC/DXumeple11gQjQlR2cCBa+e9AiJHsxHXr18RDJo7K5NBgyrqaBwI81sVDQESYX4b9kz1Mr0umudKZd4o9Uz1gFp3xx0V4aDR5p06VYw+1yh0zaA7ZowxnTuvHYl+113u2iggAiTC/Dbsmeplet2j+bG8OjXVA2qdHofrPTGwukVlemgViooAiTC/DXumeple92iGXs3Um60eEAkTJ1bMvKuJETUT7wYbVPy/HkqlMhQdAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACJAYW7Vqjbnnno/Nq6/yyFQA4SNAYmzcuNm2e+7hhw9yiwAgbwRIjI0ZM9MGyKGHDnCLACBvBEiMESAACokAiTECBEAhESAxRoAAKCQCJMYIEACFRIDEGAECoJAIkBgjQAAUEgESYwQIgEIiQGKMAAFQSARIjBEgAAqJAIkxAgRAIREgMUaAACgkAiTGxo+fbFq3vsCccEJ3twgA8kaAxNg334w0nTvXNd26beYWAUDeCJAYqwiQOuUB0sgtAoC8ESAxRoAAKCQCJMYIEACFRIDEGAECoJAIkBgjQAAUEgESYwQIgEIiQGKMAAFQSARIjBEgAAqJAIkxAgRAIREgMUaAACgkAiTG5syZYi68sL7p1auZWwQAeSNAYm7+/Blm+fLF7ssAkDcCBAAQCAECAAiEAAEABEKAAAACIUAAAIEkO0C++sqYCy80ZpddjNloI2M23NCYnXc25oILKspK0MqVS80bb9xuevc+wFx66aa2G2+PHtuZ228/xLz66s1m1qwSPK4Y/j0BcZDcAOnd25h69co/gTrVLyq79VZ3rbVmzDCmWzdjOnQItCy4qIMZeUcHM3Bg8GXUqIcq7dLChXPM9dfvYQcP1rS4Fi+eZ5577soq2891GXd91eP0veizXrPG3bX8/54AFEwd94VEuPvuisanbl1jOnY05pNPjFm0yJglS4z59FNjzj+/okx17rnHXbtCjx5VG7Mclp8a1TEPHVm1cc91+fXXH1O7NGDAOfa1K6/8k/nwwwHlZdPNqlXL7ViQKVPeN8OHX22uu263tIOoMGLEPVW2G2QZvl/V48xp0d9DujD+ngAUTB33hdj7sbzBXW+9ikanf3+3dC2VqY7qTp/ulhozdaopbzWr/pL2uYRxBvK///230i517765bcinTh1d6fVsFiz4yQwZcnGV7ee65HUG8n//Z8rTbu1OhfX3BKBg6rgvxF7PnhUNzsknuyVVtWtXUVeNWwm46KL1bYAsXvyLW1R6Yvz3BMRF8gKkefOKxuaNN9ySql5/vaLu/vu7JZGkG+cKkAceOMHOg1XSYvz3BMRF8gJks80qGpt589ySqubOrai7xRZuSSR9++175uKLG6TuSfTs+Vfz0ENtzUsvXWu+/vpts2bNaneV6Irx3xMQF8kLkHXXrWhs0q+3Z7JyZUVdrVMiZs/+2vTvf5a55JKNq9zk/s9/GpuxY591V4mmmP89AXGQvABJyC9bnW1Mn/65+eSTJ83TT19qrr66iQ2RLl3qms8/H+5Wj56E/D0BpSx5AeJdW3/zTbekKl1/V90WLdySkvP772vM88/3sCFy8837usXRk9C/J6CUJC9ArrqqorE55RS3pCr1AFJd9Qiqzvz5xpSVBVpWTyszC38qM7/8EnxRKORiyZL5NkDUW8u1bNnCKtvPdVkyq6zKcfpedBkqXZh/TwAKInkBMm2aMfXrVzQ4jz/ulq41aFBFHY0v0JgEl9b1BrEFWMIYSKgBg2r4/frhhzF2ve7dK1/qmTjxdXPBBetW2X6uS14DCXXJKn0cR1h/TwAKpo77QiLccUdFo6MA6NSpYlSzRjcvXWrMmDEVAwS9cLjrLnftCg8/XLURzGEJI0AUBDqr8Og+h+53TJjwqr2ZvnTpb3ZurLlzvzfvvPNAeeBsa9fr1+/MtAMx9p6I7o242891yStANL+VzkTShfH3BKBg6rgvJMbNNxuzzjpVGzJvUVmvXu5alc2cWfVSjM8ljEtYy5cvsrvhcRv06hZNZbJgwexK64lGo7vbz3XJ6xKWLgdWJ4y/JwAFkdwAkYkTK2Z0bdKk4hfwBhtU/H+XLhVlJWbOnG/N22/3Mffe28Zcc80upmvXhnY23ssv37r8B3prM3LkfeVnJMvc1aIvZn9PQFwkO0AAAIERIACAQAgQAEAgBAgAIBACBAAQCAESc5qhd968ae7LAJA3AiTGZsz40o790ABDAAgbARJj33wz0gZIt26N3CIAyBsBEmMECIBCIkBijAABUEgESIwRIAAKiQCJMQIEQCERIDFGgAAoJAIkxggQAIVEgMQYAQKgkAiQGCNAABQSARJjBAiAQiJAYowAAVBIBEiMESAACokAiTECBEAhESAxRoAAKCQCJMYIEACFRIDEGAECoJAIkBgjQAAUEgESYwQIgEIiQGKMAAFQSARIjE2YMNK0bVvHnHUWAQIgfARIjI0ePdI0aVLHNGtGgAAIHwESYyNHjjR16tQxjRoRIADCR4DEGAECoJAIkBgjQAAUEgESYwQIgEIiQGKMAAFQSARIjBEgAAqJAIkxAgRAIREgMUaAACgkAiTGCBAAhUSAxBgBAqCQCJAYI0AAFBIBEmMECIBCIkBijAABUEgESIwRIAAKiQCJMQIEQCERIDFGgAAoJAIkxq6++mobIHXr1jVlZWVuMQDkhQCJoeXLl5uuXbva8PCWTTfd1Dz11FNuVQAIjACJma+++srsvffeqeA48MADzQ477JD683nnnWcWL17srgYAOSNAYuTRRx81G264oQ2KDTbYwDz44IP29YULF5ozzjgjFSK77rqrGT9+vLM2AOSGAImB+fPnm1NOOSUVEE2bNjUTJkxwq5lBgwaZjTfe2NZZf/31zd133+1WAQDfCJAS9+GHH5rtt98+FR4XXnihWbp0qVst5dtvvzXNmjVL1f/nP/9pfv75Z7caAGRFgJSoNWvWmJtuusmsu+66Ngg233xz8/zzz7vVqrVy5Upz2WWX2d5ZWnfbbbc1b7/9tlsNAGoUqQCp80gdu6Bm06dPN4ceemjqLOKQQw4xP/74o1stq9dff91stdVWdhvrrLOO6dGjh1m1apVbDQCqVbDWeuqCqab7R93NXsP2Mo0GNDLr913fbP/k9qbl8Jbm2jHXmom/TnRXIUB8GD58uNliiy1so6+zj+uvv96sXr3arebbTz/9ZI466qhUGO2///7m+++/d6shi6lTy7/v3cu/73vtZQdu6h6TLi22bFn+fb+2/Ps+sZrv+///zLPxWw8otoJ8K+/84k6z7mPrpgIh0+LK9DqMWbZsmbn44otTjcl2221n3n//fbdaIL///ru54447TP369e22N9lkEzNkyBC3GjK48847U5cSa1pcmV53+a0HFFvo38o+X/axIVD3kbrmnHfOMaNmjTLzV8w3y1cvNz8s+sF89NNH5saxN5o9ntnDXZUAyUC/XvXL1mtI2rZta3tehW3MmDFmp512Sr1Phw4dzKJFi9xqSNOnTx/7Wel+0jnnlH/fR42yfzcazPnDD+Xf94/Kv+83ln/f96jm++4zGPzWA4ot1G/ltEXTTP3H6tsQGDxlsFucFQFS1cMPP5wa26H/6s+FpDEjZ511VqrR2nnnnc3YsWPdaig3bdq01Fnb4MEBvu8+g8FvPaDYQv1W9vikhw2AM0ac4Rb5QoCspV+xOtPwGg+dgVR3Hb1QnnjiidSYkfXWW8/cdddd9lIX1lKnA30+GqQZhN9g8FsPKLZQv5XNn29uA2DEzBFukS8ESAXd29A9Dq/h0L0P3QMptu+++840b948tR/HHHOMmTNnjlstsbzPZsSIgN93n8Hgtx5QbKF+KzcfuLkNgHnL57lFviQ9QNSbSr2qvBuy6m2lXle1SWNGrrjiCtvNV/u0zTbbmDfffNOtlkgae6PPZN68gN/3/x8MfhcgakL9Vno9r1atCTaWIMkBonEcGs/hNRYa56HxHlGh0Nh6663tvilMrrzyShsuSeYFfdCxM25AZFuAqAn1W8kZSDAaQe79mlWjpBHmGmkeNbp8dfTRR6caNF3C0WWupArrDCQbv/WAYgv1W8k9kNxozirNXeU1EBp4prmtokw30jXuQTfWtc8aMxKkB1IccA8ESRfqt9LrhXXmyDPdIl+SFCCaLVez5nqNg2bTzWdshy4nTZo0ybz00ku2x5TupaiXkMZy6L/6s15Xuerle/lJXXvVxdfb/7PPPjuWY0Z+++038/jjj5t27dqZ9u3bV/rcvF5YZ54Z8PvuMxjS6+memPalcePGpmHDhvbZL/fdd19esxEAQWX/9ubAGweiQYRDvxvqFmdVXYD0/LSn2WnoTqbjqI7mfz/+z6xYs6JSeSnSczr0vA41Chrboed4BPHZZ5/ZaTIOO+yw1FgRv4vqaz2tr+0EocDQ4Dlvm02aNAm8rSiZO3eu6devn71c551padG9n/TLVd44EA0iHDo0wPf9/283m/R6bdq0sdPyT5482Z7B6ofI4Ycfbi699FJnLaDwsn97c3THF3fYEFCInPvuuea92e+ZBSsW2IZfAaOR6DeNvck0HdbUXbXaAGn7ZtvU61o2HbCpOfuds83wsuFm2erid23Nx6+//mpOOumkVIOgX496gmAudB9CI5vTR4ynL3/84x/t/EvHH3+8PfvwFv1Zr6vcXUeLtqftBumm++STT9pLWdqOGlxNi1JqY0ZmzZplg71Vq1ZVpiVRb7hzzz3XvPvuu+5q9lhVRyGiOu+9V/59X1D+fV+xwgaMRqLrnpbONl3e9rPJVk+dLfT5A8WW+VuZh97je5t6j9ar1PBXt7iqe33xqsVm4OSB5rjXjzMN+jaotP5G/TYy7d9ub5767ilbL8o0xcWf//znVGOgZ5Zrugu/1Eurc+fOpkGDBpUaNz2yVmcRb731lh1F7ofqqb7W0/rp29P29T65zu6ryQRbtGiR2o4maNREjVGmBl5TkRx88MGpqe29RT3OunTpYqe5z9bLqnfv8u97vXqV1q9ucWV63ZWt3uzZs+0NfaDYMn8r8zRlwRTT7aNuZs9he5pNBmxiZ+Pd7sntzIEvHmiu++w6M+nXSe4q1QZIukUrF5khU4aYU946xWzYb8NKYbJBvw3MiW+caB7/9nF7xhMVujathtprYP7whz/Y+xB+LVmyxFx33XWVLlFpkOGtt95qG8AwaDvaXvrgRb2f3lfv75ca2v/85z+pMSOaKl5TxkeJeo3997//tbMOuw28Av6SSy6xYZ/rGdSUKeXf927l3/c997RnA5qNV5+nAlqfo+47ubIFgydTPX23dCnr2GOPtc93AYqt6reyRCxdtdQ89/1z9ob9xv03rhQm6z22njnmtWNMv2/6mV+W/eKuWjRqmA866KBUA6B7DjNmzHCrZaTJDdNvVOv/da092y/ioLRdbd99T+1HLnR2owGHWl+/7C+//PK8b9rnQ5cJb7jhBnvJ0A2Nv/71r3ZMy+jRo93VIi39GBRaumwGFFvJBkg6zfT76rRX7T0XbyyKt2hwY6uXW5mHJj1kZi+c7a5aMM8995zZbLPN7D9wXVPv1atXTmM71FXWm6hPc1KpB1WxGmG9j97PmwtL+6H9yYUek6sbvl4jt99++9lf6cUybtw4c80115hdd921SmjoNZWpTinT35Nuoh9xxBF2Akyg2GIRIOk0Cv7tGW+bzu91Nls9vlWlMKl7Zl1zyMmHmLvvvjvna/x+qWeMrp17jdUOO+yQ069bnQWkr//3v/+91h7wpPfV+3v7ov3K9exH9xi8nkwKJHWJLRR9zjqb0FmFGxo6+9BZSK6dFkqBOgDoswWKLXYBkm7N72vMu7PeNZd8eIlpfF9jU+eo8sakwdpGRdfBdQNUN4DD8OWXX9rnPnjbP/XUU+04Ar90TTt9Bl7daK/t/v16f+2Ht0/av1z3Sb/0d9lll9Q2NG7C7w3/mug+he5XqAtregcFb9FNfd3viPto+bKyMttTDCi2WAeI66MvPrITA/7lL3+p0tjss88+thvr119/7a7my/3335/qIbXRRhvZcQS50OUtTQuu9XXfQGdJUaL98XoqaT9zuRwnixcvtt1cvc97xx13NJ9++qlbLSudAalnlM6GvLm5vEX7px5VOusJq4NB1GjMh+4xaayKxuGom7C6Z2tQI1BsiQqQdBpJffXVV1f6Zewt3jXy8ePHu6tVoYFlJ5xwQqUgChJCV111VWobGlkcRdovbx+1v0HoJv2mm25qt6F7K7fddlvWHk8aU/Hqq6/aAPKeB+8tur+ksRsaw6FLOXGnaVOOPPJI+9x1dd3VWVbfvn2zfoZAISQ2QNKpi6Wuj6c/NtZbdD1dXVM//vhjdzU7sExTSqiefv3qUkouYzs8L7zwQurXvfYjyrR/3vFqv4PQJZcDDjgg9RmrQdRYhnS6l6RJJnW5yxuk6C26p6JR4jrL0y9xALWDAHHoevktt9xSaVCct+g6u0LinXfesWcv3tiOLbfc0rzyyivupnxRw6lfk9rOiSeeGPlfkto/7af2V/vtNvx+6VKUzmK8MSMaIa/A0BnKv/71L3sZMP2z19QvOtPTTfhc7isBKBwCpAa6jq7urBrL4Y5U9pbWrVubmTNnuqv6psZS29Ggs1JpGLWf3qBD7X8+dElm2223rfK5alGIqCOCQkX3UABECwHik66vP/DAA3YwoNfAaZxDrjeT0+lmqLetl19+2S2ONO2vt+86jnzoMpQ35kT3NDSmQZfHdBkLQHQRIAFo6nI1drp2nw/1ntF2dGmmFHmdB3Qc+dAkk95Ykddee80tBhBRBEgAI0eOtI2dehEFfRqdd/ahS2Off/65W1wStN/epb18zkI0Pbm2oXnCch1jAqD2ECABqJHTjXM1egMGDHCLfdFDgUr57MPjnYXoeILSVPPaRseOHd0iABFGgATUqVMn2+gdd9xxblFWuuav2Vq1vsY3lDLtv45DxxOkS61GpHsDMLl8BZQWAiQgTVPuNZy5zoSqJxBqXc1YW+qXbLT/3sy7QZ6sqB5WWlddgjVgEEDpIEAC0kyo3my7Q4YMcYtrpK6pWu/88893i0qSjkPHo+PK1cknn2zXZTZZoPQQIHnwemPlcv1fA/G8+ydBnqMdRd5ZhI4rl4GQ6qbrDRgcPny4Wwwg4giQPLz44ou28dPT+/w+uU+DE7WOllweLhVlOg7vmHKZxFAjz7VOw4YNzbJlpfV8ewAESF7U6HkD4J599lm3uFpvvPGGra8JBePEmyBRx+eXN/twvqPZAdQOAiRP7du3t43g6aef7hZVy5vRVnNtxYk3d5jfmYQ16aQXOk8//bRbDKAEECB5GjZsmG0ENWOsn5l4vdlsg3T/jTIdj47L72zCmnxS9TVJop5rAaD0ECB50iR/ugeixtDPfFaXX355TmcspULHo+PS8fnhPVxKM/sCKE0ESAhOOukk2xh26NDBLarioosusnXj0oXX43Xl1fFlo6ncvQdDPfHEE24xgBJBgIRg8ODBtjHUE+I0PqQmnIGsnQdMEyiWyhT2AKoiQEKgRtCbmiRbLyTugRhzwQUX2LqaDh9A6SJAQvLPf/7TNoqdO3d2iyrxemHtv//+blFJ0/HouLL1wtLzU7baaitbV8/yBlC6CJCQ9O/f3zaKf/rTLjXOb+XNoaW5n+LEeyyvjq8mo0aNsvX04Kggky8CiA4CJCTz5s03W299aHmAtDUffzzZLU4pKyuzDaiWoM8Tjxodh3dMOr6adOt2ha2nRwEDKG0ESIjOO6+/2WefPua22z50i1I0V5TXA8nv6PWo03HoeHRcNc2FpbJ99z3bbL75/uaxxwa7xQBKDAESomefnWSaNXvEHHPMYFNDO2ratm1rG1w/XV5Lgdc1WcdVky+/nGP22utWs9tuV5iff6b3FVDqCJAQzZu31DRv/qgNkS+++MktTrn//vttg7vDDjvU+Iu9FGj/dRw6Hh1XTe6552P72Zx//otuEYASRICErFOnl2wj2afPaLcoZebMmaZevXq20dVN5VLm3RTX8ei4anL88UPtZ/Pkk1+6RQBKEAESsqFDJ9hG8rjjan7I1JFHHmkbXk3pUcq8KUl0PDX55pu59nPZb79HzOzZzH0FxAEBErI5cxbbRlKN5VdfZe6mqhlo1fBqNPb06dPd4pKg/db+6ziyzaj7wAOf2s/k7LNfcIsAlCgCpAA6dHjBNpZqNDPRWJEmTZrYxveSSy5xi0uC9lv7r+OoaeyLtGv3tP1MBg363C0CUKIIkAJQI6nGsm3bmn+Ve4MP9Sv+66+/dosjTfvrnX3oOGoydeqv9vPQMn36ArcYQIkiQApgxowFqQbzu+/mucUp+tW+zz772Ea4VatWbnGkaX+139r/bGcfjz461n4Wp50Wj3EvACoQIAVy+unP2UbzkUc+c4sqGT16tFlnnXVsY5xtHqmo8Obz0n5r/7Np336Y/Swee2ysWwSghBEgBdKv3zjbaJ566jC3qIpu3brZBlkz+n72Wc2BU9u0f97Mw9rvbH78ce3ZmC5lAYgPAqRAysrmpxrOadNqHnW9YsUK07x5c9soN27cuLz+NLdKJGi/tH/aT+2v9jubgQPH28/g5JNrvh8EoPQQIAV0yinP2Mazf//xblEVmoTQm+Z8t912i9xMtdof7Zf2T/uZbdJEz1lnPW8/gwcfHOMWAShxBEgBPfzwGNt4qhH1Y9y4cWaTTTZJhUhUzkS0H154aP+0n37MmrUoNSZm8uRf3GIAJY4AKSA1mmo81YjOnLnQLa6WpgbxQkSXi8aOrd0bz3p/77KV9iuXqVc0ZYmO/4QThrpFAGKAACmwE0+smP9p8OAv3KKM9At/6623Tt1Yr63eWXpf74a59sfvmYfnvPNetMeuSRQBxA8BUmD33vuJbUTPPXe4W1Qj3WPwbqxr0biLb775xq1WEHofb5yHd8Pc7z0Pz9y5S1IzE0+cOMctBhADBEiBTZr0s21E1Zj+/PMSt7hGK1eutF1lvXEiGvmt6UNmzJjhVg2FtqvteyPM9b56f+1Hrp55puLZKG3aPFnjs1EAlC4CpMDUeOoegBrTKVMyj0qviQbr/e1vf0udEaiB79ChQ073I2qi7Wh7XnBo0fv5GSSYiQZQ6pjvvjv4NgBEGwFSBJq+vKYHTPmh6UL69euXmoDRW/QwJz0RcNiwYeann/y9h+qpvtbzHgblLdq+3ifb9CTZLF26ynzyyQyzfPkqtwhATBAgJUYNu6ZO1/M3vIdSpS+NGjUyLVq0MMccc4w9q/AW/Vmvq9xdR9vR9rTdfIMDQHIQICVMTwB84IEHTLt27cxmm21WJRhqWlRf62n9bE8SBIDqECAxop5S//vf/8w999xjrr/+etOzZ0979qH/6s96XeW59qgCgOoQIACAQAiQIlBvJC0HHPCYnZ02E69e1MXteAAEQ4AUgdeQaune/XW3OKVUGty4HQ+AYAiQIvAa0oMP7m//+/HH090qVqk0uHE7HgDBECBF4DWkAwZUPBtD07yvXr3GrVYyDW7cjgdAMARIEXgN6YoVq83xx1eMSn/qqQlutZJpcON2PACCIUCKIL0hHTmyzP7/YYcNNAsWLM9YL8ridjwAgiFAisBtSC+88BX751tv/SCtVtV66uHUtetrpnPnl2t1uemmUWbNmrUzIrr76fd4AMQLAVIEbkP63Xfz7Oy8WvT/meoNG1Yxo21tL9rPX35ZO5Ow97rH7/EAiBcCpAiqa0h7937fvqZf7x63nu4xvPbaFPPyy5NrddGkiOnc/RQ/xwMgXgiQIqiuIf3tt2X2voFef+edsoz1oqi6/Szl4wEQDAFSBJka0qFDJ9jX9byQlSvXZKwXNZn2s1SPB0AwBEgRZGpINXZCYyhUNnBgxZiK6upFTab9LNXjARAMAVIENTWko0dPt2XeqO5M9aKkpv0sxeMBEAwBUgTZGlLNJ+XVqaleVGTbz1I7HgDBECBFkK0h1XgPzWybrV5UZNvPUjseAMEQIACAQAgQAEAgBEgBaHrzc88dXmUAHgDECQESsjlzFpvWrQfZa/+PPTbWLQaA2CBAQqQJB7t0edmGR5s2T1aZnRYA4oQACVG/fuNseGhSwXHjZrvFABArBEhIvvjiJ9OiRUXX1Uce+cwtBoDYIUBCsGjRCnPccUNseHTs+GKlZ2cAQFwRICHo0eMtGx6ajXb27EVuMQDEEgGSp+HDv06NuB4x4nu3GABiiwDJQ1nZfHPQQf1sePTq9Z5bDACxRoAEpKcFnnbaszY8NIX58uWr3CoAEGsESEC33/6hDY+//72vmTJl7XPAASApCJAAXn/9PdOkySU2QJ55ZpJbDACJQIDkaObMmWbLLbc0G2zQ2HTseJtbDACJQYDkYM2aNaZ169amTp06pnHjxmbePC5dAUguAiQHt9xyiw2PevXqmXfffdctBoBEIUB8Gj16tKlfv74NkGuuucYtBoDEIUB8+O2338xf/vIXGx4HHnigWb16tVsFABKHAPHhtNNOs+HRqFEj88MPP7jFAJBIBEgW/fv3t+GhZdiwYW4xACQWAVKDyZMnm4YNG9rw6NSpk1sMAIlGgGSwYsUKs++++9rw2G233cySJUvcKgCQaARIBn379rXh0aBBA/PFF1+4xQCQeARIBu+//77Ze++9zcCBA90iAIAhQAAAAREgAIBAIhUgXnfZbPzWAwAUTqRaYb/B4LdedaZOnWq6d+9u9tprLzswcP311zfbb7+9admypbn22mvNxIkT3VUAANUI1goXiN9g8FvPdeedd5p11103tX6mBQCQXaRaS78NuN966fr06WPXqVu3rjnnnHPMqFGjzPz5883y5cvt9CQfffSRufHGG80ee+zhrgoAqEZurXCB+Q0Gv/U806ZNS82kO3jwYLcYABCA/1a4CPwGg996nh49etj6Z5xxhlsEAAjIfytcBF4w+F38at68ua0/YsQItwgAEJD/VrgI3IDItvi1+eab2/o8ghYAwuO/FS4Cv8Hgt57H63m1atUqtwgAEJD/VrgI/AaD33oezkAAIHz+W+Ei8BsM6fWGDx9u2rVrZxo3bmyf3aEJEO+7775Kj53lHggAhC97a11EQQKkTZs2ZtCgQfbhT0uXLjUTJkwwhx9+uLn00ktT9b1eWGeeeWbqNQBAfrK31kUUJECqM336dLPJJpuk/uyNA9EgwqFDh6bVBAAElbkVrgXZgsGTrd7s2bPtfY90d9xxh11HIXLuueea9957zyxYsMA+eVABo5HoN910k2natGml9QAA1cvcCteCbMHgyVRP9z10KevYY481l112mVtsevfuberVq5daP9MCAMguNq1legDsueee9uyiOlOmTDHdunWzdXSZS7PxbrfddubAAw801113nZk0aZK7CgCgGrEJEFm5cqW9iX7EEUeYs846yy0GAIQoVgHimTVrltl4443dlwEAIYplgJSVlZktttjCfRkAEKKSDxCN+XjrrbfM3LlzzaJFi2xvKj1dUGM/AACFU/IBotHlRx55pH08rbrutmjRwvTt29f8/vvvblUAQIhKPkAAALWDAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIJD/B4reuFuzhw3rAAAAAElFTkSuQmCC)
| Product Number | 8H69-7-12 |
| CAS | 648408-34-8 |
| MDL Number | MFCD00107578 |
| Molecular Formula | C13H13ClF3N3O3S |
| Molecular Weight | 383.77 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory