![1-[4-Fluoro-5-methyl-2-(methylsulfonyl)phenyl]piperidine-4-carboxamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABRRAAAUUQEGqRKSAAAChnpUWHRtb2xTb3VyY2UAAHichZVtj6IwEMe/yoTXZ6EtUjDqxuxmk0t21+TcS+7dpUJ1SQQ2gE/f/mZEdgE9EHXK9P/r00zb6cMp2cHB5EWcpTOLM8cCk4ZZFKfbmfX7/XnkWw/zaYgiFKbFzPooy8+JbR+PRxZ+mESfspSFWWJV9ZNTEbc0R8myfGsLx+H2n9eX1YUZxWlR6jQ0SBXxpLg4X7JQl5dR/KcLO9H5IU7tSm4n+aFq7a9w6OuwUxFZ33N5xLoForCJdwY2WZ7oEg7CYfh1fsDWpCbXpYlgfUa3ZC7OfT59fcrCfWLSEovUQhzq3arM9yE6kmxnwj02hoWfTzMr4QjoMksWea7PQCVyaw5agJagXdBj0B5oBdoHHYDmDv6wnqOAo4KjhKOGo4ijiqOMo06gTnCMxc7QYN7PnwZnBNXzBo+N5w2W19IzrPB/CUtcVkHBlFIquBrBPE+5tcHJOjiWMda5Cjx0+m5trs6rxEcjeG0CrBv7dZu4kPipzajd4dWMaME9iR37SioLzjgy9ClFhGCSk5XM8cm6zBNkcQjBvXePBZKsYsq59x4w4Tb93Xbqfup+a53PXNV8ryxG1/4K73y6ztKoUYQ4mllrjBFJfplNIa6htyDLI5NjAKgBkjYB0QYoUb6AxT1AtgFKq37AbQOUhP1DGrcBStl+wGsDlOD9gGoDtB36Ab8N0ObpB4I2cNlq/QTVd6Y9iPCbYZGrF+nEu9r8A4y8w3xnibjL3EadD+QJ78S9OosGmE7oq7NrgFE3KT+IdOJfHY8Dqxbcmc5AmolODlTH7wDT3fI+Hdf90RHdLPCr4/2WsRunjF1fOFi8uYzsxk1l4/08/weBITkXhut9rQAAOEhJREFUeF7t3Qu8VPP+//FSRCUUjksSKY5KDl0k91NROpwkHHSciFxTriGV0vlVIsqtGxXKXVE6ia4khehCqVTSTff73ec/n7X/azX7u2d2M9+Z2XutNa/n47EeNOs7s2dm7/m+57u+tyICAICFIuYNAAAkggABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVgiQAFm0aJG0a9dOzjrrLDnyyCOlRIkScvLJJ8v5558vHTt2lDlz5uQqX6RIEefITyJlACAWao6AePbZZ6V48eJehR/viBbrNlMiZQAgFmqOAOjdu7dTyRctWlRuueUWmTRpkmzYsEF27twpS5YskalTp0qXLl2katWque6XSDgkUgYAYqHm8LmlS5fKwQcf7FTyb775pnk6X4mEQyJlACAWag6fa9++vVPB33TTTeapA0okHBIpAwCxUHP4XK1atZwK/osvvjBPHVAi4ZBIGQCIhZrD58qWLetU8OvWrTNPHZAbDokcAJAsag6fc0de7dmzxzx1QGZI5HcAQLKoOXwuHS2Q/CRSBgBioebwOfpAAPgVNYfPuaOwbr75ZvPUASUSDmaZESNGSLNmzaR8+fJSunRpqVGjhvTt21f27t0bdS8AIEB8z50HopMIhw8fbp7OlxkOsZhlGjduLEOGDJH58+fL9u3bZfbs2VK/fn25//77o+4FAARIIPTq1cup5DVEWrZsKZMnT5ZNmzbJrl27nIDRmehdu3aVatWq5bqfGQ6xJFJm2bJlUqZMGfNmAFku/5oDvtG9e3cpVqyYV+HHO6LFus2USJmVK1c6nfkAEC3/mgO+smDBAmnbtq1Ur17daRHoarwVKlSQevXqSadOnWTu3Lm5yicSDvmV0X4PvZTVpEkTefDBB83TALJc7JoDWS+6VaOBpZfMACAaAYK4du/e7XSiN2jQQFq0aGGeBpDlCBAc0IoVK+Twww83bwaQ5QgQHNDixYulXLly5s0AshwBglx0zse4ceNkzZo1smXLFmeIsG6ZqxMaASAaAYJcdMmUhg0bOnuu69Dd2rVry8CBA+XPP/80iwLIcgRIAM2cOVMqV64sAwYMME8BQIEhQAKoT58+zvDapk2bmqcAoMAQIAFEgADwAwIkgAgQAH5AgAQQAQLADwiQACJAAPgBARJABAgAPyBAAogAAeAHBEgAESAA/IAACSACBIAfECABRIAA8AMCJIAIEAB+QIAEEAECwA8IkAAiQAD4AQESQAQIAD8gQAKIAAHgBwRIABEgAPyAAAkgAgSAHxAgAUSAAPADAiSACBAAfkCABBABAsAPCJAAIkAA+AEBEkAECAA/IEACiAAB4AcESAARIAD8gAAJIAIEgB8QIAFEgADwAwIkgAgQAH5AgAQQAQLADwiQACJAAPhB2gKk3x1F8j2QPgQIAD9IW81uBoZ5IH0IEAB+kLaanaAoOAQIAD9IW41PgBQcAgSAH6StxidACg4BAsAP0lbjEyAFhwAB4Adpq/HNTnM60DOHAAHgB2mr3c3QIEAyY+/evdKoUSMnQI477jjZsGGDWQQACkTaanfCIvPGjx8vZ511lhMe7nHMMcdIv379nGABgIKUthqfAMmcX3/9VZo1a+aFxhFHHOH8+9RTT/Vuq1GjhkycONG8KwBkTNpqfAIk/bZs2SJPPPGElChRwgmJgw46SFq1aiWrV692zu/atUt69OghZcqU8YKkefPmsnjx4twPBAAZkLYanwBJnz///FOGDBkiJ5xwghcMF154oXz//fdmUceqVavk1ltvdQJGyx566KHSoUMH2bp1q1kUANImbTV+MgGyb+9uefPR8vLOk6fLkh9Gmqez2tdffy116tTxguPkk0+Wt99+2ywW07fffisXXHCBd98TTzxR3njjDbMYAKRFYjV+ApIJkD27tzsB4t5nVO/6sn7FXLNYVlm+fLm0aNFCihYt6lT+JUuWlKeeekq2b99uFj2gYcOGSYUKFbwgqVu3rnzzzTdmMQBISWI1fgKSCRC1a/tG+frdB2TAXQc79xtwZ3H5cvi9snPrOrNoqO3cuVOefvppKV26tFfh33jjjbJs2TKzaFI0eDp16uQEkT6mBtMtt9wiK1asMIsCgJXEa/wM2bhqvozp09gLoMHtysqcCS/Kvn17zKKh895778kpp5ziBUfNmjXlq6++MoulZOnSpXLDDTd4P+Pwww+Xbt26OcEFAKko9ABx/TZnjLzT8QwvSN7tXFV+//lzs1go/Pjjj3LJJZd4lbpOCHzttdeczvNMmTJlipxzzjnez9QhwB9++KFZDAAS5psAUdq5Puvz3vJ62yO9IBn70tWy6Y+FZtFAWrNmjbRu3VqKFSvmVOKHHHKIPProo7J582azaEbs27dPBg0aJH/5y1+8ILnssstk1qxZZlEAOCBfBYhrx5Y1MvnN1tL/zmI5/SN3HyLffPCo7N5RMBVtuu3evVt69+4tRx55pFdxX3311bJwYeEE46ZNm+Thhx92AkyfS/HixeWuu+6StWvXmkUBIC5fBohr7bIf5JNel3itkTceOk7mffWaTpQwi/rWmDFj5IwzzvCCo2rVqvL55/64NLdgwQL5xz/+4T23o446Sl544QXZsyf8/U8AUufrAHEt+u49Gfb4KV6QfNitpqxamN7O5nSbP3++NG7c2Kucy5YtKy+++KIvK+fPPvtM/vrXv3rPVf9/7NixZjEAyCUQAaL27tkp343uKq/dV9oLki8G3SSb16U23DXdNm7cKA888IAcfPDB3uWhe++9V9at8/fwZA02XSZeg84NkiZNmsgvv/xiFgUAR2ACxLV1w+8y/rUW0q91USdE7v9HSRnQx27CXTppB3X//v2d1XHdCrh+/foyZ84cs6ivaT/I3Xff7QSfvgbtJ3nooYecfhMAiBa4AHGtXvS1DHi8jjQ+p4gcUya5JT/SbdKkSXL22Wd7wXHaaafJiBEjzGKBMnv2bGeElvuajj32WBk4cKATlACgAhsgSudNjHw/96KDF110UdxFB9NtyZIlct1113k/W1fF7d69u7NKbjppf8rHH38sgwcPlv/+97/SuXNn79B/6+16ft68eWmfS6JzRaKXjde5JJMnTzaLAchCgQ4Qly57/vjjj3vLnus8C132/I8//jCLpoWucvvkk086q97qz9NVcFu2bOmsipsqfexPP/3U6UfRPT7c15TooX0v1atXl/vuu89pBaXj0pMGogaVzmJ3f47ObtdZ7gCyVygCxKUbL11zzTVeJacbL/Xq1cuZh5Euurpt+fLlvZ9Rr149mTFjhlksKbqb4KhRo5xNoty5GdGH9kfo8F+dvf6f//zHOXRCovv/l156qVSrVs3ruI8+NEx1C1y9vLdjxw7zRydF19HSn+cu+HjYYYc5621t27bNLAogC4QqQFzm1q9VqlRxKuhUTJ8+3VnV1n3Mk046Sd566y2zWFK0taEbQh1//PG5Kn1dhl0XPhw6dKj89NNPCfc76OUrvYylq/HedtttudbZ0kMnMmqHeKotpUy8FwCCJ5QBovRb/SuvvCJHH320V9Fdfvnl8vPPP5tF85WJb926kKEGR/SILZ3Ep6OfUm3NmObOnSuPPPJIrn4ivfTWpk2blIMkE60xAMER2gBxrV+/Xu6//37v8o7+V/+tt+cn1nX/66+/PuXr/hMmTJDKlSt7j1mxYkVn+G+mV8fVQP3oo49yLaiol/h0cqOes5XJ/iAA/hb6AHFpy0NbIG7lqS0TbaHEqjy1oq1UqZJXNh0jj7Si1ctK7mPqsFgNjnT2zyRq9OjRTge9+1zOPffclOer6D7suh+7+5g6Ik1bWekekQbAP7ImQFzaF6J9Im5Fp30l2meiMjX3QYfhaie3+7i6f3lhz0zX4NQFHt0WVqlSpeT11183iyVt4sSJeebEjBzJtsVAGGVdgCj91v/MM884l3Dcik5bJJmYfa3f9vXbuBtIuu6Un/z++++59ibRy0+ptopizcrX9bU0XACER1YGiGv16tXOfBG3g1yPdK7/pENn3b6X8847L+VtajNFWyMdOnRw+i/0uTZs2NC55JYqd10wd/8THa0FIDyyOkBc+q1bK7g6deqYp6zppS+34tS+gSD0BeilJh1lps+5du3aadsfRAcj6GPWqlXLPAUgwAgQ2V/B3XzzzeYpK7r8h/ttXsMpVke9X+nWtzqk2A2RdLREdLtefbwGDRqYpwAEGAEi6Q2QadOmed/iNTzSvTZVQdA9290Q0ZFrqfaJECBAOBEgkr4AWb58udNR7vYj+HHzqERpS8QNQh01lgoCBAgnAkTSEyDa0tD9P/RxdMhuOkZwFTbtE3EvxemKv7YIECCcCBBJT4D07NnTeQz91p7qpDw/0dFZ+rpKlixp/boIECCcCBBJPUAWLlzoLbuuS4OEiQ4AcOeJ6Ix1m0mVBAgQTgSIpB4gV111lXN/XVY9jHSyoTtjvW/fvubpAyJAgHAiQCS1ABk7dqxzX53FPmvWLPN0aOiyJ/o6dfb+ypUrzdP5IkCAcCJAJLUA0bkSet977rnHPBUqeinLXeNKdztMBgEChBMBIvYBokuz6/20/0P3DQk7XddLX68OFEimFUKAAOFEgIh9gDRu3Ni5ny7Tni20I11fsy42mSgCBAgnAkTsAkQ3ltJFGPVIdpfDINNlWvS90u1xE91jnQABwokAEbsA6d69u3Mf3cY1m2hfiLs9rq42nAgCBAgnAkTsAsTd0e+ll14yT4We7rGur71Ro0bmqZgIECCcCBBJPkAWLVrklNehu3/88Yd5OvR0Rrr7+nXPjwMhQIBwIkAk+QBxK0QdwputTjnlFOc9GDFihHkqDwIECCcCRJIPkFtuucUpn8xIpLDRkWf6HiQyJ4QAAcKJAJHkA6RSpUpO+U8++cQ8lTWGDRvmvAdnnXWWeSoPAgQIJwJEkgsQHbrqLnHu1z3OC4LuG6/vwSGHHHLAHRcJECCcCBBJLkDcDuRSpUoFcrfBdNHQ0PDQ90LDJD8ECBBOBIgkFyDuRDodxpvtqlat6rwXH3/8sXkqFwIECCcCRJILkJdfftkp26RJE/NU1tF5IPpe9OvXzzyVCwEChBMBIskFiLvz4A033GCeyjrXX3+981706tXLPJULAQKEEwEiyQVIx44dnbK33367eSrrtGrVynkvOnXqZJ7KhQABwokAkeQCROd+aNk2bdqYp7KOvgf6Xjz88MPmqVwIECCcCBBJLkBogexHCwTIbgSIJBcg9IHsRx8IkN0IEEkuQF555RWnLKOwGIUFZDsCRJILkI8++sgpm8gSHmF35plnOu/FgZZ0IUCAcCJAJLkAmTt3rlO2ZMmSWT0Tfc+ePd5M9AULFpincyFAgHAiQCS5ANm5c6cUK1bMKf/bb7+Zp7PGvHnznPegRIkSrIUFZCkCRJILEFW5cmWnfCJ7YYTVG2+84bwHZ599tnkqDwIECCcCRJIPkFtvvdUp37ZtW/NU1nD3RGnXrp15Kg8CBAgnAkSSD5Bkvn2HVfny5Z33YPTo0eapPAgQIJwIEEk+QHQfkKJFizr7gmTjniDTp0933i/tRN+yZYt5Og8CBAgnAkSSDxB13nnnOffp0aOHeSr07r77bue1N2vWzDwVEwEChBMBInYB8uKLLzr3ybb5ILoj41FHHeW89lGjRpmnYyJAgHAiQMQuQP744w85+OCDnft99dVX5unQ6t+/v/Oajz/++AMO33URIEA4ESBiFyCqRYsWzv2yZVmT3bt3S8WKFZO+dEeAAOFEgIh9gOisdO1I1w71H3/80TwdOrrmlb5PxxxzjGzdutU8HRcBAoQTASL2AaKaNm2aFZXjunXr5Nhjj0269aEIECCcCBBJLUB0SQ93Taj33nvPPB0a7uTJKlWqOB3pySBAgHAiQCS1AFHt27d37n/SSSfJxo0bzdOB99lnnzmX6fQYP368efqACBAgnAgQST1AtD/g5JNPdh4j0bkRQaETJbXPQ1/bbbfdZp5OCAEChBMBIqkHiNKhvMWLF3ce56WXXjJPB9KuXbu8CZPVqlVLquM8GgEChBMBIukJEPV///d/zuNon4he9gkynePRvHlz5/UcccQRMn/+fLNIwggQIJwIEElfgOgGU9dcc43zWIcffrjMmDHDLBII+jpatmzpvA6dLJnIgon5IUCAcCJAJH0BonSE0sUXX+w8nvYdBC1EdKdBNzx046zhw4ebRZJGgADhRIBEPP74404F17BhQ/OUFR2J9be//c15zNKlSwfmctbmzZudSl6ft06QHDhwoFnESteuXZ3HPP30081TSAMd6KC/tyeffNI8BWQUARJxww03OBWcHtddd50sWbLELJI0DRG3JaJ9In7vWJ8zZ47TUa7PV/d7//DDD80iSdNO9w4dOniDC/S44oor5OeffzaLwoIOcujevbuUKlXKe38vuOAC+fbbb82iQEYQIBErVqyQmjVrOt+69UN42GGHSceOHWXbtm1m0aTo5Sy3T0QPHeLrx3kiurKwvmZ9jjrb/OuvvzaLJG3o0KFy4okneq9dO+LdveS1X0V3c9ywYYN5NyRIt1M+7bTTvPf3uOOO8ya06t+xTvxctWqVeTcgrQiQKNpfcf7553sfSt1178033zSLJUU7pHV0lvstXCcb+mXG+qxZs+TSSy/1Xm/9+vVl+fLlZrGkfPPNN97QXz0qVKggw4YNc8799NNPzmVC99zRRx8tr776asKr+iKnpai/J/c91H42XSF53759snjxYm/knB5lypRxlp3RlgqQCQRIDBoaWtG7H0QNFd2FLxU6T8SdbOhW1lqBFwZtcemmUG6olShRQp555hkn7GzpY+o+6TpbXR9TL4N17txZtm/fbhaVTz75RCpXruy9F7qnyoQJE8xiiKJrkd17773e70xbcQ888EDMFu3EiROlRo0a3vurLZWRI0eaxYCUESBx6OUrvYzlXtrRywL/+c9/ZOXKlWbRhGmfgC574l5q0OMf//hHge0non0PrVq1cgLD/flXXXWVLFy40CyasJ07d0q3bt2cwQLuY/7rX/+S3377zSyaiy4Nr6Gll7bc++klvl9//dUsmtV0VJxeYixbtqz3PjVu3PiA83K0VaerJ7urCOihHe26gjSQLgTIAWiH+vXXX+99CHV+h16SSuWygC7A+M9//tP7tq6HfgvXyw3p3mNdN77SDnztXHV/lh61atVKeXTYBx98IKeeeqr3mOeee65MmTLFLJav1atXO0ukuP1PGm5PPPFEQnuth93nn38uVatW9d7fM844Q8aMGWMWy5f2M7Vr187b/ExbMPfdd5+sX7/eLAokjQBJ0OTJk72huXpUqlRJPvroI7NYUvTboG5K5X643ePss892Opm1o/T3338375Yv7cPQS0QPPfSQExJux7V7XHnllSlfLjL7Tv7yl7/IoEGDnOvwtr777ju58MILvcc84YQTnI74VC6rBZW2CK+++mrvvTjyyCOld+/eTqvNln5padSokfeY5cqVc75Y0P+EVBAgSdAKcsCAAd6+GHr8/e9/dzo2U6GtBL1MEd35HH1of4Je09YOaL2Mpkfr1q29/9fb9Xz0cM7oQ8/pcM+lS5eaPzopa9eulTvvvNO7Dq+X4h5++GHZtGmTWdSaTlzUjnf3udepU0emTZtmFgslnYfz6KOPepc4Nfz197xmzRqzqLVPP/3UmY/jvr86dFtbOoANAsSCdlw++OCD3gddK9R77rnH6ehMlfYd6DdvHYaplyzMMEjk0A5q7dDWGeCLFi0yf0TS9Dr8Cy+8IEcddZT3M7TvZsGCBWbRtNCOd+2A1+DUn6WX+v7973+nPELMr7SVNXToO85QXPf9veSSSzK2y6W2ZJ577jmnZeP+PL2kmkpfGLITAZIC7cjUS0Luh1A7Ovv27etUuOmifS3awtHLZYMHD5annnrKqVzdQ/+tt+v52bNnO53a6TR27Fj561//6r3GM888M+W+k0RpmN54443ez9aO+qeffjryGu37n/zmhx9WSrNmL8jRR18oBx10iJxyyiny/vvvm8UyQls2d9xxh3eZU/ufdJCHtoSARBAgafC///0vV2tBK9lx48aZxQLll19+kSZNmuQKxz59+qQ1HBP15ZdfOhM9cyq5Y+W8826PvL/zzGKBsnr1VnniiS/k3HP7yTnnvBT5m7lDevZ8Oe1fABLxww8/eKsm6KEtoddffz0r+5+QHAIkTbRiff7553Nd5tEhspm6zJMpenlOO+CjL8/pnBHt/yhMWpnpJbkzzmgslSu3cSreO+74JBJ0qV82LEg7d+6R/v2/k3r1BjmvoWbNfvLkk+MjgVL43/rfffddqVixovf3q4MwCmqIOYKJAEkzt6PZvSygFfEjjzyS1o7mTNABArp4YvQAgcsuu8y5LOYnW7ZsjwT1lEgrZIBTAdeq1V+6dZssGzYkt097YRg7dmGkVfeW87z1uOWWj2TWrNVmsUKly+/o4pfRAzJuuummtA8vRzgQIBmiHaDpHuqaKTpE+ZxzzvGeazqGKGfab79tknbt/udVxpdeOliGDZsdaQn67/2dN2+NtGo10nuuV1zxhowaNV/8fIVIh4/r9gbuXCUNlC5dujgBA7gIkAzTyXbaMepWzjrZTq/p+4EO6033JMmC9s03v0vz5u96lXOzZu/I1Kn++La8bt32yLf5SU4rSZ9b3boD5aWXpsu2bfbzOQqaLqxZu3Zt729El+N55513zGLIUgRIAbBd7iNTMrFMS2Hau3dfpFKb47RC3CC5//4xkYDMu05UQdBW0NChP8rFF7/uPZ+HH/5Mli8v/H4OG9r/pCP9jj/+eO/v96KLLpKZM2eaRZFlCJACpPMYdD5DIgsOZspbb72Va6HIunXrprxQpF9s2rRTevT4MvKNOad/RPtJevf+WrZsKbgW1eTJS6Vp07e94LjhhvdkxoxwzF/R5WV08zV3LTXt59O11XQiLLITAVIIdGa1ueR5OraOzY8uVV+vXj3vZ6ZjqXq/WrRovdx11yivEq9ff4h89NHPsm9f5jodFi/eIPfeO9r7mX//+xB5//25Gf2ZhUUnpzZt2tT7W9IFMXv16pXSUisIJgKkEJmbLumCh7omVDrppkK6x7m7WOGhhx7qbH2qKwOH3cSJi+Xqq4d7lfqNN34QeX9XmMW885ddNiTyvsRurbhlTNrq6dXrK6lTJ6fVo//Vf2/eHPtxwmT8+PFSvXp17++3SpUqMnr0aLMYQowAKWTutq9aseuHUCt6XZ1WV6lNhbvdqW4q5H7A07Vdb5Ds3r1PBg+eKRde+JoXAk89NTFXGfd2PV59dUauc65YATJ9+nKnpeGe0xaItkSyiS7G+PLLLzuLM7p/Z2xbnD0IEJ/Q3eSuvfbaXJcFevbsaTUiytzuVFf3nTRpklksq6xdu80JDh0RpWESPYQ2OkD0XKw5JbECREdU6W3a5zFlSmoLVQadLg/fpk0bb2Vpti3ODgSIz+hS69G7yenCiB9//LFZLKb8tjtFDm0hmKOz3HBo23aM899nn52a63x0mWg7duxxLon5ce5JYWHb4uxCgPiQftj0Q6cfPveDqLvJ6YczlmS2O0VebjjMn7/WWVpE52voWlWxyiAxbFucHQgQH9Pmv14GiL4soJcJ3N3kbLc7RW7R4dC+/Tjn/3UCYLwySAzbFocfARIAupucdky6H0LtsNTx97rqr3ubzXanyBEdDkuWbHD6SXQuSfSlLgLEXqxti3Wb3XRulIXCQYAEiA6R1KGSbmjokY7tTrOdGQ6dO09w/v3YY/t36jPLIHnmtsV6iRbBRoAEjAaFbqOrH0DtJOdbXOrMcFixYoszi137Q7RfJFYZ2NNldNwvPwg2AiSAdGMn/QDqbGCkLlY46JIoelubNjmXBWOVgZ2JEyc6f7+nnnqqeQoBQ4AEEAGSXrHCYc2abXL++TmbPs2cuTJmGdghQMKDAAkgAiS94oXDCy9Mc26P3ssDqSNAwoMACSACJL3ihcPGjTvkoote987HKoPkESDhQYAEEAGSXvmFQ79+3xIgaUaAhAcBEkAESHrlFw66Oq+u0ptfGSSHAAkPAiSACBAEGQESHgRIABEgCDICJDwIkAAiQBBkBEh4ECABRIAgyAiQ8CBAAogAQZARIOFBgAQQAZJZOgv99ts/lg8+iL3/ClJDgIQHARJABEhmjRu3yBmy27LlCPMU0oAACQ8CJIAIkMz67DMCJJMIkPAgQAKIAMksAiSzCJDwIEACiADJLAIkswiQ8CBAAogAySwCJLMIkPAgQAKIAMksAiSzCJDwIEACaOjQPlKlShG55x4CJBMIkMwiQMKDAAmg0aP7SLNmRaRnTwIkEwiQzCJAwoMACaDx4/vIHXcUkVdeIUAygQDJLAIkPAiQACJAMosAySwCJDwIkAAiQDKLAMksAiQ8CJAAIkAyiwDJLAIkPAiQACJAMosAySwCJDwIkAAiQDKLAMksAiQ8CJAAIkAyiwDJLAIkPAiQACJAMosAySwCJDwIkAAiQDKLAMksAiQ8CJAAIkAyiwDJLAIkPAiQACJAMosAySwCJDwIkAAiQDJrzJjZcuaZHeXGGweYp5AGBEh4ECABRIBk1kcffSHlyp0vV1xxh3kKaUCAhAcBEkAESGa98847TgVXt25d8xTSgAAJDwIkgAiQzCJAMosACQ8CJIAIkMwiQDKLAAkPAiSAvvvuPSdAhg27xzyFNCBAMosACQ8CJKCWLPlW9uzZZd6MNCBAMosACQ8CBDAQIJlFgIQHAQIYCJDMIkDCgwABDARIZhEg4UGAAAYCJLMIkPAIf4D89JPIXXeJnH66SKlSIiVLilSpInLnnTnnAmLTplXy9tttpEOH0+Tuuw+Rdu3KSbdu58oHHzwiv/8+yyzubz7/nRAgmUWAZEghfK7CHSDdu4sUKxZ5lUViH3quRw/zXr6zZs2v8tBDxzlDd+MdgRGA3wkBklkESAYU0ucqQDVPkp5/PueNK1pU5LbbRL75RmTLFpFt20SmTxdp1SrnnJZ54YXc912+XKRGDZGKFa2O+XUryvN3V5THHrM7unSpIevXL/OeTr9+zZ2Q6NChsvz44yeydeta2blziyxb9oOMG/ecUz6WF19skuexkzmefLSiTG2Y9/UldFSqJDJ2bO4nlMrvpAARIJlFgKRZIX6uipg3hMJvv4kcckjOG/baa+bZ/fScltGyy/ZX2PLddyIHHZQ3xRM8Zp9URDo3z9tKSPRo3bqoLF483Xs6bdse6dy+dOl3+5/jAezdu1vatSub57GTOe6+rYiMr5r39SV8PPvs/ieU6u+kABEgmUWApFEhf66KmDeEwuOP57xZ115rnsmrWbOcsk88kfv2X34RmTDB6tg6dYIsnjNB5s+3O1atmu88BVebNoc7Ffq2bRty3X4gmzevzvPYyRy/zJsgG6ZPyPP6Ejr0m8+ff+rTyJGO30kBIUAyiwBJo0L+XIUzQGrVynmjzEsosfzvfzll69Qxz/hGz54XOAEyeHDLSMt0jXk6GAL0OyFAMosASaNC/lyFM0COOirnjVq3zjyT15o1OWXLlTPP+MYvv0yWO+8s7oTInXcWk//+t5YMG3a3TJv2pmzfvtEs7k8B+p24AVJLP5xIOzdAypcvb55Csgr5cxXOAClePOeN2rPHPJPX7t05ZfU+PrZ48TfSp08jL0jc4777Ssm4cVF9DX4VoN9Jt27dnAquWLFi8swzz0Sezm6zCCz99NNPUr16def91aNjx46yTTt7YaeQP1fhDJBCTuVM2rFjs/z88xcyZsz/SY8e9bwg+fLLQWZRfwnQ72Tu3LlSpkwZr5KrXLmyfPLJJ2YxJGH9+vWRLzv3Requ4t776h4nnXSSvPXWW+ZdkIhC/lyFM0Dc64KffWaeyUuvHWrZ2rXNM4EwdmxPJ0Ceeqq6ecpfAvY72bt3r7z66qty9NFHexVdw4YNnW/QSJy+jy+99FKkzirnvY+NGjWSefPmyZtvvulcxnJvr1evnsyYMcN8iOylLYZIC1guukhk2jTzbI5C/lyFM0AeeyznjWre3DyTl45e0LI6miGAtA/EGXJ79yHmKX8J6O9kw4YNcv/998vBBx/sVHL63zZt2jjfqJG/L774QqpVq+YFxOmnny6jR4/OVUYvXz355JNy2GGHOWUOOuggadmypaxcuTJXuayjLd5Iy9f5HOjxyitmiRyF/LkKZ4AsXSqRT3rOmzV0qHl2vyFDcsro2GgdT+3auDHnF3LJJVbHr9ddIoM7XyK9etkdOnFw27bEKqhff53mBEjbtkeZp+T99x/K89jJHL17XiLf/yfv60vouPzynPk0rlR/J4Xs559/jryky73KUL9RvxL5UOs3bOS2aNEiadq0qfdeHXnkkfLss8/m25e0ZMkSue6667z76CXE7t27y65du8yi4Rb5O4s0dfcHR6QF7ITHvn1myRyF/LkqYt4QGr165bxhOgPz9ttz5iVoZ9327SLaTL7jjv2zM597Lvd9p0zZ/wu0OFKdSKiHzsNwder0Vxk58klnNNb69b85G0lt2rQy8pKGSfv2FZzyr76aexy4lrnnnkPzPG4yR8oTCbt0yfWcUvqd+MSoUaOkSpUq4lZ02iE8fvx4s1hW2rx5c+QL8WNSokQJ573RQQi3R37Pa/Tae4ImTZokZ599tvf+VqpUSUaMGGEWCx9t0UZaul4Y6H/13xsSmPtViJ+rIuYNofL00/nPKNdz3bqZ98oRqShk8GCrY8N7g+WHiYNl6lS7Q5criWZW7ObxyCMnRD6ki3LdRy1ZMiPPYydzfP3VYFk5Iu/rS+gYNiznj9iUyu/EJ/SbdK/Ih/aII45wKjk9rrnmGuebdzb6888/I7/ywXL88cd778fFF18sM2fONIsmZF/k2/aAAQPkmGOO8R6vfv36MmfOHLNo8GkLVlsY2rHtfga09a4tkWQU0ueqiHlD6Ogfna5GqdcTdXXKww7L+f/WrXPOBcCKFT/Jp592i1RaF8ujj54kd92l1+EPl65d/xb5dvaEszZWoITgd6L++OMPadWqlfNNWys5/eb9+OOPyxZdhyhLTJ061Zkv41b0FStWlHfffdcsZmXjxo3y4IMPyiGHHOI8to7guueee2RdIiOOgkBbrpEWrFfJ68q5+sXVViF8rsIfIECGff/993LRRRd5legJJ5zgfCPXb+ZhtWzZMrn55pu911yqVCnp0qWL7Nixwyyasvnz50vjxo29n1W2bFnp27ev7Elk7oMf/fqrRJqs+4Mj0pJ1LkPl00fkVwQIkCY6g/3kk0/2KrratWvL119/bRYLNA0IDQoNDH2NRYsWdYLk999/N4um3ZgxY+SMM87w3t+qVavKuHHjzGL+pS1THQEVaak6waFLrOtKuZGWbFARIEAaaQX71FNP5apgW7RoUSAVbKbppSm9RBUdkHoJqyBp/1Pv3r3lqKOO8p7H1VdfLQsXLjSL+oe2RHUUVKRl6rU6dG5HpOWatG+/FbniCpHLLjPPFAoCBMgAvcRz0003eZWcBkrXrl0zcokn07QzXDvF3deineWFfYlOR3a1bt3a63/SfpJHH33UGQnmJzMjLdDBkaBd5QZHpIUaaaqaxQ5s1SqRW2/d31GuM9B9MMSZAAEy6KuvvsrTyfzee++ZxXxJBwnoMNzoQQI6TNdPgwR+/PFHueSSS7z397jjjpPXXnutUMNNaYtTW57aAr068rw+0S1mIy1TSfYLhIaE7iRYpsz+1otOCFy82CxZKAiQANq1a5uzE+HatYvNU/Ahrcxef/11p3JzKzqt9H744QezqC/oZSKd+KcTAN3nqxMD/TxM+f3335dTTjnFe741a9aUL7/80iyWcTt37nRamqVLl/aey92RluhGm02cPv5Y5LTT9geH7pI6caJZqlARIAE0ZcoAZ/7HwIE3mqfgY3p5pX379rkm2t1xxx1JTbTLNF1qJHqipC5FokuSBIFW3k8//XSuyvvGG2+U39I48zo/2rKM7iPSlqe2QJM2d65Igwb7g+OYY3Rf65w5Iz5DgATQ+PF9nAB55ZWm5ikEgHb4/vOf//QqGv2m/9xzz+W71Eem6eKGV1xxhfecdKmWl19+OZBLtSxfvlz+/e9/O5eP9LWULFnSGdiwXWdmZ4C2JM3LaNriTPoyms5Gv+++/Uu062z0du0Sm41eSAiQACJAwuHzzz/Ps9jgp59+ahbLKF0ssm3btqFcLHLatGlSp04d7/3VIdZvv/22Wcyathy1BRndR6QtzKQ78jWkX3op92z0Ro001c2SvkOABBABEh46GS7ecueZFGu5+gYNGoRuuXptBQwZMsSZ3Om+zgsvvFC+i17oM0naUtQWY3QfkbYorYYS6+XByJcILzgiXyKkgL9EpIIACSACJHx0eY57773X23BJWwIPPPCA00JItwkTJkiNGjW8yk83zPpYO2xDTEeOPfHEE17/ky4bf9ttt8nq1avNovnSFqK2FN33TiczaksyWXs0bCKh4wVHJIychQ4L8TKmDQIkgAiQ8NLdEHXhQLeC0gUF+/fv7ywwmKrFixfLtdde6z22Lpnes2fPrFoy/ddff5VmzZp574EuiJnItsXmciraYnzxxReTXk5FL28Nbt9ePoyeja6r5fpoIEUyCJAAIkDCb+TIkXLaaad5FZYucT7Rcgjn1q1bpUOHDnLooYem9O07TLQVdtZZZ3nvb7xti3VBR20Jun1E2kLUlmKyCzq6Q7l1Ema5yOM8FDkWX3yx9sCbRQOFAAkgAiQ7aMugR48eufZnb968udOSSNTQoUPlxBNP9O5/wQUXpHT9P0xi9QO52xZri09bfuaS8tpCTFasyaTj07RicWEjQAKIAMkuq1atkltvvdVpOWgFpC0JbVFoyyIeHYF03nnneZVWhQoVZPjw4WYxSN6RaNrKiA4ObQlqizBZYVrOJh4CJIAIkOz07bffSr169bwKSVsWb7zxRq4yseZAdO7cOWNzIMLE3LZY30OdgZ/se1eYKxYXNAIkgAiQ7DZs2DA56aSTvIqubt26MmXKFOnWrVuuWdj/+te/CmwWdpjobpPRl7WS2bY41pL+Bb1icUEiQAKIAMG2bdukU6dOcthhh3mVlXuce+65hbIOVJjE2rZYBzLEoysWR28q5ocViwsCARJABAhcS5culSuvvNKptLRvZNCgQWkZ8oscuiKxu+yMLhlvirVicTZta0yABNCQIX2kUqUictddBAhy6HpMa9euNW9GGsyYMcMJB+1Yd8Vqofh9xeJMIEACqE+fPt4fLIDMcgPk2GOPdf5trlisfSRBWbE43QiQACJAgILjBojOPg/LisXpQoAEEAECFJzp06d7oaFHmFYsThUBEkAECFBwRo0a5YWHO1MdOQiQACJAgILjXsLS5duRGwESQAQIUHDMTnTsR4AEEAECFBwCJD4CJIAIEKDgECDxESABRIAABYcAiY8ACSACBCg4BEh8BEgAjRs3zll7R/eEAJBZBEh8BEhA6SY4ADKPAImPAAGAfBAg8REgAJAPAiQ+AgQA8kGAxEeAAEA+CJD4CJAA0c1q2rVrJ2eddZazLo/ufqb7L59//vnSsWNHmTNnTq7y+kevR34SKQNkMwIkPmqOgHj22WelePHiXoUf74gW6zZTImWAbPbddz9KyZIVIl/W/maeynrUHAHQu3dvp5IvWrSo3HLLLTJp0iRnGO/OnTtlyZIlMnXqVOnSpYtUrVo11/0SCYdEygDZbNasxXLKKbdKzZptzVNZj5rD55YuXepsYKOV/Jtvvmmezlci4ZBIGSCbzZ37h5x7bj9p0GCoeSrrUXP4XPv27Z0K/qabbjJPHVAi4ZBIGSCbESDxUXP4XK1atZwK/osvvjBPHVAi4ZBIGSCbESDxUXP4XNmyZZ0Kft26deapA3LDIZEDQGwESHzUHD7njrzas2ePeeqAzJDI7wAQGwESHzWHz6WjBZKfRMoA2YwAiY+aw+cKug9kxIgR0qxZMylfvryULl1aatSoIX379pW9e/dG3QvIHgRIfPnXLih07iism2++2Tx1QGY4xGKWady4sQwZMkTmz58v27dvl9mzZ0v9+vXl/vvvj7oXkD0IkPjyr11Q6Nx5IDqJcPjw4ebpfJnhEEsiZZYtWyZlypQxbwayAgESX/41B3yhV69eTiWvIdKyZUuZPHmybNq0SXbt2uUEjM5E79q1q1SrVi3X/RIJh0TKrFy50umLAbIRARJf/jUHfKN79+7ONrZuhR/viBbrNlN+ZbTfQy9lNWnSRB588EHzNJAVCJD4Ytcc8KUFCxZI27ZtpXr16s4lJV2Nt0KFClKvXj3p1KlT5A99bq7y+YWDK16Z6FDSn6ctHiAbESDx5a05gP9v9+7dTid6gwYNpEWLFuZpICsQIPERIDigFStWyOGHH27eDGQFAiQ+AgQHtHjxYilXrpx5M5AVCJD4CBDkonM+xo0bJ2vWrJEtW7Y4I7x0x0OdjwJkIwIkPgIEueiM94YNGzpb5urQ3dq1a8vAgQPlzz//NIsCWWHevDVOgFx++RvmqaxHgABAPnbv3iedO0+Q4cNnm6eyHgECALBCgAAArBAgAAArBAgAwAoBAgBRdMSVHpddNkS2bt1lnna4ZUzxbo+WSJmgIEAAIIpbwevx6qszzNOOeCEQ7/ZoiZQJCgIEAKJEB8iFF74mGzbsMIvEDYF4t0dLpExQECAAEMWt4Nu2HeP899lnp5pF4oZAvNujJVImKAgQAIjiVvDz56+VmjX7Sd26A2X16q0xy5ji3R4tkTJBQYAAQJToCr59+3HO/3ftOilumURuj5ZImaAgQAAgSnQFv2TJBqlVq7/Urj1Ali7dGLNMNPf2RI4wIEAAIIpZwes6WPrvxx77PG4Z8/ZEjjAgQAAgilnBr1ixRc47b4DTH6L9IrHKuOLdHi2RMkFBgABAlFgVfI8eXzq3tWkzJm6Z/G6PlkiZoCBAACBKrAp+zZptcv75g5zbZ85cGbOMind7tOgys2evlg4dvpDGjd9y5pzcdNMHMnLkPAnK9jsECABEiRcCL7wwzbm9VauRccvEuz1adBn9b+vWn8gPP6yUnTv3OJfIWrYcIf37f2fcy58IEACIEi8ENm7cIRdd9Lp3PlaZeLdHiy7z/PNf52ltLF++OTDb5xIgABAlvxDo1+/btAZILOvX75B69QaZN/sSAQIAUfKr4HV1Xl2lN16ZeLdHO1CZPn2+cSYwBgEBAgA+MWbMArn88jfyLJ3iVwQIAPiAhscVV7whCxeuM0/5FgECAIXsww9/liuvfMtZOiVICBAAKERvvTVLrrpquDP6KmgIEAAoJIMGfS9Nm74tq1ZtMU8FAgECAIUkekiweWzevMss7jsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKz8P1e6UUbI768iAAAAAElFTkSuQmCC)
| Product Number | 8H63-3-24 |
| CAS | 1000339-66-1 |
| MDL Number | MFCD09264539 |
| Molecular Formula | C14H19FN2O3S |
| Molecular Weight | 314.38 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 214-217(dec.) ℃
TSCA: Not listed on TSCA inventory