![4-{[2-(Trifluoromethyl)quinazolin-4-yl]amino}benzoic acid hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA+mAAAPpgEgacjsAAACv3pUWHRtb2xTb3VyY2UAAHichZZpb6MwEIb/ysifN8YHV6okVdWq0krtrrRtpf22comTIgWogOb49zvGOYBQHEBjxu/jA4/Hmd3usw1sdVmlRT4nnDICOk+KZZqv5+Tt9XESk9vFLEERCvNqTj7q+vPG83a7HU0+dKb2RU6TIiO2/mZfpR3NTtKiXHuCMe79fX56aZhJmle1yhONVJXeVI3zqUhU3Yzimy68TJXbNPes3MvKrW3tn2DmZnRfLcllLvdYd4corNKNhlVRZqqGrWAUb/YD1jrXpar1Et4P6JbUx7kvZs8PRfKV6bzGomkhTdTmpS6/EnRkxUYnX9gYFn4+zEnGEVB1kd2VpTqAKRm34qAEKAnKBxWACkFFoGJQU1Cc4YP1HAUcFRwlHDUcRRxVHGUcdQJ1wrSDOoE6gToR4NpstBnc6+FT4ww38Bvum8dev1pP+3psLizh9xZzgvPHH/g0lDI6GUmlcQZ0Gkb+yUToxCHHKPEjmKIz9k/m6OzWcY4EDpwLdAcxcIn+qX+xJ/9Rd+zg2F1MWYRvIQ3kpVcrIXC4jHyCeiYlTHwqQ2MlDaZtKygLjOVUxAPvGANBGAFGu0AjaBCGzQeQ370dlV3uKPEpZ40JIyYRYEyyy0jsCDFOvHOgLGbvRb5sFSFdzsk7J00E/dGrCmfaRBCBolzqEvelacBI24DoAibezoAYAuQVEIz34HcBE8tn4G4ICLqAifxxIOwCZp+MA1EXMLtqfA5xF2j24Dgx7RJ2y46PyjTZYZot7mB6C25TgoPprblNIQ6mt+w25TiY3srbFOVgeotvU5qD6a2/TYEOphcCNmU6mHhgTV1MPw58NyP6cWDStyPcRH/jN6nfwYgBRjgYOcC4Uox/td2EI9xELwxOJ9coE14lmmHEa2VO73QcY/HqqPZa57iH/14W/wFfqod2j5jpWAAAOmJJREFUeF7t3QeYFFXa9nEx4QJGQAwYUQQTigqKq2JEzKJrdlFfFVSQNfC5YE5reE2YWEQUBDGAJBFEAdMqKrKAiIiKKErOSTLPN/fh7WHmMDPddbp7psP/d11zKV3V1VVdM+euOqk2MwAAAmzmvwAAQCIIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEyFBdrt+sxB8gU/DbCGQowgKZjt9QIEMRIMh0/IYCGYoAQabjNxTIUAQIMh2/oUCG8hvPaURHpuG3EchQhAUyHb+hQIYiQJDp+A0FMhQBgkzHbyiQoQgQZDp+Q4EMRYAg0/EbCgAIQoAAAIIQIECGWbt6ha1bu9p/Gcg4BAiQQdavX2f9Hz3ahj53pr8IyDgECHKCP1o7W0dtT/qsq9vv/773kL8IyDjZ9xcGlCAbw8K3asVie+22na13h71dNRaQ6bL/rw6w3AiQUX1uc8cxZUwffxGQkbL/rw6w7A+QRbMmW9cbt7ZBT5zgLwIyVnb/1QH/J9sDZOjzZ9lLrbeweb+P8xcBGSu7/+qA/+M3nmdTI/rv373v9vXTXq38RUBGy46/MCCObAkL37p1a+yte+vbq//YwVYsmeMvBjJadv7VAZ5sDZAJw59x+/7th0/5i4CMl51/dYAnkQBZPPsnWzJvqv9yhVmxdK51/8eO9tbdBzDyHFkp/l8dkAUSCZB3Hjzc9XRSd9lVfy7yF5e7z16/we33tAlD/EVAVoj/VwdkgUQCZMH07+zdJ5q6dXvcVtON+tbUIRVh/u/jXa+roc+e4S8Cskb8vzogx2igXu+O+7gg6fvgYTbjx0/8VdKu0x0nWpdWW9nCWT/4i4CsQYAgL61ds9LNN/VK22ouSD586SJbOu9Xf7W0eOedd2zvnTezrk/e4i8CsgoBgry2fOF0G/nKlQV3A5Ws201/sdED77Y1q5b7q6XMypUrbZ999rGaNWvawoUL/cVAViFAgAKzp4yy/o80dncjve6obT992ctfJSX+9a9/2WabbWZdunTxFwFZhwABYtavt8mjeljP/7ebC5IBjzWxOVO/9tcKNn36dKtWrZoddthhtm5dxTTeA6lEgACe1SuX2tcD7rSXb6xsL7Xa3Po8e5XNmzPTXy2yv//97+7u4+OPP/YXAVmJAAFKsWTuLzbsxQvsvEab2c41trVHHnnEVq1a5a+WkK+++so233xzu/DCC/1FQNYiQIA4vvx8pB166KHu7qFOnTrWv39/f5UyrV+/3o4++mj7y1/+YlOnTvUXA1mLAAESsHbtWuvcubPVqFHDBcnJJ59sEyZM8Fcr0Wuvvebec9ddd/mLctoRR3Sx9u0/8F8upOXIbgQIEIG63rZr18622mor23LLLe3GG2+0+fPn+6sVWrZsme2+++7uR/+fT2IB8sEHU/xFDgGS/QgQIMCkSZOsWbNm7s5ip512smeffdbWrFnjr2Z33nmnW6dnz57+opyngJg//09r0eItW7Bg02e8EyDZjwABkjB48GCrW7euC4kDDzyw4Gp7Y5WN2ju22WYbO+aYY1w7SL6JBcTgwZPtjjs+9JYSILmAAAGStHr1anviiSds++23d0Fyzjnn2E8//WQXXHCB63mlHlj5qGhAtG07xIYPL16VRYBkPwIESJE5c+bYtddea1tssYX7UZhcdtll/mp5o2hAzJq11M499w1buHBjVVa+BoiqOtu2bWv33HOPvyjrECBAin3zzTeugV0BojmvunXrlpcjz/2A6NNnonXoMLzw3/7yfKAqTlV16ndDP+renc13qAQIkGL//ve/XeFwySWX2F577eX+/4gjjrDPPvvMXzWn+QGhZqDrrhtkI0dOLXF5LlOV5tlnn+1+F1TVqTnROnbs6NrIKlWqZC1btrQZM2b4b8t4BAiQQurmq7uOfffd1828u2LFCrv//vutatWqrvC49NJLbdq0af7bclJJATFt2uKCgrS3LV68ssTluWbx4sXWvn1723rrrV21pqo4VdUZo44Wmp1AvxvbbrutPfzww+73JlsQIEAK/eMf/3CFQb9+/Yq9/vvvv9vll1/ullWpUsXuu+8++/PPP4utk2tKC4iePcfbnXeOKLZ8yZJVRdbIfqqyVNVlrVq13Dk//vjj7b///a+/WqGPPvrIGjRo4NbVxYeeGZMNCBAgRTQ2RAMMTzrpJH9Roc8//9yOPPJIV1Dsueee9sYbb/irZJ2pUzW4cqjdfffIYq+XFiDr1q23li37Fy7Xv0844VW75JI+Nnr0dG/t7KOqSlVZ6hyrCvOtt97yVymRZjvQNP+x2Q5OPPFE+/bbb/3VMgoBAqRI8+bNXTVFvD96jQl59dVXbZdddnEFxV//+lcbM2aMv1rGUzXUE098bo0bd7VGjbpa167hx/DGGxPsuONecaGi0evTpy/xV8l4v/32m6ui1DlVlaWqLlWFGZWqQW+55ZbC2Q5uuOEGmzdvnr9aRiBAgBR47733XMGhP/ZELVmyxP75z39a5cqV3XiRa665xmbPnu2vlnF0x9C370Q7+eQersC/4YbBNmXKAn+1yObNW2733feRHXXUS3bMMS/bCy98bcuXr/ZXyziqilSVpKom9TugqkpVWSbrhx9+cBcl2uaOO+5onTp1KnG2g4pEgABJ0kDCAw44wP2Rh1wp/vzzz3buuee6gmK77bazxx9/PHja+HRTFZOqmhQcGtfx0UdT/VWSNnHiHLv66gHuM04/vacbyZ6pA/l79+7tqiJ17o466ihXRZlqujjR75c+o379+jZs2DB/lQpDgABJevLJJ90ft64QkzF8+HA76KCD3Lb2339/GzRokL9KhVGVkqqWVKirqunVV8cWBGd6x7YMGfJTwRV4L/eZajP59tvMuTvTWB9VPepcqSpSVZLpnK5GFyn6Pdthhx3cZ5511ln2448/+quVOwIESIK6ZKpfvwaHpaJ6Qdt4/vnn3QSNKihOPfVU+/777/3Vyo2qkFSVpColVS2piklVTeVlxYo11rnzaGvSpJsdeWQX11A/Z075fb5v1qxZrqpRVY6qelQVpKoiy8vcuXPtuuuuc21t6hp8++23u67CFYUAAZJw/fXXu4I+1dUKmiK+TZs2rhFVP5r6YsGC5NsZEqWraVUdqQpJdwCqUlLVUkWZMWNpQWH9YeEdULdu/7VVq9b6q6WNqhRVtagqRp3v8847z1U9VpSxY8faCSec4PZl5513tpdffrlCZjsgQIBA+iPWlaCqE9Jl4sSJdsopp7iConr16gV3Ay+47p7pNGrUKDvjjH/Y4Yc/56qQVJWUKcaMmWGXXtrXBYkGJPoTNKaDqhJVpahzcPDBB7uqxkzx9ttv29577+32rWHDhvbpp5/6q6QVAQIE0hWgqhHKoy564MCBtt9++xUWYiNGjPBXSdoff/xhV155pZtao3r1A+yZZ951VUjJUNfWjz/+2A2UGzlypPvvJ5984l4PpV5g/ftPKgjWHnbQQQ/YOefcZOPHj/dXS5qqDlWFWDS8k6mm1DHr2It+F/pukvkuRF2FH3jggcLZDjSFTrLbTBQBAgT45pO37dh6m9ndHW/3F6WNqlEee+yxwmqU888/36ZMSf4KXFNnPPjgg1atWjW33Ysuush+/fVXf7W41B6kgZGqo9cz5DXPk7ZX2o+eEa/R161bt7Y+ffrYokWL/E2WaenSVQX73bOg4Kzp7gRbtWrl2giSpapCVRnGqg9VlVjWUydLomPRMenYdIw6Vv/4i/7ou9J3pu9O32HR6U4SpQuAK664wl0A6PPuvfdeW748ve1FBAgQ0drVK6x3h72tU+ta9uey8m/A9BtyO3ToENyQq0Jun332cYXY4Ycf7q6Qo1DvoDfffNPOOOOMwhmI9XPIIYe4OZ40YaCm9OjevXvhj/6tfdbzUorOTKtj+dvf/mZDhgzxP6ZMkydPdp+vbaiX0tNPP+32KypVDeouQ3cb2paqDlWFGIX2XcegY4kdl45Rx6pjLum70Hek70rfWew9+i51TPpuox7LF198YY0aNXLb2WOPPez111/3V0kZAgSIaMx7D1qX6zezSf952V9UrtSV9Nhjj3UFxa677uoKpES7ko4bN86aNm3q3qvJH7t27RqpEVZ3Lc8991zhGAhd8WoUturko46FmTlzpvXq1cs9iEujr7U9XbX784nFM3ToUKtXr557v/6rfydKVYKqGtR7VVWoKsMotK+xuax0DDoWHZOOLQp9d/oO9V3G7lr0Heu7jjLJon4P9Pug3wttQ78no0eP9ldLGgECRLBswe/WrW1Ve+ehhgV/pIkXuOmkK0xdaaqg0GA2XYGWRlU86jkW6wZ62223Ra460mN8Y3ctmutJ3Y5T1ZVUd1eqeomNd1A7U5Q2Jl2t6w5Egzr1fl3F6w6lNKoCVI8qrauqQVURRhnEqX2L9YbSPmvfdQypoO9U323skQD6zvXdR7F06VJ35xOb7eDqq69O2f4JAQJEMKLb5dalVSWb+WP59naJR3XdKrxiV62qCy86nUasYI0VzGeeeWaZBWtJFDSqntH7Vc2jif+iVq8kSvNBaRp0VeWofSDqIE0FpdpEFJS6I7j11luLBWVJ08hELVi1T9o37aP2VfucDvqO9V3HqtZ0DqKGvoJSbWaxoHz00UcjBWVpCBAgQbOmfOHCY/hLF/uLMoZ636gXjgoK9cpR7xxVxxSt2nn//ff9t8Wl6rLYXcdVV10VuVE5lLpKx6qG9HjgqI3C6p1VtKpOBfErr7xSrGpHxxaF9kH7ovdr37SP5UHfub772N1I1P0WVdXF2lpUVTdgwAB/lUgIECAR69dbv38dZd3aVLGl88uni2QyNB5A4wJUUOhHVTrPPPNM0B2D5mLSRIF64JHmfipvmqxQ3Yt1HMcdd1xQh4G+ffsWBqB+VOUXciz6bO2DtqF9qohnumi/dS50TnRuolJngRdffLHwjqZZs2b+KgkjQIAETP6iu2s4/2bQvf6ijKVGcTUMq1tnaPdWFVaqotl9993tu+++8xeXK02PrgKvcePGQSGiRmgVmpp6JuqdjOgz9dnaB+1LRdK50DnRuQkJQlF3ZbWDaU6vUAQIEMfqFUusZ/td7fU79rA1q6IXPBVJbSFqBwihq1sVUHXr1i23gWnxaDoRFeCnn3560Ih8dTLQhJVR6bP0mfps7UMm0DnRudE5CrkTEd3JtGjRwn85YQQIEMdX/f7p7j5++jrsSq8ihQaI6tdVRVK7du2MCY8YNYirIL/55pv9RXGFBog+S5+pz84kOjc6RzpXIW0iBAiQRovnTrGXb6xsAx871l+UFUICRD189FxuFS4TJkzwF1c4Vc2pF5mq5qJ2aw0JEH2GPkufGWWsTHnROdK50jmL2juLAAHSaFjn8+2lVpvb3F+jX91lgpAA0VQmutoOrVsvD5rqQ8/hqFWrVqSBi1EDRNvWZ+izQqYXKS86VzpnOndRECBAmsybNtZVXX3c4xp/UdaIGiC62lZBpO6imU7dk7WvmrcqUVEDRNvWZ0QdmV4RYl18o9yVESBAmqxcNt++ePsWW7Es8SvcTBMlQDSrq7q61qhRI9JVfUVSF1QNFJw0aZK/qERRAkTb1LaT6eZannTOdO50DnUuE0GAAChVlADRtBm6gtVgu2yh+n+NJG/ZsqW/qERRAkTb1LYzsR2oNDp3Ooc6l4kgQIAkqIqqpJ9ckWiAaIChJu3TvEshgw0rkh7opfEM06dP9xdtItEA0ba0zXQ+LCwddO50DnUuEzmPBAiQhFwKi5IkGiCaNjzKlWsm0cOZtO96pkk8iQaItqVtatvZJnYnqXMaDwECJIEA2UCz1moixlTNqlueNHW5rro16j6eRANE29I2E50eP5PoHOpc6pzGQ4AASSBANnSJ1WhmPYMiW91+++3uqjveA6ASCRBtQ9vSNrOVzqXOabyuxwQIkAQCxNwjVFVg6kFG2UrPF0+kCi6RAIlVAWmb2UrnUsegc1sWAgRIgt94nmuN6Fdf3caqVq3tv1yMnsOt3kahEy5mAs2Kq0bviy8ue6r9RAJE29C2KmKm3VTRudQ51bktCwECJCGXwqIkt9/ey+rXv81/uRg9HyJeoZoN9BzwOnXq+C8Xk0iAaBvaVrbTcercloUAAZKQ6wFy990jCwrNl/yXC2luJz1VT0+5y3Z6Pofq/cvqvhovQPRebUPbynY6pzq3Zc3fRYAAScj3APnll19cXfldd93lL8o6seeFlPUM9XgBovdqGxX9vI9U0DnVsegcl4YAAZKQ7wHy1VdfuULmhRde8Bdlnc6dO7tjGTVqlL+oULwA0Xu1DW0r2+mc6lh0jktDgABJyPcAGT58uCtkXnvtNX9R1unZs6c7lg8//NBfVChegOi92oa2le10TnUsOselIUAAlCpegAwaNMgVMnpmeLbTMehYdEyliRcg+fZ9ECAAShUvQLgDKY47kGgIECCHxQsQ2kCKow0kGgIEyGHxAoReWMXRCysaAgTIYfEChHEgxTEOJBoCBMhh8QJEGIleHCPRE0eAADkskQBhLqzimAsrcQQIkMMSCRBm4y2O2XgTR4AAOSyRAOF5IMXxPJDEESBADnv00c/sxBO7+y9vgicSFscTCRNDgAA5bOnSVfbbb4v8lzfBM9GL45noiSFAALjuq3vuuae76i6rG2wmOuuss1yj9/Tp0/1Fm0g0QLQtbVPbziY6dzqHOpeJnEcCBEBKxK5cu3Tp4i/KWBMmTHC9jVq2bOkvKlGiASLapratz8gWOndR7iQJEAApsWLFCttnn32sRo0aNm/ePH9xRmrWrJlttdVWNmnSJH9RiaIEiLapbeszsoHOmc6dzqHOZSIIEADFHHFEF2vf/gP/5UJaXprBgwe7K9irrrrKX5RxBg4c6Pa1bdu2/qJSRQkQ0bb1GfqsTKdzpn3VOUwUAQKgmFiAfPDBFH+RU1aAyEUXXeQKot69e/uLMoa6p+6yyy5Wq1atSHdLUQNE29Zn6LPidYmtSDpXOmc6d1EQIACKUUDMn/9nQcHwli1YsGlVRrwAWbRoke27776ucMnE+n/N7XTmmWdapUqVIl1tS9QAEX2GPkufWda8UhVF50jnSudM5y4KAgRAMbGAGDx4st1xx6bPxogXIPLNN99YlSpVrHbt2vbbb7/5iyvUrbfe6q62b775Zn9RXCEBIvosfaY+O5Po3Ogc6VzpnEVFgAAopmhAtG07xIYPL16VlUiAyHvvvedGM9etWzdjQuTxxx93Bfnpp59ua9eu9RfHFRog+ix9pj5b+5AJdE50bnSOdK5CECAAiikaELNmLbVzz33DFi7cWJWVaICI6tZVQO2+++723Xff+YvLVex5H40bN7YlS5b4i+OaMWOGVatWzY3SnjZtmr84Ln2mPlv7UNHPC9G50DnRuQltq1IvM71foRqKAAFyjB8QffpMtA4dNj7W1F8ej65uVUWiq9XQwioZmhVXz+dQwX3cccdFDo+VK1faww8/7PZf29CPjue+++6LPOOuPlv7oG1on6K+PxV0DnQsOoaQO4+FCxdau3btXBdljXO55ppr/FUSRoAAOcYPCE3ndN11g2zkyKklLk+E6tc1viDWxXf+/Pn+KmkxduxYa9Cggfvcyy67zJYvX+6vUqZ+/fq5xmW9X9vRDLv/+c9/7Mgjj3SvacR2vBlrfdoH7Utsm9rH8qDvPNZVV+ciapuHquH0qF6NFdE2Tj755KQ7SRAgQI4pKSCmTVtsZ5/d2xYvXlni8kSoh4+ecqfCp3r16m7UcyLTZYTQVXL79u1dFYueqtepUyd/lTJ9++23dtJJJ7l9VYGpfS3aZqJJEl955RXXPTd2ZzNmzJgiW4hP+6R90z5qX7XP6aDvWPuv71z7qnMQtbeVgvPQQw9179cDs/r37++vEoQAAXJMaQHRs+d4u/POEcWWjxs302bMWFpkrfjUrTV2N6J5lzRtRqpm8Z01a5bde++9tsMOO7jtn3DCCWU+49yncRs33HCDK9RVRXPLLbeUWbCrSuqOO+5w816pOud//ud/bPbs2f5qpdK+aR+1r9pn7buOIRX0neq71Xccu+uI2m1Zz0O/4IIL3PtV7fXII4/YqlWr/NWCESBAjiktQNatW28tW/Yvtrx581529NFdC66mv7RlyxIvWNSu8Nxzz7kqIBVOapjWMyj0IKMoA/tk5syZ1qtXLzvnnHNcoR+rGlL1U6LWrFnj7gh23HFH9371mPrhhx/81Ur1888/27nnnuveu/3229v//u//Rrq70r7Gqtp0DDoWHZOOLQp9d/oO9V3qO9X29B3ru9Z3nqilS5cWXCzcaZUrV3bBqKqvqPuSCAIEyGM//jjftY8oVE499TUbMGCSC5pEqZDVtOF69oSu+lXg6UfP4r7wwgutY8eO1q1bN+vevXvhj/7doUMHd2V84IEHFr5HhZ2qZ4YMGeJ/TJmGDRtm9evXd9s44IADghqWYz788EPXzVfb2n///e3dd9/1VymT9l3HoGOJHZeOUceqYy7pu9B3pO9K31nsPfou9Z3qu40SZKqa69Gjh+22225uO02aNLGvv/7aXy1lCBAAbtoTtZEoSC6//B0bOzb61aqm+lCDtJ7Drfp2tQ/ECsSSfnSFrav21q1bW58+fSLX66v6SNOta1uqPnryyScjFbal0d2Mrvh32mknt+3TTjvNvv/+e3+1MulYdEw6Nh1j7G6itB99V/rO9N3pOwyZNuXLL78s7GaswYW6A0o3AgSAs2rVWuvadYz99a/dXJCo6+/MmdHaR3wa7Pbxxx+7Rlw9nEn//eSTT5IamKi2AT1uVu0WW2yxhSt0586d66+WNPV6uummmwrbUzQafcGCBf5qCdMx69iLfhf6bpL5LkTPLlGXYk23oiC6++67bdmyZf5qaUGAAChm9uxl7lnqCpEmTbpZly7f2IoVa/zVyp3moXr55Zdt5513dlfZarwujy60GrR3yimnuM9UT6gXX3wxaBR8qqlN5KGHHnKDI7Vvmkjx119/9VdLKwIEQInGj59VcGXbzwXJGWe8bkOH/uSvUm4+/fRTa9iwoSso9957b9fQXN4GDBjgusBqH9ReUZGPu+3bt29hT7jDDjvM3dlUBAIEQKk0CHHQoMnWrFlPFyTXXDPQvv8+9dVFpVH1ziWXXOIKyqpVq9oDDzyQ8MOS0kFdYB999FHbbrvt3D6df/75NmVKydPmp8P48eOtadOm7rNr1qxpXbt2rdAZggkQAHEtX77ann/+KzvmmJcLrngft3btHkvZeIeSaLS3xlSo8Vl1+1dccYX98ccf/moVRl1ir776atdFVj2u1JNKXWfTRW08rVq1cm0+ao/RrMBROx2kAwECIGF//LG4oCB7tqDQ3NldhT/22GMpHZgmr7/+uu2xxx7uKrtRo0b2xRdf+KtkjNGjR9uxxx7r9nXXXXd1XXPVlTZV1Kvs6aefLhxYqa69kydP9lerMAQIgMhGjBhhBx98sCvU9ttvv5Q88jXdhXE6+aE3atQof5XIhg4davXq1XPb1H/170xDgAAIop5IL7zwQuEcTeqpNHHiRH+1uFQVVrQ6SAPuos64mwlU7XbPPfckXe2mOwzdaeg71Z2H7kBSMb4lHQgQAEnR2Ii2bdu68RL6adOmTUKz9arqS1VgFdUgnS7qSnvxxRcXNvw/+OCDCTX8q01DbRtq41Bbh9o80jG+JZUIEAApodHap556qis4dVeiiQA1qrskqvJS1ZfWVVWYqsRyjboeH3744e4Yy+p6rF5UL730kutVpXXVy0q9rbIBAQIgpQYNGuTmkVJhqHmlhg/f+DArVXFl4qC8dFE4qKtt0cGP48aNK1yu8Rsax6FlGteh8R3ZhAABkHKqntKzw2PVU5odV9U6sWlBVOWVzLQg2UbVU0WnX9EDqc477zz33WgkuUaUR5ltN1MQIADSRs/W0CNTVVDqR1VcUScmzCVFJ4DUj+aw0lxW2SqpANmsS9lvL2n5+7+/b2cOPdNq9KhhlV+ubHXeqGOXDL/Evpi1oa93Se8BkN30CFk90AgbaE6vKM87yVRJldbxCnt/+d2j77aG7zS0d3971xasXGB/rvnTBce5w84tXNd/D4Ds17x5c6tVq5b/MrJcUqV1vMK+6PJhvw+zBn0buNAoyf1j7nf/jbdNANmHAMlNSZXW8Qr7osvPGnqWvfPLO0WWlizeNgFkHwIkNyVVWscr7IsuV5vHnBXxn7IVb5sAsg8BkpuSKq1V2Mf7idmy65a2Zl3Jg4qKIkCA3EOA5KakSut4hb1/BzJ3Rfxh+fG2CSD7ECC5KanSOl5hX3S5uu7SBgLkJwIkNyVVWscr7Isu1/iPw/oeZivWljyp2ANjHnD/jbdNANmHAMlNSZXW8Qp7f3nHrzvaEe8cYYN/G2yLVi1yYTJq9ijGgQA5jgDJTUmV1vEK+5KWD5k2xJoPaW7Ve1S3rbtu7UaiXzriUhckUtJ7AGQ3AiQ3UVoDSDsCJDcRIADSjgDJTQQIgLS78MKbrG7dk/yXkeUIEABpd8MNb1vTps/5LyPLESAA0q5t2yF26qmv+S8jyxEgANKOAMlNBAiAtCNAchMBAiDtCJDcRIAASDsCJDcRIADSjgDJTQQIgLQjQHITAQIg7QiQ3ESAAEg7AiQ3ESAA0o4AyU0ECIC0I0ByEwECIO0IkNxEgABIOwIkNxEgANLumWdGWevW7/ovI8sRIACAIAQIACAIAQIACEKAAACCECAA0uKII7pY+/Yf+C8X0vKS/r8k8ZajYhAgANIiFiAffDDFX+QQINmPAAGQFir058//01q0eMsWLFjhLyZAcgABAiAtYoX+4MGT7Y47PvSWEiC5gAABkBZFC32NRB8+vHhVFgGS/QgQIMUmTJhg9erVs80339wef/xxW716tb9KXiha6M+atdTOPfcNW7hwY1WWHyDxfpB5CBAgRebNm2c33nijbbnllu6nRo0attlmm9n+++9v776bf9N4+IV+nz4TrUOH4YX/9gOkLPGWo2IQIECS1qxZY88++6zttNNOLjBOP/10mzRpknv9ueeeK3z9tNNOc6/nC7/QX7/e7LrrBtnIkVM3We6v64u3HBWDAAGS8MEHH1j9+vVdQNStW9cGDx7sr2Lz58+3m266yd2VbLXVVtauXTtbsGCBv1rOKanQnzZtsZ19dm9bvHglAZIDCBAgwE8//VRQEJ7tgmP77be3J554Im5bx3fffWcnn3yye0/16tWtc+fOtnbtWn+1rDRhwmzr1OlLW75843dQWqHfs+d4u/POEQRIDiBAgAgWL15s7du3t6233tq22GILu/baa23OnDn+amUaMGCA1alTxwXJIYccYiNHjvRXyRpz5iy3e+75yI48sosde2w3mzFjaeGy0gr9devWW8uW/QmQHECAAAlYt26ddevWzWrVquUK/uOPP97Gjh3rr5awVatW2SOPPGLbbrut216LFi1sypSSR2xnolWr1hZ8H/+14457xRXuGucxffoSfzXkOAIEiOOzzz4rKCSPcAX9XnvtZW+99Za/SrCZM2faVVdd5br8Vq5c2Tp27GhLl268is9EI0b84toxFByXXtrXxoyZ4a+CPEGAAKX47bffCgrIS11wVK1a1R544AFbsWLTKTlSYfTo0dakSRP3Wbvttpt1797d1qvbUgb58cf51qrVuy44Tjmlh/XrN8lVRyF/ESCA588//7R7773XqlSp4gr0yy+/3H7//Xd/tbTo1auX1a5d231uo0aNbNSoUf4q5W7RohX2r399Zkcd9ZI1btzVnnpqVMFd0ip/NeQhAgQoonfv3rbnnnu6Avyoo46yzz//3F8l7ZYvV8P0PfaXv/zFKlWqZFdeeaX98ccf/mppt3btuoLvY4KdeGJ3d9dx881D7ddfF/qrIY8RIECBb775xv7617+64Nhll13s1VdfrfAqpF9//dUuvvhit0/VqlWzBx98MG1VaL6PPhpjLVpsaOfQbLqffz7NXwUgQJDfZs2aZddcc01hI/Y///lPW7Iks3oTffLJJ3b44Ye7INl7772tT58+/iopM3nyZDvzzDOtatV9rWHD2+3117+1NWvW+asBDgGCvKRutI899phtt912rmA+77zz7Oeff/ZXi0SDAlUAf/TRR+5H4zti/6/Xkxk0qG7EXbt2tZo1a7r9bdq0qY0bN85fLdiiRYvstttuKxzfcv3119v8+Yv81YBiCBDknYEDB9p+++3nCuKDDz7Yhg/fOMFfFJrX6vnnn3fVTJowUe0V2mZpP1qu9bS+3hcyL1ZJBf3cuXP91RKW7mBCbiNAkDcmTpxop556qisoNZXICy+8EPmuYMaMGa4770EHHVQYDCrM1eCu3lpapi64/o9e13Ktp/Vj79V2tEzbjSJW1aRt7LDDDvbUU0/FnUrFV55VY8hNBAhyniYubNu2beE06/r/qJMZ6m6hZcuWhYW/emppShNVT6nbbxRaX+/T+2M9vrRdbT/qXcn777/vnj2ibRxwwAE2ZMgQf5VNVGTjPHILAYKcpbsL3WXobkOFpe4+dBcShWbSbdOmjZtFV1VQmkBxxIgR/mpJ0fa0XW1fn6PP0+cmStPGP/PMM7bjjju64zzjjDPshx9+8FfLmO7ByB0ECHKS2jXUvqECVe0daveISlOzx+a+0rM8NJtuOmn7+hx9nj63pKnhy6IHWrVu3dq1jSiIbr31VtdmIpk4QBHZjwBBTvnxxx9dO4MKSvWwUk8r9biKQncuemaHtqExISHhkwx9nj5Xn6/9iNpOM378eDvxxBML20d233139/+aIqVHjx4VPr4FuYMAQU655JJLXGF50UUXuTEeUWkMSPPmzd021Egddar2VNHnxhrJtT8hY1P69u1b2GaTDZM0IvsQIMgpDz30kCswdScSlQppVe/o/ar+URfXiqTP137Eqp1CQkSTQapKC0gHAgQ5JTRA1DNKz/jQex9//HF/cYXS/mi/tH9Re3xdccUVBAjShgBBTgkNkMsuu8y97/777/cXZQTtl/ZP+xkFAYJ0IkCQU0ICpFOnTu496taaybR/2k/tb6IIEKQTAYKcEjVANKJ7m222sUMPPTRy9VB50/5pP7W/2u9EECBIJwIEOSVKgKg7q+Z+0uj0ZJ5vXp60n9pf7Xci3XEJEKQTAYKcEiVA+vXr59bVlCLZRPur/db+x0OAIJ0IEOSURANEV+8NGjRwA+0WLsyup+xpf7Xf2v94dyEECNKJAEFOSTRANOmg1rvvvvv8RVlB+639jzd5IgGCdCJAkFMSDZC//e1vbr6okNHqmUD7rf3XcZSFAEE6ESDIKYkEiKZy1+NrzznnHH9RVtH+6zjKmpqeAEE6ESDIKYkEiOaI0jqaoTabaf91HDqe0hAgSCcCBDklkQDRlOd6HsbMmTP9RVlF+6/j0PGUhgBBOhEgyCmJBIh6L9WvX99/OSvpOHQ8pSFAkE4ECHJKvADRDLd6It+FF17oL8pKOg4dT2kzBxMgSCcCBDklXoBMnTrVLb/rrrv8RVlJx6Hj0XGVhABBOhEgyCnxAuSrr75yy/Ws9Fyg49Dx6LhKQoAgnQgQ5JR4AaJnpWv5a6+95i/KSjoOHY+OqyQECNKJAEFOiRcggwYNitv1NZvEuiTruEpCgCCdCBDklHgBwh0IkDoECHJKvAChDQRIHQIEOSVegPzyyy9uea71wtJxlYQAQToRIMgp8QJE4yX0RL94kxBmCx2HjodxIKgIBAhySrwAkUMOOcQOOugg/+WspOPQ8ZSGAEE6ESDIKYkEyHXXXWebb765zZ0711+UVbT/Og4dT2kIEKQTAYKckkiAvPHGG26dt99+21+UVbT/Og4dT2kIEKQTAYKckkiAzJkzx7bccku79NJL/UVZRfuv49DxlIYAQToRIMgpiQSInHHGGW4SwsWLF/uLsoL2W/uv4ygLAYJ0IkCQUxINkDfffNOt9/zzz/uLsoL2W/uv4ygLAYJ0IkCQUxINkNWrV9uee+5pe+21l/v/bKL91X5r/+PtOwGCdCJAkFMSDRCJXcV36dLFX5TRtL+J3j0RIEgnAgQ5JUqArFixwvbZZx+rUaOGzZs3z1+ckbSf2l/tt/Y/HgIE6USAIKdECRAZPHiwW/+qq67yF2Uk7af2V/udCAIE6USAZLPu3c0aNzarWnXDj/7/1Vf9tfJK1ACRiy66yL2nd+/e/qKMov3Tfmp/E0WAIJ0IkGzVurVZgwZmQ4eaLV1qtmyZ2bBhZocdtmFZngoJkEWLFtm+++5r2267rU2YMMFfnBG0X9o/7af2N1EECNKJAMlGAwaY1a+/ITh8eq1ePbOBA/0leSEkQOSbb76xKlWqWO3ate23337zF1co7Y/2S/un/YyCAEE6ESDZ6PTTNZDBf3UjTW3RvLn/al4IDRB577333MjuunXrZkyIaD+0P9ov7V9UBAjSiQDJRtWrm82e7b+60cyZZjVq+K/mhbvvvjs4QETtDCqsd999d/vuu+/8xeVKn6/90P6Ets9ouncCBOlCgGQjFQhr1vivbqTBZQWFTr7R4101vYcCpHHjxvbtt9/6qyREV/qqLlKbQ2jBnSx9rj5f+xFy56EBhk888YRtvfXWbsZeIB0IkGwU7w5k1qyS70A06d7vv/uvZj09zvXoo492wbHrrrtakyZNbKuttnJX7q1btw4a46G2Bo21iHXxnT9/vr9KWuhzYl119flR2zxEXXxV7aVtHHDAAfZqnvfMQ/oQINmoWbP4bSBqJ/FdcIEVlKxmt96qrkf+0qwzY8YMa9mypVWqVMk9lU+Pd12m3mgFfvjhB2vevLkrRHfccUfr1KlTwU1bGXdtJVBvJ1UBaRvVC0JbI8DjTR0SStvV9vU5+jx9bpTeVjJp0qSCX41m7v077bSTPfvss5GPGYiCAMlG/fqZHXjghq67Pr2mZf37+0tUqpo1bVpw1gtOe82aZi+9pGe8+mtlvJUrV9rDDz9s1apVc4XlhRdeaFOnTvVXc4YMGeKuwrVe/fr1bZi6OkekK/rY3YjmoNIUIqmaxVfb0fa03dhdR6KDBGMWLlxo7dq1K7zruvHGG8vtjgn5jQDJVnoKXcOGG8Z+KDSWLzf78MMNr5XxhDqnb18rKKk2BInGjXzyib9GxnrnnXfcWAgVtg0aNLCPPvrIX2UTurp/6qmnbIcddnDvO+ussyI3siu0nnvuOTeBobahthY9j0MPdYpaRab19T69P9Zmo+1q+/qcRK1du9Y6d+7spjbRNk4++eSMHceC3ESAZLNXXjFr1MisSpUNP/r/bt38tUqmguqhh6zgMn5DkGh086+/+mtlDDWIn3jiia6gVIGp6h4VoFHoEbB6/Kt6Jalx+fbbb49cTaQw0hTqeg6Hrva1P/rRc8l1J9SxY8eCU9DNunfvXvijf+t1Ldd6sffo/dqOthe1amzkyJF26KGHuu3UqVOn4IazhDtOIM0IkHw3fbrZ3/9uVqmS2TbbqB9syVVjFURX6zfccIMrbFVFc8stt7gqm2SMHTvWTjjhBFf47rzzzvbyyy/buoCqPD0JUI+TVSipMFc7TCwcSvrRcq2n9fW+sp4kWJpffvnFWrRo4banXlqPPPKIrVq1yl8NKBcESK5LtJD68ssNc2npbqR2bbNevfw1ypUaf9XwrQZwFZZqEFfDeCqpGmnvvfd222/YsKF9+umn/iqRaeDfxx9/7KrWdJeg/+rfyQ5MXLp0qd15551WuXJl1y1XPbVmarwPUIEIkFxWcKXt7izUa2vSJH/pptavN+vRw2y33TYEyTHH2Pqvv/bXSjs1dKvBWwW7GsDVEJ4umhL9wQcftKpVq7rPu/jii5Mu7FNpfcE56VFwTnYrOCfaP3VR/roCzglQEgIkl6kLZ5s2GwYVqvtuu3ZmCxb4a21K82kVXO0WXO7aoIKr3XvL6WpXDdtq4FZBqQbvJ598MnLbQKg//vjDTfuhLsFq2L7nnntsuTomVKBRo0a5AZH6PjQXVq8KvisEfARIPtCUHCefvOGuQgMMO3dWFx5/rU2s/eUX63LBBWmvb1dXVjVoq2FbDdxqI1CDd0X44osvrFGjRu6Y99hjD3v99df9VdJu+vTpduWVVxaGmaZnqegwA0pCgOQT9dSpU2dDkBxyiLry+GuUSPX46ejxo4ZrNWCrIVvbVsO2GrgrmqqN1HtKo9q1X8cee6yNHj3aXy3l1IVXk0HGxrfouR+/ZnDPOIAAyTe6gyi4kyi4pdgQJC1aqGuPv9Ym1GX23//+d+GYg5NOOimpMQdqsFbDtbalhmw1aGcaNVx36NChsOH66quvtlmaJiYN+vTpUzhY8fDDD7dPsmhsDvIXAZKv1Kahx7hqor2CAtI6diz5+SKekkY9RxlIpwZqNVSroFTDtRqwE3m2d0WaMmWKnX/++W6ft9tuO3v00UdTVpU3btw4a9q0qdt2zZo1rWvXrkFdioGKQIDkO1XNNGmy4W5Eva/UC0u9seKIOu+S6vDvvfdeV6evun01WKvhOpuMGDGicCDgfvvtZwP0YK9AauNp1apV4aDG2267LfKgRqCiESDYQD18ate25QWF4/ONG7seQIkoOvPrgQceaB988IG/imuIVoO01lEDtRqqs5Wq8l588cXCSQ9POeWUSM8NUa+yp59+unBalTPPPNMmT57srwZkBQIEGxXcJUy85x478v/uEtQTKJG7hNizJ7bffntXKJ599tn2008/uYZnNUDrNTVIq2FaDdS5YMGCBXbzzTcXVuW1adMm7gSGQ4cOtXr16rnvQ//Vv4FsRoBgE+r5ox5AKujUI0jtFIlM8qepOa699lpXLaNGZ4WQGqDVEK0G6Vz0/fff22mnnVZYlaeZdf2qPN1haM4rraOR9boDKa/xLUA6ESAolXoCqUeQCj71lFJPobKoYVkNzLFR3QcddJBrgM4H7777ru2///6Fxz18+HDXpnHrrbe6uxSFqto8Kmp8C5AOBAjKpB5B6hmkHkIqHNVjSD2HfAob9VDSOmpoVoNzvlGAPv7444VVebr7in1n48eP91cHsh4BgoToalo9hWKjxa+//vpiV9OqplJh2b59+8jTrOea2bNnu2dz6E6sr569AuQoAgSRqD5fPYcUFupJpAc1qT5fgwz1Wjb3sAIQDQGCIO+//35hjyLNmKteSAQIkF8IEARTb6Nnnnmm8Jkd+tGzLwDkBwIESdNUJscff7wLEPVGApAfCBCkBG0gQP4hQJASBAiQfwgQpAQBAuQfAgQpQYAA+YcAQUoQIED+IUCQEgQIkH8IEKQEAQLkHwIEKUGAAPmHAEFKdCsIkG0LAuQrAgTIGwQIUuLHggDpWRAgcwgQIG8QIEiNggCxggAxAgTIGwQIUoMAAfIOAYLUIECAvEOAIDUIECDvECBIDQIEyDsECFKDAAHyDgGC1CBAgLxDgCA1CBAg7xAgSA0CBMg7BAhSgwAB8g4BgtQgQIC8Q4AgNQgQIO8QIEgNAgTIOwQIUqNHjw0BMm6cvwRAjiJAkBorVpgNG+a/CiCHESAAgCAECAAgCAECAAhCgCB53bubNW5sVrXqhh/9/6uv+mttaGQvS7zlADIKf7FITuvWZg0amA0darZ0qdmyZRsa0w87bMOyouIFRLzlADIKf7EIN2CAWf36G4LDp9fq1TMbOHDja/ECIt5yABmFv1iEO/10szff9F/d6I03zJo33/jveAERbzmAjMJfLMJVr242e7b/6kYzZ5rVqLHx3/ECIt5yABmFv1iE22ILszVr/Fc3Wr3abMstN/5bARHvB0DW4C8W4eLdgcyaxR0IkMP4i0W4Zs3it4GonSQmXkDEWw4go/AXi3D9+pkdeOCGrrs+vaZl/ftvfC1eQMRbDiCj8BeL5Fx3nVnDhhvGfig0li83+/DDDa9pWVHxAiLecgAZhb9YJO+VV8waNTKrUmXDj/6/Wzd/rfgBEW85gIzCXywAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACDI/wfeb17rZchegAAAAABJRU5ErkJggg==)
| Product Number | 4H57-7-04 |
| CAS | 1094031-03-4 |
| MDL Number | MFCD05743491 |
| Molecular Formula | C16H11ClF3N3O2 |
| Molecular Weight | 369.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory