![2-Amino-4-methyl-N'-[(1E)-[2-(trifluoromethyl)phenyl]methylidene]-1,3-thiazole-5-carbohydrazide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABDXAAAQ1wFQ31ZVAAAC4npUWHRtb2xTb3VyY2UAAHichVXbbpwwEP2VEc/F+IpxtLtRlChSpaSVmlTqW+WwJEFaIAKyl7/vDOSysCkIkAf7nLl4xuPF+b7YwDarm7wql4FgPICsTKt1Xj4tg9/312ESnK8WKYIQWDbL4LltX86iaLfbsfQ5K/y+KllaFUG/frZv8gFmp1hVP0WScxH9ub256zhhXjatL9MMWU1+1nSTN1Xq286L/5iICl9v8zLq4VFRb3ttfyWnl7N9sw4+Y7nEtQukwmO+yeCxqgvfwlZyhi//Bk9ZmdW+zdbwcMBpxTTGvlrcXlXpa5GVLYqkIU/95q6tX1OcKKpNlr6iMhS+Xy2DQiDBt1VxUdf+ACTRtBfgJXgFXoM34GPwFnwC3oEXHD9cFwgQiBAIEYgRCBKIEggTiJOIk6RHYj42GTl0f3jJMCq4hB/ddwck/0TpRycdP9f04ObKZYBhcbT6Nhgmdezwz9ruL7axBMWkwj/JrDESBJOOG+DMWa5wEDoWEAqmRGIglEzHikOomJM2htAwbtHRMGZGxZbGxKABnLdCagg1GrQJ4QVXmvQ4kzjSgzxH60KpJIADuook5TgnJU7RaFmi0KPQoUsOlQjOjDb2c+IdYJkyTpHVxJB3CVNJv+6EcvTvtFY06piicEw78sIxLlVnyIjee53ghpADMUVl0BFMDXrpuOjscEu7gfuXWInZjz7Sv1o8VOX6SIR8vQweRNDVxa/ssZFvpRFAVa+zGk8bKSDoMUEOCVRIH4SLrwhqSKCymyboIYGKdNolc0KIpy3EQwIdgGmCPQl6hpAMCXS+pmNwQwKdxg+C/Iog+AmDpqZsiHGyu8M+wxnlu28OM66NUt43kxk7o6z3zWd6k8Uo8X2zmuGMct83txnOKP19M5zhjCqgb54zHPfFHsxw5KgM+gY9c4THddA19BnOuA6IM1M7clwHrr8wTjnRUW+K3q8xFE+uuOjo/ovw1l/9A0CBUE4HtofGAAA4CElEQVR4Xu3dCZgU1bnGcU3c4pZclRhNNC6JMTfu0WjiQkQTNURRUEHcgwoS0Itel2giCqIQxKgRFREVAXcWWV1AUdlEQEHCjhuLEBEBBQKI58575tbYHKa7q7/pnqnu/v+epx9lTs1MdU9VvVVn3cIBAGCwRfgFAADiIEAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgRIAfW4You0LwAodlzJCoigAFDKuMIVEAECoJRxhSsgAgRAKeMKV0DlFiBhOw9tPkBp48wuoPAiWuoX01J+bwA2xxlfQOV2QS239wuUO874Aiq3C2q5vV+g3HHGF1C5XVDL7f0C5Y4zvoDK7YIatvWUepsPUO44uwuo3C6e5fZ+gXLHGV9A5XZBLbf3C5Q7zvi69vXX4VeKFgEClBfO+Dr23K0HueH3nuq+2vCfsKjoECBAeeGMr2Ov9rrAX3hf6XFOxcPIxrC4qBAgQHnhjK9jevIYctdv/cV3zFNtwuLEWvrBW+6Fvx/nPpk3puprBAhQXjjjE2DdmhXuuQ6H+AvwO8PvCIsT5+P3hrtebXdwPVtt5RbNfi0sBlAmCJCEWP35IvfkX/ZxPVpu6WaPfSwsTozZ4x73wdGrzfbuw6mDw2IgMcaNG+fOOuss9/3vf99tu+22bv/993fNmjXzX49ssUX2S2CcbcoVn0yCfL5klut9zW7+Av3Re8PC4jr3zoudfcD1brerWzL/m5MQSJoePXq4Aw44wD377LPus88+c2vWrPHB0ahRo00CIU44xNmmXPHJJMzS+eP93b1eS9+fEBbXCTXuj336Kl/F1u/Gvd3nn8wMNwESY9q0aW6fffZxn376aVjk3XbbbVX/Hycc4mxTrvhkEuijaUP9U4ieRvRUUpc2bljnRj7c1IeHuhyrqg1Isssuu8zdf//94ZerFScc4mxTrvhkEmrW2Ed9dZHaRerqor1u7Uo35O4GPjwGdz3BrVv9ebgJkDhq65g7d2745WrFCYc425QrPpkEmzK8U+Wdf4dDfE+t2rR65Sfu+Y6H+d//8oON3Vfr14abAIm03Xbbuf/8J97AXIVDnBeqxyeTcBoboou4xorU1mj1FUtmuydv2tf/3jf7XVn0AxxRXnINkGzibFOu+GQSThdvjVL3o9UfOrvgF3MNEOx9bT3/+yYP6xgWA4lHFVbt4ZMpAtFo9Y5Nt3A9uvw5LM6b2VNGVA0QnDnmkbAYKApqRO/evXv45WrFCYfUbUaOHOlOOukkt9NOO7k99tjDXXzxxW7JkiUpW5eX7J8eEmHt6hXuz00PdfV23sJ16tQpLK6xfn17u9OO2Np1PJ8Bgihu6sa73377uWXLloVFXocOHar+P9cAOfHEE13//v3dokWL3KpVq3yX4AYNGqRsXV6yf3pIjCWfLPb927fcckv36KOPhsVmXbp08T9zv712cTPeHRsWA0VHAwkPPPBA99xzz7nly5f7gYTjx4/P+0DCL774wm2//fbhl8tG+k8GiTRr1iy32267ua222soNHTo0LM7Jxo0b3dVXX+1PkL333tvNmDEj3AQoWmPHjnVnnnmmq1evnttmm21828h5553ngySSKRwi6bb58ssv3Z133ukaNmwYFpWN6j8ZJNqECRPcDjvs4O98Uk+GXKxbt87PC6ST46CDDnILFy4MNwGQhs4bvTTPVtwG+1JEgBSpYcOG+aeQXXfd1c2cmdvUIqq7Vb2tToDjjz/eff45AwQTYepUV3GL7Nweezi39daV/60Ieffuu+GWSICVK1e69u3b+3OoXBEgReyxxx7zbRc//vGPfaNeHJ988ok7/PDDfXhoptK1axkgmAjPPOMqbmedu+ce5z7+2Ln1651bsMC5e+91bvfdK8uROAoR1QaUKwKkyN1xxx0+DA455BC3YkXm0epz5szxvVO0fatWrdxXX30VboK6oCqQevWce++9sKSSvr7bbpXboU7ppmvKlCn+xuvjiqBv06YNbSAobm3btvWhUL9+/bRPFBMnTvSNidoudTZSJEDr1s7demv41U2pXNuhTg0ePNgdddRR7jvf+Y7ba6+9XMuWLf108eWKACkB6k117rnn+nBo0qSJ/3eqF1980e24446+zeThhx/epAwJcMABzk2fHn51U3oK0XbIiW6czjnnHN/dFvlHgJQIzf2jQU4KkdYpd6pPPPGE23rrrf0d0wsvvJDyHUiM7bZzLs2TY5U1a1zFHzH8KrL461//6s+JN998MyxCHhAgJUQNeocddpg/YW6//Xb397//3Tey77LLLm7MmDHh5kgKAqRgogB54403wiLkAQFSYhYvrhytHvVTVz3tv/71r3AzJAlVWAVDgBQWAVJiNEBQvUKiAHn88cfDTZA0V16pdVbDr26KRnQTAqSwCJASogGCmilUJ8zBBx/sR6rrNW7cuHBTJMns2ZXddLN1450zJyxBFgRIYREgJUJTSh9xxBH+ZIkGCA4fPtw3oFtGq6OWPflk5UBCDRzUAEINJNT0MvfdV/l1lSNnBEhhESAlQHPxRAME1S89dYCgqrCi0erMd5Vw77zjXNOmzv3gB5VTmWgEuv49ZUq4JWIiQAqLAClyb7/9tp/QTSfJrWkGo3Xu3LmqWot5r1BOCJDCIkCKWDRA8Nvf/nbWAYJXXXWVP5FOOOGEtKPVgVJDgBQWAVKk+vTpUzVAcNCgQWHxZjQ6vWnTpv5katy48Waj1YFSRIAUFgFShLp27WoaIKjR6tE07leq6yhQ4giQwiJAisjXX3/t2rVr508I6wDB1NHqHTt2DIuRZPPnO7fPPs698kpYgjQIkMIiQIrE+vXr/XKcOhl+8YtfuAXq6mmkNUH23Xdf/7MeeeSRsBh16aOPnEs3bke9sSr+Zq5ly7AEaRAghUWAFAENEDz55JP9iXDccce55cuXh5vkTGuDaHp3zdCrKaqREFqRcNttnatubZcNG5zbfnvnDj88LEEaBEhhESAJlzpA8Mwzz3RrNKlenmiq62ht9bFjx4bFqAt/+UvlU8bIkWFJpWOPdRWp79zq1WEJqkGAFBYBkmAaILj//vv7E+CKK64oyAqCI0aM8L256u22q/tg3oywGLVt4MDKAOnUKSypdM01leVMTx4LAVJYBEhCpQ4QbN++fVicV3379HbH/XxLd+vFe7svP2e0ep3S2vYKiEaNwpJKTz9dWd6tW1iCahAghVW0AbJs2TI/OG7GjNK7a37ppZeqBgj26NEjLC6I1/p3cT2u2MI9d+tBbt1qRqvXqb32cm6PPcKvVnr//coA0RQnyIoAKayiDBC1C0RVO3odcsghfp3v6dnWVCgCffv2rRogOFDVGbVo7DNX+xAZ3PUE99V6RqvXmSZNKkPi44/DkkqaXHHffcOvohoESGEVXYCktgtoCdc//vGPbrvttqsKkwMOOMAfNJMnTw6/NfHuuusuP0Dwv/7rv+pkCc6vv97oRvZs5kPk5Qcb+3+jDnTpUhkgzz8fllRq2LCyfOnSsAQBAqSwiipA0rULfPHFF+7JJ59055xzju9RFIWJxjpcd911iV8PQwMEr7nmGr/PP/rRj+r0SWrjhnVu6N0n+RB5s2+rsBi14bXXKgOi4titVocOleVDhoQlCBAghVU0ARK3XUDdXPv37+8uuOACt9NOO1WFiS7Mbdu2daNHj07UPFAaINi8eXO/j//93//tPk5XbVGL1q1d6fp3PNyHyOShHcJiFFrFDVHFge5c/fphSaUXX6wMkL/9LSxBgAAprKIIEGu7gOZ+Gjp0qLv00kv9vFFRmOy+++6+W+wrr7ziNmhwVh3Rk9Pvfvc7v0/HHntsXgYI5svqlZ+4p27az4fIzDd7hsUotIMPdhV3TM5V13X7s8+c23JL5045JSxBgAAprMQHSL7aBRQUCgwFhwIkChMFyyWXXOKDRoFTW5YuXep++ctf+n1o1KhRXgcI5suKpXNc72vruYdbfdt9+O4LYTEKqUWLyqeMadPCkko//amrOHhV/xmWIAUBUliJDZBCtguoCktVWarS0s+OwkRVXqr6UhVYIS/o8+bNq+oIcPnllxdkgGC+/PuDie7Rtju6Xn/+jvtkXvyZf1FDqqZVgKSbq+z88yvLtZ460iJACiuRAVLb7QJqZFdjezTBoF5qjFejfL9+/XxVU75MmjSp6gnolltuCYsTacH0F13PK7d2j7fbxS1fnPsMwDDQ8rYKiIobjGpprXSV9+kTliAFAVJYiQuQum4XUPdfHXTqDhyFiboJn3766X598ZosCfvyyy/7pxx1BHjwwQfD4kSbM/4J16Pllq7fjXu7L5fbZwJGTGqb22EH5w49NCzxVk6Y4J6oODZfqniKRnoESGElKkCS1i6g9TY0QFEDFaMwUWP+73//e9ezZ0/373//O/yWtPQks8022/iOAAMGDAiLi8K7L/3dN6q/0uOcsAiFcPzxbtFWW7mNX34Zlrh1//mP27vieDr66KPDIqQgQAorMQGS9HYB7d8dd9zhjjrqqKow0ZPEb3/7W3f//fe7RZrDKI1u3bq5b33rW74jQLEfyOqRtWjmqKp/K1DSvVAzw6691l1QcZxNTXPM6Fjcdttt3bp168Ii/D8CpLAScZYXW7vAhx9+6O6++26/Nod6iEWBon8rLFQu6ghwbcVFQGU//OEP89oRICkIisJ55pln/LGjnojV+fOf/+zL33rrrbAI/++GG24gQAqozs/+1HaBhx56KCzOmdootM7Fa6+95p5++mnfbqH/6t/6ek3aMKqjJ4/u3bv7aVX0HqIwOfLII91+++3n/782OgLUFQKkcD744AN//KgzR3WeeOIJX/7Pf/4zLEKF9957r2owsdpTV1S3SBdqpE7PfrULRAMELe0C6o6ru68777zTnXLKKVXTnGR7aTttr+/T9+drZLraRLRErH62VvrT79Kqf59p4FeJIkAKS0/mP/7xj8Mve7NmzfLH2IUXXhgWlT3d1Om6os9HVcf67z777JP4aY2KTZ2d/TVpF9AU7no0VbVQajD85Cc/cQ0bNnTt2rVzt956q3vggQf8E4j+q3/r6yrXdqnfp5+jn5fPqeF196OffcYZZ4RFJYUAKSz1/tNxpBmoQ6oi/d73vud+9rOfhUVlSzdrWrlTn9luu+3mhgwZ4ttTdf6rhkA3drfffnvebhrLXa2f/antArkOEBw/fryffTe68Ct8LrvsMl9X/Omnn4abZ6Tt9X36/ugORS/9fP2efFAw6VXKwoZzGtDzq2PHjv64TLduvbq8qx0u31Wzxej11193e+21l/+8GjRosFnHFt2oRuXq/LJwIYun1VStnukaIHj++ef7P2Au7QKqC9adfHSRr1+/vnvuuefyNvWIfo5+nn5u9Dv0+/R7a+Kss87yP6uUD1TCorA0iaiOIfUmqs7NN9/sy9WWWK70hKHON9EThnpLpnvC0Liy6Lzcdddd3QsvMEVPTdTa2a8Bgho/oT+cGrTitAvoIOjcuXPVFO1qqM61uitX+vn6Pfp9+r36/ekOxmzUxqKfY2nfKRYESGHpgqcnDD1pVEdPJjrG9KRSjj766CN/PdFnoDaOuLUHGsgbtZG0adPGrV3LAmoWtXL2pw4Q1J19nAGCqvM9+eST/ffssccefr2P2qTfp9+r36/9qK4OOptRo0b577/xxhvDopJBgBSe2jhUzarq35COSx1jaispN88//7xvA9L7b9q0ac69rFR9fvDBB/vv12BhDRxGbgp+9msAXtRorfaGOAMEp0yZUnXx1oj0uqrf1e/V749CTPuVi5UrV/qOAnqiKVUESOGpl5WOQfW6qo56aam3VrlYvXq1n1Vbn8kOO+zgevXqFW4Sm548Wrdu7X+WahwefvjhcBNkUNCzX/NKRQME/xZz8ZtXX33V7bzzzr4+M90Aqtqm/dD+aL+0f7n4xS9+4b/PWg2WdARI4Wmch84hjfuojsaJqLymbXbFYOrUqb79VO/38MMPTxuquRo0aFDVmkFNmjSps5vWYlOws19rb0QDBNWNNg5dnDVxoaZn0ONpkmh/tF/av1xCRItZ6aDMpbdZMSFACk9jlXQMaeR5dbp27erL1auwlGnKIJ1/ahO6+uqr8z6Fy4IFC6o60uipbsyYseEmCBTk7Ff7gSYO1B9ba2vEoeoh3anrexQ+SaT90v5pP+NWZ6mxTgfko48+GhYBsehCqZsXzX1VHXVf1TGm7vGlaNmyZVW9MDUwd9iwYeEmeaMqdk2gqt5c9eod7bp3f9lt3Lh52xMq5T1ANEeU6v3VuBW3x5QaAtXGoKeVpD15hLR/2k/tb5yGdVXj6cBv2bJlWATEpll3dVMWdV1XdZYWP5s7d6778ssv/QXv+OOPD76r+GkKomjRt5NOOsktXrw43KQgxo+f5I477jr3y1/2cJdfPtgtXbr5jMjIY4Coh8j//u//+j+0Bs9pJHYcahvQgaHv0+j0YqD9jA7obG0bGvui7oKqrwWstHqmjrkJEyb4ud10k6Z/66UeRD/4wQ/8caalm0uB3ofGvuhmTdMdqUt8tnMt31at+o+77rqXfYiceOLjbvToD8JNyl5eAkQXSd0N6WD++c9/7vtmxxWNldD0A8Ukmi5B+5+N+qnrJIjTfRmoTp8+ffzx1rhxYx8eqkZV93B131W1ahQmWlVTF149+RYrzWb9m9/8xr8fTUhqmW1Yjet6elG7kKYz0n/179mGJYD7959RcQ738kHSufObbt267D1Jy0WNAyR1gKD+6HEGCEbUa0Rd51QdVNsrD9aU9lf7rf3P1vtFc3Dp8xkzhjXFYaMLXxQSe+65p5s2bVpVmc7Be++91x166KFVg26jMNFSzWPHFk9j8LPPPls1tuO8887zXeHjUMiop6euQWovij6D6l4KXFX3dejQYZPPMZP585e7Zs2e8yHStOlz/t+oYYDoSUMHrf4ouhPK9Q47miiutgcJ5ov2O3rvmTz11FN+O7UPAblSdc5FF13kjyE9eUTrzVRH56A6rqhGIJrKXC+1I6gabPTo0bVeFRSHxnZonJj2dccdd3SPPfZYuMlm9F7vueeeqm69eulJX50NLr74Yj+Bombl1ROI/qt/a0yNllpIXXrhV7/6lZ8ZPNvnoiePLl3G+BD5zW96ueefZ+BhjQIkWjf8kksuiTVAMJWmHND3alKzYqb91/vINIXC/Pnz/TbNmjULi4CM1EB+2mmnVV3ocmlEVoO7eiypK3k0xkEvjc3SQDz1KkxCm8m7777rq761b0cccUTWaiZda9SlNxpjpicKnVua10pPY3Fo1LrakjR5ahQmCiLNPZbN669/6Bo06O2DRG0kK1fmZ06+YlSjAGnevLn/4C2PyJpWXd8bt6dWUmn/9T70fjJR90NVKQBxaX0ZhUZ0fOku3UpBMXLkSB8c0YVXLwWLbgCHDh2at8lJc3Hffff5KieN7VBVb7axHRpIGE2L9N3vftdXW+VSbV4dVUG3aNGiag0fPb2sWrUq3GwT6pV1xRVDfIj84Q/93JQpn4SblIUaBYge+/SB/+Mf/wiLMtKcMzpgNGinFOh96P1kmktHFwBto4sCkM37779f9YSvJ4h8PimoqkZVWVdddVVVF1m9VOWlqi9VgeVaHZ0rLacQVWFrgbfhw4eHm2xG04xEEyDqIp/rEg7Z6ElI1VvR00i2JyGND3nkkckVId/THXXUw65Hj0llN2akRgGiea70YauxKxfROsWaQr0U6H3o/eh9paPBSdpGd3pAJu+8807VXHA33XRTWJx3WqVPje16Qo7CRI3xZ599tr9JjFstFJcmGVVHAP0ezTL8ySeZ7941ROCaa67x22sK9kIPJIx+lxakitObberUJRVh+KR/GhkypDJ09P8nn9y74kYg/ZQo2qbY1ShARH/Q/fffP/xyWrr70V2PZheti0fmQtD70PvR+0rXEDdixAh/UGrdAiCdaC44ddWti7XOdcFUN2DNAByFidoY9LSgxuia9JbUU5QCUe9Njd1dunSpdobhVCpXFZv2Q/PKxV1DqKY0QaPaRnReK9Cz+eKLdRVhO839+9+V1YwKhwEDZroWLV5w6d4iAVJBDXyqmon7OBnN66MeF6Uk6kGSrs+66mn1OZ166qlhEf5fudy1paOxCmoP0EvdWeuaqmT15KyBilGY6MKvp4aePXvmVB2rdoZjjjnG/wzdcE6cODHcpFrR04C+t6ZtHblSL0uFnW4Mw9UNs4mO01athvggqU4pHMs1DpD27dv7P3CcOkyJBg6W2sRvej96X5kGFmpaezVaZrvrKlflctdWnQcf7O0vVmoY1oC3pFF1tVb6ixr19dIdunohqkdUpgusejvpfel7tCJptgbqiNo8oieP2g6PiGbi1j5oMHAuPU2j43TBgpUVN9l9K/Z/8zalUjiWaxwgCg59wAqSODTosBQbk/V+9L70/tKJlvOdM2dOWARXPndtofvuG+/23vv8ihuMo30vo6TT+C+NaTruuOP8MR8Fii6yuuBG41TUBflPf/qTL1MDfe/evYOflJ4+BzWYq4o8l5ktCkFtvHoPnTp1CovSSj1O+/ad6m66aVRKaaVSOJZrHCCqutJBpKqsODRnTy5tJsVE70vvLx2NFtaB2Ldv37AIrnzu2iJffbWx4sbrNf+ezjyzd8X7Lr6bKj15aJCeFk1LHZynNpToqUM9mzTpY1xqR1RXXV1XCtlgHpfWBlE1ltqCss06EUk9TtUz6+KLB7px4xakbFEax3KNA0R04VSPhWw0eEcH1B/+8IewqCTofen9pVtaMxo8qe6T2Fy53LXJmjUbXNu2w/37ueSSgRUXqeJfk1tP4Y888og75ZRTqp5Mzj33XD9XXi6iBbTUVTcpVA0XvZ84wuN03rzPXOPGz7i1a7/pjh1uU4zyEiDRI57qSTN5++23/XYaMFSKojmv9D6ro95ampJbU3Njc+Vy16aw0HvTe7nqqhGbXFRKRTRGTDN050LjTzTQUU8vSavmVkO+2qnirIJY3XGqcSL33juh6t/VbVNs8hIgGkiogyXbnFaaJiDXusRiovel95dpOgQ9zquXTbYRt+UoPKFK8a5t0aJV/j3pfdx662u+GqsU6WZJIZDr7AtRNW/cJbBr04ABA/y+xVnbp7rjdP36jRU328+7OXMqOwRUt02xyUuAaCoTfbBaZjITLcak7TR9QSnS+9L7y7QolpYl1TZxuzGWk+pOqFK6a5s9e5k75ZQ+/j3cf3/13b1LSdRpJM5gvIhGgKutoa56XWWithktdavZgrONYUt3nE6fvtRdeukg/4SdbptikpcAWbt2re8f/utf/zos2kS0poHqSUuR3pfen95nOuqJom3U9RGbqu6EynTXNnz4XB8u77yTeSRzErz99iJXv/5jfsqLp5+Ot9hasdOUKDrW446mj8aIJXnS0WgWjUGDBoVFm6juWI506zbOPfPM9IzbFIu8BIio14TuHDI1mPEE4tzMmTP9NpqeG5tKd0Klu2u74YZX/L/1OvXUPn6xH12okzYf0SuvzK+4uXrEv/T/5UKTP+6www6+R1YcqrbSuaFZdZNKK0JqH1u3bh0WbSLdsSyqkm3evH/GbYpF3gLkyiuv9B/spEmTwqIqtIFUTs2gR+C4J1U5yXRCVXfXpqeTsWM/drfdNtqddFLl9Np6aTR7x46vu/HjF7gNG+q2jUFPG3rq0NOHwq3caD4tnRPTp08PizajGgzVZMQdaFgXNB2L1is56KCDwqKylLcA0QIwOlAeeOCBsKhKuffCimgqCPXmUP9yfCNTgGS7a9NTx8SJi9ydd75Z1c6g129/+5gfa6E1HGp7KVK1c2gftD9q/yhH0WJqmhIlE43yVucSLQaVdBp9rzEv2dpBykHeAkTz5uhAydR3u9zHgURuvvlmv93LL78cFpUVraFw993j8/6UoGlQ9LP11NKwYb+qMDn++Ef92BJVIxW66+yTT77nf6d6XKnnVbnS04SqtjWfViYaaJjt+pEUl19+ud/XGTNmhEVlJ28Boh4K6ranlcUyKeeR6BHV8eoAvP3228OisvHyy9+0CyxfXthBdGpD+ec/33KNGj1VFSZaklSryQ0bNsetXp2+3S5VVD0WZ7JHVVepaq0UBgjW1BlnnOGP90xT+Gh1RG2jdcqTLqqqfvHFF8OispO3AJGTTjrJV81kugMv57mwIlr/QAegTqxylNouMGlS7bYLqCrpoYfedmefXTkWQy+FmAb0vfDCrIzLk2rbcp3ssSY0DbyO90wTjUY9toqhg000Uj5TZxlRO9yNN74Sfrmk5DVA/vKXv/gPVktnplPOs/Gm2nvvvWM9rZQaPQkkpV3ggw8+9yvKRW0reml1uSuvHFpxQZux2VxcUTiU22SPNaU1RNQ4rkG06RRTF/843fV17Ogm6bLLktujLB/yGiADBw70H6ymfU6nXNcDCZ1zzjl++2jm0lKnEdcaeZ3UdoGFC1e63r3f9fNSpYZJ6hiTKBzKZbLHfIrmx0p3vJfaE4huMHQsaJGpUpbXANHMnPpgGzVqFBZVKdcVCUNdu3b1n1USFg4qNDVYq4pIJ5TmgEp6u8CSJV+4p556zwdeatClhkOpT/aYb9HaHpoGvjrF2AaSqbt+mzbDKp64erjFi/O7HHDS5DVAZK+99vLrOWdSjmuih15//XX/PblONldsUicO1OyzmoU2k+7dJ7oGDTS1+cqwqM6lhkMpT/ZYCGoj3H77b7vTTz82LPKiXljFMMA2qm1I1wtL7WhHH93TXXjhgLCo5OQ9QJo0aeI/3ExrF6vLrx5n69evHxYVJb0PvR+9r7i02M5WW23lTjjhhLCoZKROHKixGJkmDlSZei1p27POerri81kXblLnwnAoxckeC6lt2xMrAuRbbvnyzTtOaByIuvtqRouk0zmrcSDpJkQdMmS2Pw4efzz7WurFLu8B0qVLl6z1g9KwYUO/3RtvvBEWFRXtv96H3k+u1Ddeq67lslRmsdDcVdGAPjWcZ6IL8P/8T2UV10UXDSx4t16r6sKhlCZ7LLTXXrvfXXHFFv6/1Tn++OP9hTnJA2wVGttvv7079NBDw6Iq7dq96I+Djz9O3lN0vuU9QLSesy6o119/fVi0iWhxJY3qLGbaf70PvZ9caJ4gtZvoezXDp+YBeued0rhjUdfcaOJAtSVksmLFWj/PVdwqrrpUXThkmuwRm/r880WuZctvuW7dTgyLPLV/6HxIcrtgVPWcblE4jSlSt/BmzUqjej6bvAfIF1984e8i4lRPnX766f6PkW0dkaTSfmv/9T5yoWWAtaiUvldrReuORv+v13777efbUnINpKRInThQgwUzUQNjkyaVVVx/+9urGau4kiBdOKSb7BGb69LlN65Vq63cqlWbjwObNm2aPwf++Mc/hkWJES3HkG4Q4YsvzvXHwMMPx5/CvpjlPUDk4IMP9hOOZaua0frCuniq0V19xYuJ9lf7rf2Pu06yaFtNpKiDUNM2aHI2PY2oIb558+b+c4vCRB0StMaK7no0CWPS9e49yj91nHBC9okD5879zM+gq5NNVUBF8PYyhkN1kz1ic6+80s1XY735Zs+wyPvVr37l2wZzOadqi5atqFevnh+/le7adv31lTNEz59fXNczq4IESIsWLfwFUHcU2UQDC88888ywKNG0v9rvuAMHZerUqT509H033nhjWOypS/DgwYN9uERVXHrpoG3VqpUbNWqUD52k0ZoP3/3uwRVPHjdkHSA4efJiP8mhwqaY+slnCodskz2i0rJlH7iWLbesuGk4NSzy+vbt6493XUOS5sEHH/T7lm59Ex0Dxx3Xyz9Vl4uCBEiPHj38Bx1nVKnGTWgKFG3frVu3sDiRtJ/aX+133HEfahvSXGGa6kXLdsahtVU04aK6DX7/+9+vCpNdd93V/elPf3LDhw9P2xOktijMLr30Ur9fBxxwgPvww4XhJpsYNep9X711zDE93UsvzQuLUQY6dTrStW69TcWT9+Z36TqftCqhnkLefffdsLjOaK12tVWq08vSpUvDYk/Htm4g1BW9XBQkQNQYrAuKZq2MY8mSJf7OXG0n2Xpv1TXtn/ZT+6v9jkONgpqqWi/rFC46sRRCqoP94Q9/WBUmO++8s7vwwgv9LAA6yGuTqt6i3nSqesg2v9mzz/7LP3VoVty33socNChdI0bc6auxxo/vHRZ50bpBmvokXVVRbfvrX//q90nTNaVz882jfIDMmvVpWFSyChIguivN1tUtNGXKFH8xVF9wjUpNIu2X9k/7qf2NQ9Me6KlD3/Pqq6+GxWZjxoxx1157rdtnn32qwkSrv5177rl+DQaNMymkZcuWVTxFHON/72mnnZb19+muTCfX73/fp6xOMGxu6dI5PkC6d08/maiqcHVsXXPNNWFRrVOHFs3lpfnr0h3nWmtGbX9nnPFUWFTSChIgoj7degxN94FXRxdYXaB1p560JxHtj/ZL+xc3CKLJJfW0UsguulrASvWyP/3pT6vCRPupKWW0Bnum2ZEtNJ/RgQce6H+PRg5napMJBwhqzingttsOrnia3s6tXVv9nGhaR0RVWTrGHn300bC41qi6SjdpqnUYPXp0WFzljTc+quoQUk4KFiC6O9YfP9eBgro4625df7C77rorLK4T2g/tT9yniLBd4P333w83KZj33tMcTrf6JTejMNlmm23cqaee6nr16uW7ENeEOgLsueee/udmm7pl9eo1FQGjfenkp3VI6gBB1L4hQ271TyETJ6a/Y589e7bbbbfd/LlXF139V65c6Y444gh/rGdbhrt9+8rqq2nTqm8fKVUFC5BoenNLCKh6KOqtpLvouhqZqt+r3x89RcSptsq1XaCQtICPFq3S9BBRmOipsEGDBn7p4cWLF4ffkpHuwKKOAPfcc09YvAlVcWmN6223reeaN7/NrVkTb9GmJIvTwyrONtA0N+/5AOnR45ywaBOTJ0/2vRF1zFmuJVZq34zCo2XLlmHxJjZs+Kriifxsd8wx7Yqiu30+FSxA1I9bH77q5C30Bzz55JOrLt61fQei3xeFmPYjToN5ru0CtUl/D52Axx57bFWYaP4uVTVqhtSPPvoo/JZNaJxKVL349NNPh8Wb0M/SypT6HRdccEHGKq5iEicc4myDSn/7289c27Y7uPXrM3f+UG8szXSt46lZs2YFv6GcMGGC73EVhUe2npbqKalt27Wrvmt+KStYgMjuu+/u/xBW+sN17ty5aqT2iSeemHOVWK708/V79Pv0e/X7sx1Akku7QF1buHChb9zXNCyqHogCRU9MGtcyb96m3Wvvv//+qio8jUPJRFVoUS+x6667rqTuyOKEQ5xtUGngwJv8U8iUKdlnrdVSEdHNjwbYqqNIvqkXo3pbqcFcx3u2aquIQkb7pQG/5aagARJNVRLn7j0T3T1H6yrrpWlSdEecr/VE9HP08/Rzo9+h3xd3NGwu7QJJo0bCnj17ut/97nf+xInev3rQ3XbbbX7wov6tgYzZOgLoBPre977nqxv+8Y9/hMVFL044xNkGlT76aLIPkMcfvyQsqpa69OqirqdgHZOaDkjd1+Pc4GWi819VutFTh3pbZWowT6V90o2yXjXdj2JU0ADp2LGj/4NoZHU+qDud5smJLnKqG9UgO7W35No4rO31ffr+1BHf+vm5zEOVS7tA0ml6Fq1frc9A1VXRZ6ITK1tHAK0op+9Rg31tVzfWljjhEGcbfKN37xYVT/25fWY6Fps2beqrYKPjM5o/Lu64EQ3A1Q2PxlVpehL9HB2/6s2YS9Wzzn99r260ylFBAyQaEKTHwnzSQi46YFIH1On1k5/8xDdgt2vXzvdE0l2FLoj6r/6tr6tc26V+n36Ofl66BWLSyaVdoNhoUkxVc6nBPdPaLqLPV4/8mhhy5MiRYXHJUDjEeaF2zJo1y1+4dQMXncuaS07rdahaSee8ZsXQNUD/1b+vuOIKXxWWOoGpnq7V5T7dCPNM2rZt639GUseuFVpBA0R3tPpwNcDt5ptvdpMmTQo3qRE9MmoNctXba83l1Ok+Mr20nbbX9+n7LY+eubQLlLKhQ4dWnYTqMVPK4oRDnG2QX6qCGjRokGvduvUm3dczvVRFqynZ1QAe96klpPY9Ne5raqEkt3kWUkEDRJT2UZ2lXhqUo2Vcx44dG26aF+qhMXHiRD/th54KdPeh/+rf+no+enDoMTe6aGZrFyh1ugu85JJL3Pz5maduLwVxwiHONigsVU9pdVCd8/369fPXAP1X/9bXNcdcPkRrGmnMV7kqeICIejcMGDDAd+nUHXsUJkpvPQKqHtHyFFDbdKeiSQy177U9QBB1L044xNkGmxo79jF3++1HVFwLdnQ33PAj99BDZ7t588aEmyWOboR1LdBTeLmqlQBJpbuDYcOG+dTWo18UJurFoMkXVZeYrzuEfNIAwagB/6ijjqrTAYKoG3HCIc42+Mbw4Z3cnXce7T744K2Ka8Nqt2jR9IoAaeJ7ZyXdvvvu69tf8tUbtBjV6V9J9YZqdFWDl6qDojDZZZddfLWIkj0Jf5xoVLX2TVOC5NJLA6UjTjjE2QbfuP76Pd2SJbPDL7vBg9uHX0oUtffpenD++eeHRWWlTgMklRqk1K1ODVsaKBSFiXr26I+kyQxre7pySR0gqGnTy7WxDPHCIc42+EabNttX3CR+EX458aJ2UFXNl7PEBEhIDVTXX3+9f0yMwkRd784++2zfIKZupoWmFRWjAYLal1IaVQ0kwV131XcjRxbf+CktS63epXVxU5skiQ2QVJrEUGNJorXE9dL4C7VJqIdFIdZTV8N+KY+qBpJg8eJ/+TmxOnY83PXvr8GAT7hlyz4MN/O0HO64cY/X6PXqq4+7559/3F83rC+NJ9E1qHHjxuEulp2iCJBU6oanKTbUjzsKE03Boak4NCWHZTBQSNVl0ajqQsy5A+AbGzducDNnjnSDB9/iG9DbtdvF3XPP793KlZ9ssp2mPFHjek1eZ52lkeubjwuxvDRgsdwVXYCk0qR/GgyoSQCjP6oG92mSQI2i1qSBuerevXtZjKoGkmr9+rWuT58rKs7FRpt8fdWqpW7ChD6bPVXk8srHE8iDDz7oByOrdmLEiBGb7GO5KeoASaUpxDUtuaYnj+bI0UsDGTWNeZyJETVaXt+jHmFx1v4AUBirVy93V121U/jlxNAAYg2Q1vCDmk4WW8xKJkBSaaEkzc+keZxSpys/8sgj/QJLWmgplQYItmjRwm+jZWHLYVQ1kARPPdXWbdy4+VQiGg+iLr5JpslTdc3QtEjl2sGmJAMklWbdfeSRR/wfWW0aUZhozhw1hmk98WjaeQYIArVL7RJqQH/nnYFuzZoVbu3alW7mzFGuQ4dD3IgRd4abJ4pCI1p9tGvXrmFxWSj5AEm1YsUK17t3b79Mbep05dFdRG10DQbwjQ8/nOT69m3pbrnlQNe69ba+2qpz51+7sWMfDTdNJN1wqqu/bk51M1puyipAUmk0uXpYHXbYYb6dhAGCACzU2UYN6lomYtWqVWFxSSvbAAGAfLnxxht9TYZmqygnBAgA1JAmgNUSuwqRPn36hMUliwABgDxQ703NzqsxZHPnzg2LSxIBAgB58uSTT1b16EzishT5RoAAQB5pKQqFyHXXXRcWlRwCBADySMMBtGKpema99NJLYXFJIUAAIM+04JSmOtl//2Pcp5+uCItLBgECAAXwwAP93H77Xe7atBniSnWmEwIEAApAU51cddUIv0pl375Tw+KSQIAAQIF89tkad8opfdwxx/R0M2Z8GhYXPQIEAApowoQF7qijHnZnnfW0W726tLr2EiAAUGD33jvBV2W1b/9aWFTUCBAAKLANGza6iy4a6ENkxIjSGaVOgABALViwYKU74YTH/GvhwpVhcVEiQACglgwfPtc/hehpRE8lxY4AAYBadMstr/kQue++t8KiokOAAEAtUk8s9chSz6y33loYFhcVAgQAapnGhGhsiMaILF++NiwuGgQIANSBPn2m+qqsLl3GhEVFgwABgDqg+bF69ZriJk1aFBYVDQIEAGBCgABAAqg66+STe7v33/88LKqibar7/3TibFMTBAgAJIAu9gMGzHQtWryQdvp3AgQAsJnoYt+q1RAfJNUhQAAAm4ku9pry5LTT+vqp4EMECABgM6kXey1AddNNo1JKKxEgAIDNpF7sN2782l188UA3btyClC02D5A4r0IiQAAgAcKL/bx5n7nGjZ9xa9duqPpaGCDZxNmmJggQAEiA6i72PXpM8otRRQgQAMBmqrvYr1+/0Z133vNuzpzP/L+tAfL224tcmzbD/Fokmn+rQ4fX3YoVNZ+DiwABgARIFwjTpy91l146yLeLWAPksstecK+//qH7/PO1vndXp05vuKuvHhFsnTsCBAASIFMgdOs2zj3zzHRzgIQ0pbyeRmqKAAGABEh3sRc1pDdv3j9vATJ69Af+qaSmCBAAKCOzZn3qByrOnr0sLMoZAQIAZUJTxys8Jk9eHBaZECAAUAZeemmeO/XUPr5RPl8IEAAocZoapWHDfhmnircgQACgxKkxvbqXemPVBAECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABg8n81al9WZafRAQAAAABJRU5ErkJggg==)
| Product Number | 8H56-3-09 |
| CAS | 469869-89-4 |
| MDL Number | MFCD02072243 |
| Molecular Formula | C13H11F3N4OS |
| Molecular Weight | 328.31 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory