![6-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABIdAAASHQFFopEEAAACYnpUWHRtb2xTb3VyY2UAAHichZXrb5swEMD/lZM/L8YPzCMKqaJUlSa1nbR20r5NDjgpUoAKaB7//c6QsJBkIEB357ufX3c2s4dDtoWdKau0yCPCKSNg8rhI0nwTkV/vT5OAPMxnMQZhYF5F5KOuP6eOs9/vafxhMn0ochoXGWn900OV9mL2khblxhGMcef3y/Nbw0zSvKp1HhukqnRaNY3PRazrZhb/GcLJdLlLc6cNd7Jy1/b2RzD7MnqoEvJvLUv0LRCFdbo1sC7KTNewE4ziy77BxuSm1LVJYHXEZkldXPt89vJYxF+ZyWtUbQ9prLdvdfkVY0NWbE38hZ2h8v0xIhlHQNdFtihLfQSr2WbNQQvQErQLWoH2QPugA9AhaM7wQz/HAI4RHEM4xnAM4j7u/dbYwd+PnyYir/AKS/iB37LRzo/Vn+yD2yciMhHUE6EHE8xeYCWjkl/YnArBXBCUC+WBpCpkAlwaChmCR4XyvbM4NZ5CToCPFk41QJ9iKKSHlkcDwSWB42l86SnoJKeSiQBwmyULOxOnxZQXWqlk4xbSF52JNPNbGbh9W7mBfw7HNTFLoQxxLE6Vz0JMg9PlYT5bFXlyoUKaRGTFSZOgn2ZdiVOOCBRlYkose9uBDb0ERB+wGR0GZB+w+e8AcQ9wbwA1PILqA7a2OmBxD/D6gK3EYcDvA7Zuh4GgD9gqHwbCPtCciWHC+nupa87QCHOd7ubMjTDiZvGjyFXO22M9wrg3WRxF1O2mucOlwq9S3140I4x/h/FGmOAO499jnItj6ZyvUlRvrlnn4g528M8z/wufcuvof6a7nwAAL7hJREFUeF7t3Qe4VNX97nE0xsSSWJNYYuy9xIIKRjGaEMH+x3bV2IgColwREY3RWGLUP4pijYAUQZFibAgKiIiiiIKIgIIKSBNROiKI4LrzrnP3cM7iTPvNOTN75nw/zzOPOmvPzJ7tmf3uvWo9BwCAQb3wCQAAskGAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQKgTujSol7aB3LHUQNQJ4SBET6QO44agDqBoKh5HE0AdQIBUvM4mgDqBAKk5nE0AdQJYZsH7R/548gBqBPC0CBA8seRA1AnEBY1j6MJoE4gQGoeRxNAnUCA1DyOJoA6gQCpeRxNAHUCAVLzOJoA6gQCpOZxNAEAJgQIAMCEAAFQ5y2YPsYNebCJW/b152ER0iBAANR5097u6dtHBj94UlhU8iqPuK/ukY/8Xg0AZWDdD9+7frfs40+osyYOCotLWhgY4SMf+b0aAMqEgkMnVAWJAqVc1ERQpFI77woAJUhVWDrZThx6b1hUsggQACiAJV9+7Lpd+VPX8//+0n23fEFYXJIIEAAokLf7X+NPuKN6Xx4WlaSwzaOm2j8k/3cAgDKyeuVi92S77V3Xlhu7b2aND4tLThgaBAgA1KIpbzzmT7Av3ntcWFRyaiosqlM77woAJezHdWvdwDsO8Sfez9/vFxaXFAIEAAps3tTX/Yn36Rt/535Y811YXDIIEAAogmH/aeZPvuMH3R4WxY56jc2ZMjR8mgABgGJY/s0M98RVP3fdr97crVg8OyyOBQ16/HBoR9/1WEGxYObYKuUECAAUydjn/+5PwCO6nR8WFd0XE19y/W7e2++fxq+MGXid+/HHdVW2IUAAoEjWrF7h+nTYyXVpuZGb//nosLgoNOBx8AONk+GgmYSXfDU13KzWESAAkMG0MU+6W8+p526+vL5bt67qFX4haYzK28+0cd1abeKDQ/N2zZo0ONysYAgQAMjgxx9/dK3+z9Fup23quR49eoTFtU7diqeMfNQ9ee12Pjh6XrOVmzi8k1u3dk24aUERIACQhTFjxriNNtrI7bDDDm758uVhca2Z98kIN/C2g3xwdG31EzeqzxVu1fKvw82KggABgCz99a9/dfXq1XMdOnQIi2rcsm+mu6GPnZls53jp3kZu4ewJ4WZFRYAAQJbmzp3rttxyS/ezn/3MffbZZ2FxjVizarkb+9yN7onWP/PB0ffvu7np7/cPN4sFAgQAcnDnnXf6u5AzzjgjLMqL2lle/m9Pd8clO/rg6N5mCzf+5Tvc2jWrwk1jgwABgBysWrXK7bbbbj5Ehg8fHhabvPPOO+7II490v/plPdfsqHrulcf/6r5dPCfcLHYIEADI0bPPPusD5MADD3Q//PBDWJy1OXPmJNtV9FCITBz/TrhZbBEgAGDwxz/+0Z/0H3744bAoI93F3HHHHW6LLbbw77Hjjju6nj17+mqsUkKAAIDBhx9+6H7yk5+4bbfd1i1atCgsTql///7JKjA1xt94440F7RZckwgQADBq2bKlD4KrrroqLNrAhAkTXKNGjZLVVWeeeaabPn16uFlJIUAAwOjrr792W2+9tdtkk03c5MmTw2JP21xxxRX+bkXBcdBBB7kRI0aEm5UkAgQA8vDAAw/4YPjzn/9c5fk1a9a4Tp06ua222sqXb7fddu7RRx91a9eurbJdKSNAACAPCor99tvPh8QLL7zgnxs8eLDbZ599/HO6O2nTpo1bvHhx8MrSR4AAQJ6GDBniw+J3v/ud+8tf/pJs52jcuLH7+OOPw83LBgFSE5Yude7WW5075BDnttii4nHwwc7dcotzS5aEWwOxpSvnX/7yl27TTTd1vXr1KrlupcWyJPE7/81vfpMMjr333tu99NJL4WZlhwDJl64uElcdib+a6h8qK+MrEJSHqVOnuiZNmiRPgNHjqKOO8rPQonpqz3j88cfd9ttvnzxmqrKaPTuey9/WNAIkHytXusSlRkVQ/P73zr3yinMrVjj37bfODR3q3KGHVpRpG20LxIyunNu2bet++tOf+pPfXnvt5a+cR48e7erXr++f0xTmF110kZ9IEOuNHDnSHXLIIf4Ybbzxxq558+auVatW/r8vu+yycPOyRIDko3PnioDYf/+K4Ajpuf32q9jmwQfDUqBowitnVVt17NjRff/998ltVH2lxZO0/oW20ajpf/3rX34UdV02Y8YMd9ZZZyXvOI499lg3btw4X7Z06VL3q1/9ygfK+++/H7yy/BAg+WjUqCIc+vULS9Z75pmKbY4/PiwBiqK6K+evvvoq3CxJo6RvuOEG3y6i12gU9cCBA8PNyt6KxAXhP/7xD/fzn//cHwc1mPft2zfczHXp0sWXH3PMMWXfhkSA5GPbbSvCYcGCsGS9+fMrttluu7AEKChdOZ999tnVXjln4/PPP/dTmEev11xQms6jLujdu7fbeeed/ffefPPN3W233ea+++67cDNPa6Yfeuihftunn346LC4rBEg+NtmkIhzSzca5Zk3FNtoWKIJvv/02qyvnbGkKc81Cq/fS6OoWLVq4b775JtysLLz77ruuQYMGydA8//zz3axZs8LNNvDGG2/47XfZZRe3sozbPwmQfGRzB6KqAe5AUCS5XDnnQlOYP/LII34iQb23pvO4//77/aC6cjBv3jx38cUX+w4E+n5HHHGEe+utt8LN0jrnnHP8a//5z3+GRWWDAMkHbSCxobpmNfCq9xCcmzhxrjv55DZu440reldle+WcK81Ce/XVV/uuq/qcfffd1w+qK1WrV6/2Kw5q2Vp9H43t6N69u6+WytXMmTPdZptt5h+1cezjgADJR9QL64ADKrruhvScyrQNvbBq1XXXXZesZtAgLlXZ5FK/Xy6+/npl4op3pKtfv4vbc88rE9c45+R85WyhiQQ1F1T0/6Bp06Z+bEkp0SJRu+++u99/dRi4/vrr3bJly8LNcnLzzTf79zv33HPDorJAgORDAbHXXhUBcfjhFWM/9JzqPLXUpZ5TGeNAapWCQj94XQVHcxJFD/UYat++fdnfmXz//drElfIH7rjjergjjujiGjfu7Z5/fnLiyrmwvYA0F5TGkujYa2xJu3bt/FiTOJs4caI74YQTkn8zp512mvvss8/CzUzU/vTb3/7WV4W9+eabYXHJI0DypVHmu+xSERTVPVTGSPRao66VuuPQDz9aGU69jTSmoWHDhlXCRG0Bqm5RA6elSiKuRoyYkTjp9fXB0aBBt8TN7ruJE9f68RyFprEk99xzjx9bouOucRFdu3aN3TFfuHChH/gXTbN+wAEHuGHDhoWb5e2pp57y73/YYYfF7hjkiwCpCbrCUkOZ5r/afPOKx0EHMRdWAaihUz/O008/PSzytOb0gw8+6I4//ng/5iEKk1//+td+jQb1KCrVht9PP13kWrYc5INDj2uvfdXNnp1flUtNmj9/vh+RHR13dW1VeBebOgB07tzZbbPNNn6/1BHgoYceymtt83TUPhddzHTr1i0sLmkECEpWdGWnOwtdTWaiwXIa5KW6+qjRVw+dSC699FI3aNAg34gad0uXrnJ33fWWO/LIrj44zj67v3v33TnhZrGhEdl/+MMfksdbvZPUwFwMr776arKaU38DrVu3zupvJ19jx471QaoLl3zbVeKEACkW/dGW6JVvHGhQm6pIVP2gkdW5Uu8hTdNx8skn+3Wpo5Obet9cfPHf3ODB77hVq2rnitRq7dp1rm/fSe6EE3r54NA/+/Wb5J8vBRpUp3EROs4ak3JL4g5dbQSFMG3aNHfKKack/z+feOKJbtKkSeFmteqSSy7xn60OH+WCACkG/WgSJ7/EX3RYgiyoykmzxOrHqN5W+dJUHX369HHNmjXzXS633HJPt8ceLRJXzd3d9dcPc0OGfOZWrixu2L/zzhx31ln9fXAcdVQ3d889b/k7kZqgebE++eQT9/rrr/sp3PVQm0X073pe5TVRf69BdRoXoeMc3T3q2NcWzU2lE3Y0Dcuee+7pnn/++XCzgvjyyy/dL37xC78vn346LSwuSQRIMWh+HE3AmPiDdkX6Yy5lHTp08CcDzTVU0/XWOsG98MII1779gGSPJj0aNnzCtW37ihs0aJpbtqxw1VyzZi1111zzSnI/WrUalLj7WhRulhO1Tehu4G9/+1viz3D/ZCNypoeqfNTQrJHn/fv3z6vqR+MizjvvvOR7q41A1Tw1RWGn9gY14Ov9deK+6667qkwWWQx333232+3X9dwtV58aFpUkAqRYNPW7AmSPPTR6KSxFCuolo7pkjXyu7Xp0dY0dNeoLd+utI90f/9gzeRI/+uhurnXrwe655z5xixZlN6o7eq16SFUnKq9M3XLVq0rPn3HGM27kyJlVynOh3mqqstP8VdHo6uihwXLqZKB2II1b0Gj16KE7PD3fqFEjX38fBoqqAAcMGGBuO1LX1sMPP9y/n/ZL1Ty6Us/HqFGjfI+n6D21//m+Z01Z8/1q1+H8Pdxd59dzcya/GhaXHAKkNmWaiVNVWAqRxFUJMluwYIHbcccd/YlBV8CF9MMP69yYMXPcv/41yv35z08mT/hqyG7RYlBifyYn9i91fX7l8Pniiw175lUXIBrLobugHj0muDVrbNVHOmaaSVdX4NGJX3NhqfuqTvy53kWoI4Lm0dLdS+UV+PTvmsrEMk2K7haeeOKJZEBZ7xa++OILP2Av2ifd1bz33nvhZkU384PnXJcWib/hW/dPfPeavYMuNAKktmhyucQPwbVpE5asN22ac5tuWrFdTK6Q4kpdITW6WScGnbyKSYPzxo2b5/73f0e7Jk36JE/+ejRv/qLr3Xti4n9/1YGjlbe5+urBVcoql1emu5sVK3I7iUbUOH3jjTcm2xrUUUBX92rPqKkpxlV9+OKLL7ozzzwz2VU3mvrDQu0VGvQZtVfskbg7f+6558LNNhC2q2jgnnroxdmg+0/0ITLptc5hUUkhQGqLRp4nrqgSvyzn0l0FqUeG7kISt9lITVe3OjmoC2bcZjedMGF+Yv/GuFNPfToZBBdfXLVtK3q+TZsh/p9vvDGz2vKaoEZi3WXoeGkRqGuvvbbWq3A0lYnaNKIgUZWYej5ZfPrpp4ljeWryTkI9pj766KNwM09BocDQdoXu2ZWPRXM/ct1abeJ6td3GrVpRujMZEyC1qWvXinA45pjU1VmJq66sgqYOGz9+vL+C1gki7utPTJnytXvssffdsGHTqzwfBcTMmUt8LyqNHFcbS1ieD1UfXX755ckTr8ZbaCBlIWn99IMPPth/vrpEP6PJRI2GDh3qG/n1XmpvufLKK5NVbhpbok4U0XdV1ZWqsErJW31b+7uQt56+MiwqGQRIbVK3x2hd9HS31Bqdqm0aNkwdNHWUGn/32Wcff5LQiPJ8fP31135OrOq6qup5ldeWygFx331v+3/v1m18teUWmrspOnGrnegVddIoElVtqQE+6t2lOyBrF+Bw1PhWW23lQ6Xy6HY1mpeiVd8udL2u3dZ1bfUTt2jOxLC4JBAgtU1/3Btt5BL32dXP2Cv6cR12WOagqYPUg0YnClVp5EqBoJHnujqNunNmemg7ba/X1WSgVA4IdQM+8cQnE1fQ3d38+Ss2KM+VJpOMGqA1yj7d8rSFpDuIaM11TSefT5fraN6q6P+TBpHGcX6tXE0a8aC/CxnU6YSwqCQQIIWgqZwVDpobKxXN1JkpaOoY9fbRyWKnnXbKacW71157zc+oqtlgoxOO/v33v/+9r9a56aabqnRV1X/reZWHr9H76P3yFQbEgAFT/H936DC82vJsaRR+1MOqTZs2sTuhasYAzYis/dNyuPmEiESjyTX1ejlQL6wBtx7gQ2TGB/8Ni2OPACkE1c1utlnFI109bTZBU0dMnz7dV1eoqmLEiBFhcbW07sXRRx9d5W5Cs+/qSjjbhlVtp+31usp3LXrffNbVCANCPbnOPXegf27s2LkblGdDdx5ReGgRpLhSO4wWmtJ+5tuDThNg6n30/6hczJky1AdI35t2d2t/sI2nKRYCpFAUCgqHxJVuStkGTZnTVCVREPz9738Pizeg9SbURTUaIKe2ADXe5jvLrl6v94naFqKBbpb1LaoLiCg4zjlnQLXl6ajNI6q20kqMcTd79uzk0roa42FVjgEirz5ymg+RCUPsx6YYCJBC0RWwqqcUIuka/TQtfKagKXMav6CTRIMGDTJWebz77rvJKpIddtjBrwFeG/S+en99jj5Pn5uLVAHRrt3QZFl15dVRb6so1HSnVCo++OAD3zNLd5WWCTClXANk6YJPXbfWm7oebbZ0K5fMC4tjiwAppKefrggH9cxKVVetMQ7ZBE2ZUnuDTjCqvtLCUOloNHo0k67GIGggWm3S+0fzN+lzcxkNnyogtH5HNF1JdeXVibrqqsE8bm0emWgOLu27ZuW13MmVa4DImGfb+7uQkT0uDotiiwApJHXR1ZgQhYPGiKSS+JFNS2wzMBE0P5bYCSIf6vWkBnOdIDKNH1AvKQWNuoo+8sgjYXGt0ufpc/X52o9spAsIzY+VrrwyDRLU8VFX3bj0tsrVhRde6L+DFpvKVTkHyPerlrne7X/jurbc2C2YWXMTS9YmAqTQNFhQgwY1eDDVFXMiaO5NBM1+iR9KtieoUqfpNaIeNplOLLry18lbAwuLNTW3Plefr/3I5U4kH2rgj0aYF3OcR750J6cpT3TsNCAwF+UcIPLJ6Cf8XcjrPS4Ki2KJACkGTVuiu5B27cKSJP2wohXMartqJg40WEwnBvXWSddjSm0Pqj7SHUCxwiOiz9d+aH9ybROxiNqG1OW41GmqdX0XrVSYi3IPkB9/XOfHhiyYPiYsiiUCpBjmz6+YQFETKaaZL0hX4vqxtEsTNOVgwoQJ/iSshxpaU1m8eHGywbzQ1VapaD+0P9ov7V9tUXXV5ptv7ue2mjt3blhcctR2o3E3Ona5jLMp9wApNQRIsdxzj5ue+CEMS7MqoRb+iVYwmzp1alhcFnS3Ea1R/cADD4TFVURLgqohO06ihnXtX23RlOzldjGhdi59pyZNmoRFKdXFAFGVVrpHMRX30+uwdatXu9v33NMdXC99ffY9iaDRD0YL95Sj5s2bJ79fumnGNYhP4zDUlTZuVXraH+2X9i/bwYZaonbevOXh09XSkru6kFCby7x5pdPFMxN10d511139cfv444/D4moRIBs+iqm4n17HRT1qNDlcqkFvWlRH6zhruyFDhoTFJa1fv37+e6lHUaZ5pzQmRNvW5vrZ+dB+af+0n5ksXLjS1a/fxY8ByYZWEtR7a16wcqNBhfpuWgkxG3U5QOIonntVh/zpT3/yP4h01TcvvPCC30ZVPamCptRoOdpoqpLhwyvmg0pFU5no+x9yyCFp71KKSful/dN+Zpp6RWM/1GVX65tnQ8vQ6n21GFS50ZQ1ugPZe++9w6JqESDxEs+9qkMmTZrk1zrQGt/pJgzUoLFMQVMqVHWh5Ub1fVS3n4kmNNS2mcaGFFtUp6/9TSeXAFE7mEJW3XfjGp75Ouqoo/xxS7VoVGUESLzEc6/qmKuuusr/KDRddSrZBk0p0Oy3+r6a7yrTHZWqtjQrriY2zLRtsWn/tJ/a33RVcrkESDRyW4splSstR6vv+PDDD4dFG6jLAVLdo9iKvwfwax1su+22fkzBxImpF5aJgqZly5ZhUclQNYyuqLWeg6ovMnn88cf9dy6VOZ+0n9pf7XcquQSIZq/V+w0cODAsKhuqwtR3zGZ8CwFCgKAaDz30kP9hqL47lUWLFiWDJu5Lu1ZHd07RjKy6ss6GFncqpROG9lP7q/1OJZcAibo4p7ujKXXqyq2/aVXTZVKXAySO4rlXdZDaBQ488ED/40i3WI5u8zMFTVxFbRm5jJfQSHyNg0k3Oj1OtJ/aX+13KtkGiP4mVB2mXmrlbvfdd/d3ppppOB0CJF7iuVd11LBhw/yPQz+mVatWhcVetkETN9EdltY31zrn2ViwYIF/jUYsl5JohLX2vzrZBogGj5bqxUKuGjdu7L+r2vrSIUDiJZ57VYedfvrp/gfy73//OyxKyiZo4kTVbRoEp6lKxo8fHxan9Oabb/rvma46KI6iajftf3WyDRANMNX7aPr2cqd2PX3Xl19+OSyqggCJl3juVR2mleZUBaKFd9KNOo6CJs5LmcrKlSv9QEnta6dOncLitKKBhu3btw+LYk37q/3W/lcn2wCJvv/1118fFpWdDh06+O+aqas2ARIv8dyrOk4nDP1ILrpo/ZTOqg7Rifjwww/3VRrqAhuth3HMMcf45+L4ULdjfZemTZvmPI4hmrH1jjvuCItiTfur/db+VyfbAIm+/+233x4WlR0ty5vumEUIkHiJ517VcZr7SOslaIRuNE14NGdUqT4sAyCjdpN77703LIo17a/2W/tfnWwDpFS/v8V9992X9phF6mKAxBkBElPdu3f3PxTdaWiiOfXG0YR6WidE04BEj3HjxlX577g9+vbt6wdAahryXGcU5g6EO5AQARIvBEhMab2EI444wv9YojmWOnbsGG5WEqIT6mGHHeZWr14dFqdEGwhtICECJF4IkBgbPXq0r8bSD0Yz8mpm3lKkMDz++OP992jbtm1YnBK9sOiFFSJA4oUAiTHNraQpP/SD+c9//hMWl5Q5c+b4UfQKxEwniQjjQBgHEiJA4oUAiTF1e9WPJdd1o+MqWv9EEw5++eWXYXG1GInOSPTKCJB4IUBiSnMfab0MNUBPmTIlLC5ZrVu39icATU+vqq1MynMurCXu0EMfcC1aZJ5JgLmwqiJA4oUAiakWLVr4H0qbNm3CopKmkfMHHXSQ/2533313WLyBcpyNd8aMuYk7lD+5Zs0ydw5gNt6qCJB4IUBiaMKECf6KbLvttvMz8JabyZMnu80228xXz0TjXFIpx/VANNuAToInnnhiWLQB1gOpigCJFwIkhqIeS4888khYVDaiO4s99tjDLVu2LCyuotxWJMwlQFiRsCoCJF4IkJgZMGCA/4Gommft2rVhcVlp1qyZ/64XXHBBWFRFua2JnkuAiHphaXvWRCdA4oYAiRG1D+y2227+B/Laa6+FxWVn8eLFbpdddvHft2fPnmFxFQ0aNPDb9enTJyyKBe2X9k/7mUmuAdKjRw+//aWXXhoWlby77rrLf7ebb745LKoWARIvBEiM3H13Z//jOPPMM8OisvXWW2/59h7NPjxt2rSwOEnb6Up1hx12cEuXLg2Li0r7o/3S/mk/M8k1QDQ3mqax0ZT46WZoLjXqprzrrrv646bperJBgMQLARITX3213B1wQCu3447HuRkzZgal5e22227zJwXNNJxutL1WMtR25513XlhUVNof7Ve2Ky3mGiByww03+Ne0a9cuLCpZUZtRkyZNwqKUCJB4IUBi4uabR/jBZZ06DQ+Lyp7aeo477ji3xRZ7JMKkR1icpCqvqIovLh0MtB/aH+2X9i8blgD56quv3Oabb+4npZw7d25YXHI0BigasZ9LdS0BEi8ESAxMnPiVq1+/izvppD5u5cp4d1WtLXPnfpU4obROPO51b789OyxOUrdfrWyoai+NbC8mfb72Q/uTqTtyZZYAkRtvvNG/LpvxEnEXzTSc6ywLBEi8ECBFpk5FF130nL/7eOml1G0AdcHrr8/0x6Fx495u4cKVYXFS//79fddWtQkUK0T0ufp87Yf2JxfWANGIbXXn1Ws10WKpUpuR1rvRsdPyBLkgQOKFACmyQYOm+ZOmQiSmPVQL6q673vLHo3XrwWmPR5cuXZIrMha6Okufp8/V52s/cmUNEInmE9P8WKrWKkUXXnih/w6XXXZZWJQRARIvBEgRqbpK1VaqvlI1FpxbvfoHd845A3yIPPnkh2FxFbryV/WRTihqyK7t3ll6/6jBXJ+b651HJJ8AEU3vrtdnO59YnEQj69V9e8mSJWFxRgRIvBAgRfTww2P9iVIN6Fjv888XuWOO6e4aNOjmpkxJPSWIqO0halhXV9revXuHm9QIva/eX5+jz8ulzSOUb4BoxtqDDz7Yv0epzBEmH3zwge+urTu3kSNHhsVZIUDihQApkrlzl7mGDZ9wxx7b3S1YUBpTlRfSwIFTfLieccYzGTsW6EpWXWijxbd0clUX0XznztLr9T7RyVrvr8+xXDlXlm+AiN5DU8brfbQcbNzNnj3b7bzzzn5/NXjQigCJFwKkSK67bqg/QXbrNj4swv8XHaNbbsluCg8N4tMa8jrB6KGJDXWFrpNNtuuJaDttr9fp9dF76X2zGSSYjZoIEBk3bpwfYKj3uvPOO8Pi2NBiYvvuu6/fT80unA8CJF4IkCJ47715/sR46qlP+zp/VG/ZstWuadOn/LF6+eXse6hpXIEmNNSsuFEA6N817kBdYG+66SY/eDF66L/1vMrD1+h9chmnkI7CSXc0TZs29e+vXlzvvfdeuFlOVBUUhYim/o9bm8jnn3+erGI844wz/Ohzq08//dSPXNd7PfXUU2ExioAAKbB1635055030J8Uhw+fHhYjMH78l+7II7u6447r4WbNyq2RXFOqq5eUFneqfDeR7qHttL1el25K9myp4f3JJ5/0J09NYR99TlTdpn9qjqtsV2isju5EouosNazHpXeW7hK23357v1/nn3++OTx0DNu3b+9XetR7aUClggnFR4AU2IABFXX7V1zxUliEFB5//P1kV+c1a+xX2AqE0aNHu169evlH165dk/+u52siMOSbb75x3bt391N0RCc9PbS+/UUXXeS74upuRIPpomDTXYTaBtJN5ZKOqsWithp18S3mOBEFhe7s1NVZ+3Pttdea7oz0mieeeCIZjvkeI9Q8AqSAVCVz4olP+ivqadMWhsVIQXdtzZu/6EOkc+cxYXEs6A7iscce8+0aWoY4Cg0tCta8eXM3ZMiQak98urq+7rrrkkGz5557mgdHqndW1MVXD1XLqf2hkMaMGZMMMvW4sq7h8uabb/q50aK7NHVeyOcuDbWDACmgjh3f9ifBO+8cFRYhg/nzV7gTTujlw/eddwp7Ukxl1qxZ7oEHHvDzeEVVUnqou2/Lli1920m21TaaifiUU05JvoeCaNKkSeFmWVEARSPWNXeW7gBq++SrVSY1RkZddPW5WhQt3ezKqeiYRmNt9GjYsKEbO3ZsuBliggApINXjH398T7do0XdhEbIwYsQMH8Bt2gwJiwpm1qyFidDokVxFL3poYNw111zjRo0aldeiV6+++qrbb7/9/HvqTqZ169Zu4cLc71ZVRaa5s6J2Fw181FW8FqXKZ/8qUzi++OKLfvmBKDg0RYmq73K1cuVKv7RttL/q8hvXtV+wHgFSQJokcNKkBeHTyMEbb8wsePXfjBlLXNeu49355z/rDjnk3sQdxkmJO45N/HK8HTp08NU2NUkn5s6dO7ttttnGn0y33XZb99BDD2V9N1PZggUL/FTwUU8tPXR30qpVK7/6Za7hpAb6vn37+u64CovoPfXv999/v69Gy5VGp0cLi6ln2i233JJ1t2sUFwECVGPq1G/cY4+975o16+/veqLHWWf1d506/ddNnDg5fEmN08ldJ/qoMXr//fd3w4YNCzfLyooVK/zKhloet3J1W3TyV5WTeoNpZcDKXZz/8Y9/+OcbNWqUbMyOHrpDOvnkk30QrV69OvzIjDSRombjjd5PbTYzZ84MN0OMESAoWdFJ/cEHq59WJCrP1kcfLfDvdfrpz1QJDd15aMCn7kSKYeLEie6EE05Inmg1NkW9rqzmz5/vr/p1F6FQigIq00OBccABB7gWLVr4ecByvXuJ6PM1kWJU7XXooYcm7izfCDdDCSBAULKiE/zRR3dzX3yx4ck9U4CoKUDjTO699+3ElfTTVULjkkued716TfBTzsTFs88+63bffXd/0lWvreuvv94tW5b//mlBr08++cS3j1TXxVnPq9zSFbcy9UK75557fHdmfQd1Ydbn5Pu+KJ68AyTTjzRTeWXRtjV1RVkI1n1O9XwkUznWHyM9rr56cFhc7TFcu3adGzt2rvv3v990f/lLn+Q2mhH58stfTFyZf+R7fMWVqoo0bYm6yOokHDVax/0k/MILL7i99trL77NG+Gtp3nznFEPxxTJArFeUxWDd51TPRzKVY/0xUq8s/VMN7NWVRzSe5H/+p1/y+aOO6uZatRqUuLKf4r75JvUCVnE0b948d/HFFyfbM4444ogam6urJql7r0bHR9VgmsZl6tSp4WYoUbEMED2yvaIsNus+p3o+kqkc64/RzJlLfBicdlpf9/33azcojyhA2rUb6gPnxRenJq6AVyXLSpWmlW/QoEHyBK0pQzSWotgWLVrkrrrqquSgSk2mqMGUKC+xDJBsryjjwLrPqZ6PZCpH1WN0330VgzQrz25cl46h1iuJpkvXXFHqQWXpUpsvdTXWio3qeqx92XrrrX333nyn1kc8xTJAsr2ijAPrPqd6PpKpHFWPUTRNjBaiitow6tox1NgJdbvVWAqdvDXeQ2M2CmX48OHuwAMP9J+tnl3qraV5wVC+aixAMj2yUXnbUrmitO5zeHxSPZBaeIyiiSo7dBhebXldMWPGDHf22Wcnq7WOPfZYP2NvbdHMuJptOPo8jTX58MP0yxGjPMQ2QLK5oly+/Hvfa6ZLl3EFewwdWnUa6Vz3ORIen1QPpBYeI7VxnHtuxVT56mkVltc1WitEa5zopK4xF5rUsSanel++fLkf5R5NBKl1PwYOHBhuhjJWYwGSSqbyysJtM11RPvPMpORzhXxUXoI2ei6SaZ8jqZ6PZCpH9ccoCo5zzhlQbXldozEejz/+eHJdDo3B6NixY7UzA2dLc2lpVHu0RrwmbNSyuqtWlX6nBOQm1gGS6YoybncgkmmfI6mej2QqR+pjpJ5WUVl15XWRxly0bds2ueKixmS89FLua9Jo3ZT69ev791AXYq1vMnfu3HAz1BGxDhCJ+xVldfuUzT6nej6SqRypj9Hs2ctcgwbdUpbXZRqDoYWuovaKxo0buylTpoSbbWD27NnuggsuSL5OsxHX9CSSKD0FDZD335/nx0o0atTTnXRSH3fHHaPc0qXrb3tTvVecryhT7VOmfU71fCRTOdIfI80MkK68rhs8eLDbZ599fBhorIbWU1+8eHG4me8KfPvtt/uuwdp2p5128tOb1NSU8ChtBQ0QTRUxatQXfgCX1sTQdBLXXLN+6c1U7xXnK8pU+5Rpn1M9H8lUDuRLYzM6derkx2ooHLR64qOPPurbTaRfv35u11139WVaT+Smm27ys/oCkYIGSGjlyjX+biSSbtu4XlGm26d0+5zq+UimcqCmaC34K664Ijkr7957753svaVHs2bN3PTp08OXAfkHSD40alt3JQCKb8KECX7djyg4tLa5ZuIFUilagGjBnqZNnyr46nIA0lM3X00VH1VlAakUJUDGjZvnw0NrMQAASlPBA0TjKJo06eMmT2ZtcAAoZQUNkKeemuhOOeXpoi0NCgCoOQUNkKhnUfhQbywAQGkpaIAAAMoHAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAACT/wd2Rmy0wSalcwAAAABJRU5ErkJggg==)
| Product Number | 4H56-3-V8 |
| Synonyms | 6-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid hydrazide; 2-(Hydrazinocarbonyl)-6-(trifluoromethyl)imidazo[1,2-a]pyridine |
| CAS | 1048912-65-7 |
| MDL Number | MFCD11100215 |
| Molecular Formula | C9H7F3N4O |
| Molecular Weight | 244.177 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-3-V8
CAS: 1048912-65-7
Molecule Weight: 244.177
Formula: C9H7F3N4O
![8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H39-7-03
CAS: 883032-94-8
Molecule Weight: 278.62
Formula: C9H6ClF3N4O
![Imidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H39-1-52
CAS: 119448-27-0
Molecule Weight: 176.179
Formula: C8H8N4O
![5-Methylimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H56-1-402
CAS: 1097788-54-9
Molecule Weight: 190.206
Formula: C9H10N4O
![6-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid monohydrate](data:image/png;base64,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)
PN: 4H58-3-90
CAS: 1858251-06-5
Molecule Weight: 248.161
Formula: C9H7F3N2O3
![6-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-3-Z2
CAS: 1018828-69-7
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carbaldehyde](data:image/png;base64,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)
PN: 4H15-7-08
CAS: 881841-42-5
Molecule Weight: 248.59
Formula: C9H4ClF3N2O
![6-Fluoroimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H39-3-X2
CAS: 1135282-88-0
Molecule Weight: 194.169
Formula: C8H7FN4O
Melting Point: 202-203 ℃
TSCA: Not listed on TSCA inventory