![2-(4-Chlorobenzoyl)-3-[(4-chloro-6-methylpyrimidin-2-yl)amino]acrylonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABIMAAASDAHe8WMqAAACmXpUWHRtb2xTb3VyY2UAAHicjVbbjpswEP2VkZ+LwTaXECVZRV1VqrS7lbpbqW+VQ5wsUoAVkNvfd2wuDYSFJkQzzJzjsZkLWTxckgOcVF7EWbokjDoEVBpl2zjdL8mvt2/WjDysFhGCEJgWS/Jelh9z2z6fzzR6V4m8ZCmNsoRU/vmliDuYs6BZvre54zD79/PTq+FYcVqUMo0Usop4XhjjUxbJ0uzikxB2IvNTnNoV3E7yU7XaH+7oy6GXYkv+neUr+tZIhV18ULDL8kSWcOIOxcv5AnuVqlyWagubK5oFdfHsq8XzYxYdE5WWqOoV4kgeXsv8GKEhyQ4qOuJiqHx/XJKEIUGWWbLOc3kFrWmzZCA5SAHSBemB9EEGIGcgQ5DMwR/6GQIYIhhCGGIYghiiGMIY4jjiuF6HYz4OSm/o7fqh8FRQfw/wguKlvtXyB9w4jREfL18SPJiDcWvhUSHcoBE+9f2Z2/g43gUuMPSJoBH4tPADVn1r1aDa3Fj7skZZ9cpWHa+9r/2VIHDFfWpMqCP5NBRaBjQwkUPKXbMDjMk6yr2HUc8zCqeCdy0ODWZGEXTmG8WlvugqPmVBrYTuJ5YW3KxT7RNrwW6LYbXYZOn2RoV4uyQbRkyV/FS7gteFQiDLtyrH3tMLaOgtgXcJuqxawnqIILoEXYTjBLdL0CU7viXvjuCPR/C7BN0O44SgS9DNM76lWZegW22cEHYJpjFbBh9iaH8ndaaRx6OwfrpN47ccMcjhA3HERJxe0qvBMnEed4AzkXnWS301uMZzyXrZrwbdBKdXANVgnOD0aqAapBPnCe853BmPw3t1UA3qCU6/Drz/4PC7JuB8giLuhsUwxb6ZTXbzUkP17oVn37wNbfwPsPoLO0ZR9lHDPS8AAD5VSURBVHhe7d0LvI1V/sdx13IvhC6UpKsaJELJrYvGpLvJqCRSSkYMpSm3ppqmpkgZnNxVKFLKJJWEpCKXyLWD3O93jtvvf37L/9lzznL2OXuvc+zz7Gd/3q/Xfp3stZ5nP2vPa9Z3P8+z1nryCAAADvLYbwAAEAkCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAAB4DtHjhyR4cOHS5MmTaRcuXJSsGBB87dGjRrSuXNnmT9/frr6efLkMa9wsiqHG75RAL6yYcMGqVWrVqjTD/dKK6P30sqqHG74RgH4xuHDh81Zhnb25cuXl4EDB0pycrKkpKTI1q1bZd68edK3b1+pWrVquu2yCoisyuGGbxSAbwwePNh09BUrVpTNmzfbxWFlFRBZlcMN3ygA32jUqJHp6EeOHGkXZSqrgMiqHG74RgH4RunSpU1Hv2nTJrsoU15AZPVCzuIbBeAbBQoUMB29jsKKhh0U4V7IWXyjAHwju2cg4WRVDjd8owB8o2HDhqaj5x5IfOAbBeAbgwYNMh39hRdeKFu2bLGLw8oqILIqhxu+UQC+ofM9qlevbjr7ChUqmEBZvXq1mR+ybds2+fnnn6Vfv35SrVq1dNtlFRB2+ZdffimNGzeW4sWLyznnnCOtWrWK+rIZCBAAPrNu3brQZMLMXmll9F5adrleKhs/frysX79e9uzZI7179zZDiBGd8N84AOQSPeMYOnSo3HzzzVK2bFmzFpb+1WDp0qWLLFiwIF19OyBsWZXv3btXihQpYr+NLIT/RgEgAezbt09efvlladq0qV2ELBAgABKWd2aiZzcrVqywi5EFAgRAQtu9e7f07NlT6tWrZxchCwQIgISnIVK0aFH7bWSBAAGQcO68806zNPzBgwdl7dq10qFDB+6BOCBAAPjarl275OjRo/bb2fLJJ59IzZo1pXDhwma+yaOPPirbt2+3qyELBAgA39I5GsWKFZPWrVvbRfABAgSAb61atcqMktKJf/AfAgSAbxEg/kaAAPAtAsTfCBAAvkWA+BsBAsC3CBB/I0AA+BYB4m8ECADfIkD8jQAB4FsEiL8RIAB8iwDxNwIEgG8RIP5GgADwLQLE3wgQAL5FgPgbAQLAtwgQfyNAAPgWAeJvBAgA3yJA/I0AAeBbBIi/ESAAfIsA8TcCBIBvESD+RoAA8C0CxN8IEAC+RYD4GwECwLcIEH8jQAD4FgHibwQIAN8iQPyNAAHgWwSIvxEgAHyLAPE3AgSAbxEg/kaAAPAtAsTfCBAAvkWA+BsBAsC3CBB/I0AA+BYB4m8ECADfIkD8jQAB4FtegNSoUcMugg8QIAB8ac6cOVK9enUTIPrq1KmT7Ny5066GXESAAPCVDRs2SKtWrSRv3rwmOMqUKSNFixY1/33WWWfJwIED5ejRo/ZmyAUECABfOHTokLz44otSvHhxExZnn322DB06VI4fPy5btmyRtm3bSv78+U3ZH/7wB5k2bZq9C8QYAQIg102YMEEqVapkwuG0006Tbt26ye7du+1qMm/ePLnhhhtCl7Xuvvtu+e233+xqiBECBECuWbhwoTRq1CgUCM2aNZMVK1bY1U4yduxYueCCC8w2p59+uvz973+XvXv32tVwihEgAGJu27Zt0r59eylQoIAJgSuuuEKmTp1qV8vUwYMHpXfv3qH7I+eee66MHDnSXPJCbBAgAGLmyJEj0q9fPylZsqTp9EuVKiX9+/c377v6/fffpWXLlqGzmNq1a8v3339vV8MpQIAAiIkpU6bI5Zdfbjp5PfN44oknZPv27XY1Z7NmzZKaNWua/esIrgcffFDWr19vV0MOIkAAnFK//bZe7rijeegMoXHjxvLLL7/Y1XKEXr4aNmyYGcGln1WsWDH5xz/+YUZ4IecRIABOiX37UqRv39lSpcrfpGTJq+Wiiy6SiRMn2tVOiT179sgzzzxjbrBrkFx44YXy4Ycf2tWQTQQIgBx17Njx1KD4VW66aaTUqDFIrr9+sAwYMFFSUg7bVU+5lStXpp793BE6+9E1tRYsWGBXgyMCBECOmTdvo7RsOd4ER82ag6V3729k27b9drWY+/LLL1PPhKqYENHJiI899phs3brVroYoESAAsm3jxr3SvfuXJjj01br1RFm8eItdLVfpSK+33npLSpcubYJER4L17ds3WyPAEh0BAsDZwYNHZNCgn6Ru3SEmOP74x3dl8uSsJwLmJh351aFDh9AclMsuu0w+//xzuxoiQIAAcPLf/64wgaHBoQEycOCPJlCyQ0dRLV261KxzNWLECBk+fLhZD0v/6r/1fS3PicmCixcvlhtvvDF0f6Rp06aybNkyuxoyQYAAiIpemnr44Y9Dl6v00tWGDW7LiOgiiWPGjJF27dqZexQFCxYMdeiZvbSe1tftdHvdj6uPP/5YKleubPar63B16dJFdu3aZVdDBggQIAF5nX+/fhnP2PbK09q+/YC5Ka43x7XsL38Zb26aR2v//v0yatQouemmmyRfvnzpgqFcuXLSoEEDeeihh+T555+XXr16hV76b31fy7Ve2u10P7o/3a/uP1opKSnyyiuvSIkSJcz+dAn5pKQkOXbsmF0VaRAgQALyAuLaa5Nk9eqTH9JkB8jcuRvkhhuGmfd0eO5HH/1qhutGQ+89aAh4y5joq3z58vLoo4+axRGjHRWl9XU73V734+1T96+f4zLLfdOmTalnVw+Hgk0faDV9+nS7Gv4fAQIkIC8g9NWhw2d28UkBovc76tR5R954Y7bs3ZuSpmbWdBZ4z549zaxw7zKRrl2liyfm1C983Y/uT/er+9fP0c/Tz3WZhf7TTz/JddddFwql5s2bpwbtartawiNAgATkBcSTT042f7/5JjnD8uzS0U06A1074UKFCqV+3pOydu1au1qO0v3r5+jn6efq57uOsnr33XelQoUKZj+FCxeWHj16OF0iCyoCBEhAXkAkJ++UWrWS5Lbb3pOUlP89Jja7AaL3FDp27Bj6Ba/P+Yj1L3j9PP1c7xj0ePS4oqWBoWcyGiDeZbfRo0fb1RISAQIkoLQB8dprs8x/JyXNzbA8WnoGcM0115jOVm9Gx2r9q3D08/U49Hj0uFzPgNasWSP33XdfKJDq1q0rP/zwg10toRAgQAJKGxC7dx+SRo1GmLkcOqPcLo+GrrJ73nnnmQ62Xr16sm7dOrtKrtDj0OPR49Ljy85qwDNmzJCrr77a7EuXjW/SpIldJWEQIEACsgNi3LjF5t/dup14KqBdHonZs2ebB0Rpx9qmTRs5evR/l8T8QI9Hj0uPT49Tj9eV3rTXYb66L30iYqIiQIAEZAeEDslt3vwD896cOetOKs+K/qL3wqN79+52sa/o8Xkhkp0zEQ0R3Y8uFZ+oCBAgAWUUEF5w3HvvuAzLw9F7A948jGeffdYu9iU9Tu+GuB6/CwKEAAESUriA6Nx5Sqgso3KbjmryHiOrl4fiiXc5S4/fZXQWAUKAAAkpXECsXbtbatdOCltu84bq6g1qv93zyIoer3djXdsRLQKEAAESUmYBoetjZVbu0cl5OgpJh8j6ZbRVtPS49fi1HdFONiRACBAADg4ePBhawTa353lklx6/tkPbo+2KFAFCgABwoKvjauepM72DwJuxru2KFAFCgACIkq5yW7x4cbO0R6yXJzlVtB3aHm1XpKv4EiAECIAo6YKC2nHqY2GDRNuj7dL2RYIAIUAARGHfvn3meRu6ZLrrmlJ+pe3Rdmn7tJ1ZIUAIECDh7dmTIm3bfnzSku4Z0Sf+aad5//3320WBoO3S9mk7s0KAECBAwvvpp/VmyG6vXtPsopPoY2O109SHNwWRtkvbp+3MCgFCgAAJL9IA2bx5s+TPn98s/5FTTxL0G22Xtk/bqe3NDAFCgAAJL9IAGTNmjOkw9RnkQabt03ZqezNDgBAgQMKLNEDatWtnOsyxY8faRYGi7dN2anszQ4AQIEDCizRAqlSpYjrMLVu22EWBou3Tdmp7M0OAECBAwoskQHThQR3ies4559hFgaTt1PZmtkAkAUKAAAkvkgBZvny56SwbNGhgFwWStlPbq+0OhwAhQICEF0mA6Eq12lm2bdvWLgokbae2N7MVegkQAgRIeJEEiHdjuWvXrnZRIGk7sxowQIAQIEDCiyRAhgwZYjrLPn362EWBpO3U9mq7wyFACBAg4UUSIP379zed5WuvvWYXBZK2U9ur7Q6HACFAgIQXSYBwBnIyAoQAARJeJAHCPZCTESAECJDwIgkQRmGdjAAhQICEF0mAMA/kZAQIAQIkvEgChJnoJyNACBAg4X333UI599zbpFOnvnZROqyFlR4BQoAACW/atGmpHWFeeeih1nZROqzGmx4BQoAACe9EgORJDZCH7KJ0eB5IegQIAQIkvEgDhCcSpkeAECBAwos0QBTPRP8fAoQAARJeNAEyatQoU/f++++3iwJB26Xt03ZmhQAhQICEF02A7Nu3T0qWLGmGuK5du9YujmvaHm2Xtk/bmRUChAABEl40AaJ69Ohh6nfo0MEuimvaHm2Xti8SBAgBAiS8aANk+/btUrx4cSlcuLCsXr3aLo5L2g5tj7ZL2xcJAoQAARJetAGievXqZbZp1qyZXRSXtB3aHm1XpAgQAgRIeC4BcvDgQalcubLZbuLEiXZxXNHj13Zoe7RdkSJACBAg4bkEiNKVavPmzStlypSRdevW2cVxQY9bj1/bkdnKuxkhQAgQIOG5Bojq2LGj2bZevXqZLjzoR3q8etx6/NqOaBEgBAiQ8LITICkpKVKzZk2zfZs2bexiX9Pj1ePW49d2RIsAIUCAhJedAFFr1qwxy3/oPp599lm72Jf0OPV49bj1+F0QIAQIkPCyGyDql19+kVKlSpn9dO/e3S72FT0+PU49Xj1uVwQIAQIkPG95kmuvvdYuisrs2bNDIaKXh/x2T0SPx7tspcepx5sdu3fvNvvSuSOHDx+2ixMCAQIkKF2u4/nnnzfLd2hHqC9dRHDx4sV21YjpL/rzzjvP7EtvUPtldJYeh3fDXI8vO2cex48fl+HDh5unFnrf26WXXiqfffaZXTXwCBAgAelZh9fRFylSRO6880655JJLzL8LFCggTz75pOzYscPeLCK6ptQ111xj9qVDZHN7noh+vh6HHo8eV3bW8NKzllq1apl96dDfW265Ra6//vpQkDRp0kSWLl1qbxZYBAiQQObMmSN16tQJdXgtWrQIdah6GeaNN96QM88805SVLl1a3n77badLUTqqyRviqy+d6R3rZU/087wZ5vrS43EZbaX0DEZX6tXQ0H1piHz33Xeh8k8//TQUwAULFpROnTrJzp070+whmAgQIAFs2LBBWrVqFeoAa9SoITNnzrSrGVu3bjVP5dOHKmndK6+8Ur766iu7WkR0ct5FF11k9lOoUCFzZpOdM4BI6P71c/Tz9HP186OdJOjRmekvvPCCFC1a1OxLL1vp5Su9jGXTAH711VfljDPOMHXPOussGThwoFMAxwsCBAgw/cX90ksvmRu92qmVK1dOhgwZEtETBRcsWCANGjQI/YK/4447ZOXKlXa1LB06dEh69uwpxYoVM/vRey4tW7Y0D2+K5DgiofvR/el+vXs6+nn6ufr5LsaNGycVK1Y0+zr99NPN0N+9e/fa1U6iTzJs27at5MuXz2xbtWpVM9ItiAgQIKAmTJgglSpVCnXa3bp1MyOHovXhhx+aoapeR/rMM8/Inj177GpZ0lVu9aa9Pm/DCyWdh6FnO2PHjjVnPtHQ+rqdbu/NQ9GX7l8/J9JVdW3z58+X+vXrh/an94dWrVplV8vSvHnzQjfu9XXPPfdIcnKyXS2uESBAwCxatEgaNWoU6rj0PsCKFSvsalHRX/H/+Mc/QmcReiln2LBhGV7Kycr+/fvNTXwd8eX9SvdeeoakZz06J0VDQFfH9V76b31fy7Ve2u10P7o/3a/u34UGUrt27UKX7q666ir5+uuv7WpRGzNmjFxwwQVmn3pZ7bnnnovogVXxgAABAmLnzv3yt7/9y4yi0s7qiiuuyPFnl69fv14eeOCB0L0UXQYk7c3kaG3ZssV0sNpxV6lSxdyAThsM4V5aT+vrdrq97seV3rt4/fXX0w0eGDBgQI7euzhw4ID07t3bjHjTz9ARcCNHjrSrxR0CBIhzR48ek/ffXyQNGw6XihVby7nnVpH+/fvLkSNH7Ko5Roez6sRD7QyLFq0of/3rf2Tz5uz/qtYzGh0Gq/cMRowYYW5YDx061PzVf+v7Wu5y5pOR6dOXpIbgHaFQ0pFarsOXI/H777+b+zQmCE/PI7U715bvN35vV4sbBAgQx2bP/l3uuWes1KgxSGrVSpKXXpqaeiYS/f0JF9qJjxw5SqpW/bNceeULcv31QyQpaa6kpOTcL/dTZfXqnfLkk5OlevW3pHz5e6Vp03tlyZIldrVTZtasWXJNi2skz1N5JO+gvPLgtAdl/f71djXfI0CAOLRmzS556qnPTXDoq337T2XVqlP3yzkz+/cfkrff/kHq1HnHHMttt70nX3wR/U3nWNizJ0X+/e/vUs+eksyx3nnnmNSzml/tajGhATx06VA5e9TZkmdQHik2tJi8OO9FOXTUbdRYbiBAgDiyb1+K9Ov3vdSufaIDvP3291M7wGS7Wq5Yv36PdO36RSjUHnnkE1m2bJtdLVccO3Zcxo9fIjfeOMIcW/36w1LPnhbIkSM5M4w4O/Yc3iNPz3laTks6zQRJpfcryfjfxtvVfIkAAeKAdoATJ/4qN9000nSA9eoNlWHDfpbDh3O/A7T9+ON6ue++D8xx1qw5WP7xj+myY0fkj4rNaXPnbpAWLT4MHU+fPtNl+/YDdrVct3L3Srl9yu0mRPTVcFJDWbh9oV3NVwgQwOd+/nmjtGw5PtQB9uo1TbZtcxuqGisaeB9+uFgaN/7fL/7Ro2P7i1/PiJ5+emrojKht24/l11+jm2uSG75c96VUGVfFhEj+wfnlsRmPybaD/jiTsxEggE9t3LhXunf/MtQBtm49URYvdh+umhv0nsNrr81Kd89h5ky3BzhF6sCBIzJgwI+hezJNm74rU6ZEP4M+Nx05dkTe+uUtKTW8lAmSksNLSt9Ffc37fkKAAD6k9w6uu26I6QBvvXW0TJ6cvYmAuS05ead06PBZKAx1BJS+l9M++2y5+b70M/T7GzToJzl0yF+dbjS2H9ouHWZ2kAJJBUyQXDb2Mpm2fppdLWreZbLsyv4egATjdYLhhCv33teb4BlJu93Kldvl3nvHycCBP8rBg/HbAdpmzFhjzkK0nXpWoiOi9CwlrWi+J8+SJVvNGZpX9ve/fyWbNmW9blW8WLxjsdz46Y2m0y8xrIRdbM5Mhi8bLk0mN5FyI8tJwaSC5m+N8TWk8+zOMn/b/HT1CRAgl2TUgaUVrtx7XztOnYdgC7dd0Oh9kFGjFpj7ItreO+54P125y/fkja564IEJMn/+xnRlQTJ13VT5YNUH6d7bsH+D1PqoVigUwr3Syug9F9nfA5BgMurA0gpX7r2vL72cYwu3XVDpyKyXX54hL774bbr3Xb4nvcSnrxyaoB43Dh87bM4yNAzKjy4vA5cMlOQ9yZJyLEW2Htwq87bOM/dOqn5YNd12BAiQSzLqwNIKV+69r9f/9e833yRnWJ7o+J4iN/jXwSYIKr5XUTYf2GwXh0WAALkkqw4sXLn3vt481mVHdMZ22mU/wm2XaPieItdoUiMTBCOXR7cwIwEC5BKvA8vqZUv7vg5t1f/WtaMyKk9kfE+RKz2itAmCTQc22UWZIkCAXGIHRbiXLe37u3cfkkaNRkjdukPMfA+7PJHxPUXOG94b7fwQAgTIJVl1YOHK7ffHjVts/t2t24lndtjlicr+HviewuMMBIgzWXVg4crt93W5j+bNT6wZNWfOupPKE5X9PfA9hafrZXEPBIgjWXVg4cozet/rEHXSYEbliSij74HvKWODlgwyQXDhexfKloORL3NDgAC5JKsOLFx5uPc7d54SKsuoPNGE+x74nk6m8z2qj69uwqDCuxVMoKzeu9rMD9EFGH/e9rP0W9RPqn1YLd12BAiQS7LqwMKVh3t/7drdoed7ZFSeaMJ9D3xPGVu3b11oMmFmr7Qyes9F9vcAJJisOrBw5eHeV7ruU2bliSSz74HvKWN6xqFPN7z5s5ul7MiyZi0s/avB0mV2F1mwfUG6+gQIACBXESAAACcECADACQECAHBCgAAxohPigCAhQIAYWLhws1nP6auvfrOLgLhFgAAx8Mkny8zQU31GNxAUBAgQAwQIgogAAWKAAEEQESA+4M2s1Vm2GWHmbfwjQBBEBIgPeAFx7bVJsnr1TruYAAkAAgRBRID4gBcQ+urQ4TO7mAAJAAIEQUSA+IAXEE8+Odn8/eab5AzLEb8IEAQRAeIDXkAkJ++UWrWS5Lbb3pOUlKMnlWfmp5/Wm4fuwJ8IEAQRAeIDaQPitddmmf9OSpqbYXk4t9462tRp3/5TWbVqh12MXEaAIIgIEB9IGxC7dx+SRo1GmFnLGzfuPak8nLlzN8jdd4819fQs5pVXZpp9wR8IEAQRAeIDdkCMG7fY/Ltbt6kZlodz5MgxeffdhdKw4XBTX4NI93X06DG7KmKMAEEQESA+YAeELrrXvPkH5j29r2GXZ2XnzoPy4ovfSs2ag812ui/uj+QuAgRBRID4QEYB4QXHvfeOy7A8EsuXb5d27SaFtu/SZYr8/vtuuxpigABBEBEgPhAuIDp3nhIqy6g8UroCrI7s0n3UqfOO9O8/R/bvP2xXwylEgCCICBAfCBcQa9fultq1kzIs15vmv/yyOd17mdFhwUOGzJN69Yaafd188yjTqR3nERUxQYAgiAgQH8goIDy6PlZG5dddN8S899xzX8nmzfvSlWVmy5b90qPHNLnmmhP7fOCBCbJgwSa7GnIYAYIgIkDilF6W8uZ+aJgMHjxXDh06YlcLa9GizdKq1Udm+2rV3pAOHV6XdevW29WQQwgQBBEBEscOHDgiAwb8aO5raOf0pz+9K1OmrLSrhaWXrz79dJnUrfusnHHGlVK0aFHp3bu3HDx40K6KbBo3bppUqNBcXn/9A7sIiFsESACsX7/HzBnxLnW1bfuxLF261a4W1r59B+T553vK6aefLnny5JELLrhAxo4da1dDNgwfPkry5y+SGtAv2kVA3CJAAkTXw2rR4kMTIjoH5IUXpsv27QfsamH99ttvcvfdd5sQ0dcNN9wg8+bNs6vBwbBhw8x32qtXL7sIiFsESMDoJMTx45dI48YjTJDUrz9MRo5cYGapR2ratGnyhz/8wXR4+fPnTz2jaStbtmyxqyEKBAiCiACJE/PmbZR16yKfBLhnT4r8+9/fmYdUaZDceecY+fbbNXa1sI4ePSoDBw6Us846y3R8Z5xxhrz22mty+DDzR1wQIAgiAiQO6OgqvSSlYfDqq7OiWiRRn3DoPWdEX/rAKl02PlI7d+6UTp06ScGCBU0HeMkll8inn35qV0MWCBAEEQESJ/SyVIMGw0wI6CKJH3yw2FyuitTMmWvkrrtOrNZbo8Yb0qNHkuzYEXmQ/Prrr9KkSZPQ/ZFbbrnFvIfIECAIIgIkjtiLJP75zx/IDz9EPndD74OMHr1Aqld/SkqUuMJcnvrPf/5jLldFSs8+9CxEO0M9K9GzEz1LQeYIEAQRARKHli3bJo888knostTf/jYlqvsj27btknbtHjM3yLVTu+qqq+Trr7+2q4Wl90H0fojeF9Hty5YtK2vXrrWrIQ0CBEFEgMSxqVNXpVsk8a23olsk8eeff5b69euHLkvdddddZihvpHRklo7QuvzyyyU5OdkuRhoECIKIAIlzukjiO+/MleuvP7E21i23jJJJk6JbJHHcuHFSsWJF08HpZMJnn31W9u498TRE5AwCBEFEgASELqj4/PNfhxZJfPDBj6JaJFGXL+nTp49ZzkQ7unPPPVdGjBiRGkRRJFEC2rp1qzz66KPmcuCoUaPs4hACBEFEgATMwoWbTXhoiGiYaKhEs1rvunXr5P7775e8efOaDu/aa6+V2bNn29USnt4HeuONN6RkyZLmeypdunSm3xMBgiAiQAJITxr0MpZeztIgufbaN1I7uzFRLZL43XffSa1atUynp2HywAMPmHCByOeffy6XXXaZ+W4KFCggHTp0kO3bt9vV0iFAEEQESIDpDfW33/4htbN7XIoXv9Tc59D7HZHSy1fDhw+Xc845x3R+xYoVkxdeeEEOHYp8ImOQLFu2TJo2bRoadHDjjTfK4sWL7WoZIkAQRARIAli9eoPcffc9oY5PR17Nnz/frhbWnj17pHv37qHVegsXLmyCJVHs2rVLunTpIqeddpppf+XKleXjjz+2q4V17Ngxeeihh8y2jzzyiF0MxC0CJIHoXA+d86Edmd70bdeunbkJHKlVq1bJ1VdfHQqiBg0aRBVE8UY7/qSkJClTpoxpb4kSJeSVV16RlJQUu2pY33zzjVSrVi30nekZHBAUBEiC0VnnAwYMMDd9tUM788wz5fXXX49qkcSvvvpKrrzySucgigfTp0+X6tWrmzbmy5dPHn74Ydm0KfJRbTov5t577w0Fx/XXXy9z5861qwFxjQBJUDt27JCOHTuGFkm89NJLZfLkyXa1sDSI3n777WwFkR+tXr1amjdvHur4r7vuOvnpp8gfQ7tvnw6nfl4KFSpktj///PPlvffes6sBgUCAJLglS5bIzTffHOowb731Vlm6dKldLSwNoieffNKMRvKC6L///a9dzff2798vPXr0MPd3tB0VKlSIuuPXeSDly5c32xcpUsTcMD9wIPIHegHxhgCBMWnSJLn44otN56dnJU899VRUiyRqEN10002hIPrjH/9oRi3Fg9GjR4c6fg2Qnj17mkCJ1A8//CB16tQJtb1FixasDYaEQIAgRC8/vfrqq6FFEnW13kGDBkW1Wu8nn3ySLog6d+5sRjH5kXb8devWDXX89913n6xZE/lDtzZs2GBGV3mTLmvUqCEzZsywqwGBRYDgJJs3b5Y2bdqYm8faMeqEwmguxegopX/9619m1JJur6OYBg8ebEY1+cHGjRtNx++1T0eWRdPxa/teeuklKV68uNm+XLlyMmTIEN+0D4gVAgRh6aghnTOiHaTLWYQdRDqcVYe15hbt+F9++eV0Hf8777wTVcc/YcIEqVSpktle54V069ZNdu+OfCl9IEgIEJxyGkQ6jNW7VKTDW2O9/PtHH30kF110Uajj79q1a1Qd/6JFi6RRo0ahNjRr1kxWrFhhVwMSCgGCmHn//ffNsFbtgHWYqw531WGvp5J2/I0bNw51/LfddpssX77crhbWtm3b5PHHHw+NMrviiivkiy++sKsBCYkAQUzpvRQd3qrDXLVD1tFPmS2D7koXN0zb8etDr6Lp+I8cOSJvvvmmlCpVymyvf/Xf+j6AEwgQ5Aod5qrDXb0zAx0GO2fOHLta1OyOX5db79evX1QdvwaNBo5urwGkQZTVartAIiJAkKtmzpxphr9qZ63DYVu1amWGx7rSRR+9jr99+/bmElSk9J6GXuLyQk0vfeklMAAZI0CQ63QUlA6D1VFR2nHrKCkdJhvNooWeKVOmSOvWraPq+PVmut5U91bb1ZvtetMdQOYIEPiGduQ6LNbryHW4rA6bPVUyCi4d5usSXEAiIkDgO3opSYfJepeSdPhsNGcUkdCJg97S9DpPRScW6gRDAJEjQOBbU6dONcNmXe9pZESXKkl7816XMtElTQBEjwCBr+XEqCqlw4d1kcS0w4d1EUUA7ggQxIXszOvQZdm9CYy62m4sJjACiYAAQVyJZma5Pggq7RIq+qAofWAUgJxBgCAuZba2lT56Vh9Bm3YRR31ELYCcRYAgbmW0uq4+1CrtMvJJSUlRrbYLIHIECOKe93wP78FO+fPnly5dujgtQQ8gcgQIAqNly5YmQHSxRgCnHgGCwNDg0AAZNmyYXQTgFCBAEBgECBBbBAgCgwABYosAQWAQIEBsESAIDAIEiC0CBIFBgACxRYAgMAgQILYIEAQGAQLEFgGCwCBAgNgiQBAYBAgQWwQIAoMAAWKLAEFgECBAbBEgCAwCBIgtAgSBQYAAsUWAIDAIECC2CBAEBgECxBYBgsAgQIDYIkAQGAQIEFsECAKDAAFiiwBBYBAgQGwRIAgMAgSILQIEgUGAALFFgCAwCBAgtggQBAYBAsQWAYLAIECA2CJAEBgECBBbBAgCgwABYosAQWAQIEBsESAIDAIEiC0CBIFBgACxRYAgMAgQILYIEAQGAQLEFgGCwCBAgNgiQBAYBAgQWwQIAoMAAWKLAEFgECBAbBEgCAwCBIgtAgSBQYAAsUWAIDAee+wxEyCPP/64XQTgFCBAEBj33XefCRB91a9fX+bPn29XAZCDCBAEhncJq3z58uZv/vz5pV27drJ161a7KoAcQIAgMLwAGTJkiAwYMEBKly5t/n3mmWfK66+/LocPH7Y3AZANBIgPHTt2TI4ePWq/jSzYN9F37NghHTt2lIIFC5r3L730Upk8eXL6jQA4I0B8ZurUqVKqVCnJmzevPP/883LgwAG7CjKwbNkyufjii01Q9OzZM13ZkiVL5Oabbw7dH7n11ltl6dKl6eoAiB4B4hMrVqyQZs2ahTq5fPnymb8XXHCBjBkzxq6O/7dr1y7p3Llz6CyjWLFiMnfuXLuaMWnSpFDIaP2nnnpKdu7caVcDECECJJft3r1bunXrJqeddprp2CpVqiQTJkyQ5ORkueeee0KBUq9ePZk3b569ecLSy3x///vf5fTTTzffT4kSJeSVV16RlJQUu2o6eh/k1VdflTPOOMNsd9ZZZ8mgQYO4ZAg4IEByiXaAerO3XLlypiMrXry4vPTSSyd1gNOmTZOqVauGzkratm0rmzdvTlcn0UyfPl2qVasWCld9/elPfzKhGyn9Dtu0aRM609Pv+JtvvrGrAcgEAZILZs6cKTVq1DAdl97raNWqlWzYsMGuFqK/jvVXsv5a1m3017P+ik60UUWrV6+W5s2bh0Lj+uuvN6Grl/n034UKFZLnnntO9u3bZ28all7u0rM7b5961hdNEAGJjACJobVr10qLFi1CnVWdOnVkzpw5drWw9Hp9p06dQtf7L7nkEnNdP+g0EHRAgQaEtvv888+X9957L1SuAw169+4tRYoUMeXnnXeejBw5Ms0esvb++++b/XpB9GFqEB2LIoiARESAxIB2cDrENG0HN2rUKLtaxHQEUZMmTUJBdMstt8ivv/5qVwuE0aNHhyYG6venI6zCjUz7/fffpWXLlqHvpXbt2vL999/b1cLy/neqnfo5Q1K3T/0fSiQb/zsBQUeAnGL2L1v9JR3NJZbMfPbZZ2Zug+5bz0r++te/mrkPQfDDDz9I3bp1Q2GgZ25r1qyxq2Vo1qxZcs0115jt9BLhgw8+KOvXr7erhbUz9Uxx01/+kvr/jjwnXqlBJFGcKQKJggA5RfTaul6j9zrAe++995RcW9f7IP/+97/NbGv9HL1P8p///CduRxVt3LhRHnroodDNbb1XNGPGDLtalo4fPy5Dhw6Vs88+2+xHh/e++OKLcujQIbtqeDNnSmoSnQiR1CCSVq1EMrlXBSQaAiSH2aN7dLRQLEb3bNmyRR555BGz/pN+7lVXXSVff/21Xc23dPTZyy+/bEaj6fHr6DQdpaaj1bJjz5498vTTT4eGSV944YUyfvx4u1p4qUGUmkSSmkQngiT1+FKTSCSaIAICigDJIdoB/utf/zLzEbSjKlOmjAwePDjbHWC0fv75Z7MSrXfmc9ddd8lvv/1mV/OVjz76SC666CJzvNrRd+3a1cyPyUkrV66U22+/PfS9NGzYUBYsWGBXCy81iFKTSFIP8ESQVKokEk0QAQFEgOSATz75JN0MZ50ZrTOkc9O4ceOkYsWK5ph0st2zzz4re/futavlqkWLFknjxo1Dnfptt91mZuSfSl9++aVUqVLFfJ6erekzRLZt22ZXC0+Pr1mz/90fSQ0iWbjQrgUkBAIkG3SNpZtuuinUAf7xj380azL5xcGDB6VPnz5StGhRc3znnnuujBgxwtwfyE3aYetDnwoUKGCO6/LLL5cvvvjCrnbKHDlyRN566y2z5ph+fsmSJWVq375yPPX9iE2dKnLFFSdCJLUd0r69NsyuBQQaAeJARzo9+eSTcbPK67p16+T+++83I5L0eK+99lqZPXu2Xe2U0477zTffDHXc+lf/re/nhu3bt0uHDh3k2tQAGKFBcNllIp9/blcLT4+7f39JbciJIEkNotRTHLsWEFgESBR0ZFM8P2fiu+++k1q1aplj1zB54IEHTLjEgp5hXJH6i10/W8889AwkqktHp9CmxYtl0403/u+yVNOmuryvXS281CCSJ544cSby0kt2KRBYBEiEvvrqK7nyyitNB5jTT7rTS0o6OVDXvdJLTMOHDzdDUPWv/lvf1/KcuPSk+9D9nnPOOaYtOrz1hRdeiG54axT0nobe2/Au8zVq1Mjc+/Cljz8WqVz5RIjozfIuXXS5X7tWePv32+8AgUaAZGHVqlVy5513hjrABg0aZPtZ2zrkVpdo1xDSG7repbCsXlpP6+t2ur3ux5UOb+3evXtoNVsd3vrBBx/Y1ZyFW2XY93Qxy3/+U6REiRNBUrasSFKSrn5p18yaho8+m+QPfxApWvTE66qrRJ5/XtelsWsDcYcACcPuYHVEU3Y62P2pv051+RK96e7NEfFeOudBg0kn0OlMdV1Ow3vpv/V9LfdW7vVeuh/dn+5X9+8ipwMy0lWGfW/TJpHWrSX1Sz4RJNWri3z7rV0rvCVLRM4//3+XxeyXlmkdII4RIJacvsSjN2o1BHSkj9dJ69pOjz76qIwdOzbqy2BaX7fT7b01ovSl+9fP0c9zkROX6HTGeNpVhjX4MltlOC78+KPIddf9r+P/8591WWC7Vnoa5hdffKJ+1aoi//2viA6h1iVspkwRqVbtRJnWcQx+wA8IkDRy8iazBo4u/KcBpPvTSzm60J8+sjanJhfqfnR/ul/vUpF+nn6uS+DpIIG333476kECGa0yrGtZBcq774pUqHCi4y9cWKRHj/Cdf9++J+pdfvmJ4LDpezriS+v062eXAnGDAJGcH+b6+eefh2ZW6wKKOuRXO9lTSfevn+Mtea6fr8fhwhum7M3T0GHK/9Vf0RZ7lWE9I8rOKsO+p4Gh9zQ0QLTz10DJ6PG5N9xwojyzRxG///6JOvXr2yVA3EjoAMnpiXZ6nb9jx46hX+L6jHN9CFIs6eelfba6Ho/r/YfMJkrq8zhO1SrDvqerAt93X/gzCG9eSGZPjty48USd1LM9IF4lbIDoBLayZcuaDjAnlvrQMwBvCXFdB2vixIl2lZjSz9fj0OPR48rOGVDapVr0rCTt/RxdZTjWIekb4QJC54NoOGQ2QVIvC2odrQvEqYQNEO+yS04sNvjLL7+Yh0Tp/vTxqK73TXKaHof3uFY9Pj1OV95ikd5qvzoqTZ9NjgxEcgaio7w4A0GcS9gAqVChgukIs3tDW++VeEtz6DLufnsOhx6PHpcenx5ndu7tqLvvvtvsK56Wio857oEgQSRsgOjEuewGiP6i98JD54z4mR6fFyLZORPRobm6H50djzC8UVi62GJG94X0PW8hxozuoQBxggBxDBB9vKo3D0Pvn8QDPU49Xj3uSB8PayNAIqAB4S2JcvXVJ+Z+6Hs6iktX8dX3tIx5IIhzBIhDgOj9gJo1a5rt9fJQPPEuZ+nxu4zOIkAipLPMvXkjGb20jJnoiHMEiEOAeEN19Qa13+55ZEWP17uxru2IFgESBV3vSicc6vpXRYqceF15JWthITAIkCgDRCfn6YRDHSLrl9FW0dLj1uPXdkQ72ZAAAeAhQKIIEJ14WLlyZbNdbs/zyC49fm2HtkfbFSkCBICHAIkiQHTZDt1GZ3oHgTdjXdsVKQIEgIcAiTBAdJVbXZq8cOHCgZl5re3Q9mi7Il3FlwAB4CFAIgyQHj16mPr6DO0g0fZou7R9kSBAAHgIkAgCRBcJ1PWfdMn07Kwp5UfaHm2Xti+SxRAJEAAeAiSCANElyrWuLvkeRNoubV8kS7ETIAA8BEgEAeItaa4PbwoibZe2T9uZFQIEgIcAySJANm/ebFag1eU/sqobr7Rd2j5tp7Y3MwQIAA8BkkUojBkzxtTTZ5AHmbZP26ntzQwBAsBDgGQRIO3atTP1xo4daxcFirZP26ntzQwBAsBDgGQRIFWqVDH1tmzZYhcFirZP26ntzQwBAsBDgGQSILrwoA5xPeecc+yiQNJ2anszWyCSAAHgIUAyCZDly5ebOg0aNLCLAknbqe3VdodDgADwECCZBIiuVKt12rZtaxcFkrZT25vZCr0ECAAPAZJJgHg3lrt27WoXBZK2U9ub2YABAgSAhwDJJECGDBli6vTp08cuCiRtp7ZX2x0OAQLAQ4BkEiD9+/c3dV577TW7KJC0ndpebXc4BAgADwGSSYBwBnIyAgSAhwDJJEDGjRuXkPdAtN3hECAAPARIJgHCKKyTESAAPARIJgGyYsUKU6d+/fp2USBpO7W92u5wCBAAHgIkkwDRGdmnn366lCtXzi4KJG2ntpeZ6AAiQYBkEiDqqquuMvU2btxoFwWKtk/bqe3NDAECwEOAZBEgjz/+uKn37rvv2kWBou3Tdmp7M0OAAPAQIFkEyPjx40291q1b20WBou3Tdmp7M0OAAPAQIFkEyI4dO6RgwYJSpkwZOXz4sF0cCNoubZ+2U9ubGQIEgIcAySJA1O23327qTpgwwS4KBG2Xtk/bmRUCBICHAIkgQCZOnGjqNm3a1C4KBG2Xtk/bmRUCBICHAIkgQPQST/ny5SVv3rwyf/58uziuaXu0Xdq+SC7RESAAPARIBAGi3n77bVP/rrvusovimrZH26XtiwQBAsBDgEQYIIcOHQqdhUyfPt0ujkvaDu/sQ9sXCQIEgIcAiTBAlDdX4rLLLpOUlBS7OK7o8Ws7tD3RzHEhQAB4CJAoAkTdcsstZrtnnnnGLoorevzaDm1PNAgQAB4CJMoASU5OljPPPFPy5csnn3zyiV0cF/S49fi1HdqeaBAgADwESJQBoj7++GNz70A74CVLltjFvqbHq8etx6/tiBYBAsBDgDgEiHruuefM9uedd5789ttvdrEv6XHq8epx6/G7IEAAeAgQxwA5fvx46AFMuq9Vq1bZVXxFj89rsx63Hr8LAgSAJ2ED5Nxzz81WgCjd9i9/+YvZT9myZeX777+3q/iCHpcenx6nHm922nzfffcRIACMhAuQ7du3yxNPPGE6QX39+c9/ljVr1tjVIqad8V//+lezryJFisg777xjV8lVejx6XHp8epyu4aGz1Pv27WseOKX7GjNmjF0FQIJJmAA5cuSI9O/fX0qVKmU6wMKFC0uxYsVC/92zZ0/Zv3+/vVnE3nzzTSlQoIDZn87u1qDKTfr53ixzPS49Plf6jHRvzkj+/PmlUaNGmT61EEBiSIgAmTp1qlxxxRWhzrR9+/aybds2Exg9evQwAaJlFSpUiGpSnU0vFV100UVmX6VLlzbLg2hwxZJ+nn6ufr4ehx6P66W1ZcuWhRZa1NeNN94oixcvtqsBSFCBDpAVK1ZIs2bNQh2g/nJeuHChXU1Wr15tLmV59a677jr58ccf7WoR2bNnj3mqn/5S131pcI0cOTKihQqzQ/evn+MFpX6+HoceT7R27dolXbp0kdNOO83sq3Llyk5DfgEEWyADZPfu3dKtW7dQB1ipUqWInuXx7bffSvXq1c02OtFOn9K3adMmu1pENKg0sLxQ0uGzffr0kZUrV9pVs0X3p/v1hudmFpRZ0fsjSUlJ5uFSup8SJUrIK6+8EvfLtgA4NQIVINoBDh06VMqVK2c6wOLFi8tLL70U8UKByutEvVFL2on+85//dO5EZ8yYYR7UpBP3vA7+mmuuMfMwvvjiC9m7d6+9Saa0vm6n2+t+vH3q/vVz9PNc6MKKacPz4Ycfdg5PAIkhMAEyc+ZMqVGjRqgzbdWqlWzYsMGuFjG9jPO3v/0t3WWcSB64FI6eKfTu3Tt0MzrtS8+QdE2qNm3aSK9evU566ftarvXsbXV/ul/XMxu9fNe8efPQ/vTy3U8//WRXA4CTxH2ArF2/NjQXQ1916tSROXPm2NWcLV++PMdvJOtyIgMGDDBzKjIKhcxeWl+30+2zs4xKRgMI3nvvPbsaAIQVtwFy4MgB6TW9lxS55cQcB70HMGrUKLtajkk7lFVHcnXo0CHHhurqJbZffvnFjBYbPny4eemlOO+/9X0tj+ZSXGZGjx5tngGibcmJIcwAElNcBsj7K9+X8989X/IMyiOFnigkz/37Odm3b59dLcfpEFmdTFeyZEnT+eqckrfeeivmQ3Vd/fDDD1K3bt3Q2YyeyWRnEiWAxBZXATJ361yp93E9Exz6unfqvZK8O9mudsrpHJLHHnssNFS3SpUq8uWXX9rVfGPjxo1mDSu9Oa7He/XVVzvfbAcAT1wEyOYDm6XN9DaSb3A+ExxVP6wq32z4xq4WczpUtmHDhqFf9DoKyvVm9qmgI8defvllMxpNj09HlunSJq7LmQBAWr4OkMPHDsurC16VM4adYYKjzIgyMmjJIDl63F/LaIwfPz50M1xHbT399NNOE/hy0kcffRSaFa/H1LVrVzM/BgByim8DZNKaSXLxmItNcBRMKihPffeU7EzZaVfzDb3B/eKLL4bW1zr77LPNjXDXZdNd6c32xo0bh86KbrvtNjOSDABymu8CZMnOJXLzZzeH7nPcOvlWWbpzqV3Nt9avXy8PPvhgaOKgTvabNWuWXS3H6YgwXbrEW9Dx8ssvlylTptjVACDH5FqAeAHh2XFoh3Sc1dGcbej7l469VCavnZxmi/iiCxjWrl07dCbQsmVL+f333+1q2WavMqwjxPr16xc3I8MAxK8cC5Ajx47I8GXDpcnkJlJuZDkTBPq3xvga0nl2Z5m/bX66+naAeJerzhx2pry+8HVz/yMIdIFDb50qfS6Hzho/cOCAXc1JuFWGASAWciRANuzfILU+qhUKhXCvtOz32s9oL0/MfEK2HtyaplYw6BwVXbuqUKFCprO/4IILsvVApoxWGV60aJFdDQBOqWwHiJ4p6FmGhkH50eVl4JKBkrwnWVKOpZgwmLd1nvRd1NcMvU3LDpBEkJycLPfcc0+o469Xr57MmzfPrhaW6yrDAHAqZLsHH/zrYBMEFd+raOZrRCoRA8SjzxOvWrWqCQGd3Ne2bVvZvDn8d6fzNoYMGXLSKsOuKwQDQE7Idg/eaFIjEwQjl4+0izKVyAGi9JGwgwYNkrPOOsuEwhlnnCGvvvrqSQ+eyulVhgEgp2S7By89orQJgk0Hont2RKIHiGfnzp3SqVMnKViwoAmJSy65RCZNmiRr166VFi1ahC535fQqwwCQXdnuwQskFTBBoKOwokGApLd06VJp0qRJKDC8dbZO9SrDAOAq2z04ZyA567PPPjNzOfRyVffu3WOyyjAAuMh2D95wUkPugeQwvT+S22tpAUBWst2D6+KGGgQXvnehbDm4xS4OiwABgPiW7R5c53tUH1/dhEGFdyuYQFm9d7WZH7Lt4Db5edvP0m9RP6n2YbV02xEgABDfcqQHX7dvXWgyYWavtDJ6DwAQP3KsB9czjqFLh5qVdMuOLGvWwtK/GixdZneRBdsXpKtPgABAfKMHBwA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOPk/1X/jzyYQH0wAAAAASUVORK5CYII=)
| Product Number | 4H37-5-Z4 |
| CAS | 649664-70-0 |
| MDL Number | MFCD00107827 |
| Molecular Formula | C15H10Cl2N4O |
| Molecular Weight | 333.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory