![2-[2-(Trifluoromethoxy)benzylidene]malononitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABppAAAaaQGjvn3+AAACSnpUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfh41t3hKFVFGrSJPaTVo7ad8mB5wUKeAKaF7+/c5A0kAywovO3N1jn332MXs45FvY6bLKTBETTl0CukhMmhWbmPx+WzoReZjPEnRCx6KKyXtdf0wZ2+/3NHnXuTqYgiYmJ619eqiyns9eUlNumHBdzv68PL82jJMVVa2KRCNVZdOqUT6bRNVNFP8ZguWq3GUFa91ZXu7a3v4K1z4uPVQp+ZrLI9oWiMI622pYmzJXNeyES/Fxv8FGF7pUtU5hdUS1pB7OfT57eTLJZ66LGpu2hyxR29e6/ExQkZutTj6xM2x8f4pJzhFQtckXZamOYFtWrTgoAUqC8kD5oAJQIagI1AQUd/FFO0cHjh4cXTj6cHTiIa79VtvB344fOiZLeIQl3j9RDu8f9sXlEzFxOJVShoDTwgscl4Yhyk50xk4IGgShdxJ98MR3WqdzcnBhXIzb8VHvXehbSeCIMaBtgqxHA8w0SCqiQIJPJz52JGnko1JQyZt4fK+NchBt89lZ+77dl6Ru1AvTGjED7JyC+WxlivSiCVkakxUnTW5+6XUluvQQMGWqS9zxtgPregmIPmCTOQ7IK8AbB7wrwB8H/D5gt9U4EPQBuwnPwOIWEPYBu2XHgagP2A0+Dkz6QHMcxglr76WuOT53GH4187vIIOHtCR1fXz7IeXuiz4y4yQzS3laAO+MMMt9WjDMjbzLBjXHu7Bc+yP+pIl2Pwy4OGTvVRGxe1Ut2UUwZ/kLm/wD2ltrW3iIDFwAAPDVJREFUeF7t3Qm8VeP+x/FChmTITRIhlORGEqnITIZCpchUmWXWRTeS/iUzV2g65aZJmlWSSkrRnIgG0ng0l+a5599vdddqrefsc9r72Wudvdfan/frtV5oPXsfrbP3/u71DL+ngAIAwEAB/Q8AAIgHAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAiAlOn0cIG4D6QffisAUkYPibwOpB9+KwBShoAIN35rAFKGAAk3fmsAUoYACTd+awBShgAJN35rAFKGAAk3fmsAUoYACTd+awBSxh0geR1IT/xmAKSMHhS5HUhP/GYApAwhEW781gCkDAESbvzWAKQMARJu/NYApAwBEm781gCkDAESbvzWAKQMARJu/NYApAwBEm781gCkDAESbvzWAKQMARJu/NYAAEYIEACAEQIEAGCEAAGQb1b8MVHNndhN7d2zWz+FECJAAOSL1UtmqC6PHmYNmP/y7Yf6aYQQAQJo3DODDnYgfl++XcO5bvN+7K6fRgjxDgA0ekjkdSA+C6b2da5Zv9cq0IUVEbwDAA0B4a9dO7eqXs1Pd65p9txv9SYIKd4hgIYA8df0Ya2d6/lNhzr6aYQY7xBAQ4D4Z/O6parrk0db1zKr6ZFq4+o/9SYIMd4hgIYA8c+YrIbOtZw8qLl+GiHHOwTQECD+kDUfnR4paF3HHi+UVDu3b9KbIOR4hwAaAsQHe/eqga9f7FxHpu1GE+8QQOMOkLwO5G7exE+d6zTo9UusQEH08C4ANHpQ5HYgtp3bNqoezUrsv06PFFQrF/yoN0FE8C4ANIREciYPeNG5ft92vUc/jQjhHQJoCBBzG1b9obIeP8K6dt2eLKI2r1+mN0GE8A4BNASIuZGf3OZcuxnD2+inETG8QwANAWJm2ZzRznXr3fwMtXvnNr0JIoZ3CKAhQBInxRH7tfqnc90WTO+nN0EE8Q4BNMkEyPq/flMjPrpFzRzRLqO+gc8e+5FzzYa+c6V+GhGV+DsEiLhkAmTsfxt5unGkjHnUbd+8VnV/9h/W37nzo4eqNUt/0psgohJ/hwARl0yALPppiDMLyT5kI6U1S2bqTSNjYp8nnb/r+J6P6KcRYYm/Q4CISyZAxIbVC9TIDrd7nke+mY/r8ZDatnGV3jzU1mXPdrap/fSZ4yP390PezN4hAA4qe84Ya/c9d5B8+vRxataod9We3Tv15qHUvfV1quND+/9uP496Tz+NiCNAgADJ7KRfv/vEGSOwj89fKasW/zJcbx4q48cMUXWqFFBNaxZQHZ8vF5lQRPwIECAfbN+yTk38/CnV5bFCniD56j811frlc/TmaW/Hjh3qgn+ercqWLKCuLF9AzfzxK70JMgABAuQjmeY7/IPrPSEiofJD32fUji3r9eZp680331QFChSwjjvr3qSfRoYgQIAUWDxrqPr85TKeIOn+XDH127iOVrdXOluxYoU69thjrfAoVKiQmjt3rt4EGYIAAVJExgxmjXzbGlh3B0m/1uer7Hlj9eZpo0mTJs7dx7PPPqufRgYhQIAU27pxpRrX/QHV+ZFDPEHyTce6auPqP/XmKTVt2jR1yCGHWOFx4oknqr///ltvggxCgABpYvXi6WrI25d7QkQWJU4Z3CJt9hOvXr26c/fRqVMn/TQyDAECpJk/pvRRvV46zRMkPV4oqeb/+JneNF/17t3bCY+KFSuqPXv26E2QYQgQIA3t2rlVTRvaSnV9orAnSAa9cala+eckvXngtmzZokqVKuUEyHfffac3QQYiQIA0tmndEjUmq6EnRNo/UFB1f+s+tWZltt48MK+++qoTHvXq1dNPI0MRIEAILP9jghrYtrIVIC3qFFB1LimgLipbRLVp00Zt375db+6rxYsXq8KFC1vhcdRRR6mFCxfqTZChCBAgJPbu3aN+Gd9NPVv3JFXtnAKq6NH77whKly6t+vfvrzf3TYMGDZy7j5dfflk/jQxGgAAhs2XzBvVG6xfU4Ycf7nywy3HVVVepWbNm6c2T8v3336uCBQtaz3/qqaeqzZs3602QwQgQIKR+//13Vbt2bU+IHHrooerRRx9Va9as0ZsnTGZZVapUyXnunj176k2Q4QgQIORGjRqlypcv7wmSokWLqg8++EDt2rVLbx63rKws5/mqVq2q9u7dqzdBhiNAgAiQoGjfvr064YQTPEFSrlw59fXXX+vND2rDhg3qpJNOsp5DVp5PnjxZbwIQIECUrF27VjVt2lQddthhniC5+eab1bx58/TmuWrWrJnz2Pvvv18/DVgIECCCZs+era655hpPiMig+/PPP3/Q+lXz5893BuiPOeYY9ddff+lNAAsBAkTY4MGD1VlnneUJEimC2KVLl1xLkdSqVctp265dO/004CBAgIiT3QMlCORuwh0kF154oRo3bpyn7ciRI53zZ555ZuCLFBFuBAiQIZYvX64aN27slGO3j/r166tFixZZA/Hu2VwDBw7UnwLwIECADDN16lRVrVo1T4hIiZKaNWs6/3311VfrDwNyIECADCULA2V1uTtI5JA7lJ9//llvDuRAgAAZTMq0t2zZMke3ltyhTJkyRW8OeBAgQIaTuw193Yh9J9KoUSNr7ASIhQABMpyMd9ih8dRTT1mzs9xBIrO3ZBaXzOYC3AgQIIPJTCs7KGQGlszEkvUhsk6kePHiniCR9SSDBg3SnwIZjAABMpSs8ZC1HnZAyBoQN1mxLivX9bLxssJdVroDBAiQoaRbyg4FWX2eG6mhJbW03CEiYyZSc0tqbyFzESBABpL6VvbKdLnDkPpXByNVfaW6rztIpPqvVAFOpmw8wosAATKQVNi1Q0Aq78ZLgkL2GZH9RtxBIuMnsi8JMgsBAmQY2dvDXvche37I3h+Jkh0PZedD2QHRHSSyQ6LslIjMQIAAGUR2FZTdBe0PfNl1MBmyB7vsxe4OEekSe+GFF4yCCeFCgAAZRMqX2B/0st95biXdEzVgwABVunRpT5DI3U3Xrl19+xlIPwQIkCE2b97s1L4qWLCgGj9+vN4kKTItuG3btqpIkSKeILnooovUhAkT9OaIAAIEyBAvv/yy86HeoEED/bRvsrOz1X333WeFlP3zTtl3dL7rLrV1yRK9OUKMAAEywMKFC62S7fJhXrhwYbV48WK9ie8mTZqkLr30UutnXrfveH/fMX/fz1atWim1daveHCFEgAAZ4I477nDuBl599VX9dKAGf/aZevWUU9TIfT9b2cdppynVp4/eFCFDgAAR99133znhUapUKauEe37btXmz2tCihVJHHnkgROS4/HKlpk/XmyMkCBAgwmQGVMWKFZ0A6d27t94kfy1cqFS9et4QOeQQpR54QKmVK/XWSHMECBBhnTp1csKjevXq+unUGTtWqQsu8AbJcccp9dZbSlE2PjQIECCipJruiSeeaIWHrDyfNm2a3iS1du9WqmNHpYoV8wZJmTJKffml3hppiAABIurZZ5917j6aNGmin04f69cr9cwzShUq5A2S669X6rff9NZIIwQIEEFz58519vE49thj1YoVK/Qm6Wff/7OqWdMbIhIqTz2l1Lp1emukAQIEiKC6t93k3H28+eab+un0Nny4UmXLeoPkH/9Q6pNP9nd7IW0QIEDETP/hK1W1bAF1xokF1LnnnB3Ovcx37lTq3XeVOv54b5BUqKDUmDF6a6QIAQJEyJ7dO1X7p8uph64poG6pVEB9N2qI3iRcVq1S6qGHlDr0UG+Q3H67UgsW6K1j27ZNKak6XKeOUmecodTRRyslK+Ll32+7TanOnfe3QcIIECBCfh71nur0cAH1n0YFVNar1+mnw2vmTKVq1PCGyBFHKDVwoN7Sa/BgpU45xfu4WIe0kbZICAECRMS2javUp88cbwVIl0cPU+uyZ+tNwq9v3/13DvYHf8OGeosD2rdXqmDB/e1kMP7ZZ5WaOlWpjRuV2rRp/wp42Y3x8MP3t5EFjfIYxI0AASJifM9HrPCQY0KfJ/TT0SHdTe3aKXXjjftuuX7Wz+43evT+QJBgkHGUyZP1FgfI+piiRQ+ECGMscSNAgAhYs/Qn1fnRQ63w6P7sP9T2zWv1JplDNrA6++wDdymDBuktcpKFi3Z7WcjIJlhxIUCACBj6zpXO3cfssR/ppzPLgAEHwuCyy/SzuXOPschz4KAIECDkFkzv54RHv1b/3PfleZfeJLPIqns7CGSGVbykrf24Bx/UzyIGAgQIsd07t6nezc9wAmTZnNF6k8xTvvyBIMhtjCQWaWs/7rzz9LOIgQABQmzG8DZOeIz85Db9dGY64YQDQfD33/rZ3ElNLvtxsvIdB0WAACG1ef0y1e3JIlZ4ZD1+hNqw6g+9SWY67LADQZBI6ZNduw48Tp4DB0WAACH1bdd7nLuPyQNe1E9nLu5A8g0BAoTQygU/qk6PFLTCo0ezEmrnto16k8zFGEi+IUCAsNm7Vw1qV8W5+5g38VO9RWbzYxaWbLGLgyJAgJCZ92N3JzwGtq1sBQpcWAeSbwgQIER2bt+kerxQcn+APFJQrfhjot4EMnDuXokeT5HEoUMPtGcletwIECBEJg9q7tx9jMnKo5Bgphs1ylsLa8oUvcUBUlTRHniXx0gdLcSFAAFCYuPqP1VW0yOt8Oj65NFq87qlehO4ffjhgWq8UnFXqvFK4USpxLt5s1IzZnir8UpbeQziRoAAIfFNhzrO3cf0Ya3104gl3v1ASpaMr+giPAgQIASy537rhEev5qerXTu36k2QGyn/3qXL/t0HTz99/26ERx21/99vvVWpTp2U2sr1NEGAAGlu757dql/r850AWTC1r94ESAkCBEhzf84Y4ITHl2/X0E8DKUOAAGlOpurKZlEygL5myUz9NJAyBAgQAn+vnK82rVmk/zGQUgQIAMAIAQIAMEKAAClgD4rHcwDpilcnkAJ6SOR1AOmKVyeQAgREijz+uFJnnaXUyJH6GRjg1QukAAGSAlu2HKiNdccd+lkY4NULpAABkgKyva1d+0rKmiBpvHqBFCBAUoAA8R2vXiAFCJAUIEB8x6sXSAECJAUIEN/x6gVSwB0geR3wEQHiu0BfoRdd1Mk5qlbNUsuXb9KbONxtgajTgyK3Az4iQHwX6CvUHQpytGo1Vm/iIECQSQiJFCBAfBfoq1cPkIsv7qwWLFinN7MQIMgkBEgKECC+C/TVqweIHM2axV4BSoAgkxAgKUCA+C7QV687FCpXPvDvs2ev1JsSIMgoBEgKECC+C/TV6w6FF14Y5fz7o48O1ZsaB8i4cYtU3bp91bvv/qA2bNiunwbSEgGSAgSI7wJ99bpDQcY+ZAzE/u9Jk5bm2jYRTZsOdx539dXd1Rdf/Kr27NmrNwPSCgGSAgSI7wJ99eqh0Lz5aOe/7713oNrr+pzX28br++8Xqyuv/NTz+Pr1+6nJk5fpTYG0QYCkAAHiu0BfvXooLFy43nMXMmrUglzbJmL9+m2qbdvxnueW4/nnR6qlSzfozYGUI0BSgADxXaCv3lih8PLLY5w/q1Onr9PdFKttoubNW6MeeuhLz3PJAsb27SerLVt26s2BlCFAUoAA8V2gr95YobB48d+eO4VBg+bk2taU3NnUqtXb85w33NBDffnlPE+3GYAMQoD4Lt8DRLRsOdb58xtv7Kl27Nida1tT8pxZWdPVZZd19Ty3jL3MmrVCbw4g6ggQ36UkQGRc4pJLujjnevSYlWvbZK1cuVm98sq3nnUockhXmpwDkCEIEN+lJEDEa69955yT6bd5tfWD3HXcd98gz8+Ru5MuXaZbdysAIo4A8V3KAiQ7e6OqUuXAXUhebf0i4x9Dh86zxkPcP++WW3qpb745MCMMQAQRIL5LWYCINm3G5QiP3NquWrXFuluYOHGJfiphMiPr44+nWDO03D9XZnDJTC4AEUSA+C6lASL7g1x6ac67kFhkHMM+/8QTw601JclatmyDVdzR/bNlhpgE27p12/TmAMKMAPFdSgNEvP7693EFSPfuP3naSPfXO+9MVBs37tCbJmzq1GzVoEE/z/NfccWnqlu3CWrXLsZHgEggQHyX8gCRmVB6V1Juxo9frG6//XNP22uu6a4GDPgt6fpX8vh+/X51BvQvuOA9Vbp0E3XJJfXVV1+N1JsDCBsCxHeBBkgQdu3aoz77bJZ1h+AOkjvv7KemTcvWmydMKvq+/fZEdd55L6mTT75JFS58+r7XWwFVs2ZNNWfO/kWPAMJn574A6bvvvSzHBALEF6ELENvatVtV69bjctS/+te/vrFmeCXr99+zVZ06j6tDDjnCChA5ChUqpJ555hm1fn3y4y8A8teWfQFy+773sRxvECC+CG2A2ObOXa0efHCIJ0SkS0xmWflR/2ro0KGqTJkyTojIUaxYMdWxY0e1ezfjI0BY/L0vQOz38G0EiC9CHyC2kSP/sNZzuIOkZs0eatiw5Otf7dy5U7399tvquOOO8wTJ+eefr8aOHas3B5CGCBD/RSZAxPbtu1TnztNV9ere+lf33z9I/fJLzm10E7Vy5Ur1wAMPqEMOOcQTJHXr1lV//vmn3hxAGiFA/BepALGtWLFJtWhxoGy8HFILS4o4yoLEZE2fPl1dfvnlnhA54ogj9v3MFmrTpk16cwBpgADxX1oGyOzZK31Z3/HTT8ut6rvuILn88m6qa9cZvtS/6tOnjzrttNM8QVKyZEn12Wefqb3J9psB8BUB4r+0C5BPP51pfdDLNrW9ev1sTdtNhnyODxkyV11/vbf+lewXMmZM8t1OW7duVa1atVKFCxf2BEmVKlXUpEmT9OYAUoQA8V/aBYisLnd/0Net29e3+lcffjg5R+mUhx8equbNS358ZMmSJaphw4aeEClYsKC67777VHZ28utTACSHAPFf2gXI1q271JtvTvDsFyLHU0+NsHYzTJbsRfLccyOd561UqYM655ynVbNm76k1a9bqzRM2YcIEVblyZU+QFClSRLVp00Zt375dbw4gnxAg/ku7ALEtWLBOPfbYME+ISP2r9977UW3alPz4yOTJy9Qdd3yhypd/VZ16al117LHnquOPP169//771rTdZMj4R7du3VSJEiU8QVK6dGnVv39/vTmAfECA+C9tA8Q2btyifb/sPp4gufba7mrgwDlJ17/avVvKooxVZcrcqAoVOt55cZUrV06NGDFCb56wDRs2qBdeeEEdfvjhniC58sor1axZs/TmAAJEgPgv7QNE7Ny5R/33vzNVjRre+ld33dVfTZ/+l948YevWrVdNmzZVhx12mOeD/qabblLz5s3Tmyfs999/V7Vr1/Y896GHHqoGDRqkNwUQEALEf6EIEJvUv5KtcPX6Vy++OEr99Vfy6y9mz5697+7mWs8Hvdw9PPfcc9aLL1mjRo1S5cuXd577X//6l94EQEAIEP+FKkBsv/66SjVpkrP+VYcOU61B+GQNHjxYnX322Z4gOfHEE1WXLl3Unj3JTSvetWuX6tRJJgU8pVatWqWfBhAQAsR/oQwQ24gRv6ubbvLWv7rxxp5q+PD5etOE7dixQ73xxhvq2GOP9QRJxYoV1bhx4/TmANIcAeK/UAeI2LZNvtFPU9WqeetfNW482LpTSdby5cv3PVfjHPWv6tevrxYtWqQ3B5CmCBD/hT5AbLK/evPmoz0hIvWvWrUaq1avTr7+1dSpU1X16tU9IXLUUUepV155RW3evFlvDiDNECD+i0yA2GbMWK7uvnuAJ0ik/lW3bjPVzp3J17/q1auXKlWqlCdITj31VNWzZ0+9KYA0QoD4L3IBImR9yODBc9R1133mCZJrr31DffXVD3rzhG3ZskW1bNnSugNxB0m1atXUlClT9OYA0gAB4r9IBoht8+Yd6oMPfrTqX1Wo8IY6/fT7VNGilfYFSU31yy+/6M0TJmMgDRo08ISIjJU0atTIGjsBkD4IEP9FOkBsUkPr4Ye7qJNOunbfXUNJ6wUkiwYff/xxtWbNGr15wsaPH68uvPBCT5Acc8wxql27dtZsLgCpR4D4LyMCxDZmzER17rkHFvLJccIJJ6gPP/zQWp+RDFkfkpWVpYoXL+55finzLvW1EF4y7iW/V/mSILtSIpyWLl3qvC/PO+88/TQMZFSACAmK//znP6po0aKeD/pzzz1XffPNN3rzhMm3nGbNmuWof3XNNdf40m2G/PPHH39Y31Tdv0e5s3zrrbe4swwR+8udLAZ2/y6vuOIK9dNPP+nNkYCMCxCbdF099thjOepf1apVy6pdlaz58+fn2K3Q7jZbuzb5svEIzsaNG9VLL71kbVPs/v25jzJlyqgvv/xSfyjSzPfff68qVaqU4/dnH1KT7uGHH1arV6/WH4o4ZGyA2H7++Wd11VVXeV5Ucvcgdaqkmm6yvv76a+vuxv38fnWbwV9Shv/TTz9VJ598suf3dcYZZ1h//swzz6hChQp5zl133XXqt99+058KKbZ48WJ15513en5XssHb/fffr7744gv1z3/+03NOtnJ47733kt7KIdNkfIDYBgwYoM4880zPi+qkk05SXbt29aX+1QcffJCj20wKK/rRbYbk/fDDD+riiy/2/H6OPvpo9X//939q27ZtTru5c+eqmjVretpJqEhts3Xr1rmeEakgU+xfffXVHFPsq1atqiZPnuy02717t/r444/VP/7xD0+7c845R3311VeuZ0ReCBAX2TGwbdu2Vj+3+0V10UUXWbfCyZJus0cffdS6bXY/v1/dZkicDKzefffdnt+HfFO955571LJly/TmjuHDh6uyZct6HicfRp988on14YT817t37xyLfE855RTVo0cPvalDQv/JJ5/M0ZV94403Wl8WkDcCJIa//vrLutWVDxL3i+quu+6ybo2TlVu3mWw+5Ue3GQ5O7ipat25t3WW4fw+XXHKJdTcSD+nuePfdd63uD/dzVKhQQY0ZM0ZvjoBMmzYtR5mhI488MqEyQ7/++qvVHel+DrmzfPbZZ9X69ev15vgfAiQPcssrt77uF5VMy5Vb5K1bt+rNExZktxly17dvX3X66ad7rruMe/z3v/+1xkESJWX5H3rooRx3lrfffrtasGCB3hw+WbFihWrSpEmOQqd33HGHWrhwod48LkOGDIm5lYNswcCdZU4ESBzkFlhuhd0vKplhJbfMybK7zYoUKeJ5fr+6zXDAzJmyq2UNz3WWmVbNmzdXmzYlvyGZPL9MDQ3q+bGfTKF+8803Y2618N133+nNE5bb819wwQW+PH+UECBxklvhl19+2bo1dr+oLrvsMusWOll5dZstWbJEb44E5PcdgtzhyMwt989K5g4HB+R2h9C5c2ff79qDuMOJGgIkQfLCqVevnucFJS8weaH50Vcq3WaXXnqp5/ml26xVq1a+dJtlEnuM4rjjjvNcz/wYo/BjjAUHyBiFvt20jFHIdtN+vO/yIl8Q5Yui+2fLF0n5QhnvGEtUESCG5FZWbmndLyr5luuXzz77LLBus0yQLrOkZJaXzOhy/3/EM8sL+8mi2yeeeCItZknJe09fHHywWV5RR4AkQT6IZHDNLpEgdwl+yqvbbPr06Xpz7DNnzpy0XKeR2zoTuUtxrzPBfrJ2Kh3XaUgvgEyikV4B9/+Xvs4kUxAgPpAP+iBfPHl1m1Hcbz/pxoi1Uvz6669Pm5XiMv4h4yCxVrrL6mjsN3r06LRfKS7T+WV80v3/aK90l/HMTEGAhMjYsWNzdJvJTJFMLu4nd4EdO3ZUxYoV81wXqVU1dOhQvXnCZPaUDIrLgKpfpNaWzMzSa23JDC6ZyZWpYhWvTPdaVTJTUmZMuv+fZSGyzKyUGZZRR4CEjN1tFusDM9OK+0mgnn/++Z7rIAPmb7/9dtLfVOVuoXv37qpkyf37xwRR/ltmgMlMMP0DU8bS0vUDMwi5Fa+88sorQ1EtV2Z/ydotWcPl/v+XNV4DBw7Um0cKARJS0mUjq2T1LptMKO73559/qrp163r+3tKl98ADD/jSpTdp0iRVpUoVz/MHESA2mREWq8tGZpAlG4TpzC5eWaJECc/fXbr0+vXrpzdPe1JFQoqw6ls5XH311Vb1iSgiQEJOZqLIjBT3C1ZmrEh9n1QOGgdBupNatGiR45vq5Zdf7sukguzsbHXfffflWIvTsGFD61yQ8iruJzPKombixIkxJxXoxSvDSOraSX07/T0p20f4sQNqOiFAIkI+ZOTDxv2ilQ8j+VDKz2mrQZBvqjKt2e5Osg+ZUtmnTx+9ecKkr7pNmzY5qgFUrlxZTZgwQW8eqKgX98uteOW9994buWnNUmlb38pBKnLLhnZR2cqBAImQ3Ir7SfdI0AvngiLdSUEurOzfv78qXbq05/mlS6Vbt24pXTUu3ZBRKu4ndxWvvfZazIWVP/74o948MiQoZO8f2QPI/feWYBk5cqTePHQIkAiSAdj8LN0RhLy6k/wo7TJr1ixrkNb93NJ3/eKLL1qDuulCJkbIBAn3/6dMoAhTcb9YxSvlbjKTSrtI15XsRqrfWd5yyy3W7qVhRYBEWF7F/dLpQ9It6O4kCddHHnkkR7jeeuut1jTSdCRTtGWqdqzifjITLV3NmDEjZvHKf//73xlbXPKXX36xBtXd10S+uDRr1iyUWzkQIBlAFqnFKu4nM2DS6RtgrO4kmRop3UnJFsqT7r33338/R/eezK4aNWqU3jwtyQyzWMX9ZJFpOhX3k+KVDz74YI6QrlOnTmjugIMm03v1rRyKFy+usrKykn6t5ycCJEPkVtxPZsKkurifdCcFucHWiBEjVLly5TzPL33S7du3D+Vgpsw4S8fifhLS77zzTszild9++63ePBDy4SuTDWQRqXxhkG6j+vXrW92VcsjrQL5MyT/tP5Pz0k7aDxs2TM2bNy9fvljJneXrr7+eYwfUSpUqqfHjx+vN0xIBkmFkposU8tPHFuTPZIZMfpLupFhb/NauXduXLX7lg+Cmm27yPLf0QTdt2tQq0hd2uRX3kxlr+U0+eGMVr+zQoUOgYzUykUImiMjug9Jdpk/xNj1kT3X5UiMD/+PGjQt0VbmUPmnUqFGO9+Sdd97pyw6oQSJAMpTcdcgMGPcLNr+K+8m3/g8++MCa0uj++eXLl/elO+nvv/9Wzz//fI4FXVIOfPbs2XrzUJMPUJmRphf3k5lrQdZns0nxyhtuuMHzs4MuXil/ZwlPGYBONDBk8F7uQPQp4Qc7JFDkTkX2IwlqceeUKVNy7IAqP1eKN27ZskVvnhYIkAyWV3E/mTkThK+//jqw7iTpvujSpYtTHdk+zjrrLDV48GC9eaTIzLT8LO4nU4mffvrpHJUQgixeKXWnZL2I3g3rPqS0jfyd27VrZ61ml1IoBysLI+elnbSXLiX5GTI2pj+3fcidlSwKlD1KgiDl4U899VTPzyxVqpTq1auX3jTlCBBYM2KCLu4n3Uk333yz5/n97E6SbgbZ0tT9/DJr6Y033sioQpOxivvJjDa/ivsFXbwyFvnWX61aNc/Psw/ZnVCCTAal/b7jkckA8kVKwkI+wPWfLQEtxR/lzsFvMpYl3XL6Vg7Vq1dXU6dO1ZunDAECR17F/eTNZCK37qRrrrnGl+6kRYsWWV0L7ueWWUqNGzdWy5cv15tnhLyK+w0YMEBvHrcgi1fGMmjQoJh3AnLHLKX7g/jgzov8/aXemj5JQA7pHg2i8KO8vmULXffPsl/fflaINkWAIAcZlJSZM+4XbaLF/YLuTpI+YfmGJn3E7udPt29oqSQz2GQmmx7eMjicSHG/oItX6mRcRV+FL4fMGJQATPU0V7mTk7sweS27///kjlrGfuRLk9/S9Q6bAEFM0lUh27/qxf1kps3BivvJi/3CCy/0PE6mKvr1Yu/Zs2do+ojTgcxok5lt7usld5YyAy6v4n55Fa+URYJ+k8FxuVvVx1VkkD6/pgEnQt4j8prT75Lkzs+PGm06Cc7OnTvn+FIm3XjSzZcKBAjyJP3K8q1Kf1PLtrF6cb+gu5Oky0LvC5c7kJYtW6btLJV0IsX9ZKab+/rJTDiZEeeewKDvhWIfUo7k888/dz2jf2SFtl7SXoqDhqFelASJ1LvSF6nKos8gXpdyh/Pcc8/leE9KN1pQA/u5IUAQF5lZIzNs3C9YeQFLX7TM8pEPcb07ST7s/ehOkvCRefL6CuwGDRpYoYX45VXcT2bIxdoLRaYIy3oIP4pXxvLRRx95XjvSNRPUuEqQZExC6re5r53cnfgx1hdLbuucnnjiCV8mpsSDAEFCYhX30xdASfeSdDMlS7q7ZDqmvlJXusfCslI3XckHTKzifvrhV/HKWOT3q089lvUr6VSWxYQM/rvvRiSAg5qhJmJVWrDrawWNAEHC7OJ++mwUP7uT5E2oD1KGsVZQupOuI5kR577OcvhVvDI3so7EXQ1ZxmSkyGKya4HShdwZu+/kJKil9lxQYtV6k2saNAIExmQGjr0CWt4gfnQnxfpAs79NBTG7BftJV6R9vWXAPchaUFKewz3wLF9E/KhAkG4kDKWopP33lDt1mUgSJFkUaQ+yy+SHoBEgSIo98Ckv2mTk1qUS9v0SwkLu+OxrLjvmBUXqrbkrQ0t3p3xpiDIpcul+TUu3bJDshaQylhQ0AgRJSTZADjaoi/yRHwEi347dW7zKWqOobWObG5koYE8CkTuRILuzCBCERjIBEu+0UgQv6ACRRY3uEivyusmvmULpQkLE/vvLnXZQA+sECELDJEBk2q/JwjYEJ8gAkUkP7oq9MjkiiAKPYeDuzpLxwyCm+BIgCA2TANGnbiZaWgP+CzJAZGae/dyyOFFKo2Qy98C63IH7MWvRjQBBaJgEiOx5Lo9Jtrgf/BNUgMgaBbvvX2bTyULFTCdTbmW9i329ZcW6nwgQhIZJgAiZjcM4R/oIIkCys7M9tdRkDAD7yZR394ZqftbOIkAQGqYBgvQSRIC4K/hKtyW83Ne8RIkSvq1zIkAQGgRINPgdIDLDyH4+WeuxceNGvQn2cdfOkqKlfiBAEBoESDT4GSCym55U7rWfz4/9X6JKCjDaJYFkaq8fm1IRIAgNAiQa/AwQ96wr2fIVeZPrbV8vKcmeLAIEoUGARINfASJFEu1v1FJcM6hKvlEi+4m4a4Mlu1UvAYLQIECiwa8AadWqlfM8Tz/9tH4auZCdDe3rdvvtt+unE0KAIDQIkGjwI0BkFpE9NfXII4+0pvEiPnIXYm9fIOtmktlZkABBaBAg0eBHgEgNM/s5ZFc8JKZjx47O9Xvsscf003EjQBAaBEg0+BEgFStWdL5Bh31XwVTYtm2bsyGULMA03dKXAEFoECDRkGyAzJgxw3m81DaDGXedrCFDhuin40KAIDQIkGhINkBkwNx+fPfu3fXTiNPYsWOd63jHHXfop+NCgCA0CJBoSDZApMquPPaYY46xFhLCjGwlXKpUKetaSrn37du3600OigBBaBAg0ZBMgMiMIfuxUv8KyZGtne3rOW7cOP30QREgCA0CJBqSCRDZkth+bIcOHfTTSNAXX3zhXM/XXntNP31QBAhCgwCJhmQCxL275Pz58/XTSNDKlSutfdPleppMSCBAEBoESDQkEyD21NPTTjtNPwVDdmkTKQeT6L45BAhCgwCJBtMAWbZsmfO4evXq6adhyF3m/ffff9dP54kAQWgQINFgGiCjR492HteiRQv9NAzZ2z7LMXz4cP10nggQhAYBEg2mASLb1NqP69Gjh34ahtwD6e+//75+Ok8ECEKDAIkG0wCRmlf246ZOnaqfhiHZWMq+ronWxSJAEBoESDSYBoislrYft2rVKv00DK1du9a5rnXq1NFP54kAQWgQINFgGiA1a9Z0HmeyahqxSSFF+7pef/31+uk8ESAIDQIkGkwDpHr16tZjDj/8cP0UknTEEUdY17Zq1ar6qTwRIAgNAiQaTAPk/PPPtx4j5cfhr2LFilnXtkKFCvqpPBEgCA0CJBpMA+Tss8+2HiMFAOEvu6iiXONEECAIDQIkGkwDhDuQ4HAHgsgjQKLBNEAYAwmO7Csv15YxEEQWARINpgHCLKxgMAsLGYEAiQbTAHGvA1m9erV+GoZYB4KMQIBEg2mAuFeiT5s2TT8NQ6xER0YgQKLBNEDctbB69uypn4ahfv36Odf1vffe00/niQBBaBAg0WAaIKNGjXIe98orr+inYaht27bOdR02bJh+Ok8ECEKDAIkG0wBZunSp8zgZD4E/GjVq5FzXRHd5JEAQGgRINJgGyN69e60PKnncmWeeqZ+GIXt9jZQzYUdCRBYBEg2mASJuvvlm57F//vmnfhoJWrNmjTrkkEOs61mjRg399EERIAgNAiQakgkQGeS1H5uVlaWfRoLcvwuTcSUCBKFBgERDMgHinnJ611136aeRoKefftq5nmPGjNFPHxQBgtAgQKIhmQCRcRD5/ctjTzjhBLVjxw69CRJQpkwZ61rK+MfWrVv10wdFgCA0CJBoSCZAxMMPP+w8vn///vppxGnKlCnOdaxVq5Z+Oi4ECEKDAImGZANkwoQJzuNr166tn0acnnnmGec69unTRz8dFwIEoUGAREOyASLsvUEKFSrE/ugGdu/erU4++WTrGhYpUkRt2bJFbxIXAgShQYBEgx8B8tprrznP0bp1a/00DmLAgAHO9bvnnnv003EjQBAaBEg0+BEg2dnZzh4WssHUpk2b9CbIwyWXXOL8Dr7//nv9dNwIEIQGARINfgSIkMqx9vO8+eab+mnk4ttvv3Wum2zSlQwCBKFBgESDXwGyaNEiawxEnuekk04y7sfPNDfccINz/YcMGaKfTggBgtAgQKLBrwARjRs3dp7rpZde0k9DM3LkSOd6nXfeeda6mmQQIAgNAiQa/AyQxYsXq6OPPtp6Ltkr/bffftOb4H9k69py5co5115+D8kiQBAaBEg0+BkgQsY/7Oe78sor9dP4n3feece5TonufZ4bAgShQYBEg98BIt+spTvGfs5OnTrpTTKeVC62S+HLuJFfd2oECEKDAIkGvwNEjBs3zilLftRRR6lZs2bpTTKW7PFx6aWXOtf8+eef15sYI0AQGgRINAQRIEIG0e3nPeecc1gb8j8tWrRwrovcqW3btk1vYowAQWgQINEQVIDIN+3LLrvMee4GDRokPcso7GQf+UMPPdS6HnJn9ssvv+hNkkKAIDQIkGgIKkCE7JterFgx5/mfe+45vUnG+Pnnn9Vxxx3nXIuPP/5Yb5I0AgShQYBEQ5ABIkaPHm1N6bV/RiauUpcgLVWqlHMNgtp8iwBBaBAg0RB0gAgpT24PqhcsWFB16dJFbxJZa9euVeeff75zjWVq8/bt2/VmviBAEBoESDTkR4CI9u3bOz9HQiQT7kT++usvz5Rm+ff169frzXxDgCBlFi5cqB5//HH1zTff6KdisveAOP744/VTMf3www/W88+ePVs/hRQaOHCg8wH3+uuv66d95S77LoeMiUR1YF3Wepx11lnO3/WMM86wVuoHSWa7yc+SagBBI0DgUb9+fefbSzxvartkhcwqiYf9Zrriiiv0U0ihtm3bOh9yhQsXtu5CZAZVUD788EOnO0sOed1FbYrv5MmTVcmSJZ2/47nnnmuNgwRFnvvuu+92fp5c36ARIPC47rrrnBegrCY+GOm6krayD0Q8TjjhBKu99AcjfcycOdPzgW5/4Emhv6B8/vnnnoF1+eYclcWGH330kefvJt1KQe3SKGtI5K7O/jJnH6VLl9ab+o4AgUeiAZLoGAgBkr6kr/7hhx9Whx12mOeD6JZbblHz58/Xm/tCZme5p/jKuoiOHTvqzUJj48aNqmHDhp7rJzWuNmzYoDf1Rd++fdXpp5/u+Xly1yPTg+PpQUgWAQIPAgSysO3qq6/2fCjJt+lmzZoF8kEoXS/uxYZyyCwlv2pD5ReZiOCepit3dK+++qras2eP3jRpM2bMUDVq1PBcsyOOOEL9+9//zteuQAIEHgQIbDKw7h4AlqN48eIqKyvL9w9FGW+RsicyM8v+WRJa8mfpvinVkiVL1G233ea5TrKl74gRI/SmSZNusAcffNBZyW4fderUUQsWLNCbB44AgQcBArcdO3ZYs7KOOeYYzwdWpUqV1Pjx4/XmSZMCjOXLl/f8LNnZ8K233srXb9bxkC6/p59+2tkH3j7q1q2rli1bpjdPirwXpfS7exW7HBUqVLC2w00VAgQeBAhikQ/LRo0aee4Q5Ljzzjt9n5YqrztZH6IPCsu3+tatWwc2GB0vmer+xBNP5AgOGYsYOnSo3jxpw4YNU2XLls1xLTp06KB2796tN89XBAg8CBDkZcqUKapq1aqeDzMZ+Ja+fr+7miSYmjRp4uyxbh/y37Vr11b9+/e37pDyg/zdunfvrq666qocISp3BS1btlSbN2/WH5aUOXPmePZKt//uTz31lFq3bp3ePCUIEHgQIIhHjx491Kmnnur5cJMB5F69eulNk7Zo0SL12GOPWYPE7p8nh7yeZNaTjMvIoj0/ycwz+ZZfr149VaRIkRw/u2jRoqpVq1a+ryqX55OuMT04ZTaXhEo6IUDgQYAgXvKN+5VXXsnRlVO9enU1depUvXnSpBtN1jvoA/vuQ9Y+yAe+7LchtbemT5+usrOz9afykPPTpk1TvXv3Vs2bN7fGME477bQcz20fFStWVO+//776+++/9adKinRHSWC5pzXLUaZMmUC6xvxAgMCDAEGi5A7BrmBgHzKFtXHjxmrFihV6c19MmDDBWrOif9ge7ChRooRVTkT+qZ/L6zj55JOtuwJZcBmEsWPHeootyiFdY2+//XZc78NUIUDgQYDAlMygkm/n7g9BKYnzxhtvBDpW8dNPP6l3331X3XzzzTlmi5ke8v8t4yxScuXXX3/Vf6RvpNtN7njcP1vC94EHHlArV67Um6cdAgQeBAiSIetDOnfu7JS4sQ8pujl48GC9eSCkS0pKsEjl3yeffFLdc8891sJEOWSKsNyByD/tP5Pz0k7Kj0gRUekqC5pMSZZuNn1c5/LLL7cWCYYFAQIPAgR+kPEBqbKrDwRfe+21gX6jT3dSXkRmc7mLLMohU4ClNljYECDwIEDgp3nz5qmbbrrJ82EptbZkHYVsspRJJk2apKpUqeK5FlL5WCYGbN26VW8eCgQIPAgQBEHKepQrV87z4SmvBek2CrJsfDqQLrV77703x/oRmX4sZVDCjACBBwGCoMjrSaa/yuZj7g9S2aFPqvJGjWxZ26ZNmxxrSCpXrmzNIosCAgQeBAiCtnr1avXII4/kKAh46623qj/++ENvHkqySl7WpLj/fjJ1uFu3bvlSZj2/ECDwIECQX2T6rcyCcn/ISgXeF1980dpXI4xkQ6yo/Z3yQoDAgwBBfuvXr1/ov61nwl1VLAQIPAgQpEJe4wUTJ07Um6eNvMZ1Ro0apTePHAIEHgQIUim3GUt33323tXNhOsnkmWU2AgQeBAjSwY8//pi2ayZyW9vStGnTjFvbQoDAgwBBuki3Vdv26noZFHf//8jq+tmzZ+vNMwIBAg8CBOkm1XWjpL5Xly5dUlrfK10RIPC48cbb933DKmod8QTIhRdWs9qeckoZ/VRMJUqcabW/6KLL9FNAnqRybZ06dTwf4lK59sEHHwyscm2qKgyHBQECj/r1X1QnnXSddezcefCBwCuueMhqW758Pf1UTOecU8dqf9VVj+ingLh8++23ge+dkdceJ8uXL9ebZywCBB5NmnRV5co1t45du3brp3OoVesDq221am30UzFVqdLaan/rrf/RTwFxy233vrJly6phw4bpzeOW37sshh0BAo/HHx+uLrqok3Xs2rVHP51D/fr9rLbXXttdPxXTVVf912p/55399FNAwnLbP/yGG25IeP/wnj175ts+71FBgMCDAEEYSVhIaLg//CVUJFzWrVunN/eYMmXKvjvoap7HHnXUUaply5Zqy5YtenO4ECDwIEAQZtJ9Jd1Y7jCQbi7p7pJuLzcZy2jUqJE1tuFu36BBA7V48WJPW8RGgMCDAEHYyUD6O++8Yw2su4OhQoUK1gC8zJ5q165djv3TL7zwQjV+/Hj96ZAHAgQeBAiiYtWqVdYUX73A4dFHH+357+LFi6usrCxrvQcSQ4DAgwBB1Mhiwxo1anhCQw5ZUd6sWTNrhTnMECDwIEAQVVL+xF7NLhUU5s+frzdBgggQeBAgiDKZVTVz5kz9j2GIAIEHAQIgXgQIPAgQAPEiQOBBgACIFwECDwIEQLwIEHgQIADiRYDAgwABEC8CBB4ECIB4ESDwIEAAxIsAgQcBAiBeBAg8CBAA8SJA4EGAAIgXAQIPAgRAvAgQeBAgAOJFgMDjqadGWB/wF1/cWe3Zs1c/nUPDhgOs9jVr9tBPxXTddZ9Z7e+5Z4B+CkDIECDw+O67hapWrd7q/fd/1E/FNGTIXHXLLb1U9+4/6adi6tZtptX+yy/n6acAhAwBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECCIi724UI6qVbPU8uWb9CYOd1sA0UWAIC7uUJCjVauxehMHAQJkBgIEcdEDRFaqL1iwTm9mIUCAzECAIC56gMjRrNlIvZmFAAEyAwGCuLhDoXLlA/8+e/ZKvSkBAmQIAgRxcYfCCy+Mcv790UeH6k0JECBDECCIizsUZOxDxkDs/540aWmubQFEFwGCuOih0Lz5aOe/7713oNrrqvyutwUQTQQI4qKHwsKF6z13IaNGLci1LYBoIkAQl1ih8PLLY5w/q1Onr7MBVay2AKKHAEFcYoXC4sV/e+5CBg2ak2tbANFDgCAuuYVCy5ZjnT+/8caeaseO3bm2BRAtBAjiklsoLF26QV1ySRfnXI8es3JtCyBaCBDEJa9QeO2175xzV1/dPc+2AKKDAEFc8gqF7OyNqkqVA3chebUFEB0ECOJysFBo02ZcjvDIrS2AaCBAEJeDhYLsD3LppTnvQgBEFwGCuMQTCq+//j0BAmQQAgRxiScUVq7cbO1WGE9bAOFHgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACP/D60O6TS6SfSKAAAAAElFTkSuQmCC)
| Product Number | 4937-3-X0 |
| CAS | 255820-39-4 |
| MDL Number | MFCD00099862 |
| Molecular Formula | C11H5F3N2O |
| Molecular Weight | 238.169 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4937-3-X0
CAS: 255820-39-4
Molecule Weight: 238.169
Formula: C11H5F3N2O
PN: 4937-3-X1
CAS: 474759-76-7
Molecule Weight: 238.169
Formula: C11H5F3N2O
PN: 4937-1-Z2
CAS: 2826-31-5
Molecule Weight: 198.225
Formula: C12H10N2O
PN: 2907-3-07
CAS: 1001671-63-1
Molecule Weight: 188.149
Formula: C9H7F3O
PN: 2907-3-26
CAS: 2082732-92-9
Molecule Weight: 170.159
Formula: C9H8F2O
TSCA: Not listed on TSCA inventory