![Potassium trifluoro({4-[(prop-2-yn-1-yl)carbamoyl]phenyl})borate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA5OAAAOTgHrbElkAAACYHpUWHRtb2xTb3VyY2UAAHichZVrb9owFIb/ypE/Dye2E5JUhKqjQprWrtLaSfs2ucGFSCSpknD793udUEqABkI49vH7+Hbsw+h2my1pbcoqLfKYCe4yMnlSzNJ8HrM/L9NByG7HowQiCPMqZou6fr9xnM1mw5OFyfS2yHlSZKxtv9lWaUezUbwo5450XeH8fXx4bphBmle1zhMDqkpvqsb5UCS6bmbxxRBOpst1mjut3MnKddvbP+nar8u31Yx9rmWCtjug9JYuDb0VZaZrWkuX4+t+o7nJTalrM6PXHdyKe1j7ePR4XySrzOQ1iraHNNHL57pcJXBkxdIkK3SGwo/7mGUCgK6L7K4s9Y5sybq1IC1JK9IeaZ/0kHRAOiQdkRYuXrQLCAQUAhIBjYBIBNj7pbGDv+zeTcx+0pS+453SpPM80a+2xNplLScLXc4BCHJpYH++fLDhMmbYAHxIcWWNx4dKBaiFQxife25jomHgUQAJ5hxC4gUfZu/cSyKY8GCEQKMUJCS0fkhCwR/B78OvBKPd5/iSQwEp90MYBMb3PDgjKULUQnHc1tQGLg+kiLBG7kXWntYVxxgX/Ps6xvVCGzTnELXx6LXIZ0dFSmcxe8VEreS3easw3yacjIpyZkrssu3ASo8B2QVs8PsBdQb4/YB3Bgz7Ab8L2GN4AO4uAcMuYA9tPxB0AXvE+4GwCzQXop+IukR7f/oR2+XJwq8i4nxisn93xUnE2xt9YORFRl1grpwTcRL3NmNcYU5C32aYK8xJ9D8y0p5Rn4xzdGOcj5yI4lm+dI6SqYO/kPF/8WHXsHWoscgAACNJSURBVHhe7d0JtF1lefhhqmBBKipTKYIIUgqCtFAZ/koVVkGoDCJttUsKLQjFtghUKCJQFAQVwQV0oSBhnhIs8yCiKLPMQ5AQSSIzgoSEMUASwvfPu7NuTHZuzj3nTXJyzr7Ps9ZdIWfvG+/13rN/e/j2t5coAJCwRP0FAGiHgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCQkd+9G9LDPoBDD/e+XRELIABtgZ0RECAAbYGdERAgAG2BnSkfu3DNRAYvrzz6YhYAANsDeiIgAADbA3oiIAAA2wN6IiAAANsDeiIgAADbA0ASBEQAFIEhCFNfuahcttF+5e3355RXwQMYwLSRfWb7/riJry33y6XfWezcsHXVq/+G2BAj2+9mqXnYzGIR24/p/q6x991YX0RMMz13xatj/VbQKa9+Wo57+BVyxXHfsLRBzCP/tqi9bl+C8hdlx1aTtvnHWXi4/fUFwEISDfVr3308jWQVyY+Wk7/z6XLjWfvUV8EUOnNrVdD9WosBvOzU3YpZ+23XJny8rP1RQCV/tmiNUC/BOSZ3/yy+lof+Omx9UUAs/XHFq0h+iEgb739Vjnw5A3LyMPXLjOmT60vBpit97doDdIqIDNmTC93XnpIeW7CbfVFXXXKmFPKEj9aovx8whX1RQBzmf8WjYWuVUCmv/laGXnYh6t1fnHGruW1yU/VV1nkXpz6YlnxnBXLNtdsU18EMI/5b9HouunTXi/3XnVkOWPfd5czvrJsuffqo8pb096or7bI7H/b/mXJEUuWhyY/VF8EMA8B6UFx9BFHIXE0csHX1yi/vfui+ioL3cMvPlyWGrFU2ffWfeuLAAYlID0srodceszHqpBcedwny8Qn76uvstBs95PtygrnrFAmvTmpvghgUALS695+u/zmtjPLeQetUk778jvLTefuVd545fn6Wgvk6ieuri6cn/zQyfVFAPMlIH1i2huvlDsv+VoZ8R/vKj848L3lzLuPL9NmTKuv1rH4N9YZtU7Z4P82KNNnTK8vBpgvAekzLz8/oXz3gs9WRwyx4Y+jhwVx+tjTZw3bffrn9UUALQlIn7r+6evL+j9ev9r4b3vNtmXsi2Prq7QlRlyd8Zsz6i8DDElA+liccorrFsufvXw1guqAXx1Q3csB0A0C0gAxciqG38Y9HHEj4KkPn1pNSTIgjlLm/Fj69KXLWiPXKvvdtp9RV0CagDRInI7a+uqtq0js9NOdZr8ef5/TG2+9UZ3y2vumvcuml25avnnPN+f6OHfcuXOtDzAYAWmgKx+/soycMHL23+sBGRBHH8ucsUy54Zkb5voYPWl0fVWAeQy+ZaFR6gGJI5BHXnqkfPmWL1dHLAAZAjIM1K+BDHysdv5q5clXn6yv3kgTJ06svwQsIAEZBupHIFNnTC1jJo8pO1y7Q9n9ht3nWtY0r776ajnssMPKH/3RH5U111yz3Hbb4p0uH5pEQIaBekAGPDvl2fK+s95Xf7kR3n777XLOOeeUVVddtbzjHe8of/u3f1tWX331ssQSS5Rdd921PPVU96fLh6YZfMtCo8wvIL+b8rtqAsWmueOOO8pmm21WxeITn/hEufvuu6vX33jjjXLkkUeWZZddtrz73e+u/vv111+vfTbQrsG3LDRKPSBznsLa66a9qtden/56ufP3d861Xr955plnyu67716droqjjQsuuKC+SiWOPuIoJAKzxhprlFGjRtVXAdogIMNA/eJ53LUeNxIecuchZcr0KdU6Mew3lm151ZZ9N4z3zTffLEcffXT5kz/5k7LMMsuUI444okyZMuv7aiWuh2yyySZVSP7mb/6m3HffopsuH5pIQKjMeHtGNbHiyueuXN552jvLPjfvUya+0fsjly6++OLq4nhE4Atf+EJ54okn6qu0FNdKzjrrrLLKKqtU10r22muv8vvf/76+GjAIAWEuL099uRx0+0HlXSPeVd5/9vvLCQ+esFCmjV/YRo8eXbbccssqHBtvvHG5+eab66t05JVXXimHHHJI+eM//uPy3ve+txx33HFl2rTe+76hlwhIg70y7ZXy4KQH6y+3ZdxL46prJHFaa92L1i3XPnltfZXFIu7n2Geffco73/nOsvLKK5fTTz+9zJgxo75a2oQJE8rOO+9chWmdddYpV1+9YNPlQ5MJSIPtfN3O5UMXfqj+ckeue+q6st5F61Uh+cy1n6nuYF8c4mjghBNOKO9///vLu971rnLQQQeVl156qb7aQnP99deX9ddfvwrJtttuW8aOzU2XD00mIA0VzwuJjf7xo4+vL+pYTBt/0q9Pqk5pxamtA28/sLw0ddFtvOuuvfbasu6661Yb8x122KGMGzeuvsoiMX369HLyySeXFVZYoSy11FJl//33L5MnT66vBsOWgDRQbPDjEbXxxMIYsruwvPDGC+Xfb/n3atr4lc5ZqYwYO6K6+L6oPPLII2X77bevwrHeeuuV6667rr5KV0yaNKnsu+++ZckllywrrrhiOeWUU8pbb/1hunwYrgSkgeIhU3H0cdUTV9UXLRRxXWWrq7aq/jf+6ti/KjfdeVN9lQUSp6YOPPDA6lRVnLI66aSTqqOBTsVQ3scee6zce++95YYbbqj+jL+3M8R3MGPGjClbb711FbQNN9yw/PKXv6yvAsOKgDRMTNEed5fHY24XtUvGX1LW+uJa1Qb185//fHn88cfrq3QkLoaPGDGirLTSStXe/pe//OXywgsv1Febr7hOceKJJ5addtqpfOhDH6q+rvl9xA2EO+64YzXaKkZ0deKKK64oa6+9dvXv7LLLLuXRRx+trwLDgoA0TDyZMG4UfPjFh+uLFok3p75ZjjnmmNk38f3P//xPag//pptuKhtttFG1Ud5qq63Kgw+2N3rstddeq65TxFDegTjE6a7ddtutHHvsseXss8+uTn3FEcjPfvaz6u/x+r/8y7+Uj370o7M/5y/+4i/Kt7/97bbvAZk6dWr17yy33HLV0N9DDz20mrgRhhMBaZB4ImFcn9j/tv3rixa53/3ud9VGOaYRWW211cr5559fX2VQcdQSRy+xEV9rrbXKJZdcUl9lUHH3+fe+973qaCU+d9NNNy2nnnpqefrpp+urthTBiEkXY7LF+NojggcccEB57rnn6qsOKtbbc889q5sQY+LG+Lfi5kQYDgSkQba5ZpvqmeiT31x8I4XuvPPOsvnmm1cb9Y9//OPlrrvuqq9SiaOUOFqJDXYcvcRRTEShHXG0EvdoxP9GXGS/55576quk/Pa3vy177713de0lbiaMI5t27zGJryEmboyvKSZyvP322+urQOMISEOMHnNF+fD3lyg/HPPD+qLF4txzzy0f+MAHqj3zf/3Xfy3PPvvs7GVxdBJHKbHHH0ctcfTSjtiYH3744dXn/fmf/3m58cYb66ssFHFNY2D01yc/+cmOjmouvPDCaiLH+BrjNFonnwv9RkAaYMb0qWXk4WuX/ztqw5kb2d4ZXhrXJ2KDv/TSS5f3vOc9ZY899ph9dBJ/xtFKu+Lf+sxnPlN9blxcj6nZF7WRI0dW1zjiNFkc9bQrjq6+8Y1vzD66Ovjgg1PXhaDXCUgDPPDTY8uP/m2J8sxvenNYaQyd/Yd/+Idq4x/P4Yijk07EPFVbbLFFNTLrzDPPrC9epMaPH19dbI8IXnrppfXFLcXEjv/0T/9Ufd9xnQeaRkD63OsvP1fO2m+58rNTdqkv6ilx411sSGPPvBMx2ilOI8VIp8svv7y+uCtefPHFarr3mH/rsssuqy8eUnxeXO+BphGQPnfjOXuW0/9z6fLKxN6+F2EgIDFUthNxHSGuo8S07YtTPLkwIhJHIp2czgoRkG9+85v1l6HvCUgfm/j4PeW0fd5R7rrs0PqinpMJyGmnnVZ9Ttxv0QviSCROZ8UswJ1cHBcQmkpA+tgVx36inHfwqmXam71/A1unAYlrD3EBOi6c95L4uuLCepxWa3eIr4DQVALSpybcPaq6cP7I7efUF/WkTgMSw2iXX375uYb/9ooYnRXfS9wn0g4BoakEpE89eP0J5bof7hzPZK0v6kmdBCSmHol1YxLFXhWBi5sN27ljXUBoKgGhKzoJSAzZjRsFMzPwdkvcbBh3rMe0J0MREJpKQHpcnKYa7KPftBuQmAIk1otnbvS6mPYk7msZagJGAaGp+m9LNMz0YywG025AYmLCeAZIDJvtdTF3VgwxHup7EhCaqhlbpwYbTgGJmwYjHl/60pfqi3pWzOIbU8G3IiA0VTO2Tg02nAISz+uIdRbXo2sz4vki8TU/8MAD9UWzCQhN1YytU4PVr300+RpITLwYF6b74fTVgBiFFTPvHn/88fVFswkITbVIt0T/fccd5XdmIV0g/RiLwbQTkC233LJ6pka/ibvTd9hhh/rLswkIi1rMTn3UUUeVj3zkI9V0O3/2Z39W3YQbT+IcEO+/+Wm1rJXUZy3xox/VXyr3TJxYVj3vvPKDMWNmv7bHjTeWJz3mc4EMp4D86Z/+aTVVe7+JZ5rEM9jnR0BYlOJBbPHwtnhcwpiZ29+4lvjkk0+WK664opq/bUCrSLRa1krqs+oB+fnTT5fVL7ig+jPsOTMcW151VVllZlD+3+WXV/99Sw/eUdwPhktAXn755epU0Pe///36op73ne98pxqNFc8sGYyAsCjFe2rnnXeuvzyPVpFotayV1GfNGZALx48v6//4x+U3L744xxqzOAJZcMMlII888ki1/KKLLqov6nnxFML42idMmFBfVBEQFsSoUaPKdtttN98nd8Yp1F/96lf1l+fRKhKtlrWS+qyBgJz461+Xra++ukyez7OsBWTBDZeA3HvvvdXya665pr6o51098z0QX/t9991XX1QZTgH567+e9/T2gFbLmFe8J+IUVPxubbLJJtVs0IOJax6TJ0+uvzyP+HdafWSkPisC8u377y+fnvlmn95iRtI4Knnzrd55xCqLz1ABufXWW6vlv/xlbz5VsZX4muNrj+9hMAIyS6tl/EHMbBD3QsVp0bgYftZZZ5W3W8x510lA5qfVslZSnxUBuev556trHBc/2tsPMqI3DBUQRyDN0CoSrZZRyrRp08pxxx1XTdIZT+A85JBDqsc5D6VvT2GNnjSpGnl1/vjxtTVgbkMFxDWQZmgViVbLhrurrrqqmkA0fo/igvj8fpcGc8wxx/TvRfQ4TRUjsE4bO3aONWBuQwXEKKxmiEi0+mBuDz/8cPn0pz9dvTc22GCD8otf/KK+yjyeeOKJuWaqjntANt988+q0VwzjjSOZp556qhrGGw8+G9AqEq2WtZL6rPow3t/OfPOvOXMvLC6qw2CGCkhwH0j/axWJVsuGm7hmsd9++5WlllqqrLDCCuUHP/hB9R5pJUZhxe9a7Gidfvrpcy2L2Rvid2zdddetTn+tssoq/XUj4VMz977WGTWqHDOf88AMb+0ExJ3o/a9VJFotGy7iffDDH/6wisaSSy5ZvvKVrwx5ATxuFIzTVPGI52WWWaYcccQR1VFHL0gFBDrVTkDMhdX/WkWi1bLhIEbrxc5GvA+22Wab6nTTUC655JKy1lprVZ/z+c9/vjz++OP1VRYrAaEr2gmI2Xj7X6tItFrWZPHcmF122aX6PVl77bXLlVdeWV9lHg8++GDZaqutqs/ZaKONyk033VRfpScICF3RTkA8D6T/tYpEq2VN9Oqrr5ZDDz20uiax3HLLlWOPPbb6HW/lhRdeqK4Dxu/MSiutVEaMGFFmtLjXbnETELqinYAETySk38VNf3FkGjcBxu9H/E7Hqc5WYlTVSSedVP3ux2ncAw88sLz00kv11eYS75EYAXjZZZfVF3WNgNAV7QbEM9HpZ/H7u+mmm1a/w1tssUW555576qvMI07ZrrfeetXnbL/99tU9UUMZOXJk+eAHP1h9Ttx8uLgICF3RbkBCvPHipqo5x7r3mkcffbTaUzzggAPqi+YhIM339NNPl912260aUBEb9ri5dCjjxo2rRu/F+yKG3/70pz+trzKP+vxY7dyBvigJCF3RSUBijyzWjUP6XhV7ijHlxFCnJoKANFtMcvi+972vOhqNn/NQp1/j1NRBBx1U7YDEKasTTjihuvmvlU7nx+oWAaErOglIiA308ssvX57twefIxOmD+F5OPvnk+qJBDaeAxIXy3Xe/rMyYMe/GrakX0eMi9xlnnFHdId5KrBc3AK688srV78Q+++xTJk6cWF9tLvX5sb7+9a+3NT9WtwgIXdFpQMaPH1/dOBV30/aS+LpiRE1MEdHu6JjhFpDDD/9FueSSh+uLGhuQdtx8881l4403rt4DccPs6NGj66vMY875sT73uc9VgzZ6jYDQFZ0GJJx22mnV58Twx14QpyriRrDYg4xz3u0abgF54YUpZccdL5z5/9fcd0sPx4DEUckXvvCF6vd4zTXXLBdffHF9lXlk5sdaXASErsgEJMSFyTjv284bb1GK89px8TKevdDpTV3DLSBh5Mhfl6OOmvv/p+EUkClTplRTjsTUI3EkffTRR1dTkrSSmR9rcRMQumIgIAcffHB9UUtx41WcLorzv5dffnl9cVfEkUfEI0LQ6Zj7uNAZI3PifPdwMBCJuAbyxS9eUh588A9DnIdLQGJKnlVXXbX6ue++++7lmWeeqa8yl8z8WL1CQOiK2JDGBjhGnnzjG9+o9tDaFRcNY2hvvLnOPPPM+uJFKq55xGmrOPK49NJL64tbuu2226qhlhHO+N5jwzK/Kd+bYs5IjB79XNl110tmX1BvekDuvvvuajLQ+HnH7Mx33HFHfZV5xOmpOefHitNX/URA6Jp4RkHskcWe2eqrr14uuOCC+irzFRveuKAeb7SY6qEbs5HGaKu4YB5TSnRy2iq+z1133bX6WtdYY43qpsg99tijOhX3gQ98oJx77rn1T2mMeiSOPPLGctFFDw26rClipODAzzeOPM4555whh9jGBfG4MB6/I3GhvJ35sXqRgNB1sWe22WabVW+e2GOLPbd2xKin2IuPAMWb7sYbb6yvslDETYIxjDi+vjh91u4F84jakUceWZZddtnqnoD47znvCYjv8+Mf/3j178YDgNrZQ+039UhMnvxGdUF90qTX51nW7+L06ne/+91qJyNOsR522GHV/Fet1OfH+t73vjfk/Fi9TEBYLGIPLfbUYo8t9txiD66dm/JCHA2ss8461YY4NvTtTBfRjtgrjOlJ4jRbjLuP+zzaHaobj+KNo434muLoI45C5uf8888vq622WtvnyHvZ7bc/VcaMeX723weLxMUXjylHHHHDXNdHrrlmXPn97/v3dF5cj4uZdePn/fd///fVTkcrg82PNdQUOP1AQFisYo8s9twG9shij66dPbIY0RJ7b3F6Kd7EMf/Qqaee2vbRwoB4E0fIYlbd2KDHqJmYnqTdmN13333VUUp8DR/72Meq6x7tqI/SiQcGDTVKp5eMGzep7LPPVVUUvv/9P0ynMVhAIhi77Xbp7GWvvjq1fOpTZ5UttjijjBhx78yfd2+PNJrTQw89VLbeeuvq573hhhvO9cS/+YnpRuacHyumI2kKAaEnxB5c7MnFmyz27NodcRXXRuJIYeAmrfiIieli+G/cPxJ7fTE1SrzR43kj8fd4PR4NOnDxMj5iSvYYYtzuXuHzzz9f9tprr+rieDw+NC7uD3XeezDxgKA57xOIBwj1spdeemPm/0+3lE02Oa1ss8255bLLxg561/lQnnsudhx+UUVlhx0umPmz6b2b5OY0adKksu+++1YDOVZcccVqZ6WdIbZxF3kn82P1GwGhp8SGPvbsYoMae3rtPLVtwNixY8uJJ55Ydtppp2oUzEAcBvuI00077rhj9QZv567gATG1RDx9ME5xxamur33tawtlaok4LRcPDoqvLR4kFA8U6iVvvTVj5gbw1zO/trPL5puPKCeccHt1JLGgHnjg2dlHJ3vvfWV55JEX6qssVjGhZ+ygxLQ6cX9GHJ3GsO52xci92DEZan6sfiUg9JzYs4s9vNjTiz2+2POLPcBOxWmixx57rDplEGGKP+PvnQwhntPVV189+9rLZz/72TJhwoT6KgskrrfEA4QG5kqK0WbxgKHF7Ve/emrm0eFF1UZ+//2vLU880fo5FZ2KA7crrvhN+fSnz6uObL71rZuqi++L289//vOy/vrrVz/v7bbbrtpBYW4CQs+KPb3999+/2vOLPcDYE1wcU7zHhmPbbbetNiSxQbn++uvrqyxUMVtrPFBoYLbWOKpaHN93hCKCEeGIgERIFqUpU6aV//3fO6sjnLhGct55o2d+3+0NYliYYscgdhDi5x07DLHjwOAEhJ7X7Q34gAhYnLJYXAGLBwsNDCdu93kRC8Orr75ZnaKKDXmcsopTV3EKq1ueeurl8tWvXleF63OfG1VuuaX1LLcLS5yKjFOSA6Pw4lTlUNOsD3cCQt9Y1KeQBiysU2gLS4QjAhLfd7tPrMuYNS352WXjjf+jOpUUF8vjovnicuedT5d//McfVyH5yld+Uh57rP1rD52IwQ8xCCIGQ8SpwxgcEYMkGJqA0FcW1UXsAQtyEX9RiiOfOJXVyTOzOzHnRfwdd9xrZqTaG8a8qMWRT9zJHkdCH/nIwTN/3kd3dBF7KLfeems1/Dq+7xiOff/999dXoQUBoS8trGG0A7LDiLstLqrHxfX4vuNie1x0b/dmx8H0yzDiOBL6+tdP7ngY7fw8+eST5Ytf/OLsEXlxIyidExD6WvZGvgHZGxkXtxh6HMN94/uOI4d4YFEn+vVGxsyNfHOK4bQxxUxMNRNTzhx11FFdmVetqQSERuhkKpGwIFOp9JJ4TkocOcT3HUcScUQxlCZMpdLpVCJh1KhRHf2OMDQBoTGGmsxwQHYyx14VRw7xwKI4kogjin/+538e9LpQ3NQ2cMd+EyZzbHcywzhKjee5xPcd0+t3epTK/AkIjVOfTj32PEPsaWenk+8H8f3FXfjxfcccYXGkEQamG4/vO55r0rTp5Oc3nXpMSxPXyeL1uE521llnLdB1MuYlIDTWnA90+vCHP1wdmcQeeqcPtOonMTNxfL8Dw37XWmut6vuOcERM47pJU835QKc4rfee97ynOjI55JBDBj0iY8EJCI0We5yx5xkb0JgJ9YknunNT2uIyEJCf/OQn1ZFGBDNOV8UULp/61KeqC9BNF0eWcQozBlUsqnuFmEVAoEHmDEjdcAkI3SMg0CACQjcJCDSIgNBNAgINIiB0k4BAgwgI3SQg0CACQjcJCDSIgNBNAgINIiB0k4BAgwgI3SQg0CACQjcJCDSIgNBNAgINIiB0k4BAgwgI3SQg0CDPzQzI8TMD8uggARk1MyD/JyAsRAICTTIzIDMPQUoZJCAzD0FKERAWIgGBJhEQukhAoEkEhC4SEGgSAaGLBASaREDoIgGBJhEQukhAoEkEhC4SEGgSAaGLBASaREDoIgGBJhEQukhAoEkEhC4SEGiSsWNnBeTGG+tLSvm7vytlp53qr0KagEDT3H9/KTNm1F8t5ZlnSnn22fqrkCYgAKQICAApAgJAioBA07z0Uin/9V+lfPCDpSy11Kw/v/rVUl5+ub4mLBABgSaZMqWUv/zLUvbYo5Rx40qZOnXWn3vuWcpGG5Xy+uv1z4A0AYEmOfLIUrbfvv7qLPH6t75VfxXSBASaZIMNSrnllvqrs9x8cykf/Wj9VUgTEGiSpZcuZdKk+quzxOvLLFN/FdIEBJpEQOgiAYEmcQqLLhIQaBIX0ekiAYEmee21UjbccNaw3fHjS5k2bdafX/qSYbwsdAICTfPii6UccEApq61WypJLlrL66rNuLHQjIQuZgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApPx/mykP+B4qlyUAAAAASUVORK5CYII=)
| Product Number | 8960-3-00 |
| CAS | |
| MDL Number | MFCD26936349 |
| Molecular Formula | C10H8BF3KNO |
| Molecular Weight | 265.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory