![Potassium [4-(benzylamino-1-carbonyl)phenyl]trifluoroborate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABTTAAAU0wFcZF2IAAACjHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF+Mzj4lCqq5VpWntJq2dtHeTQ5wUKUAFNA/ffmecJ0gGAXLG9/8ZP5zP07tdtoaNLqu0yGOGXDDQeVIs0nwVs99vT6OI3c2mCYlImFcxe6/rj4njbLdbnrzrTO2KnCdFxqx/sqvSlmbr8qJcOVIIdP68PL82zCjNq1rliSaqSidVU/lcJKpuevGfTziZKjdp7li5k5Ub29pfKcwt+K5asPNYHsh3Tygs07WGZVFmqoaNFJxu8QVWOtelqvUC5nuqdrlHY59NXx6L5DPTeU1F00KaqPVrXX4mVJEVa518UmNU+PYYswwJUHWR3Zel2oMpmWqFoCQoF5QHygcVgApBRaDGoFDQQ34kAZICSYKkQRIhqZBkSDpJOom0FmttOvO2/9Ax+w5P8JWeJ3hoXT/hR7uG2eGuH95VuSIQQcDI/A1etCAyZjRB9IOIR74XHk3IXSSDgrvjcy29YhR5J3sS+5LGejAdbdsZUGXoHY1HUjcEl3zUg4OxlQz2574FPELPB5/L8Mq4PHTJSD4OyCD3JBnBA//8dvCNBI8inyyS99K6HMfWjgNjfe4LYwP6wuX70W/1FA7OKR5m03mRLy6KkC5iNqdFNZJfelnRaJpAYVCUC13SOpkGjPQSkG3AhFU/4F4Bfj/gXQFBP+C3ARPgJ+D+FhC0AbMd+oGwDZjN0w9EbaDZav3EuE3YndmPmCY7Ax9E8Lpjsn92sbPiNlecGHmTcW8wA3GCnXW3uWiA6Sy9zV0DTGf1ba4bmLZOANjcOMB0YsDm0gGmGwVN7u1nZCcKjrm6l8HrObjNOBdZwzmeOFS8Oo2ci6PKoQN69g96wzZJZAH62gAAOnpJREFUeF7t3Qm8VfP+/3HSoFKGTCkyRknIUIaSiMoQFXFJ6paEkIsGcdP0i2tqQKiIBm6Gcl1FSCWUUmmm8apoHjRPn//5rPNfq3O+Z5/O3t+9zj5rr/V63sd66O7vd6999jqPx3qftb7r8/0eIgAAWDjEfAEAgHgQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIgEh7475DDrohdxwdAJFmBoa5IXccHQCRRlDY46gBiDQCxB5HDUCkESD2OGoAIo0AscdRAxBp5qA5A+jx4wgBiDQzNAiQ+HGEAEQaYWGPowYg0ggQexw1AJFGgNjjqAGINALEHkcNQKQRIPY4agAijQCxx1EDEGkEiD2OGgDACgECALBCgAAArBAgAAArBAgAwAoBAgAZdm3fJFM/6Sxrl00zm5ALAgQAMsyb+IbzOO/nfeqZTcgFAQIAGeZ8088JkP+8VMdsQi4IEAAQAsQGAQIAQoDYIEAAQAgQGwQIAAgBYoMAAQAhQGwQIAAgBIgNAgQAhACxQYAAgBAgNggQABACxAYBAgBCgNggQABACBAbBAgAZPjyh35yd+dDpNdAAiReBAgAZOg3p58c8sYhUuc/BEi8CBAAEALEBgECAEKA2CBAAEAIEBsECAAIAWKDAAEAIUBsECAAIASIDQIEAIQAsUGAAIAQIDYIEAAQAsQGAQIAciBArvnsGrMJuSBAACDDnA1zpNIHleS1ua+ZTcgFAQIAsEKAAACsECAAACsECADACgECALBCgABIiC77erAtnehju1m3Qm8WkvJDy0uDMQ3kuz++M7unBfP3YW5+8ndvAELPPCGZWzoxAyTrdugbh8qHSz70+v59wt/l3vH3xtxGLR2VZa8Fy/x9mJuf/N0bgNDLjxNRQXHDwrV3/15ZtHmRNPqykfP6eSPP89qGLBwi7yx8J+Y2Y90Mr19BS+XvJzWfAiA0UnmCym9mgLj+3P6n83rRt4qaTYGXyt9Paj4FQGik8gSV33ILkNXbVzuvn/TeSWZT4KXy95OaTwEQGqk8QeU3M0D0FtaSLUvktnG3Oa8/MvmRLL3TQyp/P6n5FACh4Z6gYm2mbZtWycLv30lq+3HaO/Lh3JzjDoluCzctNH+8HAPn7lb67dLy5I9Pyq59u8y3yOZdm2X4b8Nz7D/R7b0F78j4GTm/byLb6qVTzB8vx+/kYL+fZPm/RwChZp6UDnaC+s+LV+fok+j24BOHSIWXc57kE91i3Y4y+2TdLvzoQvlm5TfmW+TB7x7M0ddmK/b6IdL46ZzfN5HtrfsLy46/1mb7+cw+WTe/+b9HAKGWyMlo7oTX5T8v1E5qe2VAbWk6srbU/k9yW+epnc0fzzuZu/Zn/G/NjjUyetloOWPEGVL4rcLy7apvs7xDZMz/xuTYt81Wd3RteWZwzu+byDZ+8D2yf9/ebD9fIr+fZKXmUwCERipPUPnNDJCsJv852WmrObqm2RRoqfz9pOZTAIRGKk9Q+e1gAfLX7r+ctlKDS5lNgZbK309qPgVAaKTyBJXfDhYgOpWJth3zzjFmU6Cl8veTmk8BEBqpPEHlt1gBsnbHWvl02afOGIi2Nf2qabb2oEvl7yc1nwIgNFJ5gspvboDktpV9r6ws3bLUfFugpfL3k5pPARAaqTxB5TczMHQrPqi4VP53ZXn8h8edJ7LSTSp/P6n5FABA6BAgAAArBAgAwAoBAgCwQoAAAKwQIACQQWfeHbxgcNo9tluQCBAAyKBTrOtjvDePvdlsQi4IEADI0G9OPydA6vynjtmEXBAgACAEiA0CBACEALFBgACAECA2CBAAEALEBgECAEKA2CBAAEAIEBsECAAIAWKDAAEAIUBsECAAIASIDQIEAIQAsUGAAIAQIDYIEAAQAsQGAQIAQoDYIEAAQAgQGwQIAAgBYoMAAQAhQGwQIAAgBIgNAgQAhACxQYAAQIZ+EzMC5OGMAOlPgMSLAAGADP2GZwRIlYwA+TsBEi8CBAAy9OuXESCHZARIHQIkXgQIAAgBYoMAAQAhQGwQIAAgBIgNAgQAhACxQYAAgBAgNggQABACxAYBAgBCgNggQABACBAbBAgACAFigwABACFAbBAgACAEiA0CBACEALFBgACAECA2CBAAEALEBgECAHIgQGrVqmU2IRcECIDImzdvnpxyyilOgBQuXFhGjhxpdkEMBAiAyNqwYYM8/PDDUqRIESc8sm61a9eWmTNnmm9BFgQIgMjZu3evvP7661KmTBkvMC6//HL58ssvpU2bNnLYYYc5r+l/77vvPlm7dq25CwgBAiBivvnmGznvvPO84ChfvrwMHTo0Wx+98tArELfPUUcdJS+//LLs3r07W7+oI0AARMLixYulUaNGXigcfvjh8vTTT8vWrVvNrh4dCznttNO895x99tkyZswYs1tkESAAQu2vv/6Szp07S7FixbwguP3222XZsmVm15h27twp3bt3lyOOOMJ7f4MGDWThwoVm18ghQACE0v79++Wdd96Rk046yTvxX3DBBTJhwgSza1xWrFghzZo1k0MPPdTZlw68P/bYY7Jp0yaza2QQIABC54cffpBLL73UC47jjjtO3nzzTdm3b5/ZNWG67+rVq+fLvtMNAQIgNFJ1laBXN0OGDMlxdfPtt9+aXUONAAGQ9nbs2OGMU5QsWTKl4xSxxlduu+02Wbp0qdk1lAgQAGlNn5Q69dRTvRP4Oeeck/InpZYsWZLwE15hQIAASEtBrNXQGpOqVat6P5PWmLz33ntmt9AgQACkFa0K1+rwrNXiWj0elGpxt8r92GOP9YLksssuk6lTp5pd0x4BAiAt6JXFSy+95FxpuCdmvQKZNWuW2TUQdJ6tRx55xJtnSwf27733Xlm1apXZNW0RIAAC7/PPP3eqwN3g0OrwDz/80OwWSPPnz5frr7/e+9lLlSolvXr1kl27dpld0w4BAiCwFixYIPXr1/dOvloN3qNHD6c6PN189tlnUrFiRe+7nH766fLxxx+b3dIKAQIgcDZu3OjUb2S9/aP1HStXrjS7phW9DffCCy/IkUce6QWJroA4e/Zss2taIEAABIZWc2tVt1Z3uydYrfr+8ccfza5J2bJli0yfPl3ef/996dOnj3Tt2tXZWrdu7f1bXx8xYoRMmzZNNm/ebO4iKatXr5ZWrVpJoUKFnO+oi1i1bdtW1q1bZ3YNNAIEQCBoFbdWc7vBoVXeWu2tVd/J0lth+mRU06ZNpVy5ct5nJLKVLVtWGjdu7Cx9+8svv5gfYeXnn3+WmjVrep9x9NFHS9++fWXPnj1m10AiQAAUKK3a1upt9ySqVd1PPfWUU+WdDN1vt27dso07ZN309ljlypWdJ7maNGniPCHlbvr/9fVzzz1XihYtmuO9uukSuB07dvQlTPRKqEKFCt6+K1Wq5CxuFXQECIACoVXaXbp0caq23ROn/oWvVd3J+Oqrr+Taa6/NccLXRaTatWvnDFz/+uuv5tsOatGiRTJq1ChnXKZatWreXFvupq/p7S6tAbG1fft2efbZZ6VEiRLefm+66aaEf9ZUIkAApJxWZ2e9laTV2+PHjze7JWTs2LHZZuDVTW+J6aC137UXOlYxYMAAqVWrVrbP08eL9fVkguT333+Xu+66y9unXgE98cQTvo/D+IEAAZAyU6ZMcaqy3ZOjVmvr2EQyJ1xdGOrWW2/19qmV6TrWMWPGDLNrvtBbZQ8//HC2K4cqVaokHYiTJ0+Wiy++2NvnCSecIIMGDQrUtPEECIB8p1cAzZs3zzbNulZp6+O6ydC5r7KeuO++++4Cu+WjVyU6gWLWn+eOO+5I6jvqAwSDBw+WE0880dun3i6bNGmS2bVAECAA8o1WW2vVtVZfuydArcrW6uxk6DQhN998s7dPHd+YOHGi2a1ALF++3Fky1/3ZdLDddhVElz523KFDh2wD+hpO+lkFiQABkC8GDhzoVFu7Jzx9GkqrsZOlRXfuE0taR6ED8UF87FXHZNwrB72t1rNnT7NLwnQwv2HDht4xLV68uDM+ooFaEAgQAL7Tv47dk5xWXetAth/TrOutG62V0P3qyXncuHFml0DRgkFd2Mo9Flo86EfY6ZNm+oixu98yZcqYXVKCAAHguxtuuME5sWk9w5o1a8xmK3r1on9x6361fkOfVkoXepXknuzr1avnPLKbLA2ihx56yNmnjrsUBAIEgO+03kJPbDo9hx/0ysMNj8svv1zWr19vdgk8vaWnU5bod9AJIv2YjVeLDXV/+kh0QSBAAPjOzwDRSm/3tpWGx7Zt28wuaeOTTz7xQkSr3ZN5fFkRIABCx68A0cFhd8Bc7/mn45WHaejQod4kiu3btzebE0KAAAgdvwLEfeJIB8zTacwjLzphon4v3T744AOzOW4ECIDQ8SNAXnnlFWcf+td60J+2sqGFlfr9tEbGti6GAAEQOskGiE5P4lZ06xNMYaRPYp1//vnOd6xRo4bVFCUECIDQSTZA3LmttMLcj7qJoJo7d65XXd6/f3+zOU8ECIDQSSZAtIJb36vzZiU7BUg60Pmz9PuWLl064VmDCRAAoZNMgOgStvpenRgxCnbu3ClnnXWW8521MDARBAiA0LENEJ2iQ9+nc0cV1Ky6BUEXo9LvrYtrrVixwmzOFQECIHRsA+Saa65x3qfreUSJDqDr9Cz63fXYxYsAARA6NgGyePFib72Qn3/+2WwOvWHDhnljIfFW2xMgAELHJkC6devmvOfCCy80myJB58bSFRr1GAwZMsRsjokAARA6NgGi64Xoe3Tq96jSpXH1GNSuXdtsiokAARA6iQaIVmJrf72FtXLlSrM5MvTWnR4Hrb5fu3at2ZwDAQIgdBINkNdff93pr4WDUXfSSSc5xyKeObIIEAChk2iA6FNX2l9v4URds2bNnGOhqxfmhQABEDqJBoieALX/Rx99ZDZFjg6g67HQMaG8ECAAQieRANmyZYv3+O6iRYvM5siZPXu2cyy0mFKr1A+GAAEQOokEyLRp05y+Oqlgsiv0hYGGhoaHHhNdjfFgCBAAoZNIgLjTeFSqVMlsiix3bqx///vfZlM2BAiA0EkkQNyFo+rWrWs2RVadOnWcY9KvXz+zKRsCBEDoJBIgPXr0cPrqGiDIdMsttzjHpGfPnmZTNgQIgNBJJEA6dOjg9L3nnnvMpshyH+Xt2LGj2ZQNAQIgdBIJEHf6jjZt2phNkaXHQo9JXnUxBAiA0EkkQLgCyYkrEACRlUiAdO/enTEQA2MgACIrkQDhKayceAoLQGQlEiDDhw93+uqKfMjkTm2f14SKBAiA0EkkQNxK9GLFilGJLpkLSxUuXNg5JlSiA4icRAJk8+bN3lxYuqxt1M2ZM8c5FjqdyY4dO8zmbAgQAKGTSIAodw2M0aNHm02RM3ToUOdYnHnmmWZTDgQIgNBJNEAaN27s9H/sscfMpshp2bKlcyxatGhhNuVAgAAInUQDRJ820v7VqlUzmyKnQoUKzrHQK5G8ECAAQifRANHBYve+/7p168zmyJg3b55zHHRM6I8//jCbcyBAAIROogGyf/9+7y9vXR89qjp37uwcg+rVq5tNMREgAEIn0QBROm2HvqdmzZpmUyTs27dPTj75ZOcYvPbaa2ZzTAQIgNCxCRD3NpbevlmyZInZHHpjx451vr/Ww2zYsMFsjokAARA6NgGidBBd35fXLLRhVLt2bee7/+1vfzObckWAAAgd2wBxpzUpWbJkpAbTJ06c6HzvQoUKyezZs83mXBEgAELHNkB0KpPTTjvNeW+XLl3M5tC6+uqrne/cqFEjs+mgCBAAoWMbIEqfwtL3lihRQpYvX242h87777/vXX3MnDnTbD4oAgRA6CQTIHoVct555znvv/32283mUNF5wMqWLet81wcffNBszhMBAiB0kgkQ9c033zjv102fTgqr1q1bO9/xxBNPlE2bNpnNeSJAAIROsgGi7rzzTu/kunr1arM57bkPDOiW17ofuSFAAISOHwGitRCnnHKKs58GDRo41ephsWDBAilVqpTz3fQqxBYBAiB0/AgQNWHCBGd+LN1XWJ7K0qspnapdv1PVqlXzXPPjYAgQAKHjV4CoXr16ebd6Bg4caDanlS1btshFF13kfJfjjjtOfvvtN7NLQggQAKHjZ4CoVq1aOfvTpV4/+eQTszktaHhcddVVzvc44ogjZOrUqWaXhBEgAELH7wDZs2eP1KtXzwuReNbKCBK9beVeeRQtWtQ58fuBAAEQOjrorSe2c845R/7880+z2cr27dulfv36zn616K5v375ml0DSAfOzzjrLu/LwKzw0VB944AFnv1p0WRAIEAC+0wkB3XGL0qVLy/PPPy+7du0yuyVs9+7d0qRJE2/fzZs3d4IlqPRRXfdpKx3z8OO2ldIQqlSpknccypQpY3ZJCQIEQL4YNGiQnHHGGd5JTv8K//TTT81uCdNK9fbt23v7Pf/882Xu3LlmtwKlFeZukaD7MyY7YK50HzfddJO3X73y6NChg2zcuNHsmhIECIB8o1cdvXv3dq5C3JNe3bp1naVbk6XFd3pLSPep4wpPP/207Ny50+yWciNGjPCmJ9FNgyTZqyQNpCeeeML5nu5+77rrLvn999/NrilFgADId7q+d4sWLZyxCz356UC4DrTHu3BSbubPny81atTIdpWjJ3Bd3S/VtGbFnVVXN62gt60wd+n30Cu5E044wdvvxRdfLJMnTza7FggCBEDK/PTTT3LFFVd4J0O9d//qq686t6Vs6Um2f//+2a5yKleu7Iw/+DHucjBaHT9mzBjv8VzdtPBRJ0a0mdsqq0mTJnkLbLmBNHjw4EBV5BMgAFJu2LBh3vrfulWpUkW+/vprs1tCVq1aJQ899JCzJKy732OPPdZZ3XD69Olm96TolU/nzp2lfPny3mfpUry6nkeiU7KbdAp7dx4w3fS2lY5zaB1J0BAgAArEtm3b5JlnnpHixYt7J8tbbrlFFi9ebHZNyIoVK5wgcZ9+cjcdl2jWrJkMGTLEWX893qsTffJLVwnU0GvZsqVUqFAh2341sPSps0RWEoxFx0n++c9/OgPj7r4bNmwoixYtMrsGBgECoEAtW7ZMmjZtmu2E3KlTp6T/4taA0rBw1xqPtZ199tlOu56o7733Xm/TINPXtY5FryzM9+lWvXp1ee2115Iex1F6u82dOFK3c889V7766iuzW+AQIAACQdcFv/DCC72TqF4xvP32277c89f11XXlP50SJWv9RCJbxYoVnQcBtApeHwrww7Rp0+TKK6/0PuOYY45xxnO0SDAdECAAAkMHxHXCxOOPP947qV5yySXy/fffm12Too/76m2skSNHOkvodu3a1dnuu+8+7996daHts2bN8v3xYK3O19thWZ9K09tu69evN7sGGgECIHD0CabHH388W93D3XffXeB1D8nScZfnnnsu2xNj1157beAKIeNFgAAIrF9//VVuvPFG72RbsmRJ6datW1JraBSU0aNHe+uA6Kb/HjVqlNktrRAgAAJP10XPOnZx6qmnJl2klyp6daHV9+7PrlcfWp0f71NgQUaAAEgLOrD8yiuvyNFHH+2djGvVqiUzZswwuwaCPp2l1fY6vqE/q4536CC8X7MTBwEBAiCt6BNV999/v7fUrf5X55tas2aN2bVAaFW9Vtdrlb0bdFp9r1X4YUOAAEhL+hRV1rmnjjrqKHnxxRedwr+CorUbWlXv/kxaba8FiGFFgABIax999JGcfvrp3klb6zX++9//mt3ylVaLa/Gh+zNodb1WlWsxY5gRIADSntZp9OzZ05veXTddAldXA8xPWi3fsWPHbPNv3XHHHc58VlFAgAAIDZ1QUVcpdKcfKVKkiDz66KO+L7ik1fFaJa8z5LrBoTPnajV9lBAgAEJnypQp2dYJ0Vl5BwwYkNS08S5di0Or4919a9W8Vs8XxBokBY0AARBa7777rpQrV8472evSsuPHjze7xUWr4HUVQHdfWiWv1fK6WmBUESAAQm3r1q3SpUsXOfzww72Tf5MmTWTJkiVm15i06l2r37UK3n2/VsdrlXzUESAAImHp0qVOcLghoIHy1FNPOQGTG612z7r+h1bDf/HFF2a3yCJAAESK3sLSW1luKOgtLr3VlZVWt2uVu9tHq9/79OmTNtOspwoBAiBydDD9jTfecAbX3ZDQQXedc0vXDHGr3HUakrZt2zrV78iJAAEQWfp4b/v27Z3Hfd0gcTetctdqd+SOAAEQeVpw6I516FWHVrcjbwQIAGTo16+fEyBXXXWV2YRcECAAIAcCpE6dOmYTckGAAIAQIDYIEAAQAsQGAQIAQoDYIEAAQAgQGwQIAAgBYoMAAQAhQGwQIAAgBIgNAgQAhACxQYAAgBAgNgIVIC2//Va27N5tvgwA+Y4ASVygAqTwW2/J6u3bzZcBIN8RIInzPUAOeeMNZzPtz9j+PmGC1959+nSzCwECoMAQIIlLWYC0nTTJa3tu5kzntfU7d8o7Cxd622Fvvil9Z8/2/v+Kgyw1CQB+IkASl5IAaTd5svf6y1kWaFn+119y7/jx3lYoI0Du+Oor7//PWr8+y14AIP8QIInL9wB57IcfnP9/aMbWf86cLD1z4hYWgIJCgCQuXwOk45QpXni8OX++0TMnAgRAQSFAEpdvAdLlp5+c/+ptqbcXLjS7xXTmiBGybscO82UAyHcESOLyLUB000Hxob/9ZnYBgMAhQBKX7wEynAABkAYIkMTlW4A8NXWqdwtrSJy3sACgoBAgicu3AFHuE1gaIgPjGEQHgIJCgCQuXwNEPfD/Cwj1SazX587N0hMAgoMASVy+B4hOYaKTJLqva6U5AAQNAZK4fA8QtW//frnr66+9tpeyVKMDQBAQIIlLSYCovRkh0mTcOK+994wZZhcAKDAESOJSFiBq9759ctPYsV6fbjFm5AWAgkCAJM73AAGAdESAJI4AAQAhQGwQIAAgBIgNAgQAhACxQYAAgBAgNggQABACxAYBAgBCgNggQABACBAbBAgACAFigwABACFAbBAgACAEiA0CBACEALFBgACAECA2CBAAEALEBgECAEKA2CBAAEAIEBsECADIgQCpXbu22YRcECAAkOHBBx90AuTwww+XDz74wGxGDAQIAGTo1KmTEyDuVqtWLfn555/NbsiCAAEAOXALq1y5clK4cGHn34cddpi0atVK1qxZY3aHECAA4Mg6iP7LL784/3WvRo488kh54YUXZPfu3ebbIo0AAQCJ/RTWxx9/LKeffroXJBUrVpTPPvssy7uijQABgAytW7d2QqJKlSrZXt+1a5f06tVLSpUq5QXJ9ddfL/Pnz8/WL4oIEACRNmfOHLnmmmu8cKhQoYLZxbFq1Spp3ry5HHrooU6/IkWKyCOPPCIbN240u0YGAQIgktauXes8uusOmBcqVMi5svjtt9/MrtlMmTJFLrvsMi9wjj32WBkwYIDs3bvX7Bp6BAiASNmzZ4/07dvXCQw3BGrWrCnTp083ux7Ue++95zyx5e6jatWqMn78eLNbqBEgACJj3LhxUrlyZe+k724XXXSRTJo0yeyep61bt0qXLl2c4kN3X40bN5YlS5aYXUOJAAEQenpb6uabb/ZO8iVKlHAKB//xj39I0aJFvdfvvPNOWb58ufn2PC1dulRuu+02bz/FihWTp556Sv766y+za6gQIABCa/PmzfLkk0/mCIn//e9/Xp9FixZJw4YNs4VL165dZfv27Vn2FJ9vv/1WLrjgAm9fp550kvwwZIjI/v1m11AgQACEzr59+2Tw4MFywgknZLtN9d1335ldPXp769xzz/X6n3LKKTJ8+HCzW550MP3NN9+U4447Tmpl7GdQxra3enWRH380u6Y9AgRAqGhIaFi4QaAhMmjQICdU8qID7P3795djjjnGe/+VV14p06ZNM7vmadPGjfJp+/Yyp0iRjDNtxqn20ENF7rlHZOVKs2vaIkAAhMKqVeulRYtHvBO/3rbS21d6GytR69evz/GIb8uWLeXPP/80u+ZtwQKR+vUzQ0S3I44Q6dFDZOdOs2faIUAApLWdO/fIG29My7jq6CnHH39Nxsm+mDNgnlc9Rzy0yPDaa6/1Qql06dLy/PPPO9XpCfv8c5Gzzz4QJKedJvLhh2avtEKAAEhbX3yxSG64YVhGeLzhbNdd908ZP/57s1vSRo0aJWeeeaYXJPrvTz/91OyWN52M8aWXRI466kCQ6AJWs2aZPdMCAQIg7cyfv1ZatRrtBcfVV78jH3wwR/buzXucw5ZedfTu3du5CnGDpG7dujJv3jyza97WrhW57z6Rww7LDBH9b5s2ma+nEQIEQNpYv367dOs2QS655E0nOC699C157rnvZPPm1I0n/PHHH9KiRQuvkl3HSdq1aycbNmwwu+Zt5kyRq646cDWiVyYvv5x5pZIGCBAAgbd79z4ZMmRmxrn2be+qo23bz2TxYouTtk9++uknueKKK7yrkTJlysioV1+V/TZzYo0cKXLqqQeC5JxzRMaMMXsFDgECINAmTlwut976vhccDRuOkPHjl5rdCsywYcPk5JNPlpMyTvydMrYlOh3811+b3fK2Y4dI9+4iJUseCJIGDUSWLTN7BgYBAiCQlizZKA8++F8vOGrWHCxvvz3DuRoJmm3btsmIZ56RT4sXP3Dyv+UWLXM3u+ZtxQqRZs0y60Z0P3feafYIDAIEQKDoeMa//jVZqld/ywkOHe/o2nW8rFu3zewaOHt1Hq2mTQ+ESLFiIh07imzZYnbN2w8/iPz974G+lUWAAAiMsWN/kzp1hnhXHS1ajJK5c9eY3YJv4kSRatUOBEnZspJx+RS6ObEIEAAxuSfxg8mtj/u6hsHWrbGL7mK9t1GjD5zX6tcfKp9/nnwhYIHSqVMGDhQ5/vgDQXLJJSLf+1Cnoo8Ot22bWZioYyYlSohUrChy//2ZbSlCgACIKdYJ3pRbH/d13QYM+MlsdsR6748//i4ffTRPduzYk+31tLZpk8jjj4sULXogSO6+W+T3382e8end+0D9SKxN2557znxXviBAAMQU6wRvyq1P1gDRwe+NG3eYXXJ9b2j9+qvIjTceONHrlUO3bplPX8XrlVcy36sD7Do+MmWKiK45sm2byNSpIq1aHRh879PHfLfvCBAAMcVzgs+tj/v6o4+Ocf774os5b9vk9t7Q++ILkUqVDgSJ1n988IHZKyddw8S9ihk82Gw9QNu0j/a1vcqJEwECIKZ4TvC59XFfX7hwnVx88Rty2WUDZfXqrTH7RNKePZlXE0cffSBIatU6+JxYnTtn9mvSxGzJqXHjzL5PPWW2+IoAARBTPCf43Ppkfb1jx3HOv7t3n5Brn8haty5z4Nsd09CpTHKjA/DaR69g8jJ2bGZfXcgqHxEgAGJyT/DxbKasry9bttGp5dB5q5Yv3xSzT+T98kvmVYOGSW7cq5X1682WnHRSRu1bpozZ4isCBEBMZkgcbDOZr2shoP7/Tp2+yrUP8lC4cGYo6O2vvOhkjNpX35OPCBAAMcVzgs+tj/n6qlV/SY0abznjITouEqsP8sAVCIB0Ec8JPrc+sV7Xadf1tYcfzpyaI1YfHIQ7BvLll2ZLTjpOon0vvdRs8RUBAiCmeE7wufWJ9fratdvk8ssHOa/PmPFHzD44iE6dMkPhttvMlpz0SS3tq09u5SMCBEBM8Zzgc+uT2+t9+vzovJ51NUHESSdqLFIkMxjefddsPWDIkMw+WgeitSP5iAABEFM8J/jc+uT2+qZNO6RWrbe99lh9cBAvvJAZDlpt3rp1ZvW5VqFv364rXGUuk+tWouva6/mMAAEQUzwn+Nz65Pa6euONaQRIMnr0EClUKDMkYm3a1rOn+a58QYAAiCmeE3xufXJ7XensvFmnbIeFOXMya0bOOitzJl5dyEr/3aZNZluKECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAsB306evkubNP5Fp01aaTQgRAgSA7/71r8lOjUfv3pPMJoQIAQLAd88/nxkg//d/BEiYESAAfEeARAMBAsB3BEg0ECAAfEeARAMBAsB3BEg0ECAAfEeARAMBAsB3BEg0ECAAfEeARAMBAsB3BEg0ECAAfEeARAMBAsB3BEg0ECAAfEeARAMBAsB3BEg0ECAAfEeARAMBAsB3BEg0ECAAfEeARAMBAsB3BEg0ECAAfEeARAMBAsB3zz//XUaADMgIkIlmE0KEAAHgu6efHizly98mnTq9ZTYhRAgQAL579NEOUrToMdKu3eNmE0KEAAHgu3bt2skhhxwibdu2NZsQIgQIAN8RINFAgADwHQESDQQIAN8RINFAgADwHQESDQQIAN8RINFAgADwHQESDQQIAN8RINFAgADwHQESDQQIAN8RINFAgADwHQESDQQIAN8RINFAgADwHQESDQQIAN8RINFAgADwHQESDQQIImP//v3y5JNPynXXXScrVqwwm+Gjpk2bOgFy1113mU0IEQIEkfDDDz/IpZde6pzUdDviiCPkhRdekN27d5tdkYQ///xTWrRoIYceeqhznGvUqGF2QYgQIAg1vdJo1qyZd0IrXLiwHHnkkV6QVKxYUT777DPzbUjQrl27pHfv3lK6dGnv2J5xxhny008/mV0RIgQIQmnnzp3SvXt350rDPaE1aNBAFi5c6JzsevXqJaVKlfLarr/+epk/f765G8Rh1KhRcuaZZ3rHUv89evRosxtCiABB6IwcOVJOPfVU74R2zjnnyJgxY8xusmrVKmnevLl3dVKkSBF55JFHZMOGDWZXxDB37ly59tprveOsVx/PPfecE9CIBgIEoTFz5kypXbu2d0I76qij5OWXX85znGPq1Kly2WWXee879thj5fXXX5e9e/eaXZFh/fr18tBDDzm3A/V4FSpUSFq2bOmMfyBaCBCkvbVr18p9990nhx12mHNC0/+2adPGeT0R7733npQvX94LkqpVq8o333xjdousPXv2SP/+/eWYY47xjtGVV14p06ZNM7siIggQpC29snjppZecKw33hKZXILNmzTK7xm3r1q3y9NNPy+GHH+7ts1GjRrJkyRKza6R89dVXcu6553rH5JRTTpHhw4eb3RAxBAjS0ueffy5nn322d0I77bTTnLEPvyxdulRuu+02b//FihWTzp07y19//WV2DbVFixZJw4YNveNQokQJ+ec//ynbtm0zuyKCCBCkFX2KSp+mck9o+pRVjx49nKeu8sO3334rF1xwgfd5J510kgwZMsQpSgyzLVu2SIcOHaRo0aLed7/jjjtk+fLlZldEGAGCtLBp0yZ57LHHnCel9GSmT05pfcfKlSvNrr7bt2+fvPnmm3Lcccd5J9Pq1as7xYlho8E4ePBgOfHEE73vWq1aNZk0aZLZFSBAEGxBOnkXZIilwuTJk+Xiiy/2jvMJJ5wggwYNcn4HQCwECAIrqLePUn0bLb/9/vvvzpxV7vfR21ZPPPGEbN682ewKZEOAIHBiDWA/9dRTgRvA1uLE/BzIz2/bt2+XZ5991hkYd7/DTTfdJL/++qvZFYiJAEFgxHqEtnHjxoF+hDa3R4m1qDHI3n//falQoYL3M1eqVEm+/PJLsxtwUAQIAkGL+MqVK+ed0NKtiM+vYsb89vPPP0vNmjW943z00UdL3759nSJBIFEECArUlClTQjWNiO10Kvlt9erV0qpVK2faEf25dBqSBx54QNatW2d2BeJGgKBA5DaR4caNG82uaUnHQnRMxA2S3CZ0zG8aXP/617+yTWFfp04dmT17ttkVSBgBgpRK5VTq+hSRztM0YsQI6dOnj3Tt2tXZWrdu7f1bX9fxgOnTpzvFc3462JTyqaDrnOh6J+5nn3766fLxxx+b3QBrBAhSRk9eehJzT2h+L+b0yy+/SL9+/ZyB97Jly3qfk8im4zC6HKveRluwYIH5EVbMRa30akvrSbSuJD9oGGsou99Jw1pDm2nW4TcCBPlOb5fobRP3hKa3U/xaTlZDo2PHjs7kfmYY6KY1DToJoI5LNGnSRO69915v0/+vr1euXNkrDjQ3Dblu3bo5jxYnS4sftQjS3bcWR2qRpF+FerqOid4GzFroqN9TbxcC+YEAQb7RAdq2bdt660bok0k6kLtmzRqza0J0gF1vS+kUG1lP9nrC1Nf0r3tdJU8nAkyE1j/oVVK7du3kvPPOyxEmuniSzkqbDC2C1GJILYp096vFklo0aUuPh14x6QMI7j71wQRd5wTITwQIfKePhOrYgj4i6p7QatWq5TxCmgw9UQ4YMCDb4LS7b33d7yeK9C93vVLKWg2v26WXXipjx441uydEiyJ1dl8tknT3q8WTiV7p6KPO+sizuw9dz0QfiQZSgQCBr7744gunKM09oWmxmg5SJ2v8+PFSpUoVb79aPf3www8nfMK1NWPGDGdsxK3z0O3WW2+VZcuWmV0TokWSut6Iu08totRiSi2qPBjb9wF+IkDgC739o9NguCe0kiVLOtNk6HQZydDHenUa8azBoSdKv6824qXf8+67787282idR7L0SiLrbbPcriT8unIB/ECAICn6qKxOvJd13QidmE8n6EvWhAkTsg2O33777YFZj2LixInZTvg333yzM4idjIONZeTH2AmQLAIE1nSwunTp0t4JTacC1ynB/dCzZ0/vdpGuTZHsmEN+0LGeLl26eNXdervOjwK9WE9T6RWde5z9fnoLsEWAwIqePN0T2vHHHy9vv/22L9Os6371SS1331p4p9NwBNm4ceO8BZj0wQG/Fl8y6zk0qPKzfgRIFAECKzt27PBObLNmzTKbreh4Sb169bz96l/36UJv2Wk9if7cxYsX97VA0p0yvn379mYTUKAIEFjJGiCJ1lvEolXS9evXd/andSMDBw40uwTe+vXr5fLLL/dCxK8rkeuuu87Zpx+D9YCfCBBY8TNAdPBYq8Ld8Pjkk0/MLmlj27ZtXojo7SytlE8WAYKgIkBgxc8A0Vszuh+9xz906FCzOe3olYhOn6LfSQfWk306iwBBUBEgsOJXgHzwwQfefnRho7DQMRF3YL1hw4Zmc0IIEAQVAQIrfgSIPmXkTuuua4OEjT6d5T7i+8orr5jNcSNAEFQECKwkGyBaw1CjRg3n/eeff37SFetBpU+S6XfUinXbaU8IEAQVAQIryQZI//79nfdqBfvcuXPN5tDQuha3Yl3nzrJBgCCoCBBYSSZAdJZbt4Jd57UKO52SxV1MyqaingBBUBEgsJJMgDz00EPO+8466yxn2dcocCdg1AWlEkWAIKgIEFixDRBd3lWnHtf36aJQUaGz+LpzeyW6KBUBgqAiQGDFNkB0tT99j077EbXJAHU9Ef3u11xzjdl0UAQIgooAgRWbANEqbXfsY9iwYWZz6OmKjPrddTxk8eLFZnOuCBAEFQECKzYBoutZaH9d70LnvoqiCy+80DkG3bp1M5tyRYAgqAgQWLEJkNq1azv9dSnaqNI11vUYVKxY0WzKFQGCoCJAYCXRAFm7dq1Xla23cqJq5cqV3iO9WokfDwIEQUWAwEqiAeLOeaVLskadW1ioy9fGgwBBUBEgsJJogLirDDZr1sxsihy9hafHQp/KigcBgqAiQGAl0QDRe/7aVwfSo+6jjz5yjkW5cuXMppgIEAQVAQIriQSIVpu7RXSzZ882myNHj5ceCx0L2bJli9mcAwGCoCJAYCWRANFV+bSfhkhUpi45GF2BUSeR1GMybdo0szkHAgRBRYDASiIB8u9//9vpp3NfIVOlSpWcYxLPdC4ECIKKAIGVRAKkX79+Tr86deqYTZFVt25d55jEs9AUAYKgIkBgJZEA6dmzp9PvlltuMZsiS9cG0WPSo0cPsykHAgRBRYDASiIB0rFjR6cfj/AecM899zjHpEOHDmZTDgQIgooAgZVEAsSte2jTpo3ZFFl6LPSYxDOtCwGCoCJAYCWRAOEKJCeuQBAGBAisJBIgjIHk5I6BdO/e3WzKgQBBUBEgsJJIgPAUVk48hYUwIEBgJZEAcSdSTGQK87DTFRn1mAwfPtxsyoEAQVARILCSSIC4leiFCxeO7EJSWWklerFixZxjQiU60hkBAiuJBIj2defCmjNnjtkcObqcrR4LnQtr8+bNZnMOBAiCigCBlUQCRJ155plO36FDh5pNkTN69GjnWMS7NgoBgqAiQGAl0QBp0aKF07dly5ZmU+Q89thjzrFo3Lix2RQTAYKgIkBgJdEA0SsP7VuhQgWzKXKqVavmHAt9Oi0eBAiCigCBlUQD5I8//vDWAp83b57ZHBnr1q3zxoP04YJ4ECAIKgIEVhINEFW9enWnf+fOnc2myNB10N0rsf3795vNMREgCCoCBFZsAuS1115z+p988smyb98+szkSatas6RwDnd4lXgQIgooAgRWbANmwYYNX/zB27FizOfSWLFni3caL9/aVIkAQVAQIrNgEiPrb3/7mvKd27dpmU+i5sxLrIHoiCBAEFQECK7YBMnv2bClUqJDzvokTJ5rNoaWD5yVLlnS+dzzTl2RFgCCoCBBYsQ0Q1ahRI+d9V199tdkUWl26dHG+82mnneZMZZIIAgRBRYDASjIBMnPmTO8q5P333zebQ2f58uVSokQJ5/vqU1iJIkAQVAQIrCQTIOrBBx903lu2bNm45oNKZ7fffrvzXc8777yErz4UAYKgIkBgJdkA2bRpk5x44onO+1u3bm02h4Y+beYep2+++cZsjgsBgqAiQGAl2QBR7johuiU6sJwOVq9e7YXknXfeaTbHjQBBUBEgsOJHgCi9+tB9lCpVShYsWGA2py2tMm/QoIHz3U455RSnBsYWAYKgIkBgxa8A0f1UrVrV2Y9O+a5/tYeB+9SVzns1YcIEszkhBAiCigCBFb8CRP32229y3HHHOfu66KKLZMuWLWaXtDJw4EDv2PTq1ctsThgBgqAiQGDFzwBRU6dOlSOOOMLZ31VXXZW2IfLJJ584S/fq92jVqpXZbIUAQVARILDid4CoL7/8UooWLepdiaTb7Sxd88QNj3r16smePXvMLlY0UHWfL774otkEFCgCBFZ27drlBcgVV1zhTFHiBw0R90rkrLPOSpuB9b59+3rFkfXr15ft27ebXRKm++jatau3foiu6ggECQECa7q+hzu7rP7l/cADD8j69evNbgnT21numIg+nRXkR3z1JN+8eXMvTJs0aSK7d+82uyVMv7M+veXuV4/Dd999Z3YDChQBgqRMnz7dW+NCt2OOOcb5azzZ2zc6sH7++ed7+9XHfYNWsT537txsP2P79u2tKs2zmjZtmlx55ZXZjmf//v2TPp5AfiBA4Aud0yrrX8yVK1d2bkclQ/+6d+tEdNNpT0aMGGF2S7mdO3fK008/7Y3X6C03LYpMxp9//iktW7b0boPpFd1DDz3kyxUdkF8IEPhGT/jPPvusN3GgbjfffLNzNZEMPTm7Fd266Sy+ydZW2NBVFDXAdGzG/Vlq1Kgh8+fPN7vGTceSnnvuOSldurS3z2uvvVbmzJljdgUChwCB7/73v/95C0fppn+pP/nkk0ndgtK5s3QCRndAWTd9OmnMmDFxry1uS0/yOiahV1XuZ+sJX28tJbM076effuoUT7r71H+PGjXK7AYEFgGCfKODvhdffLF3gjzhhBNk0KBBSZ10dSp4XU/EHbzXrXz58tK5c+ekrgRi0fEdXUXw2GOP9T5Ll+TVW0urVq0yu8dNx07q1q2bLYx69+7tBBWQTggQ5Cu9Ohg8eHC2W1Ba4zFp0iSza0L0sWG9ynHXWHe3ChUqOGMJw4YNc/rE+0SUnrx1nfIhQ4ZIs2bNnPGWrPvVp6A0OFasWGG+NW46H1a7du28WhEd79BHc3X8A0hHBAhSQivLO3To4A0866Yz1OrtrmToSfm1115zHinOesJ3N71SOeecc5w12G+55Ra59957va1hw4bO62effXaO97mbtmuobNu2zfzouOmTWa+++qqUKVPG26/Wzvz0009mVyCtECBIKa1a1xO3eyLVAXctlvOj8O6PP/5wqsH1r/qKFSvmCIN4tkqVKjlTkOhTZbqOebK+/vprqVKlirf/k08+2bk6AsKAAEGBGDdunJx77rneiVUfAfa7YFAft501a5aMHDnSuUrRoNLtvvvu8/6tS8xqu96+0v5+0aDUKx73+xUvXlyeeeaZpK5kgKAhQFBgtDiuX79+TrGce6LVIjodvE5XequuY8eO2cZmmjZt6qyLDoQNAYICp8Vy+ohu1sFlHQhPp8kU9WGBt99+O9vge7Vq1WTixIlmVyA0CBAEhhbPXXPNNd4JWB9vff755wP/eOv3338vl1xyifdzH3/88c6aIMk8rgykAwIEgaPFdGeccYZ3QtbKby26C5rff/9d7rrrLu/n1CfMHn/8cafoEYgCAgSBpFcdWlyXdYoPLb6bN2+e2TXldC2Ubt26ScmSJb2f7cYbb5Rff/3V7AqEGgGCQNNHc/Wx3KyTDGoxntZ/FASdl0uLFd3g0Md+v/jiC7MbEAkECNKCFt1dfvnl3olbi/K0OC/Z6dPjNWPGDKlVq5b3+UcffbT06dOHadYRaQQI0ooW4Wkxnnsi1yI9LdbLL2vWrHGmlHcncdQroPvvv9+XIkMg3REgSDtajKdFeVqc5wbJrbfeKosXLza7WtM5tHQN8iOPPNL7DJ1GXgsOAWQiQJC2li1b5hTpuSd4Ld7r1KmTU8yXjP/+97/ZpkI5/fTT5aOPPjK7AZFHgCDtabHehRde6J3wtZjvnXfeSXidEJ0Ovl69et5+dKXBnj17+jrFCRAmBAhCQYv23nrrLaeIzw0ALe7TIr+8bNy4UR599FEpUqSI8z6dwbd58+ZJrfkBRAEBglDRIj4t5ss6bfzdd9/tFP2Z9AmuAQMGZFswSpeonTJlitkVQAwECEJJi/puuOEGLxi06E+L/7QIUI0fP16qVq3qtZcrV07effddYy8ADoYAQaiNHTvWWVDKDQpd/lavMtz/f/jhh0uXLl1k69at5lsB5IEAQehpsd8rr7ziFP+5waFbkyZNZOnSpWZ3AHEiQBAZWvynS8nqQLs+qgsgOQQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMDK/wM6zjwmYNAbzgAAAABJRU5ErkJggg==)
| Product Number | 9660-3-01 |
| CAS | 2017555-07-4 |
| MDL Number | MFCD11977718 |
| Molecular Formula | C14H12BF3KNO |
| Molecular Weight | 317.16 |
| Units | Price (USD) | Availability |
|---|
PN: 9660-3-01
CAS: 2017555-07-4
Molecule Weight: 317.16
Formula: C14H12BF3KNO
![Potassium [4-(diethylamine-1-carbonyl)phenyl]trifluoroborate](data:image/png;base64,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)
PN: 9660-3-02
CAS: 1983205-53-3
Molecule Weight: 283.14
Formula: C11H14BF3KNO
![Potassium trifluoro({4-[(prop-2-yn-1-yl)carbamoyl]phenyl})borate](data:image/png;base64,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)
PN: 8960-3-00
CAS:
Molecule Weight: 265.08
Formula: C10H8BF3KNO
![Potassium {4-[(1,3-dioxo-2,3-dihydro-1H-isoindol-2-yl)methyl]phenyl}trifluoroboranuide](data:image/png;base64,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)
PN: 8H60-3-1P
CAS:
Molecule Weight: 343.15
Formula: C15H10BF3KNO2
PN: 8660-3-X9
CAS: 850623-63-1
Molecule Weight: 227.03
Formula: C7H6BF3KNO
PN: 8760-1-X9
CAS: 252663-47-1
Molecule Weight: 255.08
Formula: C14H14BNO3
![Potassium [4-(pyrrolidine-1-carbonyl)phenyl]trifluoroborate](data:image/png;base64,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)
PN: 9H60-3-00
CAS: 1983205-51-1
Molecule Weight: 281.13
Formula: C11H12BF3KNO
![4-[Benzyl(ethyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8760-1-X2
CAS: 913835-41-3
Molecule Weight: 283.13
Formula: C16H18BNO3
TSCA: Not listed on TSCA inventory