![3-[4-(Tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]propan-1-ol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABH7AAAR+wG+NZk1AAACnHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXw/jZpkpSda0mTWo1ae2kvZtc4qRIASqgefj2O8PaJiQDATr7+P+Mz2cfs+t9sYGtr5u8KucRIzQCX2bVMi/X8+jX07fYRteLWYYiFJbNPHpp29erJNntdiR78YXbVyXJqiLq31/tm/xEsxOkqtcJp5Qlvx/uHzsmzsumdWXmkWryq6Zz3leZa7tZ/OcTSeHqbV4mvTwp6m0/2h9Ow03JvllGn7Hc4rsbRGGVbzysqrpwLWw5JXjTL7D2pa9d65fwfEC3IBJjX8we7qrsrfBli80wQp65zWNbv2XoKKqNz95wMGx8v5tHBUPAtVVxU9fuAKEV3I6B4+AEOAlOgdPgDDgLLgXHKD74nqGAoYKhhKGGoYihiqGMpZiDjQ+TeDq8eowEwvUDvuJze+HqvLiUfB5xIrRkwIgQwgAlggoOnCiTajSMdk6lO0OtsRAzIjl+NaYkVVKDIJTaFCRRkkpQREqlsWdZyrFnuJRgCFeagiVMYxgp0Sm3yHFrDH5DWK4iOOBccGimkY7RySiFjz5qmeIQS6JNaj/tu18QxdKOoxYXJlYk5coEa7REawhlFP2WSGYUxDgFLWSwinK0jBIjregayhoRlMpYGUghuMasJR9pW8yeq3J51IR8OY+eWdTl86dfNfxfSiOo6qWv8ZSEAYL0GOCnQNgA44A4A+Q4IE+BsLnGAXUKhK04DuhTIGzcccCcxTAB2FMgnItxID0D0nGA0bOog2sUGSa7O6QfzM1FZpDv/lBPMIOU90VgghlkvS8aE/EMEt8XmQlmkPu+KE0wg/T3RWyCsRfisRNrMNgE70VyjOH0Qk4vMsnR+U/eSzw2z8p/cvRvSPCPuPgLKaoTyLha2pMAADaESURBVHhe7d0JvM5l/v/xkhHKEmUJpUSESKNEEUmkhZaZaW+0/yKVqWmxNhUtiiYGNUYy8WuU0iJSaJuKQkmhsu/RgsjS9fO+7t99Ouc6y32fy7nv+/v9ntfz//g+mt/9+d7nnPs8/q73ub7Xtp8BAMDDfu4LAAAkgwABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAstlvv/3slZ9EddeuXbvMmDFjTMeOHU3VqlXN7373O/vfE0880dx+++1m3rx57ltCrbCfN9HvM1EdQGbxrzObRA1Wonp2a9asMSeddFLWe/K7osLn8+b1WnaJ6gAyi3+d2SRqsBLV43bu3Gn/6ta9NWvWNCNGjDBLly41v/zyi9m4caP59NNPzZAhQ0yTJk3ct4aS7+dN9PtMVAeQWfzrzCZRg5WoHjdq1Ch7X+3atc369evdcuT4ft5Ev89EdQCZxb/ObBI1WInqce3atbP3jR071i1Fku/nTfT7TFQHkFn868wm3mAluhKpXLmyvW/dunVuKZJ8P6/7e83vAhBM/OvMxm248rsSKVmypL1Ps5KKA9/P6/5e87sABBP/OrNJ1GAlqsf5/kUeVr6fN9HvM1EdQGbxrzObRA1Wonpc27Zt7X2FHRMIK9/Pm+j3magOILP415lNogYre3369OnmjDPOMOXKlTPVq1c3V111VdZf4CNHjrT3HXXUUWbDhg3Zv0Qk+X7ewvy+paDfOYD0y/9fbzHkNliu7HX91f3CCy+Y1atXm59++skMGDDAzkYSrX844YQT7L21atWyDeyyZcvseonvvvvOzJ071wwdOtQ0bdo0+5cPLd/PW5jftxT0OweQfvn/6y2G3AbLVVB9y5YtpmzZsln/96pVq7IW1xV0RYXP583rtewS1d3fOYD0yv9fZzGUqMHKr75161YzcOBA07lz5xyv6y/w0aNHmw4dOpgqVarYvaH0XzW0vXr1MvPnz89xf9gV9vPm9/uMK6ie3+8cQPrk/a8TSYs3cmoolyxZ4paRAvzOgWAgQIrAjz/+aPr162dOO+00t5QU/eW+YsUK9+VA27Fjh31slSn7+jsHsO8IkCKiBu2ggw5yX07KX//6V1OiRAnz7LPPuqVA2rx5s2nUqJEdf9i+fbtbTpt9+Z0D2HcEiKeuXbvaXWbVgKr30L17d+/n8TNmzLDjBbqmTp3qlgNFn1d/9esR0vnnn++WU6oof+cA9h0B4mny5MmmefPmpkyZMnbq6g033GA2bdrk3pY0LcLbf//9zcEHH2xmz57tlgNh9+7dpkuXLjY8WrRoYbZt2+beklJF/TsHsG8IkAB5+OGHAz04rAZbP1/9+vXt+g4AxRsBEjC33XabbaSPPvroQK2y7t+/v/25atSoYRcJAgABEjC//vqrueSSS2xj3axZM7viOtPiB0ZVrFjRfPbZZ24ZQDFFgASQtgZp3769bbT1X/3fmfLSSy+ZAw44wJQuXdrMnDnTLQMoxgiQgFLPQz0QhYh6JOqZpNu7775rB6wVIBMnTnTLAIo5AiTANAaisRCFiMZG0mnBggXmkEMOsd972LBhbhkACJCg02wszcpSQ65ZWumgNRaaJqvv2bt3b7cMABYBEgJaF6L1IVonUthDmwpLq8wbNmxow6Nbt25uGQCyECAhoRXq8dXqb7zxhlsuEj///LM59dRTbXicc845duEgAOQnYwGiRkpXfhLV87Jr1y4zZswY07FjR1O1alXb2Oq/2k789ttvN/PmzXPfEiraKytVq9UVFtqaRL/zU045xYYJABSkcC10EUoUEInqrjVr1piTTjop6335XWH3yCOP2M9x2GGHFelq9euvv95+3QYNGrA9CICkZKxFTdSgJ6pnp+3Q46fh1axZ04wYMcIsXbrUrp/YuHGj3YBvyJAhpkmTJu5bQ0m9KX1WzdBau3atWy40bYuur6dV5suXL3fLAJCn5FroFEgUEInq2cVXSteuXdusX7/eLUeO1oRceuml9jPrLHJta+5LYauvwypzAIWVXAudAokCIlE9u3bt2tl7Uz1DKUjUuzrzzDPt5z7jjDO8VqtPmjQpa5X5rFmz3DIAFCi5FjoF4gGR6EpG5cqV7b1B2nwwHbKvVv/Tn/5k9uzZ496Sr+yrzF944QW3DAAJJddCp4AbFPldyShZsqS9V7OwihuFZp06deznv/XWW91ynrKvMh8+fLhbBoCkJNdCp0CigEhUz6649kDivv7666zV6g899JBbzkGrzDXRQPf26dPHLQNA0pJroVMgUUAkqmfXtm1be29xGgNxzZkzx5QrV86uE3nmmWfcsqXpuccdd5z9XV1zzTVuGQAKJbkWOgUSBUT2+vTp0+1AsRrI6tWrm6uuuipHb2PkyJH23qOOOsps2LAh6/XiRqvVS5UqZRdQTpkyJUdNCwNbtWplf0/nnnsuq8wB7LP8W/AUK0yAqIehgd7Vq1fbgeMBAwbYmVdxmoGk6ay6X5sAKlB0ap7Wh+jo1blz55qhQ4eapk2bZr0nqsaNG2dKlChhDjroIPPxxx/b1xQW5513nv39tGzZklXmAIpE/i14ihUmQFxbtmwxZcuWzfHaqlWrshYTFnQVB48++qj9rFqtvnjxYnPdddfZ/5tV5gCKUsZa1EQNen71rVu3moEDB5rOnTu7JdvjGD16tOnQoYMdVNajHP1XwdKrVy8zf/589y2Rpc+r3596IvqvBs5ZZQ6gKOVuoQMsHioKhaLcByqK9KgvPttKlzaZBICiFKoAEW3bob2bTjvtNLeUFD3+GjRoUKT/Gv/kk09MvXr1bHDE18howWDfvn0ZPAdQZEIXIKIQ0aMZH2+99ZZtULURoXbwjRLtkTV48GA7E0ufsWvXrvaAqOeee86UL1/evqaZWFEOTwDpE4oAUUOoHXW3b99uF8J17949zzGQZGTfiPD4448333//vXtLKGkTSZ2Dos+lLUrcFebffvutOfnkk21dGydOnDgxRx0ACisUATJ58mTTvHlz2zBqmu4NN9ywT7OJNNjeqVOnrL/Iwz6tVes/qlWrZj9Po0aNzOeff+7eYmmrl7vuustO89W9OgNk27Zt7m0AkJRQBEgqqOHUmgg1pOrNhHEfLQXhHXfckRUIN910U1Jh+Oabb5rDDz/cvkcr04vT7DQARafYBohofEB/sashvfzyy+3jrbDQ/lfqlelnr1SpknnxxRfdWwqkFfsKTr1f27n//e9/d28BgAIV6wARrW7XFihqSHv27OmWA0lno2tbF/3MrVu3tuNCvnRS44EHHmi/llara+U+ACSj2AeIaE1JfDfb+++/3y0HhtZ2XHHFFfbn1PTc/v37F8m0XE1QqF+/vv26WjsyY8YM9xYAyIUA+X9qRCtUqGAbUR3zGjSzZ882xxxzjP35jjjiCHsgVFHSCv9u3brZr681I/fee28ox4UApA8Bks3MmTPteIAa0Oeff94tZ4TGZR555BG7LYsa9wsuuCClU48nTJiQFaS3tmxpti1b5t4CABYB4njppZfs4yGNC2i2UiZpy/qzzjrLNubaPDJdPaOlS5eaS1q0MEP2ft/tFSsaE5AwBRAsBEgetCGjDmY6+OCDs7ZET7c33njDVK1a1YaHFjzqGNp02rNrl/nunnuMKVFCm5AZc+21mvvs3gagGCNA8vHwww/bxvvQQw81X375pVtOGa3tuP32222A6fvffPPNdgV+xrz1ljGHHx4LkQYNjJk3z70DQDFFgBTgzjvvtI24Vr/vy1TZZOnsjviZJjrnXY/TAmHjRmPOPTcWIgceaMwTT7h3ACiGCJAE4jOTNM11oxrSFNE55vG1HaeffrpZuXKle0vmKTgUIAqSc86JBQuAYosASUDrLLp06WIbdq381nbwRUlrOy677DL79TV4/7e//c3s2bPHvS049AhLj7IUInq0pUdcAIolAiQJGoNQr0CNfPv27e0Z7EVBA/R16tSxX/fII48077//vntLMGkwXYPqChENsmuwnTUjQLFDgCRJZ5A0a9bMNvYXXXTRPvUStLbjoYceylrbcfHFF6d0bUfKaHqvpvkqSFq00Pxf9w4AEUaAFILO3Khbt65t9LUVuo+1a9eaM888034Nre0YNWqUe0u4aKFhy5axEKlQwZhXXnHvABBRBEghaZFdjRo1bABou4/CeP3117P23GrSpIlZuHChe0s46fFV797GHHCAMc2bu1VjfvjBmH79jDn+eGN0kqSuxo2N6dPHmDD2vABYBIgHLerTFuoKgscff9wt56Ixk9tuuy1rbUePHj3Mjh073NvCT4H4zTe5XzviiFgPJa9LtagEKVDMECCePvjgA3suuw5zGjt2rFvOsmjRoqyxEy1K1OmKxYYG2+vWjQXF3h6XmTLFGM1i27pVxyga07RprKZ7WOUOhA4Bsg+m7G0QNRCu6bevvvqqWzb/+te/7HYoCo+2bduaVatWubdE25AhsYDQtN+8pj/rtfr1Y/cMHepWAQQcAbKPnnvuOdsL0YB4fIt1zdi65JJLbHAoXB544IF9mrUVWq1bx8JhwgS38pvx42P3tGnjVgAEHAFSBHQcrMKiYsWKZty4cVknHNauXdv897//dW8vPipVioXD+vVu5Tdr18buqVzZrQAIOAJkH+ls8VdeeSVroWH8+uMf/2h+0Oyj4mxv78uGQ0GLDHfujN2jewGECgFSCDovXGMdOvZW25vEp/O619lnn+2+tXhKpgeybh09ECCkCJB8bNq0yQ6SP/jgg6Zr1672GFk3KHRyodZzXHPNNebJJ5+0GyLq9TY8z49hDASItH0OkHhjmp9E9bzoLO4xY8aYjh072kOVNNNJ/9VW5zorY14Rn0mhbUSmTZtmtxfRkbEau3DDQgPlOtjp6quvNk888YT56KOPzM8//5zj62iLEgWNgkWr1ou9+Cys446LTd116TXVdA+zsIDQKVzLnodEAZGo7lqzZo056aSTcjXg7uVL4xLTp083jz76qN3TKr6ZYfZLC/4aN25srrzyyr3t2lC75mNbkusUevbsab/GyJEj3VLxo4A45phYQDRrFlv7odf0u9RxwXpNNdaBAKHk3xL/v0QNeqJ6djqNL36gUs2aNe0Z4No6RCu5dRbHp59+uveP2iH2sVEyNJ12xowZZvDgweYPf/iDqVevXq6w0NWwYUO7pbq+9nvvvbe3jcvjr+UkvfPOO/ZrdujQwS0VT1plXqtWLCjyulRjJToQSsm17AVIFBCJ6tlpY0Hdq0dIhX0EpHM1Zs2aZR577DG7BkMHQLlBoUuvq677dL/eV5S03qNatWr2sZvGUWBi+1317Rvb/6ps2djVqBF7YQEhl1zLXoBEAZGonl27du3svQVtDeKaOXPm3raoUa6g0KUeh3oe6oGoJ6IeSTrcdNNN9vtrJToARFVyLXsB3EY7vysZOgdc967T1M4kxRfxaSxDYxoa29AYRybXYOj762c6R8e+AkBEJdeyF8ANivyuZGjbD92rWVhhpp9fGyceeOCBaev1AEC6JdeyFyBRQCSqZ+fTAwmqbt262c/y73//2y0BQCQk17IXIFFAJKpnpx1rdW9hxkCC6rXXXrOf5cILL3RLABAJybXsBUgUEG5d4wNnnHGGKVeunKlevbq56qqrsnocWjuhe7UZofaYCjNNPdbmitqlN9k1JJH0xBOxGVfMtgIiJ/+WP0luQLjcunoZL7zwglm9erWdQjtgwAA7+0rU6J5wwgn2/lq1atlAWbZsmV0fon2o5s6daxf2NdVBRCFw+eWX288yceJEt1R8HH20MSVKFLwfFoBQyr/lT5IbEK5E9S1btti/0uN06FJ8MWFBVxhMmjTJ/qxad1Isffqp/j+AMS1buhUAEbDPLXGiBr2gulZ8Dxw40HTu3DnH6+pxjB492q7mrlKlil2Up/8qWHr16mXmz5+f4/6g0l5ZOpGwfPny5pconoGeyL33xgJk8GC3AiAC8m7Z0yAeLAqGJUuWuOXIGPSHP5heez/n8uJ0Fnqcjqvdf39jli51KwAiIGMBIloj0a9fP3Paaae5pcj4bsIEs1l/hV99tVuKtgULYr2Pvb1GANGU0QARhchBBx3kvhwdW7YYU6ZM7HAlnb5XXAwYEAuQBx90KwAiIu0BosOZtKvu9u3bzYoVK0z37t1zjYFEzvnnxxpTbWdeXGjHZH3mRYvcCoCISHuATJ482TRv3nzvH+Vl7FTdG264Ifq71mphpBrT6693K9GkMS19Xu2+CyCy0h4gxZIW0ZUqZUyVKsbs3u1Wo2fQoFiA9O/vVgBECAGSLp06xRrVGTPcSvTs7WHaz/r5524FQIQQIOny9NOxRrV7d7cSKes3Lzd/67y/md3hWLcEIGIIkHTZuFH71RtTo4Yxv/7qViPjsc8eM/uN3M/c/dHdbglAxBAg6aQ9v9QL+eADtxIZp758qg2QORvnuCUAEUOApNOwYbEA6dXLrUTCmm1rTIlRJcxRzx3llgBEEAGSTmvWxHamrV3brUTCsC+G2d5Hr/9GMyAB5ESApNupp8Z6IXOi94in3SvtbIB8sC66j+gA/IYASbfHH48FyN3RGmTeuH2jKflUSVNjXA3zq4nuJAEAvyFA0m358tgOtfXquZVQe+rLp2zvo8f7PdwSgIgiQDIhggvtOr3eyQbIjNUz3BKAiCJAMmH48Fgv5N133Uoo/bLnF1PqqVKmytgqZvevxWCrFgAWAZIpq1e7r4SWxjwue+sy8/SXT7slABFGgAAAvBAgAAAvBAgAwAsBkik//GBMv37GHH+8MTrSV5cOYOrTJ3Z+SABpllX26+DRB5smE5vYFeh7ft3j3g4g4giQTFi40JgjjohN5c3rUk33BIwbINmvOz+8070dQMQRIOm2bZsxdevGgkLnhk+ZYsyWLcZs3Ro7M71p01hN9+jeAImHRdyPv/xo7v/0fvvaoc8cmu1OAMUBAZJuQ4bEAqJBg1hwuPRa/fqxe4YOdasZ5QaIbNm5xb5WbnS5HK8DiD4CJN1at46Fw4QJbuU348fH7mnTxq1klBsgP+38yQycO9C+1nVq12x3AigOCJB0q1QpFg7r17uV36xdG7uncmW3klHuuIeu0k+XNtfNus5s3rHZvR1AxBEg6aZjbRUOu3a5ld/s3Bm7R/dmd9FFsdcLefX8Q+6GP5nrjg/vyPHt3Xr8Onr80Wb0V6Nz3Asg+giQdEumB7JuXewetweiab86jKqQ14Cba5vazxXuqjO+jhmxcESObx8PjLjtu7ebzzZ9Zs6ecrZ9/R9f/CPb3QCijgBJtwiNgcTpKFu9fsz4Y9wSgAjL3RogteKzsI47LjZ116XXVNM9IZiFJfEA0XgIgOIjd2uA1FJAHHNMLCCaNYut/dBrWvPx5pux11QLwToQ9xFWsxeaZbsbQNQRIJmgVea1asWCIq9LtZCtRNdxtlNWTHHfAiDCCJBM0X5XffvG9r8qWzZ2NWoUqr2wDhh1gKn+bHVz4bQLzYfrP3RvBxBxBAgAwAsBAgDwQoCgSOl89N+/+Htz6we3uiUAEUOAoEjpXBAtRNQYydjFY90ygAghQFDk3l37rh1g1w69S35c4pYBRAQBgpQY8MkA2wtp/mJzs3PPTrcMIAIIEKSEHmW1ntzahoi7KSOAaCBAkDIrt640lcZUMiVGlTBTV051ywBCjgBBSk1aOsn2Qqo9W82s+3mdWwYQYgQIUu6md2+yIdLx9Y7m173/D0A0ECBIOW262Og/jWyIPDr/UbcMIKQIEKTFgs0LTJl/ljGlnipl5myc45YBhBABgrTRiYXqhdSdUNds2bnFLQMIGQIEadV1alcbIlfNuMotAQgZAgRptXnHZlPr37VsiPx7yb/dMoAQIUCQdu+sfcdudVL+X+XNNz9+45YBhAQBgozoN6ef7YWcNOkks3M3W50AYUSAICN2/7rbnDr+VLPfVfuZvz7xV7cMIAQIEGTMio0rzCEnHGJKlChh3nzzTbcMIOAIEGTUCy+8YPbbbz9TvXp1s2HDBrcMIMAIEGTcDTfcYEPk7LPPNr/+ylYnQFgQIMi4n3/+2Rx33HE2RB5//HG3DCCgCBAEwmeffWZKly5tDjzwQPPpp5+6ZQABRIAgMIYNG2Z7Iccee6zZunWrWwYQMAQIAuX888+3IfLnP//ZLQWexm+WLl1q3nnnHfP000+bPXv2uLcAkUKAIFA2bdpkatasaUNk/PjxbjljNm/ebBYsWGCmTZtmxowZYwYMGGAH/88991xz4okn2llk+pmzXxdffLH7ZYBIIUAQODNnzjQHHHCAqVChgvn222/dcpGK9xree+898/zzz5shQ4aYO++801x++eXm9NNPN3Xq1DFlypTJFQ7u9bvf/c7Url3btGnTxvaiNJ7D+hZEHQGCQOrTp49tmFu0aGF27drllpOi3sznn39upk6dansN/fv3N9dff70555xzTLNmzUy1atVyBUFeV5UqVUzTpk1Np06dzDXXXGO/zj//+U8zZcoUM3/+/DzXr0ycONG+l/UtiDICBIG0e/du06pVK9sI33333TlqGltQr+Hdd981//u//2un/t5xxx1ZvYajjz7a9gDcIHCvUqVK2V6D3nPppZeav/zlL2bw4MH20dmsWbPs9/ANL2F9C6KOAEFgLVu2zFSsWNHsv//+pnHjxuaEE04wVatWzRUEeV26T70GNd7XXnut7TWMHj3avPHGG3bK8MaNG91vV+RY34KoI0AQaJdcckmOYNA6kaOOOsr2Gi677DLb83jsscfMhAkT7Own9RrUewkK1rcgyggQBJYe+2hNiIJj3Lhx5rvvvnNvCYUnn3zSfgbWtyBqCBAE1iuvvGIbXvU2wi7M61uA/BAgCKy2bdvaRnfy5MluKXTUewri+hZgXxAgCKS5c+faxrZevXqRmcGUzvUtQDoQIAikK664wgbI8OHD3VKoFcX6FiAoCBAEzurVq+0ajcqVK5tt27a55SKzc+dOs3DhQvPWW2/ZhYbu9fbbb9t6UTb0Ba1vAcKGAEHgqGFVA3vPPfe4pX2yePFiM3LkSDv9t27dujmmBye6NIPqyiuvtGtJNFV4X8TXt2irE4UXEFYECAJFPY5KlSrZHsiaNWvccqEtX77cPPDAA3YhohsKWk9y1llnmeuuu84uNNR13333Zf1vvd6hQwdz5JFH5nqvHkE98cQT3tuUaN8tfZ3DDz88LYsagVQgQBAo8TNB9Nf+vpg9e7a56KKL7KB1vNHX/lfq1Wg1+pYtW9y3FOjHH380r776ql24GF+bokuLBLt37+7VK9EKeX0N7c0FhBEBgsDQbCvNulKjqllYPr766iu7fUm8gddmhv369TOLFi1yb90nc+bMMbfeeqspV66c/T4lS5Y0t9xyi/nhhx/cW/Ol3laDBg3s+4cOHeqWgcAjQBAYL7/8sm1M27Vr55YS0r5TvXr1stuq62soiLRj7i+//OLeWqR0Tsj9999vDjnkEPt9tQdXYdZ5zJs3z/ZidOl/A2FCgCAwtOJcjbAeFRWGeivxTQs1OK29sTTDKp00jqGt3jUwrp+jW7duSc8g01iK3lO/fv2k3wMEAQGCQPjkk0+yGtHCLBxUL0MD7vGxhHXr1rm3pJW2gY+vOG/UqJFZsWKFe0uedLKh3qMQAsKCAEEg6CwPNaAjRoxwS3lSyGhAXO/RTrfasDAotG2JDp/Sz6Yw+eKLL9xbclEPpkaNGvY9OuMECAMCBBm3atUqO3Zx6KGH2rGMRBQe8RlMmvKrv/qDRgsG4z+jFkTqPPVEtHBRj8D0GM5nVheQbgQIMu6uu+6yDW3v3r3dUp569uxp769Vq5addRVkmvYb74kk8zgr3qtq2bJlka6AB1KBAEFG6XwMzWDSY6i1a9e65VwGDhxoG1jNdirqqbmpEu+JaEwk0SC5QuOUU06x9997771uGQgUAgQZ9fe//902lldffbVbymXatGl2YaDWXsyfP98tB5YeZ8XHRDQ7KxE9vtKOvfqsM2bMcMtAYBAgyJg9e/aYY445xp55nigQNE6iMRI1wv/5z3/ccuAV9jwQHdGrezWwHtaTGBF9BAgyZtKkSbaRbN++vVvKpUuXLvZerf4OKw32a5Bcj9+SWbGu3oo+83nnneeWgEAgQJAxrVu3tg3k66+/7pZyePHFF+196q0kM0sryOLjIdr2JBGND2ldjO7Xoz4gaAgQZIQ2O1TDqL2gClo4qBXl2jVXj7mmT5/ulkNH6z009VjTlpOZqqtV9ppgoK1OEj3mA9KNAEFGXHrppTZAdD5HQZ5++ml7n1ZqR4X2ztJnuvnmm91SnoYMGWLv13YtiWZxAelEgCDtVq5caf8CP+ywwwp8JKXZS7Vr17a9D+1+GxXff/+9nUlWpkyZpM4TUQ+tc+fONkR0RgkQFAQI0u7OO++0jWHfvn3dUg6vvfaava9jx45uKfTiiyG1kWIyFDQ6fErvCeMsNEQTAYK00kFO2qpDz/UTbXyoA6Gi2mCqR6XPdvLJJ7ulfGkMSLO4tPBSx+ICmUaAIK3iW5cnWlCnaa4KGa39SPWZHpmiGVZ6PJfMYHpcfNuXVq1a2Ud8QCYRIEgbLRysU6eObTQ/++wzt5xD/HCpZFaoh1V8n6zRo0e7pXxpVpp6LXpfnz593DKQVgQI0ia+nqNDhw5uKZcePXrYe5999lm3FBk6OEufsbDnv3/zzTdZW53MnDnTLQNpQ4AgbU499VTbYE6ZMsUt5dKkSRN775o1a9xSZOgxncY0tECysJ577jn7+9H2KJs2bXLLQFoQIEiLjz76yDZ4DRs2LHDhoOhRlxbOacuPqNM05ZIlS3qN81x11VX2d6r1IUAmECBIiz/96U+2sXvqqafcUi5ff/21vbdNmzZuKXLOPPNM+1m//PJLt5RQfMNFhRCQCQQIUm758uX2r+wqVaqY7du3u+Vcpk6dahtG7RsVdTfeeGPSj/VcCli9V+tlgEwgQJByf/nLX2xD169fP7eUJ6370P1acBh18Wm5hT0HPb6OJNFeYkAqESBIqZ9++skuHNSYxvr1691ynjStVY3j3/72N7cUOfF9sf75z3+6pQIlu5cYkEoECFIqvhHgNddc45byFT+lcPDgwW4pcvQZ9VkLs117snuJAalGgCBltFI6vhX7ggUL3HK+9Nc4PZD8xfcSYyEhMo0AQcpMnDjRNnRnnXWWWyrQ888/zxhIPrSXmPbC0jYva9eudctAWhEgSJmWLVvaxlGzqgojPgurOGxdXthZWPG9xP785z+7JSDtCBCkhI6pVUOnhYOFFV8Hcvrpp7ulyNG2LvqsyawDKcxeYkA6ECBIifgBSO3atXNLCWnsRI9oqlWr5pYiR2NE2tMqmZXo8b3EtPgQCAICBCmxZMkS+6xeDd5LL73klhNq3LixfW+yU3/DSOMZCo+jjz7aLeXptNNOK9TjLiDVCBCkjBo6bRZYuXJlO/W0MG666SbbWGq7jqh644037Ge87LLL3FIuH3/8sb1X+16xcBBBQYAgpXr16mUbPm27oWf4yYrP4IryQPo999xjP2MyiwEvueQSe28ye4kB6UKAIKX0bP/EE0+0jd99993nlvP13Xff2f2zdA54VE/ea9asmf29LFq0yC3lsGLFCrtwMNm9xIB0IUCQcosXLzblypWzgfD++++75XydffbZtoHVo56o+eqrr+xnO/74491SLvGTC5PdSwxIFwIEafHMM8/YRvDII48033//vVvOU3y7cm0FHzUKA322Bx980C3l4LOXGJAuBAjSRoPFajQvvvhit5QnPa459NBD7eObpUuXuuXQ2rFjh6levbqdgZXoc/nsJQakCwGCtPnxxx/tQjg1iKNGjXLLeYrvFXXDDTe4pdCK7/WVKEg19qMpvoXdSwxIFwIEaaWjbdWjKFu2rFm4cKFbzkXnhusRjhYWaoV62O3cudPUq1fPBoim5hbEdy8xIF0IEKTdQw89ZBvGJk2a2Mc5iQwaNMje37FjR7cUOo899pj9LJogkEirVq3svYXdSwxIFwIEaaeFcPGzwHv06OGWc9Ff7VpAp/uT3bU2iDQIrt6UemCahVWQDz/80H7eRo0asXAQgUWAICO0FbnWNej5/uTJk91yLjNnzrSr2rU9SqKB56A655xzbChocWUif/zjH+29hTknBEg3AgQZox17FSCaabVq1Sq3nMvdd99tG9WTTz45qc0Hg2TYsGH2Z1dPKtEpgsuWLbNrZqpWrZrUIz4gUwgQZNRtt91mG9a2bdsm3OpEs5LiGwpqSnBYHu3MmjXLTgLQNXfuXLecS3z7lwEDBrglIFAIEGSUehLxLT00ZTcRPfrS1Fbdf+utt7rlwNFYR6VKlZJ+HKWFgxUqVDBlypQxGzZscMtAoBAgyDjtBXXwwQfbxzYffPCBW85FW8Vr/CQeIkHtiSg8atasaX9ObZyYjMcff9zeH+VNJBEdBAgC4V//+pdtOGvXrm3XfiSiR0EaI9B7Lr30UjtTK0jmz5+f9fMpDJIJOT2i0wFTGhf64osv3DIQOAQIAiO+ZblmICVDPZH446yTTjrJDj4HwfPPP283j9TP1bNnz6TCQ/7zn//Y93Tq1MktAYFEgCAwtNVJPBCefvppt5wnjYnEB9Y1xTeT60S0d1d8UoD2uUq0UaLrlFNOse+dNm2aWwICiQBBoGgBnRbaHXTQQebLL790y3natWuXneKrdSJqgLX1R7q3PZk+fXrWPl+allzYENDYj96ro3yBsCBAEDgDBw60jWnTpk0LtQ5Ciw0bNGhg36spszfeeGPKFx3OmTMna4Ggri5duiS1psWljRX1/tGjR7slILAIEASO1oOcccYZWWMIhaHBdAWQtgzR+9Wb0XkiOpSqqE421NRjjVdob654cGjw+8UXX3RvTYpCTjPQqlWrVqjABDKNAEEgrVmzxhx22GF2RtKrr77qlhPSTC6tK9HjpHgjr+NxNSNq/PjxhV5joZ/n2WefNVdffbWpXLlyjuDQOeX7MgssPm5SmCN/gSAgQBBYCg4FiIJEDbgPDWzrZEPNbNJf+fGGX5em2Z5++uk2FHRCYP/+/W0jrv/27dvXvt66dWv7/bO/T4/HLrroIvPaa6/tc69GEwfKly9vFw5u3LjRLQOBRoAg0PQIS422Hmkl2uokkU2bNtlHTzfddJMdrC5VqlSOYMjvUmDo7PLu3bubl19+2a4WLyqDBw+23yNKB2ah+CBAEGgaE9BguhpZjW0UNa2CnzFjhn08NWbMmKxr3Lhx9vXFixe7bykymj2mM+LVy0p2xhkQJAQIAk9bgmharwbENc03KrRmRcGYzOFSQBARIAiF+DniWmiocYMo0Lb0+kxaQwKEEQGC0IgfsqQtT8Lu/ffft59Fx/oCYUWAIDQ0NVfTZtXwavPFMLvwwgvt59B4CxBWBAhCRVt+aDqutn/XAHiQaQrxN998kzVI//DDD9vt5zt06GDDQ+d+hO1kRSA7AgSh88ADD9gGWAdRZaoB1iaOn3zyiXnllVfMyJEj7ToSrRs588wzTaNGjbIOkSroKl26tPf6FiAICBCEjtaD6AhcNcJaxV2UdF65NmJUr2Hs2LHmoYcesmtRtFdVq1at7HklmnbrhoF7aTv3Y489Nmuhog6UevLJJ+12J5pJphXxuq8o1rcAmUKAIJRWr15ttylRY/7666+75Tzpr31tfjh58mQzYsSIrNXm7du3Nw0bNrTbwbtBkNdVq1YtO4Oqa9eu5uabb7Zbpmgs4+2337ZTjpNZaJjq9S1AOhAgCC0FQXyrE42NqNfwzDPPmEGDBplbbrnFbjfSsmVL22twQyCvS1uKqNeg3o2C5d577zXDhg0zkyZNMh999JFZsWKF+yPsEy0ejOL6FhQfBAhCTT0ANwjyuo444gjTokULc8EFF9gtSTSOol6DQkeD8Vu2bHG/dFro4Cz9fFFa34LigwBBqGmmU7169ew5IOo19O7d2wwfPty89NJL5uOPPzYrV6503xI4UVrfguKFAAEyTOtb4o/Zwr6+BcULAQIEQJjWtwBxBAgQEJrNpV5IJte3AIVBgAABkcr1LUAqECBAgKxatarQ61uATCFAgICJr2+pUqWK3TIFCCoCBAigHj162EdZ2lvr119/dctAIBAgQABpqxOdFaIQ0X5cQBARIEBALVy40JQtW9aUKlXKLooEgoYAAQJs1KhRthdSp06dpDZpBNKJAAECTptCKkQuu+wytwRkFAECBNz3339vjjzySBsi2m0YCAoCBAiB9957z251ooOqFi9e7JaBjCBAgJC47777bC/k97//PVudIBAIECAktNVJmzZtbIj06tXLLQNpR4AAIaLzTSpXrmxKlChh3njjDbcMpBUBAoSMDstSL6Rq1apm3bp1bhlIGwIECKH/+Z//sSFy1llnsdUJMoYAAUJIR/k2btzYhsgjjzziloG0IECAkPriiy9MmTJl7FYns2fPdstAyhEgQIiNGDHC9kLq1q3LVidIOwIECLkLLrjAhsgVV1zhloCUIkCAkNu8ebM54ogjbIg8++yzbhlIGQIEiIB3333XHHDAAaZ8+fLm66+/dstAShAgQET079/f9kKaN29udu7c6ZaBIkeAABGxe/duc9ppp9kQueOOO9xyIKxZs8Z88skn5pVXXjEjR440/fr1M1dffbU9urdRo0amUqVKWeefsL4l+AgQIEJWrFhhG2FtdTJ16lS3nDI///yzfXQ2Y8YMM3bsWHsMb8+ePc3FF19sWrVqZWrXrm32339/Gw4FXdpt+MADD7T/+9FHH3W/DQKGAAEi5sUXX7QNcLVq1cz69evdcqGp1zBnzhwzefJkO224b9++ttfQvn1707BhQ3PIIYfkCoK8rlq1apmTTz7ZdO3a1dx8883mgQceMGPGjDFvv/22+eqrr7KmIS9YsCBrfYu+L4KLAAEi6MYbb7SNdqdOnfJ9FLRt2zazZMkS22vQQVWDBg0yt9xyiz0BsWXLlrbX4IZAXpcG7uvXr2/atm1rg+Xee+81w4YNM5MmTTIfffSR7RUVVvb1LVu2bHHLCAgCBIggPVJS70CN8IUXXmj69OmT1Ws47rjjTMWKFXMFQV6Xpge3aNHCrjXp3r17Vq9BobNo0aKUNu7x9S1XXnmlW0JAECBARH3++ed2LMQNBV0VKlSwvYZ27drZYOndu7cZPny43en3448/ttvGZ5rWt+ixl37ecePGuWUEAAECRJhmOikg4r0GHYe7detW97bAYn1LsBEgAAKN9S3BRYAACLTs61vuvPNOt4wMIkAABJ5mcmm6sMZ0pk2b5paRIQQIgFAo6vUt2HcECIDQSGZ9C9KHAAEQGtnXtzz22GNuGWlGgAAIFa1v0VYn2jNLGzMicwgQAKGjRY/qhdSrVy+lq+FRMAIEQCh16dLFhogWSiIzCBAAobRp0yZTs2ZNGyLPPfecW0YaECAAQmvWrFlZW5188803bhkpRoAACDWdT6JeiM4aYauT9CJAAISatjrRqYcKkbvuusstI4UIEACht3z58qytTqZPn+6WkSIECIBImDhxou2FVK9e3WzYsMEtIwUIEACRcf3119sQ6dy5M1udpAEBAiAytNWJjuxViAwZMsQto4gRIAAi5bPPPjOlS5e2W53MnTvXLaMIESAAIufJJ5+0vZBjjz02VEf4hg0BAiCSzjvvPBsi3bp1c0vh8cMPxvTrZ8zxxxtz0EGxq3FjY/r0Meb77927Y/Z+ZnvlJ1G9EIrmqwBAwHz33XemRo0aNkQmTJjgloNv4UJjjjjitwbfvVTTPa5EAZGoXghF81UAIIBmzJhhtzqpUKGC+fbbb91ycG3bZkzdurGGvkkTY6ZMMUa7Dutx3NSpxjRtGqvpHt2bXaKASFQvhKL5KgAQUL179zbqhbRo0cLs2rXLLQeTZpCpkW/QIBYcLr1Wv37snqFDc9YSBUSieiEUzVcBgIBSaLRs2dKGyD333OOWg6l161gjX9Cjt/HjY/e0aZPz9UQBkaheCEXzVQAgwJYtW2YqVqxotzp566233HLwVKoUa+TXr3crv1m7NnZP5co5X48HRKKrCBTNVwGAgHv++eeNeiGHH3642bhxo1vOjJ9/NubrrzVYk3NAvGTJWCNf0CM37Tyse3Rvdm5Q5HcVgaL5KgAQAtdee60NkXPPPdctFb3Vq42ZM8eYyZONGTFC+84bo9MT27c3pmFDYw45JGeDXrq0MTt2xN6bTA9k3brYPfn1QPKTqF4IRfNVACAEtm3bZho0aGBD5IknnnDLSdHXWLJkiZ3h9cwzz5hBgwaZsbfcYlZedJExLVsaU7t27r/287rKl48NhLdtGwuWUaN++yaMgQBA8MybN89udaJL/zu71Xt7DbNnzzYvv/yy+cc//mH69Oljz1w/44wz7B5bGkdR+LhXl73Xh9nDQWs0WrQw5oILjOne3ZgHHzRmzJjYo6pFi/KeWZVdfBbW3u9pp+669JpquodZWACQPup9qOHXUbia3nvkkUfmCoW8Lq0nUQ+mXbt2Nlg0RXj48OHm/ZdeMj9+/LExK1e638qPAuKYY2INfbNmsbUfek1rPt58M/aaaqwDAYD0q1+/fo5wUIiccsop5sILLzQ9evTY22l4cG+nYYx9VLV48eL076mlQfVatX5r8N1LNVaiA0D67dixw07pXbVqlVsKDu13pcF37X9VtmzsatSIvbAAAOFGgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADAy/8BD+DnDrmxQw4AAAAASUVORK5CYII=)
| Product Number | 6660-1-86 |
| CAS | 651030-57-8 |
| MDL Number | MFCD18734359 |
| Molecular Formula | C15H23BO3 |
| Molecular Weight | 262.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6660-1-86
CAS: 651030-57-8
Molecule Weight: 262.16
Formula: C15H23BO3
PN: 6760-1-48
CAS: 1033753-01-3
Molecule Weight: 260.18
Formula: C16H25BO2
PN: 6760-1-47
CAS: 1075719-87-7
Molecule Weight: 232.13
Formula: C14H21BO2
PN: 6760-1-64
CAS: 625458-85-7
Molecule Weight: 260.18
Formula: C16H25BO2
![2-[4-(Tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]ethan-1-ol](data:image/png;base64,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)
PN: 6660-1-87
CAS: 651030-55-6
Molecule Weight: 248.13
Formula: C14H21BO3
PN: 6H60-1-0V
CAS: 214360-66-4
Molecule Weight: 260.18
Formula: C16H25BO2
![3-[4-(Tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]propyl acetate](data:image/png;base64,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)
PN: 6660-1-85
CAS: 1883793-85-8
Molecule Weight: 304.19
Formula: C17H25BO4
PN: 6H60-1-Z8
CAS: 195062-57-8
Molecule Weight: 218.1
Formula: C13H19BO2
TSCA: Not listed on TSCA inventory