| Product Number | 8H60-1-60 |
| Synonyms | 3-(Cyclopentylcarbamoyl)benzeneboronic acid, neopentyl glycol ester; 2-[3-(Cyclopentylcarbamoyl)phenyl]-5,5-dimethyl-1,3,2-dioxaborinane |
| CAS | 850567-45-2 |
| MDL Number | MFCD06659914 |
| Molecular Formula | C17H24BNO3 |
| Molecular Weight | 301.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-60
CAS: 850567-45-2
Molecule Weight: 301.19
Formula: C17H24BNO3
PN: 8H60-1-9S
CAS: 914397-31-2
Molecule Weight: 287.17
Formula: C16H22BNO3
PN: 8660-1-07
CAS: 850567-24-7
Molecule Weight: 233.07
Formula: C12H16BNO3
![5-[(But-1-yl)carbamoyl]-2-methylbenzeneboronic acid, pinacol ester](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA1PAAANTwEKhQ9EAAACuHpUWHRtb2xTb3VyY2UAAHichZZtb5swEMe/ysmvF+MnbKiSVF2rSZPaVWo7ae8ml7gtUoAKaB6+/c6QtIEwCCDbd/+fOfD5yPxyl61h48oqLfIF4ZQRcHlSrNL8dUF+P/2YReRyOU9QhMK8WpC3un6/CILtdkuTN5fZXZHTpMhI67/YVWlHs5W0KF8DwRgP/tzdPjbMLM2r2uaJQ6pKL6rGeFsktm6i+M8tgsyWmzQPWnmQlZt2tr+C+ZPRXbUiX89yjb4rROElXTt4KcrM1rARjOLJvsGry11pa7eC5z2aJVX47Mv53U2RfGQur7HrZ0gTu36sy48EDVmxdskHToadnzcLknEEbF1kV2Vp9+B73mw5WAFWglVgQ7AarAEbgY3BcoYX+jkKOCo4SjhqOIo4qjjKOOoE6oSfB3VC4pqsnQ/qaf/u8MmgPX7hdQ/XneN7z3KPr1gsyExQrY2CGadSSgP4CvAHh9HBiW+AYYCHJkSfMsdGoyRSEKEP44rRGEbH0cF3MHJGjRIaOKfGSA5c0IjJELikjMfM2xlr7YrFsdeHwgjEVawNgb0PV1OuMT5sY9m24+OIKnNqV1QL30oahUPj8/mOrWRSw8xQpSL+NY6oDKX0rYlwnWYYLPN+DF4orZoANNeYD8FnQiznz0W+OulCulqQZ06aTHlwL5U4JAuBoly5Evefn8BLTwHRBXxqjQOyC/hEHAdUF/BpOw6EXcAn+Tigu4DfEp+AGALMGRCN3yHqAn67fQJXQ0DcBZrNOU54f2fpms08wfSXu9n844/CxQAjJ+7TW/S2uEww6uydTSLhwG0mkoX3Fr+tdxNMb/3b+jjB9FKgracTTDzAxBP7sZ8GxtfrCaaXBm19n2D6G98zU7VCDjAT5UKo8/UZZoKTghYcv4bYPftSBief0QD/PCz/AYLVYilUe5T3AAArIUlEQVR4Xu3dCbxc4/3HccQasSQkIpRoorGvIUja2rcqklI7JehfEUu0VGspaSgpWhRRESR2JSQSQUiiQmMPCZGIiIiIJRvZ+/vP98lrbu993Dkz88vc2e7n/XrNi5znzMy5d+ae73nOs61kAAA4rBRvAAAgFwQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAqDoJkyYYN26dbMWLVrYOuusY507d7YhQ4bUlK+0UuZTU1IZiotPAkBRTZw40TbaaCPr06ePTZ061ebMmWMjR460gw46qGafpJBIKkNx8UkAKKrjjz/eevXqFW+uIykkkspQXHwSQBmaPn26XXfddbZs2bK4qOKp9jF58uR4cx1JIZFUhuLikwDKyJIlS+zmm2+2ddddN5wod955Zxs1alS8W0VbddVVbcGCBfHmOvSzJz1QHvgkgDLx7LPP2rbbbmtNmjSxM88805555hnbc889wwnzmGOOsY8//jh+SkUqVA3kzjvvtI033tg222wze+SRR6K9UAyZPyUARTFp0iQ74ogjwolx7733trfeeqtO+X333WebbrqprbXWWnb55Zfbt99+W6e80qgNpHfv3vHmOnIJkB49etjMmTPthRdesA033DDaC8WQ+VMC0KDmzp1rF198sa2++urWtm3bxKvo+fPn22WXXWZrrrmm/eAHP7CBAwfGu5Qt9bpSYCxatKjm361bt7YbbrjBpk2bFnph6TbdwQcfXPOcXAIkbfTo0bbNNtvU2YbiyPwpAWgQ//3vf61fv37hJLr22mvb1VdfnbVNIG3KlCl29NFHh5PoXnvtZWPHjo13KRuzZ8+2nj17hoDccsstQ1CkjR8/3rp27Wrrr79+GAfSpUsXe/rpp2vK45CorXaZ/l+hOnz48Fp7oFgyf0oACu6ll16yjh072sorr2wnnXSSffrpp/EuOXnxxRdtp512slVWWcVOPfVUmzFjRrxLyajnmNonWrVqFcKhdu2j0BTGI0aMCDU4FB8BAhTBJ598Eu7964p59913tzFjxsS75E0n6r59+1rLli1Dr61rr722wU7UudKtKPUcU0Cecsop9tlnn8W7FMyVV14ZbgMOGzYsNMyj+AgQoAF999139qc//cmaNm1qbdq0sf79+4er5kLSraILL7zQVlttNWvXrp098cQT8S4NTj3E1FNMAameY//5z3/iXQpObSjNmzcPP/OgQYPiYhQBAQI0kAcffNA233xzW2ONNezSSy+1efPmxbsU1AcffGCHHnpoOInvt99+9u6778a7FJx6hKlnmHqIqaeYeoyh8SBAgAJ744037Mc//nE4kWvCwGxjHgpNjdEdOnQIA/bOPvts++qrr+JdCmLAgAGhR5gasdVDTD3F0LgQIECBaExC9+7dQ8P29ttvHxp3PdReot5WqlHov/p3vhYvXhxu8aiXk2a81eh2jXIvBPX8Ug8wBaR6hOkY0TgRIMAK0sn6+uuvt/XWW8822GADu+2222zp0qXxbvX6/PPP7d577w09qXbcccdwK0gn5vih7SrXftpfz8vFrFmzwqh2jW7XKHeNdvdSTy+9vwJSPcDUEwyNGwECrICnnnoqjHFQA7ZGRn/99dfxLt+jRvTHHnvMDjnkkHCbSQGxyy672DnnnGN///vfbejQoWF0dfqhf2u7yrWf9tfz9Hy9Ti6N8hrdrlHueq5GvX/44YfxLhmpZ5d6eKlLrnp8qedXNU7yiPwRIICDFkQ68MADwwlZ/9W/c/Hwww+HUdN6ngbPabxEvm0U2l/P0/P1Ono9vW4uNNpdYyY0uE+j4NUNNol6dKmXkwJSPb3U4wtII0CAPKiGoZqGTqiqeagGkgs1pO+///7hhP/zn/+8YN1c9Tp6Pb2uXj+XBvuFCxeG0e/NmjULo+E1Kj6uxagHl3py6XXVs0vtMUCMAAFyoDYNtW2ojUNtHWrzUNtHLnTVr+foSl6D3hqCXlevr/dJmlOrNo2C12h4DfrT6HiNklftRj23dItMPbl0+wzIhAABstCJVj2Z1HisXlbqbZWrq666KlzFaxR6Q48D0eunR7vrfXOlUfGdOnWqaVtRz60bb7wx54BE40WAAFmot5FOrrm2M6Sdd9554epeDdDFpPfT++r9c6VbWPvss08Y9KieW0AuCBAgC7UzKEDeeeeduCgjTV+ik7h6LJWC3lfvr+PIlfbVwEAgVwQIkEW+AaI2CO1f7JpHTO+v48i1TYQAQb4IECCLfAJEvaDUkK22iHKg49Dx5NI7iwBBvggQIIt8AuSAAw6w9u3bN3iDea50HDoeHVc2BAjyRYAAWeQaIGpk134N1VXXS8eTSycAAgT5IkCALHIJEPVi0ohwDeorRzouHV88YLA2AgT5IkCALHIJEM1JpX0KNcK80NI/g44zEwIE+SJAgCxyCRBN96E1QMqZjk/HmQkBgnwRIEAW2QJEU6trBLcmOCxnOj4dZ6ap4AkQ5IsAAbLIFiBan0PTnHz55ZdxUVnR8ek4dbz1IUCQLwIEyCJbgGiRpZ133jneXJZ0nDre+hAgyBcBAmSRLUC0UqBmsK0EOk4db30IEOSLAAGySAoQrcyn5Wa1YmAl0HHqeOtbUZAAQb4IECCLpABRg7TKcl1YqtR0nDre+hrSCRDkiwBB3nbd9Y54U42kskqVFCBaW1xlI0eOjIvKko5Tx1vfmugECPJFgCBvSSGRVFapkgLk7bffDmVjx46Ni8qSjlPHq+OOESDIFwGCvCWFRFJZpUoKEGogaMwIEOQtKSSSyipVUoDQBoLGjABB3hQSSY9qkxQg9MJCY0aAIG9JIZFUVqmSAkQYB4LGigBB3pJCIqmsUmULEEaio7EiQJC3pJBIKqtU2QKEubDQWBEgyFtSSCSVVapsAcJsvGisCBAgi2wBIqwHgsaIAAGyyCVAWJEQjREBAmSRS4CwJjoaIwIEyCKXAJGHH3447Dds2LC4qKR0PDouHV8SAgT5IkCALHINEDnggAOsffv2Nm/evLioJHQcOh4dVzYECPKVd4DoDymTpDKZMGGCdevWzVq0aGHrrLOOde7c2YYMGRLvhjKnnlbnnvu01Xc3pDH2wqpt8uTJtt5669nxxx8fF5WEjkPHo+PKhgBBvpLP+PVIComksokTJ9pGG21kffr0salTp9qcOXPCxG4HHXRQvCvKnELi0kuft4ceejcuavQBIo888kjY/9prr42Likrvr+PQ8eSCAEG+Mp/xM0gKiaQyXQn16tUr3owKpJCYO3eRde36oH300TffK6s2+QaI6GS88sorW9++feOiotD76v11HLkiQJCvzGf8DJJCIqlMtY9cqtHVQrfm7rnnnnhzVUiHxGuvTbeTTvqXLVmy7Htl1eSFF14I3+1XX301Lkp03nnnhZN4sWsiej+9r94/H2eeeaatv/768ebqM26c2SGHmDVrtvyh/8/j4qDYst36TzrvJpUVQt6vrgNKemSiEbALFiyIN1edL774wk4//fQwZYR+H/rgP/roo3i3ilY7JG66aYzdcsv/TqzVFiD33XeftWrVKnyWG2+8sT3wwAPxLomuuuqq8FzVwBu6YV2vr/fR++l9c6Xn/f73v7cmTZqE5/70pz+1t956K96tOmgdlJYtzf76V7MZM5Y/brhh+bZ61kgptVxu/Sedd5PKCiHvV086IJVpugT9oW222WZ17r1Wew1k8eLF4UNWg+UGG2xgt956qw0cODD8HtZYYw37wx/+0OAnkGKpHRKLFy+zE054zN58c8b3yiqZaht77rln+E4fe+yx9tJLL9kvfvGL8O8uXbrY66+/Hj8lI/0d6HvRrl27Buviq9fV6+t9cm3z0JiQ/v37h7/XtddeO9zC0pXttttuG8LkjDPOsFmzZsVPq2wnnGB2xRXxVrPLLzc78cR4a8nlcus/2zm5IeX96kkHpLIePXrYzJkzQ7V/ww03rCnTL6J379619q4egwcPth/96EehlnXuuefa119/XVP23Xff2ZVXXmlNmza1Nm3ahNtaSYO5KkEcEpMnf21HHfWQzZ+/6Htlleazzz6zU045JdwC2mWXXWzUqFF1yvW93mGHHUINs3v37uG7ngtdPO2///7hb0SD+go1Yl2vo9fT6+r1c71Ie/nll2333XcPzzshdVKdNm1aTdmSJUtStcpbwi0T3dK6IXWFrgukqpC6kLVJk+Kty7e1bh1vLblcLryznZMbUt6vnnRAtctGjx4dRr6mqSrWOvUB6cuoL6uqYvrjPPjgg2v20UCnAQMGVMwJVvcmdfz6udXPfvz48fEuNT755JOa2wudOnWyMWPGxLuUrZEjP7bLLhthixYtDf+uLyTuv39c6sLuhZoyPecvf3nJvvzy22jP8rRw4UL785//HO4x65bVP//5z3oXXZKlS5fabbfdFi6Q1l13XbvuuutSv5tF8W710ndcfxfpmoxq7F999VW8WyLtr+fp+XodvV62QYJpn376aepC+8QQkB07drR///vf8S419D7nnHNOuDDq0KGDPf300/EulSdVs7L6bqWnLvRSP2i8teRyufWv70DSoyHl/epJB5Qu03/XXHNNGz58eJ1ynWC7du0armr0h6o/gNpfSt23zeWLXWrffPONnX/++bbaaqvZlltuaU8++WS8S0a6FbLrrruGn/Okk06y6dOnx7uUDdUszjprcAiFCy4YVtNYXl+AKPPPOWdInQb2/fe/x3784352991vhltd5epf//qX/fCHP7TVV1/dLrroonBxkwt9D9RQne/3QBdImpPqkEMOCScI/b2otqOTtVYMHDp0aKjppB/6t7arXPtpfz1Pz9fr5HLBpZPQ1VdfHW5V6ULu7rvvzul58t5779XUnvSe77//frxL5UhdHDTGGkimpoUVlfmdV4C+mCNGjLC2bdvGRVnpyjxT1brUdOV5++23u648a9OVbb9+/cKXo1mzZuEep66Ay8WcOQtD7WH33e+0bt0eSoXe1HiXnMybt8huvHGM7bHHnXbEEQ+kToZT4l1KSt1y99133/BdO+yww0It2UM1UTVq6nWy1URjmlpd63NokSetFKjlZuMrSD20XeXaT/tnmpK9Pqqd6G9RbXGXXHKJzZ07N94lJ4MGDQqj2hWYF1xwQQjQinPccZnbQNQ+UmZyufWfS4BkalpYUZnf2Un3+/UFVaOeTpAetRv31Hagxj21JZRS7Xvfp512Ws73vpPoSvd3v/tduPLdYostCnpl4LF06bIwOHDffe+xvfe+2wYMeLtOF12vqVNnp67Uh4baiWo0kybld8um0LSw0llnnRWu4rfeemt75pln4l1c0m1hOsHGbWH50O3OKVOm2AcffBD+q397vPnmm6FHlU4iRxxxROr3Xs+Vd550wfSXv/wlXEDpRHTHPXfY0mXLb22WDbXXDBxoqeqapf6w6pap9qQTqHpe1e6FpW2p33e5yeXWfy4BkhY3LayozO/spB+0efPmoUeIrlhWhHotXXrppeHKafPNN7cHH3ww3qXBqQuut/dNrj788EM7/PDDw3vsvffe9vbbb8e7NLhXX/3Ujj76Ydttt76pGtHI1NVl8n1Xj5dfnpb6XT4UajbXXjs61HSKSY3Df/vb38L3Uw/9v7YVUtwb7x//+EeouRaTek6pB5V6UqlH1XPPPRfvssJUA1JtaJUDVrEdH9nRXvzsxXiX4lNgX3ed2Sab6MypRVp0xoz3MtPfl07Aa6+9/KEusWXcbTnbrf84JGqrXab/r69pYUVkfucyonuAGk+hX4AWxXnjjTfiXQpO4aWutwov3TfMt/+/x7PPPhuuDvSH/+tf/7ooXSinTZtjPXs+E2oHZ5zxZOoirGGXZVWNZuDAd2yfffqHx4MPjgs1n4amWoZqG6p1qPbR0MvPpscD6bPcbrvt7Pnnn493KTiF11//+tdwolEPKvWkKnRAxl6b9pp1HtTZVrpjJTvq2aNsytwp8S4NTzWrVI0vhEHqBGlnnqmGm3ivitIQFx0r0rSQSUUESJp++O233z7cRtIfZyFuI8X0S1ZXW3W51e0z3ZIr5u0z/cHffPPNNV0ob7zxxgbpQqnbjL1732d77vlP+/nP70+FV3JDXaGphvPnP48KNR7VfF55pWHaunQLQO0buvjYZ5998pqOpBB0sfOTn/wkvL+uIrM1iHrpilQ9pRSQamzPt2fXihr44UD7wcAf2Jr/XNP+OPaPNn/J/HiXgvv39FH2+SldLXVCWN49V9O2pIJ7hah9qGdPdUGLS4rm/vvvD21ehbyALETTQn0qKkBEyazbAro9oNsE119/fcFOsK+88kroYqs/9uOOO85977kQdAI4++yzwwlhq622Cj1xCkEBqR44uq/aqtU2duutz9Z0zy2FiRO/Sl0wPhVqQN2735S6mCzMCVb3itWjSu1L6mGVtBJfMTz00EPhNqxqtBr17W3IjqlHlHpG6TurnlLqMVUq3y751q547Qpb6661bJMBm9i9E++Nd1lhS5YtsQcmPWAd/9Ux1HpuO3s7s7vuUj/seFcf3QbTCXbPPZd37S0y3YXQd1btrIVUyKaF2iouQNLUQKmeBWqwVMPlU089Fe+SM3WlPfnkk0PXWnWxVUNTuXj33Xdtv/32CycIrWethlUvdY3ebbfdws+psQAaE1Auhg+fYDvueGj441HHgly70sbUw01jODSWQ/eLNbajXHq4qSutOoSoK606iKijSK5daWPqAaWeUPr+q2dUIU8KK2rqvKl27HPHhhP8Ho/vYa/OzG8Osfp8s+gbu/7t60MtR6978NMH27BpDTOq39TOmfrupKquumKNSxuM2lf1nVWNuSFuYTWEig2QNDUwHXjggeEEq66U6lKZK51Y1IVWXWlVrbsrdSWTafBYqT3++OPh6kEnjAsvvNBmz54d75KRem+oS7R+R+oirVHI5WhFPw/1TtE4CQWkRpNrVHk5WpHPQyeWO+64o6YruXpEebqSF8OoGanP47HU53FH6vN44RSb+d3/bjkrBNIPlW9070YhdKbNr3src/KcyXbev8+zZv2ahdtjp4883d79+vvLCBScGppTFzNW4JpAJrq1qe+8ps/59tvKGHwrFR8gaaqBaDCXTrAa3JWtC+Wjjz4aus6u6BVvMelEcc0114SrlJYtW4Ypu5NOsIW84i2mfGuEmmRO81XphLzHHnvkPWtuqeRbI3zxxRfDWBC1AaoHVD5jQUpl2X9TNcIJqRrhva3s96/+vma7gqP2PtO/nW49x/S0LoO6hG2fzPvEug3vZk36NgnP1a2x2gFUFOoKrPaVP/4xLikoteWqFqlb1Q3duaPQqiZARG0hahNR24iu0DTdRFwVVBdZdZXVyUZdZ9WFttLMmDHDfvWrX4UTyU477RRm54zF99wrcSLH2m1Se+211/dql7pSUxdrNThusskmYebcSlO7TUpBr9kY4qkrNBbkqKOOCr8HTeX92muv1SmvBGq7WLzsf22VtQMkbfai2aH9RIZ+MtR2fWxXu3PCnbZwaQlvQWrWXnWFvfXWuKQg9HepmTf0/f3444/j4rL3/U+xCijRNdGdTrDqtaXeW+rRoK6x6laprrKF7AtdKmPHjg0nVp1YfvnLX4YvYLF6/RSLTrC6ZaOfR2GY7hWnmY433XTTmp99/vyG7/XTkNSorlHi+hnVzVKjx/Uz/TF19au++1roST9ztYhrIDO+nWEXv3qx/fTJn/5vp3Jx0UXL59B69NG4ZIXogle339Xbsti9AwulKgMkTY1SGjeSPvmoa6zmFGrovvHFpgkodTJVj610aBZj3EGxqMFYn6FqG/ocdULVvzW6Wv/VXFbVQqPFjzzyyPBz6edU7eqKK66oqPviuajdBpJ+NO/fvDjtG/nSbV9N9a4xJi++GJe66MJI7WD6jHVrslJVdYCk6baWujgWu298MekEoytx9cyJb9tVunSAqCuuZgZQw7NCI729mgIkTQNX1Z6j9p1qFN/C+mLBF/aH//zB9n1q3zrby4aGCqRqC6YVGwtQW+jZs2e4G6K22ErWKAIEla12gNS3vRoDpNrFASJzF8+taQMpS2pH7Nhx+VQpK9BeodkC9L3VeLZK9/1PESgzBEj1iQPkywVf2mVjLwvjRsqaRrq3b28jt9rK5jh6TKkdS7eZ1bZVDQgQlD0CpPrE7R8t+reww4cdbpPmTIp3LTvzJ0+2AzfaKNxizKdtSh13NGxAHXyqBQGCskeAoNykR43/7Gc/y6nNUV2vtb+WH85l/0pBgKDsESAoR7nOW6WedRplri73xZyYtRgIEJQ9AgTlSjPnqk1DSz/UR2PSNAWRlhKoxl6gBAjKHgFS3TTSfOl/K/e2jma61fdQ66/UplHmmopHo8yrtjt2vAEoNwRIdTvu+ePs/0b/X7y5ovz2t78N4zrSy1JrlPkBBxwQRpmPGzcu2rt6ECAoewRIdTtxxIm291N7x5srikaWn3TSSWFkuaZOSo8yr2+eumpCgKDsESDV7Xev/M62fHDLeHPFUa1DS0qoJqJ2kfj7Wo0IEJQ9AqS6/W3c36zpXU3jzRXphRdeCN9JBYhGnFfC8gkrggBB2ZudCoo1U3+UT0QBkt4+iACpaI9+9GgYTPj1wuQ1fMqdwkKDC7WomdpEFCIHH3xw6IlVrQgQlL3FqaAYkgqKGVGA1GwnQCramJljQoCU5Uy8ebj33nvD4mDpBdA0TkQLuWmtl2eeeSbauzoQICh/qaCwVFBYfE85vZ0AqWhafVAB8sy0yj3JqsuuuutqZczavvjiCzv00ENDbUS1ErWTVBMCBOWPAKlqWqlwlb6rWL/3+8VFFUMDCZs2bZpxvIfGimjUupYwrsRVUDMhQFD+CJCq1/q+1nb161fHmyuC1qhRl10t/JVEq4V26NAhzIlVicsv14cAQfkjQKremKN3tc8urszBhFopc7PNNstpZl4tU3zqqaeGnloaN6KljCsZAYLyR4BUv8MPX/6oMOluu1pBMh+aQ2u99daz9u3b29ixY+PiikGAoPwRINXvrLPMdt013lrWNC37jjvuaF26dImLcqJbX506dbLVVlstLLtdiWNGCBCUPwKk+l19tVnr1vHWsnb77beH3lVa68NryZIldskll4TX0Sj2zz//PN6lrBEgKH8ESPXr189SZ1HNBxKXlCXNgtCyZcusa4Hk6rnnnrM2bdqEdUOGDh0aF5ctAgTljwCpfhpop88yQzfYcnP++efbuuuuW9Aaw6xZs+ywww4LgxEvvPDCihgzQoCg/BEg1e/dd5d/lmPGxCVlZ8KECaHd4rrrrouLCuKmm26yNdZYI6wlMnHixLi4rBAgKH8LFpittZbZ88/Xv33EiLrbUXm01GunTmbvvx+XlB3Nb6XeU4sWLYqLCubNN9+0rbbaypo1a2b9+/ePi8sGAYLKMH9+vGW5TNuBBjB48ODQbffJJ5+MiwpOY0a6d+8e3u/EE0+0ZcuWxbuUHAECADlQm4RGkmulwWJ66KGHQnffr7/+32zFuo3WrVs3a9GiRRjZ3rlzZxsyZEhNuUInk6SyfBXulQCgiml9j1VXXdXee++9uKio1C6i3lp9+vQJc2/NmTMnrHyobsBpSSGRVJavwr0SAFQpzaqrkePnnntuXFR0xx9/vPXq1SveXEdSSCSV5atwrwQ0tHHjzA45xKxZs+UP/f8778R7oRKV+Wd7xhln2AYbbGBfffVVXFR0qn1Mnjw53lxHUkgkleWrcK8ENCRNgd2ype4jmM2Ysfxxww3Lt1XR9NiNUpl/tuoRpZHit956a1xUErqNtkA9EBMoJJIehVK4VwIa0gknmNU3Xfbll5udeGK8FZWkzD/bn/zkJ7bddtuFua/KATUQIF+pPxqbNCneunxbhc2hhEgZf7YPP/xwOOFqqpFyoTaQ3r17x5vrSAqJdNmdd94ZltzVVPSPPPJItFduMr8LUE6aNFk+cDCmAWipKj0qWJl+tt+l3r9t27Z25JFHxkUlpV5YWmddqxxOmzYt9MIaNWpUGOCYlkuA9OjRw2bOnBmmpN9www2jvXKT+V2ActKqVdlepWIF5frZ7rKLWYsWZj/72fJbXoMHmzVgo/ZVV10VphTJdruoFMaPH29du3a19ddfP4wD0ZTyTz/9dE15LgGSNnr0aNtmm23qbMtV5ncByslxx2W+T6576KhcuX62mjZd075r4SldMetEqEf79mbHHqtJpJbPpVVfbSZPurJfe+21w1Tr1UxhouV4hw8fHhflhABBZdAcSTppqHdO7Z462vbBB/HeqCTez3bKFDVSmF1wgZkWdWradHmgrLba8trK2Wfbh/3727uaqDFPJ6SCS+0Dlb7kbDZaxGrEiBHhVp0HAYLK8fbbmsnOUpeGyx8aefvWW/FeqESF+GzVS+rNN81uu82se3ezHXawy1deOVxla+r1/fffP9QonnjiiVRGzYifXePll18OU6rffffdcVFVufLKK0NADhs2LPTs8iBAAFStBfPmhUZiTb2uNoNNN920ZiyE/l/zSWk5We0zL7Wvrsh322238KjEJWbzoUb45s2bW7t27WzQoEFxcU4IEACNymeffWaPP/64XXzxxbbffvuF2okCRbUONUrr/9V9F9kRIAAavXHjxoVbVgoTjTrXQzUWdY9FZgQIAJja7mdYkyZN7K677goPjT5XbaRjx472wAMP2JIlS+KnNHoECACY2t5vs9VXX73OuhtqYNYAvXSbidpLvtFSyggIEABIUS+t2mtq1KauwKeffnoYM6FlZs8777yyHGBYbAQIgEbvyy+/DLPc9u3bNy6qQ1N/XHHFFdaqVatwu0u9uF566aV4t0aDAAHQ6KnNQ4GghaNysXDhwjAZoaYA0e2t3XffPSw929jaSQgQAI3eoYceavvss0+8OSeag+rAAw8MQaKZbbX07ezZs+PdqhIBAqBR08lekybecsstcVFe3nnnHTvttNPCa2mCw/PPP9+maLqVKkaAAGjUBgwYEMZ9TJ8+PS5y+fzzz+2yyy6zli1bhttiRx11VJgepRoRIAAaNQ0Y7Ny5c7x5hWnZ2TvuuMO23nrrcHurU6dOYeGmeGXDCRMmhMb4Fi1ahJqLjmXIkCE15fH067UllRVDad8dAEpo/vz5ttZaa4V2i4Y0ePDg0E1YJ3z14krT4lCayLBPnz42derUsDjUyJEj63QnTgqJpLJiKO27A0AJac4rzYFVrLYK1TZmzZpV828tT9urV69ae3xfUkgklRVDad8dAEromGOOCVOVlIpqH9kGJCaFRFJZMZT23QGgRNRGoTaHa665Ji4qGg1e1HEkUUgkPUqptO8OACWihaV0AlY7RKkUqgaiQY1aQVHjUNRQXyyZjwwAqtjJJ59sO+ywQ7y5qNQG0rt373hzHbkESI8ePcI0K1oYa0MtBVwkmY8MAKrU4sWLw+JRWta1lFT7ad26dVgdcNq0aaEXltYg0QzAabkESNro0aPD9CrFkvnIAKBKDR06NJx8tZBUqY0fPz6MRVGgqU2mS5cuYXqUtDgkaqtdpv/XbMHDhw+vtUfDynxkAFClNDV7hw4d4s0VTWu4jxgxwtq2bRsXNRgCBECjopHgmmbk0ksvjYsqlm7FzZ07NyyApYb5YiFAADQqzz//fLjd8/rrr8dFFUttKM2bN7d27drZoEGD4uIGQ4AAaFR+85vf2BZbbBFvhgMBAqDRWLZsmbVp08YuuuiiuAgOBAiARkMrDmryxGq6fVVKBAiARkW9lVAYBAgAwIUAAQC4ECAAylquI7EzybbiH/yy//YBoISSQiKpTHJZ8Q9+yb99ACixpJBIKpNcVvyDX/JvHwBKLCkkksokl/U24Jf82weAElNIJD2S5LLiH/ySf/sAUGJJIZEuy7QiHzWQhpX5kwGAMpBLgGRakS+XFf/gl/mTAYAykEuApMUr8uWy4h/8Mn8yAFAG4pCorXaZ/r++FfmyrfgHv8yfDABUkFKsyNfYESAAKl6pVuRr7AgQABWvVCvyNXYECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4/D+NbxQgDzwQ/gAAAABJRU5ErkJggg==)
PN: 8H60-1-5G
CAS:
Molecule Weight: 317.24
Formula: C18H28BNO3
![{3-[(Tetrahydrofuran-2-ylmethyl)carbamoyl]phenyl}boronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-2R
CAS: 1073355-06-2
Molecule Weight: 331.22
Formula: C18H26BNO4
PN: 8H60-1-64
CAS: 850567-25-8
Molecule Weight: 247.1
Formula: C13H18BNO3
![3-{[2-(Dimethylamino)ethyl]carbamoyl}benzeneboronic acid, pinacol ester](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA1PAAANTwEKhQ9EAAACunpUWHRtb2xTb3VyY2UAAHichZZtb5swEMe/yonXi/ETNlRJqq7VpEntKrWdtHeTS9wWKUAFNA/ffmegaSAZDonOD/+fbXznc+aXu3wNG1vVWVksAkZoALZIy1VWvC6C308/ZnFwuZynKEJhUS+Ct6Z5vwjD7XZL0jebm11ZkLTMg67/YldnA81WkLJ6DTmlLPxzd/vYMrOsqBtTpBapOruo28bbMjVNu4r/TBHmptpkRdjJw7zadKP95dR9KdnVq+DrXa6x7wpReMnWFl7KKjcNbDgl+KXf4NUWtjKNXcHzHpsFkfjuy/ndTZl+5LZosOhGyFKzfmyqjxQb8nJt0w8cDAs/bxZBzhAwTZlfVZXZgyu5ZsPAcDACjAQTgVFgNJgYTAKGUfxhP0MBQwVDCUMNQxFDFUMZQx1HHXfjoI4L9MnaukU97d8tvhn8guv2cfa+L3fP91H9HreYL4IZJ0ppCTNGhBD6YHEr8AN9rRfhTlBcaG8i7JP60yiUxBJi7MP19aZvTFASxcAo0ZIrYIxoLRgwTmIqImCCUJZQ105p1y5pkjh9xDVHXCZKB7B361WEKVwY2kQ4GxOpu/qw3aeTRHFnBYmj4/rpOJ9WUKFgpomUMfuqx0REQjirY3TUDBdLXT8unksl24kVUxgQ4SEilvPnslgdFSFbLYJnFrSh8mBfat5HSwBltbIVHkA3gJMeA3wIuNiaBsQJIKcBOQRc3E4D0RBwUT4NqCHgzsQ0oIeAO0EHgJ8D4hMgmZ4hGQLt6TwQV+cI1z9wXXuaPczY3e3p9zAjj3fZwsOMnN5lFw8jT7fAh0RnpvEECxs5v0t4Hmbk/y5BephRCHQJ1cMkZxhP4PBxGGiXsD3MKAy6BO9hxgffMb5cMT77tLtAJhl56p/zTHiU0MLP6xCLJ1dleHSPhvjvYfkPTKxiWngXIqAAACqjSURBVHhe7d0JnBPl/cdxEVFUVETEelG8UKmKV9V6FbWIdyv1KILWq1WsZ/2DrSe1qKWiIp4tUosXUmxRVEAU8ayoICIKnqACIoKcKiDY3z/f2Wa7PCST5LfZzST7eb9e+1LmmSSzm2S+M8+5hgEA4LBGuAEAgHwQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAARJm1qxZduSRR1rjxo2tb9++9u2334a7AIlAgAAJsWzZMuvdu7c1a9bMWrVqZZ06dbImTZpY27Zt7Yknngh3B0qOAAES4JFHHrFtttnG1l57bevZs6ctWrQo2j5lyhTr2LGjrbHGGlGgTJ06NXgkUDoECFBCkyZNsg4dOkQBcdxxx9kHH3wQ7hIZPny47bDDDtEdyUUXXWQLFiwIdwHqHQEClMDcuXPtnHPOido52rVrZ6NHjw53Wc3y5cvtz3/+s2244YbWsmVLu+uuu2zlypXhbkC9IUCAeqQG8VtuucU23nhja9GihfXv399WrFgR7hZrzpw5dtZZZ9maa65pu+22m40dOzbcBagXBAhQT0aOHGk77bSTrbXWWnbeeefZl19+Ge5SkAkTJtiBBx4YVX/9/Oc/t2nTpoW7AHWKAAHq2HvvvWdHH310dKI/7LDDbPLkyeEutTJ48GBr3bq1rbPOOnbFFVfYkiVLwl2AOkGAAHVk4cKFdumll0Y9q7bbbjsbNmxYuEvRfPPNN9arVy9bb731bIsttrBBgwbZf/7zn3A3oKgIEKDIvvvuOxswYIBtuummtsEGG9gNN9wQNYDXh08//dS6dOkS3e3su+++Nm7cuHAXoGgIEKCInn/+edtjjz2iBu7TTz/dZs+eHe5SL1566SXba6+9rFGjRnbqqadGo9uBYiNAgCL4+OOP7aSTToqu/Pfff3977bXXwl3ypueaPn161Hai/+rfHroTGjhwoG222WbR6HaNctdod6BYCBCgFr7++mu76qqrbN1117WtttrKHnjggXCXWG+//bb169cv6kW14447Rj20FELhj7arXPtpfz0uXxrVrtHtaovRaHeNegeKgQABnBQWCg2Fh0JEYZIPDSK87rrrokBQOKjh+5BDDrEePXpEgwM1qFBjO9I/+re2q1z7aX89To/X8+j58qFR7hrtrsdq9LtGwQO1QYAABVL1lKqpdCJWtVW+VUzz5s2zCy64wJo2bWrrr7++nXnmmfbUU08VPJBQ++txeryeR8+n59Xz5+Ppp5+ORr9rFLxGw+cbQECIAAHypAZxNYyrgVwN5Wowz9edd95pzZs3j0agq1fW/Pnzw11c9Dx6Pj2vnl+vkw+F0G233RaNhtfjNDqeaeNRKAIEyEHjKXSlri656pqrLrpqoM6H7gq0tod6Q3Xv3r3Wo8+z0fPq+fU6er1870b0OI2KVxuLJmvU7wbkiwABclAbhKqrzjjjjGhwYL7Ui0onZfWCUpVTfdDr6PX0unr9fKlRXoMd1Z4D5IsAAXJQm4cC5K233gqLstK6HTqR77LLLnm3kRSLXk+vq9cvZP2QP/zhD7b11luHm4GsCBAgh0IDRKPBNZ1I+/bt66zKKhe9rl5fx6HjyQcBgkIRIEAOhQSIBurts88+1qZNG/viiy/C4nql19dx6HjyGUBIgKBQBAiQQyEBoskT1Y4wceLEsKgkdBw6Hh1XLgQICkWAADnkGyDjx4+PxlbceOONYVFJ6Xh0XDq+OAQICkWAADnkGyAaJa52h6QtM6vj0XHp+OIQICgUAQLkkE+AaFCh9hk+fHhYlAg6Lh1f3OBHAgSFIkCAHPIJEE1psuuuu4abE0XHp+PMhgBBoQgQIIdcAaLpRLScrKYDSTIdn44z2zQqBAgKRYAAOeQKEK1JrilESrV4VL50fDpOHW8mBAgKRYAAOeQKkLPPPjvx1VdpOk4dbyYECApFgAA55AqQ3Xff3c4999xwcyLpOHW8mRAgKBQBAuQQFyCaqVcLPN16661hUSLpOHW8Ou4QAYJCESBADnEBMmfOnKjs8ccfD4sSScep49VxhwgQFIoAAXKICxAtE5trfEWSpMer6LhDBAgKRYCgYHvt9ZdwU7W4snIVFyBaV1xlr7/+eliUSDpOHW+m9dAJEBSKAEHB4kIirqxcxQUIdyBoyAgQFCwuJOLKylVcgHz++edl2Qai4w4RICgUAYKCxYVEXFm5igsQrY2u6dL79+8fFiWSjlPHm2lNdwIEhSJAUDCFRNxPpYkLENFMt7/5zW/CzYmk49TxZkKAoFAECAoWFxJxZeUqV4CcccYZtscee4SbE0nHqePNhABBoQgQFCwuJOLKylWuALnvvvtszTXXtHnz5oVFiaLj03HqeDMhQFAoAgQFiwuJuLJylStA1CC91lpr2YABA8KiRNHx6TgzNaALAYJCESAoWFxIxJWVq1wBIkcddZQddNBB4eZE0fHpOLMhQFAoAgTIIZ8A+ec//xnto32TKP076DizIUBQKAIEyCGfANHkhO3atbNjjz02LEoEHZeOL9MkimkECApFgAA55BMg8o9//CPab9SoUWFRSel4dFw6vjgECApFgAA55Bsg0rFjR9t+++1tyZIlYVFJ6Dh0PDquXAgQFKrgANEXKZu4Mpk6dap17tzZWrRoYRtssIEdcMAB9uSTT4a7IeHUUH7BBSMsU21IQ21ET/voo49so402slNOOSUsKgkdh45Hx5ULAYJCxZ/xM4gLibiy999/3zbbbDPr27evffLJJ7Zo0aJoYrdOnTqFuyLhFBKXXz7Ghgx5Oyxq8AEiQ4cOjfb/05/+FBbVK72+jkPHkw8CBIXKfsbPIi4k4sp0JdS7d+9wM8qQQmLx4uV2/PEP27RpC1YrqzSFBojoZNyoUSP761//GhbVC72uXl/HkS8CBIXKfsbPIi4k4sp095HPbTSSLx0S48fPslNP/ZetWPHdamWVxBMgctFFF0Un8fq+E9Hr6XX1+oVoMAEyebLZkUeaNWtW9aP/L/C9rU+5qv7jzrtxZcVQ8LPrgOJ+stEI2KVLl4abK9ILL7xgm2++efRmP/roo2Fx2asZEv36vWK33/5qxrJKMH/+fPvZz34Wfba7dOliCxcuDHeJde2110aP1R14XTes6/n1Ono9vW4hJqdOqq1atYqCZ+DAgRln660IWgdl003NbrrJbPbsqp+bb67almGNlFLLp+o/7rwbV1YMBT973AGpTNMl6OTZunXrVepeG8IdiN7gk08+Ofo77LnnntHIX/3/YYcdZm+/vXp7QbmqGRLffvudde36T5s4cfZqZeVs5cqVdscdd9gmm2wSNULvv//+tuGGG6bOM5tG1UOFnGD1PdBzbLfddnXWxVfPq+fX6+Tb5iGaH+u8886LLvC23Xbb6PdUiOy111724osvhruXv65dza65JtxqdvXVZt26hVtLLp+q/1zn5LpU8LPHHZDKLrzwQpszZ46NHTvWWrZsWV2mP8T1119fY+/K8fXXX6c+f1dH6yxsueWWdv/991eXjRw50nbaaafoC6qptL/88ssajyxPYUh89NF8O+GEIfbVV8tXKytHY8aMsV122cUaN25sv/rVr+yLL76Its9OXa1qJltNSLj77rvbc889FzwyO108/eQnP4m+IxrUV6wR63oePZ+eV8+f70XaihUrorVBNt544+inX79+0TYZN26c7bffftV3XbowqhipC1n78MNwa9W2730v3Fpy+Vx45zon16WCnz3ugGqW6epFI1/TdCv2vdQbdHPqdnHGjBnRrZiqeo444ojqffQFXbx4cfW/y8GDDz4Y1Rs3bdrUrrzyytRJ9Ktwl9RV+rd2yy23WPPmzaN6zNtuu636y1oOvvlmhf373zOq/50pJB56aHLqwm5sddmcOV+l7rrmBHslm76o6eqqgw8+OHVXNTHcJaJ1xXWlrv1OPPFEmz59erhLVhrMp++FHnvggQdGd+yFXlRofz1Oj9fz6PlyDRKsafTo0bbzzjtHAXnuuedmnUVYs/bqgmi99dZLvbfXpD4H34S7lJ/U72yZqtL1u6Uu8pImn6p/fQbifupSwc8ed0DpMv1XJ1R9UGuaMmWKHX/88dGJVO0D+gKMGDGiuvykk05a7WooqXQSUWNWISeRuXPn2jnnnBN9cfWlf/rpp8NdEufJJ9+3I498IHVCvTd1p/VttC1TgGhMyPnnP1ld9uCDb0X/36PHaJs5c1Gwd7LoouV3v/udrbPOOvb973/fhgwZEu6SUc2Lh6uuuirjxUMmmk5Ec1IdeeSR0QlCnyFVeZ5//vnRXYHuWnUHn/7Rv7Vd5dpP++txeryeJ256kpq0Dnr6buWQQw6xSZMmhbusRr/TFVdcEf2OqpZ+6KGHwl3KS6tW3IEUUZ08uz7Qzz77rLVp0yYsilWzPlbVPnVVX1wbtanGSHvzzTetQ4cO0Zt73HHHRV/spJk8eY6dfvqwKAR+//tnUr934Q3ATz31oR1zzIP2ox/dY3fc8Vp1ACWFPqf33ntv1Ga3/vrrRw3Pua72QjWrL7faaqtVqi/zoanVdaWvz5RWCtTzhFeQ+tF2lWs/7Z9tSvZMdLffo0cPW3vttW2bbbaJnVAxm2nTptkJJ5wQHYsu/MaPHx/uUh66dMneBqL2kYTJp+o/LiTSZdnapmsr+ys79erVK7qi08lf6emhHiGHHnpo9MsfffTR9t5774W71Ds1Fg8c+GrqCvUQV0NqJnoj9YXWF7tnz57RF73UvvhCJ8Sxtvfef1mlcdxr2bIVqb/VhNTd2kDr1Ol+e/zx9zKOYK9v//73v+2HP/xh9BnrmjpxqFq1Nj7++OPqDhQ/+tGP7NVX/9czrVCffvppdEerz73+q3976POpHlX6HjZr1syuu+661PuxLNytILojUpDpAurMM88sKMjqlXq89etnqVvLVbe/+66Z2mbV86pmLyxtS8B5JpRP1X8+AZKtbbq2sr+yk35RVUOpR8hjjz0WFhdk2LBh0fPoBHvppZcW3IWyWJ57brr97GeDbd99B1jv3v+wBQuKdxz6Qv/xj3+MvuD6ov/tb3+rdTB5LF++MnWyecMOOuhv1rHjffboo1NTx1G8M/3nny+xK64YE93RnHbaMHvrrdK0j+hL2K1bt+iLpQBRkBSTvtxaNlY9mX75y1/aZ599Fu5SL9QGqeouHcdpp51ms2bNCndxUw+1u+++OzoRbXjQhtbnlT62/Lvl4W6lobD9v/8za97cUicOnTnDPcxUdacTcOquM/pRl9g33wz3SoxcVf/5BEha2DZdW9lfOSGWL19uN9xwQ/SH05W/bsWKeWKLo95F3bs/EZ30NPfTxx+vOuq6mGbOnGmnnnpq9IXfe++97aWXXgp3qTNjxkyz444bbPvtN8BuvXVc1Juqrrz55uxo8KHucK666tmosb0+qGpKVVSqqtKtvKqu8m07KJQuAPQ51bgKfW5VBaHPcX1Qj6lf/OIX0YlDPanUo6quLFi4wC5++GJrMqCJbT94exv+8fBwl/rz+uuWugU0a9LErEWLqjuPEoV3UukzkaltujYSHyBpans4/fTTU1/I7e2UU/5pEybU3Ydj0aJl1qfPS7bPPgOsc+ch9vLLvioEj1deeSV1p7Nv9Gar/tNbfZGPd9+dYeec83gUkJdcMip18inenVUcnbcfe+xdO/zw+1NXUwPtnnsmRHdAdUWN4mqPUyO5Gsvrq6ef7pj/L3U1rDtojbH417/+Fe5SNGqLUU8p9ZhSz6ls657XhXcXvGtHjDjC1vjLGtbxyY72zvx3wl3qxHf/Sd2p62+auiI3XWm3bWt2++36Y4S7FqbEdyO6CDjrrLPy7pSRL2/bdJyyCZC0SZOm2xlnPBqd9H73u6dTFxmFN+5ms3Lld9EEgYcc8nfr0OHeqCdRzWk66ove6EGDBtkWW2wRnRDUrlTMLpTqrKDumy1b7m0//elfUleptav/91Kjev/+r0Z3Psce+5CNGpW7V1Ah1A1X3XEVxuqe+2Gm3jf1QPXYasvTcahtT218xaSeUWocjetKXh+e/ORJa/twW1trwFp2wcsX2Pxl88NdiuKrFV9Z/8n9bbvB29n9+6ZOYR066Iqk6sqktjTmpVEjsxyD9+qKvpvqYq0p+Iv5nS9G23QmZRcgaSNGfBB1L91//4F2992v29Kltev2++qrM+3EE/9hP/zhX+26616wBQsK641TFzQ1xeWXXx5dOesEMXjw4HCXgqhrtLpIpweP3XrrraltdXfln68ZMxbZb3870lq1OsR+/OMfR73UakMD/zQAUN2lNSBQAwOTQF/e9KDS7t27Zx1/kS/1hEqPBVEPKTW4l9q3331rN026yZrf29w2GbSJ3fHOHbbyP8X5jM38aqb1GNfDNv77xlG1WdcxXe2DGRPC3Wrvuuuq7mgGDgxL6pTuItUBI5+uu4UqZtt0TWUbIKIBbnfd9XrUTVRholApVNXJ66nojubXv37c3nuvdl/quqAulJpMTScKTY8yYULhX5pin7zqwjPPjLUf/OAH0Yn/17/+dTRuphAasHnTTTdF03loChJNRaIG3yTJHOKFXfyo55N6QKknlHpEqWdN0nyxNBXiz6dC/K+pEB+6iz0z85lwl7yNnzveuozpEoWGwqPnuJ426+vidQrI6PzzqwYWPv54WFIn9Dk95phjojYzz/e7VMo6QNJUjaXqLIWAqp0k3fCd6a42PdhtyZLlUfdSVZ8880xxE78uqP5yt912i04cqiNVt7xc6rr6pNh0Mr399tujEfvqdaIrJwVDLpqdtG3btlFAXnDBBdEkiEmWrkZUWKrKIp+GTTXE9+nTJ5qTSz2g1BMqaQEZmjhvoh08/OCofeTmt26u3q5/p38a/aWRbXbfZvaLZ35hM76qqk5V+8aj0x+tfqwa6W97+7ao+qpeqCfkiSearbee+nyHpUWnCwK1lZXD4OKaKiJA0nT38OWXVfWGCol8Fj1SY3xdNuAWm04Yd911V3QC0ZX2jTfemPEEqwZcdX2ujwbcuqDpOjTyWoGw44472vDhmXv4KBDVJ14BqWVb33mnfhpwi0VTxGtUuI5fo8QV+Jmo2kH14k2aNLGLL77YFiyoux6BdUHtIwqTNIVCmsJCdxSXvnKpHfjYgdG2Bz54INpHATJs+rCqBvP6pjEzal9J3c3a1KlhadFopL8uCjWzQbmpqACpSSFRyYse6Qpb6z3ohLLDDjuk7rSrbrVL2YW0LmgW4/SgUvVOe1cDwVJ0AlXAaLt6HWULmHKh0eEKegW+Ro2nB5UqEBWM+j0VlOnfv9zVDJC0hcsX2roD143+f+nKpfb2/NUv/uqdxp61b2/2/e+rr31YWmuqZtV7qzvtcrT6u1gh0iFR6YseabEZrQ2Q7vevNoRSD2IrNoWFfj+NyFVgHn744dEdmAJS2wuZSDDJNKhUo8U1qFRjnvR76g5MVXM1FxCqBOEdyOyvZ9tlr15mPx7+4//tlBT6Hqnr66676sMYlro98sgjURWmunqXq4oPEKn0RY/kiSeeiKq0NDVKbabRSKJ0gGg8hwaV6kv305/+NJrqQ9vLrXouF40a10SJ+j3VKSBTFWW5q9kGkv5RA3ki7joySU+BcvDBmWfzLZDm0FO3a82KUFcDWutDgwiQSl30qKFIB0g4CWB6e6UFSEMQVmGp19YVr11hhz5+6CrbE0Wj+jX1SefOVY3sTpoFWR1EVHNQ7hcHDSJApNIWPWpICJDKEwaILP52cXUbSGKpKnGttWxh9+5hSV406aYGCGu6orpe4rg+rP4uVohMIREueoTyQIBUnjBA5i2dZ1e9fpXtN2y/VbYn0cJ777VfNWoUTYJaCHXd1lgs9aZLr3JZ7hpUgKiqseaiRygPBEjlCds/Wvy9hR036jj7cFFpppsplNri9Nm75557wqKMNMpcnVzqYpR5KVVsgKByECBIIg1YVS+5XF3INXZLg3k1APSNN94Ii8saAYLEI0CQRBpzpWW4NeHpyy+/HBZX0yqS5TjKPB8ECBKPAEFSaeyOZhLQ3Gta+CmkyVA1yrzs15LPokEEyNSpc+2++4o7VTjqDwFS2W5/+/Zo6pJypVkDdt9992jGbC0Ml6Y53fT5vOWWW2rsXVkaRIBoqVatx43yRIBUts6jO9tRI48KN5cVzfqghZq0fIA+l0OHDo3uPDQtTSUjQJB4BEhl0+JT7R9pH24uO5oZQVPsqKuuRplriepyHmWeDwIEiUeAVLYbJt5gLQe1DDeXJTWU6zOpRnMFSqUjQJB4BEhlu+/9+6I1QZatXBYWlR3NEL3++utHc9Kp2245TtFeCAIEifdNKih6poJichAg1dsJkLI2ZtaYaDDhR4vKe4Cdlh7QuBBNza5pSjQjti5wTjvttIqYtiQTAgTJlwqK1DdRi2Zk3k6AlLV3F7wbBciLs18Mi8qK1m3R4mc1J0jUHYjuRLRmj9awrzQECJKPAKloS75dEgXIwx8+HBaVDa0YqbuNTOu2aOqSffbZJ2oX0fT8ldSwToAg+QiQirfRvRvZTZNuCjeXBa34qQkStYZLNitWrLDLLrss6tqrlSU///zzcJey1CAC5M47n7YDDrgm3IxyQYBUvEuu3tkeG/TbcHNZ6NOnT7RSZj7LDauX1uabbx6trvnUU0+FxWWnQQRI7969ozcNZYoAqXw/+YnZySeHWxNv9uzZURvHJZdcEhZlpancjzrqqOhuRMvZlvOiUgQIko8AqXy//KXZQQeFWxNPEyVq/Xp1KS+UpjhRu4gWl/rggw/C4rJAgCD5CJDKd/nlZttuG25NNPWq0l3E3XffHRblTdO7q+fWBhtsYPffX37ttAQIko8AqXy3327WtGnVqm9lQD2pDjjgAGvfvn00rXttfPXVV9GdjHpxdevWzRYvXhzuklgECJKPAKl8w4ZVvZdz54YliaTp2XXCf+6558Iit8GDB9tGG20U9eh6/fXXw+JEIkCQfARI5Xvttar38s03w5LE0fK0W2+9tZ1wwglhUa1NmzbN9t1336hX14033pj4MSMNIkCuv/5623LLLcPNKBeLFmUOivR2Xb2ivM2ZY7bmmmYvvBCWJM7VV19t6667rk2fPj0sKgqNGfn9738fta8cfvjhUU+vpGoQAfLJJ5+kzjGcZMra3/9utnBhuDX7dpQfreiX8CtunUu0hO2VV14ZFhXdmDFjbIsttrDNNtvMRo4cGRYnQoMIEAAohpNPPjmqzVDDd32YO3euHXPMMda4cWObN29eWFxyBAgA5OGFF16wRo0alaS7bTjKferUqda5c2dr0aJF1AVYPcJqzsOlBv5s4soKVbxnAoAKpa66e+65p+23334lb9h+//33o2qtvn37RlVqWpP9+eeft06dOlXvExcScWWFKt4zJVBSUhpFMnmymSasa9as6kf//9Zb4V4oRwl/bwcMGBA1ar/66qthUb075ZRTop6lceLOX3FlhSreMyVMklIaRaCpHjbd1OymmzQBUdXPzTdXbSvTaSDwXwl/b3Xu0LlEC0QlgY5FU8THiTt/xZUVqnjPlDBJSmkUQdeuZtdcE25Vn0qzbt3CrSgnCX9vNeFhs9Rd0WeffRYWlYRWPVy6dGm4eRU6f8X9FEvxnilhkpTSKILU+2kffhhurdr2ve+FW1FOEvzeqiZDEx5qLFlSFOvcpmo5DbBu3bq1DR06NNgrP9lfpcwlKaVRBI0bm2V6P7/5Rm92uBXlJMHvrbrQbrvttrZs2bKwqGRUu5Ir0OLOX+myCy+80ObMmWNjx461li1bBnvlJ/urlLkkpTSKoFWrxF6lopbyfW//+Eeziy82e/jhzPsX2ahRo6LzwL/CGRBKTHdFWpDq5ptvthkzZkRtNOpirJUO0/I5t6W9+OKL1q5du1W25Sv7q5S5JKU0iqBLl+z15KpDR/nK973Vv9u21Zez6qdFC90imPXqZabelfPn/2/fWtJ0IjqpHnrooWFRIkyZMsWOP/54a968edTD9MADD7QRI0ZUl+dzbkv/f9OmTW306NE19shf9lcpc0lKaRSBBlIpwNU7p2ZPHW17771wb5STQt9bBYVOltdea3bssWabbPK/UNlhh6pA6tfPbNw4W5mpaiwPt956azT6+60EdSWuCxrT8uyzz1qbNm3CorxkP4NWgKSkNIpk0iQzXQCsv37Vj7pkl8HsrchDbd/badPMhgwx09KyBxxgtt56UaDc2KRJNADw/PPPt0GDBtk777wTPnI1mjJk4403tu7du4dFFaVX6s5Na4+oqk5V/h7Zz6CoVtuUBlDPVq40mzjRnrvzTjvzzDNt1113jS4E9aM1Nzp27BjNePvoo4/a559/vspDFRwKEM1DVclUO6Pfc7vttrPHHnssLM4LAZJDMVIaQOnpe6wLwT59+kQ1E5rpNh0qWt9Ds1acffbZ0YhzVWEhNwIkh2KkNIBkmjVrVrTUQ8+ePaMGc02WqEDRtEfqfVXb5WorHQECACnLly+PqrfUg7NDhw5RkOjCsX///vU2fXu5IUAAwNQT+MkoNNIN7RMmTLCuXbtGy8uqFqJHjx42c+bM4FENGwECAClqbN95553DzVE1l6q4FCIKky5dutj48ePD3RokAgRAg6eBg5tssknsUrWqxrrtttts++23j+5UDj744KgXV0NuJyFAADR4zzzzTBQKEydODItWo8BQw7sCRI9RoChYvv7663DXikeAAGjwNPZDDeaFUlWWqrRUtaWF6y677LKoyquhIEAANGi6o9C0R2rn8NJ0SWpk16wXmv5dje9vvPFGuFvFIUAANGiaI09VUePGjQuLCrZkyZJoEKLuZvSc6g6s8WOlXke9rhAgABq0iy66KBqJXsyTvO5qNBBR8+8pSNq2bWt33HGHfaM1TgJTp06NRsGrCkxz9mkQo7oUp+U7Z18plPbVAaCEFBoKD4VIXXnttdfs5JNPjha5U08vNcCnadZwTZHUt29f++STT6JZw59//nnrpMkk/ysuJOLK6kNpXx0ASkjVVjoJqxqrrn366afRBI4jR46s3qZR7717966x1+riQiKurD6U9tUBoITU8K0G9FKN5SjWyqmlUtpXB4ASUmN3Kdf9ULXW0hyLXikk4n5KqbSvDgAlokGDOgFrEGGpcAcCAGVI05aoUVvTmJSK2kCuv/76cPMq4kIiXTZgwADbfPPNrXXr1jZ06NBgr7qT/cgAoIJp4kRNoFhK6oWlNhitO6TBiOqFpQb9I7S873/lEyAXXnihzZkzx8aOHWsttZZ8Pcl+ZABQoTRlu06+NcdblMqUKVOiFRI1il3jQDR2ZMSIEdXl+QRI2osvvmjt2rVbZVtdyn5kAFChrr322mjxKC0iVSkUJk2bNrXRo0eHRXWGAAHQ4LRv3966desWbi5rGhSpNd/btGkTFtUZAgRAg/Lhhx9GV+s1R4SXu169etnixYtt1KhRUc+u+kKAAGhQ+vTpY82aNcs4L1W5UiO8VkzUuBZN3lhfCBAADco+++xjJ554YrgZDgQIgAZj7ty51qhRI3v44YfDIjgQIAAajJUrV9qQIUNKOniwkhAgAAAXAgQA4EKAAEi0cLR1TXFlqHv89QEkWlxIxJWl5VoyFn65//oAUEJxIRFXJvksGQu/+L8+AJRYXEjElUk+S8bCL/6vDwAlppCI+4mTz4JN8Iv/6wNAicWFRFyZ5LNkLPzi//oAUGJxIZEuy7YiH3cgdSv7OwMACZBPgGRbkS+fJWPhl/2dAYAEyCdA0sIV+fJZMhZ+2d8ZACgjCpNMK/LlWjIWfgQIgIpQihX5GjoCBEDZK9WKfA0dAQKg7JVqRb6GjgABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFz+H+TjbejFFXaJAAAAAElFTkSuQmCC)
PN: 8660-1-T1
CAS: 840521-76-8
Molecule Weight: 318.22
Formula: C17H27BN2O3
PN: 8H60-1-A3
CAS: 1197171-76-8
Molecule Weight: 261.13
Formula: C14H20BNO3
Melting Point: 158-160 ℃
TSCA: Not listed on TSCA inventory