![3-{[2-(Dimethylamino)ethyl]carbamoyl}benzeneboronic acid, pinacol ester](data:image/png;base64,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)
| Product Number | 8660-1-T1 |
| Synonyms | N-[2-(Dimethylamino)ethyl]-3-(4,4,5,5-tetramethyl-1,3,2-dioxaborolan-2-yl)benzamide; 3-({[2-(Dimethylamino)ethyl]amino}carbonyl)benzeneboronic acid; pinacol ester |
| CAS | 840521-76-8 |
| MDL Number | MFCD05865086 |
| Molecular Formula | C17H27BN2O3 |
| Molecular Weight | 318.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
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
PN: 8H60-1-9S
CAS: 914397-31-2
Molecule Weight: 287.17
Formula: C16H22BNO3
PN: 8660-1-Z9
CAS: 832114-07-5
Molecule Weight: 275.16
Formula: C15H22BNO3
PN: 8660-1-Q4
CAS: 188665-74-9
Molecule Weight: 247.1
Formula: C13H18BNO3
![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
PN: 8H60-1-08
CAS: 1004294-80-7
Molecule Weight: 259.11
Formula: C14H18BNO3
![Diethyl({[3-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methyl})amine](data:image/png;base64,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)
PN: 8H60-1-B3
CAS: 1260900-80-8
Molecule Weight: 289.23
Formula: C17H28BNO2
Melting Point: 107-112 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900