![3-[(4-Methylpiperazin-1-yl)carbonyl]benzeneboronic acid hydrochloride](data:image/png;base64,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)
| Product Number | 8H60-5-33 |
| Purity | 98 % |
| CAS | 957060-92-3 |
| MDL Number | MFCD09027254 |
| Molecular Formula | C12H18BClN2O3 |
| Molecular Weight | 284.55 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-5-33
CAS: 957060-92-3
Molecule Weight: 284.55
Formula: C12H18BClN2O3
![3-{[2-(Diethylamino)ethyl]carbamoyl}benzeneboronic acid hydrochloride](data:image/png;base64,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)
PN: 8660-5-18
CAS: 957061-01-7
Molecule Weight: 300.59
Formula: C13H22BClN2O3
![3-{[4-(2-Hydroxyethyl)piperazin-1-yl]carbonyl}benzeneboronic acid hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABRhAAAUYQHdlSPMAAACdnpUWHRtb2xTb3VyY2UAAHichZVrb5swFIb/isXnxdgGAomSVFmqSZPaVWo7ad8mhzgpEpcKaC7/fq9xLkAYhCTHPn4fsDnHx7OHYxKTvcqLKEvnFqfMIioNs02U7ubW7/cfo8B6WMxCiCBMi7n1UZafU9s+HA40/FCJPGYpDbPEMuPTYxE1NAeHZvnOFoxx+8/z01vFjKK0KGUaKlBFNC0q51MWyrKaxX8eYScy30epbeR2ku/N3f4Kpr+MHouNdVvLCmNLoGQbxYpsszyRJdkLRvFl38hOpSqXpdqQ9Qluh7pY+2L2/JiFX4lKSzT1HaJQxm9l/hXCkWSxCr9wMzR+Ps6thAOQZZYs81yeiG5pt+RECiIdIl0iPSLHRPpEBkROiOQMP4xzCDgUHBIODYeIQ8Uh49AJ6ARHLGKlJ/N++lRYUUxeyArXr9r/6uy7XN/Rf8F7FXML68SHuNStGY/6juNfjE/Z2Hcv5uzsBM69szJAD2uZYMz1L+bs7JQYp0VOt3n5GAk8MqZ8AuNRV8A4NAgqwzkMp54Pw2jAbr3z2IiBx7sbwc3qtu13KHONDXi971HH0xYTEDeLkNrXmC5m6yzd1Jok2sytNQKjJa9qW2A5VbAtkuUblWML6RtoaR0QTUCnRj/gNAGdSP2A2wR02vUDXhPQSdoPjJuATul+wG8CegP0A0ETqLZLPzG5W/UQocdbs+J8AGmF2+zfKyM6GdHBDCQJbwXd1Icrs+xkWnE39WSAaYXe1J8BphV9U68GmFYCmPo2wAQd72CImXQ8ZyDVRCsNTM0dYNp5MDE1+p6xa1XDvpwaaN6dKHbtuLFxyC7+Aa0dKVSE22zMAAA4Z0lEQVR4Xu3dC5yWc/7/8c4qooOsFJtC5Bgq5dRBbApLpeyibKViWW0WiVgJLVFOv9KBFCHJsZRDDSsqSQfpgIoOUrOVjlNNn/98rvt/XXPPt3tm7vua6565Dq/nPq4H7u/nvmfmnp3v+76u7+EqJQAAuFDKfAAAgGQQIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgGC8Fi6VKRPH5EGDUQOPVSkcmWRk04S6d071pafUqViR0GSqQEihr8IhMNjj4mULZvb0ZuHtg0ZYj4rJplwSKYGiBj+IhB8w4bFOvfSpUW6dxeZM0dk+3aRnTtF5s4V6dEj1qY1w4ebz04uHJKpASKGvwgE288/i1SoEOvcx441W3Npm9Zo7S+/5G1LJhySqQEihr8IBNu998Y69o4dzZaDdegQqx0wIO/jyYRDMjVAxPAXgWBr3DjWsU+fbrYc7MMPY7VNm+Z9PJlwSKYGiBj+IhBs1arFOvbMTLPlYJs2xWpr1Mj7uB0OyRwAHPxFINjKlYt17Pv2mS0H27s3VqvPiWeGREEHAAd/EQg2L89ACpJMDRAx/EUg2OwxkBkzzJaD6TiJ1jZpkvfxZMIhmRogYviLQLD17x/r2Dt1MlsOpjO1tFZnbsVLJhySqQEihr8IBNuaNSLly8c695dfNltzjRsXq9F1ILp2JF4y4ZBMDRAx/EUg+J54Ita562rznj1jq891FfquXSLz5oncfHPuSvQnnzSfnVw4JFMDRAx/EQiHhx8WKVMmt6M3D20bPNh8Vkwy4ZBMDRAx/EUgPJYsie28e+KJsZ14K1WK/XuvXrG2/CQTDsnUABHDXwQAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAgnXUxYr57I6NFmCwCPECAIp6FDY+s2krlTIQBXCBCEEwECpB0BgnAiQIC0I0AQTgQIkHYECMKJAAHSjgBBOBEgQNoRIAgnAgRIOwIE4USAAGlHgCCcCBAg7QgQhBMBAqQdAYJwIkCAtCNAEE4ECJB2BAjCiQAB0o4AQTgRIEDaESAIJwIESDsCBOFEgABpR4AgnAgQIO0IEIQTAQKkHQGCcCJAgLQjQBBKP+YEyHs5AfI1AQKkDQGCUHojJ0Ba5gTIgwQIkDYECEJpaE6AlMoJkI4ECJA2BAhCiQAB0o8AQSgRIED6ESAIJQIESD8CBKFEgADpR4AglAgQIP0IEIQSAQKkHwGCUCJAgPQjQBBKBAiQfgQIQokAAdKPAEEoESBA+hEgCCUCBEg/AgShRIAA6UeAIJQIECD9CBCEEgECpB8BglAaMGCAFSBnn3227N+/32wG4AECBKHUq1cvK0D0OP300+XTTz81SwAUEQGCUMrKypKbbrpJqlSp4gTJNddcIz/++KNZCsAlAgShtnHjRunevbuUKVPGCpFDDjlE7r33Xtm+fbtZCiBFBAgiYf78+XLBBRc4ZyPHHHOMvPTSS3LgwAGzFECSCBBEysSJE+W4445zgqRJkyby5ZdfmmUAkkCAIHJ27dolDz74oFSuXNkKkdKlS8sNN9wga9euNUsBFIAAQWT9/PPPct111zlnI4ceeqgMGjRIdu/ebZYCSIAAQeR9/vnncs455zhBUrduXZk0aZJZBsBAgAA5srOzZcyYMfKHP/zBCZIWLVrIt99+a5YC+P8IECDOtm3b5K677pIKFSpYIVK2bFm5+eabZdOmTWYpEHkECJDAypUr5corr3TORqpWrSpPPvmk7N271ywFIosAAQowY8YMadiwoRMkDRo0kKlTp5plQCQRIEAh9u3bJ08//bRUr17dCZK2bdvKsmXLzFIgUggQIEmZmZlyyy23SLly5awQKV++vPzzn/+ULVu2mKVAJBAgQIoWL14srVu3ds5GatasKS+88II1kwuIEgIEcGnKlClSv359J0jOOussmTVrllkGhBYBAhSBbhv/6KOP5tk2vlOnTrJq1SqzFAgdAgTwwIYNG6Rbt27OtvEVK1aU+++/X3bs2GGWAqFBgAAemjt3rjRv3tw5G6ldu7aMHz/eLANCgQAB0mDChAlSp04dJ0iaNWsmc+bMMcuAQCNAgDTZuXOndRmrUqVKVojotvFdu3aV9evXm6VAIBEgQJqtXr1arr32WudsRAfcH3nkEWsAHggyAgQoJhkZGdKoUSMnSOrVqydvvfWWWQYEBgECFCNdbDhq1Chr8aEdJK1atZJFixaZpYDvESBACdi6dav069fP2TZet0fp0qUL60cQKAQIUIKWL18u7dq1c85GdMNGICgIEMAHdDW7BkiNGjXMJsC3CBDABz7++GMrQE488USzCfAtAgTwAQIEQUSAAD5AgCCICBDABwgQBBEBAvgAAYIgIkAAHyBAEEQECOADBAiCiAABfIAAQRARIIAPECAIIgIE8AECBEFEgAA+QIAgiAgQwAcIEAQRAQL4AAGCICJAAB8gQBBEBAjgAwQIgogAAXyAAEEQESCADxAgCCICBPABAgRBRIAAPjBr1hypVu1sOffcP5tNgG8RIIAPzJ69Uho0+JdceukQswnwLQIE8IE5c9bKOeeMlKuvfs1sAnyLAAF8gABBEBEggA8QIAgiAgTwAQIEQUSAAD5AgCCICBDABwgQBBEBAvgAAYIgIkAAHyBAEEQECOADBAiCiAABfIAAQRARIIAPECAIIgIE8AECBEFEgAA+QIAgiAgQwAcIEAQRAQL4AAGCICJAAB8gQBBEBAjgAwsWbLACpHPnSWYT4FsECOAD2dkH5LXXFsu3324wmwDfIkAAAK4QIAAAVwgQAIArBAgAwBUCBCgBOuNKj1atxsmOHVlms8WuAfyKAAFKgB0OeowYMc9sthAg8DsCBCgB8QFy4YVjZcuW3WYJAQLfI0CAEmCHwx13TLP+OXTobLOEAIHvESBACbDDYfnyzXLuuSOlWbPRsnHjjoQ1gF8RIEAJiA+He+75yPr3QYMy8q0B/IgAAUpAfDisXr1FGjd+QZo0GSVr1mxNWAP4EQEClAAzHB58cKb13/37f5xvDeA3BAhQAsxwWL9+u5x33ihrPETHRRLVAH5DgAAlIFE4DBnyX+ux22+flm8N4CcECFACEoXDpk07pXnzMdbj9v1BzBrATwgQoATkFw7Dh39lPd6jxzv51gB+QYAAabR3b7ZMnrxUxo9fmOfx/MJh69bdctFFLzrtZs26db/LM8/MkYULf83zOFASCBAgTTIyVlv3ONcQ0MHxnTv3Om2JwsE2cuTX+QbIuHHfOq93//2fHrT4EChOBAjgsZ9+2iK33vqBEwC64+7bb3+fpyZRONh0d159TqIaPUMZMOATp+2CC8bI6NHzJStrf546oDgQIIBHtm3bI48//oU0bTrK6tz1n/rf+rjX9N7p118/2QmSK654VT766EezDEgrAgQoouzsAzJp0nd5zhr0DETPRNJJv+477yyTNm1edr5uz57vOutIgHQjQIAimDt3nXTuPMnpwHXM47PP1phlaaWXvHT2li5E1O9Bt0UZPPizhFvEA14iQAAX1q7dJnfeOd0JjosvflFefnmh7NuXbZYWm59/3iZ9+37ofE8tWrwor7yyqES/J4QbAQKkQGdSPfvsHGv7dfvT/kMPZUhm5i6ztMTMmbNWOnV6wwmSa655Xb744mezDCgyAgRIwoEDIu+9t1wuu2y80zHrYr/vv99klvrC/v3Z8vrrS6Rly5ec7/e226ZaO/8CXiFAgELoor0bb5zidMTt2r0i06f/YJb5ks4A0z22dKt4/d51Zpje/fD337PMUiBlBAiQj/XrN8ndd79pLdrTzvf888dYi/z27Nlnlvrejz/+T/r0ed8Jwdatx1kr5PVMBXCLAAEMu3fvlkGDBskf/nCm/PGPN8rZZz9nLd779dftZmngzJy5Sq66aqIVIg0bDpRWrXpLRsZ/zTIgKQQIEOeNN96QunXrSqlSpaRMmQpyySU9Zf78VWZZoOn+XC++OD8nQG6WKlVOsn7Wjh07yqpVq8xSoEAECJBjwYIFcvHFF1udqR5HH320jB07Vg7o6HlIbdyYKTfd1CMnKMtYP3PFihXlvvvukx072F8LySFAEGmbNm2Snj17StmyZa1OtEKFCnL33XfLtm3bzNLQmjdvnjRv3twJz9q1a8v48ePNMuAgBAgiae/evTJ06FCpWrWq03FeeeWVsnLlSrM0MiZMmCB16tRx3o/zzjtP5syZY5YBDgIEkTN16lRp0KCB01E2bNhQPvroI7Msknbu3CkDBw6USpUqWe9N6dKlpWvXrrJ+/XqzFCBAEB3Lli2Ttm3bOsFRvXp1eeaZZ2TfvuBNy0231atXS+fOnZ33qkqVKjJ48GDZs8f7nYURXAQIQm/Lli3St29fKV++vNUZlitXTm699VbJzMw0S2HIyMiQRo0aOUFSr149mTx5slmGiCJAEFr79++XkSNHypFHHul0gK1bt5YlS5aYpShAdna2jBo1SmrWrOm8jy1btpRFixaZpYgYAgShNHv27DwD5PXr15e3337bLEMKtm7dKv369bNmqul7qtN/L7jgArMMEUKAIJRuvPFG53LVY489JllZ7P3kleXLl0ubNm2ccGZcJLoIEITS448/bnVu7du3N5vggY0bNzoBsmuXf7ayR/EiQBBKusZDOzfdogPeI0CgCBCEEgGSXgQIFAGCUCJA0osAgSJAEEoESHoRIFAECEKJAEkvAgSKAEEoESDpRYBAESAIJQIkvQgQKAIEoUSApBcBAkWAIJQIkPQiQKAIEIQSAZJeBAgUAYJQIkDSiwCBIkAQSgRIehEgUAQIQokASS8CBIoAQSgRIOlFgEARIAglAiS9CBAoAgShRICkFwECRYAglAiQ9CJAoAgQhBIBkl4ECBQBglAiQNKLAIEiQBBKBEh6ESBQBAhCiQBJLwIEigBBKBEg6UWAQBEgCCUCJL0IECgCBKFEgKQXAQJFgCCUCJD0IkCgCBCEEgGSXgQIFAGCUCJA0osAgSJAEEoESHoRIFAECEKJAEkvAgSKAEEoESDpRYBAESAIJQIkvQgQKAIEoUSApBcBAkWAIJQIkPQiQKAIEIQSAZJeBAgUAYJQIkDSiwCBIkAQSgRIehEgUAQIQokASS8CBIoAQSgRIOlFgEARIAglAiS9CBAoAgShRICkFwECRYAglAiQ9CJAoAgQhBIBkl4ECBQBglAiQNKLAIEiQBBKBEh6ESBQBAhCiQBJLwIEigBBKBEg6UWAQBEgCCUCJL0IECgCBKFEgKQXAQJFgCCUBg4caHVuTZo0MZvgge+//54AAQGCcOrRo4fTwTVr1kzmzJljlsCFvXv3ypNPPilHHHGE9d6WLl1a9u3bZ5YhIggQhNLOnTvl6quvlooVKzodXdeuXWX9+vVmKZI0depUadCggRPMdevWleeff94sQ4QQIAi11atXy7XXXut0elWqVJFHHnlEsrKyzFLkY9myZdK2bVvnPaxevbo888wznHmAAEE0ZGRkSKNGjZxOsF69evLWW2+ZZYizZcsW6du3r5QvX956z8qVKye33nqrZGZmmqWIKAIEkZGdnS2jRo2SmjVrOkHSqlUrWbRokVkaafv375eRI0fmeZ9at24tS5YsMUsRcQQIImfr1q3Sr18/qVChgvPJuk+fPrJ582azNHJmzZolZ555phMc9evXlylTpphlgIUAQWQtX75c2rVr53SW1apVk+HDh0fy2v6qVaukU6dOecaKHn30UcaKUCACBJE3bdo0Ofnkk53O85RTTpHp06ebZaG0Y8cOue+++5zZamXKlJFu3brJhg0bzFLgIAQIILH1DU899ZR1FmIHSfv27WXFipVmaWiMHz9eateu7fy8zZs3l7lz55plQL4IECDOpk2bpFevXlK2bFmrU61R43R55JHXcj6ph+dSzoIFK+Tii9s7wVGnTh2ZMGGCWQYUigABEli4cKFcckl7Ofroy6RhwwekTZuX5e23v5fs7ANmaWBs2rRTHnhgppx0Ut+cYGwmlSpVtrZ80UWXgBsECFCAadO+kSuueFXOOWekdfz1r5NzPsEHa3wgK2u/jB27QC68cKz1M5x11nC55ZbhsmbNWrMUSAkBAhRCO+AxY75xOmA9+vf/WDZs2G6W+s6nn66SK6+c6Hzff/nLZJk/n+1c4A0CBEjSb7/tlIEDZ8q558Y64+bNx8jIkV/L7t3+m/a7cmWm9O79nhMcl1wyTqZMCfYlOPgPAQKkaPHijdK16xSnc7788ldk2jR/zNbaunW3PPro59KkySjrezvvvFHy1FNfyvbt4ZkEAP8gQAAXDuR8kH///eXypz+Nd4Lkb397R5Yu3WSWFov9+7Nl4sTF0rLlS873849/TJM1a7aapYBnCBCgCHbu3CvPPTdXmjUbbXXajRu/IP/+9yzJzCy+myx9+eUv0rHj605wdOjwusye/YtZBniOAAE8sG7d7/Kvf81wOvGLLnpRxo37VvbuzTZLPaNnF3fcMc35mnr28eqri62zEaA4ECCAh77+ep106TLJ6dT//OeJkpGx2ixz2lu1GpfvIkW7xqT1w4Z9aY1v2Gc9gwd/Jlu27DZLgbQiQACP6UynyZOXSuvW45wQ0DOF+BlQ9uN6jBgxL+7ZuRIFiA7g66JGu+3mm9+TFSu4PwdKBgECpMnvv2fJ0KGzpWnTUdbZwp49udN94wNE15ckOntIFCCvv77EekwXN37yyU952oDiRoAAaaYLDlet2pLnsfgzE/2nBo0pUYDs25ctCxf+ai1uBEoaAQKUADscli/fbC1M1FlcGzfuSFgD+BUBApSA+HC4556PrH8fNCgj3xrAjwgQoATEh8Pq1VusmVS6ejx+4R8BAr8jQIASYIbDgw/OtP5bN2nMrwbwGwIEKAFmOKxfv92aqaXjIToukqgG8BsCBCgBicJhyJD/Wo/dfvu0fGsAPyFAgBKQKBz0joG6Rbw+rjetSlQD+AkBApSA/MJh+PCvrMd79Hgn3xrALwgQoATkFw56Pw/diNFuT1QD+AUBApSAgsJB73JIgCAICBCgBBQUDrrbru7SW1AN4AcECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAf2LZtj3V72nHjvjWbAN8iQAAfmDt3nTVl9+qrXzObAN8iQAAfmDNnLQGCwCFAAB8gQBBEBAjgAwQIgogAAXyAAEEQESCADxAgCCLPAqTUyFLWUZDCan7c9qP0nd1Xzph0hlR9saocMvoQ+eMrf5TmbzeXgfMGypL/LclTX9jrAUFBgCCIPOt9k+nMC6oZunColBtVzqnJ74iX6DEgiAgQBJFnvW8ynXl+NU8tesp6vPTI0tJ1ZlfJWJ8hW7K2yJ79e2T19tUy+9fZ8tD8h+TUN07N87z8Xg8IGgIEQeRZ75tMZ56oZs32NVJ+VHnr8QkrJ+RpK0yi1wOCiABBEHnW+ybTmSequWfOPdZjf/3kr3keT0ai1wOCiABBEHnW+ybTmSeqafxWY+uxT9Z9kufxZCR6PSCICBAEkWe9r92ZJ3PEq/5SdeuxzD2ZeR5PRqLXA4KIAEEQedb7miFR0BHPnnm1L3tfnseTkej1gCAiQBBEnvW+yXTmiWo4AwEIEASTZ71vMp15ohrGQAACBMHkWe+bTGeeqMaehXX9p9fneTwZiV4PCCICBEHkWe+bTGeeqMZeB6KLCCf+MDFPW2ESvR4QRAQIgsiz3jeZzjy/micWPmE9riFy06yb5LMNn8m2rG2SlZ1lBYyuRB80f5CcNum0PM/L7/WAoCFAEESe9b7JdOYF1Ty24DEp+0JZpya/I16ix4Ag+uqrn+S00wZJu3bPmU2Ab3nW+ybTmRdWs3LbSrlj9h1y+qTT5fAXD7d24z3ulePk/HfOlwe+fkC++993eeoLez0gKD77bL7UrHmxNG2a+o4MQEmh9wV84OOPP5ZSpUrJiSeeaDYBvkWAAD5AgCCICBDABwgQBBEBAvgAAYIgIkAAHyBAEEQECOADBAiCiAABfIAAQRARIIAPECAIIgIE8AECBEFEgAA+QIAgiAgQwAemTZtmBchxxx1nNgG+RYAAJezNN9+Uo48+2gqQSpUqmc2AbxEgQAlZuHChtGjRwgoO+zjmmGPMMsC3CBCgmG3atEl69eolZcuWtUKjQoUKcu211zIGgsAhQIBisnfvXhk2bJhUq1bNOeNo3769rFixgkF0BBIBAhSDDz/8UE4++WQnOE455RSZPn26024HyAknnBD3LHhp69at8sMPP5gPowgIECCNli9fLu3atXOCQ88+hg8fLvv27ctT9+qrr1rt5cqVk5dffjlPG4omOztbRo8ebV0q1Pe4R48e8r///c8sgwsECJAG+mm3X79+TqelwdCnTx/ZvHmzWWpZunSpU6vHeeedJ3PmzDHLkKLPP/9czj77bOd9tY8aNWrIc889J/v37zefghQQIICH9NPuqFGjpGbNmk5n1apVK1m0aJFZepCdO3fKwIEDram8+rzSpUtL48aNrTESpGbNmjXSpUsX53dw2GGHycMPPyxvvfWWnHTSSc7jp512mnzyySfm05EkAgTwSEZGhjRq1MjpnOrVq2d1WKmaP3++9Vz7dSpWrCiDBw+WPXv2mKUwaAg/8MADeUL4xhtvlHXr1jk1Opnh8ccflyOOOMJ5j//85z/Ljz/+GPdKSAYBAhTR6tWrnWm4elSpUkUeeeQRycrKMksLlKhjq1q1ap5Amjx5svk0/H86jnTsscc671fTpk3lq6++MsscGzdutMZDypQpY9Ufcsghcs8998jvv/9uliIfBAjg0r6cT7sjjEtOXbt2lfXr15ulhXrvvfesKbx252dfWkl0Saxly5ZJXRKLiq+//lrOP/985/3RxZjjxo2TAwcOmKUJffPNN3LhhRc6z69Vq5a8+OKLST8/yggQwI0JE+TbOnXklpwOp3LO0axZM1eD3t9//71cdtllTueV3+BuqoPyUfDrr7/K3/72tzxnEAMGDJDt27ebpUl57bXX5I9//KPzu9Dxp9mzZ5tliEOAAKmYO1ekefOcv5xS1vFm7doyY/x4s6pQOo30H//4h5QvX94JhNtuu63Q6aXJTgsOM700OGTIEDn88MOd96FDhw7y008/maUp27Vrl/z73/+WypUrO699/fXXyy+//GKWQggQIDkbNoh06yY5H3dj4VGxosh990n2jh1mZYH0zOL//u//5Mgjj3Q6qDZt2ljTeFNR2MLEsHrnnXesxZb2z33GGWfIzJkzzbIi08D461//6nydQw89VB566CHZvXu3WRppBAhQEB0If/RRkSpVnLMO6dRJZNUqs7JQn376qZx++ulOp6RjHu+++65ZljQ968hva5Sw+e677+SSSy5xfk4N4BEjRhx0qc9rX3zxhZx77rnO161bt668/vrrZllkESBAfqZMEalfPzc4zjpLZNYss6pQemnlmmuucTohvfTyn//8J+VZWvnRcZDevXvn2ZzxzjvvlG3btpmlgZOZmSl///vfrUt8+rPpJT+99LdlyxazNG10MH3s2LHOlvt6XHTRRbJgwQKzNHIIEMC0ZIlI69a5wVGzpsjIkXr9yawskA7m3nvvvdbgrnY6Otirg746+JsOuj28ztCyO7mjjjrK2sJDZ3IFjZ5d6WQCnVRg/zw62UAnHZQUnd579913OxMZNLB79uwpv/32m1kaGQQIYMv5tCu33CI5H3djwZHzaVf69hVJ8dOufmLVaaQ6ndTu/C644AJrumlx0BtUHX/88c7X1q08PvvsM7PMt3RjSZ3GbH//unL8/fffN8tKjG7IeNVVVznfn67VGTp0qLWOJ2oIEEBnMD3zjEj16rlnHW3biixbZlYWatWXX0qrpk2dzkVvUasL3IqbrlrXrTt0Cw/7e9GtPXSLD7/SjllXhNvfry6ofOKJJ3zbMWvQnXrqqXmC7oMPPjDLQo0AQbR99JFIw4a5wdGggcjUqWZV4dauFbnhBnm1dGlpk/M6Og30wQcftKaFliTdwkO38tBFjtrJ6aJH3epDt/zwC700pCvA7Ut9emlIV4gH4dKQXmp79tlncz57VHeC5E9/+lPOZ4/UP3wEEQGC6PrPf3KDo2pVkSef1P1EzKqC6f5UgwZJzkd963V+zDneuO46Wffzz2ZlidItPXSHX7uT0y0/XnnlFbOsWOmlPl3xbQ5O68rwoEk02H/HHXcU62B/SSBAEF06PTfn067cfLPeZ9ZsLdykSSJ16+aG0Dnn6P7hZpWv6L1Gateu7XTYugXIvHnzzLK00+mxutLb/j50BXgYpseW1HTjkkKAAKn69luRFi1yg+MPfxAZM0b3cjcrfWnHjh3Wlh+6y692cjo77Kabbkrb7LB4iRbo6cpvrxfo6aVD3S9MN5/UKbh6OdE89OxHd0vWOq+//ttvv10sCx5LGgGC8NDV3H36xMYxcjomqVxZ5KSTRHr3jrUVlZ6l6NmKnrVocFSoIHLXXSIBXW+h61M6duzodHK6PuWxxx7zbH1KPO2gNSg0MOyvp0Hi1RYhusWLbjqp247Eb4WfyqELO7t162YFyyoXC0VN+j7q+5mOLVf8ggBBOOT8oTode6JD24YMMZ+VHB0X0fERHSexX++KK0RWrjQrA0k/GZ955plOJ6efnPUTtFf00pS5SaFewioq7YgHDRokDRs2dF47/tCw0p9LLylpMOjRvXt359/1cT0ziN/3Kv7QFehPPfWUbNBtbIpAz+z0DM/e9FHP/PQMUM8Eg44AQfANGxbr1EuXlpweQkR3xdUdWXWmkW5+2KNHrE1rhg83n12wadNiZzT6XD10xtaMGWZV4Ok1er1WH79Hl3awek3fLR0M10Fx+/V0sNyLbdJ1z6/4cQY9dPBa7/9xV84ZoW6NH38DqWSsXbvWCs2+ffta62bsWWt66Kywzp07y7d66bIIdKwpftt5HYvSMakgI0AQbDrbSS8laec+dqzZmkvbtEZrk7lssny5yOWX5waHrhF5+unYmpEQ01lDOnsofpdgnV2ks4ySpdNvdRquvbWKVzdq0o0UzzrrLKcD1k7+4osvtoLP623tNYB0DUr8HSb1uDzn/xNFvReLzn6Lv/GVzo4r6MZXfkaAINjuvTfWwXfsaLYcrEOHWO2AAWZLrq1bRf75z9gqdK3VVem6Ot3jDsrvdB2DrmewOzld56DrHQraNl4X/Gmna94qVhcIFoVuX6I7FtuvqZeA9F4oK4vpEuLcnLPYq6++2jkr0VDV/bj0Hi1uJXPr3SAgQBBsjRvHOvpktjL/8MNYbdOmZkuMdo7HHZd71qH7YS1ebFZFiq6s1hXWduetK691BbZJtxpJpi4VellNZ0vZZ0P6T73EpLeiLQm65X78vVh0qxq9a2RR6M4AukOA/Zq6c4DuIKA7CQQBAYJgq1Yt1tknc4lFZ1FpbY0aZksuHe/QcQ7diRcWPbPQvZ7i78+ue0HpmUWiOyoWdqaSDL3PfPx4waWXXlqiGynG00tp9l5jepnu/vvvL/I6D92rTMde7J9XX1/3NPM7AgTBZm98mEyHpbOptFafg5Tp2IbuPmuPbeisIntmkZuxkvzorDD7Hif6iVx3FPYb3Wk5fj2LXu4r6qwq3TVZf1bdRdl+XT3L0SnKfkWAINi8PgNBofQ+GHoPeLuTa9WqVZFma8WbMGGCs126DmD7ufNUY8aMcRZk6iywTW52NDDofVz0fi52OOutjv2KAEGw2WMgyUyt1XESrW3SxGxBinQcwg4QrzaMfPrpp52B6iuuuKLIn+iLS0ZGhnN5T28t7EWIKHsKtN4C2a8IEARb//6xUNDbzBZGZ2pprc7cQpF4HSD6Sd4Oj1tuuaXIYwrFTW/mZW8K2STnA4oX4WfPghupNzPzKQIEwab3t7Cn3Ba0KGvcuFiNrgPx2U65QeRlgEyaNMkZV9HpuUGlIWKfiWjnX9QQJECA4vDEE7Fw0NXmPXvGVp/rKnTt2HSnWd2/yl6JrluSoMi8CpDFixc7+2PdcMMNgbz9bjy9nGWPiejsrKIgQIDi8vDDImXKxEIi0aFtgwebz4JLXgSIDhbba0f0en9Rp/76hV6O059Jz6qKsk6EAAGK05IlsZ13TzwxthNvpUqxf+/VK9YGz3gRIH/5y1+s59eqVavIGxb6jT3FV6fhalC6QYAACKWiBsjUqVOt5+pUVb3sEza6TsRebKjbnrhBgAAIpaIEiM5Qqlu3rvXcIA+aF0ZXrOvPqIss3WzASIAACKWiBMhDDz3kXLoqyoaEQWDvnaW7+KaKAAEQSm4DRAPD3qZEbzUbdrpCXy/T6RoXXcGfCgIEQCi5DRC9g6A+p379+qGZdVUY3Qpef2a9KVUqCBAAoeQmQHRXX3ujwCicfdjmzJlj/cw6rTeV2WYECIBQchMgU6ZMsep1y/esrCyzOdTsOxvqPdaTRYAACCU3AaL3ENF6P+8umy56p0b92c8991yzKV8ECIBQSjVAdDGdfWfB+fPnm82hp7eqtbdnX7VqldmcEAECIJRSDZB3333Xqj322GPNpsiw7zj40ksvmU0JESAAQinVALn99tut2m7duplNkaH3c0/lPSBAAIRSqgFyxhlnWLV6x8Goslem6xTmZBAgAEIplQDR9R72bWr9fovadPr555+t90DHQnbv3m02H4QAARBKqQSIhobWaYhEZfFgIgcOHJDKlStb74XeB6UwBAiAUEolQOxLNw0bNjSbIse+lDd58mSz6SAECIBQSiVARowYYdVphxh19uaKzz//vNl0EAIEQCilEiCPP/64VXfttdeaTZHTpUsX670YMmSI2XQQAgRAKKUSIAMHDrTqunfvbjZFTo8ePaz3Ipn7pRMgAEIplQC58847rboobmFi0vdA34t+/fqZTQchQACEUioBwhlILs5AAEReKgHCGEguxkAARF4qAWLPwmrbtq3ZFDn2LKznnnvObDoIAQIglFIJEHsdyKmnnmo2Rc6ZZ55pvResAwEQWakEyLJly6w6XYm+f/9+szkydCX6oYcear0XixYtMpsPQoAACKVUAkS3L7HvBbJixQqzOTLWrl1rvQe6F1Zh75kiQACEUioBok477TSrduLEiWZTZLz//vvWe3D88cebTQkRIABCKdUAufXWW63anj17mk2Rcdddd1nvwfXXX282JUSAAAilVANEB421tl69emZTZDRt2tR6D0aNGmU2JUSAAAilVAMkMzNTypYta9V///33ZnPobd68WcqVK2f9/MmOAxEgAEIp1QBRbdq0ser79+9vNoWevRYmlS3tCRAAoeQmQMaPH2/VH3vssZKdnW02h9pFF11k/ewPP/yw2ZQvAgRAKLkJkJ07d0qVKlWs57z77rtmc2itXLnSmrpbunRp+eGHH8zmfBEgAELJTYCo22+/3XqODihHRe/eva2f+ZJLLjGbCkSAAAgltwHyyy+/yCGHHGI9b8aMGWZz6Oj7VKlSJevnnT59utlcIAIEQCi5DRB18803W88799xzQz8W0rdvX+tnPeuss8ymQhEgAEKpKAGiZyGHHXaY9dxkdqUNKp2ubG/hohtKpooAARBKRQkQZd8jpGrVqvLrr7+azaFw2WWXWT/jpZdeajYlhQABEEpFDRDdYPH000+3nq8dbdguZY0ePdr62fQMZOnSpWZzUggQAKFU1ABR8+fPdwbUBw8ebDYH1vLly51t2x988EGzOWkECIBQ8iJA1PPPP2+9hm5zkuosJT/StS6NGjWyfqbzzz+/SPc/IUAAhJJXAaI6d+5svY4OrM+dO9dsDgwNiyuuuML6WapVqyarVq0yS1JCgAAIJS8DZPfu3c5WH0ceeWRgN1vs06eP9TPoZbmZM2eazSkjQACEkpcBorZs2SJnnHGG9Xo1a9YM1JmITgCww0O3K5kwYYJZ4goBAiCU4gNk06ZNZrMrGzZscEJEL2cFYUxEZ5PdcMMNTng8/fTTZolr9ljKk08+aTb5BgECIGV6xmAHSO3ateXll182S1zZunWrczlL75+hu9f6dYqvBp79veokgDFjxpglrixYsMB5XT10NbtfESAAXLnvvvvkqKOOcjq68847T7766iuzLGU6JtKlSxfndXWdiN8WG2ZkZEitWrWs70+n7E6aNMksSdlvv/1m3fLXvvGWriFp27atbN++3Sz1DQIEgGs6bXXgwIHOhoF6GefGG2+UdevWmaUp021O7HUiumJd/7ukz0b0DEnHO3R7dv2+TjrpJFm8eLFZlpK9e/fK0KFD5YgjjnBC86qrrkpp6/eSQoAAKLLVq1c703H10DEMXRy4Z88eszQl33zzjZx22mnO6zZu3LhEdvHVsY4XX3xRjjnmGOd7ue6662Tbtm1maUo++OADK4Ts1zz11FPl448/Nst8iwAB4JnPPvvMGfzVo169ejJ58mSzLCXaeeveWfYGjHro/UT0plQHDhwwyz2VlZUlY8eOlfr16ztfu27dujJ16lSzNCU6VdmeZaVH9erV5dlnn7V+1iAhQAB4Si8zjRo1Ks/4SMuWLWXRokVmaUp0F99evXpJhQoVnNetU6eOdY91r9eO6DYrt912m9SoUcP5Wro48KGHHpIdO3aY5UnTyQd33HGHs0uvThT4+9//LpmZmWZpIBAgANJCxwvuvPNOp8PXwWG9O9/mzZvN0pSsXbvWurNh/BmJHnq2o4PQEydOlGXLliV9dqKBpwGk92zv1q2bdc/2+NfVINTgKMrlKl2lPmLECGuhpP26eofC7777ziwNFAIEQFqtWLFC2rdvn+eT/LBhw4p8uUYXMGqn36ZNG2dQO/7QT/k6ptCiRQvp2rWrFQ7du3e3/qn/rY9ru54FJHquDmRPmTLFGuQuCl2Vbq9v0eOEE05wdX8QPyJAABSLDz/8UE4++WSnI9V/18e8oJeG3nzzTbnlllusQfdEoVDQoYGh28vrZSsdW/n999/NL5Gyn376STp06OB8jcMPP1wee+wxa1wlLAgQAMVGzzr07EPPQuyOVc9O9CzFS/ZlqbffflteeuklGTRokLW1un3oAkV9XM8EtC7Zy13J0HUbAwYMcKYg69nRTTfd5Lu1LF4gQAAUOx0H0fEQe9GcjpPoeImOmwSVhpCuyI+f6qtbus+bN88sDQ0CBECJ0ZlZOkPL7nB1wFpncJX0gsFU6Qp8XYlv/xw6EP/KK6+YZaFDgAAocbpWRGdR2R2wriXRNSV+pyvudeW9rsDX71tX5D/wwAPWCv0oIEAA+IKuWtfV6/HTc3V1u65y9xv9XnUcJf571f271qxZY5aGGgECwFfWr19/0Kd63W/LL5/qdbbX8ccf7wTH2WefHYizpXQgQAD40pw5c3w1rrBw4cKDxmtGjx4duPEaLxEgAHxNZzbpPUfsjru4ZzbpDbMSzRgrysr0sCBAAPie7j+l9x+pWLGi1Ynbayv0pk7pUlxrVoKMAAEQGKtWrZKOHTs6HXq6Vnebq+ZPOeWUQNxit7gRIAACR/eXOvPMM50OXrdb11XnRbV8+XJp166d87p69jF8+PAi79sVVgQIgEDSHW5HjhyZZ4fb1q1by5IlS8zSQukK+H79+jk7B+teWnrnwaLuHBx2BAiAQNONFPv27ZvnHhu33nprUvfYsO9dUrNmTSeEWrVqVeR7l0QFAQIgFPQeIOZd/p555pl8Lz9lZGQcdPfEt956yyxDAQgQAKGi9xlv0KCBEwx6z4+PPvrIadeV7ddee63TXqVKFU/u3x5FBAiA0NGbQA0dOlSqVq3qBMXll19u3bFQV7brf+tKd72xlK58hzsECIDQ0kWAGhr2IkD7aNasmbXSHUVDgAAIvQULFjgh0r9/f7MZLhEgACKhVq1aVoB8+eWXZhNcIkAARAIB4j0CBEAkECDeI0AARAIB4j0CBEAkECDeI0AARAIB4j0CBEAkECDeI0AARAIB4j0CBEAkECDeI0AARAIB4j0CBEAkECDeI0AARAIB4j0CBEAkECDeI0AARAIB4j0CBEAkECDeI0AARAIB4j0CBEAkECDeI0AARAIB4j0CBEAk1GqREyCn5gTItwSIVwgQAJFQ676cALk9J0BWESBeIUAAREKt8TkBMjInQDYSIF4hQABEAgHiPQIEQCQQIN4jQABEAgHiPQIEQCQQIN4jQABEAgHiPQIEQCQQIN4jQABEAgHiPQIEQCQQIN4jQABEAgHiPQIEQCQQIN4jQABEAgHiPQIEQCQQIN4jQABEAgHiPQIEQCQQIN4jQABEAgHiPQIEQCQc98pxVoB8velrswkuESAAIuH1H1+Xe+feK/sP7Deb4BIBAgBwhQABALhCgAAAXCFAAACuECAAQklnXMUfZV4oI3Um1JHLp10u/93wX7McLhAgAELJDJD4o/TI0vLmT2+aT0GKCBAAoWSHhU2n7/6w7Qe5ZsY11uOnTzo9rhpuECAAQskMENuvu361Hq8wqoLZhBQd/O4CQAjkFyAbd220Hj9m/DFmE1J08LsLACFgBohewvrp95+k00edrMf/8cU/4qrhBgECIJTMgXP7OPzFw+Wur+6SrOws8ylIEQECIJTM4Ig/Gk1uJJ+u+9R8ClJEgAAIJfMS1oGc//22+zd5Z/U7Un9ifSk3qpzMWj8r7hlIFQECIJTMAIn3xa9fWG0XvnOh2YQUJH53ASDgCgqQ7Xu3W21VxlYxm5CCxO8uAARcQQGiW5loW/WXqptNSEHidxcAAuL7Ld9L7897y6srX83zeKIA2bR7k7y7+l1rDETbOn/cOU/7si3LpNvMbmxzkiQCBEAgbcnaYq3lKD+qvBUGLd9rmafdDpD8Dr1H+qrfV+V5zvDFw512fb2FmQvztCMvAgRAoOiCwBFLR8iR4450OvtL3r9EVmxdkafODAw9Ko2pJA3faCh3fnmnNSPLtGvfLqtNtznR+rIvlLXObjbv3myWQggQAAEyc91MOWPSGU4gnDDxBGtartc0jNpPa+98nWovVZNhi4fJvux9ZmmkESAAfE+3IOkwo4PToetq8iHfDkn7avLpv0yXU14/xfm6J79+snz4y4dmWWQRIAB8S6fbDpg7QA4ZfYjVgetNof4262/WjrrFRc86dGxEz0LsIGk3rZ0s37rcLI0cAgSA/xw4IB/MH2ftmGt32ue/c758velrs7LY6DhIn8/7WCvY9fvRcZJ+X/aTrVlbzdLIIEAA+MtXX4k0bSpDL4kFx7GvHHvQFN2StChzkTVDyw62muNqypilo3IyL9ssDT0CBIA/rFsncuONIqVL5/RMpeSXWpXk1fcfkJ37dpqVvjD5p8lSb2I9K0T+3KeU/NimkUhGhlkWagQIgJK1Z4/Iww+LHHaYFRzW0aWLyJo1ZqXv7Nm/R4Z9NVheblMl93vv3Flk9WqzNJQIEAAl5803RY4/PrfzPftskc8/N6t8L3vDepGuXZ2zJ6lUSWTgQJGd/jx78goBAqD4LVwo0qJFbnAcdZTI6NE5PXHAxxHmzBE577zcn6tOHZEJE8yq0CBAABSfzZtFevUSKVs21sFWqCDyr3+JbNtmVgbb+PEitWvnBknz5iLz5plVgUeAAFFld24FKaxm6VKRPn1EGjQQOfRQkcqVRU46SaR371ib6dJLc1/ziitEVuTdfiRUduwQue8+kYoVYz9vmTIi3bqJbNhgVuZK9f20FfZ7UsnUpMjbVwMQHMl0KAXVPPZY7plEokPbhgw5+DkaItOn5308zFatEunYMfd9qVJF5IMPzCp376etoN+TLZmaFHn7agCCI5kOJb+aYcNij+ugcffusWv/27fHBo3nzhXp0SN3QHn4cPPZ0TRrlsiZZ8bek3//O29bUd/P/H5P8ZKpSZG3rwYgOJLpUBLV/PxzbOxCHx87Nm9bPG3TGq395RezNZr27xdZsEAkK24PLy/ez0S/J1MyNSny9tUABEcyHUqimnvvjT2ml2UK06FDrHbAALMFNi/ez0S/J1MyNSny9tUABEcyHUqimsaNY48lM47x4Yex2qZNzRbYvHg/E/2eTMnUpMjbVwMQHHaHkswRr1q12GOZmXkfT2TTplhtjRpmC2xevJ/m76ugw0PevhqA4DA7loKOeOXKxR7bl8TNlfbujdXqc5CYF++n+fsq6PCQt68GIDiS6VAS1XjxiRm5vHg/E/2eTMnUpMjbVwMQHMl0KIlq7Gv2M2bkfTwRva6vtU2amC2wefF+Jvo9mZKpSZG3rwYgOJLpUBLV9O8fe6xTp7yPJ2IvoNOZRkjMi/cz0e/JlExNirx9NQDBkUyHkqhGt1kvXz72+Msv522LN25crEbXLehaByTmxfuZ6PdkSqYmRd6+GoDgSKZDya/miSdij+vq6J49Y6ulddX0rl2xTQNvvjl35fSTT5rPhqmo72d+v6d4ydSkyNtXAxAcyXQoBdXoTaB0g0C7xjy0bfBg81nIT1Hez4J+T7ZkalLk7asBCI5kOpTCapYsie0Ue+KJsZ1j9UZK+u+6Zbu2ITVu38/Cfk8qmZoUeftqAIDIIEAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuPL/AEFzNQciLdV2AAAAAElFTkSuQmCC)
PN: 8H60-5-30
CAS: 957060-95-6
Molecule Weight: 314.57
Formula: C13H20BClN2O4
PN: 8660-1-V3
CAS: 850567-31-6
Molecule Weight: 236.08
Formula: C11H17BN2O3
![3-[(2-Pyrrolidin-1-ylethyl)carbamoyl]benzeneboronic acid hydrochloride](data:image/png;base64,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)
PN: 8660-5-20
CAS: 957061-03-9
Molecule Weight: 298.57
Formula: C13H20BClN2O3
PN: 8660-1-W8
CAS: 237413-05-7
Molecule Weight: 221.06
Formula: C11H16BNO3
![3-[(N-Ethyl-N-methylamino)carbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-48
CAS: 871333-07-2
Molecule Weight: 207.04
Formula: C10H14BNO3
![3-[(2-Morpholin-4-ylethyl)carbamoyl]benzeneboronic acid hydrochloride](data:image/png;base64,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)
PN: 8H60-5-31
CAS: 957060-89-8
Molecule Weight: 314.57
Formula: C13H20BClN2O4
TSCA: Not listed on TSCA inventory