| Product Number | 8H69-1-V1 |
| Synonyms | 4-[(3-Boronophenyl)sulfonyl]morpholine |
| Purity | 98 % |
| CAS | 871329-60-1 |
| MDL Number | MFCD07363748 |
| Molecular Formula | C10H14BNO5S |
| Molecular Weight | 271.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-1-V1
CAS: 871329-60-1
Molecule Weight: 271.09
Formula: C10H14BNO5S
PN: 8H69-1-23
CAS: 871329-74-7
Molecule Weight: 285.12
Formula: C11H16BNO5S
PN: 8669-1-22
CAS: 871329-58-7
Molecule Weight: 257.11
Formula: C10H16BNO4S
![4-[(Morpholin-4-yl)sulfonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8H63-1-Z9
CAS: 486422-68-8
Molecule Weight: 271.09
Formula: C10H14BNO5S
![4-Methoxy-3-[(morpholin-4-yl)sulfonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8669-1-28
CAS: 871333-02-7
Molecule Weight: 301.12
Formula: C11H16BNO6S
![3-[N-(2-Hydroxyethyl)sulfamoyl]benzeneboronic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABt9AAAbfQGy4oulAAACM3pUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXP14QQCrQqnXqbTjppu0nrTrpvpxTSDqkkE9C3f38OjLa0HBQqW7Yfm8ROZg/HbAt7lRep0RHh1CGgdGySVG8i8vv9xygkD/NZjEEYqIuIfJTl55Sxw+FA4w+VyaPRNDYZqf3TY5G2Yg6CmnzDXMfh7M/L87JiRqkuSqljhVSRTovK+GxiWVZf8Z8SLJP5PtWsDmdZvq+z/XUd+zr0WCTkspZH9C0QhXW6VbA2eSZL2LsOxdf5BhulVS5LlcDqhGZBPVz7fPbyZOJdpnSJqs2QxnK7LPNdjIbMbFW8w2So/HyKSMYRkKXJFnkuT2A1a5YcpAtSgPRAjkH6IAOQIcgJSO7gH/0cAzhGcAzhGMN93PetsoXfT58qIq/wiM8vWMIr1HrzfLcW3Dg3IvjJDmZ0qe8HXiM4FUIEjRjZ9foCnWFwsXYSuC34a8SoSdDIOpjACQuH1AswJqCBDfUp91GMqZigEDQc3wmXCo6C07Fnczc1HBoEl5IXb2UdfUG1F7eanfd6PlsZnVypkCYRWXFSNeFNrQv3qw8ETJ6oHEfbJrCh14DbBmzX+gHRBmyP+wGvDdiJ6AfGbcDOzxlwuwD/Dgj6geAOCPs/KWwDdpLPwKILmLSBau77Cetvta46JwPMbburczXA3HS8PocDjLhb/yDidZQZmBR+0/n6ahhg/A7G72LY1YFhzUWG6t0lx65uQIb3/vwfaGXHXAs61AkAADt+SURBVHhe7d0HmBRV9vfxEcmIOQIiIGBgZXUVUQRBMesqKCAYwYCIGNBV0DWgKKZVV0VZQEUkCKKCEUGykjHxFwEFBREECRIkh/PO6Xk71O2Znq7qrpqq6u9nn/sszj3dPdM09zdVde+tPAEAwIE88wsAAKSDAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBACybedOkcGDRdq0EalVS6RSpYKmf27dWuStt0R27DAflSwvL97SYbc+Q968CgDkiilTRI45xjqYF9bq1i2oTcVuINitz5A3rwIAueD990XKlSsYwEuVEunYUWT6dJENG0Q2bhSZNUukc+eCPq3R2pEjzWeJsxsIdusz5M2rAEDYzZ8vUrFiPBhGjzYr4j7/XKR8+YJaPbW1YIFZUcBuINitz5A3rwIAYde0aXzw7t3b7E3Wp0+8vlkzs7eA3UCwW58hb14FAMJs9uz4wK3XNnbvNiuSaU3itRJ9DpPdQLBbnyFvXgUAwqxbt/jA/fjjZm/RtDb6uO7dzV77gWC3PkPevAoAhNkZZ8QH7kmTzN6iaW30cU2amL32A8FufYa8eRUACLMqVeID96pVZm/RVq6MP65qVbPXGgh2mwe8eRUACLPojCpt27aZvUXT2ujjKlQwe5NDwU7zgDevAgBh5kWApMNufYa8eRUACLMjjogP3G6dwkqH3foMefMqABBm2biI3rix2Ws/EOzWZ8ibVwGAMHM6jfeJJ+KPYxovAOSgmTPjA7cuDkxnIeGePSLHHht/HAsJASBH6Smo6OCt25QUp2/feL1ug1IYu4Fgtz5D3rwKAITdvHkFM6l08NZZWWPHmhVxEybEa3UDRt2IsTB2A8FufYa8eRUAyAUjRoiULVswgOuW7Z06FZze0q3cN20qOE3VpYvI3nsX1OiuvboFfFHsBoLd+gx58yoAEGQTJ4pcconIXXcVf31DZ1bVqWMdzAtrWjN5svloK7uBYLc+Q968CgAE0c8/i1xxhXVgnjPHrEqmt6vV29a2aiVSs2bBaSptNWoUPB+3tAWAkNLTTf/+d/zugtFWr57IX3+Z1TmLAAGAKJ1aq0cHiZsjaqtcWaRXL5Ht281H5DQCBADUjBkiDRtag2OvvUTatxdZscKshhAgAHLd8uUi111XEBaJ4XH66SKzZpnVSECAAMhNuhOubjuyzz7W4KhWTWTQILMahSBAAOSed98tmB2VGBy6+O+hh7hIbgMBAiB3fPedSLNm1uDQ1rq1yC+/mNUoBgECIPxWrxa55Zb4CvBoO/FEe9uvw4IAARBeuljvv/8VOeAAa3AccohIv37FrypHSgQIgHD67DPrdunaypQRuftukfXrzWo4QIAACJeFC0UuvtgaHNouuqigD1lDgAAIhS35RxVf33OPrI3uhhttehQyerRZjiwgQAAE2u7du6V///5y7iGHyIP5gfFFNDj231/khRfS27QQjhAgAAJr8uTJctJJJ+XnRZ5Uym9X5Lf+e+8ta3XGlc68gqsIEACBs2TJEmnTpk0kOBLb9c2ayfJvvzXL4RICBEBgbN68WR5++GGpUKGCJThq1qwpI/RugPAUAQIgEAYPHizVqlWzBMc+++wjPXv2lG26rxU8R4AA8LVZs2ZJo0aNLMGx1157ybXXXiu//fabWQ4PESAAfOn333+X9u3bS6lSpSzh0bBhQ5k+fbpZjhJAgADwle3bt8uTTz4plStXtgRHlSpVZODAgbJH7xoIXyBAAPjGyJEj5eijj7YER7ly5eSBBx6QTXqfcvgKAQKgxH3//ffSvHlzS3Bou/zyy+Xnn382y+ETBAiAErN27Vrp3LmzlC5d2hIc9evXlwkTJpjl8BkCBIDndu7cKS+//LIceOCBluA4+OCDpU+fPrJr1y7zIfAhAgSAp7Zs2ZJ0gbxMmTJy5513yrp168xy+BgBAsBTY8eOtYTH+eefL/PnzzfLEAAECABPfffdd7Hw0AWCCC4CBICnEgNEZ1khuAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgKQIkPAgQAJ4iQMKDAAHgme3bt8tdd90VC5D69eubJQgQAgSAJz744AOpXbt2LDy0HX/88WYZAoQAAeCqefPmybnnnmsJDm0aJj/88INZjgAhQAC4Yt26dXL77bdL6dKlLcHxt7/9TcaNG2eWI4AIEABZtWvXLnnllVfkoIMOsgSH/rd+XfsRDgQIgKzRIws9wkgMDj0C0SMRPSJBuBAgADK2aNEiadGiRdJ1Dr32oddAEE4ECADHNm7cKN27d5dy5colXSDXWVcINwIEgG179uyRAQMGyOGHH24Jjn333VeefvrpyHoPhB8BAsCWqVOnSoMGDSzBUapUKbnhhhtk5cqVZjlCjAABkJZly5bJ1VdfnXSdo3HjxjJnzhyzHDmAAAGQ0tat2+Sxxx6TSpUqWYKjevXqMnToULMcOYQAAVCkjz+eLSee2EJKl46HR8WKFeWRRx6RLVu2mOXIMQQIgCQLF66Rm2/+UOrV6yHVql0h++xTJxIe7dq1k6VLl5rlyFEECICYdeu2Ss+ek6VBg35y8sl9I6127dvlnHM6ypdfTjfLkeMIEACyc+duGTToO2nadEAsOLSde+5b8v7738nu3XvMhwAECJDrvvhiqbRsOcwSHKed1l9efHGG/PUX6zlQNAIEyFG//PKn3H77p5bg0Na162fy668bzHIgCQEC5JiNG7fLc89Nk4YN+1uCo1Wr4TJjxjKzHCgSAQLkCL2O8d57P0jz5gMtwXHWWW/KsGH/J7t27TYfAqREgAA5YM6c5dK27QhLcJx6an956qkvZP36rWY5kBYCBAix5cs3yr33jk26ztGp00eyaNFasxywhQABQmjz5h3yyiuz5PTTX7MEx6WXvi0TJvxilgOOECBAiOzZo9uPLJQLLhhkCY4mTd6QN974Rnbs4DoHsocAAULk8ccnW4LjlFP6So8eE2X16s1mKZAxAgSwKXGATkdx9eaAv2DBarPEItXztW79TqyvQ4dRMm/eH2YJkDUECGBTqgG8MMXVJ/Zr69z5E7PEItXzffPN75EjjtGjfzK7gKwjQACbUg3ghSmu3gwQbTNn/maWxRT3fIBXCBDAJrsDeHH1Znhou+aa9yIXxAtT3PMBXiFAAJvsDuDF1Sf2N2r0euzPY8YsMksjins+wCsECGCT3QG8uPrE/v/+d3rszy1avB3ZZt1U3PMBXiFAAJvsDuDF1Sf267YiZ545IPbfw4d/b5YX+3yAVwgQwCa7A3hx9WZ/v35fxf5bb+i0ZcvOlPVASSFAAJsSB3C7rTBmv25Dcs458R1zNVBS1QMlhQABbDJDwU4rTGH9Q4bMjX1NtyHRe5WnqgdKAgEC2GR3AC+uvrD+7dt3yUUXDYl9/dlnp6asB0oCAQLYZHcAL66+qP6RI+fHvq73KNet2VPVA14jQACb7A7gxdUX1a93EGzZclis79//Hp+yHvAaAQLYZHcAL64+Vb8uJoz26UaLCxeuSVkPeIkAAWyyO4AXV5+qX7czueqq92L9Xbp8krIe8BIBAthkdwAvrr64/i+/XGqpKa4e8AoBAthkdwAvrr64fnXjjR8khUeqesALBAhgk90BvLj64vqV3ufDDI9U9YAXCBDAJrsDeHH1xfVH3X77pwQIfIUAAWyyO4AXV19cf5TOwNKZWOnWA24jQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAPrBjx26ZMOEX+eOPzWYX4FsECOADTzwxJbIw8IILBkXuAwIEAQEC+ECHDqNiq8vXrt1idgO+RIAAPkCAIIgIEMAHCBAEEQEC+AABgiAiQAAfIEAQRAQI4AMECIKIAAF8gABBEBEggA8QIAgiAgTwAQIEQUSAAD5AgCCICBDABwgQBBEBAvgAAYIgIkAAHyBAEEQECOADBAiCiAABfIAAQRARIIAPECAIIgIE8IHbbustTZv+K9LWrdtkdgO+RIAAPtCjR2u56qqjI23DhjVmN+BLBAjgA08/3Ug6dsyLtI0bV5ndgC8RIIAPECAIIgIE8AECBEFEgAA+QIAgiAgQwAcIEAQRAQL4AAGCICJAAB8gQBBEBAjgAwQIgogAAXyAAEEQESCADxAgCCICBPABAgRBRIAAPkCAIIgIEMAHCBAEEQEC+MCzzzaJBchff601uwFfIkAAH5g8uY/cckspeemlC80uwLcIEMAndu/eZX4J8DUCBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQeGPnTpHBg0XatBGpVUukUqWCpn9u3VrkrbdEduwwHxVqO3ZslalTB0jv3v+Ubt2OlNtuqxBp999/lPTq1UDefLO9TJv2pqxZs8R8aHjxOQkUAgTumzJF5Jhj8j9tealb3boFtTlg2bJv5cEH68RWnxfXcgKfk8DJkU8mSsz774uUK1fwD79UKckfDUWmTxfZsEFk40aRWbNEOncu6NMarR050nwWqxUrRCZOzFrbPG2iLP92oixcmL32449TZNu2TVKYP//8Tbp2PTAWDi+8cI7MnfuxrF27NP8X8G2yfv0K+frr96RfvzbSqdPeRQbInj27ZcmSOUmvnWlb8v1EWT9zYtL75LjNnSvFcuNzAtcV/skEsmH+fJGKFeP/4EePNiviPv9cpHz5glo9ZbFggVlR4Jtv4gNNltoP1fKkz7nJv/Vn2rp3ry47dmwxfwIZPPiWWI3+OZU//lgkvXtfYn45YuDAG5NeMxut5+V5MuW45Pcpo9arl/ntx7nxOYEn8swvAFnTtGl8AOnd2+xN1qdPvL5ZM7O3wPDhyYNThs2tANG9rf78c7n5E0Sud0RrMrm+8eSTDZNeMxvNlQBp18789uPc+JzAE3nmF4CsmD07/o9cz1nv3m1WJNOaxHPg+hwmvcjas6dI+/ZZa8u7tpcJz7aPXLTOZps1a6j53UfcemuZ2GBd1GmudCxb9p0MGtQx6XUzbR++3F4WPpD8Pjlut90m8uuv5rdfwK3PCTyRZ34ByIpu3eL/wB9/3OwtmtZGH9e9u9kbCvfcc2gsQHQWVk7jcxJoBAjcccYZ8X/gkyaZvUXT2ujjmjQxe0Ohf/+2sQDp3LmcDB9+pyxaNDVyAT3n8DkJNAIE7qhSJf4PfJWNO+ytXBl/XNWqZm8o/P77fLnjjspJ1x46dy4rPXueFLmwPmfOO4VegA8dPieBRoDAHdGZMtq22fjNWmujj6tQwewNjaVLv5LHHqufFCKJ7a679pcxY56NTNcNLT4ngUaAwB0MDMXas2ePzJs3RgYNulkeeugYueWWvZJCRFu/fldGakOJz0mgESBwxxFHxP+Bc2oiLVu3bpAFCybIe+/dJ/fcc4glRKZPH2iWhwOfk0AjQOCObFwcbdzY7M0ZW7asj+yHFQ2QZ58N6YViPieBRoDAHU6nZz7xRPxxOT49c/HiabEAufPO/czucOBzEmgECNwxc2b8H7gu+kpngZie5z/22PjjcnyB2Pbtm2MBoosPQ4nPSaARIHCPnlqI/iPX7SeK07dvvF63tyjM+vUiLVqI1KiRtfbTaTVk8DU15P77s9cefLC2jBhxj/nd27J69eJYgOj2J6ZvvhkZmcllvnam7eVONWTWOcnvk+PWoIHItGnmtx/nxucEnsgzvwBkzbx5BTNk9B+6zrYZO9asiJswIV6rG+vpBnuFGTgwPnhkqbm1F5a2NWt+MX8CeeGFc+XXX782v2yhs67eeOO62PMMHHiDWZIfHn9Per1sNFf2wrr8cvPbj3PjcwJP5JlfALJqxAiRsmUL/sHrVtydOhWcttAtujdtKjj90KWLyN57F9Tobqy6tXdRli4VqVkzeYDKoLkVILpN++7dO82fINb/9NNnyMSJvSN7WulF8927d8mGDSvl228/kOefPztWd/vt++QfjfxsPk1kjUjivlrZalkPEB3wdRPMVLL9OYEn8swvAFk3aZJInTrJA4vZtGbyZPPRoWMO2KmanlL6+ecZ5lOEE5+TwMkzvwC4Qm9DqrcjbdWq4AhCTz9o03PkV1yRU7cqXbfu1/xfqIfJsGF3RKbnPvRQXbnrrgMiN4/SLU50UWHfvq1l+vS3cm9/LD4ngUKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAD7w/fefySOPHC+jRj1odgG+RYAAPvDcc2dFti7R29rqnQmBICBAAB94+ulGsf2vNm60cWtXoAQRIIAPECAIIgIE8AECBEFEgAA+QIAgiAgQwAcIEAQRAQL4AAGCICJAAB8gQBBEBAjgAwQIgogAAXyAAEEQESCADxAgCCICBPABAgRBRIAAPkCAIIgIEMAHCBAEEQEC+AABgiAiQAAfIEAQRAQI4AMECIKIAAF8gABBEBEggA8QIAgiAgTwAQIEQUSAAD5AgCCICBDABwgQBBEBAvgAAYIgIkAAHyBAEEQECOADBAiCiAABfKBXr0Zyww15kbZhAwGCYCBAAB+47bZG0qxZXqT9+ScBgmAgQAAfaNmykVSvnhdpa9YQIAgGAgTwgUaNGkleXl6krVpFgCAYCBDABwgQBBEBAvgAAYIgIkAAHyBAEEQECOADBAiCiAABfIAAQRARIIAPECAIIgIE8AECBEFEgAA+QIAgiAgQwAcIEAQRAQL4AAGCICJAAB8gQBBEBAjgAwQIgogAAXyAAEEQESCADxAgCCICBPABAgRBRIAAPkCAIIgIEMAHCBAEEQEC+AABgiAiQAAfIEAQRAQI4AMECIKIAAFK2OzZs6Vs2bKxAHnxxRdlz549ZhngOwQIUEJWrlwpHTp0kFKlSsXCI9oaNGgg06ZNMx8C+AoBAnhs+/bt8tRTT8m+++5rCY3CguSaa66RZcuWmU8B+AIBAnjogw8+kNq1a1tColy5cnL//ffLpk2bZMiQIXLkkUda+itVqiSPPfaYbN261Xw6oEQRIIAH5s2bJ+ecc07SEUbLli1l8eLFltrNmzfLI488IhUqVLDU1qhRQ9555x1LLVCSCBDARWvXrpUuXbpI6dKlLWFwwgknyPjx481yi6VLl0rbtm2TQqdp06byzTffmOWA5wgQwAU7d+6U3r17y4EHHmgZ/A866CB59dVXZdeuXeZDivTFF1/IP/7xD8vz7L333nLzzTfLH3/8YZYDniFAgCwbN26c1KtXzzLglylTRu644w5Zt26dWZ6W3bt3y2uvvSaHHnqo5Xn3339/ee6552THjh3mQwDXESBAlixatEguu+yypFNO5557rvzwww9muSMbNmyQe++917JuRFvdunXlk08+McsBVxEgQIY2btwo3bp1SxrU69SpIx9++KFZnhU//vijXHLJJUlhdcEFF8iCBQvMcsAVBAjgkK4Wf+ONN+Twww+3DOL77befPPPMM5H1Hm4bM2aMHHfccZbX19Nld911l/z5559mOZBVBAjgwNSpU+WUU06xDNy6EPDGG2/0fC8rvWCv258ccMABlu/n4IMPlv/973+2LtgDdhAggA26Kvzqq69OOnXUuHFj+eqrr8xyT61Zs0ZuvfXWpCnDf//732XixIlmOZAxAgRIw5YtW+TRRx+VihUrWgbn6tWry9tvv22Wl6i5c+fK2WefnRRyrVq1kl9++cUsBxwjQIBiDBs2TI466ijLYKxB0qNHj0iw+NX7778vtWrVsnzf5cuXlwcffFD++usvsxywjQABivD1119LkyZNkn6Tb9eunfz6669muS/phfxevXpJ5cqVLT9D1apV5a233jLLAVsIEMCgF8FvuummpN1xTz75ZPnyyy/N8kBYsWKFXH/99bLXXntZfqbTTjtNZsyYYZYDaSFAgP9PV3M/++yzkWm4iYPsYYcdJq+//npkNXjQzZw5U04//XTLz6ehct1118ny5cvNciAlAgTI9/HHH0dWcycOrLow8L777ous/g6bQYMGRU5jJf68++yzjzzxxBOybds2sxwoFAGCnDZ//nw5//zzLQOptksvvVR++uknszxU9EL6Qw89FLmwnviz16xZU9577z2zHEhCgCAn6aaGd955Z2TVduLgefzxx8vnn39uloeaTu1t3bp1UoieddZZ8t1335nlQAwBgpyiq7L79OkTWaWdOFjqtusvv/xyZFV3rpo0aZKceOKJlvdFt43v1KlTZJEiYCJAkDMmTJgg9evXtwyQumr7tttui9z4CQXbxvfr108OOeQQy/uk26T897//zemARTICBKH3888/y+WXX550iqZ58+by/fffm+Wu0AvTukJ8xIgR0rNnz8h2KM2aNYu0Y489NnK72mjT/472XXXVVZH7oeutbPV0klf3RdeNGO++++6kU3z6vX322WdmOXIUAYLQ2rRpkzzwwANSrlw5yyB49NFHy8iRI83yrNIV6mPHjo1s866bLprrLzJpeprpnnvukU8//dT1FeW6NfyFF16Y9D1cfPHFsnDhQrMcOYYAQejoNusDBw6UKlWqWAY9XY395JNPurbNuh4dDBkyRM4777ykmU3pNHOfrXSaHiHoPdL79+/v6nRjDatjjjnG8to6zVmDbP369WY5cgQBglCZPn26NGzY0DLQ6Yry9u3by++//26WZ4UuzuvYsWPSAsTEpmF20UUXSdeuXSMX8adMmRKZ/bR06VLz6SL069qv90PXLdn1dJL+1n/kkUcmPXe0VahQIXLKy61TTLrQ8vnnn4/cRjfxdfU2uxpgYVhoCXsIEITCb7/9Jtdee23SqaJGjRrJrFmzzPKs0C3SdaqrOZBr0zBp2bKlvPLKK1m/Q6DeOrdv377Spk2bpNlk0XbCCSdENoF0Y1BfvXp1JDB1hlbia5500kmRYETuIEAQaHpxWi9K6yrqxMGsWrVqMnjwYLM8KzQ49LSROWjrjC69zey7777r2mkyk05LHj16tLRt27bQ02Z60Vs3TXTjplLffvtt5EK/+ZpXXnmlLFmyxCxHCBEgCCyd0aSrphMHLz2N8/DDD8vmzZvN8ozpKTD9rd8cMHWvrKeeesq1U2Tp0msRerrL3JJFm24E6daRmP496Owxr/4e4B8ECAKnqN98dXB34zdfvSiv1y3Mc/8aHHpNwG/3BNGjjaFDh0q9evUs369eC9I7Frpxr3SdQKBHgpUqVbK8pl6zcetIECWPAEFgpDr3PnnyZLM8K/TainlPEB0kdTaXV2synNLg0/Uj5s2wNPj0tJcbUl2Lmj17tlmOgCNA4Hs6++eFF15IOgLQ1dJuzv4ZN25cZIZR4mvqTKqg3RZW14rorsKJiwL1aOT+++935dqI0tlwp556quW909fs0KFDiZ/qQ/YQIPA1/U3Z6/UH+pu7bmueeKRz0EEHyfDhw83SQNFV93oDqcT38swzz4wcNbhB38c333yz0PU4es3Iq4kGcA8BAl/S3XILW/Pg9gpo3etJtxlJfM0GDRoUuV4jaPTn+9e//mU5xaQDvG6z4paidgTQC+1sGx9sBAh86d5777UMNl7swaTXNPQ+IImvqxedw/ib8kcffRTZgTj6c+rpQbfXcCxevDhpTzLdVgbBRYDAl3Rr9eggo3sxub0LrP6WnLgoUE9f6WK9MNNrOYmnB/WIYNSoUWZZ1r322mux19Tb6yK4CBD4ki5+iw4yuhutm3Qxol4LiL6eXmwO+vWOdOnMtsSL3boY0u0Q0V2Fo6+nRyQILgIEvuRVgOiFXl05HX0t3dBQNw7MJTpLK/G2vnok4ubpLAIkPAgQ+JJXAaKzuRKPPMaMGWOW5AS9zpMYInpNxK3b2RIg4UGAwJe8CBBdXR59DZ2VNGDAALMkp+iRSOLpLJ2d5cYUXwIkPAgQ+JLbAaLboSRuPvjoo4+aJTlJr4kkXljXa0PZXmxIgIQHAQJfcjNAdIO/4447Lvb87dq1M0tyms7OSpziq2s4sokACQ8CBL7kZoDcfPPNseeuVauWq3fyCypdJxJdbKhbkGRz7ywCJDwIEPiSWwGiA2H0efWiud5NEIXTFevR90o3YMzWLr4ESHgQIPAlNwJEZxolnt/v1auXWYIEungzce8sXZWfDQRIeBAg8CU3AuTpp5+OPafeK8Pt1e1hoBswRnfx1VNZ2bgpFQESHgQIfCnbAbJ8+fLILrDR5xw/frxZgiLoVvDR903vbJjp9vkESHgQIPClbAeInn6JPl+rVq3MbqSg60MSb0qlfzeZIEDCgwCBL2UzQFauXBnZnkOfS0/HBO2GUH6gdzaM/n3ozsiZHIUQIOFBgMCXshkgeue96HNdf/31ZjfSoHuGJd5jfdiwYWZJ2giQ8CBA4EvZChBd4xG9Fa5eBJ43b55ZgjQNHTo09ndywgknRELFCQIkPAgQ+FK2AuSll16KPc9ll11mdsMG3dKkbt26sffT6caTBEh4ECDwpWwFSMOGDWPPM2nSJLMbNulNtqLv51VXXWV2p4UACQ8CBL6UjQD56aefYttxVK9e3fEpF8StX78+NiFB/9/JNjAESHgQIPClbARIjx49Ys/RvXt3sxsOtW3bNva+9u/f3+wuFgESHgQIfCkbAaLTTaPPMXfuXLMbDiXuJ9asWTOzu1gESHgQIPClTANk2bJlscdrkCB79GL6wQcfHHlvdV3Npk2bzJKUCJDwIEDgS5kGyODBg2OP79y5s9mNDLVp0yb2/n7yySdmd0oESHgQIPClTAPkpptuij1+xIgRZjcylDgbS+8rbwcBEh4ECHwp0wCpXbt25LE6C2vVqlVmNzK0aNGi2N/PiSeeaHanRICEBwECX8okQPTGR9HH6q1r4Q6dGq3vsa7w37p1q9ldJAIkPAgQ+FImATJjxozYY9l51z0XXXRR7H3WUEgXARIeBAh8KZMAGTRoUOyxDzzwgNmNLLn77rtj7/Pw4cPN7iIRIOFBgMCXMgmQhx56KPbYN9980+xGlvTr1y/2Pj/66KNmd5EIkPAgQOBLmQRI4krpadOmmd3IkilTpsTe56uvvtrsLhIBEh4ECHwpkwA599xzY4/l5lHuSZyJdf7555vdRSJAwoMAgS9lEiCnnXZa7LGrV682u5ElOj06+j43atTI7C4SARIeBAh8KZMASbxz3rZt28xuZIlO3Y2+z3qDqXQRIOFBgMCXMgmQo446KvK4smXLml3IMt0LS99rfc/TRYCEBwECX8okQA455JDI4/bbbz+zC1mm77G+1/qep4sACQ8CBL6USYBEj0D0t2O4iyOQ3EaAwJcyCRCugXiDayAgQOBLmQQIs7C8wSwsECDwpUwChHUg3mAdCAgQ+FImAZK4En3q1KlmN7Jk8uTJsfeZlei5iQCBL2USIIl7YQ0YMMDsRpYk3lTKzt8RARIeBAh8KZMASdyN9/777ze7kSVdu3aNvc/vvPOO2V0kAiQ8CBD4UiYBMmvWLAYoD1xwwQWx93nu3Llmd5EIkPAgQOBLmQTI+vXrY4+tW7eu2Y0sqVq1auQ93nvvvbkjYY4iQOBLmQSIOuaYYyKP1Xuir1ixwuxGhubPnx/7+zn55JPN7pQIkPAgQOBLmQbILbfcEnv80KFDzW5kqHfv3rH397777jO7UyJAwoMAgS9lGiDDhg2LPf7mm282u5GhFi1axN7fsWPHmt0pESDhQYDAlzINkJUrV0ZOX+nja9WqZXYjA9u3b5f9998/8t6WL19etmzZYpakRICEBwECX8o0QNSJJ54Ye44ZM2aY3XDovffei72vdlagRxEg4UGAwJeyESDPPPNM7Dm6dOlidsOhSy65JPa+DhkyxOwuFgESHgQIfCkbAfLbb79Fppjqc+j9Knbs2GGWwKbff/9dSpcuHXlP9V4gdk9fKQIkPAgQ+FI2AkQ1b9489jyjRo0yu2HTk08+GXs/O3bsaHanhQAJDwIEvpStABk4cGDseexsOY5kmzdvlsMOOyz2fjq9rkSAhAcBAl/KVoDojKFq1arFnmvSpElmCdL0/PPPx97Hs846y+xOGwESHgQIfClbAaJeeOGF2HOdd955ZjfSoNc6Dj/88Nj7OHHiRLMkbQRIeBAg8KVsBoieetGL6NHn4x4h9j311FOx969p06Zmty0ESHgQIPClbAaIeuKJJ2LPp+tDdu3aZZagCHpXx0qVKmXl6EMRIOFBgMCXsh0gegqmZs2ased86aWXzBIU4aKLLoq9b23atDG7bSNAwsO7AMn/sMRaOuzU79wpMniwiH64dduK/N+WIk3/3Lq1jkYirAEIlGwHiPrwww9jz6lrGHS7E6Q2fPjw2Hum25foOpBMESDhkcbonCV2AkGlWz9liu7dba0vrOl9IbQWgeBGgKjEVdQXX3yx7NmzxyzB/7d06VI56KCDYu9Xnz59zBJHCJDwKGZ0zqLEwTwd6dS//75IuXIFNaVKiejCpunTRTZsENm4UW9NJ9K5c0Gf1mjtyJHms8CH3AqQn3/+WfbZZ5/Ycz/77LNmCaRg+vOpp54ae5+aNGkiu3fvNsscIUDCI8XonGXpBEKi4urnzxepWDEeDKNHmxVxn38uUr58Qa2e2lqwwKyAz7gVICrxnullypTJ/51julmS82699dbYe3TooYdGtoXJFgIkPIoYnV1QXCCYiqvXqYTR/t69zd5kevgdrW/WzOyFz7gZIOqGG26IPX/16tVl+fLlZknO6tevX+y90b3Exo0bZ5ZkhAAJjyJGZxcUFwimVPWzZ8f79NpGOofWWpN4rUSfA77ldoDo2pB69erFXqN+/fry559/mmU5Ry+aRzeg1KbTn7ONAAmPQkZnl6QKhMKkqu/WLd73+ONmb9G0Nvq47t3NXviI2wGifvzxR8sCwzPPPFO2bt1qluWMTz/9VMqWLRt7P6655hpXJhkQIOFRyOjsklSBUJhU9WecEe+zs7eR1kYf16SJ2Qsf8SJA1Oz8I9HEi+o6SysXQ+Szzz6TihUrxt6HSy+9VHbq9HgXECDhUcjo7JLEQLDbTFWqxPtWrTJ7i6bz/qOPq1rV7IWPeBUgSu/pnfibtx6J5NLprAEDBkQmE0R//rPPPtvVECVAwqOQ0dklZijYaabojCpt27aZvUXT2ujjKlQwe+EjN998s0QHmXPOOSdrU0iLMmLECEuInHDCCTlxYf3RRx+N/czR8Ny0aZNZllWDBw+Ovd4ZejYBgVXI6OySVIFQmFT1BEhozZ07N7JVeOKgpu0f//iHTHF5IageiSSeztLZWWGd4rthwwZp166d5T2+8sor8/+J2Pj3ZJMG8rXXXit77bVX7DVr6W4RCKxCRmeXRAdubelIVX/EEfE+TmGFwpo1ayJrD6K3Sy2q6SCnK6TdotdEdN1D9PX01I4uNnTjYnJJmTlzZmTgTnxf77nnHtd+Rg2lxx9/3BLO2vSIT09VIrgKGZ1dooN2tKUjVX02LqI3bmz2ogTohdoXX3xRDjjgAMvgcvDBB0vfvn1l2LBhUqNGDUtfhfyjx4cffjgyFdcNOjsrcYqvNt32JOh7Z+l73atXL8v1jvL5R/PZ2qKkMO+++65lE8voaz700EPy119/meUImEJGZ5dEB25t6UhV73Qar85pjz6OabwlbsyYMXLcccdZBhcd3Lp27Wq5iK0XdHv27GnZUlzbkUceKUOGDEl4xuzRcEpcbKhNNxPUXXyDuBX8+PHj5fjjj7f8PPref/vtt2ZpVuiF8mbNmlleT5vu5rtkyRKzHAFVyOjskrwUgVCYVPX5h+CxPl0cmM4FVj08P/bY+ONYSFhi9Df8xE0No+3CCy+UBSm2mdHtNHRtQuI5dG16IVZPPblBtz0xT73o/USCclMqHaxbt26d9F7rJAU3juBWr14tt9xyi2UxYvQ9mzx5slmOgCtkdHZJXopAKExx9XoKKtqfziF4377x+gzvqAZn9MLtv/71L8tsJ23H5P8S8Mknn5jlRZo2bZploz9tpUqVkg4dOmRlu3GTbsBYWODp7XH9eo/1H374Qdq3b285XaWtbt26kTUf2bZjx47IrYP1KC3x9XShZv/+/V2fRYeSUcTo7IK8YgLBVFz9vHkFM6m0X2dljR1rVsRNmBCv1Q0YdSNGeEYHj9dee81ycVqbDjbPPfdcZPCxSy/4vvnmm3LEEUdYnnPfffeN3H5Vd5PNtg8++CDpfL62Ro0ayahRoxz9HNmmdwts0aJF0lFa5cqV5emnn3blexw9enT+wf2xltfT4Lr77rtl/fr1ZjlCpIjR2QV5xQSCKZ36ESMk/9fZghrdsr1Tp4LTW7qVu85l19MaXbpI/vF0QY3u2qtbwMMzOvVWp+AmDi56ekNPoejpjkzpmoX7778//6+2nOU1ateuHRnUs03vbKj7QyVugRJt+rUu+Z+3GTNmmA9z1f/93/9J9+7dI9OOze9JL1jr7DY31rQsXLjQcrfCaNOvaR/CL8XonGV5aQRConTr9RRCnTrW+sKa1nAO1jM61bZt27axQSXamjZtKt98841ZnrHFixdLy5Ytk15PFyF+//33ZnnG9PqBnrKpWrVq0mtq02myGpJDhw6VFStWmA/PyB9//CHvvPOOdO7cOek3/2jTozsNVjdmjulRhR5dmKci9XvRoxHkjmJG5yzKSzMQouzU62G5zidv1UqkZs2C01TaatQQueKK9G5pq+fO9Ty8C6c+cokOrI888khkqm3i4KJTcXXQc5vONtJV5ImvrWtL9Mhg7dq1ZnnG9FSZrmVo3rx55DqMOZAnDq66bUe3bt3kjTfeiCxQ/OWXX4o8MtCva7/W6ak6PcK4Iv+zbE4vNlvDhg0jM8X0elO26alIvZ5hHn1pWGmYunF6DP6WxuicA3TTuGrVCsLq6KM5zeWQTqnVqbWJg4tOvdW9rNzcW8mk02xfffVVy+1YtR144IHSu3dv1zYJ1Fliep1BZxyZA3s6LXEzQztNJyH06NFDFi1aZH5LWaMzqMyfS09F6oyrbJyKRDARIEq3b6hc2XrUc/bZenLZrEQhdAqtTqVNHFz0Iq5Ouc3mnezsWrdundxxxx1JM5H0t/jP9S6VLlq1alVkEaQOsDrAm4N+Jk2v79x0002RPaXcfn91GrCu3TC/B13joWs9kNsIkKhp00Tq17eGSOnSBfdUX7PGrEa+lWtXSodbOiSdutEptjrV1i90SqtOuTUHwcsuu8zV39oT6XUDDVo9Svv3v/8dGZR1ENamgaCn+KJN/zvap2s4tF7DYtasWZ7tEqyrxHW1uF6ET3zPdBaari4HFAGSSFcY/+9/IgcfbA2SAw8UeemlglNdkO27t8tTE56SfVvtK3m14oOLTqnV8/Vu7amUqY8++kjq1KljGRD1QrBel9ioM/cQoWFVrVo1y/ukiyl1Pys3N1tE8BAghdHf8u66S6RMGWuQHHdc6vUmOWDUL6Ok9tu1Je/Z/IHlhvx2ep6UO6xcZMaP29uAZ4Ne9NbNEffbbz/LAHn44YdHLm77Nfy8oEc4uqYl8X3RU5G6g25RF/uR2wiQVHTB4QUXWENE2z//KfLTT2Z1qM1bN0/O+fgcyeubF28P5EnLp1rK4l8Xm+W+p9cobrzxxqTTb6eccop8+eWXZnmo6ep9XbVuvhc6o8vrNS0IFgIkHR9/LFK3rjVEdAHjvffq/hxmdais3bZWunzZRUr3L20JjxNGnCDjl403ywPnq6++kiZNmlgGTm1XXXWV/Prrr2Z5qOjR2JNPPhlZpZ74s1epUkUGDhyY00djSA8Bki6d4/6f/4jst581SA47TLYNfD3/H1u49vrZuXun9P6+txz45oGW4Dho4EHy6rxXZdee4O1Im8rbb7+dtJJbp9XqHft09XnYjBw5Uo4++mjLz6ur+fWCfRBORcIfCBC7/vhD5Kab4tuj5Lf3TsqTG188Wb74/QuzOpDG/TZO6r1TzxIcZfqXkTum3iHrtq0zy0NDg0LXU5jrMY466qjIlNww0G1PdNGjecSlixR100jADgLEqa+/FjnzTFl8cJ50aRsfaNuNbydLN7l3xzw3LdqwSC4bc5n1Okd+O++T8+SHP38wy0NLT13pKSxzkNVTXV/r33sA6Sp83frEvONj/fr1IxswAk4QIBlaPH64nPvCUZYBt+LrFaXHnB6yZWcwTn1s3LFRus3sJmX7l7X8HHWG1ZEPl3xolucMvZh+8sknWwZcvdCsF9/1InwQ6Kp73dpEV+En/hx6x0e9E2EQb44F/yBAsmDrrq3y2FePSaXXK1kG4OpDqsvQn4aa5b6xJ/9/byx4Qw4fdLjl+95vwH7yzLfPRNZ75Drd/0mn9x522GGWAVinAet0YD/v/zR27NikuxDqqvw777zTswWJCDcCJIuW/bVMrh5/ddIpoMYfNJY5q+eY5SVq6sqpcsr7p1i+z1L98n+7npz/2/WWYPx27SXdnPC+++5L2oFWFybqAkU/+emnn+Sf//yn5fvUdv7558t87oWDLCJAXKCDc4P3GyQNzjdMukFWbsn+9tp2pAq5r1Z/ZZbDoIPzpZdemjQ461YpJT04FxVyehfCj3UqOpBlBIhL9PTQgIUDkk4P7Ttg37ROD5kDfGLTU2V1h9WV6yZeJ5NXpHePE70e8+hXj0auzyQ+l55me3vR22Y5iqGbMRZ1ekg3cfSSnmZ7/fXXCz3N9p///MfXp9kQbASIy/QCdfeZ3aXca+UsA7duB5LqArUZGqlapy86ye4U61CGLRomRw0J9oV+P9IL1C+//HLSBWrdRt6rC9RffPFF0oV+3WZdd+vVG08BbiJAPKJTZFuMaZE0+Hec0tEsjUisSaQL+JZsWhJZ5KcXu6M1L3//sqUu6spxVya9pk41/nVTuFdZe0mnyN52221JU2T1xlYTJkwwy7NCpxq3a9fO8nrazjzzzMBONUbwECAe00V6fxvxt9hgfsCbB5glEUUFSKKBCwfGanRrEZOGjS4AjNac/N7J8uXvubXPk5f01rmFLdLTOxFma5FeqsWOw4cPN8sBVxU9OsE1OrDrdiBnf3R2ZBptYdIJkD+2/hGrKf9aebM7Qo9Mmn/cXF5f8HrK01zInlGjRhW6TcgDDzyQ0TYhen91c7sVveOjbrfi5R0fgaiiRyeUqHQCZPXW1bGaqoOrmt0oQdncqHDOnDnSuHHjpCObq6++WpYtW2aWA54penRCiUonQN768a1YTevPW5vd8AHdKr1Dh8Lv2jh9+nSz3GLlypVyww03JD22QYMGMnXqVLMc8FzRoxNKVFEBoqe/9AJ4n3l9ItdPtP+QgYfIwvULLXXwF72dbVE3azLva65HL88884zsu+++lnq96dWAAQNsHb0AbiJAfCoxQIpqRww6QrpO6yrLN3O3uKAo6naxPXv2jFzH+PDDD5Nuu6vXT7p3785td+E7BIhPmWFRWNPV7Wd9dJZ8tNRfW2kgtc2bN8vDDz8sFSpUsASF+d/aWrRoIYsWLTKfAvAFAsSnEoPC9NfOv2TGqhmR9RzRmodnP2yWweeWLFkiV155ZVJoaKtXr56MGzfOfAjgK8mjE3whVYAkumbCNbG6Ub+MMrsRAJMnT5ZDDz00Ehy6ilxXt+sqd8DvUo9OKDHpBohugBit0/UeCCbd9uS1116TFStWmF2Ab6UenVBi0g0QvRdJtE63NgEAr6QenVBinASIbtgIAF5JPTqhxKQbIHqjqmjd0W8fbXYDgGtSj04oMekGSOJMrC5fdjG7AcA1qUcnlJhUAbJ55+bINN7Erdp1VToLCgF4KXl0gi8kBkhxTW8WNfuP2eZTAICrCBCfMkMisenF8iqDqsiFn14Y2RZeFxYCgNcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgAAAHCFAAACOECABs2brGvNLAFAiCJAAuX7i9ZGFhHdMvcPsAgDPESABUvmNypEAqTa4mtkFAJ4jQAKk4usVIwGi25gAQEkjQAKEAAHgJwRIgBAgAPyEAAkQAgSAnxAgAUKAAPATAiRACBAAfkKABAgBAsBPCJAAIUAA+AkBEiAECAA/IUAChAAB4CcESIAQIAD8hAAJEAIEgJ8QIAFCgADwEwIkQAgQAH5CgAQIAQLATwiQAKn7XEU58qk8OaU3AQKg5BEgAfJ204oyqGGevHsxAQKg5BEgQVKxYv7fWP5fWRUCBEDJI0CChAAB4CMESJAQIAB8hAAJEgIEgI8QIEFCgADwEQIkSAgQAD5CgAQJAQLARwiQICFAAPgIARIkBAgAHyFAgoQAAeAjBEiQECAAfIQACRICBICPECBBQoAA8BECJEgqVSJAAPgGARIkTZoUBMgll5g9AOA5AiRINm4UGT9eZMsWswcAPEeAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAHidzt3igweLNKmjUitWgWLCbXpn1u3FnnrLZEdO8xHJdP1I9GWDrv1AHIOo4OfTZkicswx1sG8sFa3bkFtKnYDwW49gJzD6OBX778vUq5cwQBeqpRIx44i06eLbNhQsKBw1iyRzp0L+rRGa0eONJ8lzm4g2K0HkHMYHfxo/vz4xokaDKNHmxVxn38uUr58Qa2e2lqwwKwoYDcQ7NYDyDmMDn7UtGl88O7d2+xN1qdPvL5ZM7O3gN1AsFsPIOcwOvjN7NnxgVuvbezebVYk05rEayX6HCa7gWC3HkDOYXTwm27d4gP344+bvUXT2ujjunc3e+0Hgt16ADmH0cFvzjgjPnBPmmT2Fk1ro4/Tbd9NdgPBbj2AnMPo4Dd6s6jowL1qldlbtJUr44+rWtXstQaC3QYAhWB08JvojCpt27aZvUXT2ujjKlQwe5NDwU4DgEIwOviNFwGSDrv1AHIOo4PfHHFEfOB26xRWOuzWA8g5jA5+k42L6I0bm732A8FuPYCcw+jgN06n8T7xRPxxTOMF4AFGB7+ZOTM+cOviwHQWEu7ZI3LssfHHsZAQgAcYHfxIT0FFB2/dpqQ4ffvG63UblMLYDQS79QByDqODH82bVzCTSgdvnZU1dqxZETdhQrxWN2DUjRgLYzcQ7NYDyDmMDn41YoRI2bIFA7hu2d6pU8HpLd3KfdOmgtNUXbqI7L13QY3u2qtbwBfFbiDYrQeQcxgd/ExnVtWpYx3MC2taM3my+Wgru4Fgtx5AzmF08Du9Xa3etrZVK5GaNQtOU2mrUUPkiiu4pS2AEsPoAABwhAABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADjy/wBI/eIEj+PaBAAAAABJRU5ErkJggg==)
PN: 8669-1-W8
CAS: 913835-57-1
Molecule Weight: 245.06
Formula: C8H12BNO5S
![2-[(Morpholin-4-yl)sulfonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8H60-1-V1
CAS: 957062-65-6
Molecule Weight: 271.09
Formula: C10H14BNO5S
PN: 8H69-1-47
CAS: 871329-61-2
Molecule Weight: 255.1
Formula: C10H14BNO4S
Melting Point: 144-148 ℃
TSCA: Not listed on TSCA inventory