| Product Number | 6660-1-T7 |
| Synonyms | Benzohydrazide 4-boronic acid |
| Purity | 98 % |
| CAS | 850567-95-2 |
| MDL Number | MFCD06659865 |
| Molecular Formula | C7H9BN2O3 |
| Molecular Weight | 179.97 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 6660-1-T7
CAS: 850567-95-2
Molecule Weight: 179.97
Formula: C7H9BN2O3
PN: 8660-1-V9
CAS: 123088-59-5
Molecule Weight: 164.96
Formula: C7H8BNO3
PN: 8660-1-Z7
CAS: 121177-82-0
Molecule Weight: 178.98
Formula: C8H10BNO3
![4-[(2-Carbamothioylhydrazino)carbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8667-1-39
CAS: 957060-76-3
Molecule Weight: 239.06
Formula: C8H10BN3O3S
PN: 8660-1-V0
CAS: 405520-68-5
Molecule Weight: 193.01
Formula: C9H12BNO3
PN: 8660-1-60
CAS: 850568-12-6
Molecule Weight: 193.01
Formula: C9H12BNO3
PN: 8660-3-X6
CAS: 850568-06-8
Molecule Weight: 197.96
Formula: C7H8BFN2O3
![4-{[2-(Methylcarbamothioyl)hydrazino]carbonyl}benzeneboronic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA+AAAAPgAEyQq3jAAACSnpUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfF7/xHoVUWatJk9pVWjpp3yaHOClSwBXQvPz7nWEkIWGgALbv7rHPvjtn9nDMdrDXRZmaPCaCcgI6T8w6zbcx+fX2bRKSh/ksQSM0zMuYvFfVx5Sxw+FAk3edqaPJaWIy0uinxzLt2Bwcaootk5wL9vvleVkzkzQvK5UnGqkynZa18Nkkqqq9+M8SLFPFPs1ZY86yYt/M9kdy+3B6LNfkspdH1C0QhU2607AxRaYq2EtO8eFfYKtzXahKr2F1QrFDXdz7fPbyZJLPTOcVdu0MaaJ2y6r4TFCQmZ1OPnEy7Hx/ikkmEFCVyRZFoU5ge1asBCgJygHlgvJA+aACUCGoCJTg+KJeoIFAC4EmAm0EGokAz36n7eJvpw+NO4Af8AhL/Nr2Fd/L7yuOX/H4ZEwk9f3ABfSf4/QedRw3aBsfdaELIeqkgAiFXtg2gqMyckFI1DoChINyP7y0rby1c6kfcA+Ej3JXtGMCJ3RiEtCAcw4Tn0aObdtxRKXbJ2/H6GjUJ7/l0Qvc3qBAUM/jNojsHJT5bGXy9VUX0nVMVoLU0fqpN6X8FzACpljrAmvATmBNrwHZBWx4hwGnC9hkOAOyD3DvAG94Ba8L2EQbBvwuYNNyGAi6gE3i4T2Ed0A0vELUBeoCOROLPsLqO6GrC2qEuQ13XYAjzE3Em4IdYW6C3hT4COPeH8EY4vW4NpIs4ib4zZ0zwgQ9TG/KsKsiY+0tid27G5RdXa8M/1TmfwFkON7WaT7RHgAAKHFJREFUeF7t3Qm853O9+PGupcLVgtB+2/4hD6Qila7KLVpui0ilaCFLKbQLURFuidv9k32fkWFMSIyyky2E/JWsWcbOGMtMfP7n/T33nDnn65z5/s57zsz5Lc9nj/Nozu/zPWfO7+fM9/X9fLffcwoAJDyn/gAAtEJAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBARGc+SRpay9dilLLdX/EX8+4oj6UtCzBARGsvXWpay+eilnnFHKzJmlPPZYKWeeWcoaa/SPAQICz3LKKaWsvHJ/OOrisZVWKmXatPoI9BwBgboNNihl8uT6o3NNmlTKhhvWH4WeIyBQt+yypcyYUX90rrvvLmW55eqPQs8REKhbdNFS5sypPzrX7NmlLLZY/VHoOQICdU0zkHvuMQOBIiDwbB/4QPMxkDhOAj1OQKDu5JNLWWWV/lN36+KxGJs6tT4CPUdAYCRbblnKmmv2X/sR0Zg1q5Tp0/sfizFAQGBUhx9eylprlbLkkv0f8efDDqsvBT1LQABIERAAUgQEgBQBASBFQABIERCoe+KJUnbeuZR7762PlPL44/1j999fH4GeIyBQd+GFff8y+v5pHH10faSUc8/tHzv++PoI9BwBgbrzz++PxFFH1UdKOeec/rHjjquPQM8REKgTEGiJgECdgEBLBATqBARaIiBQJyDQEgGBOgGBlvR0QN7yll/VHxqmabybND3XpvGuIiDQEgGZh6bxbtL0XJvGu4qAQEsEZB6axrtJ03NtGu8qAgItEZB5aBrvJk3PtWm8qwgItERA5qFpvJs0Pdem8a4iINCSng9I00evqD/vkT56hoBAS3o+IPPSNN5Nmp5r03g3mdUXkBv6IvHwCAGZ1ReQGHtEQEBA5qVpvJs0Pdem8W5yTV9A3t0Xid+NEJCr+gISY9MFBARkXprGu0nTc20a7ybn9wXkOX2ROGqEgJzTF5AYO05AQEDmpWm8mzQ916bxbiIg0BoBmYem8W7S9FybxruJgEBrejogMBIBgdYICNQICLRGQKBGQKA1AgI1AgKt6emAxIHhb33rrPrDg3rpwLHXYi4BgdYISN9K86yz/l4fqvTSStNrMZeAQGt6PiAPPPB4+cQnTigPPvhEfbinVppei7kEBFrT8wEJp512Y/nOd6bXRntrpem1mEtAoDUC8r++9rXflrPPHr77ppdWml6LuQQEWiMg/+uee2aWj350Unnoobm7b3pppem1mGtoQGbOnFk+8YlPlPe+973lvvvu6+mA/POf/+ybnX6nrLrqquWGG26oD9ODBGSIE0+8vnzve2cPfl4f72b159rLr8VAQLbccsvy0pe+tPpzfLzoRS8q2267bU8GJMK52mqrVc/9X/7lX8riiy9evvGNb/RtZDxUX5QeIiBDPPNM6Vtp/Kb84Q+3jDjezerPtZdfiwMPPHAwGv/2b/9Wfv3rX5ezzz672vIeePzb3/52/cu60s0331w22mij6jm/8IUvLPvuu2+59tpry/vf//7qseWWW64cdNBB1eyE3iMgNbff/kj5yEeOL4888uSI491qpOfaa6/FP/7xj7LZZptVW9iLLLJINdt44om5u/HmzJlT9txzz7LYYotVK88PfvCD5cYbbxzyHbpH7Lrbeeedy/Oe97zqtfjSl75UZsyYMWyZU089tbzhDW+oXouYncQshd7SUwG5445Hyt13zxz8fLSV4jHHXNP3j+f3w8ZnzZpdrr/+3iFLdbY4Vffvf39w8POxvBZPP/1Mueaae/q2Op8esmTnikjsscceZamllqriERGJmIzmgQceKF/96lerkMSunB133LE8/PDD9cU60jN9U8849vOyl72sCsO6665b/vSnP9UXGzR79uxqVhKzk1g+Zisxa6E39ERAYgt6n30uKmutdUjZZpvTBh8fbaUZK8jNN586bPyoo66uPo+vH7ri7TRz5jxdjj76mvLv/35Eefe7jxh8fCyvxRVX3Fl9/slPnlAuueSOIUt3ntg9FbupYuW31lprlYsvvri+yKiuv/76sv7661df+5KXvKQcfPDBfa9X50b1j3/8Y1l77bWr5/PqV7+6TJ48ub7IqGJ2ErOUmK3ErCVmLzGLobt1dUBi5ffrX19f3vveo6oV3vbbn1HNQjIef3xO+cUvLilvf/shVYj23vvCKkyd5Pzzbysf//jk6rXYdNMT+7Ys764v0pI4PjJ58rXlPe85svpe3/jGGeW22zprC/yqq67qi+i/VyvLOFB+5JFHVlvfGdOmTSuvf/3rq++1xhprlHPPPbe+SFu78847y+c///lq9rXkkkuW3Xffve/3/fH6Yi2J2UrMWuK1iFlMzGayryvtr2sDcuml/yibbHJitYKLq6svuuj2+iIpsaKMFWZ831iBnnDCdW2/K+eWWx4q2213evUzv+99R5WTTvpLFdf5FQH96U8vqIIaYY3Azpz5VH2xtvLQQ4+XHXf8r7LoootWW8rf+973yqOPPlpfbMyeeuqpvo2KvcsLXvCCauW58cYb973ut9QXaytPPvlk+fGPf1z+9V//tfqZP/OZz5Tbbx+ffycxe4lZTHzfmNXE7Ibu03UBiRnGTjudWa0s11vviHLccX+udtuMt4svvqNstNEJ1d+z8ca/roLVbmIF/1//dVHfP+BDqo+f/ezivpXl+K/gb7rpgWrXXrwW//EfR5dTTrlhXAI1nuJ34Nhjr6l+J17/+u3Kpz+9dfn730e+79f8uOeee8oXv/jFalfO85///LLLLruUxx57rL7YhJsyZUp5zWteU63g3/rWt5YLL7ywvsh8i1lMzGZiVhOzm5jlxGyH7tE1AXn00Zllv/1+X9ZZ59DytrcdXH7yk/OHXQi3IMTM4/jj5+7K2WGH31VnLk20WHlPmXJ9NduInyuuLI9ZyIJ2zjm3VBcgxt/52c+elN5FNt4uvPC2ahYaP1fMSi+7bMHH/oorrijvfOc7qxX0K17xinLMMcfUF5kQ11wTEV2v+rlWXHHFcvjhhy/wXUwxq4nZTfydMduJWU/Mfuh8HR+Q+OU/4ogjqn8MK6zw/rLVVqeWG2+8v77YAvXww0+UPfe8oApX7MrZf/8/9m11jv+Wfisuv/zO8qlP9e+6i+MdF1xwW32RBWr27Kf7/ntcVdZd9/DqZ4iLEYee+bYw3XrrQ1U84+eI42BxceTCnhkdf/zx5ZWvfGW18lxnnXX64nVZfZGFIq6i/8pXvlLtunvuc59bXVE+HrvuxiJmOTHbidciZj8xC6KzdXRALrroor6V9tuqX8g4k2bKlJPriyxUf/vbA33/SE8d3JUzbdr/W2grrNtvv7e6HXv83XGGVZx+uyB23bXq/vtnlR/+8Jwqqu94x2HloIMuL088Mae+2AIRu+lid93Arrt9971oQk94mDVrVtltt93KEkssUe3K2Xzzzctdd91VX2yBiNNs99tvv/LiF7+4+nfy0Y9+tNx00031xRaa2OCLWU9s8MXPE7OhmBXRmToyIHfccUf57Gc/Ozgl/tGPftRWU+Lf//7m8p//2b8rZ7PNTipXXrngzouPUyW///3v982+1i6rrvqDvtfivBFvxz5R4tqZL3zhlOq1+OAHjytnnPG3+iLjJmIdJwgM7LrbdtvTy803L/hdd6267bbbyqabblr93i699NLVRYlx8H1B+d3vfldWWmml6u9705veVKZPf/ZdlidKzH5iFhSzoZgVxewoZkl0lo4KSP2Cr8997nPzvOBrIj311D/LYYf9qW/r+//2bW19oHz6058etzNcQv2Cr/XWe1+59trxPyg8Xn7727+VDTc8tlqxf/GL08b9osy4NuXTn54yuOvuvPNurS/SNi644IKy5pprVv/dXvva15aTTx7fmXNcHf+hD32o+v7LLLNM+eUvf1ldRT8/br311ur05LjafOAjPo/H50fMhmJWFD9rzJJithSzJjpDKiDxH3temsaHiq2k+GWPe+rEaZWve93rqq20+gVdJ5xwwrDTAi+55JJh4+1qxoyHy5e//I3Bc+x/+MMfps+xHxDPPS56i9ciXpN4bTpB7MI68MDLq11asWtr993PrXZ1DRUBGMtb695556Pl29+eXj0eF0bGBZ9xHKbdxQWHhx56aFl++eWr/45xt9+4x9T8iKvhd9ppp2qrPq6S32677aqr5scqriQ/5JBDqg20lVdeubraPn7G0T7i71tllVX6ZppfqK6nyWzUxewoZknx/WLWFOsF2l/ra/ohmgLRND4gTnGMLbG4p86DDz5YrVgjHANbJAPiFzM+7+QLky699NLy9re/vXoer3rVq8qkSZPqizSKf5jxjzpiFLOwmI0NvVdTp7jrrpnlu9+du9IfOlsYCEgrb6176qk3Dp51t8ce51XvqNhpHnnkkb7n+63Blf4222zTF9WxnQQSMYoVflwNH79fcXX8ddddV19sniI0P//5zwc3TOIjwhEHvWN3cewmjjjER1zjMfDnOE03zrB6y1veUu2Kiq+L3884tnHYYYeN6fczZkkxW4pZU3yf2LDs1nuNdYvW1vQ1TYFoGg9nnnlmWX311UfdGo9fzAExrY3Pu+HWCEcffXR5+ctfXr1G73rXu8qVV15ZX+RZ4vhO/AMeuOAr/kHHcaBOd+WVd1V3/J06de57S0QgWn1r3cMPv6o6y+qGGzp/3/lf//rX8pGPfKT67xu7cg444ICWdjudd9555c1vfnP1dXE1/CmnnFJfZJ7i92j77bevNkjie8RV+V//+teruw/Hwf+xiOMav/3tb/tm3F8ePGi/wgorlL322mtM18JEzGL2FEGNsMasqlvuNdZtmtf0I2gKRNN4+PCHP1xOOumk+sM9If4x/eAHP6guNIsLzj72sY+Vv/1t5IPLP/3pT6sZS7ymccZZnHnWzQYC0atvrXvWWWdVu43iv3f8f3w+kjj2sMkmm1TLxdXv8XsylgPyEYfYnRq7VeN7xC60008/fdzu5RUbPbGxNLBbKk5ljvuOjUXMoobeayxmWeP18zE+mtf0I2gKRNN4iGMe9947vgdSO03c6uLjH/949XrF8Z999tlncCVw9dVXD95TKGYeca1LJ+66G6uhgejVt9aNmcf+++8/uBUfM5OYoYRY8e+6667VKcGx8RG7d+++e2wXbMZtReJYY3zvuDZlQd9mJN58a2DWHXfrHetsImZVA/cai9lWzLpoD81r+hHEf8imjyYxPW1lit7tYh94vF4D+6/jH3a8z8TAvZrisdil0CuGBqLX31o3joXEMZGBXTnvfve7B8+6i6vcL7/88vqXNBp4P5O4/Xocw1hYYvdWPJf42eOarT//+c/1ReYpNqxiljVwr7ENN9xwvk86YP41r+lH0BSIpvEQMxDnfc8NSLw96K9+9avBfdGxWytuhxF/joOsvaIeiF5+a90BsaIcOAEjdjll3k43To2NCxjje8Sxt7gmZSKceOKJ1TUw8fbAmZlEzLYGTqp54xvfWB9mIWte04+gKRBN4yHOsOjVYyBDDQRkhx12qD6Pm/ENHAiNg4m9HpDYa9erb607VOzCit+FOPNurGLrfeC6kDiLbyzHShaE2DCKg+uxGy4TkRAzkdi1x8RqXtOPoCkQA+NTp06tzrSKraY4HXDo+yTEed7x3gmjneaX+YfSieoBGUpA+vXaW+uOZCAgsRtnLOK9yj/xiU9UX/vNb36zPjxh4vnENTAxE8ncyiSOD8XzYmLNuwSjaDUgsbUT53HHqbox7Y5TBIeKW3DE+eOnnXZadWAtYhIXydWvA+lmAjLcaIEY6a11e0k2IPF2u/F1cVpsu4lT2GN3VtxY8aGHxnbLGQFpD6m1dNPKvT4ep/TFnTdXW221YY+HOG88Dogtu+yy1YHCOIgct/3olCvN55eADDdaIEZ6a91ekglIXPAXXxOnzLfrGXxxTCR+xjg7aywEpD3MuwTjIH454iMC4ayJZxMQWjHWgMTdfuNMq9ggG+vW/cK29dZbV89tLNeJCEh7WOABCbGSjNtZx3UNDCcgtGKsAYmVa1wncv7559eH2k7cYSKuE4mLDVu9Yl1A2sNCCUiI88DjYDrDCQitGEtA/vCHP1TLxi3SO0W88Vb8zHHbk1YISHtYoAHZaqutqvPN4wB5XD0bF0IxnIDQirEEJGb6cT3RjBkz6kNtK47RxG1P4vTe0c7MHEpA2sMCDUi8D3S830Hsi42rq+M20QwnILSi1YDEe4106u9M3Gk7fva4i28TAWkPCzQgNBOQ4ZrOsmoa71atBmSLLbaoboMznm9etrDE2ZoRhrgVfBMBaQ8CMsEEZLimQDSNd6tWAhIHo2PX1QYbbFAf6hhxK/g4+N/0plQC0h4EZIIJyHBNgWga71atBCTemC2WWZg3SRxvcV1YK89BQNqDgEwwARmuKRBN492qlYDEXZvj3QCbtt7bWZytGXcLjhsmzouAtAcBmWACMlxTIJrGu1UrAYn7zXXDHWrj9kbxHuvzIiDtQUAm2MyZj5RVV31O2WefZwfk4YcfqMZ+9rPeCkjTRy9qCkicBhtvPPbJT36yPtRxNttss+q9cOJGkKMRkPYgIBPsiSceKVttFbdxeHZAHnvsgWpsypTeCsi8NI13q6aAxFlXMR5vldzpdt999+q5zOu0fwFpDwIywQRkuKZANI13q6aADLz52IEHHlgf6jjxxmrxXC677LL60CABaQ8CMsEEZLimQDSNd6umgAzcvuTYY4+tD3WceOuHeC7xnEYjIO1BQCaYgAzXFIim8W7VFJB4T50YP/nkk+tDHSeeQzyXeE6jEZD2ICATTECGawpE03i3agpIN85Afv/739eHBglIexCQCSYgtKIpIN14DOTSSy+tDw0SkPYgIBNMQGhFU0Dirtcxvssuu9SHOo6zsDqHgEwwAaEVTQGJ60DiPlgbb7xxfajjfO5zn6ve3tp1IO1PQCaYgNCKpoCENddcs/EK7k7wtre9ray00kr1h4cRkPYgIBNMQGhFKwHZbrvtqnth3XPPPfWhjjFr1qyy+OKLV7OQeRGQ9iAgE0xAaEUrARk4/TXeHrZTnX322dVzOOSQQ+pDwwhIexCQCSYgtKKVgMRbR8c9pDbaaKP6UMcYuKPwvA6gBwFpDwIywWbPfrxsvfViZerU79WHypNPzuwbW7RMm9b5Z9Ywf1oJSIibKUZE7r///vpQ23v66afLS1/60rLWWmvVh55FQNqDgLSBv/xlenn00XvrD1f+8pezysyZ99Ufpse0GpCBK9L33Xff+lDbO/3006uffb/99qsPPYuAtAcBgQ7QakBiK37llVcuK664Ynn88cfrw23tve99b3VL+gcffLA+9CwC0h4EBDpAqwEJxxxzTMfNQv74xz9WP/P2229fHxqRgLQHAYEOMJaAxAV4q6++ell66aU74u1t4yLIddZZpyy55JLljjvuqA+PSEDag4C0gWeeebpceOFhZZ993lV22mn5st12S5Tddlu5b0tyy3LrrVfUF6cHjSUg4eKLLy6LLLJI+djHPlYfajtHHXVU9dx++MMf1odGJSD/68gjS1l77VKWWqr/I/58xBH1pfrW9A2r+qbxUeS+inF1/PHblgMO2LD8/e+XVKf1xtlXd9xxdZk+/edljz1Wry9ODxprQEJcWBhf89///d/1obZx6623lhe96EXl9a9/fXURYasEpM/WW5e+qWYpZ5wR740d5/2XcuaZpayxRv/YUE2BaBofRe6rGFdf+9pSff/tO++0SxaeTECefPLJ8uY3v7k6rfeiiy6qD0+4p556qrzrXe8qiy22WLnkkkvqw/PU8wE55ZRSVl65Pxx18VjcCmbatLmPNQWiaXwUua9iXP3gB28o11zzm/rDMCgTkHDTTTeV5ZZbriyzzDLluuuuqw9PqLhdSTynvfbaqz7UqOcDssEGpUyeXH90rkmTStlww7mfNwWiaXwUua9iXN1ww9nlm99coey99zurCwovueTocv/9t9YXo4dlAxLifTXiTr0vf/nLy/XXX18fnhA77bRT9Xy22GKL+lBLej4gyy5byowZ9Ufnuvvu0rflMPfzpkA0jY8i91WMu6eemlWuvfb08pvf7FoOOmijssMOy5Rf/OL95ZFH7q4vSg+68cYbqxXuDjs8+5Y3rZg+fXoVkZiJTOTurDjjauDYzIc+9KEye/bs+iKN5syZU57//OdXu+d61qKLxgtRf3SueF0XW2zu5xGIpo+E3FexwM2e/UQ55pityv/8z0frQ/SgOL017hG1aN+KY5tttkndqiSutYjdWXFMZCIOrD/00ENVNCIecb+uTDzOPPPM6kLJ+B4DEYq49pymGUjckdkMpLfNmvVg2X77pesP06NuuOGG8pGPfKRaccYunP3337/aGh+LOCYSW+7xPeIU34V1ncj5559fXve611V/b+y+mtebRY0kduENfe577rln2XbbbasD8PHmU/E942aSPeMDH2g+BhLHSQY0BaJpfBS5r2JcTZr0tfL008/+B3XnndeVb3/7ZfWH6XFnnXXW4FZ4/H9slY9FnJ018N4hcbHhPvvsU5544on6YuNiRt9W8lZbbVX9XXG67uR5rfRG8Mgjj5RvfetbVSQiFhGNobOvODFg/fXXr16Ll7zkJdVt4ON2Ll3v5JNLiTcPi1N36+KxGJs6de5jTYFoGh9F7qsYV3HL9h/96M3lqqumlscff7i6FuSGG35f9thjtXLGGWM/Q4XuFzOPAw44oNoaj5VnbJ3HVvpYxMWGccV6fP0KK6xQ3foks2tsJLHLLVb8cXV5fP844H3nnXfWFxtVRODQQw8tyy+/fPX1cZ+sa6+9tr7YoFNOOaW6liSWjRnWeeedV1+k+2y5ZbwNZf+1HxGNuI5m+vT+x2JsqKZANI2PIvdVjKu42vzYY79Sdt11pb4trOdVu61++tN1ykUXHV5fFIaJFX4cExnYlRMr7dhqb1XsSop7Zw3MaAbeTyTelCpmD2MRu8OOPPLIssEGG1RXwcf3W3fddcsf/vCH+qLzdMEFF1Rvzxtf/9rXvrZ6o6xWxHUlcZbaC17wguprN9lkk+pCxY52002l/OQnpYx2g8nD+9YRcfv7vlBXH/Hnww6rL9UciKbxUeS+CmgrsXUeW+mx4oyt9th6H8uunFj21FNPHXw/kfg+8bHqqqtWj+28885VHOJj0qRJg3/+/ve/XwUn3sN84Gti1hGn51544YX1v2aebrvttrLppptW3yN2rcVxjojCWMVb+n7hC1+oIrbEEkuUXXbZZUxXubeFRx8t5TvfKX1bBf1nXF19dX2JtiAg0EViaz222mMlHFvxsTU/VjGDie8Tx0lid1Cc/jsQh5E+4hbsb3nLW6p3E4z3I3lspP3y8xAr9912261a2cexkojPXXfdVV9szC6//PLyzne+s/oZX/GKV/TN8o+tL9J+nnmmf1ax4or9s4L11ivlmmvqS7UNAYEuE1vtsfUeW/Gx8oyt+ti6nx+xeyqOmZxzzjmDH3H7kfk9iyt2lb3yla+sfs64I+9ll11WX2S+HXfccYN/xzve8Y5y2Q3j/3eMi5ixvfWt/eF4zWtKmTKlvkTbERDoUrEVv/nmm1db9bF1H1v57bIr54orrhg2O4jjMAtSPO9dd921LPF/liiLbL1I2eKcLcrds9rkIt3bby/lM5/pD0ffbK78+Mdxqlx9qbYkINDlYqs+tu5jZR1b4rHVP1Hi+MQXv/jF6vhEXE0exyfGustrftw247byqTM+VZ7zq+eUpQ9fuux11V7lqafHfpxlPDw+5/FyxPTdyyPLLln6Kl/K5z8f5+7XF2trAgI9IrbyY2s/QhJb/zELWFhit9ree+89eIbUxhtvXG655Zb6YgvN+XefX9Y8ac0qJK+b9Loy9ZYh10wsBJNvmlxefdyrq7//6K+vHbcJqC/SEQQEekhs7cdWf2z9xywgZgMxK1iQpk2bNniNxhprrFHOPffc+iIT4ulnni6H3nBoWf7o5asV+ftOe1+59oHRrzUZD1fed2VZd9q61d/3smNeVo7+69Hlmb7/dSoBgR4UW/8xC4iVeswKYnaQOWV2XuLOv0OvEj/44IPHdGrxwvLwUw+Xb17yzfLcQ55bFjtksbLtBduWB558oL7YfJnx+IzypfO+VBY5eJHyvEOfV3a+bOcyc/YI7+XRYQQEeljMBmJWECv5mCXEbGF+PfDAA+WrX/1qdXHj4osvXnbccceOuE/VXx/+a/nwGR+uZgfLHLlMOeDaA8qcp8d2r7G62U/PLvtes2954REvrL7vRmdtVG5+9Ob6Yh1LQKDHxawgZgcxS4iQxKwh874hcXuVX/7yl2XZZZetvs8HP/jBjrxT7pl3nFlWPmHlaoW/yq9XqY6XDIjHhn4sediS1bJxMD5iMdT0f0wvb5j8hmq51U5crZxz5znDxruBgACVmCXEbCFmDTF7iFlEzCZacfbZZ5c3velNVTje+MY3ljPifbo7WMw89r92//LiI19cRWBAxGCox+Y8Vi6797LynlPfU7a/aPthY3GMY7mjlisH/eWg8s9nnn2z1G4gIMAwMWuI2UPEIGYTMasY7bbxcXv4uC18LBt3291vv/1S7/PRrh6d/Wi5deatg5/XAzLgjsfuqA7GDxW7qiIw3WzkVwPoeTGLiNlExCFmFzHLGPDoo4+W7373u9V9s+JNruKW7ffdd9+Qr+5OowXkH4/9ozrO0WtGfjUASrwz5uxqVhGziwhJzDbijK0VV1yx+ny99dYrV7fpjf4WhHpAZs2ZVa6474qy/mnrl8+f8/lhY71AQIBGMbuIWcbAbdpf85rXlBNPPLG+WNerH0Qf+HjVca9qn1ujLEQCArRs+vTpZeutt67e1bAX1WcgcRuU6x+8vjr91wwEgFHVAzIgZh8vOuJF9Ye73sivBgDPMlpA7pp1V1n2qGXrD3e9kV8NAJ6lHpChu7C+fN6Xh431AgEBaFH94PnihyxeXjvpteW7l363OiOr1wgIACkCAkCKgACQIiAApAgIQMJDTz1Udr9y966/YeK8CAhAwsm3nFydiRXvH9KrBAQgYcrNU6qAnHF7Z7/3yfwQEIAEAREQgBQBERCAFAEREIAUAREQgBQBERCAFAEREIAUAREQgJQz/zKlrLT7c8r5fxMQAMZiypS+NWjfKvQMAQFgLAREQABSBERAAFIEREAAUgREQABSBERAAFIEREAAUk46qT8gv/tdfaRnCAhAxkMPlbLzzqXMnFkf6RkCAkCKgACQIiAApAgIwFgdeWQpa69dylJL9X/En484or5U/0H2eWkab3Od/dMDLGxbb13K6qv3n74bB9Afe6yUM88sZY01+seGagpE03ib6+yfHmBhOuWUUlZeeeQzr+KxlVYqZdq0uY81BaJpvM119k8PsDBtsEEpkyfXH51r0qRSNtxw7udNgWgab3Od/dMDLEzLLlvKjBn1R+e6++5Slltu7udNgWgab3Od/dMDLEyLLlrKnDn1R+eaPbuUxRab+3kEoumjg3X2Tw+wMDXNQO65xwwEgBF84APNx0DiOMmApkA0jbe5zv7pARamk08uZZVV+k/drYvHYmzq1LmPNQWiabzNdfZPD7CwbbllKWuu2X/tR0Rj1qxSpk/vfyzGhmoKRNN4m+vsnx5gIhx+eClrrVXKkkv2f8SfDzusvlRzIJrG21xn//QATBgBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASDl/wOfs//j5irspAAAAABJRU5ErkJggg==)
PN: 8667-1-40
CAS: 957060-78-5
Molecule Weight: 253.08
Formula: C9H12BN3O3S
Melting Point: 236-240 ℃
TSCA: Not listed on TSCA inventory