![[4-(Diethylamine-1-carbonyl)phenyl]boronic acid, pinacol ester](data:image/png;base64,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)
| Product Number | 8H60-1-D9 |
| CAS | 325142-99-2 |
| MDL Number | MFCD06795673 |
| Molecular Formula | C17H26BNO3 |
| Molecular Weight | 303.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-D9
CAS: 325142-99-2
Molecule Weight: 303.21
Formula: C17H26BNO3
PN: 8H60-1-P4
CAS: 400727-57-3
Molecule Weight: 275.16
Formula: C15H22BNO3
PN: 8660-1-88
CAS:
Molecule Weight: 289.18
Formula: C16H24BNO3
PN: 8H60-1-9K
CAS: 214360-57-3
Molecule Weight: 261.13
Formula: C14H20BNO3
![{4-[(Piperazin-1-yl)carbonyl]phenyl}boronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-37
CAS: 864754-07-4
Molecule Weight: 316.21
Formula: C17H25BN2O3
![N-(3-Hydroxypropyl)-4-(4,4,5,5-tetramethyl-[1,3,2]dioxaborolan-2-yl)-benzamide](data:image/png;base64,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)
PN: 8660-1-0Q
CAS: 1449134-30-8
Molecule Weight: 305.18
Formula: C16H24BNO4
![Diethyl({[4-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methyl})amine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABG3AAARtwGaY1MrAAACunpUWHRtb2xTb3VyY2UAAHichZVrb5swFIb/yhGfF+MbvkRJqq7VpEntKq2dtG+TS9wWKUAFNJd/v2Nou0AyUIh8Oe9jH/sc24uLfb6Bra/qrCyWESM0Al+k5TornpfRr4dvMxNdrBYpilBY1MvopWle53G82+1I+uJzty8LkpZ51Nnn+zrraXaClNVzzCll8e/bm/uWmWVF3bgi9UjV2bxuO2/K1DWtF/+ZIs5dtc2KuJPHebXtRvvDafgo2dfr6N9artB2iSg8ZRsPT2WVuwa2nBL86Bd49oWvXOPX8HjAbkEkrn21uL0u07fcFw1WwwhZ6jb3TfWWYkdebnz6hoNh5fv1MsoZAq4p88uqcgcItdDtGDgOToCT4BJwCpwGZ8BZcIziH+0MBQwVDCUMNQxFDFUMZQx1HHWcYSw2PjjzcHj1uCK4gh9wdfL7Cne99h1uK19GlijLDRjCFE6nCU8UxcIYLkERqzWHhGguJUhimOUgCDdaAyfC8ARblBqLtkRSiUopE4U2RoUGShLVFtRoAzNGBLMMZpQowzlgU7RWQQUPwynJsEi0VREc0DMEDNUigFYZEUDN0avAywR5K3BK7DVGhF6h0J8QONwmho5oicOZRIrgJEsEdmplwzoYpfyjSNBJabBlhQkrNtYkWEhNwzYohgt/LzolBjP+jOZq8VgW66MqZOtl9IghCZKf/qnm75GOoKzWvsLDEwYI0mOA94GQF+OA6AMhi8YB2QdCzo0DyckMahxQfSDk8zig+0DI/k/g8hxg+kA4K+OA7QPtyRongr0XuvYkTjDDcLcnd4LhJ4ufRMQZ1ybShA3C3l0mE8wg8t3lM8EMgt9dVhOMPsNMpAwzZxgzwQyyoLs8J87jMA1MuGwnmGEamO5yHmX4aXzOM/HRRRN/PDFYPXl+4qO3KcYXefUXMos3SGlFnx0AADj9SURBVHhe7d0LvFVj/sdxXaiUXIZIoptCjJQkNN0YE0oZIv5dZrpRKo1BGJOaUu5pcsmlUpToQrlMRISKlKk/6YJuSjfd76nfv99z/us45zn7rLP3c/Zlrb0/73ntV3P2b+2919rq+Z61nvU8zxECAICDI+wnAACIBgECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMBJRgfIEUccYR6R+NUAAARIviHhV/OzatUq6d27t5xzzjlSunRpOeaYY+Tcc8+VTp06ydy5c+3NQy2WY/X7Pv1qAIIro//V+jVcfrX8TJs2TcqWLSvVqlWT119/XX755RfZvXu3zJo1S6699tqY3y/IYj1Wv+/TrwYguDL6X61fw+VXi2TlypXmN/AKFSrIxo0b7bLRr18/+6lQcjlWv+/TrwYguDL6X61fw+VXi6RXr15m+2HDhtmltONyrH7fp18NQHBl9L9ar+Hye0SrRo0aZvtly5bZpbTjcqx+36dfDUBwZfS/Wr+Gy68WScmSJc32e/futUtpx+VY7WCO9AAQLhn9r9av4fKrReLSqIaVy7H6fZ9+NQDBldH/av0aLr9aJC6XdcLK5Vj9vk+/GoDgyuh/tX4Nl12bPn26NG3a1Nx9VL58eWnfvr2sW7cuu+51LD/99NPZz6Url2O1v8+cItUK+r4BpF7kf9EZIlLD5bFrjRs3lokTJ8qaNWtk+/bt5jbVJk2aZNdXrFhhGruKFSvKpk2bsp/PqX///vZToeRyrPb3mVOkWkHfN4DUi/wvOkNEarg8fjW1Y8cOOfroo3M95w2uq169urzxxhuyefNmM7hu9uzZEQfXhVmsx+r3ffrVPJG+bwCp5f+vFhHt3LlTBg0aJFdffbVdMoPsdHqPs88+W0qVKmV+U69Zs6Z07txZvvrqK3vzUIvlWP1Cwq+m/L5vAKmT/79aROQ1duXKlYupExlu+L6B4CJAHGzbtk369u0rDRo0sEtR0Wv7bdu2Ne8TBpMmTZLWrVvLnj177FJSFPb7BpAYBIgjbdR0BloXd955p/mtWjuKYxlLkQrvvfeeHHnkkWbsx/r16+1y0hTm+waQGARIlFq1aiXz5883v4XrNOa333678zV57Wy+9NJLTYjob/YHDx60NwmEL7/80jTaxYoVkwkTJtjlhIrn9w0gMQiQKE2ZMkXq1q1rOov19tWuXbuaKcxd6Wt1HQ0NkR49etjllFu6dKmcdNJJZv9iGe8RL/H+vgHEHwGSQvqb9WmnnWYa6Yceesgup8zPP/8slStXNvv1j3/8wy4DgEGApNg333wjxx9/vBQpUkRGjhxpl5NO+xouuOACEx4dO3a0ywCQjQAJgE8//dRcqilevLi88847djlp9u3bZ6YP0fC45ppr5Ndff7U3AYBsgQoQvwFlfrX8xLJmd6pNnjzZdFbrfs6ZM8cuJ5x25N94443mO65fv77p6AcAP7G1yAnmFxJ+tUhiXbM7CJ577jmzXyeeeKIsXrzYLieUN0GijiqnsxpANALVivqFhF/N5rJmd1DogDk9zkqVKsnatWvtckIMHjzYfKZ+X/rdAUA0omuRk8QvJPxqNpc1u4NE55LS/T///PNl69atdjmuXn75ZdOBf9xxx8nChQvtMgDkK7oWOUn8QsKvZnNZ8ChItPPau8zWqFGjhI1WzznK/JNPPrHLAOAruhY5SbyQ8HtEw2XJ1aDR/prLLrvMHMcNN9wQ99HqOUeZ69xcABCr6FrkJPELCb+aLR0CROkaGzo9uh6LTuURLzlHmT/zzDN2GQCiEl2LnCR+IeFXs4X9ElZOeiuyTuWhxzNw4EC7HLOco8wfeOABuwwAUYuuRU4Sv5Dwq9lc1uwOspyj1UeMGGGXo6ajzGvVqmW+Gx0LAwCFEV2LnCR+IWHXpk+fbkZN6+265cuXl/bt28u6detMzWXN7qDLOVr97bfftssF0st5uqa4fofNmzdnlDmAQovcWqeIHRI52TVdS0M7f9esWSPbt2834zq0gfTEumZ3GLz55pum01vXBtfjiFbOUeaXXHIJo8wBxEWgWlE7JHLyq6kdO3aYhjWnWNbsDovhw4eb7yGW0eo9e/Y0r2GUOYB4yr9FDpGdO3fKoEGDMmbBoQcffNAEwhlnnGHOwPzo96Lb6rTxjDIHEE+hDxDvzKRcuXJpcddVtLp06WKO+/e//32+o9VHjRplOt61A/5///d/7TIAFEroA0Tp3UU6h1SDBg3sUtrSTvCWLVuaEIk0Wv3dd981He46JmbmzJm5agAQD2kRIEpDREdWx0I7k5M1YWEi6Hrh3mj166+/Pnu0+hdffJE9ynzSpEnWqwAgPkIbIK1atZL58+ebRlQH2+lI7Vj7QLp162Z+Q1+wYIFdCo2co9W7d+8uS5YsMR3s+vOzzz5rbw4AcRPaAJkyZYrUrVvX3F2l4z26du0a8x1GuoSsNrR6S3CYrV69Onu0epkyZcyf//znP+3NACCuQhsg8aCXfOrUqWMa3LBPKKgd5t4NBTpVya5du+xNACCuMjpA1GeffWbuVKpSpUqejugwOHDggPzjH/8w/R0aHjo9u/6pYz7++9//2psDQNxkfICoNm3amEb3oYceskuBplO26Mhy3fcTTjjBjFTXW3p1+nd9rkSJEvLUU0/ZLwOAuCBAJGvGWx3Frv0HBQ3MCwqdnkVXEdSgaNiwoekHyen55583x6T1a665Jt+lfQHAFQHy/3QuLW1s27VrZ5cCRfs2vCVvdZyHTgqZ38SIixYtMsvi6rannnqqfPjhh/YmAOCMAPl/Oibk9NNPl6JFi5pxFEGkfRrat6GBoNOYaP9NQbRfp0ePHuY1emz33nuv6TcBgMIiQHJ47bXXTEN78cUXy6FDh+xySg0dOjR7pUUdNLhlyxZ7E19627M3PkSPb/ny5fYmABATAsSi06FoIztmzBi7lBLad6Hrd+g+aZ+G9m24+umnn7LXBDn22GNNYAKAKwLEMm/ePHOpp0KFCmaW31T66KOPzH5og6+TJn777bf2JjHTsS+6NK72n+j7/vWvf035cQIIJwIkAl3uVRvX+++/3y4lhfZR6Gd7Yzu0DyPeY1R0QapKlSqZ99c15HVaGACIBQESwfr1681qhtrnkOy+Av087aPQhv13v/udvPXWW/YmcaNjRryVChuUKCGLhgyxNwGAfBEg+Xj00UezO6yTZfz48aZvQj9X5+fSPotkGPfSSzK4dGnZePhz5aqrRDZssDcBgDwIkHzs27dPzjzzTNOYz5gxwy7HlfZBdOzY0XyW9k0MGDAge2r2ZNnz3XcitWod/htx+K9E+fIiH3xgbwIAuRAgPqZOnWoadR2Ml6gG/euvv5azzjrLfI72ScyaNcveJHkOh6b06iVSpIhI0aIiffpoh4y9FQAYBEgBrrzyStO4P/fcc3ap0IYMGWLmq9L3b926db5L0ybd22+LnHRS1tnIRReJ/PCDvQUAECAF0VtndYbbkw43qLEO3svPhg0bzPxUGhy6cuCLL75ob5J6OidY06ZZIVK2rMjYsfYWADIcARKFnj17msa+d+/edilm06dPN/NS6fvVqlVLvtO+h6DSy3aDBsnhBM0Kkg4dRHbssLcCkKEIkCjosrE6DYieibg2+Dq2o0+fPmaQooaHhlK8x3YkzJw5IpUrZ4VI9eo62tLeAkAGIkCi9Mwzz5iGv1mzZnapQD/++KPUq1fPvF6DSDvnQ2fbNl04JStEjjpK5IknRAI2XxiA5CJAoqRTpp933nkmBN555x27nK+xY8eaQYn6Op2HKizrjeRr5EiRMmWygqRjR7sKIIMQIDHQ9TQ0CHTqj/3799vlXHRsx1/+8hezvV760tUOE3UrcNItWSLSsKFI27Z2BUAGIUBi1KpVKxMKjz/+uF3KphMyVq9e3WxXuXJlmaN9CJlkwYKsy106IFE74PXPm27SBU3sLQGEGAESI+3P0LEbupys3o5re+KJJ+Soo44y4XHT4UZzm/YdZJLx47NCQ28B1iDRGwX0T/1Zn9c6gLRAgDjQVf00ILp06ZL9nIbJVVddZZ7XtdVHjBiR4xUZYtkykVKlRKpWFdmzJ3dNf9bnta7bAQg9AsTBjh07zFgOnW5dpyJ5//33pXz58iY8LrjgAlm8eLH9kszQrVtW5/q//21XsgwdmlXX7QCEHgHiaNSoUSYwTjnlFDO2o0iRInLHHXeYSRgzlo4R0YDIb+Grb775bSwJgNAjQBxs2rTJzJjrDQrU6UhiubU3bZUsmRUQ+fX76PNa18tYAEKPAImBXpq67bbbDrd/pUxweCsGJnPNkEAjQICMQoBEQdcmb968ublMpYFx/PHHy9133y3Lli2To48+2owu14GGGY9LWEBGIUDyoQMFR48ebSY81NDQR9WqVWXo0KFmkKDnz3/+s6npIMOMd/jszAQEnehARiBALL/88osMGjQoe8ZcfTRo0EAmT54ccST5q6++arbpRqOYNUJdL2P53car9aVLc9cAhBIB8v+WHm7Uunfvbi5JaSDo9CM6EHDu3Ln2prnoQEEdWKi38UYKmIyj64YULy5y+eUiCxdmrXKof+rPOpCQdUWAtJHxAfLxxx9LixYtsu+o0hHmf//732X16tX2pvnyFof69NNP7VJm+vprkRtvFDnllKzQOPnkrJ/nz7e3BBBiGRkg2r/xyiuvSO3atbMvU1WpUkWeeuopM0gwViNHjjTvoeNAACBTZFSA6MJQDz/8sFSoUCE7OC699FKZOHFioS4/ab+JXvI6/fTT5RBrZADIEBkRIHq7bY8ePcyAPw2N4sWLS+vWreXLL7+0N3X2xz/+0bx3PN8TAIIsrQNk5syZ0rJly+z+jWOPPVbuvPNOWblypb1poQ0fPtx8xj333GOXACAtpV2A6NrjugpgnTp1si9TVapUSZ588knZvn27vXncrF+/3oxMr1atml3KHJs366hL+1kAaSptAmTLli3y6KOPymmnnZYdHPXr15cJEyYkbZR4w4YNzef+N1MXTtI7rQ4fv6xYYVcApKFCB4jXWEfiV/OzatUq6d27t5xzzjmm3+KYY46Rc889Vzp16pRnXMaKw41Vz549zRocXv+Gzk2VilUAdZS67sMDDzxgl9Lfrl1y+D+WyIkn6mmgXQWQhmJv3S1+IeFXy8+0adOkbNmy5lLQ66+/bu5w2r17t8yaNUuuvfbaPO/nnXHoazR0NFBS5aeffjLzZWnwZZzDZ3rm7KNjR7sCIE3F1rpH4BcSfrVItHNbzzb0NtuNGzfaZaNfv365ftbO66effjowS8deX7++XHP4mNd/951dSm8335wVIO++a1cApKnoW/d8+IWEXy2SXr16me2HDRtml0Lj28ceky8PH8O+AQPsUvrSdc8PnwHKccdlTV0CICNE37rnwy8k/GqR1KhRw2yv4zZC68cfRYoUEbngAruSvqZOzTr7aNvWrgBIY9G37vnwQsLvEa2SJUua7ffqb7RhVrt2VoP6ww92JT116JB1vJMn2xUAaSz61j0ffiHhV4skbQJk4MCsBvWRR+xK+tm/X+SEE0TKlBHZvduuAkhj0bfu+fALCb9aJGlxCUstXpwVIPXq2ZX0M21a1rG2bm1XAKS56Fv3fPiFhF2bPn26NG3a1NxppetntG/fXtatW5dd9zrR9a6q0Dv33Ky+kFWr7EpaWXVPl6wAGT/eLgFIc5Fb/hjYIZGTXWvcuLGZ+XbNmjVmWhG9JbdJkybZdR3DoeFSsWJF2bRpU/bzOfXv399+Kpj69s1qWIcMsStp49dDv0rFkSdLiztLyb7dsU+DDyDcIrf8MbBDIie/mtK1N3QFwJy8gYTVq1eXN954w0zBrgMJZ8+eHXEgYWDpKny6r3/4g11JGx+v/ViOGH6EtJzW0i4ByACFbo39QsKvtnPnTrP2+NVXX22XzIBCHVV+9tlnS6lSpcxZSc2aNaVz587y1Vdf2ZsH15lnihQrJvLzz3YlLfT4vIcJkNFLR9slABkgcuueYF6wlCtXLvwd5n769Mk6C3n2WbsSeocO/6/CKxXkqBeOki37tthlABkgJQGidOqRvn37SoMGDexS+tCJHzVALr/croTerHWzzNlHs3eb2SUAGSJlAaI0RHS23bRWqZJI8eIi+dwUEFZ3zr7TBMiL371olwBkiKQGSKtWrWT+/PmyZ88eM2X77bffHrEPJK387W9ZZyEvvWRXQq3y2MpS/IXisnFP5EkvAaS/pAbIlClTpG7duqZjXG/V7dq1q5muPa19/nlWgKRRUM7bOM+cfTR9u6ldApBBkhogGenQIZFTTxUpUUJk61a7Gkr3fXmfCZBnvn3GLgHIIARIMtx7r8hRR+n9yXYllGpNqCVFny8qa3ettUsAMggBkgy6xOv69fazoTVg/gDpNy/3wl4AMg8BAgBwQoAAAJwQIAAAJwQIAMAJAZJMCxaItGkjUr68yJFHZv15000i//2vvWXK6W26OR+lXyotNV+vKQ//92HZd3CfvTmADESAJIsuuKSh0bRpVpDosr36p/6szwdsQSYvODy/7P1FuszsYp7r9EmnHFsCyFQESDLojMOlSolUrSqyZ0/umv6sz2s9QDMT2wGiNu3ZZJ47ZsQxuZ4HkJkIkGTo1i1rOpN//9uuZBk6NKuu2wVEpADRsxB97uTRJ+d6HkBmIkCSoXr1rID49lu7kuWbb7Lqul1A2AGyee9mue3T28xzTy58MseWADIVAZIMJUtmBcS2bXYliz6vdb2M5dHR63ppS5+P4TGryhFS7V+5O8CjedSeWPu3z5bfAiTno8SLJeSBuQ/I3l/35toWQGYiQJLBJUBUly4ijRrF9PimTSO5ZXQjaTQ1tsddc+7K9dFeaHh2HdhlFpHSoKkxvoZ8v+37HFsDyEQESDKkwSUsz/yN883zl7+dfqssAohN3hYC8XfbbVkBEfJOdKVnIvq8jgsBkNnythCIvyVLsi5j+d3Gq/WlS3PXUii/APHOQKqNq2aXAGSYvC0EEmPs2Ky10S+/XGThQpF9+7L+1J91IKHWA8QOkJx9IEWGF5FXlr2SY2sAmYgASaavvxa58UaRU07JCo2TT876ef58e8uUy3n3lT6KPV/MjP9o8Z8W8tGaj+zNAWQgAgQA4IQAAQA4IUBQKHo7b4O3GjC4EMhABAgK5YYPbjB9JL0+72WXAKQ5AgSFsmHPBik/pry5M+vtlW/bZQBpjABBoU3/aboUfb6onPTySbJ211q7DCBNESCIiz5f9DGXspq+3VQOHjpolwGkIQIEcbH/4H6pN7meCZFBXw+yywDSEAGCuPlh2w9SdmRZOfKFI2XO+jl2GUCaIUAQV2OXjTVnIVXGVZFt+/KZvh5AWiBAEHcdZnQwIdLmwzZ2CUAaIUAQdzv275Dqr1U3ITJyyUi7DCBNECBIiHkb55klcMuMKCNLti6xywDSAAGChHli4RPmLESngN93cJ9dBhByBAgS5tDh/zV7t5kJkd6zettlACFHgCCh1u9eL6eMOUWKPFZE3l3wrl0GEGIECBLu/WXvS9EWRaVcnXLy888/22UAIUWAICnu7nu3HHHEEXLFFVfIoUOH7DKAECJAkBT79++XunXrmhB5+OGH7TKAECJAkDTff/+9lC1bVo488kj54osv7DKAkCFAkFRjxowxZyFVq1aVbduY6gQIMwIESdeuXTsTIrfccotdAhAiBAiSbvv27XLmmWeaEHn55ZftMoCQIECQEnPnzpWjjjpKjjnmGFm6dKldBhACBAhS5tFHHzVnIXXq1JF9+4I71cmmTZtk4cKF8p///EdGjBghDz74oHTq1Ekuv/xyOfHEE+WZZ56xXwJkBAIEKaPjQa688koTInfeeaddTrgDBw7I8uXL5ZNPPpHXXntNnnjiCfn73/8uN998szRq1EgqVapkzpJ0//weemfZmjVr7LcH0h4BgpRat26dnHzyyVKkSBF577337LKzjRs3yoIFC8x7vvTSS+asoWPHjnLVVVdJrVq1pFy5cnmCwH7oPmmIXHLJJXL99ddLz549ZfDgwTJ69GiZMWOGuS1Zg0+3bdq0qRw8yFrwyCwECFJOLw0VLVrUBIkGih8dkKhnDR9//LGMGzdOHn/8cdOIt2nTRho2bBj1WcPxxx8vNWvWNCPjO3ToIH379pXnnntOpkyZIl999ZWsXbvW/uiIdH/q1atn3vOhhx6yy0BaI0AQCHrpSBthHa3+zjvvyIsvvph91tCsWTM5//zz5aSTTsoTBPZDg0hD5NJLL5UbbrhBevXqZUa+6/gT76xh9+7d9scXyg8//CDHHnusGSA5e/ZsuwykLQIEgaCd6HoGYgdCzscJJ5wg5557rvzxj3/MPmsYPny4TJ06VebNm5fSiRrHjh1r9rFy5cqydetWuwykJQIEgaAd6meccYZphFu3bi2PPPKIvPLKK+asQX/D37Nnj/2SwNFQ0/2/6aab7BKQlggQBIKeRWjj+6c//ckuhcaOHTukevXq5jj0dl8g3REgCIQmTZqYhvf999+3S6Gil9JKlCghZcqUkSVLWAse6Y0AQcp9/fXXJjzOO+88uxRKOp5Ej6d27dqBHiAJFBYBgpTzJlfU8RrpQPtz9M4xPabevVkLHumLAEFK6QhuHbehd2Dt3bvXLseNdsRrh/z48eNl1KhR2Q/92euoj6f169dL+fLlzWBEvS0ZSEcECFLqvvvuM7+p9+vXzy4507mr3njjDenWrZu5LKZ9EvYtwZEeup1ur6/T1+v7FIb25+i4FB31Hu3ARCBMCBCkzK5du8zYjlKlSsmGDRvsckz0Nl8di6FTlRQvXjxXMJx++ulmzq3u3bubwYn6GDZsWPb/1+e1rtvlfJ2+j76fvq/rbcR33/3bWvBMdYJ0Q4AgZZ5++mnTuHbp0sUuRU0H7ekUIjnnttIg6NGjh0yePFm2bNliv8SXbq+v09fnDBR9f/2cWAcJ6lQnF110kXkPnUcLSCcECFJCO5p1zIT2ESxatMguF+jXX3+VIUOGyHHHHWcaZ+1Had++vZkjK570/fR9vfm19PP0c/Xzo8Va8EhXBAhS4q233jINsl4iitWXX35p5sbS12u/hc53tXr1anuzuNL318/x+lP083U/oqWj6vV1rAWPdEKAICV0vQ1tUD/44AO75Ouxxx4zv8nra3XU+rJly+xNEko/Tz9XP1/3Q/cnWqwFj3RDgCDpdLS2NqS///3v7VK+tMP92muvNa/TZXD1N/pU0s/X/dD90f3S/SuITnXirQWvtxADYUeAIOn+53/+xzSiI0eOtEsR/fLLL2ZRJ+/SUVDWUNf98C6l6f7pfhZE1xphLXikCwIESfXTTz+ZSz86yC6aaT60UdYp3LWR1lX/tm/fbm+SUro/ul+6f7qf0YSIXvbS7YO+FjxQEAIESdWnTx/TeP7rX/+yS3noZaH69eub7a+77rrANra6X7p/up+6vwVdztI70Lx+lFSsBQ/ECwGCpNm5c6dZSvboo482a5b70UbW6/PQ3/CDGh4e3T/vTET3W/ffjy7de8opp8R9LXggmQgQJI2O/tYGtmvXrnYpD+8yj/YxBO2yVX50P70+kWjuzsq5FnwqV1MEXBEgSAqdxqNatWqmwVy8eLFdzkUH22k/iXY0h21NDd1f3e9oBw16a8HrMr0FnbUAQUOAICnefPNN01BeffXVdikXHeHt/Raf6lt1XXmDBvU4Chqxrpe+LrzwQrO9LuMLhAkBgqT4wx/+YBrJDz/80C7l8tRTT5ntdD2NMPPWA9HjKYgOTtSzFr29d+7cuXY5YXT/9BGJX83PqlWrzBoo55xzjpQuXdocl96d1qlTp6QeG5Ij9r8hQIy04dDGqFatWnYpF52oUOea0ulCkj3CPN50//U49HiimYBx9OjR5jvSy3zJ6vPxCwm/Wn6mTZtm5vzSY3j99dfNLc27d++WWbNmZd8QgfTCf1Ek3M0332waj5dfftku5aKz3ep2OudUOtDj0OPR44qGN8Cybdu2dikh/ELCrxbJypUrzdlGhQoV8r3DLp5rviAYov8bAjjQSQi1Q/nUU0/1vRVXf1PVKdP1Mk6iJ0ZMFj0OPR49Lj2+guiZh/72rg23npEkml9I+NUi8cJS77RD5oj+bwjgwFtQaeDAgXYpl3HjxpntOnToYJdCTY9Hj0uPLxo6w6831UmiL+P5hYRfLZIaNWqY7RO9zwiW6P+GADHSyQO9gYMFTfGh07prAxTv9TxSTY9HjyuWaev1bix9Td26dc2CVInihYTfI1olS5Y02ydyXXsET/R/Q4AYDR061DQqt912m13KRdce1+VjzzjjjLQbC6HHo8elxxftGuv6Gh0Xot/dXXfdZZfjxi8k/GqRECCZKfq/IUAMdOCgLp6kAwcLGgz4xhtvmManZ8+edikt6HHp8elxRktHpmvfiX5/endTIviFhF8tEi5hZabo/4YAMZg0aZJpUJo3b26X8ujWrZvZVtciT0d6XHp8epyxePfdd81cWTpnls6dFW9+IeFXi8TrRNd17pE5ov8bAsTgsssuMw3KjBkz7FIeurCU/qZdUD9JWOlx6fHFsoCW529/+5v5HnX23nhf3vMLCbs2ffp0M1mkdu7rVPy6TnzOUFuxYoWpVaxYMd9Ldf3797efQshF/tsDFILeSaSNzwUXXGCX8tBLXXr9XPsJ0pkenx6nHm8s9NZnbz2UHj162OVCsUMiJ7vWuHFjmThxoqxZs8bcbqxjOpo0aZLjFb8NJKxevbq5XLd582Zz+/Ls2bMZSJim+C+KuLvppptMYzFmzBi7lMePP/5otr3iiivsUlrR49Pj1OONlQ4s1NfeeuutdqlQ7JDIya+m9A47vbvOpgMKdSqTs88+W0qVKmXOSmrWrCmdO3c2qzEiveT/NwRwoA2I3nGkI5KjuQVVL41oQ1XQnVphp8enx6nHGwv9Lb5MmTJy7LHHJm2Kk4Loui6DBg0qcGJMpD8CBHHlTU+uDUw09LKIbn///ffbpbSix6fHqccbi8GDB5vXBWXlQu/MRO8Q444rECCIG/0NWScP1FlY9TfnaIwaNSqmwAkrPT49Tj3eaOkZ3GmnnWbO6PTMLii2bdsmffv2lQYNGtglZBgCBHEzZMgQ00h2797dLuXr2WefNa+JZtrzMPOmqdfjjZa3rsiNN95ol1JOQ0R/UYiV3hTQqFGjtP+FIVMQIIgLXTipSpUq5nbVWC5tcAaSv9q1a5vXRLOyYaK1atVK5s+fL3v27DFrftx+++1OfSAHDhxgLfg0QoAgLiZMmGAaO71dMxb0gUTmzaF16aWX2qWUmDJlipmbS++s0rEeuq6967gdvd2XteDTAwGCuNCGThu8Tz75xC754i6syFq0aBFT4IQNa8GnBwIEhfbWW2+ZxsBlpDXjQPJaunSp+Q1dLwkWtKZ6WLEWfHogQFBo3nQbug52rA0eI9Hz8uYGS/cbC3KuBa+zFyB8CBAUmobGRRddZBq9Bx980C4XiLmwfqPb6t1Neju0jvZOd6lYCx7xQ4AgLvTOHF08qlixYjJz5ky77IvZeH/jrQufyHVAgsZbC17/RLgQIIgb744qvUsn2oGEivVAsujAQV07XteQ10DOFMleCx7xQ4AgrvT2Tm0IrrvuOruUL1YkzOJdzmnTpo1dSnvJXAse8UOAIK50+m6dfVUbwlhGXbMmupjp73XbuXPn2qWM4K0Fr3dn6V1aCD4CBHG3cOFCc8eRDjr75ptv7HJE48aNM41Hhw4d7FKo6fHocenx+fnoo4/Mdpk8v1TOteB1nAiCjwBBQujSptoQ6GJIOv1FQfTMRWd41csYq1evtsuhpMehx6PHpcfn55prrjHfV7reSBAtHZmuI9QTuRY84ocAQcJ4q9BFc/eR8u5A0vW104G3Trgel5/FixebBlM7kqMZJ5LudI6sRK4Fj/ghQJAwOqZBpyOP9jfrrVu3mvEPJUqUCH1Hqu6/Hocejx6XH11pUL+jf//733YpYyVyLXjEDwGChNJOZB0bcsIJJ0R1acqb9rxZs2Z2KVR0//U4ChpNrndm6dKwOoZGV/pDFu1Er1OnjvkOH3vsMbuMgCBAkHAPPPCAaQgaNmxY4CUaHdV+/vnnm+11PYww8tbx0OMoaGqXAQMGmG3vueceu5TxdE4wXc5X+5FYTz2YCBAknDai3my9/fr1s8t56PoXOphOxwQsWbLELgea7q/ut+5/Qet46G/Z5cuXN9tGc3aWibz1Ys4888yMmNolbAgQJMWKFStMf4AOqPvss8/sch562cL7LT4scyTpfnpnT9FcdvEax1tuucUuIYebb77ZfE/t2rWzS0gxAgRJ401ZoiOzt2zZYpdz0Y5T7y6upk2bBn5gme6f7qfur+53NB2/XthwecafLp9btWrVUF/WTFcECJKqc+fOpiG4/vrr7VIeu3btkvr165vtdWqUoIaI7pfun+6n7q/ud0G8hbS0XwgF8y5rli1bVr7//nu7jBQhQJBU2rieffbZpvEcPny4Xc5DbwXWwYjemUjQLmfp/nhnHrqf0U5Jr+uJ62t0MS5EZ/DgweY706UDdOJJpB4BgqRbsGCBmepEb1/99ttv7XIe2ihfcsklpvHQyz56d04Q6H54l6F0/6INj++++84MHNSO4YLuSsNv9Lu6/PLLzfd9991322WkAAGClNBBc9oQ6CJL0Ux1omcuXp+I3uWU6mvh+vm6H7o/ul/RXLbyeDMWDxs2zC6hAGvXrjVTw2gAv//++3YZSUaAIGWaN29uGtLbb7/dLuVL727Sa+H6Oh2lnOwR6/p5+rn6+bof0dxtldPGjRvNJJM6sJKBg27eeecdM9WJ3gK9fv16u4wkIkCQMjoKu0KFCqYxiKUvQNeO8C4d6XQhOudUosdR6Pvr5+jneZfSXNbx7t+/v3n9vffea5cQgzvuuMN8jzpNfjR3vCExCBCklE5jrpcjfve738lPP/1kl/OlgxOHDBlixpZoQ6Kjldu3bx/39UT0/fR99f31c/Tz9HMLGmEeyd69e80Egfpea9asscuIgX6X3vopekkQqUGAIOXuv/9+0xA0atQo5k5lnahQZ7vV6+L6Hvo4/fTTpUePHmYCx4LGm9h0e32dvl7fx3tPfX/9nIImRvQzYsQI815t27a1S3CgC5bp96k3IyA1CBCk3IEDB7LHe/zrX/+yy1HRjvixY8eaSxo62t1r+L1AufLKK6V79+7y4IMPmod2YHv/X5/Xes7A0Ie+j76fvm80Hf0FOe+888z7zp8/3y7BQePGjc33+cEHH9glJAkBgkBYvnx59lQnn3/+uV2Oifat6Kh3XYdEG22v36Kgh26n2+vr9PUFrWEeC71jSD9DGz0Unoawfp96Fx9ShwBBYIwfP940CpUqVYr50lNBfvjhB5kxY4b5DJ2Dynvoz/q81hPJm959ypQpdgkO9DKgfp96WRCpQ4AgUDp27GgahtatW9ul0NLBknqnWfXq1bljKA70BgS9EUFvSNDOdKQOAYJA0bERZ511lgmRF154wS6Hkjf/1zPPPGOX4EBvgdbvU2+JRmoRIAicr7/+2vRHlC5d2kz7EWYbNmwwAwf1NuVYRqsjMv0FQwdh6neqgzKRWgQIAslb2lYH7IX5MoUuoKXHcd9999klONC75/T7ZOxHMBAgCKxrrrnGNBY9e/a0S4Gmo9Z1+nHtoNcJI3XKE53DCYWjY4R0zIcOPA37mWm6IEAQWHqJ4tRTTzUd0FOnTrXLSadTty9evNjctaV3cA0cONCMIWnVqpXUq1dPKlasmOu2YO+hky7GOkASeb355pvm+9Sp8BEMBAgC7cMPPzS/cZ544okJnf5j1apVMmfOHJk0aZK5TKKXnDp06GDGbdSoUSN75l2/h55t6Mp5OqJebzPVKcdPPvlkU4tmLXj408W39LvUxbgQDAQIAs+766ZJkyYx/yavy6Hq5Q6dc0vPGgYMGGAGCrZs2dIsTJTfWYP90DOhCy+8UFq0aCG33nqrCQR9Px0Frbfp5jduRdeCP/7446NeCx6R6bK/+t9B+8QQHAQIAk+nOrn44otNA6KXjTwrV66U2bNny8SJE836It5Zg54B6JiLMmXK5AkC+6F3elWrVs28pl27dtKnTx8ZOnSoTJgwwYyI1xHyheWtBa9TpeQXNPB3yy23mO9QQxvBQYAgFH788UdzGUn7Q7zLQgU9dKr4unXrmgWf9KxBxw1oA6SXQBYtWlSoiRFj5Y0F+fOf/2yXUIDVq38yNyLo+h+6/jyCgwBBaOhsuNoI63K4ejeOnjXoVOt6iUvPQPRMZNasWeayUdDoGJBzzjnH7H80a8HjNwMHjpbjjrtABg2KbfEuJB4BAiRJrGvBQ2T37gPSuPFIqVXrn7J58w67jBQjQIAkinUt+Ew3fvw3UqfO8MNnn5/aJQQAAQIkmd7JpSGiY0iQv4MHD0nLluOkbt3nZcUKbj4IIgIESDLXteAzzYwZy83Zxx13vGeXEBAECJACOpq9WLFiMa8Fn0k6dXrLBMjcuYkbQIrCIUCAFCnMWvDp7ttvN5jwuPnmiXYJAUKAACmiAyQvueQSEyKua8Gnq/vu+9AEyDvvLLVLCBACBEiheK4Fny7Wrdsh9eq9IH/605jDIcuZWZARIECKJXIt+DB66qk55uxjxIiv7RIChgABAsBbC/6GG26wSxll16790qjRSLnsspdk27bwLiSWKQgQIADScS14F+PG/a85+xg8mIGDYUCAAAGRTmvBu9CBgy1aZA0cXLkyeRNdwh0BAgRIuqwF7+LDD380Zx+9e//HLiGgCBAgYLy14Hv06GGX0tpf/5o1cHDePNaPDwsCBAiYnGvBT5kyxS6npUWLNprwuOUWBg6GCQECBFCy1oIPigUL1snFF78gM2eutEsIMAIECKjCrAUPJAMBAgRUfmvBA0FBgAABpmvBH3vssWZN8NmzZ9tlIKUIECDgxo0bZ85CKleuLFu3Mj4CwUGAACHwl7/8xYTIjTfeaJdCQe+w0sfEiYvsUnYN4UOAACGgU53UqFHDhMhLL71klwPPC4lmzV6Rfft+jVhD+BAgQEjMnz8/e6qTxYsX2+VA80JCH2PGLIhYQ/gQIECIPPnkk+Ys5IILLgjVVCdeSFx33Xhp2vRlM+uuXUP4ECBAiBw6dEiuuuoqEyK9evWyy4HlhcTHHy83fw4f/lWeGsKHAAFCZsOGDVK+fHkz1cnbb79tl1Pq5593yMKF62X9+p25ns8ZEp07T5EGDUbI1q178tQQLgQIEEIffPCBmerkpJNOkrVrEz/54I4d+2T58i3y5ZdrZOrUJfLii/Nk0KBP5W9/mybt2k02neNeEOhDp2XPKWdI6LxXF144XJ58MmtcCwESXgQIEFL33HOPuZTVtGnTQk11smLFCpk1a5a89dY0GTNmpgwb9oX07TtDunSZKq1avWZWB8wZDpEeuo1uq6/R17733rJcn2GHxD/+8aHUr/+iOVOxawgPAgQIqf3798tFF11kQmTQoEF22Qw6XLRokUyfPl1GjRol/fv3l1tvvfXw2UELqVu3rlSoUMG81nuULl1Fqla9LU846NmFnmXo2YaedejZh56F6NmInpXs3LnP/ug87JDQS10aIAMHzsxTQ3gQIECI/fDDD1K2bFkpVqyY6Vxv1KiRVKtWTY4++uhc4RDpUaZMGalevbp5TYcOHQ6fOQyWl1/+0CzspP0Y2sjHS6SQGDr0i8MB+ELEGsKBAAFCbujQoXnCoWLFilKvXj1p2bKldOvWTQYMGGDOQj766CMzhmTbtm322yRUpJDQM5fLL385Yg3hQIAAaWDSpEkyc+ZMWbVqlV0KhPxCYvz4b/KtIfgIEACAEwIEAOCEAAEQGHpX1803T5Q5c1bbJQQQAQIgMJYs2SR16z5v5svasGGXXUbAECAAAuXpp780nepdu06VgwcP2WUECAECIFB+/fWgdOgw2YTISy/Nt8sIEAIEQOCsWbNdGjYcaQYaLliwzi4jIAgQAIE0bdr35iykefOxZjJHBA8BAiCw+vX72ITIvfdOt0sIAAIEQGDt3n3ArGKoIfLWW+FaxjcTECAAAm3x4o1m5l6dMn7Fii12GSlEgAAIvFdfXWjOQtq0mSD79v1ql5EiBAiAwDt0SKRnz/dMiDz22Od2GSlCgAAIhc2b98iVV44xy+F++ulKu4wUIEAAhMYXX/xkpjrRdUQ2bmSqk1QjQACEiq5kqJeyOnQYzlQnKUaAAAiVAwcOSqtWA+WEEy6SwYMftctIIgIEQOgsX77KrAV/5JFHypw5c+wykoQAARBKr776qln/vUqVKklf4x1ZCBAAodW+fXsTIm3atLFLoaJr2ffu3VvOOeccKV26tBxzzDFy7rnnSqdOnWTu3Lm5ttXj1UckfrVESN4nAUCc7dixQ6pXr24azZEjR9rlUJg2bZq5HFetWjV5/fXX5ZdffpHdu3fLrFmz5Nprr80TCH4h4VdLhOR9EgAkwLx586REiRJSpkwZWbJkiV0OtJUrV5qzjQoVKsjGjRvtstGvX79cP/uFhF8tEZL3SQCQII8//rhpOGvXri379oVn6vdevXqZ/R42bJhdypdfSPjVEiF5nwQACXLo0CFp1qyZaTy1LyEsatSoYfZ52bJldilffiHhV0uE5H0SACTQ+vXr5ZRTTpEiRYrIu+++a5cDqWTJkqbB37t3r13KlxcSfo9kSd4nAUCCaYd00aJFpVy5cvLzzz/b5YRavny5fP755zJhwgQZOnSo9OnTR9q1ayeNGjUyHeR6d9Xtt9+e6zWFCZBI/GqJkLxPAoAkuOuuu0wjesUVV5hLW4W1ZcsW+fbbb+WDDz6QUaNGmU7trl27SosWLeTCCy+UU089Nc8ZQKRHxYoV5ZFHHsn13lzCAoAA2b9/v9StW9c0pA8//LBdzqbhomcNn332mbzxxhvy1FNPyT333CNt27Y1Zw1Vq1aVUqVK5QkC+6F3UWkQNG7cWDp06CD333+/6RSfNGmSGSWvYzzy43WiP/3003YpX34h4VdLhOR9EgAkyffff2/GVhQvXlz++c9/yoMPPihdunSR5s2bS506daR8+fJ5giDS4/TTT5d69epJq1atpHv37jJw4EBzFjJjxgxZvHixbN++3f7omKxYscIEkJ6dbNq0yS4b/fv3z/WzX0hEqk2fPl2aNm1qPkePWwdfrlu3Ltc2riLvBQCE3OjRo/MEgvfQcDnrrLOkSZMm2WcNehYwefJk+eKLL2T16tX22yWMN5BQB0TqmdDmzZvNQMLZs2fHZSChnhlNnDhR1qxZYwJPL8HpccdD5L0AgDTQo0cP03HtnTXoQEMdvR40OqBQbz8+++yzzWUzPVuoWbOmdO7cWb766qtc20YKCY9fzaPHf/TRR9tPO/H/JABA2ti5c6cMGjRIrr76arvkhAABgAzgnZ3oLc6x3PXlhwABgAyh09737dtXGjRoYJecECAAkEE0RHRQYzwQIACQxvQW5Pnz58uePXvMmBS9qYA+EABAgaZMmWIGVurdXTreREfR65oj8UCAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcPJ/YfKDmJ7GLMsAAAAASUVORK5CYII=)
PN: 8660-1-94
CAS: 1012785-44-2
Molecule Weight: 289.23
Formula: C17H28BNO2
PN: 8H60-1-AG
CAS: 1509932-25-5
Molecule Weight: 319.21
Formula: C17H26BNO4
TSCA: Not listed on TSCA inventory