| Product Number | 8660-3-V9 |
| Synonyms | (3-Carbamoyl-4-fluorophenyl)boronic acid |
| Purity | 98 % |
| CAS | 874219-34-8 |
| MDL Number | MFCD08235053 |
| Molecular Formula | C7H7BFNO3 |
| Molecular Weight | 182.95 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 500 mg | 121.25 | In Stock | |
| 1 g | 225 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-3-V9
CAS: 874219-34-8
Molecule Weight: 182.95
Formula: C7H7BFNO3
PN: 8660-3-W9
CAS: 874219-19-9
Molecule Weight: 196.97
Formula: C8H9BFNO3
PN: 8660-3-W6
CAS: 874219-27-9
Molecule Weight: 211
Formula: C9H11BFNO3
PN: 8660-3-U1
CAS: 874219-20-2
Molecule Weight: 211
Formula: C9H11BFNO3
![4-Fluoro-3-[(methoxyamino)carbonyl]benzeneboronic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABqUAAAalAGroOjJAAACJnpUWHRtb2xTb3VyY2UAAHichZRtb9owEID/ysmfhx3HeQFEqFirSpPaVVo7ad8mkxgaidiVE97+/c4JoUlhAQKx7+45+17s2d2h2MBO2TI3OiGcegSUTk2W63VCfr89jsbkbj5L0QgNdZmQ96r6mDK23+9p+q4KeTCapqYgjX56KPOezV5QY9fM9zzO/jw/vdbMKNdlJXWqkCrzaVkLn0wqq3oX/1mCFdLucs0ac1bYXePtr++5x6OHMiOfsdyjboEorPKNgpWxhaxg53sUH+8brJVWVlYqg+URxYIGGPt89vxg0m2hdIVD5yFP5ea1stsUBYXZqHSLznDw4yEhBUdAVqZYWCuP4EZOLDlIH6QAGYAMQUYgY5BjkBOQ3MMf6jkacLTgaMJDzPlGuUXfjh8Kdw4v8BPc/33n+wjfUfKCKfMTMuJUCBEDhoKf9nUS+jSK4uDLrC/sc603TIGHOwxxFrQzAkdcL6ITgYYR5RG+AhphQUHQcfg586ng9R7CwLlsXXs0jrs7rLUn21Z5Nm7kmFV2Tut8tjQ66wwhzxKy5KTO9y+1Kv1TygkYmymLXewcONMu4PcBV6BhQPQBV85hIOgDrvhnwL8GhBdANLxC1AdcY52BxTUg7gOuDYeBcR9wTTsMTPpA3eLDhNP3SlcfiRsMv4j8JvKl4M2pG84vFxfh8xtdwr9UvTnUN5jwChNeY1in91l7/eDw4mpinXuL4W09/weRLrNh8CBRXAAAOTNJREFUeF7t3Qe8FNX993F6V0GwgQoYFBSNRrErlj+JPSAiseITRcWSx4YSFBtCHjUidqVEqlgRFFQM2LAgCigYC6igIlEUpNd74ffsb+9/d2cOd+/dOTuzOzP3885rXiLzm5ndc+P53innTDUBAMBCNfMvAADIBQECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwEqgAVKtWrX0UhkvtV6sW7dOnnjiCTnzzDOlVatW0qhRI6lXr57sueeectZZZ8nIkSNl48aN5mYAgEr421sbvISCl9pcjRs3TnbZZRfXvstbdtttN3nhhRfMzQEAFfCvty6Hl1DwUpuLAQMGpPdXu3ZtueKKK+Sdd96RZcuWJc84vvnmG3n00UelXbt2vh4XAKqKQHtNL6HgpbYyEydOTO9rp512klmzZpklaZs2bZIbb7zRl+MCQFUSaK/pJRS81FZk8+bNssceeyT3U716dZk6dapZUq677rrL/CsAQAXy660r4SUUvNRW5Omnn07v509/+pO5GgDgk/x660p4CQUvtRW56KKL0vvRJ6wAAMHIr7euhJdQ8FJbEedN8S+++MJcDQDwSX69dSWcoeBlyUeTJk3S+1m1apW5GgDgk/x660qYwZDrko9atWql91NaWmquBgD4JL/euhJeQsFLbUU4AwGAwsivt66El1DwUluRtm3bpvfDPRAACE5+vXUlvIRCttrPPvtM+vbtKx06dJAdd9xR6tatK23atEmOLP/+++9dtapHjx7p/fAUFgAEp/KePQ/ZQqE82Wqdf28uO+ywg8yePdtV7xwHctJJJ7nWAQD8U3nPnodsoVCebLUHHHCA9O/fPzmP1Q8//CAbNmxInpV06tQpWXvssce66s2R6G+++aZrfTY6dxYAIHeV9+x5yBYK5fFSqxYvXpysrV+/vrlKJkyYkN6XzsY7Z84csyRNA6dPnz45HxcAUCbQXtNLKHipVT/99FOyVt/rUR7nbLx16tSRq666SqZPny7Lly9Pzsa7cOHC5HtC2rdvX+FxP//88+S08GvWrDFXAUCVVn6v6RMvoZBrrY7tmD9/vpx++unJ2rvvvtssSXvqqadk5513du27vKV58+Yyfvx4c/Nk0KQeC9aaUaNGydatW80yAKiSKu6t85RrKKhcap01LVq0kAcffNAs2cbatWvl8ccfl86dO0vLli2lQYMG6TcSdu3aNRkKOqV7efTylgaH87iHH364zJgxwywFgCone28dQs6OXEecn3jiiYF35vqo8Nlnn+06tt6cv/DCC+XHH380ywGgyohUgKiSkpJkp/7II48kx4XUrFkz53d+5OPtt9+Wgw46yBUk+n51fY8I71QHUBVFLkCcXnvttWRHroMMC2HLli0ydOjQ5FsOnUHSunVref75581yAIi1SAfIunXrkh14eY/yBmnlypVy/fXXJ9+17gyS448/Xj799FOzHABiKdIB8vrrryc7br05Xgz6NNipp57qChG9pHbZZZfJr7/+apYDQKyEPkAOOeQQGTJkiMybNy/5m78+VaUd9z333CONGzdOdto6ELCY9FKacxJHXfSzDR48OPkkFwDEUegDxNkpl7fok1h6KavYNCjuv//+dKilFg2WtxMBAwBxE/oAmTt3rtx4441y8MEHJwf16X2H3XbbLXnpaOzYsckb22Gil670EpZeykqFyAWJ5cvE502cOpnlABBZoQ+QqNKb6XpT/cBEeAxNLKJLIvzk+uv1LrxZDgCRQ4AE7JPnn5dvW7cuC5DUstNOIkOH6nPBZjkARAYBUgg60PCuu0QaNXIHyUEH6QhFsxoAIoEAKSSd+uTCC0WqV3cHydlniyxaZFYDQKgRIMWg83cdfrg7ROrVE7n1Vp390awGgFAiQIpFp4UfNUqkeXN3kOy+u8iYMWY1AIQOAVJs+qKqm28WqVvXHSRHHiny0Udm9bY2bBAZPlyka1eRVq1EGjYUadCg7M9dupTdrNcaAPAZARIWCxeWhYAzRGrWFPn3v83KjIkTRVq0cG9T3qI1WgsAPiJAwubNN0UOOCDT+T/6qFlR5uGHMzfjdXzJddeJfPyxyOrVZWc1s2eL9O4tUqdOWU2NGmXbAIBPCJAwKi0VGT1aZPBgkfLeljhtWlkgaDA0biwyc6ZZkTFrlkiTJpkQeeMNswIArBAgUaODD9u0yZyhTJhgVmzr5Zcz9XvvzQBGAL4gQKJm/PhMGBxzjLk2u44dM9vpPgAgTwRI1Fx8cSYI9AmrXGltaruePc21AOAZARI1++2XCYJ588y12Wltarv27c21AOAZARI1O+6YCQIvs/quWJHZrmlTcy0AeEaARE2tWpkg0Ke1clVSktlO9wEAeSJAooYzEAAhQYBEDfdAAIQEARI1fjyFdckl5loA8IwAiRrGgQAICQIkavTGuXMkei6TJE6alKlnJDoAnxAgUTR1qnsurIqmfddJFVM33nUbnUcLAHxAgETVQw9lZuPVGXd1Nl6dOFFn4tW3Gs6Z456NV2t1GwDwCQESZbm+D0TfepjLpIsA4AEBEnX6tsFhw8rePtiyZdnbCOvXL/tz584iQ4aIrF9vbgUAeSNAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUDi5uefRUaOFFm61FwDAL4iQOImNW37iSeaawDAVwRI3Oy+e1mAtGplrgEAXxEgcUOAACgQAiRuCBAABUKAxA0BAqBACJC4IUAAFAgBEjcECIACIUDihgABUCAESNwQIAAKhACJGwIEQIEQIHFDgAAoEAIkbggQAAVCgMQNAQKgQAiQuCFAABQIARI3BAiAAiFA4oYAAVAgBEjM/LzX72VJ3Wby8z5/MFcBgK8IkJi56+i+0vt3vWTgcbeYqwDAVwRIzJxyylg55JAhcsYZ48xVAOArAiRmCBAAhUKAxAwBAqBQCJCYIUAAFAoBEjMECIBCIUBihgABUCgESMwQIAAKhQCJGQIEQKEQIDFDgAAoFAIkZggQAIVCgMQMAQKgUAiQmCFAABQKARIzBAiAQiFAYuaCC8YnA6RHjwnmKgDwFQESMwsXrpAhQ2bJd9+tMFcBgK8IEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQApIh2vkVoqk0uts+bII4fLTz+tMUvSctkfimDDBpHhw0W6dhVp1UqkYUORBg3K/tyli8jQoWU1QAgQIEXkpRPPpdZZo8sdd7xllqTlsj8U2MSJIi1aJP6rrFbxojVaCxQZAVJEXjrxXGrNADn00KHy7be/mWVJuewPBfTwwyLVq5cFRO3aItddJ/LxxyKrV4usSZxJzp4t0ru3SJ06ZTU1apRtAxQRAVJEXjrxXGrNANGld+/XzbKkXPaHApk2rSwQNBgaNxaZOdOsyJg1S6RJk0yIvPGGWQEUDAFSRF468VxqnTUdOmT+/J//LDVLc9ofCmDLFpE2bTKXpybkMIfZyy9n6vfeu2wfQBEQIEXkpRPPpdZZc9NNU9N/7tVrklma0/5QAOPHZ8LgmGPMtdl17JjZTvcBFAEBUkReOvFcap01eu9D74Gk/v3DDxdnrUURXXxxJgj0CatcaW1qu549zbVAQRAgReSlE8+l1qzp23da+t8vvPBF2bo1ey2KZL/9MkEwb565NjutTW3Xvr25FigIAqSInJ24lyUbs2bRohWus5CpU7/NWosi2XHHTBCsXGmuzW7Fisx2TZuaa4GCIECKyAyGXJdsyqvp1++N9N917fqsbNlSdhpSXi2KoFatTBCUlpprsyspyWyn+wCKgAApIi+deC615dV8//1K11nIhAlfZq1FEXAGgggjQIrISyeeS222mttueyv99/rO9E2bSrPWosC4B4III0CKyEsnnktttprFi1fJYYcNS68bM2Zu1lrkScdk6FxWe+whcvTRIuvWmRVufjyFdckl5lqgIAiQIvLSiedSW1HNnXe+nV534omjKqyFpenTRQ4+ONOx6/Lhh2aVG+NAEGEESBF56cRzqa2oZsmS1XL44ZmzkIpq4dH334ucc447OHTRs4vKbozreudI9FwmSZw0KVPPSHQUEQFSRF468VxqK6sZMOCdbcIjWy1yoJenbr9dpH59d3AceqjI+++b1dlNneqeC+ujj8yKDJ1UMXXjXbfRebSAIiFAishLJ55LbWU1+n6QI47Y9iwEFp56quw+hzM4dt1VZMQIcY3YzNVDD2Vm49UZd3U2Xp04UWfiXbtWZM4c92y8WqvbAEVEgBSRl048l9pcav7xj3cJkHzoFOt6c9wZHHXrivz972VTr+cj1/eBNG+e26SLQMAIkCLy0onnUptLzdKla5NvK6yo9r//XSP/+tccmT9/mbmq6vr5Z5G//jVzqSm16FsCv/nGrLanbxscNqxsvy1blr2NUC+R6Z87dxYZkvh5rV9vbgUUBQGCbVx++aRksOgAxP7935Hly6twh7Vpk8jdd4tsv707OPbfn/sPqPIIEGzD+civLh07jpBRoz6VzZur2NM+L73kfkJKFx31/eijZVOJAFUcAYJtlJZukWef/Y+ccMJIV5CceeYz8s4735nl8fP55yKdOrmDQ+ebuvpqSZyOmdVAlUWAIKtVqzbKPfe85xrFrsuVV74iCxeuMMujT8NBQ8I5waEuGiYaKvn65ReRW24pu8cBxAABgkrpy6muuGKyK0R0UOK9976fDJmo21JSIj898oh7YkNd9PKVXsbK1+bNIoMGieywQ2bfXua9AkKKAEHO3nprkXTu/LQrSHRalOef/zw9TXzUvDFtmvzf9u1laKJTX5Lq3PWG+T33lN1Az9crr4jss487mHS8CJfCEAMECDzRG+kjRnwixx77pCtIund/Xj76aIlZHlrffPNNIgw7J/rzarJ3YrkmsUzVR3R1+hF9ZDdfX34pcvLJ7uCoWVOkVy+RZTwejXggQGBl2bJ1cscdb7neNaJL796vy48/rjLLQ2P16tXSp08fqVOnTjI8Uss1Rx8tS3Xkd770PR3XXitSu7Y7PE44gctWiB0CBHn5/PNf5K9/negKER2o+MgjM2Xdus1medFs3bpVnnzySdl1111dwbHHHnvIuHHjzHLvdFLEJ54QadbMHRx77cVsuYgtAgS+ePXVr5Mvq3IGyUknjZFJk+ZbTQ3lp/fff186dOjgCo769evL7bffngi5St7XkYu33hL5/e/dwdGokcjAgSIbo/+QAZANAQLfbNhQkvgl/GM56qh/uYKkR48JMneuD/cVPFq8eLGcf/75ruDQ5ZxzzpHvdQr2fC1cKHLWWe7g0EkOL7pI54Mxq4HYIUDgO51Lq2/faa4Q6dBhiNx665vy888e3vttaf369XLnnXdKgwYNXMFx8MEHy7vvvmuWe6cz5Op4jnr13OFxxBEiM2ea1UBsESAIzOzZ/5XzzhufDpEDDvh/0rbtRXLPPY8lzlY2mOW+eOaZZ6Rly5au4Nh5551l+PDhssWPFy+NHr3tjLn67/r3QBVDgCBQOj5kwoQvpVOnUdKmzdXSrNmxUrv29tKqVSt57rnnzHJrc+bMkWOPPdYVHPqk1Y033iirVvnwVJi+mlbPMJzBoWcg/fqVva8DqIIIEBTEmjUbpX//EdKkSVtXJ3/cccfJJ598YpbnbOnSpdKzZ0+pUaOGa79nnHGGLFiwwCz3rGTJEpEePTIve0ot3bqJLFpklgNVCgGCgpo/f4Gcdtpprs6+Zs2acumll8qvv/5qlme1efNmue+++2SHHXZw7WvfffeVf//732a5Z5s2bpRJAwbIhEaNZL0zOA48sOypKwAECIpjypQp0q5dO1fn37hxYxk0aFAyHCoyefJk2WeffVzbNmnSRB588EEp8WGa9RdeeEFat24thyX2e0di+ViDQ8d36MucdLwHgCQCBEWjnf0DDzyQ7PydYdC2bVt5ReeQMnz55Zdy0kknuWpr1aolV1xxhSzzYXqQuXPnygknnJDed4PEck7t2vLRddfJVh1hDsCFAEHRaeffq1ev5KUsZzicfPLJ8tVXX8lvv/0m11xzjdROdObO9SeeeKJ89tln5u48y3b8U045RRYmjg+gfAQIQsM8A9BFO3UdNe78u7322ktefPFFc3PPvJ4BAXAjQBA6qXsQzk5dl3r16smAAQNkkw/TrOdzDwZAGQIEobRx40bp27evVK9e3dXJH3jggfJWHk9BzZ8/35enwAAQIAg57fC7deu2TZCcddZZ8sUXX5jlWa1cuVJuuOGGbaZxz3ccClCVESCIhA8//FCOOOIIV+evy7BK3i+u05dozU477eTazu+R8EBVRIAgUkaPHi3NmjVLB8Gpp55qlqS988478oc//MEVHA0bNpT+/fsHNhcXUJUQIIgcHUiYCoSbb77ZXC3fffeddO/e3RUcegnsggsukB9//NEsB2CJAEHkTJs2LR0Md9xxR/rv9eVQt9122zaP/R522GHywQcfOPYAwA8ECCKnvAAZO3as7L777q7g2G233WTkyJHJ19kC8B8BgshxBshll10mRx11lCs46tatm3wEeI2++AlAYAgQRI4zQMzHe88880z59ttvzU0ABIAAQeToSHVnaOiy//77yxtvvGGWAggQAYLI0XEdqeDQ954/9thjUso060DBESCIHOclrD59+pirARQIAYLIKe8pLACFR4AgcggQIBwIEEQOAQKEAwGCyCFAgHAgQBA5BAgQDgQIIocAAcKBAEHkECBAOBAgiBwCBAgHAgSRQ4AA4UCAIHIIECAcCBBEDgEChAMBgsghQIBwIEAQOQQIEA4ECCKHAAHCgQBB5BAgQDgQIIgcAgQIBwIEkUOAAOFAgCByCBAgHAgQRA4BAoQDAYLIIUCAcCBAEDkECBAOBAgihwABwoEAQeQQIEA4ECCIHAIECAcCBJFDgADhQIAgcggQIBwIEEQOAQKEAwGCyCFAgHAgQBA5BAgQDgQIIocAAcKBAEHkECBAOBAgiBwCBAgHAgSRQ4AA4UCAIHIIECAcCBBEDgEChAMBgsghQIBwIEAQOQQIEA4ECCKHAAHCgQBB5BAgQDgQIIgcAgQIBwIEkUOAAOFAgCByCBAgHAgQRA4BAoQDAYLIIUCAcCBAEDkECBAOBAgihwABwoEAQeQQIEA4ECCIHAIECIfYBsiQy6rlvCBaCBAgHGLbe5ohUdGCaCFAgHCIbe9JQMQXAQKEQ2x7VwIkvggQIBxi27sSIPFFgADhENvelQCJLwIECIfY9q4ESHwRIEA4xLZ3JUDiiwABwiG2vaszQCpaED2vv/56OkBuvPFGczWAAoltD2oGRbYF0aJnH82bN08HSN26dWXo0KGyZcsWsxRAwGLbgxIS8fLNN99Ily5d0sFhLgcddJC8/fbb5mYAAhTb3pUAiYfVq1fL3//+9+SZhjMwDj74YDnxxBOlevXqrr8/++yzZdGiReZuAAQgtr0rARJtW7dulREjRsiuu+7qCog99thDnnrqqXTdjBkz5PDDD3fV1KtXT/r16ydr16517BGA32LbuxIg0fX+++/LoYce6gqF+vXry+233y7r1q0zy5NhM2rUKNe9EV1atGghY8aMMcsB+CS2vWu+AbJ5w2op2chvsIW0ePFiOf/8810hoMs555wj33//vVm+jTVr1sgtt9yyzeWuI488UmbOnGmWA8iTXe8aAfkEyKpfvpER1zaWJ//WSGa/cpeUbt5glsBHGzZskDvvvFMaNmzo6vj1Psf06dPN8kotXLhQzjrrLNe+9F7JRRddJP/973/NcgCWvPeuEZFPgHz36Uuu7cf1bSXfzn7eLIMPnn32WWnZsqWrs995551l+PDheT+a++abb8rvf/9717632247+cc//iGbNm0yywF45L13jYh8AmTrllL5cPxNMuyK2q79TLrveFm2+FOzHBbmzJkjHTt2dHXuderUkd69e8uqVavMcmulpaXy+OOPS7NmzVzH2muvveTFF180ywF44L13jYh8AiRl5c/z5bWHTnXta2ivmjJ9zGWyYc2vZjly8Msvv0jPnj2lZs2arg799NNPlwULFpjlvlmxYoVcc801Urt2bddx9VHgefPmmeUAcmDfu1YhP/znNXn2tnauINF7JPOm3i9bSjeb5SjH5s2b5b777pMddtjB1YHvu+++yalJCuXLL7+Uk046yfUZatWqJVdccYUsW7bMLAdQAQIkRxoU86YNTgaHM0ievbWt/PDZq2Y5HCZPniz77LOPq9Nu0qSJPPjgg1JSUmKWF0QYPxMQNQSIR3rpavrYy5OXspxBope6Vvz8lVlepYX9t/2wnBUBUUWAWFq+eG7yprozRPSm+4znrpdN61ea5VVK1O43FOu+DBB1BEie9PHecTe3dgXJqBt2ki+nD5WtW/N7DDVqov7EU7Ynw3TKeD+fDAPiggDxQWnJRpnzyoDkwENnkLxw10Hy3/lvm+WxFKcxF88880xgY1OAOCFAfLRuxRJ588kLZcjl1V1BMnXI2bJ62SKzPBbiOuq7otHx7777rlkOVEkESACWfjtDJvy/w10hMvyqevLxS7fGZn6tqjLvVL7zcwFxRoAEZetWmT9jlIy5qbkrSMbe1EK+eD+6M8RW1ZlvdYbgDh06uL5zRTMEA1UBARKwzRvXyEcTb5HhV9ZNh0jvP1eTG/7PkfLpnGj9pl7V372R6ztKgKqCACmQ1b8ulH8/3lX+cW41uaBjNemwVzVpWC8a9wqWLFkiF154IW//+1/Z3pJ49NFHy6xZs8xyILYIkAJbMPdNubzb72X3HTMdT1ifVtq4caMMGDBAGjVq5Oooef94GX1Pe+fOnV1tU6NGDbn44ovl559/NsuB2CFAimBLaakMeSLc4yVeeOEFad26tevz7bTTTjJ06NDkeI9C0A76lVdekcGDB8uVV16ZPOM5/vjjk0ubNm2kVatWyX+m/k7Xa53W63a6fSFMmzZN2rdv72qr7bffXu65557Q/VIA+IkAKaKKRmx/9tlnZnlBzJ07N9kZOz+Pfr7rrrsu+XmDoqGk91gGDhwonTp1St6gdn4G20X3o/vT/er+gwo/nT/rkUcekaZNm7qOrwH30ksvmeVALBAgIRCGOaN+/fVXufzyy7eZzuOUU06Rr74KZo4v7cynTJmSfExWL+OZnX9Fi3bUegZidtiVLXocPZ4eN4gwWb58uVx99dXJn5/zuBpin3/+uVkORBoBEiLFmCFWJxTUSz6NGzd2Hbdt27by6qvBzDI8f/785IujzEeBnYv+5q6XpPQJr3HjxiVvTlc27kLXa53W63a6ve7H3Hdq0ePr59DP4zcNCw0N5/E0VDRcNGSAOCBAQqaQM8S+9tpr0q5dO9dxNEjuv//+5Ofwm06kqAPwzLMcXXbZZRfp0aNH8jHZyoLCK92f7lf3r8cxj62fRz9XEBM96uUrM8T0rEkvdwX1SwFQKARISGWbIfaMM87Ie4ZY/Y371FNP3aYTveyyy5KXsvym93P0aSXzMWAdQ9K9e/fkmVehOlM9jh5Pj6vHd34e/Xz6Of2+/6Q30vWGut5Ydx5Pb7zrDXggqgiQkPNzhtiVK1fK9ddfv81N++OOO04+/dT/d73reIkbbrhhm+PttttuybMc/TzFpMfXz6Gfx/n59PPq59bP7yd9tFcf8dVHfZ3H69KlS8GeGAP8RIBERD4zxOp6ffxWH8N1bq83oZ9//nmz3BfPPfec7L777tsc77HHHkuOLwkT/Tz6ufTzOT+vfn79Hn7T+zQ66NB5LB2UqIMT/Q4tIEgESISsX7/e8wyx77zzTnLgn7Net7/rrruSM876Tac00VHr5vHuvvvuQO6r+Ek/n35Os331+wQxVYtOf6LToDiPpdOk6P0anTYFCDsCJIJymSH2u+++S17nd67Xa/zaGf7444/GHv2hN6H1Zr/zmGeeeabvN8WDpp9XP7fze+j3CuImu07EqBMymuNeDj300OQEjkCYESARVt4MsXpj+MADD9zmBvFhhx2WHEgXFJ2Jt0GDBunj6dNc48ePN8siRT+/8/Fm/X5BzTisoaW/ADh/Zrro+KBPPvnELAdCgQCJuGwzxKYWvUE8cuTIQC+J/POf/3Q9YaW/PcdlkkX9Hvp9Ut9Nv6d+36BMnz49eUnS+TPUJ+S8PjABFAIBEhN687VPnz6ujufmm29OvvgpKBpK+rSS85g6UC7s9zq80u+j38v5PfV7BxXK+tCDPhzhPItkFDvCiACJGX0ySzscPfMIknae+khqqoML+jfzMDDPtPT7BxUi6i9/+Uv6WHE5o0O8ECAxk3p0Vh9JDZLzzEOn6NC3FFYF+j2d81xpOwTlggsuIEAQagRIzBQiQPQ3cWd4VLXZZvX7OkMkqDMvAgRhR4DETNABok8hpS7j6D+rypmHSb+3sx2CeDqLAEHYESAxE2SA6BxRzvEKQf3mHRXOMzFtF7/n0CJAEHYESMwEFSA6Ets5SFCfSoK4ns7S9vFzxDoBgrAjQGImqABxTk+igxJ5VWsZbQdtj1TbaDv5hQBB2BEgMRNEgOiEgqmOTEdmL1y40Cyp0rQ9nCPW/ZqAkQBB2BEgMeN3gOgAReesulGfniQo2i6pNtL28mNWXQIEYUeAxIzfAeIc76ETDCI75wSMfowPIUAQdgRIzPgZIDr7bOplUDrFedRm1S00bZ/UVPDabvnO3kuAIOwIkJjxM0D09a6pDkxfyYrKaTul2kzbLx8ECMKOAIkZvwJEf3tODZTTfcVtgsSgaDul3myo7ZfPWQgBgrAjQGLGrwBxvptCX/eK3Gl7pdpO29EWAYKwI0Bixo8AWbBgQfIdFLqf5s2bh+4d5mGn7aXtpu2n7ajtaYMAQdgRIDHjR4D07t073XENGjTIXI0caLul2lDb0wYBgrAjQGIm3wApLS1N//asLzRauXKlWYIcaLulXgil7ant6hUBgrAjQGIm3wCZMmVKutPq3r27uRoeaPul2lLb1SsCBGFHgMRMvgFy3nnnpTutyZMnm6vhgbZfqi21Xb0iQBB2BEjM5BMgJSUlsv322ye311fj6r/DnrZf6hXD2q5e25MAQdgRIDGTT4DMmDEj3WH16NHDXA0L2o6pNtX29YIAQdgRIDGTT4AMHDgw3WGNGDHCXA0L2o6pNtX29YIAQdgRIDGTT4B06tQp3WEx75U/tB1Tbart6wUBgrAjQGLGNkC2bNkiDRo0SG7bpk0bczXyoO2p7artq+2cKwIEYUeAxIxtgOhLkVKdFY/v+sv5OK+Xl3ERIAg7AiRmbAPktddeS3dWt956q7kaedD2TLWttnOuCBCEHQESM7YBMnjw4HRnNXbsWHM18qDtmWpbbedcESAIOwIkZmwD5Iorrkh3VrNmzTJXIw/anqm21XbOFQGCsCNAYsY2QLp27ZrurJYuXWquRh60PVNtq+2cKwIEYUeAxIxtgPzxj39Md1br1683VyMP2p6pttV2zhUBgrAjQGLGNkCOOOKI5Hb6Lm/4L/VueW3nXBEgCDsCJGZsA6R9+/bJ7Zo0aWKugg+0XbV9tZ1zRYAg7AiQmLENkNatWye3a9GihbkKPtB21fbVds4VAYKwI0BixjZAOAMJFmcgiCMCJGZsA4R7IMHiHgjiiACJGdsA4Sms4PAUFuKKAIkZ2wBhHEhwGAeCuCJAYsY2QBiJHhxGoiOuCJCYsQ0Q5sIKDnNhIa4IkJixDRBm4w0Os/EirgiQmLENEN4HEhzeB4K4IkBixjZAeCNhcHgjIeKKAIkZ2wBRvBPdf7wTHXFGgMRMPgEycODAdIc1YsQIczUsaDum2lTb1wsCBGFHgMRMPgEyY8aMdIfVo0cPczUsaDum2lTb1wsCBGFHgMRMPgFSUlIi22+/fXL7nXfeOfnvsKftp+2o7ant6rU9CRCEHQESM/kEiDrvvPPSndbkyZPN1fBA2y/VltquXhEgCDsCJGbyDZApU6akOy0e582P8/FdbVevCBCEHQESM/kGSGlpqTRv3jy5j3r16snKlSvNEuRA203bT9tR21Pb1SsCBGFHgMRMvgGievfune64Bg0aZK5GDrTdUm2o7WmDAEHYESAx40eALFiwQGrWrJn+7Xnjxo1mCSqg7ZU6i9N21Pa0QYAg7AiQmPEjQNQ555yT7rwee+wxczUqoO2VajttR1sECMKOAIkZvwJk3rx5Ur169fS+Nm/ebJagHNpO2l7abtp+2o62CBCEHQESM34FiOrcuXO6A7vnnnvM1SiHtlOqzbT98kGAIOwIkJjxM0D0t+fUu7wbNmzI/FiV0PbRdtL20nbL5+xDESAIOwIkZvwMEHXDDTekO7EzzzzTXA0HbZ9UW2m75YsAQdgRIDHjd4CsXr06vU9dxo8fb5YgQdsl1UbaXtpu+SJAImzDBpHhw0W6dhXR/xYTZ6bSoEHZn7t0ERk6tKymIomfe3qpjJdaHxX2aAic3wGinnvuuXRH1rhxY08vRaoKtD20XVJtpO3lBwIkoiZOFGnRwt2pl7dojdZm46ytjJdaHxX2aAhcEAGiLrzwwuR+dTnssMNk06ZNZkmVpO2g7ZFqG20nvxAgEfTwwyLVq5d15LVri1x3ncjHH+upvMiaNSKzZ+tIXZE6dcpqatQo26Y8XkLBS62PCns0BC6oAFm7dq3su+++6Q7t6quvNkuqJG2HVJto+2g7+YUAiZhp08oCQTvxxBmpzJxpVmTMmiXSpEkmRN54w6zwFgpean1U2KMhcEEFiPrss8+kfv366U7tn//8p1lSpej3T7WFtou2j58IkAjRVxXrq6BTnfiECWbFtl5+OVO/995l+3DyEgpean1U2KMhcEEGiBozZkx6gKH+c9SoUWZJlaDf29kO2i5+I0AiRB8uSXXgxxxjrs2uY8fMduYDKl5CwUutjwp7NAQu6ABRzt+8a9WqJS+99JJZEmv6ffV7B30mRoBEyMUXZzpwfcIqV1qb2q5nT/c6L6HgpdZHhT0aAleIAFHO8SHamVaVMxH9ns7w8GO8RzYESITst1+mA/cygFRrU9u1b+9e5yUUvNT6qLBHQ+CaNWuW7HD0n1vMa6o+2rp1a+KXrovTHZxexgnqN/Gw0O+Xumyli35/bYegHH300elj/ec//zFXI0x23DHTgXt5h86KFZntmjZ1r3OGgpelgAp7NAQuNfWILocccoi8++67ZolvtPN0nonook8lxW3iRf0+zqetdNHvHVR46NlGt27dXMfbaaedZMSIEYEdE3lKnJWmO3AvLw8rKclsp/twSv2916WACns0BO5//ud/xNnx6HLuuefKDz/8YJb6xvzN/NBDD43NJRf9Hvp9Ut8tyDMtfQS4X79+6TcZlrfoZ/nggw/MTVFsQZ+BVMZLrY8KezQUxHvvvScdOnRwdTwNGjSQO+64Q9avX2+W+0KfQtJjpI6nI7OjPu2Jfn7nCHP9fkE8baVGjx4tLVq0cP3M9N/vv/9++ctf/uL6e130/sjixYvN3aBYuAeCONFLHU8++aTsuuuuro5nzz33lHHjxpnlvtDZZ52DDXXRCQajNouvfl7nxIi66PfKd3bd8nz44YdyxBFHuI6lZyB6JuIclDh9+nT5wx/+4KrTmX/79+8vGyqbUwnB8+MprEsuca9L/b0ulfFS66PCHg0Fp5P69enTR+rUqePqfI455hiZrdMq+Ew7Pee0J6mO7u677w79vRH9fPo5U1Oypxb9Pn6OMFdLliyRHj16uC796aL3PrJd/tOHIoYNGyY777yzaxt94u7ZZ581y1FIjANBnH399dfy5z//2dXx1KhRI/kk0dKlS83yvOmEgs5ZfFMdnb7uNWzvWNfPo58r9SbB1KKf36+JEVP0WAMHDpRGjRq5jnXggQfKW2+9ZZaXa+XKldK7d+9tfinomOiMPvnkE7MchaA3zp0j0SuaJDFl0qRMPSPREQVTp06V/fbbz9XxbL/99nLvvff6PkGinv3o00rOJ8N02W233ZLX9rUjLCY9vn4O/TzOz6efVz+3H1OyO+k9ldatW7uOpY9bDxkyJNH/eHhy538tWLBATjvtNNf+atasKZdeeqn88ssvZjmClvhvyzUX1kcfmRUZevafuvGu2+g8WiZdl1oq46XWR4U9GkKhpKREHn744cT/f3d0dT57J34Lelnn5/GZzhGlr3c1L9fotf7u3bvL5MmTk5+pEPQ4ejw9rvm0k34+/Zx+z2k1d+5cOeGEE1zH0pC69tprZYU+hZOnKVOmSLt27Vz715v/gwYNCv1lw8jRYH76aZHffjPXlHnoocxsvDrjrs7GqxMn6ky8ehl0zhz3bLxaq9uUR9enlsp4qfVRYY+GUFm+fLlcddVVrpHVuvzxj3+UL774wizPm96EPuecc5K/JTuPp8suu+ySvCegYx38vumu+9P96v71OOax9fPo5/L7JvmyZcukV69e23zfk08+Wb766iuzPC8ajA888IA0adLEdax99tlHXnnlFbMcXmkQJwI5eWaRaNfEfyRmRUau7wNp3rziSRedtZXxUuujwh4NoaSjnM3xIxoqf/vb3xK/aGX5TSsP8+fPT17Db574D8jszFNLmzZt5Oyzz04+jaRPjc1K/BZXWbDoeq3Tet1Ot9f9mPtOLXp8/Rz6efyUrTNv27Zt4J15IUOrytCfWeJnl2jIzPKnP5lVbvpk3LBhZW8fbNmy7G2E9euX/TlxlitDhohU9ki983iV8VLro8IeDaE2MfGb0+9+9ztXx9O0aVN59NFHra7RV0b3qZdfzj//fNluu+1cx61s0c+lN731n+a6ihY9jh5PjxvEdwrL5SQ9mwryslmVoIGbCN5E42WWRDAnEjr7JawqhgCBi95I10dZ9ca6s/PZf//95Y3yXnrjE+3MZ8yYkXxCqVOnTq73juSz6H50f7pf3X8QoaH0LCaMN7T1xv1ee+3l+lx64/6JJ54IrC0iTwM2EbTJNwpWc4RHIpBl7lyzukojQFCun376Sf76178mH/V1dj46wO7bb781ywPxzTffJC/5DB48WK688srkJanjjz8+ueilKT0D0X+m/k7Xa53W63a6fdD0SS59Yst8pPa4444LzSO1FT46PP0ts7zq0kBNBGsiYd3B0br1tmM0kESAoEIff/yxHHXUUa6Op27dutK3b1/fH3ONkooG9fk9dsQv5Q5e3LuadLu3myz8baFZXrXoGJxEoLqCIxG4ieTVBDar8b8IEORk7Nixsscee7g6Sx0/URVniI36tCLp6VOaJT57x8TSq5rUe7Se3PLRLbK2xN8R96Gno/67dXMHhz5amwjaROKa1TAQIMjZunXr5Lbbbtvm/kRVmSH2u+++i9XEhqNfHi0terWQanckvseQsqXF2BYyesFoszR2StcngrJfP5F69dzhkQjWRMKa5ciCAIFncetIKxPn4Fy7aa30+7if1BteLx0iuhwx4Qj5cGk8O9IXPxstj57XQlbWdwSHjtsYHf/g9BsBAmtRv5STC710Z87ppZfuRo4cGatLd4tWL5JuU7u5QqT6kOrS460esmRdPC7laCBqMOp3O/2qajL5gGplZyB6JuLzZJlVBQGCvFR0MznKM8RW1YcH3lrylhz4woGuIGn0ZCMZMGeAbCyN5s1kDUANQg3E1HdqPLiajL23m5R8v8gshwcECHwRhcdZcxGGx5eLrXRrqQz5Yog0G9XMFSStx7WWFxa+YJaHlgbewDkDkwHo/B4akBqUyB8BAl9FdYbY1ABKc0R80AMow2zFphVy3QfXSe1htV0d8AmTTpC5y8M9oG78wvGy19N7uT63BuITXzyRDEj4gwBBIMIypUcuCj2FS9R8teIrOfnVk12dcc2hNaXXu71k2YZlZnlRzVs+Lxlwzs+qAXjtB9cmAxH+IkAQmGyTCoZlhthCTyIZda98/4q0fbatq3NuMrKJPPDZA1KypTDT8WejQaaBpsHm/HwafBqACAYBgsCFbYbYQk9jHyebt2yWQXMHSeMRjV0ddbtn28mUxVPM8sBpcGmAaZA5P88+z+yTDDwEiwBBwRR7hthCv0grzn7Z8Itc+s6l2/zGf9prp8n8leVPj++scy56iWnXMbvKqa+dKs9+m/uTexpYGlzOfWmwacBp0CF4BAgKrhgzxBbyVb5VySfLPpHjXj7O1YnXGVZH+s7sK1vFPU7GDI5sS5fXu1QYAHq56vTXTndto0GmgabBhsIhQFAUFc4QqxPb+eTrr7+WP//5z65j6CO6F198sSxdutQsh6Xnvn1OWo1r5erU3//5fVeNc53Tbxt/k4mLJianUUmtv/uTu101TnfOvtO1Lw0wDTIUHgGCoip3htjE0q1bN1mkE91ZWrVqldx0003bjEs55phjZPbs2WY5fLChdIP0n90/Oe6i5VMtt3lCK1uApLy46MX0+v2e289cnaZjOHTqFR2XosGF4in/JwkUWHqGWEdnX69ePbnllltkrYdpJnRk/JNPPrnNu8/33HNPefrpp81yBECDpDyVBcjyjcvT6+sOr2uudtFBguYlMhRe+T9JoEhGjx4tLVq0cHX++u/695V57733pEOHDq5tGzRoIHfccYesr+z90whcZQGil7JS65uPaW6uRgiV/5MEikjPOPr165c8A3GGgZ6h6JmK6YcffpDzzjvPVavLueeem1yHcKgsQPQ+SGq9TuyI8Cv/JwmEgN4D0XshzlDQeyV6z0TvnehZhZ5d6FmGs+aQQw6Rd99919wdiixbgOgI8Ze/e1l2H7t7cl3TUU3lyxVfumoQTgQIQk+fytKns5whoWcnOjWK8+/0vse//vWv5H0QhI8zQMpbNDiufu9q+X7N9+amCCkCBJGg40OGDBmSHC9iXqrSJ630iSt98grhZQZGeUuHFzvI8C+Hm5sipAgQRIqOWO/Zs2c6PA4//PDkWA+EnzMonNaXrJcvVnwhN314k9QaViu5vvvU7syaGwEECCJJb6ZPmDDB/GuEWLYAcdLX66Zq7pt7n7kaIZP9JwkAPsolQHQerVRNRYMJEQ7Zf5IA4KNcAkQvZ6VqdE4thFv2nyQA+CiXANF3d6RqdIp2hFv2nyQA+CiXALn5o5vTNfoyKIRb9p8kAPgoW4Do3Fn6FFafmX3ST2Hp8saSqvku+ighQAAUhDNAKlr03sfjnz9ubo4QIkAAFIQZFKmlxtAassOIHeSQ8YdI7xm95etVjOuJCgIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAEX16g+vymXTL2P8RwQRIACKZmvif9s9uV1yQGGX17uYqxFyBAiAoinZUpIekX78pOPN1Qg5AgRA0RAg0UaAACgaAiTaCBAARUOARBsBAqBoCJBoI0AAFA0BEm0ECICiIUCijQABUDQESLQRIACKhgCJNgIEQNEQINFGgAAoGgIk2ggQAEVDgEQbAQKgaAiQaCNAABQNARJtBAiAoiFAoo0AAVA0pYkA2ad/teRywSgCJGoIEABFs7W0RF46sFpyef8SAiRqCBAAxVNSkuiFqpUtxxMgUUOAACgeAiTSCBAAxUOARBoBAqB4CJBII0AAFA8BEmkECIDiIUAijQABUDwESKQRIACKhwCJNAIEQPEQIJFGgAAoHgIk0ggQAMVDgEQaAQKgeAiQSCNAABQPARJpBAiA4tm6VaRBg7IAOeMMcy1CjgABUFzPPCNy7rki8+aZaxByBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAACisDRtEhg8X6dpVpFUrkYYNy8aC6J+7dBEZOrSspiKpwYe6VMZLLTyhRQEUzsSJIi1auDv18hat0dpsvISCl1p4QosCKIyHHxapXr2sI69dW+S660Q+/lhk9WqRNWtEZs8W6d1bpE6dspoaNcq2KY+XUPBSC09oUQDBmzatLBC0E2/cWGTmTLMiY9YskSZNMiHyxhtmhbdQ8FILT2hRAMHaskWkTZtMJz5hglmxrZdfztTvvXfZPpy8hIKXWnhCiwII1vjxmQ78mGPMtdl17JjZTvfh5CUUvNTCE1oUQLAuvjjTgesTVrnS2tR2PXu613kJBS+18IQWBRCs/fbLdOBeZtzV2tR27du713kJBS+18IQWBRCsHXfMdOArV5prs1uxIrNd06budc5Q8LLAV7QogGDVqpXpwEtLzbXZOd9WqPtwMoMh1wW+okUBBCvoM5DKeKmFJ7QogGBxDyS2aFEAwfLjKaxLLnGv8xIKXmrhCS0KIFiMA4ktWhRAsPTGuXMkekWTJKZMmpSpZyR6aNGiAII3dap7LqyPPjIrMnRSxdSNd91G59EyeQkFL7XwhBYFUBgPPZSZjVdn3NXZeHXiRJ2Jd+1akTlz3LPxaq1uUx4voeClFp7QogAKJ9f3gTRvXvGki15CwUstPKFFARSWvm1w2LCytw+2bFn2NsL69cv+3LmzyJAhIuvXm1u5eQkFL7XwhBYFAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGDl/wNUUC4Xfczu1wAAAABJRU5ErkJggg==)
PN: 8660-3-T6
CAS: 913835-47-9
Molecule Weight: 212.97
Formula: C8H9BFNO4
PN: 6660-3-P3
CAS: 374538-01-9
Molecule Weight: 167.93
Formula: C7H6BFO3
PN: P311-A-03
CAS: 351422-73-6
Molecule Weight: 164.96
Formula: C7H8BNO3
PN: 8660-3-Z8
CAS: 874289-39-1
Molecule Weight: 182.95
Formula: C7H7BFNO3
Melting Point: 257-259 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000