| Product Number | 8669-9-Y0 |
| Purity | 98.0 % |
| CAS | 59724-43-5 |
| MDL Number | MFCD03470703 |
| Molecular Formula | C8H10BrNO3S |
| Molecular Weight | 280.14 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8669-9-Y0
CAS: 59724-43-5
Molecule Weight: 280.14
Formula: C8H10BrNO3S
PN: 8669-9-06
CAS: 1984-25-4
Molecule Weight: 264.14
Formula: C8H10BrNO2S
![[(4-Bromophenyl)sulfonylamino]acetic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB2cAAAdnAFPwsinAAACKHpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfh40xb4lCqqzVpEntJi2dtG+TA06KFHBlaF7+/c5A0hAykoDuuLvnbN/Znj0cii3slKlyXSaEU5eAKlOd5eUmIb9fvzkxeZjPUgzCwLJKyFtdv08Z2+/3NH1ThTzokqa6IK1/eqjyXsxeUG02zHNdzv68PC8bxsnLqpZlqpCq8mnVGJ91KutmFv8ZghXS7PKSteGsMLs221/PtY9LD1VGPtfyiL4ForDOtwrW2hSyhp3nUnzcL7BRpTKyVhmsjmgW1Me1z2cvTzr9KFRZo2oz5KncLmvzkaKh0FuVfmAyVL4/JaTgCMhaFwtj5BGsZs2Sg/RACpA+yABkCDICGYOcgOQuvujnGMAxgmMID7DmW2UHfT2+q4T8hEew7w9YorRa+/9qrMCaeQlxOBVCRIBrwR/c/OqEY5ccCvBoHH1aPRqGkX8SfaJL0woCRxwvpn6EpohG1tN9hZSHKAIqJigEjYOB8KjgzYwCH4XTZUYZ2QRO5z7P20ZhUdm5qvPZSpfZhQp5lpAVJ025f6l15XUVJ6BNpgxuYpvAhl4CXh+w/TkD3i1ADAB/fAS/D9jejwNBH7A7ZRwI+4DdV+NriAZAPA7EA2AyPqVJH2h2+JlY3CKsv9e65kTcYa7b3ZygO8xVx9sTN74aLm4w/p1xrvp+OtGjTDAs202EXWx+drp+UB1cTezi3mJ4W8//AaIps+0jboZ+AAA50ElEQVR4Xu3dC7xU4/7H8SK6SqmUEnI/kVshEjluB+e4Ry4dToWO+60kdBGHJPxxkBDh5NYR/uSeiFySW0JFoVK67+7X33//Zv9n9syzZu89s2atmd/MfN6v1/OivZ5nzcwzez/fmbXW86xqAgCAD9XcHwAAkAoCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUCCUq1aeUmVnzZz5ogMHSpy3HEiO+0kUreuSJ06Zf9/7LEid90lMnu22wr5iPcaxqUxcqFSfsIgnTZr1oj06iVSq1Ziu2RF61x3XVkb5B/ea+SJau4P4FP8H3WqUm2zYIHIoYd6B4+qirbRtsgfvNfII9XcH8Cn+D/mVKXSZv16kY4dE+vuvbfIww+L/PijyIoVIitXikybJvLIIyL77JNY9/DDy/YB+3ivkWcqGbmQllTCwJVKm4EDE+v17y+ycaNbq5xuc9vccotbCxa57xvvNYyrZORCWlIJA1dVbZYtE2nQoLzODTe4NSrWp095O91HSYlbA5bwXiMPVTByIW1VhUEyVbXRwxTR7a1apXd4Quvq1TrR9sOHuzVgCe818lAFIxfSVlUYJFNVmy5dyrcPHuxurdodd5S3P+ccdyss4b1GHqpg5ELaqgqDZKpqs/vu5ds//9zdWrXPPitvv+ee7lZYwnuNPFTByIW0xYeBn5LMNtuUb1+0yN1atYULy9s3auRuhSW818hDFYxcSJsbCOmWZGrUKN+ezjHxqHXrytvrvmAX7zXyUAUjF9LmBkK6JRk+lRYP3mvkoQpGLqStqjBIpqo2QR4X32MPdyvCVtkcDhfvNfJQBSMX0lZVGCRTVRuuzMlPP/8scsYZItWri5xwgrs1Od5r5KEKRi6kraowSKaqNswNyC/Ll4vceKNIzZqJ762uqlsV3mvkoQpGLqStqjBIpqo2S5eK1K9fXieT2ck60xnh2LRJ5MknRZo3T3xPtZx9tls7Od5r5KEKRi6kraowSCaVNv36JdYbMKDyY+s6mOl6SPFtdL0khOOTT0QOPjixv7XstpvIK6+4tSvHe408U839AXyK/yNOVSpt9PLMDh0S67ZpIzJsWNmqrLo666pVItOnlx262HffxLqHHZbe4RCkRg9L/f3vZec54vtbv0XceafI2rVui6rxXiPPVDJyIS3xf8ipSrXN/PnJP+VWVbSNtkVw9MZNt94qUq9eYl9vtplI9+6Z9zfvNfJINfcH8Cn+jzlV6bRZvVrkmmtSu0udnsS9+uqyNgjOiy+WneB2+1s/+X/xhVvbP95r5Ilq7g/gU/wfdar8tNF7YA8ZInLMMSI77FB2j+zatcv+/+ijyw6f/Pab28pLP0n//rv7UyTz9dcinTp5B2/t81Gj3NrBCeq9BkKSxsiFgqF3ttOTvDoI6jwFvdsdvPQWsRdfLLL55onBoQO5nuDW8xFAESNAitGkSYkD4hZblB0y0UtJUXYy+557Em/wFC16We6vv7otgKJEgBQjvfxTB0J3cGzSpGxCW2WXjha6sWPLlkN3+6ZtW5EJE9zaQFEjQIrZ22+LtG7tHSz320/k/ffd2oVND+Pp4Ty3L5o2FXnssWBDVUNKlx7xs2giYAgBUux03sD99yeuBhstnTuLzJzptigo65culQ3XXiuy5ZaJr13/3bt3sLO6p0wROeqo8sc4/XS3BpBXCBCU0U/Dl16aeF8KLXop6c03l514LyAbS79RvDl8uDzcpIl84wbnSSeVTdYLSkV9e/LJbk0grxAgSOR+So6W7bcXeeopt3ZeGj9+vOy3336ye+nr+mdpeaG0LNbXqIfz9LBeUKr6dsfEP+Q5AgTJjRkjsssu3oHvkEPK7j2Rh2bNmiVnnnlm6cuoFit/Li13lw7w83SgD3IZEA2ivfby9l8xnl9CwSJAUDFdz0lP9savEqtF1386/3yRuXPdFiatWLFCbr75Zqldu3ZCeNSoUUP6XnKJrAjyZPaMGWWHptzg4Ao3FCACBFXTGev/+EfZek/xg+JWW4n861/+Fg7Mkqefflq23377hODQctRRR8kUPVwXlJISkeuv956MZ44NChgBgtTprVYPPdT76XrnnUX++1+3dk599tlnpU/1UE9w7LLLLvLSSy+51f3TOTWPPy7SrJm3X5jljwJHgCB9pZ/qpWVL74D55z+LfPutWzurfi/9tnTBBReUflnaLCE4tir9tnT77beXflkK8NuSTixs187bD3pPcp3rARQ4AgT+6L0p9AZIurhf/OCpl6r+85+yaeFCt0WoNBg0IDQo4oNDg0QDRYMlMLqUid533A0OXfrk7rvLlkIBigABgszMmiVy1lmewfSrhg3l8/vukw1BXtlUAT0kpYem3MNVeghLD2UFRhdP1Dv+6WKK8a9XF1u86KKyxReBIkKAIBgffCCy//6RAXVhaXm6tJxbWg7505/krbfecmsH4ttvv42cDHeDQ0+a68nzQD37bNky6vHBoUWXef/qK7c2UBQIEARHL1EdPlwmbrut9C0dXPePG9T/9re/yTS9LWsAFi1aJJdccknkMtz44NDLdPv16ycr9fBaUPRGUR07eoNjp51EXnjBrQ0UFQIEgVu7dKmMuPZaqb/llgkD/Jal/+7Vq5cs87m+1Pr16+W+++6TbbbZJmG/WnSCoE4UDMry+fPlu+7dZaN76bLeynbQoLIbcgFFjgBBaPQbx4knnugZ7Js2bSqPPfZYZD2qVOlhsNatW3v2tf/++0eWJgnKunXr5H+GDJFzt95aHijd//fR4NDJk127lt0lEEAEAYLQvfHGG7Lnnnt6Bv8DDjhAPvzwQ7d6gunTp8tJJ53kadukSRMZPnx4WiFUlVdffVV22223yP5bl5bLS8uY0rLq4INFJk50qwNFjwBBVujhp3vvvVcaNmzoCYMuXbrIL7/8klBfD3P17t07ctgrvq7++9prr5WlAc7snjp1qhx77LEJj1OjtJzTvLlMefLJssmCADwIEGTVwoULpWfPnrL55psnDNh6Arx///6yfPnyyOEtPczlBo0eDvsxwJndixcvliuuuEK22GKLhMepWbOm9O3bV1aWPhcAFSNAkBPffPONHHnkkZ6QcL9xaNHDX3oYLCgbNmyQBx98UBo1auR5rNNOO01+/vlntwmAJAgQ5NTo0aNl55139gzkWurXry/33HNP5MR2UN577z1p06aN57H0Z7oNQOoIEOTcmjVr5LbbbvMc1tJlSLp16ybz5s1zm6Ttp59+iny7cIOjcePG8tBDD0W+lQBIDwECM3RmeYcOHaR69eqebyKDBw/2tRCinlPR8xl6XiN+n3re48orr4ycBwHgDwECcz755BNp376959tCnTp1Ul6iZNOmTfLEE0/Idttt59nPcccdJ99//73bBECaCBCYNXLkSGnRokXC4K+XAVdl4sSJctBBB3mCQ+d46FwPAMEgQGCa3o723HPPjYWATiCsyOzZs6Vr166eQ2Bbb721DBkyJNCT8QAIEOSBt99+OxYG++23n7tZVq9eLYMGDZK6desmBIeehO/Ro4fMnz/fbQIgAAQIzKssQF544QXZaaedPIerOnbsKJMnT06oCyBYBAjMSxYgX331lRxxxBGe4Nhxxx3lWb13B4DQESAwLz5A9t57b7nooos8c0b0Cq2BAwfKKr1rIICsIEBgXnyAuMGh5ZxzzpHffvvNbQYgZAQIzHvttdc8oaGlXbt28tFHH7nVAWQJAQLz9C6E8cHRrFkzefzxxyOTBQHkDgEC88aOHRsLD13mvaSkxK0CIAcIEJiX7CosALlHgMA8AgSwiQCBeQQIYBMBAvMIEMAmAgTmESCATQQIzCNAAJsIEJhHgAA2ESAwjwABbCJAYB4BAthEgMA8AgSwiQCBeQQIYBMBAvMIEMAmAgTmESCATQQIzCNAAJsIEJhHgAA2ESAwjwABbCJAYB4BAthEgMA8AgSwiQCBeQQIYBMBAvMIEMAmAgTmESCATQQIzCNAAJsIEJhHgAA2ESAwjwABbCJAYB4BAthEgMA8AgSwiQCBeQQIYBMBAvMIEMAmAgTmESCATQQIzCNAAJsIEJhHgAA2ESAwjwABbCJAYB4BAthEgMA8AgSwiQCBeQQIYBMBAvMIEMAmAgTmESCATQQIzCNAAJsIEJhHgAA2ESAwjwABbCJAYB4BAthEgMA8AgSwiQCBeQQIYBMBAvMIEMAmAgTmESCATQQIzCNAAJsIEJhHgAA2ESAwjwABbCJAYB4BAthEgMA8AgSwiQCBeQQIYBMBAvMIEMAmAgTmESCATQQIzCNAAJsIEJhHgAA2ESAwjwABbCJAYB4BAthEgMA8AgSwiQCBeQQIYBMBAvMIEMAmAgTmESCATQQIzCNAAJsIEJhHgAA2ESAwLz5A9thjD3czgBwhQGDe8OHDYwFSvXp1ufDCC2XBggVuNQBZRoDAvE8//TQWINHSoEEDGTp0qKxbt86tDiBLCBDkhaeeekp23nlnT5DoIa3XXnvNrQ4gCwgQ5I1NmzbJiBEjpFmzZp4gOf744+WHH35wmwAIEQGCvFNSUiJ9+vSRmjVrJoTIFltsIVdffbUsWbLEbQIgBAQI8taMGTPklFNO8Xwbady4sQwbNkw2bNjgNgEQIAIEee+dd96RvfbayxMk++67r4wbN86tDiAgBAgKwvr16+WBBx6QRo0aeYLkjDPOkJkzZ7pNAGSIAEFBWbRokVx22WVSo0aNhBCpVauW3HTTTbJixQq3CQCfCBAUpO+++06OPvpoz7eRFi1ayMiRI93qAHwgQFDQXn75Zdl11109QdK+ffvIBEUA/hEgKHhr166VwYMHS/369RNCRJdFOf/882Xu3LluEwApIEBQNObNmyfdunWTzTbbLCFI6tWrJ7fddpusWbPGbQKgEgQIis6kSZOkQ4cOnsNaulTK6NGj3eoAKkCAoGg988wz0rJlS0+Q/OUvZ8nUqT+71QE4CBAUtZUrV0r//v2ldu3akfCoUWMradiwrbRqda4MHPi/snTparcJgP9HgAClfvnlF+nSpYvUq7eLNGt2vOy221VywAEPypFHPiH/+c+3smHDRrcJUPQIECDOxIlfyV//2k/atPmXtG07LFbOOOO50m2/udWBokaAAI6NGzfJmDHfyzHHjEwIES1XXTW29NvKUrcJUJQIEKACK1aslf/5n0+kffvhCSGi/7733omyfPlatwlQVAgQoAr6jePqq9/wfBvRbyj6TUW/sQDFiAABUqTnQPRciBsk55wzWiZP/t2tDhQ8AgRIg16NNWrUt5Grs9wgueGGd+T335e7TYCCRYAAPuj8kNtv/1AOOijx/Mihhz4mDz/8uaxevd5tAhQcAgTIwPTpi6Rnz1c930ZOOOEZGTt2ulsdKCgECBCA996bKSedNMoTJN26vSzfffeHWx0oCAQIEJB16zbK449/KR07Pp4QIgce+IgMHPi+LFy40m0C5DUCBAjYggW6vtY4adcu8dvI4YePkCee+DISNBVxv8GMHz/LreIRX78iqdRx+WmD4kKAACGZMmW+/OMfYzyhcMopoyqcze7W7dz5+SrnmaQy0KdSx+WnDYoLAQKE7LXXpsnxxz+dMCAPGfKRWy3CDRAt//3v9261BKkM9KnUcflpg+JCgABZsGrVennooc/lkEMejVz6W9GhKTc8tBx33FOVXhacykCfSh2XnzYoLgQIkEW6vtaSJRXfY8QNjuj/Dx/+hVs1JpWBPpU6Lj9tUFwIEMCQ+EF79Oipsf/XK7sWL04ePKkM9KnUcflpg+JCgACGxA/aumzKaaeVr701ePAEt3pEKgN9KnVcftqguBAggCHuoP3uuz/H/n3wwcOTXr3ltkkmlTouP21QXAgQwJBkg/YFF7wU+1mvXm/F1S6TrI0rlTouP21QXAgQwJBkg/YXX8xN+Pk338yPa5G8jSu+jp8CJEOAAIZUNGhfeeXY2M+7d385YVtFbeK5gZBuAZIhQABDKhq0Z8xYFFlTK7rt/fdnxrZV1CaeGwjpFiAZAgQwpLJBe8CAcbFtp5/+XGyJk8raRKVSx+WnDYoLAQIYUtmgPW/e8shM9uh2nSeiKmsTlUodl582KC4ECGBIVYP2vfdOjG0/9tinIkukVNVGpVLH5acNigsBAhhS1aC9bNka6dRpRKzOsGGTqmyjUqnj8tMGxYUAAQxJZdB+8smvYnXcm1dVJJU6Lj9tUFwIEMCQVAbttWs3eJaHr6pNKnVcftqguBAggCGpDtovv/yDJzwqa5NKHZefNiguBAhgSKqDtl7Cq3crJECQSwQIYEg6g7belIoAQS4RIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIEAeePPNGXLVVWMjkwcBKwgQwDhdPDF6Iyldyh2wggABjNN7gMQvKxK9lS2QawQIYBwBAqsIEMA4AgRWESCAcQQIrCJAAOMIEFhFgADGESCwigABjCNAYBUBAhhHgMAqAgQwjgCBVQQIYBwBAqsIEMA4AgRWESCAcQQIrCJAAOMIEFhFgADGESCwigABjCNAYBUBAhhHgMAqAgQwjgCBVQQIYNyyZSvliCN6xwoBAisIEMC45cuXylln7R0rmzZtdKsAOUGAAMatWLFILrqoWqwQILCCAAGMI0BgFQECGEeAwCoCBDCOAIFVBAhgHAECqwgQwDgCBFYRIIBxBAisIkAA4wgQWEWAAMYRILCKAAGMI0BgFQECGEeAwCoCBDCOAIFVBAhgHAECqwgQwDgCBFYRIIBxBAisIkAA4zQwrruuWSQ8br55d3czkDMECJAH5s37Qd5++25ZsOBndxOQMwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEGTfnDkiQ4eKHHecyE47idStK1KnTtn/H3usyF13icye7bYqOtOmjZenn75YBg3aT666qqH07Fkj8l+dTHjnnYfJqFGXyWefjZLFi391mxYXfp9yhgBB9qxZI9Krl0itWqW/edUqL1rnuuvK2hSZ5csXyH33HZ+wfElVpSjx+5RzRfqbh6xbsEDk0EO9f9hVFW2jbSszf77IzJmBlvW/zpTlv8+UhQuDL4sW/SIVWbdulQwYsLcnIKoqlXEfP6iyaMFMWTG3rK/c/suoVPV+qzB/n5Cyyn/zgCCsXy/SsWPiH/Lee4s8/LDIjz/qaoEiK1fqMRuRRx4R2WefxLqHH162j2T0E6g7SARQfmpaTZ46vJr8s4d3sA6iDBnSMemiiK+9Niih3n33nSBfffWyLFkyWzZsWFf6AXp56fj3k/z008cyfvxD8uij58j117d0dxOxfv0aufXWAzyPHVS5vFs1+U+HajKrsbf/Mi633ea+nHJh/j4hLdXcHwCBGzgw8Q+4f3+Rjd7BM0a3uW1uucWtVaZVq8R6AZWwA0TL0qVz3VdT+u1jr9j2F1641t2clrlzp3oeM8gSaoDsv7/7csq5vxtB/j4hLdXcHwCBWrZMpEGD8j/cG25wa1SsT5/ydrqPkhK3hsjw4SLbbOMdgDIsYQbIZZfViZwcT+bSS2vH6um5kEzoN5zHHju3dJ+1PM8hiBJagDRpIjJqlPtyyoT9+4S0VHN/AARKDyFE/2j120I6hw60rl5JE22vYVHgLr+8XmyA1vMMcPD7ZAoBgnB16VL+Bzt4sLu1anfcUd7+nHPcrQVn8OBDYwFy111HyOLFv7lVihu/T6YQIAjX7ruX/8F+/rm7tWqffVbefs893a0F55NPnk44THTxxZtFTriPGXOjfPnlS9wPhN8nUwgQhCv+/MSiRe7Wqi1cWN6+USN3a0F6/vmrPecb4st11zWVxx/vKj/+OM5tWvj4fTKFAEG4atQo/4NN53h11Lp15e11X0Vi6tS35O67/xz5BuIGSHy5//4TI/dMLxr8PplCgCBcfGLMyLJlv0eWK9FvJXfffZRcffU2nhDRpU50AmJR4PfJFAIE4QrymPUee7hbi9Jvv30lTz/dM+HbyRtv+DihnI/4fTKFAEG4uGomNK+/flssQHTGeVHg98kUAgTh4rr90JSUzI8FiM4fKQr8PplCgCBcS5eK1K9f/kebycxhnYWMmGXL5sUCRGewFwV+n0whQBC+fv3K/3C1DBhQ+dpFmzaVrVUU30bXMkrm7bdFjj5apFOnQMvcUzvJW1d0knuGdJK77gq+vPfe/e4rSZveDyQaIP37t3Y3R4wde7vnsYMq9w3uJO9c1knmneztv4yK3sPjo4/cl1IuzN8npKWa+wMgcHrpZIcOiX/AbdqIDBtWtmKqrpy6apXI9OllhxX23Tex7mGHVXyoIv6kaoAlzLWwtFx8cfXIIShX794t5OGHT5c337xTvv/+XZkzZ0rkSqz169dGysKFs+Tzz5+ToUOPTNjfmDE3ubuS+fOneR43yBLaWlhaDjrIfTnlwvx9QlqquT8AQqH37Dj4YO9AUVXRNtq2Imee6W0TQAk7QPr2bRUJBJdbL5Vy4427yOrV3oUB9We9em3nqR9UCTVALrrIfTmJwvp9QlqquT8AQrN6tcg116R2B7maNUWuvrqsTWX0k+QHH4iMGxdoWfXROJn35Tj58YdxkRnfQZeVKxdLMu4gXVXRyYZLlsxxdxNTUvKH57GDKtNK+2b+5HGyesI4T/9lVCZMqPyQVFQYv09ISzX3B0Do9P7UQ4aIHHOMyA47lN2/unbtsv/X8xl33qmTHdxWRUFvHDV58mgZPfp6ueeeYyJ3J7zuumZyySVblpaacu21TeSOOw6RZ5+9QqZN+8BtXpz4fcoZAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAuQBXVVX17wKYhVfICgECGCc3u88evvaornvB/ICAQIYt2LFooQFFDdtSmGhQSALCBDAOAIEVhEggHEECKwiQADjCBBYRYAAxhEgsIoAAYwjQGAVAQIYR4DAKgIEMI4AgVUECGAcAQKrCBDAOAIEVhEggHEECKwiQADjCBBYRYAAxhEgsIoAAYwjQGAVAQIYR4DAKgIEMI4AgVUECGAcAQKrCBDAOAIEVhEggHEECKwiQADjCBBYRYAAxhEgsIoAAYwjQGAVAQIYR4DAKgIEMI4AgVUECGAcAQKrCBDAOAIEVhEggHEaIN27V4sVAgRWECCAcSUli+Soo6rFCgECKwgQwLglSxbJLrtUi5WNGwkQ2ECAAMYtWrRIatSoFisECKwgQADjNECqVasWKwQIrCBAAOMIEFhFgADGESCwigABjCNAYBUBAhhHgMAqAgQwjgCBVQQIYBwBAqsIEMA4AgRWESCAcQQIrCJAAOMIEFhFgADGESCwigABjCNAYBUBAhhHgMAqAgQwjgCBVQQIYBwBAqsIEMA4AgRWESCAcQQIrCJAAOMIEFhFgADGESCwigABjCNAYBUBAhhHgMAqAgQwjgCBVQQIYNj69evl9ttvTwiQ4cOHEyIwgQABjHrrrbekdevWCeERLfvvv7988MEHbhMgqwgQwJjp06fL3/72N09oJCtnnXWW/PLLL+4ugKwgQAAjli1bJr169ZItt9wyIST039dee638/PPP8s9//lNq1KiRsL127drSr18/WblypbtLIFQECJBjej7jsccek6ZNm3q+YZx44ony448/JtT/5ptv5M9//rOnbsuWLeWZZ55JqAuEiQABcujDDz+Utm3besJgzz33lDfeeMOtnuC///2v7Lzzzp62HTp0kM8//9ytDgSOAAFyQM9bnH322Z7Bv2HDhnLvvfdGrr5Kxdq1a+Vf//qXbLXVVgn72WyzzeQf//iH/P77724TIDAECJBFq1atkgEDBkidOnUSBvzNN99cevbsKQsXLnSbpGTu3Lly/vnnS/Xq1RP2W79+fbnjjjsiQQMEjQABsuQ///mP7LDDDp5vHUceeaR8/fXXbnVfPv30UznkkEM8j7HrrrvKmDFj3OpARggQIGSTJk2Sww47zDOot2rVSl588UW3eiCeeuopadGihecxjz76aJkyZYpbHfCFAAFCMm/ePOnWrVvkfET8IF6vXj259dZbZc2aNW6TQK1YsUJuvvlmqVWrVsLj62XAl156aWSJFCATBAgQMD3fcOedd0bOP8QP3Hp+4u9//7vMmTPHbRKqmTNnSufOnT3fRrbZZht54IEHUj5hD7gIECBAr7zySuR8gztYt2/fXj755BO3ela9//77st9++3me21577SVvv/22Wx2oEgECBGDq1KlyzDHHeAZnPQ8xcuRIt3rO6KTFRx55RJo0aeJ5rieffLLMmDHDbQJUiAABMrB48WK5/PLLPcuL6HmHG2+8UZYvX+42MWHJkiVyzTXXyBZbbJHwvHXZlOuvv15KSkrcJoAHAQL4sGHDBvn3v/8tjRo18nySP/300yPrVuWDH374QY4//njPa2jWrJk8/vjjsmnTJrcJEEOAAGl69913Ze+99/YMuvvss4+MGzfOrZ4XXn/9ddljjz08r6ldu3YyYcIEtzoQQYAAKdLzA6eccopnkG3cuLE8/PDDkW8l+WzdunVy9913S4MGDTyv8ZxzzpFff/3VbYIiR4AAVdDzAX369JGaNWsmDKp6/uCqq66KnE8oJAsWLJCLLroosrxK/OvV5VcGDhwYWY4FUAQIUAE9/j9ixAjZbrvtPJ/I//KXv8j333/vNikoX331lXTq1Mnz2nfccUd59tln3eooQgQIkMTHH38sBx54oGfw3H333eW1115zqxe0F154QXbaaSdPX3Ts2FEmT57sVkcRIUCAOL/99pucd955nsFy6623lqFDh0bOExSj1atXy6BBg6Ru3boJ/aLLtHTv3l3mz5/vNkERIEAAKRsgb7nlFs8AqecBLrzwQvnjjz/cJkVp9uzZ0rVrV8+y8RqwQ4YMKdqALVYECIrec889l/QQzeGHHy5ffvmlWx2lJk6cKAcddJCnz3bbbTd59dVX3eooUAQIipaGg4aEOwhqmGiooHJ6kcETTzwhzZs39/ThscceW/AXGYAAQRHSw1F6WMq9TFUPX+lhLD2clU267LqGmYaWXibbpUuXyNVPGmRa9PBQ/PPUf0e3aT2tr+20ve5H95dNulxL3759k17mfMUVV0SWe0FhIkBQNPT4vJ4IdwdkLXriXE+gZ4MO8GPHjpXevXtHZnq75xMyLbo/3a/uXx8nW4Hy008/yWmnneZ5Prrcy0MPPZT3Ey3hRYCgKOilt3oJrju46aW6eslu2HSy4bBhwyKHzNwFDMMu+nj6uPr42Zj0+N5770mbNm08z0N/pttQOAgQFDQ9Dq+T/tzBTCcH6iTBMBcL1G88en8QvZmTe1dAt+hyKHov8x49ekRuRqX3L9d1tfR2uHpDKC1646fo/+vPdbvW0/raTtvrftx9xxd9Hvp89HmFecWUftvQbx3JFpvUbyn6bQX5jwBBQdJP2rrMiPtpX4/T67IkYS5Xrreq1ZV6dca2O3hGi94nRC+H1RCbNWuWu4uM6P50v7r/ZPdFjxZ9fvo8w7y1rp7/0PMgyd4HPW9idbl7pIYAQUHRT766sGGyT+K6EGKYN0zScw16jiXZ0ida9KR3v379sn51kj6ePm6yS5W16PPV5x3muRJ9DnpllvvYegWXXskV5jdBhIcAQcHQQzq6pLo7SOnS67oEe5iefPJJ2XbbbT2PrVd26eGl8ePHu01yQp+HPh93wqQWff76OsKkc0R0roj72DqnROeWIL8QIMh7evMmvYmTOyjp8Xc9RBPm1T9TpkxJOpdEr/TSQzS6sq1F+rz0+SW7Ik1fj76usOi5F5217j62Xj2mh910tjvyAwGCvKXHz/W2se4Jar29rN5mNsz5B2vXro1cJuse22/YsGFkzahsXO0UBH2e+nz1ece/Dn1d+vr0dYZF18/SdbR0Pa34x65Xr17kOWV7Pg7SR4AgL40cOTLpCeJjjjlGpk6d6lYPlJ5Hadu2bcLj6qfnCy64IG/XzNLnrc/fnZOirzPM80ZKV/TVlX3d91LP2ehKwLCLAEFe+eSTT6R9+/aewWbXXXeNXJoaNh3Q3EMvOr/hww8/dKvmJX0d7hwOfb3ZGMj1HiPJrlzT2fZ6bxLYQ4AgL+i3ihNPPNHzCbl+/fqReRBhHmpReh5FD4vFP7YeetFDaDo/o5Do69HX5R5a0tcf5vkkpXc71GVZ9O6H8Y+ty87oVXQ6BwZ2ECAwb9q0aZ7BTP/drVs3mTdvnls9cHos/tRTT014fL1i6c0333SrFhR9fe6VZdoP2Tg3ofdf1/uwxz92NEi494gdBAjM0xnN8YPIYYcdFpmJnQ1Lly6VI444IuHx9ZDKnDlz3KoFSV+ne1tb7Q/tl2yYMGFCZF2v+MfX2fewgQCBeW+99VZs8NBj5Nmi32723XffhMFLF10stENWVdHX696lUfslG9/+lE4yjJ8Y+tlnn7lVkCMECMx7++23Y4PHfvvt524OhX7CdsPjmmuuKdoZ0/q69fW7IZKtbyLxs+gJEDsIEJiX7QDRY/zxh630xL2eqIdE+iH+Qgbtp2ycEyFAbCJAYF42A0SvMnJPmA8ePNitVtS0P+L7R/sr7KuzCBCbCBCYl80AcS/V1cM28HIPZ2m/hYkAsYkAgXnZChCdLBc/KOqJ42I951EV7Rf3xHqYkw0JEJsIEJiXjQDR5TriZ5jrpath3nCpEGj/xF/iq/0X1rInBIhNBAjMCztA9IZK8Wtb6eS5YpnnkSntp/jJhtqPYdygigCxiQCBeWEHiK46G92/znDXeSdInfZX/EoB2p9BI0BsIkBgXpgBove9iF+SXdeAQvq036J9qP0Z9P1ECBCbCBCYF1aA6Ing+JtB6Sq0xTbLPCjab/Gr+Gq/BnkBAgFiEwEC88IKEL2nSHS/Ojnugw8+cKsgDdp/8ZMMtX+DQoDYRIDAvDACZMWKFdK0adPYfvVmSsic9mO0T7V/tZ+DQIDYRIDAvDACZOjQobF96u1c8/VOgtZoP8bfHlf7OQgEiE0ECMwLOkB07abmzZvH9qn330ZwtD+jfav9HMRaWQSITQQIzAs6QB588MHY/nTy25IlS9wqyID2Z/ykTO3vTBEgNhEgMC/IANGrheIHIy7bDUf8Zb3a35le3UaA2ESAwLwgA+SVV16J7atu3bqyYMECtwoCoP2q/Rvta+33TBAgNhEgMC/IAOncuXNsXz169HA3I0Dav9G+1n7PBAFiEwEC84IKED02X6tWrdi+xo8f71ZBgLR/o32t/Z7JuSYCxCYCBOYFFSDDhg2L7adVq1aBzpSGl/av9nO0z7X//SJAbCJAYF5QARJ/m9p+/fq5mxEC7edon2v/+0WA2ESAwLwgAkRnRMcvmjh16lS3CkKg/Rztc+1/vzPTCRCbCBCYF0SAjB07NraPFi1auJsRIu3vaN/r++AHAWITAQLzggiQXr16xfbRtWtXdzNCpP0d7Xt9H/wgQGwiQGBeEAHSrl272D5GjBjhbkaItL+jfa/vgx8EiE0ECMzLNED0uPvmm28e28esWbPcKgiR9ne07/V98HMehACxiQCBeZkGyOTJk2PtGzdu7G5GFmi/R98DfT/SRYDYRIDAvEwDZNSoUbH2HTp0cDcjC7Tfo++Bvh/pIkBsIkBgXqYBMmDAgFj7bt26uZuRBdrv0fdA3490ESA2ESAwL9MAOfvss2PtBw8e7G5GFmi/R98DfT/SRYDYRIDAvEwDpH379rH2L730krsZWaD9Hn0P9P1IFwFiEwEC8zINkNatW8fas4BibsQvrKjvR7oIEJsIEJiXaYC0bNky1t7PFUDIXPyVcPp+pIsAsYkAgXmZBkiDBg1i7adPn+5uRhZov0ffA30/0kWA2ESAwLxMAyR+EuG8efPczcgC7ffoe6DvR7oIEJsIEJiXSYCsWbMm1lZLSUmJWwVZoP0e/z7o+5IOAsQmAgTmZRIgim8gucc3kMJEgMC8TAOEcyC5xzmQwkSAwLxMA4SrsHKPq7AKEwEC8zINEOaB5B7zQAoTAQLzMg0QZqLnHjPRCxMBAvMyDRDWwso91sIqTAQIzMs0QFiNN/dYjbcwESAwL9MA4X4gucf9QAoTAQLzMg0Q7kiYe9yRsDARIDAv0wDhnui5xT3RCxcBAvMyDRDVrl272D5GjBjhbkaItL+jfa/vgx8EiE0ECMwLIkB69eoV20fXrl3dzQiR9ne07/V98IMAsYkAgXlBBMjYsWNj+2jRooW7GSHS/o72vb4PfhAgNhEgMC+IANHj7ltssUVsP1OnTnWrIATaz9E+1/73c/5DESA2ESAwL4gAUUcccURsP/369XM3IwTaz9E+1/73iwCxiQCBeUEFyLBhw2L7adWqlWzatMmtggBp/2o/R/tc+98vAsQmAgTmBRUgS5YskVq1asX2xcKK4YpfQFH7XfvfLwLEJgIE5gUVIKpz586xffXo0cPdjABp/0b7Wvs9EwSITQQIzAsyQF555ZXYvurWrSsLFixwqyAA2q/av9G+1n7PBAFiEwEC84IMkPXr1ycMRjfeeKNbBQHQfo32sfa39nsmCBCbCBCYF2SAqAcffDC2v6233jqjY/Pw0v7Ufo32sfZ3pggQmwgQmBd0gKxevVqaN28e2+egQYPcKsiA9me0b7Wftb8zRYDYRIDAvKADRA0dOjS2z4YNG8off/zhVoEP2o/an9G+1X4OAgFiEwEC88IIEJ0R3bRp09h+L7jgArcKfNB+jPap9q/fmecuAsQmAgTmhREgauTIkbH9Vq9eXT744AO3CtKg/af9GO1T7d+gECA2ESAwL6wA0ZnShx9+eGzfbdq0yfhqoWKl/ab9F+1L7dcgZ/oTIDYRIDAvrABRU6ZMSVhkkct6/Ym/bFf7U/s1SASITQQIzAszQFTv3r1j+99ss83krbfecqugEtpf2m/RPtT+DBoBYhMBAvPCDpA1a9ZI27ZtY4+x7bbbypw5c9xqSEL7Sfsr2nfaj9qfQSNAbCJAYF7YAaJmzJiRMPmtU6dOsm7dOrca4mj/aD9F+0z7T/sxDASITQQIzMtGgKgXXngh9jhazjvvvEBPBBcS7Rftn/j+0v4LCwFiEwEC87IVIOryyy9PGBSvueYatwpKab/E95P2W5gIEJsIEJiXzQDZsGGDnHrqqQmD4+DBg91qRU37I75/tL+038JEgNhEgMC8bAaI0rWb4m9/q5Pj7rzzTrdaUdJ+iJ8sqP0UxFpXVSFAbCJAYF62A0QtXbpU9t1334RP2nrYpljPiejrdg9baf9oP2UDAWITAQLzXn311djg0aBBA5k1a5ZbJRTz5s3zhIieOC622er6et0T5tov2j/ZMG3aNKlTp07ssT/++GO3CnKEAIF5w4YNSxi8ateuLf369ZOVK1e6VQOnn7DjD2dp0UtXi2WeiL7O+Et1tWh/ZOObx7Jly6RXr16y5ZZbJjy+fqCADQQIzNOJadttt13CIKJl++23l6efftqtHjg9xu+eWNfJc2+++aZbtaDo64ufJKhF+yHscx4bN26URx991PPYWnbeeefIdthAgCBvvPTSS7LLLrt4BpVDDz009OPiepWRe4mvLt+ha0AV2iEtfT36uuKXJ9Girz/sq610Rd8DDjjA8x7/6U9/KvjAzkcECPLK2rVr5fbbb5etttrKM5jrvSh+//13t0mgdLJc/Ix1LboK7YcffuhWzUv6OuJX1dWirzfMSYLql19+kS5duniCQ29Ode+99xZcSBcKAgR5SYNCAyP+klItGiwaMBo0YdHlOuLXztKiz0OfT77e2VCfd7L+1NcZ1vIkSs9j9e/fP3JeK/5xN998c+nZs6csXLjQbQJDCBDkNT10dcghh3g+ueqhLj3kFRYNKF11Nn4peC36iVnvCb5kyRK3iUn6PPX5xt+GVou+Ln19YQbxM888Iy1btvS8d0ceeaR88803bnUYRICgIOjJdD2p7g5GRx11VOD3poin+46/KVW06GGfvn37yoIFC9wmJujz0ufnHo7Toq8nzD6bNGmSdOjQwfO4eoJ89OjRbnUYRoCgYOj9t2+++WapVatWwsBUo0YNufTSS2XRokVuk8A8+eSTSa8aqlu3rvTo0UPGjx/vNskJfR76fPR5uc9Vn7++jrDovJFu3bp5Ts7Xq1dPbrvttlCWgUe4CBAUHJ1oeOaZZ3oGyG222Ubuv//+0E7IaoANHTo06SXHWnQ2tc5f+f77792modLH08eNn80dX/T56vPW5x8GPQym62fVr18/4XH1fMv5558vc+fOdZsgTxAgKFj6aVuXPnEHzNatW0eWRwmLfpL+97//LTvuuKPnsaOlRYsW0rVrVxkxYkTgM+t1f7pf3b8+jvvY0aLPT59nmJ/8X375Zdl11109j92+fXv59NNP3erIMwQICppOOnvkkUekSZMmnkHspJNOkunTp7tNAqM3XHrllVekc+fOnsNqbmncuHHkYgA9vKQLFo4ZM0bGjRsXOV8wc+bMSNFvTtH/15/rdq2n9bWdttf9uPuOL/o89Pno8wrzhlnfffedHH300Z7H10AbOXKkWx15igBBUdClN3QxQPeqKV0mQ6820mUzwqRXO+mSLHqC2n0OYRd9PH1cffywrw7T80yXXXZZ5LxT/HPQ4LrppptCO0yG3CBAUFR+/PFHOeGEEzyDbNOmTeWxxx7LyjIZOoiOHTs2Elzt2rXzzL3ItOj+dL+6f32cbAza+u3ogQcekEaNGnmezxlnnBH51oTCQ4CgKOnAuueee3oGO504N2HCBLd6qHSA//LLL+W5556TgQMHRmZk6wKGetJbi3uprf47uk3raX1tp+11P9kIjHjvvPOO7LXXXp6+1BV733//fbc6CggBgqKl5wDuueeeyBLx7uB39tlny6+//uo2QRydoX7yySd7+k7Pw+jhsrDXzULuESAoejqp7uKLL44snxE/EOo9KAYMGCCrVq1ymxS1kpIS6dOnj9SsWTOhv/Rcy9VXXx36eRbYQYAA/+/rr7/23PtCyw477CCjRo1yqxcdvSuhXh7crFkzTx8df/zx8sMPP7hNUOAIEMDx4osvSqtWrTyD5GGHHSZffPGFW70ofPTRR3LggQd6+mSPPfaQ119/3a2OIkGAAEno5Lpbb701ssxG/ICpy3B0795d5s+f7zYpSL/99puce+65nuDQ80Y6ez3MuSSwjwABKqG3dNUZ3e6ltnollE7gC3O12lzSuw7qlV3umll6nujCCy80u0gksosAAVIwceJEOfjggz2fxHfbbbfIrO5C8uyzzyZdhkXvha6XCQNRBAiQIj2JrKvVNm/e3DO4HnvssTJ16lS3SV6ZPHly0qXpdb7J888/71YHCBAgXcuXL4/cMzzZZaxXXHGFLF682G1imt6NUNfSci9j1sNXerMpPZwFJEOAAD79/PPPcvrpp3s+setyHg8++KD5iXR6Avyuu+7yzHTX8z3nnXeezJ49220CJCBAgAy99957ss8++3iCpE2bNvLuu++61U343//9X9l99909z/mggw6Sjz/+2K0OJEWAAAHQbxsPPfRQ0uXUTz31VPnpp5/cJjmhN5c67rjjPM9Rbyr1xBNPRM7zAKkiQIAA6TIeV155pWfJdj1fcsMNN0TOn+SC1eeF/EaAACGw8kk/X74ZIT8RIECIcnmuIR/PzSC/ECBAyLJ9tVO+Xx2G/EGAAFkS9nyLQpufAvsIECDLgp7xXegz5GEXAQLkiN6CNtM1pypbo+vVV191qwOBIkCAHPK76m2xrhIMWwgQwIBU77vBfUpgCQECGFLZnf/69u2b9E6JHTt2LNo7JSK3CBDAmMruPR5fuFc7co0AAYwqKSmRPn36yJZbbpkQHHXq1JEBAwbIqlWr3CZAVhEggHGTJk1KCJBZs2a5VYCcIEAA4xYtWpQQIBs3bnSrADlBgADGESCwigABjCNAYBUBAhhHgMAqAgQwjgCBVQQIYBwBAqsIEMA4AgRWESCAcQQIrCJAAOMIEFhFgADGESCwigABjCNAYBUBAhhHgMAqAgQwjgCBVQQIYBwBAqsIEMA4AgRWESCAcQQIrCJAAOMIEFhFgADGESCwigABjCNAYBUBAhhHgMAqAgQwjgCBVQQIYBwBAqsIEMA4AgRWESCAcQQIrCJAAOMIEFhFgADGESCwigABjFuyeLG0rF8/VggQWEGAAMYtW7JEDtthh1ghQGAFAQIYt3zpUjl3n31iZRMBAiMIEMC4FcuWyUVt28YKAQIrCBDAOAIEVhEggHEECKwiQADjCBBYRYAAxhEgsIoAAYwjQGAVAQIYR4DAKgIEMI4AgVUECGAcAQKrCBDAOAIEVhEggHEECKwiQADjCBBYRYAAxhEgsIoAAYwjQGAVAQIYR4DAKgIEMI4AgVUECGAcAQKrCBDAOAIEVhEggHEECKwiQADjCBBYRYAAxhEgsIoAAYwjQGAVAQIYR4DAKgIEMG5lSUksPC5u1042bdrkVgFyggAB8sAtZ58dCZAhF17obgJyhgAB8sDqlSvlx0mTZN2aNe4mIGcIEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECBADsQvTeKWngcdJNccdZTc2b27vPboo7Js0SK3OWACAQLkgBsalZWrOnWSr8ePd3cB5BwBAuSAGxJVlUvat5c5M2a4uwFyigABciA+HFwb1q+X+b/+KmNHjJBLDjkkVm94375uVSCnCBAgByoLkHjvPfdcrF7vv/zF3QzkFAEC5ECqAbJs4cLyw1il30Yq4u5v9YoV8uqwYdK/c2e59NBDpeeBBzotgMwRIEAOuAN+RfQKrGi9G/76V3dzTPz+tM2AM89M+NnFBAhCQIAAOZBqgIx7/vlYvYd69XI3x8Tv76Hrrkv4dyqPA/hBgAA5UNnArifRF8yeLW8++aRc+v8n0fUQ1MzvvnOrxrhhMfCss+SbDz+MHMoCwkKAADngDviVlWuPOSYSBpWJr9/3pJMIDmQFAQLkgBsSFZWbTj1Vvnr/fVm/bp27iwTxbSaMGeNuBkJBgAA54AZFVUWvpvp95kx3NzHxdRfOmeNuBkJBgAA5ED/guzZt3CgrS0rkp2++kefuuity/kPr6ZImFYVD/P70HAqQDQQIkAOVBYgrfjLhEwMGuJsj0tkfEBQCBMiBdAb8VcuXx+r2Ou44d3NEOvsDgkKAADmQzoAfHyC6qGIy6ewPCAoBAuRAOgP+u6NGxepef8IJ7uaIdPYHBIUAAXKgsgF/06ZNkXkcP3/7rTw3dGjsJLqWkYMGudUjKtsfEBYCBMiB+AE/1XLlEUfI4nnz3F1FECDIBQIEyAE3HKoqN51yivz6ww/ubmIIEOQCAQLkgBsQ8eXidu3k8o4dI6HxcO/e8snrr6c1Ex3IFgIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABf/g9ReDWTFF2gxQAAAABJRU5ErkJggg==)
PN: 8669-9-05
CAS: 13029-73-7
Molecule Weight: 294.12
Formula: C8H8BrNO4S
PN: 8669-9-07
CAS: 1984-27-6
Molecule Weight: 278.16
Formula: C9H12BrNO2S
PN: 8669-9-Y1
CAS: 93281-65-3
Molecule Weight: 292.19
Formula: C10H14BrNO2S
PN: 8H69-9-X1
CAS: 911111-96-1
Molecule Weight: 280.14
Formula: C8H10BrNO3S
PN: 8669-9-X1
CAS: 90944-62-0
Molecule Weight: 292.19
Formula: C10H14BrNO2S
PN: 8669-9-08
CAS: 90002-56-5
Molecule Weight: 279.15
Formula: C8H11BrN2O2S
Melting Point: 76-78 ℃
TSCA: Not listed on TSCA inventory
HTN: 2935.00.7500