| Product Number | 6663-3-68 |
| Synonyms | 2-[(Difluoromethyl)sulfonyl]anisole |
| CAS | 2149590-13-4 |
| MDL Number | MFCD30342499 |
| Molecular Formula | C8H8F2O3S |
| Molecular Weight | 222.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-3-68
CAS: 2149590-13-4
Molecule Weight: 222.21
Formula: C8H8F2O3S
![3-[(difluoromethyl)sulfonyl]-4-methoxyaniline](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABvaAAAb2gFXvYDdAAACLnpUWHRtb2xTb3VyY2UAAHichZRtb9owEID/ysmfh1/zAohQoVZIk9pNGp20b5NJDI1E4ipJefn3OyeBkpIFCNi5u+fOvjt79nDMdrA3RZnaPCKCcgImj22S5tuI/H5djsbkYT6L0QgN8zIib1X1PmXscDjQ+M1k+mhzGtuMNPrpsUw7NgdFbbFlknPB/rw8r2pmlOZlpfPYIFWm07IWPttYV/Uq/hOCZbrYpzlrzFlW7BtvfyV3D6fHMiGfe3lE3QJR2KQ7AxtbZLqCveQUH/4NtiY3ha5MAusTihX1cO/z2cuTjT8yk1c4dR7SWO9WVfERoyCzOxN/oDOcfH+KSCYQ0JXNFkWhT+BmTqwFaAlagfZA+6AD0CHoMegJaMHxh3qBBgItBJoIH3O+My7o6+nd4MrhJzy23x/1/wolTraEJaZMRkTSIAg9EFQpFZ6HVtirwz3j5zyMWulIUsHdyKkfNO81O8JkcFxr+07ghDE9GmAZQdGxj4OkSuAgqO85h2fHnIYhr8Fa3Ypbq4twEgYKHQUexlSUjz91TRDMK7skdj5b2zy5mkKaRGQtSJ3xX2ZTyjbpBGyRmAL72DlwpteA7AKuRMOA6gKuoBdg0Qd4XcCVfxjwu4BrlmEg6AKutYb3EN4A4+EI4y7g2nYYmNxk6Q4geJeoj8XwLsTXYtfH6MLIXkb2MPIOo3qYO10ivlS9OdZ3GL+H8fsYdtX77HwB4fTmcmJXNxfD+3r+D6dttA0FEX2gAAA950lEQVR4Xu3dCdxV0/7H8SelQSUlEaJCyHQTrqlo4BoyXeOlqyQ0IhFxC6UUcUVoMISkcpvMGVJJhSIlDdKoSY8GzZPf//nt53+mdZ7zPOess/d+zvB5v177dd322ufss2J9z1lrr7VyBAAACznmHwAAEA8CBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUA8dCgO3PiPgCktqlTp0rnzp2lfv36cthhh8n+++8vlSpVkhNOOEFatmwpY8eOlb1795qXOXJycoJHPBItX1xS++7SnBkShR0AUtPixYulSZMmEY16rKNmzZoyfvx48yUSDoREyxeX1L67NEdAAOlNf3VUqVIl2Jiff/758uabb8rSpUtl+/btsmHDBpk5c6Y8/PDDUq1atZiNfqKBkGj54pLad5fmCBAgfS1fvlyqVq3qNOL77befvPjii2aRCBomt956a4GNfqKBkGj54pLad5fmCBAgfV122WXBRvyJJ54wT8fUtWtX848SDoREyxeX1L67NEeAAOlp9uzZwQZcxzViDY7HK9FASLR8cUntu0tzBAiQnh555JFgA96jRw/zdMISDYREyxeX1L67NEeAAOmpQYMGwQZ80qRJ5umEJRoIiZYvLql9d2kuPEAKOwCkliOOOCLYgK9du9Y8nbDwQEj0SGWpfXdpzgyKWAeA1FK2bNlgA75z507zdMLMUEjkSGWpfXdpjpAA0pOXARKPRMsXl9S+uzRHgADpycsurHgkWr64pPbdpTkCBEhPDKLHJ7XvLs0RIEB64jHe+KT23aU5AgRITz/88EOwAa9du3ZKTCScO3euM8v9jDPOcNbnKlOmjBx77LHStm1bZ9mV4hDfp4EVAgRIX5deemmwEX/yySfN0zHpwoqmggKhMAWVD/8z89Bl5WfNmhX2Cv6I79PACgECpK9ly5YFV+ItWbKkDBw40CwSYePGjdKiRYsCQ6KgQChMQeVPOeUUpztt8uTJsmLFCtmxY4fzq6Rp06ZOOR238Vt8nwZWCBAg9Wh3lO7Z8fnnn5unomhjXbly5WBj3rBhQxk2bJgTLtqAa2joN/9u3bo5m0yZjX5AQYFQmETKr1y50ilXrlw585Tnir47WCNAgNTy5ZdfymmnnRZsnDUgirJo0SK58MILIxr1WIeOl7z33nvmSyQUCCqR8mvWrHHKHXXUUeYpzxV9d7BGgACpQTeAuu6666IafA2UeH311VfSqVMnOf30053No3RL2wMPPFBOPPFEZ0tbDY5Yg+2JBIKKp7y+18KFC6VZs2ZOuT59+phFPBf77gAgzW3dutV5JDd8ZrkeOlHwnXfeMYunDfOz9O/f3yziCwIEQEbSrWfDZ5TroUHyn//8xwmWdBb+mUqVKiWNGzeW6dOnm8U8R4AAyCgzZsyQs88+O6KR1UO7sLQrK1Ps2bPHmf8xYMAA52kxfVLss88+M4t5igABkBFWrVrl7EleokSJiODQQXM3liNJZR9//LHzWXWSoZ8IEABpTVfL7dWrl1SoUCEiOKpWrSqDBg2KObCdSbZt2+Z8Zr8f5SVAAKSt0aNHS61atSKCQ5+O0qeldI5GtpgwYYLz2Y8++mjzlKcIEABpZ+GPP0qjRo2ixjl0+ZEFCxaYxTNC/fr1nV9Uc+bMkU2bNjkPAuhjvH379pWDDjrI+fwPPvigeZmnCBAA6SM3V5a1aSN3lSwZERzHH3+8fPTRR2bpjGKGpXnok1jaleUnAsQn00beK8O6HCELp79hngJQlD17RJ57TqRyZW1JZWjecW7eod+8n332Wdm9e7d5Rcb5Me9X1wMPPOBMZNTlVbSrrnr16nLZZZc5y6vs27fPvMRzBIgP9uzeLoPuKuHMSP9fz7+ZpwEU5pNPRE44wQmOwLEo7xfI/+68U3LXrzdLw0cEiA92bd8UXNJk1KN1zdMACrJwocjll0cEh3NccIHI7NlmaRQDAsQHBAiQgE2bRDp3FildOjI4atYUGTXKLI1iRID4gAAB4qB9+EOGiFSrFhkc5cuL9OwpsmOHeQWKGQHiAwIEKIIuq16vXmRwlCgh0ry5yG+/maWRIggQHxAgQAzLlonceGNkcOhx1lki06aZpZFiCBAfECDIGPo47bBhIjfcIFK7dn73kh76z9dfr0vgisTzSK3OV+jeXUSX3ggPjurVRYYOFfnrL/MKpCACxAcECDLClCkixx8f/WvBPOrUyS9bmIsuirymTBmRrl1FtmwxSyKFESA+IECQ9saMyW/ktbHfbz+RO+8U0f0nNm8W+fNPkW+/FWnXLv9cIBDGjjVfJUSfqAqExzXXiPz6q1kCaYAA8QEBgrQ2f77IAQeEguHjj80SIbofRdmy+WW1ayvWulTffCPStq3IxInmGaQRAsQHBAjSmk7cC/xaGDDAPBvt5ZdD5S+80DyLDEKA+IAAQdr67rtQGOjYRjzrLWmZ8LESfQ1kJALEBwQI0pYuDx4IgieeMM/GpmUD1z30kHkWGYIA8QEBgrR13nmhIJg0yTwbm5YNXNeggXkWGYIA8QEBgrR1+OGhIFi3zjwb29q1oeuOOMI8iwxBgPiAAEHaCjxRpcfOnebZ2LRs4Dqf9+mGfwgQHxAgxcCtGdPZjgBBIQgQHxAgPnNzxnS206VFAvVFFxYMBIgPCBAfuT1jOtu5MYh+/vnmWWQIAsQHBIhPvJgxne1sH+Pt1St0HY/xZiwCxAcEiE+YMe0+XXIkUEfaLRjPREJdSTd8D3MmEmYsAsQHBIgPmDHtHe2CCtSRhm5RBg0KlddQR8YiQHxAgPjAtquFGdNFmzcvtG+Hdvt9+qlZIkQXRwyU1e5E7VZExiJAfECA+MCNwV5mTMf27rsipUvn15M+gNCmTX73lj6YoHt46K+3Dh1ESpbML6NjUPpAAzIaAeKDnds2yeM35DjHS/cRIJ5gxrT3NGyPOy5UX7EOLaN7nCPjESA+2LZlk1x1Zo5zdLiBAPEEE978oZMvdRLmddeJ1KqV302lh24Qde21TNDMMgSID/7cvElqVM1xjsbnESCeIEAA3xEgPti0aVNe+5TjHHXrEiCeYMY04DsCxAcEiA/cGERnxjSQEALEBwSID2wf42XGNGCNAPEBAeIDZkwDviNAfECA+IQZ04CvCBAfECA+YcY04CsCxAcEiI+YMQ34hgDxAQHiM2ZM+yM3V2ToUJHVq80zyBIEiA8IkGLAjGnvNWyYH8SnnGKeQZYgQHxAgCAjVauWHyD772+eQZYgQHxAgCAjESBZjwDxAQHighkzQvubIzUQIFmPAPEBAZKkP/4QOfjg/MbqmGPMsyguBEjWI0B8QIAkqWPH0JNTTZqYZ1FcCJCsR4D4gABJgk4OLFUqv6HSeR0zZ5olUFwIkKxHgPiAAEnCRReFfn20amWeRXEiQLIeAeIDAsTS+PGh8DjwwPy9O5A6CJCsR4D4gACxsGuXyLHHhgKkb1+zRGw6M3rUKJEdO8wzcBMBkvUIEB8QIBaeeioUHhokGijx2LxZ5Mgj86+79VbzLNxEgGQ9AsQHBEiCtKtKu6wCAaJdWfG6//7QdZdfbp6FmwiQrEeA+IAASZAOlgdCQAfR47VoUWgl3hIlRKZNM0vATQRI1iNAfECAJEAf09XHdbVh0sd3f/rJLBFbs2ah4LnlFvMs3EaAZD0CxAcESALCdxXUfTvi9cknoevKlxdZudIsAbcRIFmPAPHB2rVrgwFStWpV8zQC3nknFAK6dIkuYRKPPXtENJgD1/boYZaAFwiQrEeAeGzEiBFSo0aNYIDocfbZZ8sMXRwQIdu2SV5FhUJgwACzRGz9+4eu0/0+tm83S8ALBEjWI0A88v3330vDhg0jgiP8KFGihNx6662yatUq89KstO7ZR2VPyf8PgZNPzv9VEQ/dFa9y5VCA6PwP+IMAyXoEiMt+//13ad26tZQsWTIiME488URp27at04UV/ucVKlSQXr16yc6dO82Xyhp//LFcXrzmAPnkbzmytFrev5Kff24WiS2vToPhoTvkwT8ESNYjQFyye/du6devn1SqVCkiICrnfTt+/vnn875Q53+j3rhxo3Tq1Cnvv7n9I8rVqlVLRo8ebbxqdhgy5Ca5884cub95jnza7SrzdGxz5kheUuc3Yvq/P/xgloCXCJCsR4C44IMPPpA6depEBEKpUqWkXbt2kqtdLAVYsGCBXHrppRHX6NGoUSP58ccfzeIZ65dfvpK77irhBEi7dmXyfsEtNovE1rhx6NfHHXeYZ+E1AiTrESBJmD9/vvzjH/+ICoHGeQ3b3LlzzeIF+uijj+T444+PuF67v9q0aRMzfDLFX3/tkyeeON0JDz1Gj37QLBLbmDGh8Mj71ZeXPGYJeI0AyXoEiAXthrrnnnuiuqFq166d166NMYsXSbu/nn32WTnooIMiXk+7v5577rlg91emmTr1lWB43H//YbJjx59mkYLpeFFeXQcD5JlnzBLwAwGS9QiQBOzdu1defvnlqIHwihUrSu/evWVXvAv+xbB+/Xq54447ogbgTzjhBPlEJ8plkB07NueFxqHBAPn669fNIjFt79c7FB55v97yEtgsAj8QIFmPAInTxIkT5dRTT41o2PVR3JYtW8pqXT7cRbNnz5YLLrgg4r30uPzyy2XhwoVm8bT0v/89EAyPXr3OkL/++sssUqAtG1bL6CYV5IeaObK9dN6/vh9+aBaBXwiQrEeAFGHJkiVy7bXXRjXm55xzjnz77bdmcVeNGjVKatasGfG+pUuXls6dOzvLo6SrdesWSbt2pZ3w0AH0xYu/NovE9PrrLZzr+l2RIzM6XmKehp8IkKxHgMSwZcsWeeSRR6RMmTIRDfiRRx4pb731llncMzt27JCePXtK+fLlI+6jWt5/vEOGDJF9+/aZl6S8AQOuCP76eOWVm83TMS1d+k1e4OznXNe27f6ybvV8swh8tCHv38HcvH8XcwmQrEWAGLQr5Y033pDDDz88osEuW7asdOvWTbZu3Wpe4ovffvtNmjdv7nSbhd9XvXr1ZMqUKWbxlDVv3oRgeHTsWF42bIhv0UP9e+nT5+zgtSNH3msWgc/eyAuQgXn/Dg4mQLIWARJm+vTp8ve//z2igdbj+uuvz/v2u9QsXiymTZsmZ511VtQ93n77jbJ69TKzeErZt2+PPPpo3WAIfPBB/IsezpjxVvC6zp0PkW3bNppF4LPr8gKkad6/e5cQIFmLAMmTu26VdGzz76hv93/7299k0qRJZvFip9/Ghw4dKtWrV3fus0wZfYQ4R5o2LSfvvttddu3aZl6SEiZOfD4YAl27Hi27d8e36OHOnVulS5cjgtdOnjzQLIJioN2o+u+fPs6O7JTVAbJ3z06ZPPoJadGkgpxWM0fKls4PjkMOOUQGDx6c8uMLOk7TtWtXqVGjjJx+eo40a5bfwD744JF539iHmcWL1datudKpU5VgCHz33UizSEzjxv0neF2PHqfl/b3sNYugGBAgyNoAWTLrfzL84Vry4u05cvelOXLxaTlyzOH7y3333Zd2TzitWPGrdOt2jTRvnt/IBo6+fc+VZcu+M4sXi+HD2wXv6+mn41/0MDd3qbRvXy547cKFX5pFUEwIEGRdgPyx8kd5v9+FMiivMQocT9yUI/26XCbLl6T3HIv587+Qxx8/JSJE9KmloUNvk82b15jFfbNu3S/Spk2p4P2sWPG9WSSmgQOvC36WgQOvNU+jGBEgyJoA2bFlvUwZdpcMblMyIjxGdj9BVvz0sVk8bWn3zqRJL0mnTgdHBMndd1eUTz7pI3v2JDdb3sbPP38WvI+33op/0cOFCycFr2vfvqysX7/ELIJiRIAg4wNk397dMufz/8rr9x4UERz6//XP9Xwm2rZtg4wYcbczXyI8SB555BiZPXucWdxTumjiJ5/0lXff7Sw7d24xTxdIr9HxjsB9jxv3iFkExYwAQUYHiP6y0F8Y4cGhv0D0l4j+IskGq1f/LM89d3FEiOjx7LNNZNWqn8ziKWPKlEHBe9UnsOINHviHAEFGBsimtQvl4+cviwgOPXTsI3flbLN4Vvjxx/flP/85LiJEdFxi+PD2snXrH2bxYqVzPHSuR+A+p09/0yyCFECAIKMCZNf2TTJ91H0ypO3+EcGhT1v9Outds3jW0fGPCROelnvuqRQRJPp47cSJLzgT/VLBqFGdgvems8/jXWgR/iJAkBEBov3l86cMljfyvrWGB8drHSvIrA97OvM9EPLnn+vkjTduD64rFTh0lrgOeBentXm/HgPjNnp/S5bMMIsgRRAgSPsAWb1osvyv598iu6vuKiETX/u3bN34m1kcYZYvnyVPP90gIkT0ePHFK51Hb4vDF1/0D97Ha6/dap5GCiFAkLYBsiV3mXw2+IaocY6xT/5d1v063SyOQnz77Tvy0ENHRYSILrc+enQXZ+MnP23YsEJ69z5L+vY9z/mlhNRFgMC3ADEb+sKOwuzZuVW+G99NXmlfNuKat7ocLgunv6H9WeYliIOuS/X++49Jhw4HRASJ7hr49devOd2ERdm9e4ezs6Au1/7ggzWcGeR66LpXvXufKUOHtpRp04ZKbm5qL/qI+BAgKLy1dpEZEoUdsfwyY5gMe/DIiLKvtCsj3459WHbzmKcr9BeA7tFhdmvproG/FvLLbuXK2VFPeRV2IP0RIPDtv+R4AiKWjWsXyLg+50QFzacv/1P+ZHayJxYvnpoXGvUjGn0d3P7998VmUdm48beIhRL/+9+mMmfOB/LHH8tlz56dsmnTavn++9EyePAN0qZNSQIkQxAg8O2/5GQC5P1nG0dc/26PU2XVgolmMbhMu620+0q7sbTR1+1nC5p8OGzYXcHw0H8ujAbQgAHNzD9GGiJAkHhrbimZANGZ43rdG/dVlXmTX5a/WM7bVzqQrnt56GTEguh4RyBAGN/IHgQIEm/NLSUTIBoYaxd/zThHigpfb4slR7IHAYLEW3NLyQQIUlvnztWCAaJPYSE7ECDwrTUnQDLXkCE3BQOkXbsyMnLkPbI47xejDqAjcxEg8K01Dw+Qwg6knzVr5jv7jQRCJBQmpaVnz3rOwPrMmaPi3gMd6YEAgW8tthkUsQ6kJ10WpUePU6NCJPy4996DnMUc45mUiNSm2z6XLl3aCZASJUpIbm6uWQRZwLcWm5DIfLpq7rx5E5xdB7t1O9557NcMET0GD76RFXbT1L59+2TIkCHBXx+Bo3LlytK/f3/Zsyc1VnSGP3xrzQmQ7KOP/y5YMNFZUyt8fw89puuyM0grU6ZMkXr16kUEh3mceOKJeb8yJ5iXIkP51poTINlt+/ZNznpYgQDRVYCRHpYtWyY33nhjVFicddZZMnToUGnYsGHUuSuuuEIWLVpkvhQyjG+tOQGCX3+dFgwQ3dQKqW3btm3SvXt3KVeuXEQ4VK9e3QmO8G7IkSNHytFHHx1RTsdIHnjgAdm82d8VneEf31pzAgS7dm0LBohOPkTqevvtt6VGjRoRgVCmTBnp2rWr/Pnnn2Zxx44dO6RHjx5Svnz5iOt0vOSVV15xxk+QWXxrzQkQrF//azBAdPkTpJ7vvvtOzjvvvKguqWuuuSbvF+SvZvECrVy5Um655Zao1zj99NPlq6++MosjjfnWmhMgmeu//71IVqz43vzjCNrdoTsMBgLkjTdamUWcZVB0v5Bly2aap+CxNWvWyG233Sb77bdfRKN/8sknyxdffGEWj8vXX38tZ555ZlSQ3HTTTbJ8+XKzONKQb605AZK5AqGguwh++eWAvG+gPzqD5vv27ZXNm9fK7Nnj5dlnGwfLdexYIe/XSPQy/Pr4r57Xx39ffbW5s0w8vLVr1y7p06ePHHjggRGN/MEHHywvvfSS7N2b3MKl+sXh9ddfl8MOOyzi9XVc5dFHH3XGWZC+fGvNCZDMFQiGeI6uXWvKkiUzzJdwvPXWnRFlO3YsLx9+2NPZ6RDuGzdunBxzzDERDbvOKr/77rtlw4YNZvGk6LjJQw895IyjhL+fjrPoeAvSk2+tOQGSuXQXw+++GyEjRtztPJ7brVsduffeys7mUbrEiU4qHDToepk+/c1C18fSQfZ33+3sLIFiho4uhQJ3/PTTT9K0adOorqWLLrpIfv75Z7O4qxYvXixXX3111HvruMvMmXRdphtac6SctWsXygsvXB7166VfvwucrXNh548//pD27dtLqVKlIhrv4447Tt577z2zuKc+//xzZ3wl/D50/KVVq1Z5f/9rzeJIUQQICqX7oGs3km5P67effvpEunc/ISJE9FeNdnVt2bLeLI4YdHmRF154QapUqRLRYOu4x1NPPeWMgxQHHV958cUXnfEW87769u1bbPeF+BEgiEkHsQOr7Oo+58Vh3749ed9Wn3O6xMKDRBdm/OyzZ/Maod3mJQjz2WefyUknnRT1Tf/222+XdevWmcWLhY63dOzYMeqX0bHHHivjx483iyOFECCI6bXX/h1ssAcPvsE87autW3Nl2LA2zi+Q8CDR8ZW5cz8yi2c9HWu46qqrIhpkPc4//3yZNWuWWTwlzJs3zxmHMe9Zx2v0HFIPAYICaddVYDVdHdReu3aBWaRY6CPCzzzTKCJE9Hj++UtT5h6Lkz7t9OCDDwaXWg8cRx11lLzzzjtm8ZSkvzr010f4/euvkw4dOjjjOEgdBAii6LP7Tz7592DjPGrUfWaRYjdr1v/k4YdrRYSILo8yalQn2bZto1k84+VP1Hwtar7FAQccII899phs355em3np+IeOgxQ0P2XAgAEsG58iCBBE0aXWA42y7neukwJTkT4S/OGHTzgTE8OD5L77qsqUKYOciYzZYOrUqXLGGWdEdf3861//khUrVpjF04o+kaVPZpkz5HVcR5/kQvEiQBBBlxPp0uXwYGM8Zcpgs0hMf/65TpYu/cb8Y89t3LjKWSbF3MCqR4/TZOHCSWbxjKHhcPPNN0cFR/369Z1QySQ6R0THb8zPqnNKdLwHxYMAQYSxY7sGG+CePf8W9/azGh76a0Wv018FxUFnuPfpc3ZEiOgxcOB1kpu71CyetrQ76vHHH3e6p8Ib00MPPVReffXVjF71dvjw4c54Tvjn1tntOss91irB8A4BgiBdn6p9+7LBhnfRoslmkZjefLN18LqCFkr0k85479LliIgQ0c81Zsx/ZMeOrWbxtDJixIioBlQHzLt06ZI1+27o+lm6jpYZoDr+o+tusV2yfwgQBL388j+DDa4uPRKv5ctnyV137edc16ZNKVm1aq5ZxHc7d26VceMeiQjEa67JkcsvP0JGj37LLJ7y9NHbBg0aRHXhXHnllfLLL7+YxbOCruirK/uadaIrAOtKwPAeAQKH7l0e+rZeTnJzl5lFYtL1rwLXDh/e3jxdrPRXlXZh/fvfOdK4cY4cf3yOVKiQI2effbZ8843/4zWJ0sl+OunPHESuW7euM0kQ4uwxonuNmEGie5Lo3iTwDgEC52mlHj1ODYbA+PHdzCIx6SKKges6dariTPhLRXPmfJn3bfU0OeywUANTokQJadGihaxevdosXux2796dF8xPS6VKlSIaRV2ORJcl4THWSDruo+M/Og4UXl+6O6KOF+luiXAfAQKZNOmlYAg8+OCRTvdPPHbv3i4PPXRU8NqJE18wi6QUXXtpyJCBUrVq1YhGpmLFitKrV6+8zx17pWA/vf/++84Ch+H3qBPp2rVr5+tEOn2vGTNmOOMKOjlRdyW88MIL5dxzz5WaNWs6hwZa4J/1z/W8ltPyep1e7+c96ziQ7sNuTqTU/dp133a4iwDJctu2bXDmTQRCYMaMYWaRmN5//7HgdY89dpKzblU62Lhxo9x7773O3hfhjUzt2rVl9OjRZnHf6FLqF198ccQ96dGkSRNnCXavrVq1St566y1n3oUGgnkfyRz6evq6+vr6Pl5btGiRXHHFFVH30bBhQ/n++8J3z0T8CJAsN3LkPcEQ6Nv33LifYNE9QDp0OCB47c8/f2oWSXkLFiyQSy65JKqRadSokcyZM8cs7hldTFA3cTIDTTd7Gjt2rFncVUuXLnW6eE488cSoevDy0PfT99X399Knn34a9dlKliwprVu3lt9//90sjgQRIFksd8XPzvIfGgD6FNXSpd+aRWIaMuRfwfB48cUrzdNp5cMPP5Q6depENDLaZdS2bVvJzfVuTEe71HTbWHM5c+1Se/LJJz1bznzr1q15f39DnG/jZsMeftSqVcv5Fn/ffffJwIEDZfLkyU6Dr4c5pqD/P3BOy2l5vU6v19cxXzv80PvQ+9H78oKOFz3//PNSuXLliPfV8aV+/fo5402wQ4BkscW3/kPeOTdHHr8uR4YObWmejmnx4qlhCy2WkXXr0v8xUm1EnnnmGTnooIMiGhltdPr37+/6oPXEiRPllFNOiXgvfdKqZcuWsmbNGrO4K7TrrmfPnlFjQIFDt5fVhwqGDh3q+hIo+nr6uvr6+j7me+uh96X3p/fpBf0yoF8KzGXj9cvDBx98YBZHHAiQbPX++3l/+zmyvmKOTD+9omzLje9JJJ2Z3qtX/eCvj9Gju5hF0pp2a9xxxx1ON0d4I6PdIBMmTDCLJ+zXX3+Vf/7zn1GNpw5Af/tt/L8AE6GD2A8//HDUE1166CB4mzZtZNq0aeZlntL30/c1N7nSQ+9T79erwfe5c+dK48aNo973H//4h8yfP98sjkIQINlIu0byvnXl/VeTfzz5pFkipqlTXw2Gx/33HyY7dmTm8hE//PBDgV08zZo1cwZoE7VlyxanUdRlN8Jf78gjj5Rhw+J/cCEROp6lj7YW9ItD15XSBwa86iaLl76/3kdB61zpfev9xzsul6gxY8Y4D06Ev6eOQ91zzz2e/QrKNARINurXLxQexxyj07bNEgXSsNDQCASIhkmm00c/zSeS9BHR+++/P66lQ7Tx066b6tWrR7xGuXLlpHv37s6yHF6YPXu286vGbJT1KS8do0hFel8FPYWmn0M/jxc0wHr37u2MO4W/p4bXyy+/7IxTITYCJNvoNqaVKoUCJIGnfLS7KhAe2o0V70KL6U4HiHv06OFMSgtvZKpVqyavvPJKzMULp0+fLmeddVZUg3jDDTfIsmXLzOKu0HvR/T/Mfv5zzjknLWbeK71Pvd/w+9fPo58rVl0nSyeT6viTTi4Nf99TTz1VvvzyS7M4/h8Bkm1atw6FR5Mm5tmY1q/9xRkwz39iq4QzkJ5tdFmM5s2bRwWCLqMxZcqUYLnffvtN/v3vf0c1RvXq1fP0278Ovpt9+/qElz7h5FU3kFf0fvW+zSfU9PN59ZCB0nEoM7z0uPbaa2XJkiVm8axHgGQTnUC133754ZH3jU7mxr/o4ax7rpTnLsuRtq1znEd4s5kOAOuCfWYjc/311ztdW+YvlUMOOcRpDL369qx0cyVzN8Jbb73V08eQ/aD3r58j/HPp5/R6Mymd8KjjU+Hvq+NXjzzyiDOehXwESDZp2DD066NdO/NsbJ9+KrtL5sjcGjky7oIDZPN6dx/xTEf6DVmX6jDHNsIPHSvp3LmzbNrk7Y6Oeh/hXVYVKlSQN9980yyW1vTz6OcKfEb9vPq5vaTzUrp16yZly5aN+HvV99YnuUCAZA9dBygQHlWq6Fc7s0TBdP7DSScFr93Z6zGzRFbTTYy6du0aNeZw+eWXy8KFC83iruvTp09EV5nOLcnUR1H1c4XPndHPrZ/fazo5Un9dhv/96hcDECDZYft2kaOPDgXI88+bJWJ74YXQdUcdlf9aiDJo0KBg46ILCnpNfwF16tQpolHTWd9ePdWVKvTzmWtcaT34McYTvn2wPl4MAiQ7PP54KATq1s3/VREPncilv1YC144YYZbA/9OZzIHG5c477zRPu84MD32CyO3Z8qlKP6d+XjNEvKYrDAfeT8dIQIBkPt1Qp3z5UAgkMpu6ffvQdQ0amGcRxs8A0W6b8MZTG7ZsFN6g6+F1dxYBEo0AyXR5P7uDIZD30z9uOkioT2rpdfrk1qxZZgmE8StAdOA4fMwjW8MjILxR13rxcmCdAIlGgGQyXVsp7z8qJwRKlxZJZO/spk1DwXP77eZZGPwIkC+++CJisF67cSAR3VlaP1pPXiBAohEgmWzIkFAIPPCAeTa2ceNC1x14YP7sdRTK6wDRyXPh8zx0TS6W2cin9aD1EagbrScvJhsSINEIkEym+ytoY6ZHvE9P6eJ6uj5WIECeftosgQJ4GSA6ATF8hvnJJ5+c8U9bJUrrQ+slUEdaX25P3CRAohEgiKQDkYHwOO64/EBBkbwMEF0DKvDaOss9U+d5JEvrJXwVAK03NxEg0QgQhOjP/ooVQwHy3ntmCcTgVYDoKrTh4x6ZNsPcbVo/gbrSenNzFV8CJBoBgpDbbguFx8UXm2dRCC8CRCfHhS/JrmtCoWjha2dp/bk1yZAAiUaAIN/MmaGFFvffX2TePLMECuFFgOhs58Br6v4U6b4wol+0nsI30XJr1jgBEo0AQb4uXUK/Pu6+2zyLIrgdILqda3gjqKv5In5aX+Hh68b2uARINAIE+XSzobz/0OT000XYzjNhbgeIbn8beD3dn8KtbphsofUVvq+H1meyCJBoBAjgAjcDRPfjrlSpUvD10mUnwVSj9RaoQ63PZPc5J0CiESDpThfQGzZM5IYbRGrXzl/3Sg/95+uv18dSRHbvNq+Cy9wMkJ49ewZfS/cIh73wPda1XpNBgEQjQNKZbqN6/PGhsYtYR506+WXhGbcCRDcxCh/78HIL3Gyg9ReoS61XrV9bBEg0AiRdjRkjUqZMfkDo01PaaE2fLrJ5s+5ylL8Olu46GHiySsuOHWu+ClziVoCED/42YAVkV2g9Buo0mYcRCJBoBEg60pnIBxwQCoaPPzZLhHz2mUjZsvlltWtrwQKzBFzgVoCEN3ajR482T8OC1qMboUyARCNA0tEFF4S6pwYMMM9Ge/nlUHkfdsvLRm4EyJIlS4JLtVepUkV2sYyMK7QetT61XrV+tZ5tECDRCJB08913kWMb8SwYp2XCx0r0NeAqNwKkR48ewddo27ateRpJ0PoM1K3Wsw0CJBoBkm7y/iUOBsETT5hnY9Oygeseesg8iyS5ESB169YNvsa0adPM00iC1megbrWebRAg0QiQdHPeeaEgmDTJPBublg1cl0Q/MAqWbICsWrUq2H1Vo0YN8zRcoPWq9av1rPWdKAIkGgGSbg4/PBQEiWz0tHZt6LojjjDPIknJBsiwYcOC17do0cI8DRdovQbqWOs7UQRINAIk3QSeqNJj507zbGxaNnBduXLmWSQp2QBp1apV8PqhQ4eap+ECrddAHWt9J4oAiUaApBsCJCUlGyC1atUKXr9ixQrzNFyg9RqoY63vRBEg0QiQdFO9Ol1YKSiZANGVYpNp2BC/8KBOdIVeAiQaAZJu3BhEP/988yySlEyAhD8h1KxZM/M0XKT1G6jrRJ90I0CiESDpxvYx3l69QtfxGK/rkgmQ119/PXht586dzdNwkdZvoK613hNBgEQjQNKNLu0dCAKdHBjPRELdS+KEE0LXMZHQdckEyEN5gR64dvDgweZpuEjrN1DXWu+JIECiESDpSLugAmGgy5QUZdCgUHldBgWuSyZArr322uC1kxLplkTCtH4Dda31nggCJBoBko50v3J9kkoDQZ/K+vRTs0TIxImhsroAoy7ECNclEyCNGjUKXrtw4ULzNFyk9Ruoa633RBAg0QiQdPXuuyKlS+cHgy7Z3qZNfveWLuW+ZUt+N1WHDiIlS+aX0VV7dQl4eCKZADnjjDOC165evdo8DRdp/QbqWus9EQRINAIknWl3x3HHhbqnYh1aho2JPJVMgBx//PHBa7do+MMzWr+ButZ6TwQBEo0ASXe6Xa1uW3vddfqQe343lR41a2rnOlva+iSZADn88MOd6/bL+yX5lz7wAM9o/Wo9a31rvSeCAIlGgAAuSCZAKleu7Fx3gAY/PKf1rPWt9Z4IAiQaAQK4IJkA4ReIf/gF4i4CBHBBMgHCGIh/GANxFwECuCCZAOEpLP/wFJa7CBDABckECPNA/MM8EHcRIIALkgkQZqL7h5no7iJAABckEyCsheUf1sJyFwECuCCZAGE1Xv+wGq+7CBDABckECPuB+If9QNxFgAAuSCZA2JHQP+xI6C4CBHBBMgGi2BPde+yJ7j4CBHBBsgHSqlWr4PVDhw41T8MFWq+BOtb6ThQBEo0AAVyQbIAMGzYseH2LFi3M03CB1mugjrW+E0WARCNAABckGyCrVq2SEiVKONfXqFHDPA0XaL1q/Wo9a30nigCJRoAALkg2QFTdunWDr5HoE0IoXPiTblrPNgiQaAQI4AI3AqRHjx7B12jbtq15GknQ+gzUrdazDQIkGgECuMCNAFmyZEmwG6tKlSqya9cuswgsaD1qfWq9av1qPdsgQKIRIIAL3AgQ1aBBg+DrjB492jwNC1qPgTrV+rVFgEQjQAAXuBUgQ4YMcaWxQ0h4KGv92iJAohEggAvcCpCtW7dK1apVg681efJkswgSoPUXqEutV61fWwRINAIEcIFbAaJ69uwZfK2LL77YPI0EaP0F6lLrNRkESDQCBHCBmwGyceNGqVSpUvD1vvnmG7MI4qD1FqhDrU+t12QQINEIEMAFbgaIevjhh4Ovd84558hff/1lFkEhtL603gJ1qPWZLAIkGgECuMDtANGVYsPHQpIZ/M1G4Q8jaD0muvJuQQiQaAQI4AK3A0S9+uqrEY1gbm6uWQQF0HoKD1+tRzcQINEIEMAFXgSIdsOce+65wde99dZbzSIogNZToM60/tzq/iNAohEggAu8CBA1e/ZsKVWqVPC133zzTbMIwmj9BOpK603rzy0ESDQCBHCBVwGiHnvsseBrly9fXubPn28WQR6tF62fQF1pvbmJAIlGgAAu8DJA9u3bJ40bNw6+/sknnyzbtm0zi2U1rQ+tl0AdaX1pvbmJAIlGgAAu8DJA1Jo1a+Swww4LvkezZs1k7969ZrGspPWg9RGoG60nrS+3ESDRCBDABV4HiPriiy8ixkNatmxpFslKWg+BOtH60XryAgESjQABXOBHgKjXX389uOS7HtqoZbPwRl3rRevHKwRINAIEcIFfAaL69OkTfK9sDpHwBl0PrRcvESDRCBDABX4GiOrUqVNE46ndOHv27DGLZST9nOHdVnpofXiNAIlGgAAuCJ81fuihh3q+AKJOjjND5Iorrsj4p7P08+nnNMPDrcmCscyZM0eOOuqo4Hv27t3bLJKVCBDABcOHD49o1LQ/vkWLFrJ69WqzqKu02yZ8TOSUU07J2Hki+rn084XXsdfdVrosSps2baRkyZIRf7/PPPOMWTQrESCAS7ShCZ/IpkfFihWdb6te7m+uA8fhT2dVqFAh42as6+fRzxX4jPp5vRww126y5557TipXrhzx91muXDm55ZZbzOJZiwABXKR7Ttx7772y//77RzQ8tWvXljFjxpjFXfP5559HzBPRQ9eESvcFGPX+w9e20kM/p35er3zyySdywgknRLyn/gK54447ZP369WbxrEaAAB7Q7pZLLrkkohHSQ2dIa3+6F3TyXPiMdT0OPvhgZ2lzr8cI3Kb3q/et92/WnxeTBNWiRYvk8ssvj/o7u+CCC+SHH34wi0MIEMBT+nRWnTp1Ihok7X5p27atJ78OdPkOXQMqvEtLD91cyeuBfbfofYZvBhWoM/1cbi9PojZt2iT333+/lC5dOuI9a9asKaNGjTKLIwwBAnhs9+7d0q9fv4htavXQ/vX+/ft78vitrkIbvhR84NA9widPnmwWTwl6X+F7mAcO/RxurqoboGGkv3KqVasW8X46jtWjRw/ZsWOHeQkMBAjgk99//11at24d9UTPiSeeKBMmTDCLJ027gfTx4vDNlQLH+eefL6NHj/Z0cD8e+v56H3o/5j3qfev9e9H9NmXKFKlXr17E++lTXc2bN5fffvvNLI4YCBDAZ9qf3rBhw6gGUxcE1H54t+l2rronuPkLSI8qVao4T49NmzbNvMxT+n76vvr+5j3pfer9urENrWnZsmVy4403Rr3nWWed5XsdZAICBCgmI0eOlKOPPjqiIdN++AceeEA2b95sFk+aPiHWs2fPAn+R6FGjRg1n7srQoUNlxYoV5uVJ0dfT19XX1/cx31sPvS+9P71Pt+kExO7duzuP4Ya/Z/Xq1Z378uJXTjYgQIBipP3s2t9uzh/RfvlXXnnFk0HjrVu3On3/Bf0KCj9q1arlzPq+7777ZODAgc4YxdKlS53DHB/Q/x84p+W0vF6n1+vrmK8dfuh96P3ofXnh7bffjgqtMmXKSNeuXWXLli1mcSSAAAFSwMqVK50Jambjevrppzv99V7RBv/xxx93xmHM9/by0PfT99X398p3331X4IME11xzjfz6669mcVggQIAU8vXXX8uZZ54Z1ejddNNNsnz5crO4q1atWuUsEtiqVSvnEVbzHpI59PX0dfX19X28pPNEbrvtNtlvv/0i7kGXQfFqr5BsRYAAKUb743WZDnNmufbfP/roo74tmKiD2DNmzHDuRVei1W/uF154ofOtXgNBDx0ED/yz/rme13JaXq/T670YDC+IPtGla2MdeOCBEfWmkxFfeukldnD0AAECpKg///xTHnroIae/PrxB1P587ddHyLhx4+SYY46JqCddTubuu++WDRs2mMXhEgIESHGLFy+Wq6++OqJx1OO8886TmTNnmsWzyk8//SRNmjSJqhudkPjzzz+bxeEyAgRIE7qA4MknnxzRUGo/v44trF271iye0bRbrH379lFLthx33HHy3nvvmcXhEQIESCPaj//iiy9GLTKo/f59+/Yt9pnlXtNlX1544YWoCYg6+fCpp57K+M+faggQIA1pv37Hjh2jvoEfe+yxMn78eLN4Rvjss8/kpJNOivoFdvvtt8u6devM4vABAQKksXnz5slFF10U0ajq0bRpU+dcJvjll1/kqquuivqMun7WrFmzzOLwEQECZAD91aG/PsIbWP110qFDB98eo3WbPoWmjwOby6zr3uTvvPOOWRzFgAABMoT2/+s4SEHzIAYMGODJsvFe0Hkwr732WtQ8mAMOOMDZE2T79u3mJSgmBAiQYfSJLH0yy5yJreMHXm4F64apU6fKGWecEXHfevzrX/9yfYFHJI8AATKUzhEpaJ8NHU/QuSWpRMPh5ptvjrrX+vXrO6GC1ESAABlu+PDhzrhBeMOss9t1lruOMxQn7Y7Sbintngq/v0MPPdTZTMqL1YjhHgIEyALaUOs6WmZDreMMumZVceyHoQPhZrDpgHmXLl082Q8F7iNAgCyiK/rqyr5mV5GuAKwrAftBH71t0KBB1D1ceeWVziO7SB8ECJCFvvrqK2evEbMR1z1JdG8SL+hkP530Zw7u161b15kkiPRDgABZSscXdJxBxxvCG3TdHVE3ezJ3HbS1e/duefrpp6P2ZNflSHRZknR5vBjRCBAgy+l4g+7Dbk7Y0/3aR4wYYRZPyPvvv+8scBj+ujrBURdCTNcJjgghQAA4dPxB9zAPb+z10D3Lv//+e7N4oXQpdV1S3XwtXXpdl2BHZiBAAET49NNPo/ZIL1mypLRu3Vp+//13s3gEXeRRN3HSzZzCr9fNnsaOHWsWR5ojQABE0XGJ559/XipXrhwRBDqO0a9fP2dcI5wuM6/bxprLzFesWFGefPJJllnPUAQIgJhyc3OlXbt2UcvG16lTRz744AOnzMSJE+WUU06JOK9PWrVs2VLWrFljvCIyCQECoEhz586Vxo0bR4RE4BeG+WfnnnuufPvtt+ZLIAMRIADiNmbMGKldu3ZUaOhx5JFHyrBhw8xLkMEIEAAJ0fGM3r17R4RH9+7dZdu2bWZRZDgCBICVwL7kOj6C7ESAALBSrVo1J0D0kV1kJwIEgBUCBAQIACsECAgQAFYIEBAgAKwQICBAAFghQECAALBCgIAAAWCFAAEBAsAKAQICBIAVAgQECAArBAgIEABWCBAQIACsECAgQABYIUBAgACwQoCAAAFghQABAQLACgECAgSAFQIEBAgAKwQICBAAVggQECAArBAgIEAAWCFAQIAAsEKAgAABYIUAAQECwMpxxzWSgw46TQ45pL55ClmCAAFgpX79e6Rmzdvk2GNbm6eQJQgQAFaaNHlF6tV7Qc4880XzFLIEAQLAykUXvZn3K2SQ/P3vQ8xTyBIECAArBAgIEABWCBAQIACsECAgQABYIUBAgACwQoCAAAFghQABAQLACgECAgSAFQIEBAgAKwQICBAAVggQECAArBAgIEAAWCFAQIAAsEKAgAABYIUAAQECwAoBAgIEgBUCBAQIACsECAgQAFYIEBAgAKwQICBAAFghQECAALBCgIAAAWDlppvedQLkssveNk8hSxAgAKwsXvyH9O8/Q+bN+908hSxBgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIgCLpfI/AccYZg2TBgvVmkQjh5QtS1HlTouXhDwIEQJHCG3A92rX70CwSoagGv6jzpkTLwx8ECIAimQGixzff/GYWCyqqwS/qvCnR8vAHAQKgSGZ46NG8+Wj56y+zZL6iGvyizpsSLQ9/ECAAihTegJ977qvBf54wYbFZ1FFUg1/UeVOi5eEPAgRAkcIb8Oeemx7856uvfkf27NlnFi+ywS/qvCnR8vAHAQKgSOEN+KZNO6Rhw9eD/3/kyJ/M4kU2+EWdNyVaHv4gQAAUyWzABw+eFfz/ui/I9u17Ci1vKuq8KdHy8AcBAqBIZgO+bdtuadr0jeCfaaAUVt4Ufj7RA6mDAAFQpIIa8LffnhP8swYNXpMNG3YUWj6cGQqJHEgdBAiAIhXUgO/atdfZjTDw508//XWh5cMVdd6UaHn4gwABUKRYDfjYsfODf3722UNk1ao/Cy0fUNR5U6Ll4Q8CBECRYjXg+/b9JddcMyJ47pFHvii0fEBR502Jloc/CBAARSqsAdfJhIFzutDiwoW5hZZXRZ03JVoe/iBAABSpsAZclzO5+ebRwfMdOnxYaHlV1HmTWX7Zso3yxhuzpW3bD+SKK4Y73WcXXvi6tGo1XoYPn+uMz8B7BAiAIpkNuGnq1OURZYoqX9R5k1nefA/zuOmmd2XjxtBTYfAGAQKgSGYDXpDbbx8f1ZDHKl/UeZNZXsdd/vvf6TJjxkpZuXKz84tj3bqtMmrUPOeXiJZ79NEvI18EriNAABTJbMAL8sMPa6LCI1b5os6bEik/adJSp1yjRkPNU3AZAQKgSPE24B07flTsAaKz5LWcrhoMbxEgAIoUbwOuT2Dpk1hFlS/qvCmR8jNnrnLK3XHHe+YpuIwAAZAx9NfH9dePcgJk2rSV5mm4jAABkBF27Njj/OrQ8Hjyya/M0/AAAQIg7ekeJS1bjnXCo1OnT2Tv3uhNruA+AgRAWvvtt83B5VR0YiGTCP1DgABIW3PmrAvuS6JPgO3cGbmxFbxFgABIS198scR5VFfDo2vXzwvcmx3eIkAApB3dzOrMMwc74aH7kOiqwPAfAQIg7YTPCynsYD0sbxEgANKOGRSxDgLEWwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCw8n9I0cqXvZeF+AAAAABJRU5ErkJggg==)
PN: 8663-3-37
CAS: 1994470-94-8
Molecule Weight: 237.22
Formula: C8H9F2NO3S
PN: 6666-3-26
CAS: 1097193-02-6
Molecule Weight: 190.21
Formula: C8H8F2OS
PN: 6663-3-71
CAS: 2149590-15-6
Molecule Weight: 222.21
Formula: C8H8F2O3S
TSCA: Not listed on TSCA inventory
