| Product Number | 8669-1-48 |
| Synonyms | 4-[(2-Hydroxyethyl)sulfamoyl]aniline |
| CAS | 4862-94-6 |
| MDL Number | MFCD00025346 |
| Molecular Formula | C8H12N2O3S |
| Molecular Weight | 216.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8669-1-48
CAS: 4862-94-6
Molecule Weight: 216.26
Formula: C8H12N2O3S
![4-Amino-N-[2-(trifluoromethoxy)ethyl]benzenesulfonamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABfBAAAXwQFZICoPAAACSXpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrjY2BAIlCqqhVpZXarbRppb1bOeCkSAFXQE5vv2NMUg5ZiEFjjf9vGHtsZ/FwTvdwlHmRqCwknFoEZBapOMl2Ifl4f54E5GG5iFCEwqwIyWdZfs0ZO51ONPqUqTirjEYqJWZ8fi6SlubkUJXvmG1ZnP15fVlXzCTJilJkkUSqSOZF5XxRkSirLP7zCZaK/JhkzMhZmh9NtL+2pR+LnouYfM/lEcdWiMI22UvYqjwVJRxti+Jj/YCdzGQuShnD5oJuh7o49+Xi9UlFh1RmJXZ1hCQS+3WZHyJ0pGovowMGw87Pp5CkHAFRqnSV5+ICuqfdgoOwQTggXBBTEB4IH0QAYgaCW/jiOEcBRwVHCUcNRxFHFQ9w/fdSJ/B++ZIh+QWPjbaGN2zG94bvs264iLYuneM4PtTGpp7nu1dTO3He+Lua2jnRC+I5KA38b35Si2726u/aGjNBCFwwE4cGU0Rs6vDqM1O3Gciivt9MwozW4p6tY01c6tnaepR7xs4cbQPq+lV6GI83HcZifditQMvFRmVxowtJHJINJ1XlfsttYdfFI6DyWOa4qDqAljYBuw3oUt+A1T3AaQN6YwwDbhvQ22gYmLYBvemGAa8N6C06DPi9SY8AQS+lYHhZZ21An5cbYN8DuNUjtGsQ4X2ED6fFO+U2p3eE6VTcnPYRplN0czuMMJ26m9tkhOmU3tw+I4x/h/FHmOAOc3cLsMaxZNc7Fru9+5c1LmeGf0nLf2iZ75EcT6Q3AAAvuUlEQVR4Xu3dCZgU1bnw8VFZVEQR0MSNoF7RcBGSIGqICmq8LniNuzFBg0kEwgRc8MZ4QSUGVMQln36KaEgGhBhEoxFJBCIIGhwRNCiyKoPsOwKDDOt7eatTTfeZbqiuZab61P/3PPWoXadnhhk5/+k6VdUlAgCADyXmAwAAeEFAAAC+EBAAgC8EBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD4QkAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD4QkAAAL4QEMAibdsOcbYzzhgin3662tydxR1ryvd4LoWMhX0ICGARd0LX7dZbXzd3Z8k3+ed7PJdCxsI+BASwiDuhf//7w5x/vv12hTkkLd/kn+/xXAoZC/sQEMAi7oQ+atQs559XXz1Kdu7cZQ5z5Jv88z2eSyFjYR8CAljEndA1GhoPNya55Jv88z2eSyFjYR8CAlgkc0LXw1f673o4q7JymzEy/+Sf7/FcChkL+xAQwCLmhK4L6frfTz31fsaoFHPs/h7PpZCxsA8BASxiTuh6Kq+e0vvd7/5eVq7cnDGy+ljz8UI2JBMBASySa0Lv0+ct57F7752Y9XiusZmPF7IhmQgIYJFcE/qKFZudVyD6SmTOnDXpx3ON3dfjuRQyFvYhIIBF8k3oTz75vvN4t25j0o/lG5vv8VwKGQv7EBDAIvkmdD0L68ILUxcXTp68yHks39h8j+dSyFjYh4AAFtnXhO5eXHjttamLC/ONzfd4LubYuXPXyMCB78p1170k7dsPlcsuGym9e4/b7325UJwICGARc0LPpNG46qo/O/tHj/4079h8j+dijnX/29zatXtO3nprYcYzYQMCAljEnNBNkyZVOPsvumh43rH5Hs/FHNu58yvyl7/MkUWLNkhV1Q6ZN2+t3HLLa86Ya64ZlfFM2ICAABYxJ/Rc3IsL843N93guXsYuW7bJGaNngsEuBASwiJcJ3b24MN/YfI/n4mXs+vVbnTHXXz/a3IUiR0AARMo9hXjo0A/NXShyBARAZP7+9wXOqx1dvNc1EdiFgACIhMZDz74655yhsmDBOnM3LEBAAIROz8TSeOi2r3dFRHEjIABCNXLkx86ahx66+utf55q7YRECAiA0ulDuxuOVV2abu2EZAgIgNO5pvfm2DRu2mk9BESMggMU2bdomN974snM1eE2cBWUGw9wIiF0ICGCx999fmp689UaHQJgICGCx8vIl6YDMnk1AEC4CAliMgCBKBASwGAFBlAgIYDECgigREMBiBARRIiCAxQgIokRAAIsREESJgAAWIyCIEgEBLEZAECUCAliMgCBKBASwGAFBlAgIYDECgigREMBiBARRIiCAxQgIokRAAIsREESJgAAWIyCIEgEBLEZAECUCAliMgCBKBASwGAFBlAgIYDECgigREMBiBARRIiCAxaZO/Vxatfqts3366XJzNxAIAQEs9vbbH8rXv36ps82cucDcDQRCQACLTZgwUerWPdzZZsz4yNwNBEJAAIuNHz9eSkpKnG369OnmbiAQAgJYjIAgSgQEsBgBQZQICGAxAoIoERDAYgQEUSIggMUICKJEQACLERBEiYAAFiMgiBIBASxGQBAlAgJYjIAgSgQEsBgBQZQICGAxAoIoERDAYgQEUSIggMUICKJEQACLERBEiYAAFiMgiBIBASxGQBAlAgJYjIAgSgQEsNTs2bOlZcuW6YCce+658vnnn5vDAN8ICGCZ9evXS8+ePaVOnTrpeLhb/fr15Z577pFNmzaZTwMKRkAAS+zcuVOefvppadKkSToY9erVk+7du8stt9wiBx10UPrxY445RsrKymT37t3mhwE8IyCABd566y1p1apV1quNTp06yfz589NjZs6cKeeff37WmHbt2snUqVMzPhLgHQEBipiuaVx55ZVZUTjttNPkzTffNIemvfLKK3LiiSdmPadz586yZMkScyiwTwQEKEK6hqFrGbqm4UbgyCOPlN/97neyY8cOc3g1VVVVMmDAADnssMPSz2/QoIE88MADsnXrVnM4kBMBAYqIrln88Y9/dNYw3Ilf1zZ0nWPt2rXm8P1atmyZ3HzzzXLAAQekP17z5s3lpZdeMocC1RAQoEjoWoWuWWQeetI1jY8//tgcWrDy8nI5++yzsz52hw4d5KOPPjKHAmkEBIg5XZvQNYrMyf2kk05y1jLCNnz4cDnuuOOyXt3ceuutsnr1anMoQECAuNK1CF2T0LUJd0LXNQtdu9A1jKhUVlZKnz595OCDD05/3kaNGsljjz0m27dvN4cjwQgIEEOjRo1y1iLcCVzXKHStQtcsakpFRYVce+21Wa98WrRoIWPHjjWHIqEICBAjuuZw3nnnZU3aujahaxS1ZdKkSdKmTZusr+mSSy6RuXPnmkORMAQEiAFdY9C1hsyrxXUtQtck4kCvcn/22WeladOm6a+vbt26cvvtt8uGDRvM4UgIAgLUIl1T0LUFXWNwJ2Zde+jbt6+zFhE3GguNhsbD/Xo1KhoXjQyShYAAtUTXEnRNIfPQkK456NpD3OnhKz2Mlfm162EuPdyF5CAgQA2zafIt5ggiOAIC1JB8h3+GDBlS1Id/iu0wHMJDQICIJWUBOu4nAiB8BASIUBJPgdVTkfU2KJl/5to+FRnRICBABBYuXFjtIrxTTz01URfhxeFiSESLgAAhqq3bgKxcuVLefvtt51BZv379nHcg7NKli1x11VXSsWNH55/637rp/sGDBzuvjlasWGF+qFDV1u1YUDMICBCSmroRod7SfcaMGfLoo4867zp4+OGHZ73SKXRr2LChc1jt4Ycfdg4zRbGgn+uGkPqmVlHcEBI1h4AAAdXUrdDfe+89KS0tzVqMz7VpUPTQkU7Q+urD3fS/9fEjjjii2nPM5+srGH2b3F27dplfRiD5bkmvb7eL4kNAAJ9q4s2YNm/eLIMGDZJTTjml2kSv2ze/+U3p0aOHc+hKD2HpoSwvVq1aJVOmTHFOIe7Zs6ecfvrp1T62bvqKSt/50OvH9SLsN8VC7SEgQIH02H3//v0jfTvYdevWOWsVjRs3zprQ9S1sdT1j5MiRoa9f6OQ9evRo51BT5pqFbrqmoxP8Z599Zj7Nt6Bvy4vaR0CAArz88svOoaDMyVUnXD3GHwadOHXB3VzXaNu2rbPwrWGpCVu2bJERI0bIRRddlPV16CuFbt26hfpK4fPPP3eimPl5TjvtNHnzzTfNoYgZAgJ4oMfo9Vh95iSnx/L1mH5Y9JBSq1atsj6H3tq9tidSXcu54YYbsi4Q1FdGzzzzTKgL7rrmYv759SSBefPmmUMREwQE2Af9TVsP3WROnnrsvqyszDmWH4Zt27ZJr169sibO1q1bO2sacbJgwQK5+uqrs77OM88803kFERYN0tNPPy1NmjRJf4569epJ79695csvvzSHo5YRECAHPZSkx+L1mLw7kemxej1mr8fuw6KTrx6ecj+HHrqK+xrAhAkTnMX7zK9ZD3eFaf369c7ifp06ddKf5+ijj5bnn38+9DPD4B8BAQx6PUfmjQF102P0Yf6mrfSq9MxTavVU26VLl5rDYkkvitSbJWa+MtNTf8O+WHL27NnV1mH01cmYMWPMoagFBAQw6G+67mSlx+T12HzYhg0blv7tWifhe++9N9T1hJqih9mOP/749PfrggsuiORQ0+uvv551KnOzZs3MIagFBAQw6BlAOknpOkQUk/ojjzySvnZErwIfN26cOaSo6JlhGo7M6IZ1VlomXSty762lF26i9hEQwNC+fXtnkrriiivMXYFpPNyJVl/pTJ8+3RxSlPTQVeatSvRU5ygOx33ve99zPv7ll19u7kItICCAIaqA6Jlb7isP/U16/vz55pCipycZuBFp2bKlrFmzxhwSCAGJFwICGKIIiC6Yu2se+spDT4m11d13352OiJ5htnHjRnOIbwQkXggIYAg7IHr7D/dsK13zsOWw1b784he/SEfkyiuvDO2aGQISLwQEMIQZEF34PeOMM5yPd+CBB9b6VeU1Ra/VuO6669IR0VvFh4GAxAsBAQxhBiTzCnM9VTdJ9E7Cug6if3Y9VXnixInmkIIRkHghIIAhrIDova3cRXN9f5AoTgmOuzlz5jiH7fR7cMIJJzhRCYKAxAsBAQxhBERvReK+x4be6iPJ7wP+wgsvpF+F6SuyIAhIvBAQwBBGQPSW7O6kqfe2SrqLL744fShr2rRp5m7PCEi8EBDAEDQgemW2+34ebdq0ifWNEWvKwoUL5dBDD3W+J3oHX78ISLwQEMAQNCD3339/+tVH3G7JXpv0XRzd78sbb7xh7vaEgMQLAQEMQQKit3p334ZW3wwKe1VWVspRRx3lfG/0zbj8ICDxQkAAQ5CADBo0KP1bdlKu+SjEwIEDA70KISDxQkAAQ5CAtGjRwnmu3sID1emrkKZNmzrfo8suu8zcvV8EJF4ICGDwG5Dy8vL0b9eDBw82d+Pf7rzzTud7pGdkFXrHXgISLwQEMPgNSGlpqfM8fetbPRMLuc2aNSsd2gcffNDcvU8EJF4ICGDwExC995O7QKxvf4t901N59Xul761eCAISLwQEMPgJyIwZM9K/VY8cOdLcDcMTTzyR/n598cUX5u68CEi8EBDA4Ccgjz76qPMcvffV8uXLzd0wZB7GGjp0qLk7LwISLwQEMPgJSKdOnXwdkkmyY4891vme/fCHPzR35UVA4oWAAAY/AWnUqJHzHH0jJXhz0003Od8zDYlXBCReCAhgKDQgesjKPRzz3HPPmbuRh95k0v2+bdiwwdydEwGJFwICGAoNiN7vyp0IufeVd3qlvvt9mzp1qrk7JwISLwQEMBQaEH3V4U6ELKB7p2dfud+3P/zhD+bunAhIvBAQwFBoQH7961874w877DBzF/Zh9+7d6Vu89+nTx9ydEwGJFwICGAoNSI8ePZzxzZo1M3dhP4477jjne/fLX/7S3JUTAYkXAgIYCg2IezZRy5YtzV3YDz3tWb93N998s7krJwISLwQEMBQakCuvvNIZf9ZZZ5m7sB/uLU283v6FgMQLAQEMhQbEfb/vjh07mruwH/o90++dfg+9ICDxQkAAQ6EB4RWIf7wCKW4EBDAUGhDWQPxjDaS4ERDAUGhAOAvLP87CKm4EBDAUGhCuA/GH60CKHwEBDIUGhCvR/eFK9OJHQABDoQHhXlj+cC+s4kdAAEOhAeFuvP5wN97iR0AAQ6EBUbwfSOF4P5DiR0AAg5+A8I6EheMdCYsfAQEMfgLCe6IXhvdEtwMBAQx+AjJjxoz0hDhy5EhzNwxPPPFE+vulZ2N5RUDihYAABj8B2bVrlxx11FHO87zeliPJ3FuYFHrIj4DECwEBDH4CokpLS53n1a9fX9atW2fuxr9lHr568MEHzd37REDihYAABr8BKS8vT0+MgwcPNnfj3+68807ne3TQQQfJ0qVLzd37REDihYAABr8BUS1atHCe27ZtW3MX9qisrJSmTZs636PLLrvM3L1fBCReCAhgCBKQQYMGpV+F6JXWyDZw4MD09+eNN94wd+8XAYkXAgIYggRk06ZN0rhxY+f55513nrk70fTVh3uiQbt27czdnhCQeCEggCFIQNT999+f/i2be2Pt1b9//0CvPhQBiRcCAhiCBkTPwDr88MOdj9GmTRvZsWOHOSRxFi5cmL51u57C6xcBiRcCAhiCBkQ99thj6d+29aaBSee+b7yeeTVt2jRzt2cEJF4ICGAIIyD6quP00093Po6+Glm2bJk5JDFeeOGFdEx79epl7i4IAYkXAgIYwgiImjJlinNvLP1YHTp0kJ07d5pDrDdnzhxp2LCh8z044YQTZPPmzeaQghCQeCEggCGsgCj9jdv97fvee+81d1tNY9GyZcv0oauJEyeaQwpGQOKFgACGMAOybds2OeOMM5yPd+CBBybm2hC9N9h1112XjufDDz9sDvGFgMQLAQEMYQZEffbZZ3LEEUc4H1MP50yfPt0cYh19Yy03HldeeaXs3r3bHOILAYkXAgIYwg6IGjt2rNSpU8f5uEcffbQsWLDAHGKNu+++Ox0PvaXLxo0bzSG+EZB4ISCAIYqAqLKysvSievPmzWX+/PnmkKJ3zz33pOOh6x9r1qwxhwRCQOKFgACGqAKiHnnkkfQEq69EbDmctX37duncuXP6z3biiScWfKddLwhIvBAQwHDMMcc4k5Te00rfaTBsGhH3lYiuiYwbN84cUlT0yvsLLrggHY9WrVrJkiVLzGGBvfPOO3LYYYc5n+O0004zd6MWEBDAcNJJJ6UnQz1z6mc/+5msWrXKHBbIsGHD0msieoqrnuJbjNeJ6L2+jj/++PT3S0Py5ZdfmsMCWbx4sdx4443pz6Hbd77zHXMYagEBAQzr16+Xn/zkJ3LIIYekJyy9mlxfOehpuWHRhXX37CzdOnbsGMlhnyjoIau+ffs68XO//ltuucV5PCxfffWV9OvXL30PLd30FVvXrl2dfah9BATIY9GiRXL99ddn/eZ7yimnyOuvv24O9e3zzz93zlTKDJXeOyvON2CcMGGC817mmV/ziBEjzGGBvPjii9KsWbP059BXghqoFStWmENRiwgIsB+TJ0+Wb3/721khueiii2T27NnmUF/0VU3mFeu6tW7dOna3gtdTj6+++uqsr1PvrKsRDIuuOZ1zzjlZn0NPavjggw/MoYgBAgJ4oFdWP//88+k3RNKtbt260rNnT+eQVxj03lm6AJ05eeqbUtX21esfffSR3HDDDVmHq/QEg2eeeSa0dRtdY/rpT3/qvNJwP4eurYT9ygbhIiBAAXSBuHfv3lKvXr30RNekSZPQJlM9dKW3gnffT8Td9DDX4MGDnTOeasKWLVucyVtfaWV+HRqRbt26ydq1a82n+KKvvnRtKfPPq2tP9913n/M1IN4ICODDvHnzpFOnTlmTq756eOutt8yhvmgodAHZfXtcd6tfv75cddVVMnLkyNDXAzQKo0ePdq7naNCgQdbnPfjgg6V79+7ObVnComtJuqaU+Xn0lY6uPaE4EBAgAD28pNckZE6COsGHtS6gd7QdNGhQtYnW3XQxu0ePHvLss886ayYrV640P0ROeshID5kNGTLEOQznvneJuR133HHO1eVeP64XunZkvrLRNSZda0JxISBAQHrYSc+cOvLII9MTor5S0Il306ZN5nDf3nvvPSktLZWmTZtWm+gzNz0cpLdK0avB9dRgd9P/1sczTx3Otenz9YwnfTWlaz9h0bUijZV7/YtuejW+ri2F+XlQcwgIEBI9BKSHeTIXm/Wqdr0HVlh3o1X6sfRspUcffdQ5jGaulxS66bUVl1xyiXPL9fLy8lDWcjLpx3v66aedtSL3c+oakq4lhX3RIWoWAQFCNnPmTDn//POzJmk93XXq1Knm0NDoISY9hKWHsnTtRF9BdOnSxTmcpq8+9J/637rpfl2QnzRpUujrKCZ9FWOeWabR0zUkFD8CAkTk5Zdfdg4buROn3v9KF6iL5WrzIHQNSKOVGQ5dK6rtU5IRLgICRKiqqkr69++fvgmgbnqG0wMPPCBbt241hxc9XfPRtR9dA3L/vLo2FPer6+EPAQFqwLJly+Tmm29O34VXN13Qfumll8yhRUnXZXStx72TsW66FqRrQmFdM4L4ISBADdJF6rPPPjvr0E6HDh2cq72Lla7ttGvXLuvPpGtAuhYEuxEQoBYMHz7cucYi87f1W2+9VVavXm0OjS19z4/MN5HSTdd8dO0HyUBAgFqiFwn26dPHucrbnYAbNWrk3MokzNuih03XbnQNJ/NqdV3j0bUeXfNBchAQoJYtXLhQrrnmmqzf5E899VTn/ULiRtdsdO3G/Tp1TUfXdnSNB8lDQICY0Osy9DbumSHRC/zmzp1rDq1xukajazWZX5uu5eiaDpKLgAAxoldt68WAmbcr0dvG33HHHbJhwwZzeOR0TUbXZjKvrte1G13DAQgIEEMai9tvv92Jhztxa1T05odh32okF12D0bUYXZNxP7+u1eiaTWVlpTkcCUVAgBibM2eOcxgr89BRmzZtnMNdUdG1F12Dyfyc1157rVRUVJhDkXAEBCgCOqm3aNEi0kld11pqOlYobgQEKBLuYaXM27HrYaW+ffsGOqyU73CZrsXUxOEyFC8CAhSZsBa28y3Ya0xqY8EexYeAAEVKT60977zzsg45eT21Vg9L6eGpzOfG5ZRhFA8CAhS5UaNGeb64T9dMdO0kMxy6thLHixYRfwQEsEC+24sMGDDAub2IrpHoWkmx3TYF8UZAAIvkusGhhiLzbW+L8caNiCcCAlgo1y3WddM1k2K+dTzihYAAltI3eerZs2c6HnqICwgTAQEsNn78+HRApk+fbu4GAiEggMUICKJEQACLERBEiYAAFiMgiBIBASxGQBAlAgJYjIAgSgQEsBgBQZQICGAxAoIoERDAYgQEUSIggMUICKJEQACLERBEiYAAFiMgiBIBASxGQBAlAgJYjIAgSgQEsBgBQZQICGAxAoIoERDAYgQEUSIggMUICKJEQACLERBEiYAAFiMgiBIBASxGQBAlAgJY7N13x0uLFiXONmsWAUG4CAhgsY8+Gi///d8lzrZgAQFBuAgIYLHZs8dL164lzrZoEQFBuAgIYDECgigREMBiBARRIiCAxQgIokRAAIsREESJgAAWIyCIEgEBLEZAECUCAliMgCBKBASwGAFBlAgIYDECgigREMBiBARRIiCAxQgIokRAAIsREESJgAAWIyCIEgEBLEZAECUCAliMgCBKBASwGAFBlAgIYDECgigREMBiBARRIiCAxZYtmyXduh0g3bvXkfXrl5i7gUAICGC5BQvekYqKaebDQGAEBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBQTKMHSvSubPISSeJNGggcuihqX/Xx3SfZebM+Yc899wNcs8935DS0oOlV6+Gcu+9p8qTT14q//jH72TVqvnmU4pXwn62cUJAYLeVK0U6dNjzf3rJvreOHUVWrzafXXR2794lI0Z0S188uK+t6CXsZxtHFvxfBOSxZo3IiSemJpHGjUX69xf5+GORykqRLVtEZs0SefBBkSZNUmNOPllk3Trzo6Rs2yby6qsiZWWBti9fKpNP/1EmU6cG2957b7isXbvI/Cpl0qT/78ShtPSQPV/uPbJkycw9f9QNUlW1ec98O1c++WSs/PnPvaRv3/8wn+pYvfqzap/L7zZnQplsGlX9e1DQ9sYbIjt3ml9muD9b+FZiPgBYo1On1ORx+ul6Sba5d68VK0TatEmN/cEPzL0pvXpV/83Wxzb7+BJ5/PLqrwb8bLfffqTs2FGV9WX+5jenO/umT38p63EvKivXOuExP4/f7alLSmTB16t/Dwre+vUzv9Rwf7bwrcR8ALBCeXlq0mjYUKSiwtxb3aJFqbH6nGk5rtrW32bNic3HFmZA+vY9RXbtyv7tvEeP+s6+7du3Zj3uhb5K+dWvjqv2efxuoQVkyJDsLzTsny18KzEfAKxQWpqaMHr3Nvfkd9ddqef07GnuSVmyJDVhBdi2L6mQjasqZO3a4Nv27V+J6fbbGzmT9/Lls81dnlRVVVb7PH63jSv3fI2LK6p9Dwracr26iOJnC18ICOzUunVqwnjnHXNPflOmpJ7zrW+Ze4rG4MFXOwEZOLC9s55hpYT+bOOIgMBORx6ZmjAKWTjVsfocXXgtUnp67p13NnUionfhHTCgrbz4Ys89c+3zsnjxR85ZWkUvoT/bOCIgsFOdOqkJY8cOc09+27ennqPPLWJ62/ayslvkl788tNq6xF13fV1ee62vbN26yXxa8UjwzzZuCAjsxG+psm3bFueCwjffHChDh3Z2Tt11Q3LffafJpk1Fem0EP9vYICCwk3ucXI99e5WA4+T6viB6RbpGZPjwn5u7iwM/29ggILCTe6bOnXeae/LTs3r0OZafqaNvbasB6d37aHNXceBnGxsEBHaaOjU1YXCtQDV6+q8GRO+RVZT42cYGAYG9Lr00NWl4uVpZD23o2HxXK8+fL9K9u0iXLoG2ZXd0kXFPdJGysuBbefkL5lfpybRpf3IC0q9fK3OXTJ78bLXP43f7x2NdZNVt1b8HBW36akOvvzGF+bOFbyXmA4A1Vq0S+cY3UpOHe7+kTz5J3SvJvV/SQw+JNG2aGqP3S1q71vwoKXpnVx0TcAvzSvRu3Q50Fsoz/e//nuisbWgkFi/+UDZsWCY7dmxzblOyaNEHMnp07/TV6npX3kwbNiyt9jmCbKFdiX7bbVlfpyPMny18KzEfAKyyfLnIOedUn5TMTe/YqpNSPm++KfKf/ynSvHmgbcHZzeX3P20u99wTfPvTn3qYX2W1STzfpqf5mrdB0WtE/vCHm6p9Hr/bsJ80l0Xtqn8PCtp0wfzdd7O+zrSwfrbwrcR8ALDSmDEiP/pR6g6u+n4Ruum///jHqTu+WmLNms9lypQhznuBPPBAG2ehvHv3Os77gdx/f0sZNuynMm/e2+bTiltCfrZxREAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EBADgCwEBLFdePkI+/PAV82EgMAICWExvX6JXnuu7E+pFhkCYCAhgsdmzx6dvX6K3cQfCREAAixEQRImAABYjIIgSAQEsRkAQJQICWIyAIEoEBLAYAUGUCAhgMQKCKBEQwGIEBFEiIIDFCAiiREAAixEQRImAABYjIIgSAQEsRkAQJQICWIyAIEoEBLAYAUGUCAhgsRkzPpGLL+7sbPPnLzR3A4EQEMBi5eVLpG3bIc42e/YaczcQCAEBLEZAECUCAliMgCBKBASwGAFBlAgIYDECgigREMBiBARRIiCAxQgIokRAAIsREESJgAAWIyCIEgEBLEZAECUCAliMgCBKBASwWGZA5swhIAgXAQEstm7dV3LRRcPl8stHypYt283dQCAEBLDcjh27ZNeu3ebDQGAEBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBASziXvNxxhlD5NNPV5u7s7hjTfkez6WQsbAPAQEs4k7out166+vm7iz5Jv98j+dSyFjYh4AAFnEn9O9/f5jzz7ffrjCHpOWb/PM9nkshY2EfAgJYxJ3QR42a5fzz6qtHyc6du8xhjnyTf77HcylkLOxDQACLuBO6RkPj4cYkl3yTf77HcylkLOxDQACLZE7oevhK/10PZ1VWbjNG5p/88z2eSyFjYR8CAljEnNB1IV3/+6mn3s8YlWKO3d/juRQyFvYhIIBFzAldT+XVU3q/+93fy8qVmzNGVh9rPl7IhmQiIIBFck3offq85Tx2770Tsx7PNTbz8UI2JBMBASySa0JfsWKz8wpEX4lkvqlUrrH7ejyXQsbCPgQEsEi+Cf3JJ993Hu/WbUz6sXxj8z2eSyFjYR8CAlgk34SuZ2FdeGHq4sLJkxc5j+Ubm+/xXAoZC/sQEMAi+5rQ3YsLr702dXFhvrH5Hs+lkLGwDwEBLLKvCV2jcdVVf3b2jx79ad6x+R7PpZCxsA8BAYpIVdUOee65GdK16xh5//2l5u79TuiTJlU4+y+6aHjesfkez6WQsbAPAQGKxLhxn0mnTiPTk/ZDD71jDvE0obsXF+Ybm+/xXAoZC/sQECDm9NTbn//8r1mT/i23vCaLF280h3qa0N2LC/ONzfd4LoWMhX0ICBBT69Z9JQ88MFnatXsuPVFfeukIGTt2vjkUqBUEBIiZHTt2yfDhM6VDhz+mw6EXAg4e/IF89dUOczhQawgIECNTpnyRPlPK3X796wmyfHn2fayAOCAgQAwsXLhBSkvHZoXjxhtflhkzlptDgdggIEAt2rixSgYN+qecddbz6XDo+3f85S9zZNeu3eZwIFYICFALNA56Md8FF6RuL6KbRuTxx9+TzZu3mcOBWCIgQA374INlcsMNo7MOV/Xq9Xf54osvzaFArBEQoIYsXbpR/ud/xmeF45prRsk//7nYHAoUBQICRGzLlip5+ulpzqm4bjg6dvyjjBz5sXPKLlCsCAgQkd27d8uIEa/Id75zq7Rq9VsnHHpR4IABU2TDhq3mcKDoEBAgAu+9956ceeaZctBBB0uTJmfLySd3l65dX5f589eZQ4GiRUCAEC1dulRuuukmOeCAA6SkpMTZWrZsL2PGvGsOBYoeAQFCsHXrVvntb38rDRo0SIfjsMMOk/79+0tVVZU5HLACAQECGj16tDRv3jwdDn31oa9Cli1bZg4FrEJAAJ/+9a9/SYcOHdLh0O2ss85y1j+AJCAgQIHWrFkjXbt2lYMOOigdjmOPPVaGDRvmnHkFJAUBATzavn27PP7449KoUaN0OOrXry99+vSRzZu5Wy6Sh4AAHvztb3+TU089Netw1TXXXCMLFy40hwKJQUCAfZg7d65ceumlWeFo3bq1TJw40RwKJA4BAXLYsGGD3HHHHVK3bt10OJo2bSqDBw+WnTt3msOBRCIggGHAgAFSr169dDg0IrfddpsTFQB7ERDAcNRRR6XjcfHFF8ucOXPMIQCEgADVtGrVyomHXtMBID8CAhjat2/vBOSKK64wdwHIQEAAAwEBvCEggIGAAN4QEMBAQABvCAhgICCANwQEMBAQwBsCAhgICOANAQEMBATwhoAABgICeENAAAMBAbwhIICBgADeEBDAQEAAbwgIYCAggDcEBDAQEMAbAgIYCAjgDQEBDAQE8IaAAAYCAnhDQAADAQG8ISCAgYAA3hAQwEBAAG8ICGAgIIA3BAQwEBDAGwICGAgI4A0BAQwEBPCGgAAGAgJ4Q0AAAwEBvCEggIGAAN4QEMBAQABvCAhgICCANwQEMBAQwBsCAhgICOANAQEMBATwhoAABgICeENAAAMBAbwhIICBgADeEBDAQEAAbwgIYCAggDcEBDAQEMAbAgIYCAjgDQEBDAQE8IaAAAYCAnhDQAADAQG8ISCAgYAA3hAQwEBAAG8ICGAgIIA3BAQwEBDAGwICGAgI4A0BAQwEBPCGgAAGAgJ4Q0AAAwEBvCEggIGAAN4QEMBAQABvCAhgICCANwQEMBAQwBsCAhgICOANAQEMBATwhoAAhrPPPtsJyOWXX27uApCBgAAZRowYIfXq1XMC0qJFC3M3gAwEBNhj2rRp6UNX7nbBBReYwwBkICBItBUrVkiXLl3kwAMPTIejWbNm8tRTT5lDARgICBJp27Zt8tBDD0nDhg3T4Tj00EOlX79+8tVXX5nDAeRAQJA4r776qpx88slZh6tuvPFGWbx4sTkUwD4QECTGrFmz5MILL8wKR9u2beXdd981hwLwgIDAeuvWrZPS0lKpU6dOOhxf+9rXZOjQobJr1y5zOACPCAistWPHDmcxvHHjxulw6Cm6v/rVr2Tjxo3mcAAFIiCw0oQJE6Rly5ZZh6v0yvIFCxaYQwH4REBgFQ2EhiIzHBoSDQqAcBEQWGHzxo3OoSn3KnLd9NDVk08+6RzKAhA+AoLitmuXfDZ0qHT52tfS4dDF8h49ejiL5wCiQ0BQvPT027Zt5eM90ei3Z2u9Z9PTdD/55BNzJIAIEBAUH73g78Yb9/zfW5Lexp98skx/9VVzJIAIERAUD73FSL9+IoceujceDRuKPPSQ7N62zRwNIGIEBMXhxRdFmjXbG44DDxTp0kXvhmiOBFBDCAjibcYMkXPPzTpcJe3b6/3XzZEAahgBQTytWiXys5+lXmm44Tj+eH3HJ3MkgFpCQBAvupbxyCMiRxyxNxyHHCJy330iW7aYowHUIgKC+Hj9dZFTTsk+XHX99SKLFpkjAcQAAUHtmz1b5L/+Kzsc3/62yOTJ5kgAMUJAUHvWrxfp1Uukbt294TjqKJHnn3euMAcQbwQE/o0dK9K5s8hJJ4k0aJC6PkP/XR/Tffsyc6ZI06Z7w1Gvnkjv3iJffmmOBBBTBASFW7lSpEOH7ENOubaOHUVWrzafnfLCC3vHdeokMm+eOQJAzBEQFGbNGpETT0xN/I0bi/TvL/LxxyKVlamzpGbNEnnwQZEmTVJjTj5Z3xLQ/CgiVVUizzwjMmmSuQdAkSAgKIy+WtAwnH66yLJl5t699ArxNm1SY3/wA3MvAAsQEHhXXp4Kgt5/qqLC3Fudnn6rY/U5XDkOWIeAwLvS0lQMdLHbq7vuSj2nZ09zD4AiR0DgXevWqRi88465J78pU1LP+da3zD0AihwBgXdHHpmKQa5F8Xx0rD5HF9UBWIWAwLs6dVIxKOQ9xrdvTz1HnwvAKgQE3vEKBEAGAgLv3DUQXdfwijUQwFoEBN65Z2Hdeae5Jz89Y4uzsAArERB4N3VqKgZcBwJACAgKdemlqSB4uRJdD1vpWK5EB6xEQFAYfavZb3wjFQb3XliffJK6D5Z7L6yHHtp7p129F9bateZHAWABAoLCLV8ucs45qUDsa9O78WpwAFiJgMC/MWNEfvSj1N159b1AdNN///GPRd54wxwNwDIEBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD4QkAQjqqqwm7zDqDoERAEpxcW6pXnzZqJbNpk7gVgKQKC4MaN23v1+YcfmnsBWIqAILjMgMyYYe4FYCkCguAICJBIBATBERAgkQgIgiMgQCIREARHQIBEIiAIjoAAiURAEBwBARKJgCA4AgIkEgFBcAQESCQCguAICJBIBATBERAgkQgIgiMgQCIREARHQIBEIiAIjoAAiURAEBwBARKJgCA4AgIkEgFBcAQESCQCguAICJBIBATBERAgkQgIgiMgQCIREARHQIBEIiAIbPWegLy+Jx66fUlAgMQgIAjsoz0B+cGeeOj2GQEBEoOAILBxewJSsiceus0gIEBiEBAERkCAZCIgCIyAAMlEQBAYAQGSiYAgMAICJBMBQWAEBEgmAoLACAiQTAQEgREQIJkICAIjIEAyERAERkCAZCIgIRrStcTTZpskBMT8GebbgCTh//gQmZNJvs02BMTeny2wL/wfH6KkTiJJCgiAvfgbEaKkTjIEBEgm/kaEKKmTDAEBkom/ESFK6iRDQIBk4m9EiJI6yRAQIJn4GxEid5LZ15bLV5tWyaa1FZFsX66pkNXLK2Tp4gqpqIhmGz58eDogY8aMqbY/zE3/HGtWVMjGNdX/rGFsWyvXmj8eh/lzzLUBScP/9SEyJ5Rcm2naa32qjQlzG9S5RH7YvkT+4+upCb7Yt9OOK5HO55bIE12q/1nD2j556/+ZP6ZqY3JtQNLwf32I/EwkE569ttpEFOZGQArf3hn5C/PHlN4HYC/+RoTIzySzbcsGmV/+gsybWhbJNmtKmUz+W5m8MqpMysqi2e666670BP+b3/ym2v4wt1dfKpMpfy+TT9+t/mcNY1sw7U+yo6rS/DH5+tkCtuNvRIiSOsmwiA4kE38jQpTUSYaAAMnE34gQJXWSISBAMvE3IkRJnWQICJBM/I0IUVInGQICJBN/I0KU1EmGgADJxN8IBJaEgACojoAgMAICJBMBQWAEBEgmAoLACAiQTAQEgREQIJkICAIjIEAyERAERkCAZCIgCIyAAMlEQBAYAQGSiYAgMAICJBMBQWAEBEgmAoLACAiQTAQEgREQIJkICAIjIEAyERAENnniODmhSYmzfTKTgABJQUAQ2Mz3x8kN7UucbeFcAgIkBQFBYF/MGidP3lLibKsXERAgKQgIAlvy6bj0O/at+YKAAElBQBAYAQGSiYAgMAICJBMBQWAEBEgmAoLACAiQTAQEgREQIJkICAIjIEAyERAERkCAZCIgCIyAAMlEQBAYAQGSiYAgMAICJBMBQWAEBEgmAoLACAiQTAQEgREQIJkICAIjIEAyERAERkCAZCIgCIyAAMlEQBAYAQGSiYAgsCWzx6cDsnbxR+ZuAJYiIAisast6Gf1Aa3ltYHvZuX2ruRuApQgIAMAXAgIA8IWAAAB8ISAAAF8ICADAFwICAPCFgMAX97qP/W0A7MXfcPhihiLfBsBe/A2HLwQCADMAfCEgAJgB4AsBAcAMAF8ICABmAPhCQAAwA8AX82yrXBsAu/G3HL6Ysci1AbAbf8vhC5EAwAwAXwgIAGYA+EJAADADwBcCAoAZAL4QEADMAPCFgABgBoAvBAQAMwB8ISAAmAEAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD4QkAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD48n+/OO0R42icHQAAAABJRU5ErkJggg==)
PN: 8669-3-81
CAS: 1206524-10-8
Molecule Weight: 284.25
Formula: C9H11F3N2O3S
PN: 8669-1-38
CAS: 1709-52-0
Molecule Weight: 186.23
Formula: C7H10N2O2S
![4-[(Morpholin-4-yl)sulfonyl]aniline](data:image/png;base64,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)
PN: 8H69-1-1H
CAS: 21626-70-0
Molecule Weight: 242.29
Formula: C10H14N2O3S
PN: 8669-1-Y6
CAS: 1709-59-7
Molecule Weight: 200.26
Formula: C8H12N2O2S
PN: 8669-1-37
CAS: 33529-48-5
Molecule Weight: 216.26
Formula: C8H12N2O3S
TSCA: Not listed on TSCA inventory