| Product Number | 8669-1-08 |
| Synonyms | 3-Amino-N-(prop-2-yl)benzenesulfonamide; 3-(N-Isopropylsulfamoyl)aniline |
| Purity | 98 % |
| CAS | 118837-66-4 |
| MDL Number | MFCD09027278 |
| Molecular Formula | C9H14N2O2S |
| Molecular Weight | 214.28 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8669-1-08
CAS: 118837-66-4
Molecule Weight: 214.28
Formula: C9H14N2O2S
PN: 8669-1-47
CAS: 459434-39-0
Molecule Weight: 212.27
Formula: C9H12N2O2S
PN: 8669-9-38
CAS: 218278-45-6
Molecule Weight: 293.18
Formula: C9H13BrN2O2S
PN: 8669-1-0J
CAS: 5339-69-5
Molecule Weight: 199.27
Formula: C9H13NO2S
PN: 8669-1-45
CAS: 2512-24-5
Molecule Weight: 213.3
Formula: C10H15NO2S
![3-Amino-N-{2-[(trifluoromethyl)sulfanyl]ethyl}benzene-1-sulfonamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABKGAAAShgGgtiRVAAACXHpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrxdjmmCikilJVWqntSpuutHcrB5wUKeAKyOntdxzIAZJCAHn8ez577LGdydMh28BOFWWq84hwygioPNZJmq8j8ufjxQrJ03QSoxM65mVEPqvqa2zb+/2exp8qkwed01hnpG4fH8q05bN3qC7WtmCM23/fXhcnxkrzspJ5rJAq03F5El91LKtTFN8MYWey2KW5XbvbWbGre/snmHkZPZQJuc5ljm0zRGGVbhSsdJHJCnaCUXzZD1irXBWyUgksjyg71MW5TydvzzreZiqv0DQ9pLHcLKpiG6OQ6Y2Kt9gZGj+fI5JxBGSls1lRyCMYy8iSgxQgHZAuSA+kDzIAGYIcgeQMP2zn6MDRg6MLRx+OThy9eIjrv1EmgI/jl4rIO8xvngX8wue9sefwYh5cRGFS5zhOAE0hqO8H7rloRJw3/s6F1aiWoJyZklHPr+snyMIFYRiv5aGfi7qPeoh6iLrgYI1Q90JTDwJTD6hwBCdwxGgcGno4hqAOx4JTzzUjnkdmSFwDubY26jmMOqxO87f1ZizLJNh3TD0MnAAzZF9SNJ0sdZ7cmJAmEVlizMblt1qVokkfAV0kqsBlNR0Y11tAtAGT7AswewQ4bcBsjX7AbQNmI/UDXhsw264f8NuA2aT9QHA36QEgvBsh7F/WURswJ+YCiEcAZ3eEkXoRfo/w/rB4J931+R1gOhmvz/sA00l6fT8MMJ281/fJANNJfX3/DDDBAyYYYMIHzMMtYN8cS/t8y6J5dwPbN9ezjX9K0/92KfAu9ZCzrgAAMQBJREFUeF7t3Qm81dP+//FknkJmRYZCIWSqaBD+hFz3EhddcySVBgpNmkw3EqFJaUKplFRSUhEqQ5Em3Uo0S5Nm+fz2Z+3/99tpdcbP3uecPbyej8d+OPZae5+9d2ev9/f7XVMRAQDAoIh/BwAAuUGAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgABCDiy7q4W5du37tFzlBuS+r+wM5lScCAgQAYhA09Jdd1kuWLFnnF2cZBFndH8ipPBEQIAAQg6Ch11uDBqP94iyDIKv7AzmVJwICBABiEDT0DRuOcf+dNGlxpuW+rO4P5FSeCAgQAIhB0NAvXrxOLr20l9Sq9Y5s3/7XXuW+rO4P5FSeCAgQAIhBxoa+c+ep7udevb7NtDyj4P6cbomMAAGAGGRs6Dds2CY1avSTypXfkhUrNu1VnpEfFFndEhkBAgAx8Bv6IUN+cv/fvPn4TMsDWd0fyKk8ERAgABADv6Hftetvue22991906b9tld5IKv7AzmVJwICBABikFlDHwRH7dpDMi1XWd0f8MtnzFjmhglXrdpXrr12gLRvP1nWr9+a4REFjwABgBj4DX2gadNxYVlm5VndH/DLH3xwpEyevETWrdsqa9dukU6dpshjj43N8IiCR4AAQAz8hj6wdOkGqVixV5blWd0fyKl88+Yd7mykMBEgABCD7Bp6XR8rq/Ks7g/kVK4TFvWspDARIACQZObNWyM1aw6U+fN/94sKFAECAEnkm2+WufD49tvlflGBI0AAIEmMG7dQrrtugMyevcovKhQECAAkgYEDZ8kNNwySRYv2XjK+sBAgAJAEgk51/6ajsQoLAQIAcTRs2Bx5//2f/LtTEgECAHFUrVpfqVKlj393SiJAACCOrrjiLalUqbd/d0oiQAAgjggQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYFKpUje59NLX/LtTEgECAHF02mk3yimnXO/fnZIIEACIo0MPPVQOOugg/+6URIAAQBwRIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECAMiz//3vf1K0aFHZZ599ZOHChX5xyiFAACBGmzZtkqeffloOPPBAKVKkiLvpz08++aRs3LjRr54yCBAAMPr777/l7bfflhNPPNGFxgEHHCCNGjWSxo0bu5/1vhNOOEH69u3r6qYaAgQADL766iu59NJLwzOOWrVqyYIFC8JyvYT1j3/8Iyy/5JJLZOrUqRmeIfkRIACQB7/99pv85z//cf0cGgxly5aVTz75xK8WmjBhgpxzzjlhkNx1113y66+/+tWSEgECALmwdetW6dChgxtlpUFw1FFHyauvvio7d+70q+5F63Tr1k2KFy/uHqvP0a5dO/ecyYwAAYAcDBkyRE499VTX+O+3335Sv359+f333/1qOVq7dq00aNDAPYc+V6lSpeS9997zqyUNAgQAsjBz5kypVq1aePmpRo0a8uOPP/rV8mz27Nly9dVXh89btWpV+e677/xqCY8AAQDPmjVr5KGHHpJ9993XNfCnn366DB8+3K8WsxEjRkjp0qXd79Df9eCDD8rq1av9agmLAAGA/2/Hjh3y8ssvy5FHHuka9cMPP1yeffZZ2b59u181bvS5n3/+eSlWrJj7nUcccYR07tzZvZZER4AAQMSYMWPkrLPOco24jrC69957Zfny5X61fLNy5Uq577773Ex2fQ1nnnmmfPTRR361hEKAAEhr8+bNk5o1a4b9EZUqVZLp06f71QrMjBkz5PLLLw9fz7XXXitz5871qyUEAgRAWlq3bp00adJE9t9/f9dQlyxZUgYMGOBXKzSDBg2Sk08+2b02fY2PPfaYe82JhAABkFb++usv6dGjhxx77LGucdaVc1u3bi1//vmnX7XQbd68Wdq0aSMHH3ywe63HHHOMvPnmm+49JAICBEDamDRpkpx//vnh5aHatWvL4sWL/WoJ55dffpHbb789fN3ly5eXiRMn+tUKHAECIOVpSGhYBA3wBRdc4MIkHrZt2yY//PCDfPjhh25hRb0988wz4c+jRo1y5fEYyTVlyhSpUKFC+D5uueUWWbRokV+twBAgAFKWXpZq1aqVu0ylDa5eturZs6fs2rXLr5prejbQp08fqVOnTjiHI7c3HeV1zz33SP/+/c0jvPS19+7dW4477jj3nLpsfMuWLd2S8gWNAAGQkrRDvESJEq6R1U7opk2byvr16/1quaLLlrz22mtuRV0/FHR9q4oVK7pgaNiwoTv7CG76/3fffbcr17Wz/MfqDHRd6l37OvJK38vjjz8eLht/0kknSb9+/Qp02XgCBEBKmTZtmhuKGzTS119/vcyfP9+vliu6w2DdunXDRlpvOjJKZ4y/8847smLFCv8h2dKVfPXsQ0Pl+OOPD59TJxHqWYSulZVXuoT8jTfeGD7XZZdd5paaLwgECICUoJeE9CwgWGZdLxeNHTvWr5YrGgw6kTBY9FBHQWmj/+mnn8btCF9X6B05cqTcfPPN4e/RINEzF0t/ybhx49zS8vo8+hnokvPLli3zq8UVAQIgqWkndqdOndyyI9p46jIkXbp0MS0FosNjddl1XU5En0ufs3nz5rJq1Sq/alzpGZI2+MHaWxp+2mGeVxpKXbt2DS+XHXbYYdKxY0f3GeUHAgRA0tIFDnWhQ20stfHVBRB1IUQLvbxUpUqV8Aj+gQceMC3ZHgtdpTeYha6v4amnnjLN+dDXXa9evfDM5rTTTpOhQ4f61WJGgABIOjosVpdWD677V69e3S29bvXxxx+HEwv1MlBhbj2rl8jeeOONcOMqXfbdGor6OV155ZV7fE6zZs3yq5kRIACSiu7PEVzq0SPr999/36+SJ927dw+fT/tQEmVGujb+ZcqUca9LF1ZcunSpXyXXhg0bFp6p6WKNlStXjktfDgECIGksWbIkvFyl28vGem1ft5XV59NLPTo/JNHoUN2rrrrKvUbdEXHhwoV+lVwL+oqCsLSOTMuIAAGQNHQSnzZ+5513nl+UZ0F46AgrnUWeqHTf9Fq1arnXqlvg5nXosE9n4etz6RDlWBEgAJJGECAXXnihX5QnetkqCI/Jkyf7xQlHR1cFIXLRRRfFdJnt4osvJkAApJ94BIjODdHLOHrZKpHPPHw6Wz1o/HVdLysCBEBaijVAdKhuMNoqEfs8cqKXr3TJEn39uh6WBQECIC3FEiC6CGEwz0NHWyWr8ePHu5FUOknw559/9otzRIAASEuxBIguhqiP1XkesfQhJIJmzZq596Jb8eYVAQIgLVkDRC/96PIkeuRemJME40X7Q4LtbkePHu0XZ4sAAZCWrAFy3333ucfpKrqpQlcDDs6o8rK/CQECIC1ZAkQbSh1xpQsjWpcESVQ6pFc/D10TLLcIEABpyRIgup+HPkZX1U01gwcPdu9N9z/JLQIEQFrKa4DoqrS65eshhxyS70uyFwZdqTdY4+rbb7/1izNFgABIS3kNkGDklW4Glap0TTB9j7q9bW4QIADSUl4DJNjDXHcSTFU6F0T3DilZsmSuOtMJEABpKS8BEtTV4a7xWLo8kQWhMGPGDL9oLwQIgLSUlwDp06ePq5tKQ3ez8uSTT7r3+tJLL/lFeyFAAKSlvATIXXfd5eq+++67flHKGTNmjHuvN910k1+0FwIEQFrKS4CcccYZru7y5cv9opSzYcMG1w9y4okn+kV7IUAApKXcBohuwqRLth999NF+UcoqUaKEC5GNGzf6RXsgQACkpdwGiO4nrvUuv/xyvyhlVa9e3b3nnOaDECAA0lJuA0Q3itJ6ybxse17df//97j1/8MEHftEeCBAAaSm3ATJgwABX77HHHvOLUlbjxo3de+7fv79ftAcCBEBaym2AvPHGG65eq1at/KKU1bp1a/eeX3/9db9oDwQIkI7Wrxdp21akfHmRQw+N3s47T1sOkXXr/NopKbcB0rlzZ1fv2Wef9YtSlr5Xfc/63rNDgADpZs4ckVNOiXxji2R+0zKtk+JyGyCcgWSNAAHSyebNImXKRIPi/PNFxo4V2bRJRLdlHTdO5IILomVaR+umsNwGCH0gWSNAgHTyyivRgChbNhocPr3v7LOjdbp29UtTSm4DhFFYWSNAgHRStWo0HN57zy/ZTZfr0DrVqvklKSW3AcI8kKwRIEA6KV48Gg7ZbYi0YkW0TorPvM5tgDATPWsECJBO9tsvGg47d/olu+3YEa2jdVNYbgNEsRZW5ggQIJ3k5gxk5UrOQDysxps5AgRIJ/SBhPISIOwHkjkCBEgnwSiscuWiQ3d9ep+WaR1GYYWCuuxIuCcCBEgnGhClS0cDokKF6NwPvU/nfIwfH71Py5gHshf2RN8bAQKkG51lHjmSdkGR2U3LmIm+l9dee83Vv/vuu/2ilNGhQwf3Hh9//HG/KFMECJCOdL2rNm2i618dckj0du65rIWVjd9//10OPPDAyEd1iKzKbhBCkvrrr7/k9NNPd59JTvM/AgQIgLSU1wBRdevWdY9p3ry5X5T0Bg8e7N5bpUqV/KIsESAA0pIlQLSh3G+//eTwww+XNWvW+MVJ7aKLLnKfx/Dhw/2iLBEgAHK2cKFIqVIiXbr4JUnLEiDqvvvuc49LpSG977zzjntPZcuWzVXneYAAAZCzJUuiM9N135ClS/3SpGQNkBUrVsgRRxwhRYsWlalTp/rFSWfz5s1ueLJ+FqNHj/aLs0WAAMidBg2io7TuvNMvSUrWAFHBiCw9Yv8zs/k0SaRZs2buvdSsWdMvyhEBAiB31q6NLm+yzz4iKXDkHUuA6GWeKlWquMcn8zLv48ePd2dShx12mJsDklcECICozz8Xufpqkblz/ZLdunWLnoVEGg5J8hnZsQSI+u233+TYY491z9GzZ0+/OOHppbiTTjrJvf7evXv7xblCgACI6tUrGg41avglu+kqvjpfROv16eOXJpVYA0SNHTvWLfWuI7N046lkof0eQeNfu3ZtvzjXCBAAUVu3ipx6ajQcshvKqUueaJ0TThDJYb+IRBaPAFHdu3d3z3PwwQfL5MmT/eKEszNyEFCrVi33mnXobix9OAQIgN2GDo2Gw+mni2zb5pfu9o9/ROu1aOGXJI0gQM455xy/KM/atWsXhkgin4no5lhBeJQqVcpdxoqFhm9KBkiPh4pkewOQherVo+Hw7LN+yW46L+TAA6M3/TnJLFu2TP75z3+6xk8XD3zxxRdl+/btfrU8CUJEL2clYp/I+vXr5aqrrnKv8dTImebCGP7dduzYIZ07d3aX7/T55s+f71fJs4Rqlf3A8G8AsjBzpkRaBpHDDhPJbgc+PfvQoNGzkSSxLXJW1bFjRzfqKGjsNUD05zJlysR89qCXs4JGVUdnxXJ5KJ50X3d9f/q6zjzzTFkaw1yejz76yD1HEL6XXXaZX8UkoVplggKIwcMPR8MhuyGqGzfKzxecIL1rFJE5c8b7pQln6NChctppp7mGTxv5evXquQUSdeHAK664wt2vt2uuuSbyfuyrEX/88cfh6CydJ1KYkw1175I33nhDDj30UPd6rr76avMSLHPnzpXrrrsu/JwqV66cqz1DciuhWmsCBIjB6tUiRx4pUrSoyLRpfmlo2pQ+8lDke/bMM+fKrl3Z7LNeiGbNmiXVq1cPG74rr7zSHZH7dDmPU045xdXZf//9pVGjRvLHH3/41XJFh/gG80T0KP2BBx5wYVWQZs+eLZdffnn4Gp566im34m5erVu3Tho3buw+E30unbU+aNAgv1rMEqq1JkCAGOm6V3oWoquzZjHnQ49wO3W62IXIZ59184sLlR5pPxw5kwouKelS5cOGDfOr7WHLli2RMHzGLdmujzn66KPdEbyl4dXHdOvWzS17os+lCzDqKr75vRS89kf85z//Cd/3WWedJVOmTPGr5Uhfv16SO+aYY9zz6ACBNm3auCHA+SGhWmu/z4P+DyCPduwQOfvsaIgMGOCXhhYunBppqPeRJk2Olj//XOsXFzjt4O0SCb8jI2dQ2vBpf0enTp1c/0duaR/BHXfcEZ61nHfeeeadCHWk07333uv6W4KGWDel0ueL1/a4OjR35MiRcvPNN4e/p1ixYi4MLYMDPvvsMylfvnz4/m+//XZZouuh5aOEapn90CBAAIMxY2ThCUVkyC0lIg1w1h3CvXvf6c5C3n23gV9UoHRi39mR0Asu22hH9vLsBgLk4PPPPw+XOdebjtyyDlnVx+l+IgcccED4fHo5SFf11ctneR1Sq5fJ+vfv78Lo+OOPD59Tg6Nly5ayVpeeyaNFixbJLbfcEj6XDtO1nL1YJFTLTFgA8dH7v9e7cBgxopVfFPrjj1+lYcNDpV69/WTZstl+cb7TyzbXX3992PBVrFhRpmXTd5MXuu7VW2+9FTbSuiuh9ids2rTJr5or2heiizEGe6xnvBUvXty9dg2+hg0bujOI4Kb/r2Gh5UcdddRej61atar07dvXdIlJ34uGjr43fa7jjjtOevXqlael3WOVUK01AQLEx8qV86R+/QPk0UcPjjR+i/3i0KhR7VzQdOlytV+UbzZsWC9NmzYNO3hLlCjhjsrzw4YNG1wfRnAGceKJJ8rbb78d02UonczYp08fqVOnjpQuXXqvUMjupn0bGjT6fq1nWfra+/XrF66Jpe9N90PXOSMFLaFaawIEiJ8hQ5q6cOje/Va/KLRjx5bIkXkpV2/mzBF+cVz9/fcuGT++p1Spcqzsu28ROeigg6RVq1YFMu9CV60NZnPr7dJLL5Uvv/zSr2ai/TQ6Qkzno2g46U3PPoKfR40a5cot/Rq+r7/+2s3hCN7HDTfcIAsWLPCrFZiEaq0JECB+tmxZL82aHefCYf78SX5xaMaMwa5Oq1alZefO2Bu5zCxYMFk6dLjA/Z6rrioideveKosXL/ar5btPPvlEypUr5xpf7W/Rswjtl0h0OgtfL4UFEyi1z0jnrhS2hGqtCRAgvqZM6eEa7fbtz3dnAFn573+runpz507wi2Ly++9LpGfP29xzB69jzpzP/GoFSkc/vfrqq67vQhtjnbDXvn17t+ZUovFn4Ws/yiuvvOLeQyJIqNaaAAHiS0MjOPLXMMnK2rW/yMSJr7pLWvGgo79Gjmwtjz56kPvdTZse437/rl15n5uRX3TEU/369cMhtLrW1JAhQ/xqhSarWfiJhNYaSHF6+Uob8WbNjpXNm9f5xXH39dcDpUWLku53PvLI/pFGuUmB/F6rH3/8MVywUG/VqlWT77//3q9WYHI7Cz8RECBAGujRo7Zr0LUxzy+LF0+XF16oHF6uevXVmm40WLL44IMP5IwzzgiP+HX+h3UNKgvLLPzCllQBsm2zbY0bIN1pX4QO6dUzgp07cz+7Ozc2bFghb799b6TxK+qCo3XrsyJH9WP8aklBR0o999xzbgkTbcR1ZvxLL73kZsrnl2AWfjBPxDILv7AkTYDMndJTetXbTxZ//4FfBCAXpk0bJEOHPhHTHIiMdMTW2LHPSaNGh7vgaNz4SBk//iX566/8a2wLSrCUSdGiRV2jrvM3Ro8e7VeLmT8LX0da6YirZJE0AfLLj6NdB/ugp0rJzjh19CWSxYunyeuv3yQtWpwsDRocIm3blpUBA+rKkiXf+FWBuMvr39/3kQO5li3PcMFRr96+ru6mTQV3uaegTJ8+3S2BHvRH1KxZU+bNi/2ynM7C1zkcwfPqTHWd45FskiZA1EddrnYh8u1H7f2ipPbdd8PD0//MbkB+yuvf35QpPcOyzp2rydKlhdfhXFAGDhwoJUuWdI29zqBv0qSJWzI9r3S2eLNmzcKZ8fk5C78g7P3XkcD+WDbbXcZ6q+Gh8ucfv/rFSeuZZ85xX8auXa+VX3+dKTt2bHXLT+holueei8/OYUBW8vr3p5MCdemTb75JnCGvBUFnzLdu3dqtzKuNvy6Z3qNHj1wtG6/rU+k6VcGmVQU5Cz8/JVWAqC/ebeDOQj7tfadflLTq1z/QfYE3bFjpFwH5jr+/vNEl0m+77bbw8tP555/vllLPyuTJk90KuUH9W28tnFn4+SHpAmTbn2ulX5OjpcfD+8jKhYW37WQ86fVm/QJ/9FH7lLyOjMTG35+NBsMFF1yQZTDkNWiSUdIFiJo98TV3FjK808VZ7rqWTGbMeG+Pa87aOdmz5+3uEkIqjGhBYuPvzy6zS1MtWrSQJ5980nSpK9kkZYDoPs7vP3OuC5H5U/v6xUlp3ryJ0q1bLbc/Q8Yvsy5DwVFh7vz000/hkEjdHtS6N3Y64u8vNto5rkvUZ9x4SjvbdV9yS2d7skjKAFG/zRnvAmTA4yfIjq0b/eKkpWsFLV/+U+RU93V56qlT3Zd44MCH/WrIQINCN+4J1jQKViyNZW/sdMXfX2x0eK4exJQpUyYuw30TXdIGiBr3+j9ciEwb1sIvSgnLl89xX2Adm4+9aTC8/vrrLig0MA455BC3D4N+if/973+HR4K6N/bEiRP9hyMH/P0hJ0kdIBtWL5Te9Q90N/051axbt8x9gXVnOexpwoQJcu6554Yhceedd8rSpUv3qKN7Y1eoUCGs869//cu8N3Y64u8POUnqAFFfD2vuzkL0bCRZ6R4JEyZ0cWPwdROgbds2RRq6L8M9Gtq2Lec/JG0tXLhQbr755jAULr74Yvniiy/8aiHt5Ozdu/cee2M//fTT5r2xUxF/f7BK+gDR/g/tB9EQ+S3Om+HE04oVc93qpI0aFZPV3tlSxk5L/6YzhL/9dmhYd+PG1e45ojOAv8vwLKlt48aNbmSLBoAGgQaC7kud23WddG/sJ554Iq57Yyeb6dPfcf0aXbpcs8f9/t9cdn9/QEZJHyBq3tQ+LkB0ZJaO0Eokug/C4MGPuVVQ9Qup+0/7E7Z+++0HGTashXTqdJE0aVLc1W3evIR0736L/Pzz53vU3bz5D7faafDl7t//wUjjumqPOqlEG/i+ffvKCSec4Bp+DYDmzZu7QLDQ/aP9vbG/+uorv1pK0fWsXnzxijAU+vV7YI/yvPz9ARmlRIDorms6J0RDZPZn3fziQqGjWSZP7u52YtMvrS6l/eGHbWT79s1+1TzTVVA//vgFdyaiz/3YY0fIuHH/Tbkx+1OnTpVLLrkkbOxvuummSIP2s1/NRPfGLlu2rHteHbWlw36TYW/svNADlX797g/XuWrVqozMmvWhXw0wS4kAUTorvW3tfaTuDUfLhvVr/eICNX/+Z9K+ffnwiE8nZel+DPGWeQMxyq+WdH799Ve56667wuAoV66cjB8/3q8Ws2Bv7GAfBt0bu2NH3Ydhu181qegBxrhxL3oHGC+6++NF18MaMOAhd0aM9JUyAaLaP36HnFS8iDRo0MAvKhBr1ixyp/1BcHTocGHkizbFrxZ3eonihRcuD3/vK6/8P9fnkmy2bt0aCd72riHXBr148eLy2muvuYY+P+k+04888oibR1KsWFmpWvVpmTAhOUdr6RmGHkgElzj1clV+XOIcMaKV+x2DBj3iFyGNpFSA6DBObXy0IZg9e7ZfnG901MqIES3DRemaNTtOvviit7u0VpB0wyAds6+vQa9ja99LshwhDh48WEqVKuWCQ//9Hn30UVm7tmDPJGfPniO1a7eU8uVflIsu6iF1634YOZv83a+WkHTOhnaOBwcR//1vFfnll2/9anGjQ3wbNjzM7QWifShITykVIKpdu3auEbrmmj1HmuQH7eD96qt+0rz5Se5Lq+Plhw593A2FLCzax/Lhh21dn4u+Ju2DmTz5Tdcnk4i+//77yBF/1fBy1VVXXVWg4Z+ZiRMXy003vetC5JJLekqnTlMiDeZWv1pC2LhxswwY0DLSkO/n/r2ffPIUmT79Xb9avhg9uqP7nS+/XMMvQppIuQDZsmVLeCQ7cuRIvzhuFi362u2VEBzxdet2o6xatcCvVmjWrv1FevX6d/j62rU7z613lChWr14tDz74oOy7777u3+qMM86InMWN8KsVmh07dkmfPt9LlSp9XJBUr95XBg36QXbuLNizyqzs2vW3DBnyk9So0U9q1bre7SI4atQzkdcdv9069fKrHiBlRfcNefrp09zfl25KhfSTcgGi9HKINkqlS5eOHJHHr+NQ6al7nz53y8MP7+O+OG3anB05Yv7Yr5YwdBhmx44VwiB5881/RYJukV+twOzYsUM6d+4sRxxxhPs3Ovzww+X555+P+79TvKxZs1natv1MLr64hwuSf/1rsEyduueM94I2ffoyue22993r0Vu7doPl99+X+9ViFvSrzZ37qV8U0jkiWufpp0+PhOs2vxgpLiUDRFWpUsU1UC+88IJfZLJt2zbp0aOj1KlzmPvCNG58lEyY8ErCzTvJjPbFaJ+M9s088ECRyNH0gdKhQ8HPxh49erSceeaZ7t+laNGict9998mKFSv8agnpp59WR17viLDRbthwjCxZUrCrrP7224bIv+G48DXUqTNMZs7Mv89P/2aCs9fsLoF27lzd1Rsz5lm/CCkuZQPku+++c41UsWLFZOXK2HZaGzp0qJx22mlyzDFFpGrVfWXgwHry55/J0bma0datGyJnT09I2bLR2dgnnXSS9OvXL99nY8+dO1euu+66sJ+jcuXKMmPGDL9aUhg9eoHUrDnQNeCXXdZLXnrpS9m4MX/PnjZv3iHduk2TSpV6u997zTX9ZeTIee4yVn7SA4/g7HXSpDf84pAugaKd6dqpvn59/M+EkLhSNkCUXmPXBuv+++/3i3Jl1qxZkaP16mHDd+WVV8r8+ck/4mThwgVy4403hu8rv2Zj6z4Iuh+C7ougv+fkk0+OhO9Av1rS2bJlp7z55oywQb/66n4ybNicuDfomusffjhfrr12gPs9FSv2kq5dv44cvORvYGWkl0D1cq0OxshuRJ8u+a5B07fvPX4RUlhKB8iqVavctXY9E/nmm2/84iytWbMm8qV5OOzgPf300yMNxDC/WtIbN25cvszG1mXWu3fv7nZi0+fWndnatGkTaYBin4WfSJYt2ygtWowPLyndccdQ+fbbPY/AgzJt+DMTlPtmzVoZ+fcYHpY3afKxLF1qW74lVsFgjPfea+QXhXTTqcaNj3RzTxYvnuYXI0WldIAo7bDVRuzyyy/3i/aiHbxdunSRI4880j3msMMOk06ddGZy6nYO6iS9rl27hrOx9T136NDB/J51z+fy5cuHZze333672xs6lWloaHgEjf3XX/8algX36eWuzPpMMgsQ7W/R4cN6f+3aQ2TatNhDPRY6ok9HeencIt1sKiu6oq8GzfPPV0yJraaRs5QPEB3dE3TcvvPOO35xaOzYseF2qHo0fvfdd0e+LOlzPTfjbGz9DE499VR5//33/WpZWrRokdxyyy1hcFx44YUyZUr+z8JPFHr5avjwuVK//ug9giIICL01aDA6wyP2LM9o5cpN0qjRWBk8eHbkbC4xhg3r3CINh65dr/WLQroW25sNz5bPyhWRvwcO8IuRglI+QNSoUaPCa/D+ZRTdve76668PG76KFStGjvjS9xT8hx9+kBo1aoSfh/YBzZw5068W0pFcLVu2DJdZP+6446RXr15uHw7sDggdtaX/nTRpcabliU4nqAarHGS33tr2T8ZEWpVIs1KihMiff/rFSDFpESDq2muvdQ1c27Zt3f+vX79emjVrFu4PUSLyB9+/f/89H5TGhg8f7vp+9LPRvqCHHnrI9Q0FdOSWfl46kkvr6Oeon6d+rtgtCIjFi9fJpZf2klq13ok0xruHxCZLgCid4a4BomttZbswY+SAzIVI5MACqS1tAmTOnDluNJDum61zQ4499ljX8B100EGRL0SryMESR0s+vfz37LPPusl++llp39DLL7/sdgC87LLLwrOUG264wZ3JYW8ZA6Jz56nu5169dq9RlUwBooJ9RXT7gCzNmyeRIwqRgw+WSHL6pUghaRMgSvfEDho9vd16662Rv+/FfjV4tC/onnvucX1DGT8/7TP6+OPEnYWfCDIGxIYN29zSI5UrvyUrVkQncSZbgOjKz+1uKyqfVSomf6/OZpXfpk2jZyGR7xhSV1oEiI4Cuu222/Zo/HTkEfJG+4a0H0mHRb/4ou4vkfiz8AubHxC6fpX+f/Pm0f1N/PJksL7B/dFwePBBv2g3vZR53HHRepMm+aVIESkdINph3rp1azcPQUND5yXceeed7ucKFSrQ0Yt85weEjtYK1rHS4bl+eVLQlR2KFZPIkYSOYfZLd+vRIxog55+vb9wvRQpI2QDRGc8lS5Z0YaF9H02aNHEzo3WSWzBPoXfv3v7DgLjKLCCC4NA5HpmVJ4XIGagLhypV/JLdNDQuuCBar3t3vxQpIOUCZPr06W6tpeBSVc2aNWWeduplMHHiRFd2/PHHy4YNhTO7F+khq4Bo2nRcWJZZecLT1ZNLl46Gw3vv+aW7TZ4crXPyyX4JUkDKBIiu6nrvvfe66/MaDmeddZZb/TUrQYf6448/7hcBcZNVQOiyJLq2VVblSUH329FwOOUUXSDML92tVSuRevX8e5ECkj5AdKjpc889t8dQ05deesktS5IdnTmtQ3h1/sKCBYmzERRSS3YBoetjZVeeFHTnTw2Rdu38EqSBpA6QDz74wO1kp8Ghk93q1q27x2S3nDz11FPusbVq1fKLAOTGTz+J7LefyCGH6GmVX4oUl5QB8uOPP7q9s4N+jmrVqrm9tfNKl+EIZlLryrQADBo2jJ6FPPSQX4IUl1QBsnHDWnmiSf09FvwbMmSIXy1PdEMlfa5y5coxrwGwWLs2OtqK/sS0kxQBotvG/jjxVXn69uJy8RlF5NBDD5X27dvL1q1b/ap5pms6BctyMLkQAHIv4QPk1zmfyJC25aTHQ0Xk1fv3kdfa1ZEVy+O7P4LuxqfLdOieGLqsOYA40lnpuohp+fISOfqL3s47T6R1a9220q+NJJKwAbJh1c/y8es3ueDQ2wfPXior//elXy1u6tSp485C6tev7xcBsJozJzrMV/tIMrtpmdZBUkq4ANm+dYN8Pay59Kp/gAuOAU+cKPO/fDvfdzjTrVx1Nz7tX9E9MYB4yWmobk7lSUv33ilTJhoUupzJ2LE6ciW6T4gOWglmqWudFNvuOF0kTID8/fcumffFW9L/8eNdcPSuf6BM++Ap2bF1o18133Ts2NGdheiGSkC85BQQOZUnrVdeiQZE2bLR4PDpfWefHa1D/2NSSogAWfHz5zKs00Xh5apxb/5TNqz5n18t32mnvI7s0hDRDZWAeMgpIHIqT1pVq0bDIbulTt59N1qnWjW/BEmgUANk0x9L5dNed4TB8f4z58qyuZ/61QqU7gOuAVLpwtNlx/ZtfjGQZzkFRE7lSat48Wg4rMpm35AVK6J1jj7aL0ESiFuABCGQ1S2jnTu2yDejnpG3Ghziyvo1OVp+mvSG/L1r91afhanendXljiuKyJQPnvOLgDzLKSByKk9aOkNdwyG7+VW65JDW0bpIOgUeIAunvyuDnjzF3dfrkf1l6nuNZNvmPzI8U+Fbtmim9Ki3r/RpdLhsXr/cLwbyJAiInG4pJzdnILq3CGcgSSvuAZKdX374KKw3uss1sm554g7fmzLwYfc6P+t7j18E5IkfFFndUg59ICkv+xY/D3ITINrnMbnfA7Jk1od+UcLZunG19G18pPR8uKisWjzNLwZyLaeAyKk8aQWjsMqViw7d9el9WsYorKSVfYufB7kJkGTzw/iX3Xsa8XylfJ+HgtSVU0DkVJ60NCCCTacqVIjO/dD7dM7H+PHR+7SMeSBJK24tvt/nkfGWrHb9tUMGtznbvYcFXw/wi4FcySkgcipPajrLXHcj1KDI7KZlzERPWnFr3f3QSIUAUUt/HOPew8AWJWXntkxOw4Ec5BQQOZUnPV3vqk2b6PpXum+I3s49l7WwUkDcWvdUCIusjH31evfeZoxo5RcBOcopIHIqBxJV3Fr8VA6QdSvnubW53nr0YNn4+2K/GMhWTgGRUzmQqOLW4qdygKgvhzRx729891v9IgBIS3Fr8VM9QLZvWS/9mh3r3uPy+ZP8YgBIO3Fr8VM9QNScKT3cexza4QK3ejAApLO4tfjpECAaGhoe+j41TAAgnaV2i58P9PKVBoheztLNrwAgXREgBhN63u5CZM0v3/pFAJA2CBADnaG+evF0/24ASCsECADAhACJg2AAQVY3AEhFtG5x4AeGfwOAVETrFgcEBYB0RKsXBwQIgHREqxcHBAiAdESrFwd+nwf9HwDSAS1cHPihQYAASAe0cHFAWABIR7R6cUCAAEhHtHpxQIAASEe0enFAgABIR7R6cUCAAEhHtHpxQIAASEe0egAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAk/8DnD/QDVVCh84AAAAASUVORK5CYII=)
PN: 8669-3-26
CAS: 1206524-34-6
Molecule Weight: 300.31
Formula: C9H11F3N2O2S2
![3-Amino-N-[2-(trifluoromethoxy)ethyl]benzenesulfonamide](data:image/png;base64,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)
PN: 8669-3-22
CAS: 1206524-63-1
Molecule Weight: 284.25
Formula: C9H11F3N2O3S
TSCA: Not listed on TSCA inventory
