sulfanyl]propyl})amine](data:image/png;base64,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)
| Product Number | 7766-7-13 |
| Synonyms | (4-Chlorobenzyl)(3-(trifluoromethyl)sulfanylpropyl)amine |
| CAS | 1208078-83-4 |
| MDL Number | MFCD23381879 |
| Molecular Formula | C11H13ClF3NS |
| Molecular Weight | 283.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7766-7-13
CAS: 1208078-83-4
Molecule Weight: 283.74
Formula: C11H13ClF3NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-7-07
CAS: 1208078-57-2
Molecule Weight: 283.74
Formula: C11H13ClF3NS
sulfanyl]propyl})amine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA4PAAAODwHGCu7pAAACeXpUWHRtb2xTb3VyY2UAAHicnZXbbqMwEIZfZeTrjfGBg4lCqqhVpJXavdh2pb1bOcRJkQJUQE5vv2OcZBPSgrSBMPb4/3xg7GHycMg3sDNVnZVFQjhlBEyRlsusWCfk19t8pMjDdJKiCIVFnZD3pvkYe95+v6fpu8n1oSxoWubEtY8PdXaj2UtaVmtPMMa93y/Pry0zyoq60UVqkKqzcd06n8tUN+0svhjCy3W1ywrPyb282rne/ghmb0YP9ZL8W8sjts0QhVW2MbAqq1w3sBOM4s2+wdoUptKNWcLiiG5JfVz7dPLyVKbb3BQNFm0PWao3r021TdGRlxuTbrEzLHx/SkjOEdBNmc+qSh/Blqxbc9ACtATtgw5Ah6Aj0Ap0DJoz/GM7RwFHBUcJRw1HEUcVRxlHnbBx2Bg7kbfjh0nIHB5hDufnK1p7/TjZ9trYB75RkZBRQKX0IxjhohiOiTaKrJVUSGsFDcPIt3VfWsupip2VUkaAbwh/cKqdxKe+Tl2H6FQ+KHQKDjE6A3U2nGFjfGl0UgJHOzNJmWLtTFRgbUC5wjFwRgEPpZ1pKJw/DqwfZ6ysH4eNGbtu/796SGNpbUQjdm2dHwPqXSI6nSzKYnlVhGyZkAUnbah/mlUtTtEmUFZLU+EBsh1Y6TUgbgG7N/oBeQf4/YB/BwT9QHAL2F3aD4R3QNQPRHeA6gfULWDPSz8Q3wLt6eonbPtN6NrTOMB0w92e3gGmE3F32geYTtBddhhgOnF32eTCzD5lOqF32WeA6UTfZasBprMBXHYbWI/6hIkHxulsg3P27GNEdx/4XzHeVQbwzvkfi3ffBu/qw+Hh53L6FwSAGP7LX3jJAAAllElEQVR4Xu3dB5hdVbk3cJoQsYFS5AMVRKoiKBbUK3C5XBUUrxcRROFKuUIUQYqAcAGVFrCAwidCQigmlNBFCAhIiPQqKN0YeggmhBLSy/rm3febGDbJZObNlHPO/H488/DkrH32WWfOmfXfe6+ylygAkLBE/QEA6AwBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQEq/DJAz9lpigT8AdF6/bDWFBcDi65ctqQABWHz9siUVIACLr1+2pPW+D30gAF3XL1tNYQGw+PplSypAABZfv2xJBQjA4uuXLakAAVh8/bIlFSAAi09LCkCKAAEgpd8EyKRxD5Wrf/X5MmPqy/UiABJSAVKfgNcME/F+//Mty/BDVi+zZ06rFwGQkGr1Gz0s6sbee0lV58fvGFYvAiAplQTNFCBxxnH+4WuVy0/YrJS5c+vFACSlkqCZAuS+kceVwXsvVV544s56EQCLIZUE9b6PRu0DmfLSc+Wsfd9aRp31X/UiABZTqtVvxLBYkBvP2rUKkCkvj6sX9Yl64DZq8AJ0Rqr1aoZG74Wxd5Qz9l6y/Hnk8fWiPtMMvzeAzkq1aA3fEM6dWy4f9MlyweHvL7NnTa+X9pmG/70BdEGqReuoIXzlhb+VC/5n7XLf1cf2WeP9+O2/reo49r5L60V9qqPfG0CzSbVoHTWEERqjztmtunwUw2djDkZvmjl9chl2yP8pv//Fv9aL+ly970MfCNDMeqz1imGzMfciGsiYBf7iMw/UN+kRV55zeBk8cOny4rN/qRf1OWEBtJIeb9HiclIsIRKN+p+G712mTZ5Q36TbjB07tqy56oBy6nHfqRc1BAECtJJeadFmTX+t3H3FEeXMfQaUs/dfofzlhpPLnNkz65sttq9+9atlxRVXLBMm9FxILQ4BArSSXm3RXp34RLn+9B2qhnTEUeuXpx+8pr5J2qhRo8oSSyxRfvnLX9aLGoYAAVpJn7Ro4x67qVxy9MZVg3rNKduWl8c/Vt+kS2bPnl0+/OEPlw022KDMmjWrXtwwBAjQSvqsRZs7Z3Z5+E9nlHMPXKkM+c6byq0jDiyvTc7dq+M3v/lNdfZx7bXX1osA6CF9FiDtZkx5qdx20QFl323fVDZed+UyePDgMmfOnPpmC/XSSy+VlVZaqXzpS1+qFzWMKa88X/UDAbSSPg+Qdk+NfbRss8021ZnEJptsUkaPHl3fZIG+//3vl2WXXbY8/vjj9aKGMGvGlHLeYe9rO8P6fr0IoKk1TIC0GzlyZFlvvfWqINlxxx3Lk08+Wd9knkceeaS86U1vKgcddFC9qGHc8/sfV8vJT3jq3noRQFNruAAJM2fOLCeddFJZYYUVyoABA8qRRx5ZXnvtjZeAvvCFL5RVVlmlvPLKK/WihjB50tNl6PeWL6PP3bNeBND0GjJA2sV8jm9/+9tl6aWXLmussUYZPnz4vLKrrrqqOksZMmTIfM9oLDcM+Xo5e7+3l6mvjK8XATS9hg6Qdvfff3/ZYostqsD49Kc/XW677bay7rrrlo985CNd6nDvTc+PuaVaD+yBP/ysXgTQEpoiQNpddNFFZc011yxLLrlkFSZXXHFFfZOGMHfunHLpcZuWC49Yp8yZNaNeDNASmipAwtNPP12WWWaZKkTe9ra3lUGDBpUZMxqrkX70lqHVpMEnH7iyXgTQMpouQKJP5M1vfnO58847yy677FIFydprr10uv/zy+qZ9Yua0V8tvf7BqufqXn6sXAbSUpgqQP//5z2WppZYqRx111LzHoj/kE5/4RHVJa6uttip//etf53tG77vjkoOrmfWTxj1ULwJoKU0VIJtvvnl5z3veU6ZMmfK6x+fOnVvOOeecstpqq1WXt7773e+WiRMnvm6b3hB3Yxzy3WXLrRfuVy8CaDlNEyAjRoyozjLOP//8etE8kydPLocddlhZbrnlyjvf+c5yyimn9Oriitf++svl3APeVaZPmVQvAmg5TREgU6dOLe973/vKZz7zmepsY1H+/ve/l//8z/+sAmfDDTcs1113XX2TbnfHzdeVPbZaovzlxl/XiwBaUlMEyNFHH131fdx99931og798Y9/LBtttFEVJNttt13529/+Vt+kW8RZzgc/+MHy6U9sVObMnl0vBmhJDR8gzzzzTHnLW95Sdt9993pRp8S9Qk477bTyrne9q1p08eCDD+72pU/iUlmEVAQWQH/R8AHyjW98o5rv8fzzz9eLumTSpEllv/32qxZfXHXVVcvQoUO7ZRZ7dNZHf0tcMgPoTxo6QG699dZqnseJJ55YL0p7+OGHy+c+97nqjGHTTTctN998c32TLtlnn32qTvvodwHoTxo2QKKz/OMf/3g1SbAnZpr//ve/L+uss04VJDvvvHM1w72rYs5JDBv+4Q9/WC8CaHkNGyC/u/jssmQPr3cVwfSzn/2svOMd7yjLL798+fGPf1yN+Oqsf/u3f6vmnsTwYYD+piEDJJYDOXngu8tP9t26XtQjXnjhhbLnnntWI73e+973djjXpF0snRJnLzGBEaA/asgAufPSQ8uQgcuUSc89WC/qUffee2/57Gc/WwXDv/zLv5R77rmnvkll+vTp1aW1WEKlM/NSAFpRwwXIK/8YU8787nLllgu+Vy/qNRdccEF1JhJnJHvssUcZP/71N4Q64YQTqs79WIcLoL9quAD5w2lfKecc8M4y/bUX60W9KvpCok8k+kbe/va3l5/+9KdVn8m4ceOqYcXf/OY3608B6FcaKkCefeSG6j4aD954ar2oz8TorJiLEpe1YtRWLKcSExufffbZ+qYtqz+913bec/8QE5XJa5gAmTtndrn4xx+qfubM6b0FEDvrlltumTfsd5VVVqnmk7S6+OPaYYcdqvccKyE/9thj9U1azpNPPlm+9KUvVe855gv1h/k9Y8aMKVtvvfW8JX/id9Dq4rvc3t/5ta99rV+GZ3domAB5cNT/rc4+nn34+npRQ4jO8rgfe1y+igCJ+R/77rtvNcO91UybNq1afyzOtOL9RoistNJK1VIwBx10UHn55ZfrT2l6r732WjnyyCOrm5WtsMIK5atf/Wq1wkBMEo0Vnl999dX6U5pevKeYw9S+enV8zjGkPX4Hcc+d+m0TWkF8dw888MBqRYqVV165es/xHY/v+jHHHFN99+m8hgiQ6O+IZdD/8Ov/qBc1jPPOO686Won7ssdaWoccckjVoMYaW7/+9a+rNbdaQSybH/edjwEEsf5Y+xIyL730Utl///3n/eENGTKkW5aCaQTDhw8va6yxRll66aWrO15OmDChevzFF1+s7i0TBwsx3yeGbLfCqLt4D2effXZ597vfXb23WE0h3mv4xz/+Uf0O4ncR996J300riO/q4MGDq+9ufIcPOOCA6jsdol9zt912qwbGxHc//sbpnIYIkFsv2LcaeRUjsBpRHJ1GA7PFFlu87vFY3ffLX/5yFSwf+tCHmnoxxbjbY1ymivcSZ1oLW/n40UcfLV/4wheq7T7ykY+U0aNH1zdpGnfddVf1XuO9xGcbv4MFiRUHYtJobBdDt5t59F0sDxQrPMR7ictWDz644KHynf0+NIObbrqpbLLJJtV72Wabbarv8ILE9+FTn/rUvO/D/fffX9+Emj4PkJjrEXM+7rj0kHpRw4hLG3FEtrAG5vrrr6/uOxJfvK985StNdd18/iPOCMnOHnFeffXVZd11163e84477thU183jrCqOOOMsqytHnDF5NOb/xJHqLrvs0lTXzaM/K0YOxucV76GzKzzEGWnci6d+RtoMnnjiiap/I97zeuutV0aOHFnfZIGGDRs274x0r732mndGyhv1eYCMPGWbMuwH765mnzeiaBjjmnB8kToS9wQ59dRTm+a6+cyZM8svfvGLxbrm3b6P6DPI7qM3xTDsQYMGLdY17/o+oq+oq/voTfP3Z8Vw9JjD1NW15ep9Ypl99Kb2/qwBAwZU382TTjqp+q52RXfsoz/o8wC56dw9yhP3d+5oqC/E0XV8geJIvTPiWnJcU26/bh7Xmhvtuvmdd15dNt30f88edtppp8U+e8iexfSm7j57yJ7F9Karr76vrL/+p7rt7CF7FtObuvvsIf42og3o6llMf9HnAdLI4vp+NDhxlN1VcW25/br55z//8fLII31/3Xz8+EfLr371hbLnnnHZqfv7L+ISX1w7br9uHteU+1pP91/M34+y3XYD2z7nF+qb9LpHH53QFuhXth0knFG+/OWDu73/Yv5+lPjdLqwfpTf1dP9F/K10ph+lv+m1AIkhugv6aVQxaiO+MHHUsTinrnGUtv32a7cdDS1Rhg7dpUya1PsTl6ZMeamMGLF/+c533lQOOmiVcvPNQ9rOinpuBFUcjbeP5Iqj9MU98s3o7RFU559/cVuQHNLWsA4uxx47urz0Uu9f1po0aVo55pjRVR223fa8cs01PXML59A+kit+t/WRXL2pPoLq4osvrm/SbToaydVf9VoL3shhsSDxRYmjjegsXlyzZs1o+2MeVPbb721l333fUq666ui2UOr5BmbOnNltR06nlwMPXKmtMV227Y/roDJ1au/M4ahfN49+g964bh59UXGL4fn7onpruf1p02aV3/zm7rYgGVq23PLsMnz4A2316bmgbhevMWzYA21H3mdXr3366XdXdekN9bkk0Q8Yn0FPi+/S8ccfv1j9WVnzzyWJ+VFnnHFGywzj76pea9WbKUDiCxKTBeNUtTu98srzbUfCu5W9916qrWFbs9x994j6Jt3mscdGtTXgH67OfE499Ytl/Pi+mUUe182jz6H9unn0RfSU6667bt5ouLjFcF+Nhhs3bnJbo3p9dQlp++1HlFtueaq+Sbe5+ean2t7rhdVrHXbYDdVr94WYzR4jEON3H59BjEzsKZdddll5//vfX5117Lrrrovdn5UVs9m33Xbb6j1vvPHG1XDh/qbXWvVmCpD2o4tHHnmkXtQtnnzy7nLiiZ+uGvef/Wzz8vTTCx4enDFhwti2I9CvVvs+6qj1y4MPXlvfpE9E30NPXTeP+TixBEfse6ONNmqY+Tj33juufOMbl1aN+777jmz73LvvcscTT7xUvve9GAxxRvUa993X+5cJF+SGG26o5kTFZxFzpOKz6S7Rn7XVVlvN68+6/fbb65t0SpypxBDf2N+oUaOq/8e/s2cw11xzTVl//fWresXM9thXf9FrrXq976NR+0BeeOaxsvkHly2HHLR/vajb3XHH8HLooWuUgQOXLsOGfbu8+mrnRnotyPTpr5Urrvifss8+A8r++6/Y9of8y4ZbUyyum0dfRHddN6+vCHDaaac13KWEOXPmtp11PVK23vrc8slPDim/+MVtbZ9z/lJePDf2Efv693//bdtn/kj1Go0kPoNYnSE+k/hsDj300MUa0j5x4sTF6s+67777qjuPxkFGzGmJhn5hP1Ee28X28bzOin7Sk08+uRqxGUN/jzjiiGoocKvrtRa8EcNiQa459Yvl199duUyZ3H1Hix2ZMWNKufLKo9oa0ze3NfwrtJ36/2LeH8esWdPLyJHHlx/9aMO2o83lq7A5/fQdypgxt7xuH3feeV5bQ7p6FUTDhw9s++JOfF15o4nGJPomstfNozNz6NChZdVVV63OFPfbb7+GX5Ns8uQZbQ3M7WWzzYa0nYGd2/a5/vPIPM4i/uu/Ll9gEERZu6uvfrx6buzjl7+8vdpnI4vPJNaLi4Y/lk0566yzutTw1/uzDj/88E73Z8XQ8ugXaZ/sGgM6Pvaxj7X9jQysRlXGUPM4+2j/iX/H41Ee28X28bx4fuyns8P4Y9jw3nvvXQ0jXn311athxa2s11r1ZgiQpx+8pqrnw6NPrxf1uIkTnyyDB+9UXXqKS1zhrLN2rR4bN+7hqtN94sQnqrOWQYM+Oe95ERYDBy7T9uX/1/LMMw/Me7wZRB9F9FV05br5zTff3Naoblo9J1bLbbZVkZ966uVywAHXlp13vmTeYxESRxzxx3LppW98L/MHyE47XVwOPPAP1T6ayUMPPdR2tvTv1WcWjXOsbL0o0Z+1wQYbVM/ZfvvtO92fFQ3497///WpiaxxcxMrKcYO4OFvtitg+nhfPj/3E/mK/nZ1X8sADD5Qtt9yyqv9mm23WdpB3Z32TltBrrXqjB8ic2TPLiB9tUC45euNqafm+8uqr/5xHEGclMQR3UeZ/TjOKPotFXTeP+7LsvPPO1TaxrP6VV15Z36RpRUhMnDilbLfd+W8Y/jt/gDS7+Mw+8IEPVJ9h3GMnPtO6en/WjTfeWN9koU4//fTqbCUuIcVZ6YL2nxH7if3FfmP/8Tqddckll5S11lqr6vD/1re+VQ07biW91qo3eoD85YaTqzo+99ioelGfOfzwtcqYMbfWH25J9evm0bcRR4Hz3xkyll1pvzNkK2kPiQsu+Gs5+ujXT+5spQAJ8dmdeOKJ1bIq8ZnGZxufcXzWBx98cKo/K/pI2u/hEgcgPdWJHfttXzw1Xi9etzOmT59ejj322PLWt761GnZ83HHHVY+1gl5r1Rs5QKZNnlDO2X/Fcv3pO9SL+tSf/3x5NYfjjDO+1naU/qu20/jbqrkdrWz+6+YrrrhiNWkrrkfvueee5YUXmvtMa2HaQyL6QGJE1V/+8s/32WoB0m78+PFljz32qD7bODCIhjXTnxUjJaPjOxrnc889t17cI+J14vXidbsyUvO5556rhh3H2Uj0CZ155pn1TZpO47bqvejm4QPLmfsMKK9OfKJe1Oeij+P2289tOzr9XttRzEers5KxY++ob9Zyom8jOjDjj/Tee++tF7eU+UPigQfGl29+89J5HeqtGiDt7rnnnqqDPBrkrvZnxRItMZEvviPRz9Kb4vXideP1u7pUTAw/jsCMvrxm1+8D5MVnHiiDBy5d7rrif+pFDemuu85vO+3/YP1hmlg9JH7yk5vKiBH/O0+mXtaKYi2x//iPrt1MLo78o/GOwRdxZN8X4nXj9aMeXTkTCXEvnejTa3b9PkB+//Mty/BDVi+zpjfHmO0pUyZV8zxoHfWQiDWtokP9xRenvqGsFXU1QKLvIY7+46evZqG3i9dvr0tn+0SCAGkBY++9pOqbefyOxhyrHcN172ir24QJf6/mhLzwwuNlyJCdy9lnf6u+KU1sQSFxySUPlaOOGrXAslbTlQCJeSTRgR2XvHr7stXCRD2iPlGvzs5zESBNbvbMaeX8w9cql5+wWXwr68UNIUZgDR68YzVJMIb0HnHEOuXyyw+rJh/SOhYUEtEHsuuuly2wrNV0JUBiCG2MguqtDvPOivpEvTo7xFeANLnHbjunDN57qfLCE605wQeaRWcDJCbxxTyMGErbiKJeUb/OTDYUIE1u6qsvlGcevq7+MNDLOhsg7TPMe2qex+KKerXPWF8UAQLQDToTILEWVUw8jDlCjSzqF/Vc1NpZAqRJ1Ff/bdRVgKG/6kyAxIKGMdHwqad67t4q3SHqF/WM+nZEgDQJYUGj66ijvKOyVtGZAIlJpTHKqRlEPaO+HREgTUKA0Og6ComOylrFogIk7ssRI5wuvPDCelFDinpGfTu6n4gAaRIChEbXUUh0VNYqFhUgcXOnuL/GSy8temXqRhD1jPpGvRdGgDSJet+HPhAaTUch0VFZq1hUgMQlobiPSDOJ+nZ0yU2ANAlhQaOLkOjop9UtKkDWXHPNstdee9UfbmhR36j3wgiQJiFAaHQdhURHZa2iowCJe4XEku9xu9lmEvWNekf9F0SANAkBQqPrKCQ6KmsVHQXI2LFjqw7piy66qF7U0KK+Ue+o/4IIkCYhQGh0HYVER2WtoqMAiXuLR0N87bXX1osaWtQ36h31XxAB0iQECI2uo5DoqKxVdBQgcfOlaIhHj379rX4bXdQ36h31XxABAnSLjkKio7JW0VGAOANpbAIE6FMdBcjf//73qiG++OKL60UNLeob9Y76L4gAAegGHQWIUViNTYAAfaqjAAnvfe97y8CBA+sPN7Sob9R7YQQIQDdYVIBsu+225ZOf/GT94YYW9Y16L4wAAegGiwqQQYMGVUukT548uV7UkKKeUd+o98IIEIBusKgAueOOO6oO6d/97nf1ooYU9Yz6Rr0XRoAAdINFBcjcuXPLe97znvL1r3+9XtSQop5R36j3wggQgG6wqAAJBx98cHnLW95SJk2aVC9qKFG/qGfUtyMCBKAbdCZAxowZU91j47jjjqsXNZSoX9Qz6tsRAQLQDToTIOFrX/taWXXVVRu2Mz3qFfWLei6KAAHoBp0NkL/+9a9lmWWWKYcddli9qCFEvaJ+Uc9FESAA3aCzARL22WefMmDAgPLwww/Xi/pU1CfqFfXrDAEC0A26EiBxv/EY4RQN8IwZM+rFfSLqEfWJenX2vu0CBKAbdCVAwo033litM7X33nvXi/pE1CPqE/XqLAEC0A26GiDhhBNOqCbr/fSnP60X9ap4/ahH1KcrBAhAN9h0003L1ltvXX94kf77v/+7LLnkkuXkk0+uF/WKeN14/ahHV6299trlc5/7XP3hpiNAgD61xhprVJeA9ttvvy5NFJwzZ07ZfffdqzOAI444ovp3b4jXideL143X78rrPvfcc2XXXXetnhvh84Mf/KC88sor9c2ahgAB+tTEiROrhnTZZZct73rXu8ppp51WZs+eXd9sgWK5kAMPPLBqkL/4xS+WF198sb5Jt4r9x+vE68XrdrRcyfymT59ejj322PLWt761+vnhD39YjdiKRRdXWWWVcuaZZ3YpiBqFAAEawuOPP1622267qnHeaKONutQpPWzYsLL88stXjfGFF15YL+4Wsd/Yf7xOvF5nXXLJJWWttdaqzji+9a1vlXHjxs0re+SRR8rnP//56j1/9KMfLX/605/me2bjEyBAQ7nuuuvKBhtsUDWq22+//UJvC1v3t7/9rWy55ZbV8zbbbLNy/fXX1zdJif3E/mK/sf94nc6I+6HPX58777yzvsk8V111VVl33XWrbWMxxqeeeqq+SUMSIEDDmTVrVjnllFPKiiuuWJZbbrly+OGHd3oJk/PPP39eY7zhhhuWk046qYwdO7a+WYdi+3hePD/2E/uL/XbGhAkTqqG9sSbW6quvXn7729/WN1mgmTNnlp///OflHe94R3nzm99cfvSjH5UpU6bUN2soAgRoWNE/8p3vfKdaImS11VYr55xzTqf6HaIPZcSIEdXorrh0FCGwzjrrlF122aWceOKJ1X5GjRo17yf+HY9HeWzX3skdz4/9dKZPJgIgRmatsMIK1az06Gh/7bXX6pst0j/+8Y9qZFcEUExOPO+88+qbNAwBAjS8WF9qq622qhr2T3ziE+X222+vb7JQzzzzTBk6dGjZaaedqjOKGPEV+6n/xONRHtvF9vG8zrrmmmvK+uuvX+1nhx12KE888UR9ky677777yuabb17t8zOf+Uy5e8zd9U36nAABmsZll11W3v/+91dnBzEc9tlnn61vskhxphANfKxfFWcf8f/4dzzeVY899lh17/No5DfeeONy00031TdZbNF5/77Pv68sdexSZfebdi/jp46vb9JnBAjQVGLtqeOPP7687W1vq27edMwxx5Rp06bVN+tRL7/8cjWMN4bhrrTSSuWMM87o1GWurKkzppaf3PuTsvzQ5cvbz357OfH+E8uMOX2/FpgAAZpSDIfdbbfdqrORNddcs1x88cX1TbpdzNUYPHhwWXnllavwOOCAAzq9gGJ3eOa1Z8o3//jNssQZS5QPXPCB8rsn+/Y+8QIEaGp33XVX+dSnPlVdRtpiiy3K/fffX9+kW4wePbpssskm1etss8025dFHH61v0mtuHX9r+dhlH6uCZOurti4PTXqovkmvECBAS4jJfbEsSoxe2muvvarhtN3hySefLDvuuGMVHOutt14ZOXJkfZM+Mbftv7MfO7u8e9i7yzJDlinfu+V75cXpuZn4EUQZuWcBNKAYNnvkkUdWw2hjOG3M5ch0jofu3FdPenXmq+XQOw8tyw5ZtrzznHeWq5+6+nXl02ZPK0ffe3TZ8KINy4AzB5TVhq1Wtr1m2zLquVHzthEgAP9fjKqKe5NnzxqGDx8+72zm29/+dredzfSkMa+MqfpHznr0rHmPTZ89vXz6ik9Xo7fiMld0vD89+emq7+Szv/vsvO0ECEBNDKvtSr9F9KfE/Ul6uj+ltxz/5+PLV/7wlfrDbyBAABagMyOnnn/++WpEV0wmjBFdF1100evKm9VGF29Ubht/W/3hNxAgAB2Yf+5GhEmEytSpU8ugQYP6dE5JT4o+j0nTF32PFQEC0Anzzx6PhRpjHkmsgZWZ1d7oBAhAD4jVdWP9qljOpFW5hAVAynH3HacTHYCuizkgm12+Wdlz9J7VMN6Zc2ZWy6HEMN7Nr9x83nYCBIA3mDpravnxPT8u649Yvyx35nLVzHUTCQHoUwIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQ8v8AgWsR1Id6QWUAAAAASUVORK5CYII=)
PN: 7766-7-12
CAS: 1208079-66-6
Molecule Weight: 333.75
Formula: C12H13ClF5NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-7-02
CAS: 1208079-95-1
Molecule Weight: 283.74
Formula: C11H13ClF3NS
![Benzyl({3-[(trifluoromethyl)sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-3-35
CAS: 1208079-63-3
Molecule Weight: 249.3
Formula: C11H14F3NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-3-30
CAS: 1208080-05-0
Molecule Weight: 263.32
Formula: C12H16F3NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-7-06
CAS: 1208080-69-6
Molecule Weight: 333.75
Formula: C12H13ClF5NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-3-16
CAS: 1208080-37-8
Molecule Weight: 263.32
Formula: C12H16F3NS
TSCA: Not listed on TSCA inventory