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)
| Product Number | 7866-3-09 |
| Synonyms | (4-(Trifluoromethyl)benzyl)(3-(trifluoromethyl)sulfanylpropyl)amine |
| CAS | 1208080-80-1 |
| MDL Number | MFCD23381768 |
| Molecular Formula | C12H13F6NS |
| Molecular Weight | 317.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7866-3-09
CAS: 1208080-80-1
Molecule Weight: 317.29
Formula: C12H13F6NS
![{3-[(Pentafluoroethyl)sulfanyl]propyl}({[4-(trifluoromethyl)phenyl]methyl})amine](data:image/png;base64,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)
PN: 7866-3-13
CAS: 1208080-94-7
Molecule Weight: 367.3
Formula: C13H13F8NS
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
![{[2-(Trifluoromethyl)phenyl]methyl}({3-[(trifluoromethyl)sulfanyl]propyl})amine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABDWAAAQ1gGCmLSxAAACdXpUWHRtb2xTb3VyY2UAAHicnZXbbqMwEIZfZeTrjfGBYxRSRa0irdTuxaYr7d3KIU6KFKACcnr7HWPaBpIFaQOR7fH/+TTjYfZwzvZw1GWVFnlMOGUEdJ4UmzTfxeTX63ISkof5LEERCvMqJm91/T51nNPpRJM3nalzkdOkyIjtn56rtKM5SVqUO0cwxp3fL8+rhpmkeVWrPNFIVem0aozPRaLqZhX/mMLJVHlMc8fKnaw82tH+CGZeRs/Vhnzt5RH7FojCNt1r2BZlpmo4CkbxZd9gp3NdqlpvYH1Bs6Qu7n0+e3kqkkOm8xqrZoQ0UftVXR4SNGTFXicHHAwr359iknEEVF1ki7JUFzA1Y1YclAAlQbmgPFA+qABUCCoCxRn+sZ+jgKOCo4SjhqOIo4qjjKNOGD/stVnI6+Vdx2QJj7DEZ4WleX605ddjepd4oCImE9wLw6kmgvp+4MIEdydNyWkY2VJKGQAeBP6gbbXilvXQ6AbgozF0IUSj4BCh0Qs/itbYSlqgxV3q+Q3OmRsQuJhVSRp6OB2uzhem9Gjk4bxoF6EvTVtG3f7/a/s0kqYMaMDutUPqBtYufTNvRBnuH33pfDpzPlsX+eaqCukmJmtOGi//1NtKtI4mUJQbXeLdMQMY6TUguoAJi2FA3gDuMODeAN4w4HUBE6DDgN8FTDgPA0EXMME/DIRdwFyVYSDqAs3FGiZMf8d1zUUcYfrubi7uJ7O4y/Q8bi/6CNNzuk0MI0zP7zaRjDA919vEM8L4d85gjOkFgE1uI2fdiwGbDEeY6A4zEjmiHweBTba3jHOVAZyP1I/Vm8+Cc/XNcPBLOf8LWiwX6Zt8ZhcAACs2SURBVHhe7d0HlBRV2sZxzAkT5pzDusY1uwZcFcOuWT9zlrAqCLKYQUVRFDDgsgpIkiAoBlDRlaRIVAFZEQwICEgQlBwk3a+f6/bszJ1U807PTFf1/3fOnDlM3e6uul3UU1U3VDUHAIBBtfAPAABEQYAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAiaB9nWrF/gBAruIIGAFBAQCFcWSMgAABgMI4MkZAgABAYRwZIyBAAKAwjowRhA3nNKADAAESCWEBAIVxZIyAAAGAwjgyRkCAAEBhHBkjIEAAoDCOjBEQIABQGEfGCAgQACiMIyMAwIQAAQCYECDFmDtlhPvPoOfCPwMA/qtcARKOzE7KKO3Vq5a67vfu7jrV38qtX78uXAwAcBkIkCQa8/YDftu+ePfRcBEA4L/KlQBJDJAl86e6V+7c3PW8f2+3ZvWKcDEA4L/KlQBJDJCPXrrMb9eUz3uHiwAA+ZQrAZIWID99M8RvU79Wp4WLAACBciVA2HAe5wb09evWujeaH+k61N3Qzf9xbLgYABAo19E+rmFRlK8//pffnk+63RYuAgAUoVwJkJQAWbX8V9ftnh1dlwbbuBVL5oWLAQBFKFcCJCVARvS522/LhH+3ChcBAIpRrgRIQoAsnD3Jdfz7Jq73wwe5dWt+CxcDAIpRrgSIFCDr17teD+7n+rc63c2f/kW4tMq9/8K5fjt+nPBuuAgAUIIICVC8qAEytOvNvqx6OH3c9Ra3YvHcsFSVUGhovd5/vla4CABQiggJkBk/fTvU9W1+lD9gq7H6yw+frtJbRmtTn9276cH+9tWvs78OFwMASlFpASIaazFpWHvf40lB8trDB7rpX/YLi1WKVzu0dtf8uZr7oEuDcBEAIIJKDZC035YvdCNfb+TP/hUk7z13dqVeBcybN89tu+227uB9d3RLFv8aLgYARFAlAZK2cO43bsAL5/kQ6VhvYzf8tbvcqmW/hMUy7vbbb3fVqlVz//rXv8JFAICIqjRA0n786n3Xp+khPki6NqrhJg79p1u3bk1YLCPGjRvnNtxwQ3fEEUe4tWvXhosBABFlRYDIurWr3YSBbVyXhtv5IHn90T+6WZMHhcXK7bTTTvNXH4MHDw4XAQDKIGsCJG3l0vnuk+61XYd6G/kg+Xe7i92in6eExUz69Onjw+PSSy8NFwEAyijrAiRtwYzxrn/rM3yINL54M/d8y/vdkiVLwmKRrVixwu2zzz5us802cz/88EO4GABQRlkbIGnfjHnd3fzXfd3mm1Zzu+66q+vSpYtbv359WKxUjz32mL/6eOCBB8JFAACDrA8QWbVqpWvevLnbaqutfAgcd9xxbsSIEWGxYs2YMcO/drfddnNLly4NFwMADGIRIGmzZs1y119/vdtggw18kFx33XVu5syZYbFCrr32Wl++a9eu4SIAgFGsAiRt5MiR7oQTTvChoCsL3Z5auXJlWMzTlYoCR+Utt74AAEWLZYCIwkBXFLotpSBRA3nv3r0LlFm3bp2/3aUAUegAADIntgGSpp5ZahhX7yoFyemnn+4HC0rnzp3933TbCwCQWbEPkDR1zdX4DgXGRhtt5G666Sa38847+1tcajsBAGRWYgIkTSPMDz/8cB8k+vnLX/7iVq9eHRbLed9884076qij/LQuLVq0oI6K8O233+bV0RNPPOF++63qHj+QrVRHRx99NHVUgvx1pN6kSaqjxAWI6AvTl5UOkYMPPti99957YbGctHDhQteoUSO3ySab+LrZdNNN/e+DDjrIvfsuT2WURYsWuXvuuYc6KoHqqHHjxnl1k7+O+vfvHxbPScXV0YEHHuj69auax1hkWiID5OKLL/ZflBrZ69evn3cgOPfcc93kyZPD4jlBE0e2b9/e7bTTTnk78TvvvON+/fVX16BBg7w6qlWrVs7WkTpddOjQIa+ODjjgAPf222/7Orr77rsL1NGkSZPCl+cE1VHHjh0L1ZFOTBo2bJhXR+ecc07O15Fuoasu9t9/f/fWW28VqqOzzz7bff115T3GoiIkLkAGDhzov5wzzjgj72/akbVD6+/68nQw0JeZKz7++GN/K0bbv80227iWLVsWuoxWHenAmK4jhYoOnLlCdaTbDNr+rbfe2j311FOF6kjBqpOQXK2jTz75xB1zzDGR62jjjTf2J3C5VEfDhg0rUEdPPvlkoTrS7ePzzjsvr47uuusu98svFf8Yi4qQqABZs2aNb/9QI/qXX34ZLvaX1rrE1he34447updeeinRU7pPmzbNXXnllX57dUvvlltucXPmzAmLFaBbNOk62mGHHXKujm6++eZS60i3Q3VbNF1Heq5Mkuto+vTp7v/+7//KVUft2rVLfB1dddVVfns1bECdeGbPnh0WK+D9998vVEc6hsVJogLkxRdf9F9GnTp1wkV5dDbwzDPP+DNxlT3yyCPdkCFDwmKxtmzZMvfwww+7zTff3G/jn//8Z/f555+HxYqlBvVWrVr5pzbq9Xp2ShLrqGnTpnl1dMopp7jPPvssLFasouooaY8IWL58ua+jLbbYwm/jySefXOY6at26dV4d6eQuiXXUrFmzAnU0ZsyYsFixVEdt2rRx2223XV4dDRqU+cdYVJTEBIguAZXi+iJ+/vnncHEheqztbbfdltfYfvnll7upU6eGxWKne/fubo899vDbtNdee7mePXuGRSIL6+iyyy5LxEzGqqM999zTb5N+9+jRIywSmepIT7hM15G6kiehjlQnmaoj/X9UHenOgN7vkksuSVwd6f+c9isr1VHt2rUL1NGUKZl5jEVFSkyA6D6iKv7ZZ58NF5Vo7Nix7tRTT/Wv1WDEhx56KJYTLo4fP8af/Wg7dDaksyKdHWWC6ij9IC7V0YMPPhjLOtLZc0XVkQav5q8jDW6NYx2NGzfJX41pO3R1pisQXa1lgupIA33z11F5HtFQVXQ1X1F1NH78eN9+m66j++8v32MsKloiAmTixIm+MeqQQw4xj2d47bXX3N577+2/uN133z11NtEtFnNnLVo0273yyk3uxBM3SB0Uq/n7sLofWxHCOlIvtzjUke5F6759ehJO3c+vqDrSdDqaVkefo2l2unfvHYs6WrBguXv00aFu//1vTu1He1ZoHenBbvnryPqIhsqmdh+1I6avNtV2pja0iqA62nffff3nlOcxFhUtEQGi7nCqaDVKlYceOvXoo4+6LbfcMrWDV3ONG5+YutQeFRbLCmvWrHIDBjzpGjTY2tWpU801anRM6gx7WFgs4/LXkepck1SOGpWddaT2LvWCUW8Yrat6x6gnUUVTHWmCT9XRjjue5q6+uqObMGFuWCwrrF69LnVwGp+6eursjj22feqg2MmNHDkhLJZxmvw0/yMajj/++Kydr077kXoupvcj9dZTr72KVlQdleUxFpUh9gGisQyq3PPPPz9cZDZz5gzXrNk1rnbtaq5u3Q1c5843uIULfwqLVZlx495yDz64vw+Oxo13dsOHv5I6O1kXFqtQesZKepp8ndnfcMMNWTVljPrdq/+91k9jFtQvX/3zK9OsWXNcw4Yd/YH5uOPau6ZNh7h58zJzqyMThg6d5i6++DW/fmef3S1VZ5NTdVS5Z7l6HIMey6DvST+aty7KIxoqi44vGuuS3o80Tqiy9yPVh+olXUdRH2NRGWIdIDoz0IA49clX3+pMmzJluGvR4lh/oK5fv3rqCucJf+ZfVWbN+o979tm/+PW5445NXd++/0id7S4Ki1Wq4cOH+xmPtWPrTOnxxx8vdmr9yvDVV1/56Wu0Phr5q5HAGhFclXT1ccMNb/kD9amndnKvvDI2te9WXZfWKVN+cX//+3t+fU48sWNqnxrlli6t2uk1dGatM+z0fqQz76rcj3Rb/KyzzvLro+OLZiao6v1IV2j566ikx1hUllgHyNNPP+0rU1NzVBSd2Q8f3sn94x+7+AP3gw/u58aOfSMsVqGWLVvgevb8u6tXb2O/Dv/8599SZ7LfhcWqjO7NauZj3avV96F7t2+8Ubl1tGDBglSo3uHbwrQOf/3rX/2UNtlCt6/79fvG1arV3R+4L7ywlxs4sHJ7Ii1evMq1bPmpO+GE36+KGjT4wP34Y9UeFPPTfqR7/fn3I7UFVCb15rzzzjvz9qMLLrggy/aj3+so/2MsKruO8ottgKhBS/ckdVlZGaPKV65c7N58815/5q+DeOvWNVOXkRV7r3jdujVu8OAXXMOG2/vPfOSRP6TOjD4Mi2UN9Ra577778ub8qVmzZpEDOjNJA6/atm3rtt9+e/+Zhx56qPvww+yto+XLV6fWd4w76aTfD+K1a/dPHaAWhMUyau3ada5376/cmWd29Z95+eV9Umf8M8JiWUP7kXof5X9Eg3onVSTtRxpHVqNGDf+Z6pAzYMCAsFjWKOkxFpUptgHS5O5bfMW9/PLL4aIKNW/e965du4v8Ab1evY1cjx51U5f/88Ni5fb11//2gaHPUYAMGvS8D5Q4+P77791FF13kvx/1a9fAzvnzM19HH330kfvDH/7gP0cB8vzzz8dmJO/MmYvdPff82x/Qjz++g3viiU9SJ0KZvx0xevRMd+WVr/vPqVmzS+pK9j+pOqrce/hWGgeh8RDp/UjjJKKM8SorTX902GGH+c/RODINBbD25sxPt7zUdXzo0KG+d556Leq3/q2/Z+KWWPgYC423qYg6Kk4sA2Tu1M9d3XM2dLdeclSlN2ilTZo0MHWAP+y/B/jtUgf451JnekXvdCNGdEkdIP7k21Huu2/PVOhd4dtXiqJbU7pF9b+AqudvYcVRRf3H/O6779yFF16Y95+mXr16/hZWHI0ZM6vAAb5HjwmFDvDpRu6pU4u/0laZ/GbMWOwaNfowL6BatBhWIQFVGTQyO/2IBu1HGrmdif0okyc6Og5pBLrmB9NcYOmJFEv7UTmV1+v0euvxLP9jLDTyXzMAZKKOShO/AFm/3vV7+s+ufeoAO31SxXelK4muCIYMaZv6j1rDH/CbNTs0dUZQsCvigAEtUjvHiW7atDHut9+Wu59+mpgKkMt9+fx0b/PNN+/Lu0XWps2ZvtE87jJ5a2Dx4sWuSZMmebfIzjzzTDdhQsXeRqwMusXUp8/EvFtMl13Wp0DbhP6mHlK33dbPt6UUJX+AdO8+Ie8WWZ0676YCN54T9eWnebQ0V5Rmm9B3rzmkrN32tR/de++9GbnVqklIdds2PftD+kede9QOp/ZZdXvXfGm6AtFv/Vt/13KVy/86vY/ezzKTcVF1VNGPsYhdgHz/WS8fHgNTZ/HZYtmyX1yvXnf4Ru4XXjivwLJ7793dzZ1buBGuf/9HCvxbwfJ7I/3+bty4NwssS4KwcVLdrqP2nNNZWadOndwuu+ziX7vffvu5vn37hsViT43cTz893Ddy529gT4dDvXrv+iApSv4AUdCokX7w4PhPzRPSfqRZJ9L7kWa1Lct+pM4e6f2oPJ09NPbpb3/7W96BX7dQdftIDdplvYpReb1Or0+35elH728ZY6XZjzULcrqOKvIxFrEKkDWpM/ie9+3lOt25hVuyYFq4uMotWDDdLVlS8P7jXXdt6Vatijalha44qrKbcGUoqntkSZ0gPv30U/enP/3Jl69evbp/6t2qVcmuo1A6HNRucv75PVIH0RVBicK3sJJOz9FIDyDWfqTnbJS0H+Xvbq79SN3NLfuRRp6nb3vpR9OOKIQs71UUvY/eLz2diX70eZYR75XxGItYBcjn/Zv5q4/P3nkoXJS1Wrc+wzeAo6DSBmj9+OOP7uqrr/bLNVDxxhtvTF2lZc9gzsqUPxzURvLgg4VntM21AEnTk/3St4H0iAZ1qsk/bXymBrxq39Ro9PQMDLp9qmd/VCS9vz5Hn6fP1edb2kjCx1iEdVQesQmQpb/86K88ety7h1uzKntG85Zm9uyvXdOmh6TOeI7xbRyjRr3qr1RQ9BQR6oL7yCOP5P1HPemkk9zo0aPDl+aU/OGgkeI33fS2Gzmy4EjkXA0Q0X6kMWHpRzTo4WnajzI15c7cuXPzrnY0/qJXr15hkQqlz0uP+9B6aH3KqqjHWKg3WHnFJkAGdbjKX318N9o+ZXJVUWP75MmDUmcCzXwDuhrdn3++llu8uOSH8uSKcJI6/agx8dVXXw2L5qQwHDSSXA3tK1f+r8tyWCYX6cB66623FtiPNOlnt272iVE1tiJ98NajsjN9CygqfW76Ud1aH+uYDz1+IH8dXXFF+dqSYxEgc74b5trX3cC93fKk34f0xtzq1Std9+51XLt2F4eLcpqmydYzTDTLaRynQq8oRYVD+/ZfuBde+N+VWVFlcpXGB+ngqGd1lGc/0hm6ztjVxVfdYrOB1kPro/UqzxWEukarjjQtfXlkfYBoKpE3n/iT61B3QzdvWvQnfWW75ct/9TPpAqUpKhw0i+411/TN66JbVJlcpSsRHRw1Jb2VnsCpZ31opLe1p1ZF0fpovbR+1ieFarCh6kgna+WR9QEy+dOO/tbV0C43hYti4bXX6rt16wo3WKnbrrr4AqUpLhwmTpznbrnlHd8uUlyZXFTeANHtIZ3h6yCtwbDZSOul9dN6Wm5n5USA/LZysXu18c6uc/3qbvmikh9Qn600tkMN6OPHv+1nztWcWpMnD3bNmx/pPvjgqbA4UEhJ4dCmzUg/CLGkMrmmPAGi16rdRLeJsu3KI6T103pqfcvasJ4TATKq7z/81cf4AU+Gi2Jj+vQv/HxZGqV+xx2b+dtWLVue7EaM6BwWBYpUUjioIf3aa98ssUyusQaIusime1tpupQ40HpqfbXeZenim/gAWTTvO9fxjk3daw/u79YmfHAdgMyxBoi6lKd7W8VJuneW1j+qxAfIV4Oe91cf08a/HS4CgGJZAkQjvTVmRF1kNRVInGh9td5a/6gj1hMfIJq2ZP6PY8M/A0CJLAGSnp6ksgcJZorWW+uv7Ygi8QECABZlDRCNUFd5zcobZ1p/bUeUEfeJCBDdoiruBwAsyhog6Vl1K3puq4qm9dd2aHtKk5gAAVCyKD2sopTJFWUJEM1Yq0kWNfttEmg7tD2lPU+EAAFyRJRwiFImV5QlQPTwJpXN9jEfUWk7tD3arpIQIECOiBIOUcrkiqgBonETmi9LD3HK1PM8qpq2Q9uj7SppXAgBAuSIKOEQpUyuiBogega5yulJgEmi7dF2afuKk5gAKeoHwP9ECYcoZXJF1AB56qmnfDk9TjZJtD3aLm1fcRITIABKpnCI8oPfRQ2QWrVq+QZnHUyTRNuj7dL2FYcAAXJElHCIUiZXRA2QXXfd1T9WOYm0Xdq+4hAgQI6IEg5RyuSKKAGyaNEiX+aCCy4IFyWCtkvbp+0sCgEC5Igo4RClTK6IEiB6+qXKNGrUKFyUCNoubZ+2sygECJAjooRDlDK5IkqApB9726JFi3BRImi7tH3azqIQIECOiBIOpZUJezomuddjlADp27evL9O2bdtwUSJou7R92s6iJCJAAJSutHCQ0sokMSiKEyVAunfv7su88sor4aJE0HZp+7SdRSFAAERGgBTEFQgBAiAiAqQg2kAIEAARESAFpXthNWzYMFyUCNoubV+ie2EBqBxhw3lSG9AlSoBofIRGa59//vnhokTQdmn7Ej0OBEDlSGpYFCVKgMjuu+/u9ttvv/DPiaDt0vYVhwABEBkBUlj6LH3OnDnholjT9pR2dUWAAIiMACmsVatWvlyPHj3CRbGm7dF2afuKQ4AAiIwAKWz8+PG+3PXXXx8uijVtj7ZL21ccAgRAZARIYevXr/ez1m611VZuyZIl4eJY0nZoe7Rd2r7iECAAIiNAivb444/7skkZkZ4ega7tKgkBAgBFKEuAzJgxw22yySbusMMOK/EZ4nGg9dd2aHu0XSUhQACgCGUJELn11lt9+d69e4eLYkXrr+3Q9pSGAAGQEWtWr3Dzp38R/jm2yhogU6dO9WftBx54oFu5cmW4OBa03lp/bYe2pzQECICMmDj0n76N5Iexb4SLYqmsASKNGzf2r3nggQfCRbGg9db6azuiIEAAZMTin6e4V+7YzPV6YF+3dnU8z8DzswTIsmXL/OhtncGPHj06XJzVtL5ab62/tiMKAgRAxox58z5/FTL2/ZJ778SBJUBkyJAhbqONNnJ77bWXP8DGgdZT66v11vpHRYAAyJjVK5e47v/Y1XWqv5Vb9uvMcHGsWANEnnrqKf/a0047za1YsSJcnFW0flpPra/WuywIEAAZ9e2ILv4qZHCn68JFsVKeANHgu6uvvtq//rzzznO//fZbWCQraL20flpPrW9JgwaLQoAAyKzUQeitFse59nU3cHN/GBkujY3yBIisXr3aXXjhhf49atWqlXWj1LU+Wi+tn9ZT61tWBAiAjJs7ZYQPkLefPMEHShylnza45557uqVLl4aLI1G32HSIHHnkkaUOzKssWg+tTzo8rN2OBw0a5N/jlFNOCReVCQECoIDBr1zrb2V9O7JruCir6cpDg+g23HBDf3DUj56J0a1btzLf4pG1a9e6+vXr+/fZfvvt3euvvx4WqVT6fK2H1kfrpfUrq3nz5hWooyuuuCIsUiYECIAC1IiuxvTuTXZzq1fZzuArk9oDnn76abfNNtv4g+JRRx3lPvzwQ/foo4+6Lbfc0v/thBNOcKNGjQpfGkmnTp1c9erV/fuovaGyr0b0eel2Ga2H1qesVEfPPPNMXh3pKmbo0KFhsTIjQAAUMva95v4qZMxb94eLskq/fv38CGwdFHfccUf38ssvFzgz18H32muv9cv1kKUbbrjBzZo1K987RPP999+7k08+2b+PQqlp06ZuwYIFYbGM0vvrc9IhqM/XepRV//793UEHHVRsHZUHAQKgEE1v0vOBffwAw8XzfwgXV7mvv/7anX322f6gqEF0DRs2dAsXLgyL5Rk+fLg77rjj8s7iNVvtqlWrwmIl0m2wV1991e2xxx7+fbbYYgt31113lfjcDQu9n95X76/P0efpc8t6G27SpEnunHPOyauju+++u8Q6siBAABTph8/7+KuQf790abioyvzyyy/+4Lrxxhv7A6O6sn7zzTdhsSJpttrOnTu7XXbZxb923333dW+8UfbpW5YvX+7atm3rR37rffRzyCGH+KsFNU5reVmovF6n1+t90u+p99fnlPX9fv31V99Gkq6jc889102ePDkslhEECIBi9W91ug+RnyYPDhdVKt1yadeundthhx38QfHggw9277//flgsksWLF7t7773Xbbrppv69atas6b788suwWKm0Tu+884676qqr8m4zpc/2jzjiCHfppZe6Jk2a+LaYDh06uK5du/rf+rf+ruUqp/Lp1+p99H5637LeZiqqjt57772wWEYRIACKNX/GONeh7oaufZMjUmfwZTugZYrOzg8//HB/UNxuu+1cmzZtTGMfQmpPuOiii/z7aiqQOnXquPnz54fFItFVgg7W9913n2+r2HbbbfNCoaQflVN5vU6vL+vVRtrgwYPz6kjv2bp164zUUWkIEAAl6v5sbXf6YdVc547twkUVasqUKe6SSy7JO8DXrl27QuaoGjhwoH8QUzqgnn322YwcfLWu6vml3k49e/b0VyD6rX/r75nYlh9++MFfyaTr6Pbbb8/I+0ZFgAAo0YL58/xZrW6N6P56RdNI6/vvv99tttlm/sB4+umnZ7yhOrRmzRr34osvuho1avjPVFvEgAEDwmJZQ3WkKdzz19G4cePCYhWOAAFQKt0S0YGqQYMG4aKMUS+jLl26uF133dV/lhq5+/TpExarUGqkv/POO/MaoC+44AL37bffhsWqTLqOdtttN79+++yzT6XXUX4ECIBS6ZaOGmXV4KsutJk2YsQId/zxx/uD4lZbbeWaN29unqYjEyZOnOjOOussvz7a5nvuucctWrQoLFapRo4cWaCOHnvssSqtIyFAAESiRl4dvDSRX6bMnDnTXXfddf599XP99df7v2UL9YY64IAD/LrttNNOvheVugNXJtWH6iVdR6qvbKkjAgRAZOkpxDW6uTx05qyrDJ1J6/10Zq0z7GykaUBatmzptt56a7+uRx99tPv444/DYhlXVB3pSi2bECAAItPoZt3S0dQY1mdl6J697t3roKh7+bqnX9ZR1lVhzpw57pZbbsmbiFBToU+bNi0slhGqI7UB6XPUJpStdUSAACgTTYmhA5sm5ysL9RJSbyG9Vr2H1Iso2561EcXnn3/up0HXdmy++eZ+BHnUZ5GXRr3NzjjjjLw6Um+0bK4jAgRAmWg+JU3Kp5ldNYV6aTQuQeMTNE5BB0aN7dD4hbjr0aOHf+aItknzVXXv3j0sEpnqSONc8teRxsFkOwIEQJm99NJL/kB32223hYvyqOeWuv+mR2VrpLRGTCeJRo43a9Ysb+JDjSofM2ZMWKxYqiONrNcAxnQdaeR9XBAgAMpM8y7pmRJqDxg7dmy42PfYUrdfHRQ1AFFzNJV1bqc4mT59up/DSturaeNvuukmN3v27LBYAZrLK6wjDWiMEwIEgMmQIUP8we/UU0/N+5tmfdXsr/q7BuNpVtjKGL2eLYYNG+aOOeYYv/3qtfXkk08W6myg2YPTvdlUR5pdWAMY44gAAWB22WWX+QOhnpKnZ3KkZ5bVcyjUYysXaZxIx44d3c477+zrYv/993dvvfWWbzvKX0d6nklFDMqsTAQIADPNaJtu+NWPuveWd4xIUmjkeuPGjfOmjU//1hMU9STFJCBAAJhoVlm1g6TDQ110w9s1cH4uLQ0+VHuRBgYmqY4IEABlMnXqVHf55Zf70NBBUc8Z12A3PQxJzyBH7iBAAESydOlS99BDD+VNIa7G8y+++MIv69atm//b1VdfHbwKSUaAACiRptBQQOy+++4+JPbee2/Xq1evQmVOPPFE34V1+PDhBZYhuQgQAMUaPXq0DwYFh25R6XneK1asCIt5esqeAuTYY4+t9BlrUTUIEACF/PTTT+7GG2/0gaDwuOaaayK1b6g9JN2tF8lHgADIs2rVKvfEE0+46tWr+yDQ1cSnn34aFiuWgkev3WWXXbJ6EkBkBgECwOvbt6/bb7/9fHAoAHQVYbkVpQDSezRp0iRchIQhQIAc98vMCa5145ruoF1/H+ymA//ixYvDYpHpQUgKIr2XBhoiuQgQIEetXDrfDetR13Wot5FrdX0199jdF7opUzJzwNfVjK5CLrroonAREoQAAXLMurWr3X8GPee6Ntzeta9Tzb3+yGFu5qSPwmLlVrNmTR8iH32U+fdGdiBAgBwyY+IHrk+zQ31wdG1Uw301pK1bt65iphCfMGGCnyfrj3/8Y+ymKUc0BAiQAxbN/dZ90PYCHxwd623sPu11h1u5bEFYLOPq1q3rr0Latm0bLkICECBAgv22YpEb9UZj1/GOTX14vPfsWe6Xn74Ki1WY+fPn+6ft1ahRwy1YUPGBhcpFgAAJtH79Ojf5046uW+OdfHC89tABbtr4t8NileK5555zO1Sv5to0vzNchJgjQIAYUAgU9xOa/d0n7s3Hj/HLOjfY2o3/4Cm3bk3VTSG+Zs1qd8+1h7rm12xcqVc/qHiF9z4AWaeooChk/Xr3SbfbfNkOdTd0Q7ve7JYvnhOWqhJqvE/fQkNyRNgrAVS1SAGS8trDB7p+rU5zP0/7LFxU5dKN+FV1Kw2ZF22vBFClogZINls49xvfmK/2mLVrVoWLEUPx3yuBHJCEAJFRr9/jt2X8hy3DRYihZOyVQMKFDefFNaBnO3UrfrXxzr5xf/mi2eFixEz89kAgB8UxLIozeVgHvz1q5Ee8JWevBBIsSQGiMSp9Hz/a9xTLxsZ+RJecvRJIsCQFiGisirbpnadP8d2PEU/J2iuBhEpagMjA9lf67fp+TM9wEWIieXslkEBJDJClC6a7Tndu4Xrct6dbs2pZuBgxkLy9EkigJAaIfN6vqd82/Ub8JHOvBBALuvLQFYiuRCrquSSoOAQIgCo174dRbsLANuGfEQMECADAhAABkDXCkfb5f5B9+FYAZA2CIl74tgBkDQIkXvi2AGQNAiRe+LYAZA0CJF74tgBkjbDhnAb07MY3AyBrEBbxwrcFIGsQIPHCtwUgaxAg8cK3BSBrECDxwrcFIGsQIPHCtwUgaxAg8cK3BQAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgMn/A+9Him/l/tGFAAAAAElFTkSuQmCC)
PN: 7866-3-06
CAS: 1208079-32-6
Molecule Weight: 317.29
Formula: C12H13F6NS
![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
![{[3-(Trifluoromethyl)phenyl]methyl}({3-[(trifluoromethyl)sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7866-3-08
CAS: 1208078-52-7
Molecule Weight: 317.29
Formula: C12H13F6NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-3-04
CAS: 1208080-34-5
Molecule Weight: 263.32
Formula: C12H16F3NS
PN: 3831-3-78
CAS: 643007-99-2
Molecule Weight: 215.219
Formula: C11H12F3N
TSCA: Not listed on TSCA inventory