sulfanyl]propyl})amine](data:image/png;base64,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)
| Product Number | 7766-B-07 |
| Synonyms | (3-Bromobenzyl)(3-(trifluoromethyl)sulfanylpropyl)amine |
| CAS | 1208078-80-1 |
| MDL Number | MFCD23381871 |
| Molecular Formula | C11H13BrF3NS |
| Molecular Weight | 328.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7766-B-07
CAS: 1208078-80-1
Molecule Weight: 328.19
Formula: C11H13BrF3NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-B-14
CAS: 1208079-51-9
Molecule Weight: 328.19
Formula: C11H13BrF3NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-B-06
CAS: 1208080-40-3
Molecule Weight: 378.2
Formula: C12H13BrF5NS
sulfanyl]propyl})amine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABDWAAAQ1gGCmLSxAAACRnpUWHRtb2xTb3VyY2UAAHicnZVtb5swEID/ysmfFxtjXqOQKmsVaVK7D0sn7dvkgJMiBVwZ8vbvdwbShaQDaTHo7PM9h+07X2YPp2IHB2WqXJcJ4dQhoMpUZ3m5TcjP1+UkIg/zWYpGaFhWCXmr6/cpY8fjkaZvqpAnXdJUF6Sdn56qvGdzFFSbLXMdh7NfL8+rhpnkZVXLMlVIVfm0apTPOpV1s4p/fIIV0hzykrXmrDCH1ttv17GPQ09VRv7u5RHnFojCJt8p2GhTyBoOrkPxcb7AVpXKyFplsD6jWlAP9z6fvTzpdF+ossau9ZCncreqzT5FRaF3Kt2jM+x8e0pIwRGQtS4Wxsgz2J5VSw7SBSlAeiB9kAHIEGQEMgbJHXxxnqMBRwuOJhxtOBrxEM9+p+zHX8/vKiFLeIQlthVK27538tK+Gjw/NyETXLqDnicuDYLQgwluRljJaRS3UggRAu4bf9CNOuOO9VHphRCgMvIgQqXLIUalH11Ep+xMWoDA2S5A0MhHz7iQwLXSp7GPn0C9GwXCjkXcn/+/cUBjYWVIQ+d+jNFgH+GYz9a6zK66kGcJWXPSxOmH2lRuFyoC2mTKYPZbB9b0GnD7gA3sMCDuAG8Y8O4Afxjw+4BNsWEg6AM2IYeBsA/Y9B0Goj5gk30YiPtAczWGCTvfC11zlUaY23A3V++DWXzK3ES8vaojzE3Q26s9wtzEvS0FI8xN6NvSMcIEn5zBGHOTAJfydH/W7OqWsUuBxO5d8WRXlZXh/8n8D5uu3fv4hCu5AAAm0UlEQVR4Xu3dB5gdZbkHcBQEpVlQQRQVrw0vVy5NULoCNooi6kUQBBUiihClo/RIV0FBWmihiBIITelw6UiTIiAdkUgPJIRACt8973DPuplskrPvbnb37P5+z3Me2J3vnDPz7WT+U74yVwGAhLnqvwCAVggQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIC04Zuu5ZvoCGKocAVsgKABm5MjYAgECMCNHxhYIEIAZOTK2QIAAzMiRsQX1B+ceoAMIkJYIC4AZOTK2QIAAzMiRsQUCBGBGjowtECAAM3JkbIEAAZiRI2MLBAjAjBwZAUgRIACkCJCZmDT+6fL0ozfXfw3A/xMgXXnttXL2iBXK8dvOV16bNrW+FIDSwwCpD+0xWIb5uO+6E6ptuHzkpvVFAPy/Hh3p2z0oujJ50vgyasfFysjtFigvjftnfTEA/69HCTAYA+Sm0btU23XrhfvVFwHQSY8SYLAFyItPP1g99zh9tw+WqZMn1RcD0EmPEmCwBcjFR25YbdNDt/yhvgiAmh4lQP3BeTs/QP/nPZdW637eoWvUFwHQhR4d7ds1LOqmTZtS/rj30uXYYXOXZ/9xe30xAF3oUQIMlgC5+8rfVtty9ait64sAmIkeJcBgCJBXXnqunDx8kXLiDm+rep8D0JoeJUCrAXLVSVuWm8/bs0x+ZUJ9Ub+79owfVdtxx6WH1RcBMAutJcBMtBIgr702rfxhr09UZUftvHi5/4ZTqqFCBoLnn7i7HDdsnnLmzz9Wpk2dXF8MwCzMPgFmoZUACVMmv1xuOW+vMvJH81fvOeeAlcpTD99YL9bnLvzVOtX6PHbXhfVFAMxGawnQSyY891i5/LhNXm/uu80bypUnbF4mjnuiXqxPXHfFuWXbz89Vzv3lF+uLAGhBnwZI078euKaMHrF8FSQnbLdgue3C/cvUKa/Ui80xr776avnwhz9cllriTeXxR+6tLwagBf0SICGejdx37chyyo6LVkFy+u5LlodvPatebI446KCDylxzzVWGDx9eXwRAi/otQJpenfRiufGsncpx285bBcn5h65Znnv8jnqxXvOvf/2rLLzwwuVd73pXGTduXH0xAC3q9wBpevGpB8pFv12/CpHoEX71qduUSROeqRfrsa222qq6+jj66KPriwDohgETIE2P33NJOXOvpaogOWmHt5e7Lvt1rzWxveWWW8ob3/jGsswyy5Rp06bVFwPQDQMuQEKMTXXXFUeUk4a/owqSw3748XLD1RfVi3XbKqusUl19XHnllfVFAHTTgAyQpkkvPVuuGrVt+cZn5invWHCu8uUvf7n8/e9/rxdryemnn16Fx8Ybb1xfBEDCgA6Qpgfuu6t89rOfrQJg3nnnLT/96U/LCy+8UC82UxMnTixLLLFEefOb31weeeSR+mIAEtoiQJrOPvvs8qEPfagKkmhFddxxx7X0LGOvvfaq3rPHHnvUFwGQ1FYBEqIT4C9+8Yuy0EILVaGw7LLLlv/93/+tF+vw2GOPlfnnn7+8973vLS+99FJ9MQBJbRcgTWPHji3f+c53yhve8IYqSL7xjW+URx99tF6sfPOb36yWjxo1qr4IgB5o2wBp+stf/lI+/elPVyHxlre8pey5557VM49w9dVXVwGz8sorl9cGyAjAAINF2wdIU1xhvO9976uCJP4bPy+33HJVv4+bbrqpXhyAHho0ARLiGcfPf/7zqrVVBEm8Pv/5z9eLUV5/lvSDH/ygvP/97y/XX399fTFl+jq67rrr6otpmDx5ctl2222rOrr22mvriymv19EPf/jDqo6uueaa+uK2NqgCpOnuu+8uc889dxUgcQUSz0piDCxed+6551ajETdDNm7zRR3FcyVed95555WPfOQj09XRFltsoY46Of/889XRbHRVR5tvvnl54on+mcaitw3KANlxxx2rP9b3v//98t///d/V/0errQMOOKA6qxyq/va3v5V11lmnqo83velNZYcddigXXnhh1ZKtWUfRwm0o19E999wzXR1tv/325U9/+pM66iTqaN11152ujmI/ilvG8bsFF1ywjBgxorzySt9N0TDQ3HvvvdXdj2Yd/fjHP672o851tP/++7d9HQ26ALn//vurzobRXyT+ONFP5Nhjj636jcQf7j/+4z/KOeecU3/boPb888+X7bbbrswzzzxVHXzhC1+odvCmqKPoU9O5jqLPzVBSr6P4x99VHb373e+ulsf+NRTrKA6EcUCcWR0df/zx09XR6NGjO33C4Bd1FIHarKMI2gjcpmYdLbrootXyJZdcspx1Vt9MYzEnDLoAWW+99ao/TH3HjZ7rP/nJTzr+sJ/73OeqW12D2dSpU8uRRx5ZFllkkWqbP/rRj1ZnijMTdRS9/COAo3z0/r/rrrvqxQaVruroggsuqBfrEHUUV7id6+jOO++sFxtUoo6OOuqojjqKWzJxa2ZmXnzxxenqaK211hoSdfS73/2uvPOd72y5jnbaaafp6uiOO+bcNBZzyqAKkIsuuqjjjzEzMZbWl770papcnG3GA8DnnnuuXqztXXbZZWXppZeutvOtb31rOeyww6qHea2IOopxxzrX0bPPPlsv1vYuv/zy6ero0EMPbbmO4kq3cx3Fw/bBWkf/9V//1VFHhxxySLfqqHlCF88khw0bNijr6IorruhRHa2//vptW0eDJkCmTJlSPvGJT1R/hFaS/M9//nP5+Mc/Xv3h3vGOd5Tf/OY31We0uwcffLB85Stf6dgh4znQ008/XS/WkgjkznV0xBFHDIo6euihh8pXv/rVjjr63ve+1yt19Pa3v70cfvjhg66OoiFK1NFTTz1VL9aSiy++uCy11FIddfTrX/96UNTRww8/XDbaaKOOOvrud7+brqNLLrmkLeto0ARI/MONyo8zwVbFWcKvfvWr8ra3va16bwTQpZdeWi/WFiZMGF923XXXMt9881Xbsvrqq5fbb7+9XqzbmnUUO3V8buzksbO3o/Hjx5fddtttujq67bbb6sW6Lf6hxz/4znUUB8129NJLE6ero9VWW63X6ij+jQ6GOpowYULZfffdp6ujW2+9tV6s26KO4iStWUdxYhInKAPZoAiQuOSLSo/XM890fxbDeM8222zT0fR3gw02KA888EC92IAUPeyvvvrE8rnPLdZY/7nKBz/4wXLmmWfWi/VYvY7isrud6uikk04q73nPe6p1/8AHPjBH6ij2w7gF0ayjuH3zwAMP1osNSDFQw/nn/70st9zWZd5531HV0e9///t6sR6LOoqTvGZjhaijuI3TDmI/Ovnkk8viiy9erXv06zjjjDPqxXqsXkc9mcZiThsUARKVHRUdZ4E98de//rWsueaa1WctscS85bjjdi6TJr1YLzZgPPjgdeUXv1ixbL31XOWrX12gsf37NtZ3Ur1Yr4rbg806igeA8SAwHggOVNFJcsUVV6zWd4EFFij77LPPHK+jeGAcz+HiOxdddOVyyCEXNs7sB26z3zvueLJsvvk5ZfnljynLLrtPOfjgkeXll1+uF+tVneso9qN46N6dKRr62g033FBWWmmlan1jcNa99957jtdRNGDpyTQWfaHtAyR2xDjji0vi3rpnOHr0Hxtn2EuWLbaYq7FjL1quvXZk4+xj9sPG95Xnn3+8jBy5aRUc8Ro5crPqd30pmh5GE8TXD5KLNtZhZEtD6/eVxx9/vGy22WbV+sVr0003rX7Xl8aMuaCsuuoO1YF5nXVOafx8b6OOBs6YbE89FSM3XFFWWOGYah332OPy8uSTE+rF5qhoLdmcoiGa/0YT14G0H/3zn/8s3/72tzsGbf3Wt75V/vGPf9SLzVHZaSz6QtsHSDOhe/te4eTJr5QLL9y/bLfdgtVBesSI5Rtn/P07VMPkyZPKBRfs21inBap1iquPhx7qv2FIop9NdIaKTlHxN1h++eX7faiGuLrYd999q6uNWKe4+ujPYUhefXVqI1xvK6utdkJ1kN5009Hl9tv7d1SEWKfjj7+1EW4jq3X69rfPblx99986xX4UHQ+bUzREZ7sYCLU/xTrtt99+0+3b/TlUS3ensegrbR0gkcxRmXEfdU4ZN+6JcsIJ3y7bbPOG6qB93HGbNM72+/YMJNx885llt90+UK3DTju9p3FQPHHAjDAcwzLE8AzNs7RNNtmkmoelr/3hD3+ongHFOiy22GLlxBMHTh09/fTEsueeV3ac7e+222XlX//q27P9cOmlDzWurk+v1mHddUeVc8+9r3r+MRDEECgxFEpzP4qpGPpjP/rjH//YsR/F1fUJJ5wwYM74u6qjrqax6CttGyBxhhCXdXFvsC8ewj300A3lgANWqg7gP/rR/OX88/duXBHM2Xug4R//uL0ccsjq1fduu+18jdDctXGWPb5ebEC48cYb+/w+cYjWZmussUb1vdEyJlqjRYurgeiuu54q3/nO688bPvOZkeWYY25p/D1759brrPz978+W73//vOp7V175uHLEETeViRNb66vQ12L07JlN0TAndX4GGseVnXfeecA+35vVNBZ9qW0D5LBDflFVXjxY6itxNnvDDSc3dqzFqwP6rru+v/GH7P1WGGH8+KfLKad8rwwbNnf1XUcd9ZXGWezAb9HTVUuV008/vV6sV0Tfjejn0mz1FP1foh9MO7jwwvvLF794anVA/9KXTit//vOcadE2btykMmLE1WXFFY+tvusnP7m4PP74wDwo1sWUDDGTaPxtl1hiiXLaaafVi/SKaGG49dZb93orzHjgHQf6K6+8smrRFi0B47/xc/y+Nx6I16exOPXUU+tF5qi2DJDxz48tm392obL6su/ulzOEV16ZUMaM2aO6IoiD+8EHr9q41O55O/Awderkcsklh5btt39r9dl77710uffey+vFBrxoKx9z0Dfbyq+66qrllltuqRdLib4p0bO+2X/nP//zP6ue9+3m5ZenNE4Mbm6cSR5fHdy32urccs893W+G3pUpU6Y1Drh3Ns6oT6w+++tf/0PjzP6f9WIDXkzR8LOf/axjioZVVlml3HzzzfViKbEf/fKXv+yVfmBxiyuunGLA1hgjrDke2OxeUS7Kx/vi/ZlbZfVpLD7zmc/0Wh3NTlsGyJUnblGOaRxcb7z4uPqiPvXMMw+X3/1uo+pAv802b2yceX+3unKoi+cV+++/XPVAfpdd3leOPnrjLh/I33XXnxo7wkerzxs+fJHGmcqRjR1qar1YW4neul/72teqHTt662611VblySefrBdrWYzl9bGPfaz6vBib6be//W2vtb7rL088Mb5xVXtpdaCPK4V99rlquttL8fu11z65UZfjOr1relGm6dZbx5aNNjqz+t1aa51Uzjzz7saJSfcPTAPJI488UjbeeOOO/WjLLbfs0RQNMTJucz/qyUgUMVDiLrvs0nGl1HzFdAnRf2P48OHVrdwYSyyuQOK/8XP8PpZ3nlYhXvE58XmdB2BsVdTR17/+9Y466otpLNouQJ565KZybONgPXq/ZQdM09r77rui7LvvJ6sD/29/u/50y/70pxHVs5NHGuv96qsTGweLuxsB8rWqbGdPPnlf9aB+2LB5yhlnbNc4gDw/3fJ2F5ftn/zkJ6ude+GFFy4HHXRQt4ZEv++++6pRhOP90cHqRz/60aAbw+yWW54om2xyVnXgHz363weQ+Pnss+8t3/3uuTN94N05QDbe+MzyqU8d16jjaxtX6O09XHjdVVddVZZZZpmO/ejAAw/s1n5UHwsvJnrK7EfRL6Q5zle8ohNzDPcSHVS725k5ysf74v3NXujxis+P7+muqKO+msaivQKk8a9nzIGfLsc0DrT/ur9/m/nVxZXCjTeeWu6/f/qmdfG85MknZ+xFet55e03385Qpr5YrrjiijB3b/TOPdhEjlh599NEdI5bG2VdM3DQr48aNq+YtaY6ivPbaa1fzmgxW0U8kmvlOnvzvk6NmOAwbdn4VJF3pHCBxRdMuzzkyYj865phjOqYfiP1ozJgx9WLT6a3RuOMsP56RNA/y0XgjWm311rwe8Tnxec1GIfGK74vv7Y6+msairQLk/htHVbeuLj32G/VFA1a02IpnJvxbPRRiAqd6KHQVNjGT4lDUDIcIhXjw/txzM7Zs6xwgQ0XsR3ErqPPJRT0UujqQzi5suhKfE1c70bowPid60c/pvirx+c3e+vG98f3dfUbSW8E5M20TIFNeeamcuvN7y8gfvqVMeK7v24ZnHXroGuWyy3o2xMpgFZMRdb4tFRM6xYQ8cbur822K7t7uGmw6h8Opp95Rdt99xkYVQzFAmuL25he/+MWO/ah5W6q3buXEM7sIp/icGE9tTrUqnJn4vuY4brEemWeIvXXrrq5tAuTmMT+rrj5uPm/P+qIBbezYv5Wf//xjZb/9li2jR+9SbrjhlPLss/3X8WcgigmcYiKn2LmbrbZ644H7YNE5HOIW1xZbnFOuv376YVmGcoA0dX4w3myS29MH7jEScfPgveGGG1ZXPf0hvje+vxli2RGSYxqLZh1F/5G4qumJtgiQ8c8+Ul15nLbLEmXKq33fWaanpk2b0jjbvqyc1wi/eIA+fPg7yq9/vW558cXcTj0YRZPKgw8+uPoHH72Ae6vJ72BQD4cHH3yuamXVuQNivcxQFftRDJgZB8gYzqYnzVnjSjiugCOMYrKxgSDWI9Yn1ivWLyPqKIZpiTqKibB6oi0C5NKjN66uPh64ac50JOprMabVqFFblyOP3LC+CGbQVThED/bDD7+x4+euygxVcdUaB8dvfCP/rDRmGYx+FXFFHA+1B5JYn1ivWL9Yz4zohBt1FM1+e2LAB8jYv19VhceYgz7z+qQFg0Q00/3xjxeq/xpm0FU4RCutaPJ7//2v38fuqsxQ1dMAidtDcYYfB+lsx8I5LdYr1i/WM3M7a0gESPTzOGvfZap+H08/mr8U7U/Rp6OrzoDRHySa+MLszCwc7r77qbLllmOq5yIzKzMU9SRA4r0xDE/cJhpoVx51sX6xnrG+3X1WOCQC5J6rj6muPq46acv6orYRHQbjAfrtt59TXn75hWqCqhiaJDoe/vnPB9SLwwxmFQ6HHXZ91dN8VmWGmmyARBPZZmurGCqnHcR6xvrGenenie+gD5BXJ44rJ//0XeWEHy9UJrbxw+ZHH72lnHrqNmXPPT9ejZ0Vt60OPPDT5brrTqgXhS7NKhziQfq3vjV6lmWGmmyARIukZmurdtJsndWdFlWDPkDuuvzw6urjrxcdVF8EMFOZAIme3tFZL5rIRl+kdhLrG+sd699qj/VBHyDRdPeOSw8r06YOzDkLgIEpEyDN4Un6upNgb4n1jvWP7WjFoA8QgIzuBkgMWBjlYzKpdtacDKuVARgHRYDELaqZvQAyuhsgzVF15/TYVnNarH9sRytTfA+aAAHoTd0JkJh3I+YXj9FvB4PYjtie2c0nIkBgiGilhVUrZYaK7gRITN4UZQd6n49WxXbE9sR2zYoAgSGilXBopcxQ0WqARL+JmEc8JnHqrfk8+ltsR2xPbNes+oUIEBgiWgmHVsoMFa0GSMxBHuViJsDBJLYntiu2b2YGTYB09QL+rZVwaKXMUNFqgMT8IFEuppMdTGJ7Yrti+2Zm0AQIMGuthEMrZYaKVgNk3XXXrR44x8F0MIntie2K7ZsZAQJDRIRDKy9e12qALLbYYtUUt4NRbFds38wIEBgiWgmHVsoMFa0ESMwVHmVimtfBqDl9bWxnVwQIDBGthEMrZYaKVgIkZiqMMsOHD68vGhRiu2L7ZjYjowCBIaKVcGilzFDRSoBccsklVZkRI0bUFw0KsV2xfbGdXREgMES0Eg6tlBkqWgmQs846qypzxBFH1BcNCrFdsX2xnV0ZFAECzF4r4dBKmaGilQAZNWpUVeb444+vLxoUYrti+2I7uyJAYIhoJRxaKTNUtBIgrkAECMAMWgkQz0AECMAMWgkQrbAECMAMWgkQ/UAECMAMWgmQoCe6AAGYTqsBYiwsAQIwnVYDxGi8AgRgOq0GiPlABAjAdFoNEDMSChCA6bQaIMGc6AIEoEN3AuSee+6pHjivscYa9UVtKbYjtie2a1YECEAXuhMgYb311qvKX3311fVFbSXWP7Yjtmd2BAhAF7obIDfccENVfs0116wvaiux/rEdsT2zI0AAutDdAAkbbLBB9Z7TTz+9vqgtxHrH+sd2tEKAAHQhEyCPPPJImX/++ct73vOe8vzzz9cXD2ixvrHesf6xHa0QIABdyARIOPDAA6v3bbjhhvVFA1qsb6x3rH+rBAhAF7IBEv0m1l577eq9hx12WH3xgBTrGesb6z2rfh91AgSgC9kACfHexRdfvMw999wDvm9IrF+sZ6xvrHd3CBCALvQkQMJtt91WFl544TLffPOVSy+9tL54QIj1ivWL9Yz17S4BAtCFhx9+uDo4rrDCCvVFLbviiivKm9/85uogPdCuRGJ9Yr1i/WI9Mx599NGqjmY1Ym8rBAgwaJxyyinVLZ04OMZr/fXXLw888EC9WEuuvPLK6gw/bhMdeuih9cX9ItYj1ifWK9Yvo3MdLbfccvXF3SJAgLZ34403lpVXXrk6KL7lLW8pW265ZVlttdWqn+edd96y0047lRdffLH+ttmK20PRRDY+J1o7jRs3rl6kT8T3NltbxfpkblvF6Lyd62jnnXcu48ePrxfrFgECtK0nnniibL755tX4T3Fg/J//+Z/y2GOPdSw/66yzypJLLlktW3TRRcvIkSO71VopxDOVZuusOHj3dWfD+L5miMV6dPeB+dixY8sWW2wx0zrqCQECtJ0YtnzEiBFlwQUX7LgVc80119SLVaLs/vvv31F2+eWXn2nZmYnQiX4W0VkvPmOttdaa42NnxefH98T3xffG93cn/Lqqo95eZwECtJXRo0d3XFW8+93vLscff3xLB9b61comm2zS7TPx6OndHPYkXjH6bTzU7q35ROJz4vPic5vfEd/Xag/zpqijD33oQ92uo+4SIEBbuOOOOzrOyHvyXCOel6y00kodZ/Z77713efnll+vFZikGLGyO4huvmMQpZgKM6WSfeeaZevFZivLxvnh/fE7zM+PzWxkYsbM777xzujracccdU3XUKgECDGjjnnuuDBs2rGp9FAfGaFl1//3314t1y2uvvVZOPvnkjtZI73//+1PPNmLejZi86b3vfW/HgT9eH/7wh8uXv/zlMnz48CqgjjrqqHLSSSdV/42f4/exPMp1fl98Tnze7ObzqHv22WerOppnnnk6wqenddQKAQIMSNOmTi2XNQ7q6y2zTFmwcTa91FJLlUsuuaRerEcmTJhQ9thjj6pfRRx4V1111XLLLbfUi81W3B6KVk4HHHBA+fznP1/dNuocDDN7RbkoH++L93f3NtOUKVPK4Ycf3nHlEnV08cUX14vNMQIEGHDuvv76sufXvla2Xn75MqxxUB917LHVwXJOic6HX2t8XxyE3/jGN5atttqq262d6l544YXyl7/8peqv8fvf/766Aon/xs/x+1jeExEUERixzhEgESRzso66IkCAAePJxx4rv9l++9eD41OfKqc1zsxf6uGBtjvi4P7JT36yOihHZ72DDz64vPrqq/Vi/SpuTTWfv8Qtqx/84AfVLaz+IECAfvfyhAnlj7/6Vdl25ZWr8PjlsGHliQcfrBfrE1OnTi1HH310eec731kdpD/ykY+U8847r16sz8UVSzwUj4fjsV7xsDwemvcnAQL0m9emTSvXnHNO+ek661TBsfsGG5TbkuM79bbo/b3DDjuUN73pTdUBe53GOnb34XZviOci0Qy3+VwlmudGM92BQIAA/eL+W28t+33rW1Vw/Hi11cqfTjihTJk8uV6s3917773lC1/4Qscto+22267PZi2Mjn/RATC+e6GFFqo6BvZWn5PeIECAPvXs2LHl2N12q4JjmxVWKCfutVd5oZt9J/rDBRdcUD760Y9WB/NFFlmkHHnkkdXtrjkhOjh+85vfrL4rOj7GUCQxJMlAI0CAPjNx/Piy/RprVOFx4JZblkfuvrteZECb3LhCihFx3/rWt1YH96WXXrpcfvnl9WJpEydOLHvuuWc12GF8fgx+GM17ByoBAsxWHPA7v+LK4adrr10O/M53ytVnn109y2hF9O34wy9/WW688ML6orYSEzJFz/Fm58avfOUr5aGHHqoX65bTTjutLLHEEtXnRYfCUaNG1YsMOAIEmK0Ijc4iMCaMG1f11xix2WbljIMPnm75UBHDqq+++urVQT86I+66667dHiL95ptvLqusskr1GTFJ1M9+9rPy0ksv1YsNSAIEmK16gHT2zBNPVA/Bh7IYy+oDH/hAFQIx9PqJJ55YDZcyK9FRMeYtiY6L8b6NN96424Mm9jcBAszWrALk2UaA7LDmmh0/R9nJr7xSzjjooI7muUPBpEmTyr777lsWWGCBKhBWXHHFcn3jCq0uOibG0OzRUTHKLbPMMuWqq66qF2sLAgSYrXoIxC2s6CF+z003lV9svnk5eZ99OpZF2ZMaP//loovKpDa5FdObHn/88bLppptW4RCvzTbbrPpdGDNmTMcAitFR8ZhjjpljLbn6ggABZqv+EL3za++vf326oIjfXXraaZ3ePTRdd9111VVIhEUMGx892uP/o2NijMbbX9Pj9iYBAsxW/QokxBXIXY2D5M832qiMOeqojt9H2bitxevDxsfzkOasgDEl7X333Vcv1rYECDBbXQVI00N33ll2X3/9jp+j7NQ+HhV2oIurjYEwnlZvEyDAbM0qQF55+eVqEMSmWZVlcBEgwGzNKhTiCmS39dbr+HlWZRlcBAgwW12FwksvvtjxDKTzQ/OuyjI4CRBgtuotr+K1w1prVUOZ3FybQlWADB0CBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkDK/wHaI5AGtscbnwAAAABJRU5ErkJggg==)
PN: 7766-B-02
CAS: 1208080-06-1
Molecule Weight: 328.19
Formula: C11H13BrF3NS
![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]ethyl})amine](data:image/png;base64,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)
PN: 7766-B-05
CAS: 1208078-87-8
Molecule Weight: 314.16
Formula: C10H11BrF3NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-B-13
CAS: 1208080-85-6
Molecule Weight: 378.2
Formula: C12H13BrF5NS
TSCA: Not listed on TSCA inventory