![Methyl 5-iodo-3-methyl-2-[(trifluoroacetyl)amino]benzoate](data:image/png;base64,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)
| Product Number | 4758-K-01 |
| Synonyms | 5-Iodo-3-(methoxycarbonyl)-2-[(trifluoroacetyl)amino]toluene |
| CAS | 1186405-10-6 |
| MDL Number | MFCD12827837 |
| Molecular Formula | C11H9F3INO3 |
| Molecular Weight | 387.097 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4758-K-01
CAS: 1186405-10-6
Molecule Weight: 387.097
Formula: C11H9F3INO3
![Methyl 5-iodo-2-[(2,2,2-trifluoroacetyl)amino]benzoate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABn2AAAZ9gGK+et5AAACSXpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvFxsbCCQKqaJVlSq1m7R20t5NDjgpUsAV0Dx8+52BkDhhEEC2z/+fffadncXDMdvBXhVlqvOIcOoQUHmskzTfRuT3+9MkJA/LRYwiFOZlRD6q6nPO2OFwoPGHyuRR5zTWGWn658cytTQHl+piy4TjcPbn9eWtZiZpXlYyjxVSZTova+OLjmVVe/GfKVgmi32as0bOsmLfjPZXOOZ16LFMyGUt37FvhShs0p2CjS4yWcFeOBRf5xtsVa4KWakE1ic0u9TDtS8Xr486/spUXmHVjJDGcvdWFV8xGjK9U/EXDoaV58eIZBwBWelsVRTyBKZmzJKDFCBdkB5IH+QUZAAyBDkDyR38sJ+jgKOCo4SjhqOIo4qHuP87ZRx4P30qXAX8hOYzz3Nb/mhtT+bBTRQRmXDqum4AuDj8QdsSdDoNvJtWW+CCHd4pW64tzqNNWu2kFXfti104puSUi8AjcEJXXBr6OIZHpxh2sFuCurx2z/fMNOfpHBoEV2W3iFplM23r4mhttdzHsLAuLsvFWufJVRXSJCJrTuqA/VKbUrQxI6CLRBV4DMwARnoNCBswER4GXBsw+dABog/w7gB/eAbfBkyudcCqD5jagMnMYSCwAZPHwy6Fd8BseIaZDdRnZJgw/Vbo6jM1wvC7rRpFbgLeHNvh1fObmDfHfIS5CXtzLQxnCvd7mJFk4TfBb66dESboYYIRJuxherOGXR1Mdr5csXp38bKrW5nhf9HyH5X67hhHkPWpAAA6G0lEQVR4Xu3dCfxUY///8UKWbKEkihvZCnfInjW6rWV3F1l+lttyc9sjyy/7Lu6QRFnvEPLXbbtRJCJCWdMm6SZbESrK5z/vM7+Zzjnf+X6buebMmTkzr+fjcR70Pdds1zlzveecc13XaWQAADhoFP4DAAD5IEAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAHyMXWq2cUXm223ndmaa5o1aWLWokX63717m02ZEn4EKgnbryQIEKAhixaZXXRRusFp1Kj+ResvvDBdHpWD7VdSBAhQnz/+MDv00HQD07ixWffuZs8+azZrltlvv5l9843Zc8+Z9eiRXq9yKq/HofzYfiVHgAD1ufrqdKOy6qpmL74YXhv00ktmq6ySLq/HofzYfiVHgAC5fPutWdOm6QZl+PDw2txUTuX1OD0e5cP2iwUBAuRyww3pxmTffcNrGrbPPunH6fEoH7ZfLAgQIJe//CXdkDzySHhNw4YMST9ODRHKh+0XCwIEyKV163RD8vnn4TUNmzYt/Tg9HuXD9osFAQLksvzy6Ybk11/Daxqm8nrcCiuE1yBObL9YECBALjRAycb2iwUBAuSyzjqcAkkytl8sCBAgly5d0g1JoRdhVV6P00VcRGv+/PQYjQ03NPv738Nrg9h+sSBAgFyuvz7dkOy3X3hNw9RtVI+jG2i0nnjCbIMN0nWrZdllGx4xzvaLBQEC5KJpLnQeXFNcaPqLfDzzTLrx0eP0eBRvwgSzPfZYHBxaVlzRrH//cMkgtl8sCBCgPpdfnm5QmjUzGzEivDZo5Mh0OZW/8srwWhTqu+/MTjnFbOmlFweHwuDoo82+/DJcOje2X8kRIKhtP/8c/stimpn1oIPSjcpSS5kddZTZ88+nf51qMj5Nd/HCC2Y9e6bXq5zKNzSja0OvB7Pffze79Vaz1VYLHnVo2vU33giXblgpth8CCBDUprFjzXbeOf2rtm/f8NrFFi40O//8JU8Hvswy6XIqX59//CNd9oADzD77LLwWatw33TRYr61amd13X8PXOxoS5fZDHY3CfwCq2ldfmR133OJfnFoOPjhcqq7Jk9P3ldh2W7PmzdMNjv7bsWP6PhJavyQdOix+TV0EPu88szlzwqVqj8JUoepv0JdbLl3fc+eGS7uJYvuhDgIEtWHBArNrrzVbeeVgQ7XLLvE1Hm+/bbbFFsHX193xBg6szdMmCk+FqMLUXycKdO4QmAgECKrfsGHpsQP+Rmq99QofIxAFnSK5806zNdYIvp+ttjIbNSpcujopLBWaCk9/HShcX345XBoVjABB9frgA7POnYONlO71oN45hU5xEbUffjA788y65+aPPLLw0dNJopBUWPo/s8JUocr1h8QhQFB9vv/e7LTT0ue5/Q2Vbl06Y0a4dHl9/PHiUdOZReMQLrvM7JdfwqWTS6GocPR/ToWnQlRhWgz13OrXz2z33dPTsSM2BAiqhxqSf/7TbPXVgw2VLpS+/nq4dGXR3fA22ij4vtu0MXvooXDJRFmQCsGPUmE4X6Ho/2wKTYVnsdQNd7PNFj9v+/bhEighAgRV4Tfd87pdu2AjtdZaZoMGuXcBjZsu9N94Y/oe3v7PsdNO6QvwCfPwww/b/qkQ7JP6DO9kPotCMt9bzDakvp5buraC2BAgSLRJkyZZ765d7Ql/Q6JePb16mf30U7h4MsyaZXbCCcGuxvr/449Pd0OucG+nwm7nnXdOve1GtnxqOSy1/CsVir9qfimFZDF+/JGeWxWEAEEi/ZhqSC644IJUO7KsNU41IGemlklqSLp1i69bbqmNG5fuZuxvKFdZxey664pviEvgq1S4HZ8KuaVSYafw0KL/vzgVhnMVisVQz6177qnbc2vzzem5VUYECBJlUaohuffee61ly5bZRkrLIe3b28yXXgoXrw66MLzuusGGU92Sn3oqXLIsFqTC7LpUqK2SCjf/NtklFX7jFILFUs+trbcOfn713LrjDnpulRkBgsR47bXXbJtttgk0Uquvvrrdfvvt9rsuoFczdTvu0yfdDdnfkKqb8ocfhkvH5qlUiG2YCjP/Nlk3FXZDougNNX262V//Gvy86ll3xhnF99xCJAgQVLwvvvjCunfvHmiklkk1JH//+9/te3XZrSWpuvC6I4ca1QWnn24LYqyLD1OhtddeewW2SdNUuPVJhdyvxY6xUffl//3fdHdm/+fce+9oem4hMgQIKpYaIjVIapj8DZUaLjVgNW30aEsdjmUb17Gp5drU0dij/fqV9GhMgX16KqwU4P5t0iMVagr6oj38cLr7sj841HPr6afDJVEBCBBUJJ0C0akQfyPVtm1b75QJ/o8uLA8aZN+1bGmDUvVzaGpZLrW0b9/eXlS35ggplPqlwkmnDP3bRKcURyvMiqVuypod2R8c6jAQRc8tlAwBgoqii66dOnUKNFK6OKuLtLpYi7p+//FH+/cFF9jmyy4bqLdu3bp53ZyLpTBSKPmfW50Y1JlBnRqK8vXX6e7J4S7L//M/6e7MqGgESBXJfLnzVWj5UpqVaixOOOGEOl1A1S30azUyWCKFRdeuXQMNvbo59+rVy35yGBMzefJkL4TCz6fu0+pGXYyFqR8Dn6s7so4yMsGhJfXjweu+jESojNYDkSg0EAotvyRz5syx2267zQ488EBbb731bMUVV7Tll1/eOxV16KGH2n333Wfz588PP8xrjNZaa61AQ6WBaBqQhsLpiKFdu3aB+lT9Dho0yP7IY1S+wkaho7DwP4fCKYojGp2GPLZtW7st9ZxTMsGhbspR9NxCrKJrPVB2hQZCoeUb8s9//tNWXXXVQIOTa2nVqpU9/vjjgcfOmDHDll56aW99mzZtvCkwUJz6rll07Nix3msWCheFTDjMFUZRXFP56KOPsj23WqWWk1LLv5s2tT/UPbnYnlsoi2haD1SEzBc+X4WWr8/JJ5/sPY9OOR1++OH2xBNPeKGgo40ffvjB3nnnHevdu7etueaa9b7mCy+8YHfeeaf9Uk0z0FaAfHtNKVQULv4yCh+FULG9uvQe1OU6/B4u697dfoyi5xbKpu43GYlVX+Ncn0LL59K3b1/vOZo3b26vvvpqeHWAwuSYY44p+jVROHV77ty5c6ABV/fos88+24488sjA39XQK3SKHWOj4NEgz/BRkHpuaVAoko9vchUpNBAKLR+mBmbllVf2jjxeeeWV8Op6XaR7U6Msco0c9y8KmSjG2Lz00kul67mFiuHeeqDiFBoIhZYPu/nmm73H6wI5kkPdoa+99lqvg4O/gde1jmLnriplzy1UHvfWAxXH/6UtZHG1zz77eI/XNQ8kz7Rp02yLLbawxo0bZ/cFHU2qO7W6VRei1D23UJncWw9UnHAw5Lu4at26tff4SKawQNmou/ROO+0U2CcUBP+jwXxL0FDPrf/85z/h4qgy7q0HKk6hgVBo+bAVVljBe/y8efPCq5BADz30UPZHQWZp6LTT66+/nrPnlrp0F9tzC8ng3nqg4hQaCIWWDyNAqo+6UW+55ZbZfUM958LURfuoo44KBId6bp122mlF99xCsri3Hqg4hQZCoeXDOIVVnXr27JkzQDQ78uWXX15ndmT13Prggw98z4Ba4d56oOIUGgjh8moE1MVWpyV0KmK55ZbzZsA99dRTbbpu7hPCRfTqlCtAHnnkEW96Gn9wqDvwsGHDQo9GLcm/tUHFCwfCkoTL+xuH8KJpSsJdPOnGW538AaLxPbo1rX9f0NgfdQNmdmTk39qg4oUDYUnC5dWl84orrvBGlOu0lK5t6KgkM3+RGhI/14GEmtYElcsfIOHZkY877jj76quvwg9Bjcq/tUHFCwfCkuRbXhdNVU4XzcMyRyGaymTUqFHh1QGzZ8+2Y489Nq/XRPl06dIlu29kFnXzHTt2bLgoahzf5CqSbyBk5FtevzhVTtOy56LxAlqvX6hHHHGEd178yy+/9CZTVGjo1Nell14aGCuAyrXJJptkt9Paa6/tde8FcuGbXEUKbZyXVH7hwoU2ceJEO+CAA7xyuitgfTSpou4cmHnO+hY1SFx0r2z+qUhmzpwZXg1k1d96oKb5G/111lnHu1HUkqjHjoJk//339+7roe6emRtKHXLIIXb//fdz4TUBcvXCAnIhQJCTP0A0SGzPPfe0MWPGhIuhChEgyBcBgnppOgqN/8jc00F3DYziznSobAQI8kWAIC/PPfec16BokCGqGwGCfBEgyIvmSFKDkqsrL6oLAYJ8ESDIi+5ZrgZF01mguhEgyBcBgizdq3rAgAE2YcIEmzNnjv38889eN97rr7/emjVr5jUoumkQqhsBgnwRIMjKNBr1LeqJpVNZqG4ECPJFgCBr/Pjxdv7559vWW29tq622mjVp0sRatWpl++23nzcaedGiReGHoAoRIMgXAQIggABBvggQAAEECPJFgAAIIECQLwIEQAABgnwRIAACCBDkiwABEECAIF8ECIAAAgT5IkAABBAgyBcBAiCAAEG+CBAAAQQI8kWAAAggQJAvAgRAAAGCfBEgAAIIEOSLAIGTbbYZ4C35KrQ8yocAQb4IEDgpNBAKLY/yIUCQLwIETgoNhELLo3wIEOSLAIGTQgOh0PIoHwIE+SJA4KTQQCi0PMqHAEG+CBA4KTQQCi2P8iFAkC8CBE4KDYRCy6N8CBDkiwCBk0wgFLqg8hEgyBcBAifhYMh3QeUjQJAvAgROCg2EQsujfAgQ5IsAgZNCA6HQ8igfAgT5IkDgpNBAKLQ8yocAQb4IEDgpNBAKLY/yIUCQLwIETgoNhELLo3wIEOSLAIGTQgOh0PIoHwIE+SJA4KTQQCi0PMqHAEG+CBA4KTQQCi2P8iFAkC8CBE4KDYRCy6N8CBDkiwABEECAIF8ECIAAAgT5IkAABBAgyBcBAiCAAEG+CBAAAQQI8kWAAAggQJAvAgRAAAGCfBEgAAIIEOSrMgJk6lSziy822247szXXNGvSxKxFi/S/e/c2mzIl/AiUWWZgoJaRI6eFV9fBQMLkIECQr/IGyKJFZhddlA6M1M5a76L1F16YLo+K4A+Qgw4aYr/91vC2IUCSgwBBvsoXIH/8YXbooemAaNzYrHt3s2efNZs1y1Ktkdk335g995xZjx7p9Sqn8nocyi4TCIcf/pj334ceGh8uEkCAJAcBgnyVL0CuvjodCquuavbii+G1QS+9ZLbKKunyehzKLhMIr7/+hfff3XcfbHPmzAsXyyJAkoMAQb7KEyDffmvWtGk6EIYPD6/NTeVUXo/T41FW/kA444xnvf+//vrRoVKLESDJQYAgX+UJkBtuSIfBvvuG1zRsn33Sj9PjUVb+QJg6dbZtt91Ab9H/50KAJAcBgnyVJ0D+8pd0EDzySHhNw4YMST9OQYKyCgeCjj70bx2N5BIuj8pFgCBf5QmQ1q3TQfD55+E1DZs2Lf04PR5lFQ6EH3+cb3vscZ/3tzfemOErmRYuj8q12267ZQPk66+/Dq8GssoTIMsvnw6CX38Nr2mYyutxK6wQXoOY5QqEhx+e4P1NPbMWLQr2lstVHpXlyy+/tKOPPjobHlr+9Kc/2bBhw8JFAQ8BAie5AuH33xfZwQc/4v196NCPAutylUdlmDdvnl1xxRW24oorBsLDv3Tu3Nk+/PDD8ENR48oTIOusU9pTWBor8vDD+ffwQsHqC4RXX/3c+3vnzvfb3LkLsn+vrzzK67HHHvOOMvxhscEGG9iAAQOsR48egb8vs8wydtppp9n3338ffhrUqPIESJcubhfRVV6P00X4hqS+FF45Lbvuavbuu+ESKFJDgXDaac946269dUz2bw2VR/zee++9wLUOLSuttJJdffXVNn/+/Gy50aNHW8eOHQPlVl99devXr1/qiPN33zOiFpUnQK6/Pt2477dfeE3D1O1Xj1tSN97XXrPUz6XFIbL00mYnnpge3Y5INBQIkyd/b9tue7ftsMNAmzHjR+9vDZVHfL799ls76aSTUl+JpbOB0LhxYzv22GPtv//9b7i454/UEf2gQYNsrbXWCgRJu3bt7MUlDQJGVStPgKgh13UMTVGi6Uvy8cwzi69/5BMEY8ea7bjj4hDRolHvN92UnioFRVlSIFx99Shv/fnn/8f795LKo7R+S+3zN998szVr1iwQAjvssIO99dZb4eI5/fTTT9arVy9bdtllA8/RtWtXmzRpUrg4akB5AkQuvzzdqKd2aBsxIrw2aOTIdDmVv/LK8NqGPfjg4m7DmWXjjc3+/e9wSeTw/fe/evNcTZsWHCC4pED44Yd5tttug70y48b9t8Hyv/zym9eD66OP8vhhgII9k/rxtckmmwQa/XXWWcceeOCBcNG8TJ482bp16xZ4PoXKBRdcYD/+mD7iRG0oX4BoZt2DDko36EstZXbUUWbPP58+utARgqYreeEFjWpKr1c5lXeZkffnn80uvXRx76/Momspn3wSLg3TJlhk99//vu26azoEDjzwX4H1DQVCxgMPjPfKHHXUEw2Wv+mm1711HTsOSG2mETZr1s/hInDw6aef2j777BNo6JdPfQcuueSS1Fei+DrW6av27dsHnr9ly5Z27733pr6mDt9TJE75AkQWLjQ7//wlT+eu6xkqp/LFUK+vI44IPrde+x//MJudewqOWqSeVJqiPdPoaznppKcDZRoKhAyFULduwefJJTN+JLN06nSv3XPPOFuwoMjtXaNmp/bls88+O7VrNwk07ocddljqSHJauHhRdCH99ttv9y6s+19rm2228S7Ao7qVN0AyUofE3n1Btt3WrHnzdGDovx07pu8DovVRevVVsw4dgkGi1+vfv/iQSrApU37I9qDKLDvtdK8NGPCOzZsX7HHTUCD4jRgxbYkBIi+/PNU7yvGX1b9feombieVrYWrfVffb5ql92d+Y//nPf7ZXXnklXDxS6tp7+umne119/a/dvXt3++KLL8LFUSUqI0DKQYfYd9+dvvOhP0i23HLJ12SqjKYhueGG173JEP0N+EUXvWRffTU3XLxkdMRx773v2i67DAq8Dx39TJz4Xbg4fEaOHOkFhb/xVpAoUBQscdFgw7322ivwPpo2bWp9+vSxXwsdOIyKV7sBkjFnjtk559Q9jaabV+lWu1VM04089thHtuee9wcabF2zeO+9r8LFY/PNN7/YZZeN9K6JZN6TugWrZ9fs2fXfc6QW6ZSUTk35G2ydutIpLJ3KKpennnrK2rZtG3hf6667rg3RhKioGskPkI8/Nnv99fBfCzdxYnpcij9Ellsufa/2ufH9Co/LW299aUccMTQQHHvv/UDqi/9JnXmsyuWDD2bZcccNC7xH3bhK10w0bUot00VwXQzXRXF/I73vvvt6F88rwYIFC+y6666zVVZZJfAeO3XqZOPGjQsXRwIlO0DU6GeOHDTFexQ9qnQb3U03DQbJ2mub3X9/VdxOVwP7zj33hUCjrAF/t932ZqpRWhAuXhGeeeazVMP4UOA9H3LIo97dEGuRut+qG66/UVY33WfzHVMVs6+++sqOP/54W2qppbLvV/9/wgkn2CzdwhqJlewA0S8t/4hzhclZZxXfo0rdiPv2XTz25P+W97bf3qaPWTw9R5JorEW/fm/ZjjveE2iIzz77eZs+fU64eMXR+7/jjrF13r/uP/L550Vu74TQgD8N/PMHhwYGaoCgBgpWurffftt23nnnwPvX0ckNN9zgHa0geZIdIDJqVO4eVXfdVXyPKo1F+dvfvKlQvkg9752pZf/Gjb0b7sycOTNcuiLpoOnppydaly4PBhreww571MaMqXvfjko3c+ZP3uh2/2fZfvuBqUb0Dfvpp+pshDTFyDHHHONNOZJpeDUViaYk0dQkSfPwww9bmzZtAkGy0UYbpfbTYFdxVL7kB4g01KNKo9iLNX68vbn77nZa6jnX/b8dXhPPXXXVVYGJ5yrN+PFfp8LuyUBjq5s+DRnyQSpbk30N4Z13Ztpf/xq8hrPXXvfbk09WzjWcYmnf0uSG2tf8ja0mQdRkiEn2yy/qKHGZrbDCCoHPtvfee9vHuq6JRKiOAMkocY+qkUOH2vrrrx/Y4fXvxx9/PFy0rDSS+5JLXg40ruqie+21r6WqqHp6MSkonnjiY2/qeP9n7d79cW/6lCR74oknvGnV/fuapl3X9OvVZPr06XbkkUcGPqd6kZ1xxhncTjcBqitAMkrYo0q/CnXkEf5VuHvqCGV86kilnDSOYuDAcd5Ibn+Desopw70ZcquVTl3pFJZOZfk/d69eL9qXXybrc0+YMCF1lLhHYN/SjZ6uvPJK78ZP1WrUqFG29dZbBz73GmusYXfeeWes41hQmOoMkAz1Stlkk2CQRNSjStdAdC0kfF76b3/7W1nOSw8fPsa6dLk90IB27TrEGwleKzThoy6qZz7/5ptfaW3b9kwFfr9I5n4qpe+++y4V9KfUmWZdt5jVrWZrgebPuueee2zNNdcMBMnmm29uL7/8crg4KkB1B4iod8ott9TpUZX6uWr25pvh0gUbM2ZM6qm2D+zw6hnTt2/fWHrG6Fx4584HWosWu6cay9NTv+L6eyO5Bw16z5uLqhaNHj3dDj74Ydtww9NS9bKrLbvsGl631wc1M3OF0VxSt956q6222mqBfWi77bazN954I1y8JsyZM8fOO++8OtPGH3zwwTZlClPbVJLqD5AMHRWcfHL65lKZENH9SI45RocT4dIF0Q137k8d1aydOrrx7/CbbrqpPadxJSXwzTff2Iknnpj9xbryyhtb69aH2kUXPZn6qL+Ei9ec33/XvFD/L7VNgqdFdtxxx7zvf1Fqzz//vLeP+N9fq1at7L777vP2qVLS/vPaa695U52ce+65dtxxx3mDEHUqVl2Fdb1F/9W/9XetVzmV1+P0+FL77LPP7IADDgjUz3LLLZfaxy/y7k2C8qudAMl4/31LfSuCRyMrrWR21VW6wBEuXZC5c+faxRdf7O3k/p1+v/32s4m6LhMBHdXcdNNNtuqqqwZeo1OnzjZu3Efh4jXvm28KvwNfqTXUMGofKgXtf/3797fDDz/cu7bgf23XRc+j59PzRrV/5/LCCy/YZpttFnjtuIIWDau9AMkYOtRSP7OCQbL++mYR9KiaOnWqHXLIIYEdXj1LzjnnHO/w3JVuDLTxxhsHnrdST81UGp3q23XXXQN1t/LKK9s111wT2yC2uE/N6IK8Xi885qKhRUGmo4/MEv4x1NCi19Hr6XWjxqm+ylS7ASI64tAdDnUE0mhxkExNHaHMiqBH1YgRI2zLLbcM7PAtWrSwu+++u6Ab7nzyySc5bwx06aWXVvzF4Urz6KOPeg2jvy7VXfbJJ58MF42MtvXAgQPrXBzeYostIr84rDsC6vpbhw4dAq/lXzTJYY8ePbwxJkNTP6TUe1DjMhqi9Sqn8nqcHh+eLNG/6PX1PqK+QyGdDSpLbQdIhnY83fkwtSPOTe2QQ1JLz9QOelYEParUBVGH+OF7NOgL9qruS9IAzaZ61lln1bkxkE4bRH1joFqi7rBXXHGF1z3WX6977rln5L+e1T11q622CrxOKbqn6n4cGpgX/oWuRX/TSPbBgwd74y6ipOfT8+r563ttvS+9vyjV191Z27WauztXGgLEb8wY+2D77e3i1M74Z98XIIoeVQqDf/zjH3XC4IgjjrDPdadEHzUsd911V87QKfWNgWrJjBkzvF+u/jrWDZFOPfVU75duMbRNcw2QO/PMMyMdIKeLyRdeeKF3Oi78Wl27dvWOGOKaLUGvo9fT64b3c70/vc+oL37XyoDLSkWAhP3xh424/35rk6NHlXrNFEuno/7yl78Entt/Oko3BoritBfyp3Po2267baDO9cPhtttu8869F6K+KTq6dOkS+RQdOh0XnpVXnSt0Mb7cs9zq9fU+wp099H71vqNUzVO+VDoCpB7qDdO7d+86FxH333//SHqc/Pvf/65zQTzc6ERx4R35UW8enYpR7x7/NlDvH/UCykd9kwQOHz48XLQouuCuOaP8r6PTYjp9U86bSOWi96P3Fe75pfcfdccB9apT77rw4N6kTjqZBATIEuTqUaVeNOoTX2zDrtNi+uUUDikt6vpbKTcGqiWZU0LhbaJut+p+m0uuacr1y7sU05Tr17v/Bk26r4YayKivMURN70/v039PEH2OqI9GJOnT3icJAZIn9ahSrxn/TqlTS+pd43JqSb94dWOg8OBDHYVU6o2Baol+HR900EGBbaMfDuqmmulZFOeNknRhWL2P/O9HF+c1E0KS6P2GOxXoc5Xiwnd9N95Sd3hEgwApQH09qvSFWFKPKr9hw4ZZx44dA8+hX0g6GuEXUmVRN1vNxeTfVvrhoGsa4Vu17rLLLiW5VauCyj/RoE7R9OrVq+DrM5VC71vv33+qSZ9PnzNq9d36Vz3uRo8eHS6OAhEgDtSLJt8eVWEaRe5/jM7RnnzyyZyjrWD64XDHHXfUOY+fWdZdd10bMmRI+GGRmDRpUqCXkX68VMsRqj6H/8eYPqc+bymo2/thhx1WZ9tVS12WCwFShFw9qnQKSr1w6huYpTEcmbL61fW+plZBIuiHg+5Tkdl++gXdp08f+/XXX8NFI6GjmZYtW2ZfT0e61TZYTp/Hf0pLn7cUR3EZ6gavwM+8nrYf3BEgEVAvG/W28QdJ69at7aGHHgoX9U5TZcq8/vrr4dVIAJ1u1PbTNbFSUSPqP0WmQXNRj+quFPpc/kGB+tylDBFN/ZN5rUceeSS8GgUgQCKiaxc33nhjnX7vO+20k40dOzZbTnMvESDJlpmSRNP4l4JO4/inPdGpl7gGA5aLPp//FJM+f6lOZ6m7NQESDQIkYup9o2nWwz1zNB22LhISIMlXygDRPuK/5qFG1aWXXxLpc/pDRPVQigvrBEh0CJASeffdd71eOZkdVYumc/BfMyFAkqlUAaKurP7eVjqtU+1HHmH6vP7TWaqPqLv4EiDRIUBKTDvoeuutFwgSAiTZShUgmoMrs2/ownK1XvNYEn1u/4V11UuUCJDoECAxUC+dyy+/3Jo2bRoIkMcjuPcI4leKANGI7Mx+oa6tmuixlunz+7v4RjlinQCJDgESI30p/vznP2d3XvqgJ1PUATJ58uRsjytdL2O/SFM9ZK4lqn5UT1EgQKJDgMSMi+jJF3WA+CdG1AhtLKb6yNSN6ikKBEh0CJCYESDJF2WA+E9d6bx/UqcnKRXVh/96SBSnsgiQ6BAgMSNAki+qANHMv5nJ/nSqJmkTI8ZF9ZI5laX6KvamVARIdAiQmBEgyRdVgGja+My+oKnOUT/VT6auVG/FIECiQ4DEjABJvigCRPfHyNyGVpM0FnsL3Wqn+slMZql6K+b+JwRIdAiQmBEgyRdFgGjCzcx+oDv2YclUT5k6U/25IkCiQ4DEjABJvmIDRAPldM91PYfmTqu029BWKtVTZq451Z/rQEsCJDoESMwIkOQrNkD69u2b3Qd69+4dXo0GqL4ydad6dEGARIcAiRkBknzFBkiHDh28x+uGZFHf+rbaqb4yN3JTPbogQKJDgMSMAEm+YgJkwoQJ2e3ftWvX8GrkQfWWqUPVZ6EIkOgQIDEjQJKvmAA577zzstt/6NCh4dXIg+otU4eqz0IRINEhQGJGgCRfMQHSpk0b77G6CFxrU7VHRfWW6YSg+iwUARIdAiRmBEjyuQbIp59+mt32PXv2DK9GAVR/mbpUvRaCAIkOARIzAiT5XAOkf//+2W0/ePDg8GoUQPWXqUvVayEIkOgQIDEjQJLPNUAOP/zw7LafPn16eDUKoPrL1KXqtRAESHQIkJgRIMnnGiAtWrTwHte2bdvwKjhQPao+Va+FIECiQ4DEjABJPpcA0fiFzHY/6qijwqvhQPWYqdNCxtMQINEhQGJGgCSfS4CMGjUqu92vvPLK8Go4UD1m6lT1my8CJDoESMwIkORzCZCBAwdmt/tjjz0WXg0HqsdMnap+80WARIcAiRkBknwuAXLuuedmt/v48ePDq+FA9ZipU9VvvgiQ6BAgMSNAks8lQHr06JHd7q6zyCJI9ZipU9VvvgiQ6BAgMSNAks8lQA488EDvMY0bN7ZFixaFV8OB6lH1qXpV/eaLAIkOARIzAiT5XAJk99139x6z0korhVehCKpP1avqN18ESHQIkJgRIMnnEiDbbLON95hWrVqFV6EIqk/Vq+o3XwRIdAiQmBEgyecSIO3atfMes+GGG4ZXoQiqT9Wr6jdfBEh0CJCYESDJ5xIgHIGUBkcg5UWAxIwAST6XAOEaSGlwDaS8CJCYESDJ5xIg9MKKHr2wyo8AiRkBknwuAcI4kOgxDqT8CJCYESDJ5xIgjESPHiPRy48AiRkBknwuAcJcWNFjLqzyI0BiRoAkn0uAMBtv9JiNt/wIkJgRIMnnEiDcDyR63A+k/AiQmBEgyecSIMIdCaPFHQnLjwCJGQGSfK4Bwj3Ro8M90SsDARIzAiT5XAOkf//+2W0/ePDg8GoUQPWXqUvVayEIkOgQIDEjQJLPNUA+/fTT7Lbv2bNneDUKoPrL1KXqtRAESHQIkJgRIMnnGiDSpk0b77GrrbaazZ8/P7waeVC9qf5Uj6rPQhEg0SFAYkaAJF8xAXLeeedlt//QoUPDq5EH1VumDlWfhSJAokOAxIwASb5iAmTChAnZ7d+1a9fwauRB9ZapQ9VnoQiQ6BAgMSNAkq+YAJEOHTp4j2/SpElB4xeQHk+jelP9qR5dECDRIUBiRoAkX7EB0rdv3+w+0Lt37/BqNED1lak71aMLAiQ6BEjMCJDkKzZANIts5iLwqquuarNnzw4XQQ6qJ9WX6k315zqrMQESHQIkZgRI8hUbIHLZZZdl94MrrrgivBo5qJ4ydab6c0WARIcAiRkBknxRBMj3339vK6+8svc8a6yxhn333XfhIvBR/aieVF+qN9WfKwIkOgRIzAiQ5IsiQOTCCy/M7gsnnXRSeDV8VD+ZulK9FYMAiQ4BEjMCJPmiCpCffvrJ1llnHe+5llpqKRszZky4CFJUL6of1ZPqS/VWDAIkOgRIzAiQ5IsqQOTRRx/N7g9bbbWV/f777+EiNU31oXrJ1JHqq1gESHRKHiADTm6U11IrajVAwtu7viUJogwQ2XvvvbP7RK9evcKra5rqI1M3qqcoECDRKfk3NtxA1LfUCgKk4SUJog6QyZMn2yqrrOI9p07VPPvss+EiNUn1kDl1pfpRPUWBAIlOyb+xSWoY4lDrAVINog4Q8Z/Kat68uc2YMSNcpKbo86seMnUSxamrDAIkOiX/RldTwxEFAiT5ShEgcuqpp2b3DZ33dx0ol3T63P7rHqqXKBEg0Sn5N7qaGo4oECDJV6oAmTdvnm299dbZ/WOPPfaouSnf9Xn1uTN1oPpQvUSJAIlOyb/R1dRwRIEASb5SBYh89dVXtsEGG2T3kcMOO8wWLVoULlaV9Dn1eTOfXfWg+ogaARKdkn+jq6nhiAIBknylDBCZNGlS9jUyIVLtRyL6fP7w0OdXPZQCARKdkn+jMw1HQ0t9vp/5gc2cOLLky6QJI+29sSPttVEjbeTI0i4nnnhidue9/fbb66wvxfLG6JE24Z2RNvWDup896uXnH3Jf/A1v81xLUpQ6QGTcuHHZnlladFqnWq+J6HP5T1vpc+vzlwoBEp2Sf2vDjUSuJZdPRt1dp1ypljP3a2S7tWtkzVZM71TVtrRevZHtv3Uj631w3c8e9TLwtGW94A8Ll8u1JMVyyy3n1WvTpk29gC4VNaItW7bMbkddWP7yyy/DxRJNn8d/wVyft5ThoTm0dtppp+zrderUyX744YdwMeSp5N9a18bhnaf/t04DU6qFAIl2mfnpiPDmzK6rBgoOf/3q1Mu0adPCxSKh0zj+ayLq2lot40T0OfxddfU5S3XaSiPa+/XrZ6uvvnqd74cmabzjjjts4cKF4YdhCUr+jXZtOBb+Ns8+erW/vTO8T8mX5x7uY4Pv6GPXXd3H+vQp7bLnnntmd9wTTjihzvpSLLdc38ceHtDHXn6k7mePepn27pPhTelx3Q8q0auvvmrt27cPNELLL7+8XXLJJfbzzz+HixdNF5L9vbMaN27sjdBO6rQnet96//ocmc+kz1eKC+by4osv1tle+hEQ/iGw+eab28svvxx+OBpQ8m90NTUcUeAievV45plnbJNNNgk0Qprs74EHHggXLZq6sp5yyimB19Kpn6RNwKj36z9lpUWfK+quuqKR6926dQu81rLLLmsXXHCBd91Fy/nnn+/9zV/moIMOimzUe7Ur+Te6GhuOYhAg1eW3336zm2++2Zo1axZohHbYYQd76623wsWLphHZ/ovrmupDU50Xc3+MOOj96X1mpibRos8R5QjzDM3WqyOccDB07do15ymyzz77zA444IBAWV3n0rTxxc78W+1K/o2u1obDFQFSnb799luvgVx66aWz21enaI499lj773//Gy5elClTpgQmYNSi8/i6Y1+l3R5X70fvK3MzqMyi96/PEaU//vjDBg0aZGuttVbgtdq1a+edxlqSF154wTbbbLPAY1u1amWDBw/2nht1lfwbXe0NR6EIkOr23nvv2W677RZohFZaaSW7+uqrIx/LoV/vmfuJZBbdM/yiiy6yWbNmhYvHSq+v95G5h3lm0fstxVHH6NGjrWPHjoHX0gVzXTgv5FqRyt52223Ze9Znlm233dbeeOONcPGaV/JvdK00HPkiQGrDY489Zn/6058CjZB6GT3xxBPhokXRKRadasncHjezNGnSxDtlM3To0MiDqz56Hb2eXlev738/en+lOCX0xRdfWI8ePQKvtcwyy9jpp59e1Gk93UJXc3DpufzPfdRRR9X8RJd+Jf9G11rDsSQESO3QhWGdvllxxRUDjZAGzU2YMCFcvChqLC+77LI6v5y16G/HHHOMdypm+vTp4YcWRc+n59Xz1/fael/FNOa5/Prrr3b55ZfX6UnVuXNn+/DDD8PFnWk7+XtOatH21HYtxYX/pCn5N7oWG46GECC1R4Pljj766EC3VV0rUe8j/dKNknoW9e3b1zp06FCnMc8sbdu29X6167SajhjGjx9vv/zyS/ipArRe5VRej9Pj9Tzh584sen29j1KMntfo8fXWWy/wehtuuKENGzYsXDQyTz75ZGA8jha9h1KcjkuS2vxGl1GtBgjMO4e+3XbbBRoh/UK/9dZbCzpPny/9ej7vvPOsTZs2dRr4+hb1PtKpt8ySGXWfz6LX0etFfXSV8e6779ouu+wSeE2dGrv22mttwYIF4eKR02vo+xs+Xbjrrrt6175qEQESMwKktqk3z3333ef17vE3Qur98/zzz4eLR2bixInWv39/O/zww+v0iHJd9Dx6Pj2vnr9UdEFeg279XYD1/8cdd1zJBh82RL3q1LsufESpXnjffPNNuHhVI0BiRoBA5s6d6/VSCv/C13gEjUsoNTV0r732mg0YMMDOPfdcrzHed999bffdd/fGsOjoQ//Vv/V3rVc5ldfj4mgoNcbmxhtvrNOTS3NZjR07Nlw8dhrns+OOOwbem96rxgXpvdcCAiRmBAj8NBbi4IMPDjRCGgCnU0Fz5swJF68Zw4cPt4022ihQL61bt7aHHnooXLTsHnzwwTrdqTfeeGNvpoJqR4DEjABBLpqDaYsttgg0Qpo2/p577qmZG0rJxx9/bF26dAnUwworrOD15FrShf5y0hxomgtNc6L53/s+++xjkz6JdsBkJSFAYkaAoD6aDfbOO++sc41Cc0eNGjUqXLyqaEr1M888s874kSOOOMI+//zzcPGKpVmZdV0o8/5XbbSmbd5kD7vjrEfsl9nxjMeJEwESMwIES1JfY3rkkUcmqjHNh0JTF+FzhaZmPU6qV155xbbpsK2t22hz277RoXZwo4vsnOb326t3fWyLFlbPtCgESMwIEORLp3PCc14l4XROvkaMGFHntF2LFi1s4MCBVXHaTp9h6N3P2OEtzrfjGt1qJzca4C1XbDnUJo6cGS6eSARIzAgQFOrpp5+uc0FZYy50a9YkUseBQw45JPB51HFAvbyqsePAz7Pn2WPnjLFTmwzMhoiWuw79j307NdqpXeJGgMSMAIELDWK74YYb6nRp3Xnnne3tt98OF69I6rrcu3fvOl2X999//5KOI6kUX3862/6577OBEDltuXvsqYvH2vy5yez2S4DEjABBMeobVHf88ceXZVBdPjKDJ9dee+1AcGy66aYlHTxZqT549gu7dJNHA0FywdoP2pgHPrOkzRpPgMSMAEEUxo0bZ506dQo0yLpB03XXXRfLtB750h0I45y+JSkW/rbIXrxlgp3VbHAgSK7bYZhNfbO8U/EXggCJGQGCKA0ZMsTWXXfdQAOtSQ6feuqpcNFYaQLJnj171pnuQxNI6uZbSJv77Tx78ORRdsrSd2dD5G+NB9igY0ba7JmV31GCAIkZAYKoaWrzPn361JnafK+99op0avN8aIrzK6+8MucU9prNF7nNeP87u2n34YGjkTNWGmTPXPWu/T5/Ybh4xSBAYkaAoFR0c6Xu3bsHGu4obq6UL031Hr6J1vrrr2+PP/54uCjqMW7oFLvoT/8KBEnv9f9l4x6fGi5aEQiQmP3zlmts7dUaecvbbxEgiJ5u77rNNtsEGnLd3vX2228vyXWH999/35t00f96uo3vVVddFdvdEKvJb/MW2jNXjrMzVrw3ECQ37zHcZozP74dA5jGlRoDEbOjga6zbto285ZPxBAhKQ4PY7r33XmvZsmWgYW/fvr29+OKL4eJOdC3j5JNP9q5tZJ5f1zx0d8KZM6tjoFw5zf7yZxvUc4R3TSQTCLpW8tApr3nXThpCgFSp15+6xq7+ayNvmTGRAEFp6Y6AF1xwgTdQzx8k3bp1s8mTJ4eL50VTld9yyy3WrFmzwHNq+vc333wzXBxFmjJmll2z3bDA0chZq91nL936gS36PfeIfQKkSr337DXZ27t+PZkAQTwmTZpkXbt2DTT4CpVevXrZTz/lPxr62WeftU022STwPBrf8cADD3jjPVAaqto37pvojRfxB8llmz5qk16rO/6HAKlSBAjKSaev2rVrFwiAtdZaywYNGtRgAHz66afejaX8j9OI8osvvtgbYY54aMT6sN5jvRHsmZA4r+UD4WIESLUiQFBuupDer18/78K6PxA6duzoXYD3mz17tp1zzjl1ZgY+9NBDberUyuwZVAu+nfKj9T/kP15I3H7Ac+HVBEi1IkBQKdS1V1181dXXHw49evTwpo2/++67vdlx/eu23HJLGzlyZPipUCY/zfo15/QnBEiVIkBQaTTYsHPnzoGg8M+1paV58+Z21113effvQOUjQKoUAYJKNWzYMNtwww0DwaFTV2eddZZ3KgvJQYBUKQIElUwTMZ544one2A7NsfXJJ5+EiyABCJAqRYAAKDUCpEoRIABKjQCpUgQIgFIjQKoUAQKg1AiQKkWAACg1AqRKESAASo0AqVIECIBSI0CqFAECoNQIkCpFgACoFgRIzAgQANWCAIkZAQKgWhAgMSNAAFQLAiRmBAiAakGAxCwQIFPeCK8GgMQgQGI289MRNvCUZez+c5rb/J+/D68GgMQgQMpg7g9f2IJ5P4b/DACJQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcESAwyAweXtABAktBqxSAcFPUtAJAktFoxICAAVCNatRgQIACqEa1aDAgQANWIVi0GBAiAakSrFgMCBEA1olWLQbi3Va4FAJKGlisG4bDItQBA0tByxYCQAFCNaNViQIAAqEa0ajEgQABUI1q1GBAgAKoRrVoMCBAA1YhWLQYECIBqRKsWAwIEQDWiVYsBAQKgGtGqxYAAAVCNaNUAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABO/j8IzOo257DL6QAAAABJRU5ErkJggg==)
PN: 4658-H-02
CAS: 1269494-42-9
Molecule Weight: 373.07
Formula: C10H7F3INO3
PN: 4648-3-1Q
CAS: 31385-12-3
Molecule Weight: 247.173
Formula: C10H8F3NO3
PN: 4H58-3-7A
CAS: 404010-71-5
Molecule Weight: 265.164
Formula: C10H7F4NO3
TSCA: Not listed on TSCA inventory