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RLDeaf9wZcROlposPUlIPHJf7FufP7GaBL3J+5X3L/eCMjwE5DefOQjpbzjHfXvTjfrrKV87GP1745N99/fFYgNN6wv6fLHP3Yt/8536kso7QckPoVw/vnnrz4BsN0TziNF3J+4X3H/evu0RQEZfgLSGwFpn4D0S7sBueCCC6r1Yjrz0SjuV9y/uJ+tCMjwE5DeCEj7BKRf2g1IY9be008/vb5oVIj7Ffcv7mcrAjL8BKQ3AtI+AemXdgMSM9nG/FGj9cOU4n7F/Yv72YqADD8B6Y2AtE9A+qXdgLxj2vPxgx/8YP3bo0rcv7ifrQjI8BOQ3ghI+wSkX9oJyCOPPFKts84669QXjSpx/+J+xv2dGQEZfgLSGwFpn4D0SzsBufzyy6t1tt9++/qiUSXuX9zPuL8zIyDDT0B6IyDtE5B+aScgjckT99577/qiUSXuX9zPVpMrCsjwE5DeCEj7BKRf2glILIt1Dj300PqiUSXuX2+PhYAMPwHpjYC0T0D6pZ2AHHPMMdU6Rx55ZH3RqBL3L+5n3N+ZEZDhJyC9EZD2CUi/tBMQ70CmGysBGb/1LDP9Gm7DvwWdTkDaJyD90k5AnAOZbqwFpBN15lZ1EgFpn4D0SzsBMQprOgEZfp25VZ1EQNonIP3STkBcBzKdgAy/ztyqTiIg7ROQfmknIMGV6F0EZPh15lZ1kJ9MC8gBLZ7Ie00LyDgBqTw3LSB7xg5wJgG5b1pAYvl5AtKjdgNiLqwuYy0g9a9O0Blb0cE+Mi0grV4JxRP9YwJSuX9aQOIPesOZBOSP0wISy78jID1qNyBm4+0y1gLSiTpzqzqIgLRPQPqn3YD4PJAuAjL8OnOrOoiAtE9A+qfdgPhEwi4CMvw6c6s6iIC0T0D6p92ABJ+JLiCdoDO3qoMISPsEpH/6EpALL7ywWnejjTaqLxrR4v7E/Yr71xsBGX6duVUdREDaJyD905eATJ06tSy77LJlttlmK3fccUd98YgU9yPuT9yvuH+9EZDh15lb1UEEpH0C0j99CUg44YQTqvW/9rWv1ReNSHE/4v7E/WrHWAlIJxOQXghI+wSkf/oakDjhHM/PeNV+3XXX1RePKLH9cT/i/rQ7MGA0B+TZh28tb015vf7tjiMgvRCQ9glI//Q1IKExueInPvGJ8tZbb9UXjwix3bH9cT9aTZ5YN1oD8tDtvy/jt5m13Pi7A+qLOo6A9EJA2icg/ZMJSPjSl75U/dzBBx9cXzQixHbH9sf96IvRGJCpb00pE/dZrgrI4/deWV/ccQSkFwLSPgHpn2xAHnroobLIIouUOeaYo1x5ZefvdLqL7Y3tju2P+9EXozEgt118eHXC/OJjN6sv6kgC0gsBaZ+A9E82IOHcc8+tnotLLLFEefjhh+uLO1JsZ2xvbHdsf1+NtoC8/tJT5fid31mO22G+8vKzf6sv7kgC0gsBaZ+A9E9/AhL22GOP6ueXX3758uyzz9YXd5TYvtjO2N7Y7ozRFpArfrlN9e7jhnP2rS/qWALSCwFpn4D0T38D8ve//718/etfr24jZrLt1IjEdsX2xXbG9sZ2Z4ymgDzz8C3lmG1nL7/a/YPlzcmv1hd3LAHpRT0gsRO84oormv8WkOl6CsiJJ55Y/va3rrfjAtLagQceWD0+8ZhlxRDY9ddfv/lOpNMOZ8X2NN55xHa2O2S3J//6r/86agJy7mFrVO8+Jv351PqijiYgvWgEJJ6kW2yxRfWEjWjEjKGNzy0QkC7dA3LDDTeUlVdeufr3PPPMUw4//PDyhz/8QUBm4pRTTqkmEIzHZ7HFFivnn39+fZW2xU558803r24rzjF0yon12I7Yntiu2L5sPF577bWy3377VX97cVuf+9znyl133VVfbcS4/8ZfV/E4+9DV6os6noD0Yskllyxzzz13WXDBBasna8wU+q53vav63wsvvHD1JP6nf/qn+o+NSY2AxKfJxUVh8b8jwPPOO2/1vz/wgQ8ISE2EdrXVVqsel9lnn728+93vrv53fK233nrpHWMcFopzC/H8jFFOMVR2uK4Tid8bvz+2I7Yntit72OrUU0+tnl/x+CywwALNv8U555yzel49//zz9R/paHGx4Cl7fLgcs81s5ekHb6gv7ngC0sJZZ51VPTEbT9aDDjqovPHGG+XVV18t++67b3PHGIH5/e9/X//xMWXy5Mll9913b+78Iry//vWvq2VxCOsrX/nKDMvuvvvu2i2MLU888UTZcsstm6FdY401yi233FItu+qqq8onP/nJAdkxxuimGCIbtxUX61177bX1VQZV/L7GRYKxHZnRVuHGG2+cIbRbb711dQQgQjRhwoSy+OKLV8vi3dv48eOHLZZ9ddN5B1bvPi47ccv6ohFBQHpw++23l7XWWqt6QsYrpo9//OPl0Ucfra9W7Rj/8R//sblj/Pd///cxuWOMq4eXXnrp5g4vToxGaOtihtXGzizW+9///d/ywgsv1Fcb1SK0hxxySPMdbcT0jDPOqK9WTSZ43HHHVe94Y714pZ3dMcb1FY2LDSNYMefUYE/AGLcfv6cRyPj9fb3OIzz55JMzhHb11Vdvhra7F198sey2225lrrnmqtZbccUVy6WXXlpfraO88vwjZcKOC5Tjv71gee3FJ+qLRwQB6SZGh2y//fbVW+14Eq666qptvWKLk+qNV1nxBN5ll13GxI4xdhJrr712M7QRjp5C211PO8ZjjjmmrdlXR7ruoY13tD/4wQ96DG13sWOMj3btvmO87LLL6qu1JX5/HFJshCSmTo/P38iei6iL24nbi9vtfgizL9OTNERoDz300GZoP/zhD/cY2rp77723OYggvjbZZJPywAMP1FfrCJdM2Lx693HLHw6tLxoxBKR0PfHHjRvXfHUcJ/pOOumk+motxQ7wF7/4RfMYduwYjz322FG5Y4zQ7rDDDs3QxpDMdkLbXewYv/vd7zZ3jP/8z/+c3jF2ugjtOuus0wxtnEB+5JFH6qu1VN8x/sd//EdqxxjP9ZjtNqZMb9xWxDwGhUycOLE6LNQXsX78XPx840VBfMXtx+/JxOmcc84pH/3oR6vbiYEFEdrXX+/bxIIXXXRRc7RXDOLYa6+9ev2Ew6H05H3XVNOVnLrX0mXqm5Pri0eMMR+QeKI1DkMNxBMtdoy77rrrDDvGyy+/vL7aiBQ7gyOPPLIZ2ve9733VkNPsCdEQO8bG4ZX+7Bg70XPPPVd23HHHGUJ7zTXX1Ffrk4HaMcYLmzikGJ/8N9988zUf//h6//vfX11jEdseo50OOOCAKgbx3/h3fD+Wx3rdfy5uJ24vbjfzwumvf/1rv0Pb3UC8MBwM8fcy8QerVO8+Hryl7+/OOsmYDcikSZPKBhts0HzyD/Rb3Xvuuad88YtfbN7+f/7nf5YHH3ywvtqIcfHFFzdDG4MG9txzz/Lyyy/XV0uLnc4//MM/NHeMe++9d2rH2AneemtqGT/+hLLoootW92cgQttd7BiPOOKIGXaMJ598cn21tsXjfMEFF1SHymLodQxb7x6GmX3FerF+/Fz8fPb/r3poP/WpT/U7tN1lD00PlrPOOLFssPIs5Zh91qkvGnHGXEBeeumlIT3ZFtc+NHaMMWordowximukqIf2y1/+cjVcdzDUd4zxCvdXv5pYX62jXXfdI2XDDY8u73rXGlVov//97w9oaLuLHeO3vvWt5o7xX/7lXwbsc0Eee+yx6pBijJqKdx+Nr/h3fD+W91cMCDjqqKOaoX3ve99b/Y6BCm1dfXBMO+fsBlo8F+IFxcILzFHuu3dwBzIMhTETkJ6G+/385z9PjWrpq9gx/uxnP6uuG2nsGLPTVQyVemjjYsnBDG13zzzzTHPHuMgiK5dNNz2q3HHHU/XVOsrDD79YdtnlD+WTnxxffW233dHT3nEOzVXgf/nLX2bYMf73f//3gOzgB1PMSrDCCitU2zzYoa2L4flLLbVU9bu7D88fCo35yuId12gwJgIS4+pXWmml6v+4GD668847p8fV90fsGLfbbrvmK8ZPf/rT5c9//nN9tWE1nKGtu+OOO8tmmx1U7ZBXWml82W+/S8vTT3fWu7dXX51Sxo27btqr/19U27nZZmeU668f2le1Db/97W+bO8Y4vDSUO8Z23XfffdUordjG+Np4442r7w21GOX1ox/9qHm4LkaLnXnmmfXVBlS8c4/Ds/GOq1PnKeurUR2QGHf+1a9+tflkXXfdddNX9g6k2267rZp+IbYphjv+z//8T0fM53P11Vd3RGjrLrnkgbL++qdWO+jPfGbCtMDdXKZM6ftJ2oEUR1nOOefu8vnPn1xt11prnVh+/es7ytSpg3P4pV2xY/zhD384w47xN7/5TX21IRfvaOPVd7zbiO2K2RsuueSS+mpDrjFFUWPY8Zprrln9fQ6GiGX8jhiIMlqMyoDEXDn7779/c3TJMsssU84777z6asMu/rAb4/LjDz7+8GMHMNRigru46Kt7aO+88876asMqghHhiIDEDjuCEmEZDrfe+kTZfPPfVNuxyirHlsMOu7q8+GJnvdKPHWO8MGnsGOMFy2DtGFuJd7RxXiPOb8R2xKvv//u//xuWd7StXH/99dURgdjGuNJ92223rY4YDJSIZdx2HLbrtPveH6MuIKeddlpzrpx3vvOd5Sc/+cm0nc+U+modI4IR8wQ1XjHGIYg4FDEUegptXAjWyeIQVhzKikNasQPfdttzy6RJQ3M44MknXyl77fXH5nmOHXY4rzzwwPC/Q2slDpE2doxx6DQOoQ7kjrGVP/3pT80JNeMd7be//e1qxFUni3OTjTnb4pzlT3/609S1LN1FMOIcYtxmjGYcTUZNQGKunM985jPNVxDf/OY3y1NPdfaJ1+7ipGec/GzMMBonRePk6GCJ0H7oQx+qftdCCy007VX0YR0d2ro4qb7FFmdVO/JPferYae/eriwvvNC3i83aNXnyW+XYY2MupuOq37fRRqeVK68cGZ8Y1xA7xsZ1G7FjjEEd/d0xzky8o43rQeJ3xdfnP//56hqPkSJGSe6zzz7Nue6WW265aphyVrzjituZ2efkjGQjPiAxV843vvGNGebKufnmm+urjRgxDDOGYzZeMcZopIE84XbTTTeVz372s83QbrXVViMqtHXnnXdPWW+9X1Y79jXXPGFaGP9SXYcxUC688L7yxS/+qrr91Vc/vpx88q3TdrwDd/tDKXaMMYy8sWOM4eUxzHygxNXicbFhY1r6uJo8O3liJ4jrtjbddNNmCL/whS9U13f1RbzjioEoce5nOAYLDLYBCUjjAe5Jq2U9iRPfMftoXG0bT8Q4tBPHDWNHF8cpu4u3l/HqOW4/5so5/fTTZ1g+ksWFYY3PTojrIuL6iP68YoxIxGMY0YjbjIhETEaD1157sxx99PXNkVCbbDKxuh6ju8ZhpzPPfPsr4cay7u6559lp72LPqb6/8srHlB/84PJpIX9thnVGqtgxxoWtjb/NuOC1rzvGuvjbi7/BuL34m4xPVxxJ72hbibnuYkLVuG8xrD1mmmh3rruddtqp+rkYEj8atb9nb6FVJFotq4tXQzF5Wkw4F0/IeOUdx+njWGrjYraGmAk3/h2RiVc9fZ0rZySIK3tjqooY+hf3NaIaV2z3RfwRx+GpRmjjsFXMXTQaPfpoXLtyUfOw1jPPTB/y24hEvFuJQ1Ld9RSQtdc+sfreVludXe66q2/zQ40UMcVOfccYU/H0Rbzbj3f9cRtxFCCOBsRRgdEmpmaJue0ac93Ff3ub6y4O28W5nxhAEKPQRqP29uy9aBWJVsu6iyDEu4141T2zCd3ihG93cTFSp18wNRBiipWYI6rxWMakejGHVG/ihHicGB/toa278cbHqkNZ3YfUNiIRX3EYqrueAnL++fdOe34NzhX3naSxY2x8MFPsGGNS0FY7xhDvaOM8Y+MdbZx/jPOQo12884jZthsX2EaAu3/EdXeNz2w//vjj64tGjd737G1oFYlWy7prvNUbTWOkB1pMIRFTr8TjFE/gmIOop1eMMQS38eSNrxii22mfjT3UGpHYeOOJ1TUbcQFgfdlYVt8xxscT9LRjjHe0MbIxRjjGejHiMT4lcKyJz/2JcyKNv7E4V9J9rrs49xPfj1FogzU1Syfofc/ehlaRaLWsu8b00u28sh7LYkhgfLBQ4xVjTKEdn68RrxjjhF2EuPEpivHkjYsDmR6Jyy57oPrv+PHTPz5UQKar7xg322yz6uhAiGupGn+nMfQ7ZuaNQ8xjWYzOilFa8ZjE4IQYvRUX38Y7/xhROdr//nrfs7eh8WRr9dWbxnH+Tpt6oVPFkzQGGzRiEZ9s13hVGNOQxNvm0fzKp6+6RyJOjscFiY1hvwLydvERzY0dY/xtNj6fI75idofMpwuOVjG4JQb0NOa6a1xXFe/8R7ve9+xtaBWJVsu6E5CcmJplvfXWqx67OIkZn0s+Wk/Y9Uf3SPz1r09XFyIefnjXlOEC0rM4XHX44Yc3h/3G9CMxrxw9iws041quxj4vpgWqjxwdbXrfs7ehVSRaLevOIaz+iY/7HC3DcgdDPRJxRXkM+42ry+vLmFG824gT7d7R9i6Gysd+rDF1S7yoi7m2OmGuu8HQ+569Da0i0X1ZXMYfV1jHaKt4gKPWTzzR9WHyjZPo8fkAMNDqkXj88ZergBx00BVvWwYZ8QIughFD5ePcUMzuG4eWY78WlyfE7L/DMdfdYOp5r99H7QYkZrqMBzU+xCUOs8Sw3JjkLcQIhghLzEMzs7l6YhgqZPQUiSOOuK66XqSnZdBXjRkeul/QHIfkY1r9+NyRWBZz3cXnkYwWPe/1+6jdgNTFB8jECaeGxoWEMYIhDsnEqKIoeXy8Zf1CQuiLniLxyiuTmxcM1pdBX8TFubF/ioj0JF40xycgdp/rLj4hcaQbkD1yq0jMbFlcZR3Tl8eQwe5iyGCMLop5euLkXbwric/ijouWbrhh+tBL6IuZRWLixNtnugzaES9y47BVHL7qbR6++Cz2+Ez22CfGXHfxWe0DOdfdUHv7nn0INKISV706aQ6MZHEoPvZn8SK3XSeddNIMc92NGzeuX3PdDZdhCUiIK6j33XffagoEgJEoZniIaYJirrm+zgFWn+sujrRcdNFF9dU62rAFJERE4sEHGIkaH5kd07tkxVx3m2yySfPITJzvvf++SfXVOtKQBmSjjTaqhrrFhH4xtnyHHXZ42zkQgJEgpimJk+Ix6Gcgpq6/9NJLm3PdrbrsXOXcE3YrU17v7IuChzQg55xzTjU/U5wcj+G622yzzYg+gQSMTXFRZVxpHjv7gfwY6Jjr7qTjf162Wm+xctRWs5STd1283HX1hPiF9VU7wpAGBGA0mDBhQhWPddddt75oQLz+yvPlTxN3LsduN2cZv/Us5TcHrVQen9R508gICGNCq6G6rZZBXVwEHROWxkSm8dEJg+n5J+4q5/9s3Soi8fXHX3y1vPxc50xkKSCMCa0i0WoZ1MXH08a7j5133rm+aND87S/nlYl7L1tF5Lgd5is3nrt/eXPK8E+lLyCMCa0i0WoZdPe3ByaVueeeuyy22GLVRyoMpalvTSm3XvSTcvzO76xC8qvdP1gmXX9afbUhJSCMCa0i0WoZdHfUPhuU1ZefpZw44ej6oiHz+ktPlctP/mY5ZtvZq5Cc/ePPlKf/NjwfJywgjAmtItFqGTQ88teLus5FfHfFMnXqW/XFQ+6Zh24u5xy2erVNx2wzW7n8xG+U1156+8WMjfMnPX31V/9vAUaARiRafcHMTJ36ZjljvxWqne6jd19aXzys7rvh9HLKHh+utu34nRaqzpd0N1Cx6Mng3Cp0mFaRaLUMwu2XHlnthC/8+ZfrizrCW1NeLzf+7oBy3I7zl5vPP3iGZQIC/dQqEq2WwRuvPFtO/M6i5Rfbz1Neevr++uKOJyDQT60i0WoZXHXqDtUO+M+//X590YggINBPrSLRahlj23OP3l6O3XaO8svvLVGmvPFyffGIUD9xPpBBGZhbgQ7XKhKtljG2/e7wtaud7T3XnFRfNGIMZDDqBudWocO0ikSrZYxdD95ydrXj/e0PV+nYyQzbISAAQ2jqm5PLqXstXcZvM2t58v5r64tHFAEBGEK3XHBItdO9ZMLm9UUjjoAADJFXX3y8HP/tBcuEHRcorz7/aH3xiCMgAEPkshO2qHa4N51/UH3RiCQgAEMgJiWMeaVO+f6S1dXdtCYgAP/fvdf9qprlNkZg0TsBAeimpxlt6ZmAAJAiIMCY0jip3NMXfeMRA8YUsRg4HkVgTBGQgeNRBMYUARk4HkVgTBGQgeNRBMaU+olzQcnzqAFjimAMHI8iMKYIyMDxKAJjioAMHI8iMKYIyMDxKAJjioAMHI8iMKYIyMDxKAKQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACn/D1S+Hq4IAgTXAAAAAElFTkSuQmCC)
| Product Number | 4848-3-58 |
| CAS | 785-74-0 |
| MDL Number | MFCD00201876 |
| Molecular Formula | C11H10F3NO2 |
| Molecular Weight | 245.201 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4848-3-58
CAS: 785-74-0
Molecule Weight: 245.201
Formula: C11H10F3NO2
![4-Chloro-N-[3-(trifluoromethyl)phenyl]butanamide](data:image/png;base64,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)
PN: 4848-7-25
CAS: 300665-12-7
Molecule Weight: 265.66
Formula: C11H11ClF3NO
PN: 4848-3-Y8
CAS: 2300-88-1
Molecule Weight: 217.191
Formula: C10H10F3NO
PN: 4848-3-X1
CAS: 1939-26-0
Molecule Weight: 259.272
Formula: C13H16F3NO
PN: 4848-3-X9
CAS: 2300-87-0
Molecule Weight: 273.299
Formula: C14H18F3NO
PN: 4848-3-51
CAS: 1939-19-1
Molecule Weight: 245.245
Formula: C12H14F3NO
PN: 4848-3-53
CAS: 130721-86-7
Molecule Weight: 313.243
Formula: C13H13F6NO
PN: 4848-3-06
CAS: 1960-77-6
Molecule Weight: 228.174
Formula: C10H7F3N2O
TSCA: Not listed on TSCA inventory