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)
| Product Number | 3830-3-57 |
| Synonyms | 2-[4-(Trifluoromethyl)phenyl]ethylamine |
| Purity | 98 % |
| CAS | 775-00-8 |
| MDL Number | MFCD01529875 |
| Molecular Formula | C9H10F3N |
| Molecular Weight | 189.181 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3830-3-57
CAS: 775-00-8
Molecule Weight: 189.181
Formula: C9H10F3N
![2-[4-(Trifluoromethyl)phenyl]ethan-1-amine hydrochloride](data:image/png;base64,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)
PN: 3830-7-33
CAS: 52997-74-7
Molecule Weight: 225.64
Formula: C9H11ClF3N
![Methyl({2-[4-(trifluoromethyl)phenyl]ethyl})amine](data:image/png;base64,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)
PN: 3831-3-10
CAS: 137069-25-1
Molecule Weight: 203.208
Formula: C10H12F3N
![2-Amino-1-[(4-trifluoromethyl)phenyl]propane](data:image/png;base64,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)
PN: 3831-3-06
CAS: 1626-74-0
Molecule Weight: 203.208
Formula: C10H12F3N
![2-[4-(Trifluoromethyl)phenyl]acetamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB+UAAAflAH/UwWFAAACEnpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfFxtjAjQKqaJWlSa1m7R20r5NDjgpUrArQ97+/c5A0rjJCC/ycXeP73w+PL3fV2vYKluXRmeE04CA0rkpSr3KyO+3p1FK7mfTHJ3QUdcZeW+ajwlju92O5u+qknujaW4q0tkn+7r0fHaCGrtiYRBw9ufl+bVlRqWuG6lzhVRdTupW+Wxy2bRZ/CcEq6Tdlpp17qyy2262v2HgnoDu64J8ruUBbXNEYVmuFSyNrWQD2zCg+ATfYKW0srJRBSwOqBY0wrXPpi+PJt9USjcouhnKXK5fG7vJUVGZtco3OBkK3x8zUnEEZGOqubXyAE5yaslBhiAFyAjkGGQMMgGZgrwDyQN80c7RgaMHj7Dea+UCvh0+VEZ+wAP8xNe/n9yNxQozgsnjBf0w4lQIkYA/hDSOk+g49Eof9IGRq0oskEgTkRA4YKCY8hgdIxrj5oGg6fhzCKng7STjyCVxTCagSXIeorP2zqOePX13I5aQnWo4my6MLs5EKIuMLDhpi/tLLeuwry8BYwtlsWXdBM71HAh9wO3GCQivAeICiIYjRD7gdnoYGPuA64sTML8GxD7gumgYSHzA9dwwkPqA69Bh4M4H2n4eJpz9y7JvIvwiLacaqi3/st/dH3aDEVcYcYOJrjBXG4Wd9TE7nhsoXpwp7OzAYXjMzv4BfTmgUxMtcTwAADdgSURBVHhe7d0LvFTj/vjxUqTSRXIpUinFSUVSQje3iISDXEK55DjE0T93KeK8uiCHlEIqyu3Hr3Q7TtcT5ZKSKElFN1K6koR6fvu7+u9p5lmr9uy116zneWY+79drvc7RrDV7mpm9Ps2stZ6nmAIAIIRi+h8AAJAOAgIACIWAAABCISAAgFAICAAgFAICAAiFgAAAQiEgAIBQCAgAIBQCAgAIhYAAAEIhIACAUAgIACAUAgIACIWAAABCISAAgFAICAAgFAICAAiFgAAAQiEgAIBQCAgAIBQCAgAIhYAAAEIhIACAUAgIACAUAgIACIWAAABCISAAgFAICAAgFAICAAiFgCA2J588JGUZM+YrfZVAydvsTTrrBAm7HQACghjpAWnbdpTaseNPfTWfdHby6awTJOx2AAgIYqQHRJZXXvlcX80nnZ18OusECbsdAAKCGOnxkOXMM0eoX37Zoa+aIp2dfDrrBAm7HQACghgl76zbtRud+P+DB8/RV02Rzk4+nXWChN0OAAFBjJJ31hMmLEn8/+bNh6kNG37VV09IZyefzjpBwm4HgIAgRsk76507d6krrngr8d/9+s3SV09IZyefzjpBwm4HgIAgRvrOesaMbxP/feqpL6g1a7ZqW+ymbxcknXWChN0OAAFBjIJ21p06/W/izx5+ePqelZMEbadLZ50gYbcDQEAQo6Cd9Zw5axJ/dsopQ9WyZRuTttgtaDtdOusECbsdAAKCGO1tZ/33v09I/Pldd/075Taxt+2SJa8TdgFQOAQEsdnbznrRovWqceM9ty1Y8GPK7XvbLpkegzALgMIhIIjNvnbW99wzOXHbzTe/m3LbvrbLp8cgzAKgcAgIYrOvnfW3327yjoHk3z5r1srEbfvaLl866wQJux0AAoIYFbSzfuSRGYnbr776bbVr1+4/L2g7kc46QYK2W7Vqi3rzzYWqW7f31GWXveFd6HjaaS+p9u1f8x7j4sXrk+4ByF0EBLEJ2lknW7v2Z9Ws2YuJdd57b6n35wVtJ9JZJ0jQdsl/FrTIJ6WRIwseBBLIdgQEsQnaWeuefHJ2Yp1LLnld/fnnzrS2S2edIEHbXXTRa+rxx2eqKVOWqSVLNqhNm7arX3/9w/vk0bPn9MT6M2euSLonIPcQEMQmaGetk521fGWUv97bby9Ka7t01gkSZrtnn/3YW18/2A/kGgKC2KS7sx4y5NPEeued90pa26WzTpAw261fv81bX0IH5DICgtiku7Petu13ddZZI1LWL2i7dNYJEmY7+TpL1j/jjJf0m4CcQkAQm8LsrF999XNfPPa1XTrrBAmz3QcfrPDWl3G8gFxGQBCbwuysZa70889/1bqAyEF9OcVY1v/f//1KvxnIKQQEsSnszlp20LYFpE+f9711r732HS8mQC4jIECahg//zItH69bD1cqVW/SbgZxDQIA05B+TkQPn+mCPQK4iIEAB8uMhV8l//PFq/WYgZxEQYB9GjJjvxaNp0xe48hzQEBBgL4YN233Mo0mTF9TUqcv1m4GcR0CAAC+8MDcRj8mTl+k3A1AEBPDJH0pFRt39z3+IB7A3BATQJF8bUtDy00/b9M2BnEFAYNyGDb+q8eO/9gYptIEeiX0tBAS5jIDAqJ07d6l27UZ7O2MZeVeGMAHgBgICo2QWwuR/0cvc6ADcQEBg1PffpwZk2bKN+ioALEVAYBQBAdxFQGAUAQHcRUBgFAEB3EVAYBQBAdxFQGAUAQHcRUBgFAEB3EVAYBQBAdxFQGAUAQHcRUBgFAEB3EVAYBQBAdxFQGAUAQHcRUBgFAEB3EVAYBQBAdxFQGAUAQHcRUBgFAEB3EVAYBQBAdxFQGAUAQHcRUBgFAEB3EVAYBQBAdxFQGAUAQHcRUBgFAEB3EVAYBQBAdxFQGAUAQHcRUBgFAEB3EVAYBQBAdxFQGAUAQHcRUBgFAEB3EVAYNSaNVtU/fp9EsvSpev1VQBYioDAqNWr16vq1TsmliVLVuurALAUAYFRK1d+rypWPDGxLF68TF8FgKUICIz67rvvVPHiJRPLwoWL9FUAWIqAwCgJSLFixRLLwoUL9VUAWIqAwCgCAriLgMAoAgK4i4DAKAICuIuAwCgCAriLgMAoAgK4i4DAKAICuIuAwCgCAriLgMAoAgK4i4DAKAICuIuAwCgCAriLgMAoAgK4i4DAKAICuIuAwCgCAriLgMAoAgK4i4DAqOXLlxMQwFEEBMa8//77qn79+ikBmTVrlr4aAEsREMRu5cqV6qqrrkoJR/7yySef6KsDsBQBQWx+/fVX1atXL1WmTBlfOPgKC3APAUEsRo8erY4++mhfMCpVqkRAAEcREGTUp59+qs444wxfOPbff3/1j3/8Qy1YsICAAI4iIMiIH3/8Ud1www1qv/3288XjvPPOU4sXL/bW4zRewF0EBJHasWOH6tevnypfvrwvHHXq1FETJkxIWZ+AAO4iIIjMu+++q4499lhfOCpWrKiefPJJ9fvvv+ubEBDAYQQERbZo0SJ1zjnn+MJRokQJdfPNN6t169bpmyR88803Kdtccsklau3atfpqACxEQBDaxo0bVdeuXVXJkiV98WjZsqX67LPP9E18vv/+e9+28vVXnz59vK/DANiLgKDQ/vzzT/Xcc8+pQw45xLfzr1GjhnrjjTf0Tfbp1ltvDYxQ7dq11ZgxY/TVAViCgKBQpk6dqk444QTfzr5s2bLq0UcfVdu3b9c3Scv69etVly5dvK+99PuWnzdx4kR9EwCGERCkZdmyZd7xCX3nLkvHjh3VqlWr9E1CmT9/vmrVqpXvZ8gipwVv2LBB3wSAIQQE+7R161Z1//33q1KlSvl26KeccoqaPXu2vkmRTZkyRVWrVs3382SRK9cHDhyo/vjjD30zADEjIAi0a9cu9fLLL6sqVar4duLyZ3KbrBOlpUuXqosvvtj384KWevXqeaEBYA4BgY98qpBPF/pOWz6FyKcR+VQSJbm/++67L/BTTpMmTdTYsWPVtddeq4oXL+67vX379l54AMSPgCBh66pVqn/HjqqstpOWRT4ZyHGQKOV/yjniiCN8P08+5QwfPjzlU86HH36omjZt6lv3gAMOUPfee2/kYQOwbwQESm3frrY9+qgaU7as6pq3Q26YtHOWM6DkzKuoycRRe/uU88ADD6iff/5Z38QjQRkxYoSqWrWqb1sJ0bBhwyL/ag1AMAKS6+SajRo18t4JxdT8vOVfectf85Y6hxziXesh13xESc7Wuuaaa3w7f1nkLK90P+VIYCQ0QV97NW7cmJkNgRgQkFwlV4m3bOmFI3/5JW+ZWLKkGtu1q9q6caO+RZHI9SGPPPKId72IvsOXaW2nTZumb5IWmVP90ksv9d2nLFdffXVkpxcD8CMguUbGpbr5ZqVKlEiJh7ecc47asWiRvkWRyZXp1atX9+3g5Ur2QYMGRfIpRwKkz68ui8x+KOGS2RABRIuA5AoZCffJJ5WqWNEfjmOPlaF09S2KbN68eapFixa+nbpMJnXHHXd4Y2lFSUI0ePBgVblyZd/PlIC9/vrr+iYAioCA5AKZg6NOHX84ypdXql8/mcRD36JIZPTdm266KXBYknPPPdcbvTeTJEx33nmnFyr95zdv3twLG4CiIyDZTGb9O+88fzj220+pG25QKuJh02W+jyeeeEJVqFDBt+OWeULGjRunb5JRX331lWrTpo3vscgsiRI4mTURQHgEJBtt2qTUP/6h8v4J7o/HGWfIROX6FkU2fvx4b8ZBfWctMenfv3/gZFJxkXAFTXRlw2MDXEZAsokcjH7+eaUqV/aH4+ijlRo9Wt+iyPb1r/wbb7zRmn/lSyQkFrZ8OgKyAQHJFtOnK9WwoT8cZcoo1auXUhGfhbQp71POvo4zzJ07V9/EChI0+fpKAqc/bgmhBBFAegiI6779VqnLLvOHQ5arrlJq5Up9iyLZ15lOR+d9ynnttdf0TawkB9IldPrfQYIoYYz6DDEgGxEQV/3yi1IPPqjUgQf6w3HyyUq9/76+RZHNz/uUc3KDBr6drlxr0SvvU46L11rIqb1B16hIICWUUVyjAmQrAuKikSOVOvJIfzgOP1ypl15SaudOfYsi+XP5cvXBX/+qbs37GX/RdrRytffKiD/lxE3CJxcbSgj1kBTlKnkg2xEQl3z0kVKnnuoPxwEHKHXPPUpt2aJvUTQyoKF8yilVSs3J+zlP5i0X5S0Vi+0eb+qDDz7Qt3CaDHsiQdQjIosMlyLDpgDYg4C44u23g4cfaddOqW++0dcuGhnNdsQIpapWTfycTXnL2LylZ96nnHezfMRbGYhRAqlHpKCRgoFcQ0BccdNNqeH4y1+U+s9/9LWK7sMPlWra1B+qvE85a/M+5eyI+lOOpSSQMjR80FwlMpS8DCmfzREF0kFAXCFfX8n1HYcdptQzzygV9Zzga9Yode21ShUv7o/HRRdF/ynHETJJlUxWJZNW6SGRya1kkisgVxGQXPfbb0o99phSBx3kD4d8ypk8Wd8iJ8m0uTJ9rh4RmWZXpttdvXq1vgmQ9QhILvuf/1GqZk1/OCpVUurZZ6P/lJMFpkyZourVq+cLyUF5Ae7du3dej3/TNwGyFgGJg5xWO368Un/7m1INGuz+GkrGqTr0UKXq11fqllt2D6ce8em3e/X550q1auUPR8mSSt12m1IbNuhbIMkfeWEdOHBgXmcr+UJSo0YN9dZbb+mbAFmJgGSafAUkkdB31kHLCSdk5sB4vvXrd8cq6Gyus85S6ssv9S2wDxvyQnv77bfndbdkSkRkaZUX6Pnz5+ubAFmFgGTSgAG7h07Xd9b7WmR92S5KMtqs3GfQZFK1aik1Zoy+BQrhy7zwnn322V44kheZD6VLly553V6vbwJkBQKSKc89l7qjliFHunaVuVd3z8MhO3UZqXbGjN1Dr8ugh8nrDxqk32M4kyYpddxx/nCUK6dUnz6RTyaVy8bkhbh27dq+kFTMC/dTTz3FsPHIOgQkE+QYQ6lSe3bWjRoptWKFvlaqVauUatw4NThyP2F9/bVSbdv6wyGfcDp3VuqHH/QtEIEdeUHukxfm8uXL+0JSt25dNXHiRH0TwFkEJBMuuGDPDvv44+ViAn2NYHKFc716e7aVq8wLa/Nmpbp1C55M6rTTlJozR98CGbA271Nm57xQBw0b3zYv7F9L4AHHEZCoyXwS+Rfjyf8Wdl4Mma87eft056eQM7iGDt19ZpcejmrVlHr1VX0LxGBOXrBPP/10X0Rk2PhueaHfLMEHHEVAota3754dt8xHHsb55++5j/799Vv95JiKDOGuh6N0aaUeflipbdv0LRCzUaNG5XW8mi8kh+YFf2he+HfGdQo3ECECErXkr69kaPUwXnxxz32k8zWWXEmux6NDB6W++05fEwZtywt5z54987pe2heSE088Uc2QEyoAhxCQqNWuvWcnvnChfmt65HqM/Ps49lj9Vr8JE/Z87XXSSUrNnKmvAYusWLEir+8dfBGR5fLLL1ffyiyTgAMISNQOPnjPzn/TJv3W9MiV4Pn3IcOKpEMG9ZNTdvkqxBkz80LfqFEjX0QOPPBA1aNHD/WLzDoJWIyARE2GA8nf+YcdS0q2y78PuT9kLTn28eKLL6rDDjvMFxI50D5ehsABLEVAopZ8tXecn0DgNDkbq3v37r5h4xvI2GmApQhI1GRokPydf1zHQJA1lixZ4k1YlR+Q1q1b66sA1iAgUUu++juus7CQVZIPsHfq1Em/GbAGAYmajC+Vv/OX6znCKOx1IMgqBASuICBRW7Qo9UpyubK8MD77LNyV6MgaBASuICCZkPwJorBjYcmcIHx9ldMICFxBQDJBPkUccMCeEMhovCtX6mulkjm1TzllzzYymm9RRuOFswgIXEFAMuWZZ/bEQBYZl+qOO5SaPn33PCAyN8S6dUr9979K3XVX5uYDgXMICFxBQDJJDoDnH89Id8nEjIRwCgGBKwhIpv3736lzfOxryfSc6HACAYErCEgcZHyqd99VqkuX3ZGQOTtkwqfKlXf/t/y53M44VlAEBO4gIIBlCAhcQUAAyxAQuIKAAJYhIHAFAQEsQ0DgCgICWIaAwBUEBLAMAYErCAhgGQICVxAQwDIEBK4gIIBlCAhcQUAAyxAQuIKAAJYhIHAFAQEsQ0DgCgICWIaAwBUEBLAMAYErCAhgGQICVxAQwDIEBK4gIIBlCAhcQUAAyxAQuIKAAJYhIHAFAQEsQ0DgCgICWIaAwBUEBLAMAYErCAhgGQICVxAQwDIEBK4gIIBlCAhcQUAAyxAQuIKAAJYhIHAFAQEsQ0DgCgICWIaAwBUEBLAMAYErCAhgGQICVxAQwDIEBK4gIIBlCAhcQUAAyxAQuIKAAJYhIHAFAQEsQ0DgCgICWIaAwBUEBLAMAYErCAhgGQICVxAQwDIEBK4gIIBlCAhcQUAAyxAQuIKAAJYhIHAFAQEsQ0DgCgICWIaAwBUEBLAMAYErCAhgGQICVxAQwDIEBK4gIIBlCAhcQUAAyxAQuIKAAJYhIHAFAQEsQ0DgCgICWIaAwBUEBLAMAYErCAhgGQICVxAQwDIEBK4gIIBlCAhcQUAAyxAQuIKAAJYhIHAFAQEsQ0DgCgICWIaAwBUEBLAMAYErCAhgGQICVxAQwDIEBK4gIIBlCAhcQUAAyxAQuIKAAJYhIHAFAQEsc9JJJyUCctppp+k3A9YgIIAl5s+fr1q1apWIR/5y9tlnq4ULF+qrA8YREMCw9evXqy5duqgSJUr44pG/lCxZUt1+++1qw4YN+uaAMQQEMOT3339XTz31lKpYsaIvGIcccog6+OCDfX9eqVIlNXDgQPXHH3/odwfEjoAABkycOFHVrVvXF4jy5curPn36qB07dqjt27er3r17q7Jly/rWq1evnpoyZYp+t0CsCAgQo8WLF6u2bdv6grDffvupzp07q7Vr1+qbqNWrV6trr71WFS9e3Ldd+/bt1dKlS/VNgFgQECAGmzdvVt26dVP777+/LwKnn366mjNnjr6Jz4cffqiaNGni275UqVLq3nvvVVu3btU3ATKKgAAZtHPnTjV06FB16KGH+nb81apVU6NGjdI32addu3ap4cOHqypVqvju74gjjlAvv/yytw4QBwICZMiMGTPUiSee6NvRly5dWvXs2VNt27ZN3yRtP//8s3rggQe8Tx/6/Tdu3FjNmjVL3wSIHAEBIvbtt9+qyy+/3Ldjl+XKK69UK1as0DcJbdmyZerSSy/1/RxZrrnmGrVq1Sp9EyAyBASIyC+//KJ69OihDjzwQN/OvFGjRmrmzJn6JpGZNm2aql+/vu/nyhlcjzzyiPr111/1TYAiIyBABF555RV15JFH+nbghx12mHrxxRe9YyGZ9ueff6pBgwZ515Doj6N69erq9ddf1zcBioSAAEXw8ccfq2bNmvl22AcccIDq3r272rJli75Jxm3cuFHdcccdgWd8tWjRQs2bN0/fBAiFgAAhfP/99+r6668PvDbjwgsvVEuWLNE3id2iRYvUueee63t8MmTKTTfdpNatW6dvAhQKAQEKQa4Q/+c//6nKlSvn2zEff/zx6r333tM3MW7cuHHq2GOP9T3eChUqqCeeeMIbUgUIg4AAaXrnnXfUMccc49sRy5hV//rXv6wen0oi0b9/fy8a+uOvU6eOGj9+vL4JUCACAhTgiy++UGeeeaZvxysj5N56663qp59+0jex1o8//qhuvPFGb+gU/e/Tpk0b9dVXX+mbAHtFQIC9kDBIICQU+s62devWasGCBfomzpg7d65q3ry57+8lB97vvPNOtWnTJn0TwIeAABr5Kkq+kgoaTl2+wnr77bf1TZwlp/YeffTRvr9n5cqV1eDBg71Tg4G9ISBAEjkILgfD9R2qHDR//PHH1W+//aZv4jy5yFAuNixTpozv792gQQPvIkUgCAEB8shpt+3atfPtQOU0XTldV07bzXYrV65UV199te85kEWGS1m+fLm+CXIcAUFOkwv97r77bu/CP32neeqpp3oXCuaaDz74wBuQUX8+ZODGBx980BvIERAEBDlJhhaRIUZkqBF9RylDksjQJLlMhoQfNmyYN0S8/vxUrVpVjRgxgmHjQUCQe95//31vcEN9xyiDID700EPeoIjYTSapksmqgj6hNW3a1JvkCrmLgCBnyDDqMpy6viOU5bLLLvOGYUcwmTZXps/Vnzc5RiTT7a5Zs0bfBDmAgCDrycRNMoGTTOSk7wAbNmzoTfyE9EyePFnVq1fP9zwedNBB6rHHHsvKs9SwdwQEWU2mjJWpY/UdnkwxO2TIEOuuc5DHI5+E8hfbHp+Q62SeffZZValSJd/zWrNmTfXWW2/pmyBLERBkpU8//VSdfvrpvh2cXGl91113GbnSWq63mD9/vreDlWtK5JTZU045RdWoUSNwcMbkRW6X9eTsKNmud+/e6s0331SfffaZsWM2GzZsULfddlvglfqtWrXy/q7IbgQEWWXt2rXqhhtuCBzr6fzzz1eLFy/WN8kY+TpHvh6Tr89kHo6gA9FRLBJFiaWcYjtlypTYZx/88ssv1VlnneV7XDJs/C233KLWr1+vb4IsQUCQFWSY9b59+6ry5cv7dmR169ZVEydO1DfJCPk0MHz4cG8ejqBjLnEscr2GfAJ4/vnnvU8JcRkzZoyqVauW7/FUrFhRDRgwgGHjsxABgfPGjh2rateuHbjjeuqppzK+45JrSmQIlI4dOwYOB6IvsoM/4YQTvKu75RTZl156yYuOfHqYPn269/WbHP+Q/5X/lj+X22W9++67z9tO5j8PmntdX+RTz8UXX+x9bRbHAW4JeZ8+fQJDftxxx6lJkybpm8BhBATOWrhwoTr77LN9Oyr56qRLly4Z/+pk+/bt3sHkoMEIkxe5XYZDkQh8/fXX+t0UiZxe++qrr3pDtAf96z95kbnS5eu0OIaf/+GHH1Tnzp0Dv0ps27Zt5M8DzCAgcI58LXP77bcHHrxt2bJlxg/eysV1/fr1U4cffrjv5+cvcsxDvkKSHXyc5FqXl19+2ZvbI+j5kaVs2bLeiQSrV6/WN4/cnDlz1GmnneZ7DHLcplu3bmrz5s36JnAIAYEz5PTRgQMHev+S1ndIcoaSnJWUSfLzZQrYoNNXZZGZ/R599FH13Xff6ZsaIZ8C5NhD0LhWssjXWzLfSRzHSfZ1OvXQoUO9rwHhHgICJ8hxgKAL2ORf03JKq3ydlEkzZ870jlvoP18WOQNp6tSp+iZWkU9lV111VeCnEgmyXBOT6Z24XND58MMPB55ccOKJJ6r//ve/+iawHAGB1eQrIDkIrO9wZAgNOWid6a9hZArY6667zvfzZbnooovURx99pG9iNXk+5dRaOZCv/31OPvnkWMa2kk9oHTp08P18Wa644gprPsGhYAQEVpLjDHLGUdCOrkmTJmr27Nn6JpGbMGGCNzOf/vPlO/158+bpqztF5jeRA/sS4uS/mxz0luddvq7LNPlUd9JJJ/meXzm7rEePHsYukET6CAisIkOEy0HgoGHEq1Sp4p3JlOlhxGXnec899/h2rhITOZU20z8/TrNmzQocmVhG2o1jcEn52uyFF14IHFb/qKOOyvlh9W1HQGAN2ZnJ0B76jkQ+hTzwwAOxTGQks/IFnTV08803x3Kw2QTZicv85xUqVEj5O8t/v/HGG/rqGSFnY3Xv3j3wav1mzZqpTz75RN8EFiAgMO7zzz8P3GnLcskll6hly5bpm2SE7KTkrKDkny8XI77zzjv6qllJPnHIJw/9NZBPY3F96pKphS+44ALfY5BPg82bN491KBoUjIDAKLk6OujMILnSOs4zm+RKchmSPPkxyLGWOL7GsYl8fSfHQPQLAGUAR7nKPC7//ve/vSvX9feFfELJ9NliSB8BgVFyNXnyDkL+xT9o0KBYhzEfPXq076uTrl27ZnwIFJvJvB/6CQStW7eO9cI/idnTTz/tGxYl02feIX0EBEbJKZvJO4c4TiNN9txzz6X8a1u+KpGLBaG84UaOOeaYlNdHPhmuW7dOXzWj5JNo8mOQU6thBwICo/SAyCeSuMjV0cnxkK/SRo4cqa+W02R4fP1Kdjn1Ns5PIjKoJAGxEwGBUaYCIsc8kr+2klF05boP+Mn1GDKXSvLrdMYZZ8Q27wgBsRcBgVEmAiJnWyUfMJeB/eKaL8RVcgBd5jhJfq0kKnEcJyIg9iIgMCrugMh1Hsmn6soxD762So98EpFrMpJfLxnmJdMIiL0ICIyKMyByVo9+vUn//v311bAPGzduVA0aNEh5DuWsuUwiIPYiIDAqzoDIBXHJP0tO1UXhyTDxyZNoyUgBmbxSnIDYi4DAqLgCIgfIk8+4kosE4/j+PlvJKMTJJyFUr149Y0O9EBB7ERAYFUdA5FTU5Ivi5GLFXLvCPBNkOt/k165du3b6KpEgIPYiIDAqjoAkz+chB81zZWyrOFx55ZUpr18mBl8kIPYiIDAq0wGRWe6Sh2WXUXURHRkhuWbNmonnV4bcj/oiQwJiLwICozIZEDnrKnkaWjl9N1Pf0+eySZMmpbyGMs96lAiIvQgIjMpkQGRMq+T7lsmgkBnJU9TKyQpRjmlGQOxFQGBUpgIiU+JWqlQpcb9y/Udcc1rkIjm1V05OyH++Ze6OqBAQexEQGJWpgPTr1y9xn3IMZO7cufoqiJh+Vta0adP0VUIhIPYiIDAqEwGRQf6S51TP1OmlSCXjZVWrVi3xvLds2VJfJRQCYi8CAqMyEZCBAwem3GeU38dj32R+leTnfvr06foqhUZA7EVAYFTUAZGZDOWq6Pz7O+uss/RVkEEyRfFRRx0V6fNPQOxFQGBU1AGReT6S7y/OedWxW/KxEDn+tHTpUn2VQiEg9iIgMCrqgHTs2DFxX3Xq1NFvRgzk4sLk+VZ69Oihr1IoBMReBARGRRkQ2XGVLVs2cV+9e/fWV0FMOnXqlHgd5CvFnTt36qukjYDYi4DAqCgDMmLEiMT9yFcnDJhojgwhk/y6Tp48WV8lbQTEXgQERkUZkDZt2iTup0WLFvrNiJFctFmrVq3E61GUmQsJiL0ICIyKKiBy9k/p0qUT9zN48GB9FcSsZ8+eiddDrssJOxIAAbEXAYFRUQVkxowZKfdT1DN/UHSzZ89OeU0WLFigr5IWAmIvAgKjogpI8r92ZbpVmCejIVeoUCHxugwYMEBfJS0ExF4EBEZFFRA55pF/H9dff71+Mwxp37594nW54IIL9JvTQkDsRUBgVBQB2b59e8r83MOHD9dXgSHJFxWWK1fOGymgsAiIvQgIjIoiIPPnz0+5D45/2EN/bZYsWaKvUiACYi8CAqOiCMibb76Z2L5UqVKh/pWLzJCz40qUKJF4fd599119lQIREHsREBgVRUDkivP87evVq6ffDMNq166deH369u2r31wgAmIvAgKjoghI8vhXl156qX4zDLvwwgsTr0/nzp31mwtEQOxFQGBUFAFp0qRJYvv7779fvxmGde/ePfH6NGvWTL+5QATEXgQERkURkOT5J4YOHarfDMNkVID81yfMNToExF4EBEZFEZDki9Vef/11/WYYNmrUqMTrc/DBB+s3F4iA2IuAwKgoApJ8ls+ECRP0m2HYuHHjEq9PyZIl9ZsLREDsRUBgVFEDsm3btpTtZRhx2EUfp0xes8IgIPYiIDCqqAFZu3Ztyvbz5s3TV4Fh8pokv0bymhUGAbEXAYFRRQ3I8uXLU7ZfvHixvgoMk9ck+TWS16wwCIi9CAiMKmpA+ARiPz6BZC8CAqOKGhCOgdiPYyDZi4DAqKIGRHAWlt04Cyt7ERAYFUVAuA7EblwHkr0ICIyKIiBciW43rkTPXgQERkUREMbCshtjYWUvAgKjoggIo/HajdF4sxcBgVFRBIT5QOzGfCDZi4DAqCgCwoyE9mJGwuxGQGBUFAHR591mTnR76K8Nc6JnFwICo6IIyPbt29UBBxyQuI/hw4frq8CQZ599NvG6lCtXLtSnQwJiLwICo6IIiGjRokXiPq6//nr9ZhjSvn37xOtywQUX6DenhYDYi4DAqKgC0rNnz8R9hLnWANH7448/Ui7yHDBggL5KWgiIvQgIjIoqIPp4SxwHMW/27Nkpr8mCBQv0VdJCQOxFQGBUVAGRs31Kly6duB+5+hlmJX8qPOKII9SuXbv0VdJCQOxFQGBUVAERbdq0SdyPHBOBORKLWrVqJV6P6667Tl8lbQTEXgQERkUZkBEjRiTup3jx4urbb7/VV0FMZFj95Nd18uTJ+ippIyD2IiAwKsqA/Pzzz6ps2bKJ+5Ir1GFGp06dEq9D9erV1c6dO/VV0kZA7EVAYFSUARHJ42LVqVNHvxkxkJAfdNBBidehR48e+iqFQkDsRUBgVNQBee+991Lub+rUqfoqyLDkiwflq8SinhFHQOxFQGBU1AGRK53lK5P8+zvrrLP0VZBBcjZc8vwsUTz/BMReBARGRR0QMXDgwJT7/PDDD/VVkCHPPfdcynM/ffp0fZVCIyD2IiAwKhMB+fXXX73rDvLvs127dvoqyIAdO3aoatWqJZ73li1b6quEQkDsRUBgVCYCIvr165e4T/kefu7cufoqiFjysQ9Zpk2bpq8SCgGxFwGBUZkKyNatW1WlSpUS93vaaaeFvhIaBfvhhx9UxYoVE8938+bN9VVCIyD2IiAwKlMBEU888UTKfb/00kv6KohIhw4dEs/zfvvtF+lxJwJiLwICozIZEBkN9oQTTkjc96GHHqo2bNigr4YimjRpUspreOutt+qrFAkBsRcBgVGZDIiQITXkGEj+/d988836KigCuWiwZs2aiee3SpUqavPmzfpqRUJA7EVAYFSmAyJkIL/8+5eYvPPOO/oqCOnKK69Mef3eeOMNfZUiIyD2IiAwKo6ArF27VlWuXDnxM+RgLwMtFp1+1lWmTpcmIPYiIDAqjoCICRMmeAd3839OkyZN1O+//66vhjR99NFHKfPQy9X/mTq+REDsRUBgVFwBEffcc0/Kz+ratau+CtIgp+zKtMH5z2OpUqXUJ598oq8WGQJiLwICo+IMiJyVJdeDJP+8/v3766thHzZu3KgaNGiQ8hwOGjRIXy1SBMReBARGxRkQsXLlSu903vyfJwfVR44cqa+GAL/88otq1qxZyutVlJkG00VA7EVAYFTcARHydUvyfBX777+/mjhxor4aksg4V+eee27Ka3X++efHchyJgNiLgMAoEwERMm9I8kHgMmXKeAfa4SefPCQWya/TGWec4Q1aGQcCYi8CAqNMBUSMGjUq5cyskiVL8nWWRk6Bbty4ccprdNJJJ0V+seC+EBB7ERAYZTIgQuavSI6IHBORMbSg1Ndff62OOeaYlNenfv36at26dfqqGUVA7EVAYNTy5ctTdg7dunXzvm+P0+jRo1O+zpJFTvGN4/t9W02ePDnl4ktZWrduHesnD7F9+3b1t7/9jYBYioDAqGXLlqXsHGSpVauWGjNmjL5qRskxkeQD67LIxYa5dsW6nOp83333pXwqk+Xqq6+OPexvvvmmqlGjhu/98dNPP+mrwhACAuPkX7b6TkIWmU/7yy+/1FfPGDk7K/kUX1lk2JNcGTtLYtm0aVPf6yAXYMY5l8pnn33mzWaoPw75erFt27b66jCIgMAKn3/+uWrVqpVvpyEHtm+77baMDZOhk+tE9IsNZZFRfON6DHHbuXOnGjx4sKpQoULK31n+OxODI+7N+vXrvee5RIkSvuf/nHPOif34GApGQGCVt956K2V48PxFZheUwfvkK5ZMk58h/+pOHgZeFjkmIJNSxfmv8UybNWuWatSoke/5lk8icX19J8eannzyyZQZDfOX2rVrq7Fjx+qbwBIEBNb57bff1GOPPeY7JiFLvXr1vAO8cZDrQvQDybLIJ5R58+bpqzvl+++/V9dff70vknLsQ46BxBFqIc9x3bp1fc9x+fLlVd++fWM/7oLCISCw1po1a9S1117r28nJ0r59e/XNN9/om0ROzvhJnk8kebnooou8UWldsnTpUnXLLbd4AyDqf5+TTz450qlo92Xx4sW+ixNlkYDdcMMN3vUnsB8BgfVkpxZ0cFdOvb333nvV1q1b9U0iN3PmzJTpcZMXOdg/depUfROrzJ8/X1111VXeMSX98R9yyCFqyJAh3rGQTNu0aZO66667vOFj9MchV7fLNR9wBwGBE+S4w4gRI1TVqlV9O54jjjhCDRs2LOPHJuRrHbnIUI7H6I9Bljp16qhHH33UuzjSBjLs+oABA3xXkucvEmCZvzyOkwP+/PNPL1JBXwnK0PByLQ7cQ0DgFJmD+8EHHwz8CkZ2lB988IG+SeTkE0+/fv3U4Ycf7nsM+UuLFi3U888/731lFKcVK1aol19+WbVp0ybw04YsZcuW9T4FrF69Wt88I6ZPn64aNmzoexwy/ljPnj3Vtm3b9E3gCAICJ8kV7H/96199OyVZ5KI3OR030+QqaTkzLHlypaBFbpcD1sOHD/eGB4mSBOrVV19VN954o3cBpv6zkxf5qkp22HFdiCdncV122WW+xyGLzKUusYPbCAicNm3aNN8ER7LIv2579eoVy4ixcuxArmTv2LGj93P1x6Iv8ulJjqdceuml3jEcOTVY4jJlyhTvX+tyHEB2vvK/8t/y53K7rCdnSMl2MibVgQce6LtvfZGvqS6++GLv9Gg5uy0OMnrvQw89FPj45JTh999/X98EjiIgcJ58vy4Xwu3t+/XXXntN3yRjZOcpO3uZO6N06dK+xxPHIoGSizLlK7Q4jm8kk9GMjzzySN9jkq/7JIBxHKhHfAgIsoac4XPnnXcGnuHTvHlzNXfuXH2TjJJ/8c+YMcP72kiOiegDNka1yN/39NNP944NyaeVOD516T7++GN16qmn+h6b/J3vvvtutWXLFn0TZAECgqzz1VdfeQeR9Z2ZXGMgxwpMjeYqO3Y5nVa+Tnr88ce9YzWnnHKKN2BguXLlfI83eZHbZT05UUC26927tzfYoIwbJZ96TNnbBYmytGvXTi1ZskTfBFmEgCBrjR8/3ju1Vt+xyRhP/fv3t3K4dvk6To5/5C/y3zaST1cSwaDRAo4//nj1n//8R98EWYiAIKtJJOTaDX2gQFmOPfZYNW7cOH0TFODtt9/2TTQly8EHH6yeeeaZ2IZBgXkEBDlBZtG76aabAkd6lQPeixYt0jeBZsGCBYFD78v1Jn//+99jOz0Y9iAgyCkyCKIc0NZ3gnIg+o477lAbN27UN8l5EgaZFTAovmeeeab64osv9E2QIwgIctLrr7+uqlev7tshysV2gwYNsvbYQ5zkq6inn37a+2pKf57kK6xcmWgLe0dAkLPkrKhHHnnEG9pD30HKhXpykWKukgsj5WC4/rzI2WD//Oc/GWYdHgKCnLdq1Sp1zTXX+HaWsshV3zJve66Q024vvPBC3/Mgp+l26tTJO20XyEdAgP9PZucLGrlWrux+4IEHvIEcs9XmzZtV9+7dAy92bNasmTdfPKAjIEASGRJeRrOVIeL1HWmVKlW8YUoyPWx8nGRokRdffFEddthhvr/vUUcdpV555RV9EyCBgAABZMh2GbgwaNj4Jk2axDZzXybJJFknnXSS7+8ngyD26NHD6BXucAMBAfZBhkuX6XP1nawcE5DpduOaUyNKMuFVhw4dfH8nWS6//HLvCnggHQQESIMMUlivXj3fDlfO4JJxqWRuENvJxE0PP/xw4CjBJ554ojfwI1AYBARIk1wXMXDgwMApbWWgQxkk0VajRo1S1apV8z3uQw89VA0dOpRh1hEKAQEKSebYuP322wOnjG3ZsqU34q4t5syZ4w31rj9OufK+W7du3tlXQFgEBAhp4cKF6uyzz/btnGXIjy5duqj169frm8Tmhx9+UJ07d/aGsNcfX9u2bSOfWhe5iYAARTR27FhVu3Zt3466YsWK6qmnnop12Hi5QrxPnz6qfPnyvsdz3HHHqUmTJumbAKERECACsuPu27dv4I67bt26auLEifomkRszZsxeQzZgwIBYQ4bcQECACK1du3avXx2df/75avHixfomRfbll19a+1UashsBATLg008/3evB67vuusubv72o5GD+bbfdFngwv1WrVlYdzEd2IiBABu3r9NkhQ4aEGjZ+X6cT16xZ0+rTiZFdCAiQYXIBX8+ePQMv4GvYsGGhLuCbPHly4AWNMje5XNAoc5UDcSEgQExWrFihrrzySt/OX5aChhDJxiFV4D4CAsRMBjFs1KiRLwYyiOFDDz2UMoihDOp47733Bg6z3rRp06wY1BHuIiCAAfsaRv3II49UI0eOVMOGDQscVr5q1apqxIgRWTWsPNxEQACDtmzZsteJnPQlFya2glsICGCBvU0lm7/I1LrLly/XNwOMIiCARd577z3vWEh+OMqUKaOmTZumrwZYgYAAlpEzsvIDct111+k3A9YgIIBlkmcL7NSpk34zYA0CAliGgMAVBASwDAGBKwgIYBkCAlcQEMAyBASuICCAZQgIXEFAAMsQELiCgACWISBwBQEBLENA4AoCAliGgMAVBASwDAGBKwgIYBkCAlcQEMAyBASuICCAZQgIXEFAAMsQELiCgACWISBwBQEBLENA4AoCAliGgMAVBASwDAGBKwgIYBkCAlcQEMAyBASuICCAZQgIXEFAAMsQELiCgACWISBwBQEBLENA4AoCAliGgMAVBASwDAGBKwgIYBkCAlcQEMAyBASuICCAZQgIXEFAAMsQELiCgACWISBwBQEBLENA4AoCAliGgMAVBASwDAGBKwgIYBkCAlcQEMAyBASuICCAZQgIXEFAAMsQELiCgACWISBwBQEBLENA4AoCAliGgMAVBASwDAGBKwgIYBkCAlcQEMAyBASuICCAZQgIXEFAAMsQELiCgACWISBwBQEBLENA4AoCAliGgMAVBASwDAGBKwgIYBkCAlcQEMAyBASuICCAZQgIXEFAAMsQELiCgACWISBwBQEBLENA4AoCAliGgMAVBASwDAGBKwgIYBkCAlcQEMAyBASuICCAZQgIXEFAAMsQELiCgACWISBwBQFBJIZ0KVboBcEISPr091Q6C6LDs4lI6L+k6SwIRkDSp7+n0lkQHZ5NREL/JU1nQTACkj79PZXOgujwbCIS/IJGh4Ckj/edWTzriAS/yNEhIOnjfWcWzzoiwS9ydAhI+njfmcWzjkjwixwdApI+3ndm8awjEvwiR4eApI/3nVk864gEv8jRISDp431nFs86IsEvcnQISPp435nFs45IJP8ip7Ng7whI+vT3VUELosUzikjov6gFLUF27vxDzX7jH2rcE62MLG/3baUG3N1K/b8bWqkrLmqlWrUys1SqVCkRkMqVK/tuj3O5on0r1T3v+fjXPbufH/05i2P56H/uVrt27dTfLh79fVXQgmjxjCIS+i9qQUuQbz4Z7VsvzuVfnYupv7cpps6uX0xVO2T3DjzXl6MrF1PnNCimbj+vmHrmBv9zFtfy7fwx+tvFo69X0IJo8YwiElH8kq75errvFz7OhYD4FysCcktx9ePyj/S3iyd5PcSPZx2RiOoXeeUXE9Wn43oZWT4a00tNeKWXGjmol3qqby/Vq5eZ5S9/+UtiB96wYUPf7XEuA/rlPR+De6mJr/ZSH4/1P2dxLKsXTdbfJglRve8QDs86IsEvcnQ4iJ4+3ndm8awjEvwiR4eApI/3nVk864gEv8jRISDp431nFs86IsEvcnQISPp435nFs45I8IscHQKSPt53ZvGsIxL8IkeHgKSP951ZPOuIBL/I0SEg6eN9ZxbPOiLBL3J0CEj6eN+ZxbMOWIaAwBUEBLAMAYErCAhgGQICVxAQwDIEBK4gIIBlCAhcQUAAyxAQuIKAAJYhIHAFAQEsQ0DgCgICWIaAwBUEBLAMAYErCAhgGQICVxAQwDIEBK4gIIBlCAhcQUAAyxAQuIKAAJYhIHAFAQEsQ0DgCgICWIaAwBUEBLAMAYErCAhgGQICVxAQwDJdb+6gjjmsmLfcfQcBgb0ICGCZfvd3UO0aF/OWp3sRENiLgACWee2JDur+S4p5y1vPEhDYi4AAlpkytIMa0qWYt0wfTkBgLwICWIaAwBUEBLAMAYErCAhgGQICVxAQwDIEBK4gIIBlCAhcQUAAyxAQuIKAAJYhIHAFAQEsQ0DgCgICWIaAwBUEBLAMAYErCAhgGQICVxAQwDIEBK4gIIBlCAhcQUAAyxAQuIKAAJYhIHAFAQEsQ0DgCgICWIaAwBUEBLAMAYErCAhgGQICVxAQwDIEBK4gIIBlCAhcQUAAyxAQuIKAAJYhIHAFAQEsQ0DgCgICWGbKC1cmAjJjeGf9ZsAaBASwzBfTnkkE5Kv3X9BvBqxBQAALrfxyklq9aLL+x4BVCAgAIBQCAgAIhYAAAEIhIACAUAgIACAUAgIACIWAAIblX/NRmAWwAe9EwDA9DuksgA14JwKG6XFIZwFswDsRMIwwwFW8YwHDCAhcxTsWMIyAwFW8YwHDCAhcxTsWMIyAwFW8YwHDCAhcxTsWMIyAwFW8YwHDkgOSzgLYgncjYJgeiIIWwBa8GwHD9EAUtAC24N0IGEYc4CresYBhBASu4h0LGEZA4CresYBhBASu4h0LGEZA4CresYBhBASu4h0LGEZA4CresYBhBASu4h0LGEZA4CresYBhBASu4h0LAAiFgAAAQiEgAIBQCAgAIBQCAgAIhYAAAEIhIACAUAgIACAUAgIACIWAAABCISAAgFAICAAgFAICAAiFgAAAQiEgAIBQCAgAIBQCAgAIhYAAAEIhIACAUAgIACAUAgIACIWAAABCISAAgFAICAAgFAICAAiFgAAAQiEgAIBQCAgAIBQCAgAIhYAAAEIhIACAUAgIACAUAgIACOX/AKr4pZGGUf9hAAAAAElFTkSuQmCC)
PN: 4848-3-0J
CAS: 41360-55-8
Molecule Weight: 203.164
Formula: C9H8F3NO
PN: 3630-3-51
CAS: 55601-21-3
Molecule Weight: 157.164
Formula: C8H9F2N
PN: 1800-3-X0
CAS: 160001-85-4
Molecule Weight: 202.22
Formula: C11H13F3
TSCA: Not listed on TSCA inventory
