![4'-(Trifluoromethyl)-[1,1'-biphenyl]-3-amine hydrochloride](data:image/png;base64,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)
| Product Number | 3630-7-X6 |
| Synonyms | 4-(3-Aminophenyl)benzotrifluoride hydrochloride; 3-[4-(Trifluoromethyl)phenyl]aniline hydrochloride; 3-Amino-4'-(trifluoromethyl)biphenyl hydrochloride |
| CAS | 1211195-38-8 |
| MDL Number | MFCD08445323 |
| Molecular Formula | C13H11ClF3N |
| Molecular Weight | 273.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3630-7-X6
CAS: 1211195-38-8
Molecule Weight: 273.68
Formula: C13H11ClF3N
![4'-(Trifluoromethyl)-[1,1'-biphenyl]-4-amine hydrochloride](data:image/png;base64,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)
PN: 3830-7-03
CAS: 1209254-98-7
Molecule Weight: 273.68
Formula: C13H11ClF3N
![4'-(Trifluoromethyl)-[1,1'-biphenyl]-2-amine hydrochloride](data:image/png;base64,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)
PN: 3830-7-X1
CAS: 189575-70-0
Molecule Weight: 273.68
Formula: C13H11ClF3N
PN: 3830-7-X8
CAS: 811842-42-9
Molecule Weight: 273.68
Formula: C13H11ClF3N
![2'-(Trifluoromethyl)-[1,1'-biphenyl]-3-amine hydrochloride](data:image/png;base64,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)
PN: 3830-7-48
CAS: 811842-39-4
Molecule Weight: 273.68
Formula: C13H11ClF3N
![4'-Methyl [1,1'-biphenyl]-3-amine](data:image/png;base64,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jK1Sf4krj6o8swzz9hVMkaAeEOAIJRyFSBy8cUXx/erMFm4cKFdBTm2detWU7169fh5aNCgga9TzBAg3hAgCKVcBsjcuXOTRqZzgQne8OHDk87v6NGj7SpZIUC8IUAQSrkMEGnfvn3S/rVuCILx/fffm8qVK8e/e82WvHPnTrtaVggQbwgQhFKuA0RzLR1wwAHx/devX99ZEQ+5d9VVVyWd24cfftiukjUCxBsCBKGU6wCRxOlNVG699Va7Cnz24YcfJr3EcOqpp/r67COGAPGGAEEoBREgP/zwgznqqKPiP0NjRBYtWmRXg080wlyv6sa+bwWJznMuECDeECAIpSACRCZOnJj0c3SB41ZWbtxyyy1J33XPnj3tKr4hQLwhQBBKQQWIJL7Wq3LNNdfYVZClqVOnJt26Ouyww8z69evtar4hQLwhQBBKQQaIpjipXbt20s977LHH7GrI0KpVq0yNGjXi361eoX7ttdfsar4iQLwhQBBKQQaIfPzxx6ZMmTLxn6f1KbJdFQ/GeUDetm3bpHOplxdyjQDxhgBBKAUdIGLP1qvxCVqrG5m79tprk75TXdj9HvORCgHiDQGCUMpHgMill16a9HM1xcbq1avtavDgjjvuSPouK1WqZJYtW2ZXywkCxBsCBKGUrwDRq72nnXZa0s/Wm1kbN260q2IvNDgw8TvU7cEgR/sTIN4QIAilfAWIrFu3zhx33HFJP79Zs2bO2t3Yt2effTZpkSi9ffX000/b1XKKAPGGAEEo5TNA5NtvvzXHHHNM0jGccMIJzt8jvYceeigpPFRGjBhhV8s5AsQbAgShlO8AkaVLl5rDDz886Tg0cv2zzz6zq8K4n3mo3HzzzXa1QBAg3hAgCCUtLpR4IcrFhHtefP7556Zu3bpJx6KZZKdPn25XjSy9qnvdddcVTHhorRG9QRc7jjPPPNOugv+PAEGoaFCfXv1MHLWsoj9rhHg+3ojSzzzllFOSjkcz+Q4dOtTs2bPHrh4pGiRoj/PQucrHbSsZP3580vxmKmoAIDUCBKGwa9cu56KTuE5EqnLooYeaIUOGBDKWIJHezjr33HNdx3P22Wc7F9Eo0vQkiSPMVfS2lS7iQZszZ45p3ry56/yoaPp4pEaAoOhNmTLFHHvssa5/+CrVqlVLWj0wVjQ+QxMhBkmzyfbo0cN1LLqI6neICn0PmhjRfliucR4KlSCpd6ieqd1jjZ2XgQMH2psgAQGCorVkyRJz/vnnu/7hq5x00knmvffec+ppmpHTTz/dVUflrLPOCnwKdj2fUU/IPpYuXbqE/i0treeROCV7rOj8BDlqXz1Q9URTnYeDDz7Y3HXXXWb79u32ZrAQICg6mzZtMjfccEPS3FOxollaH3nkEdciQ3rW8MQTT7jeilLR84g//OEPOZ3d1fbVV1+lDLVDDjkkL7fYcm3NmjXOrSC7N6g/a24r3YIMyquvvur0QO3vXsfyu9/9zqxcudLeBGkQICgaCoXRo0eb6tWru/7xK0x0IVK47M2WLVvMX//6V2fxJ3sfVatWNSNHjnRusQRBF81+/fqZ0qVLu46lUaNG5qWXXir6h+xaG2X48OEpn00p7HM9q24i9TTV47SPQ0WzB6inipIhQFAUdDvq5JNPdv3DV9FtLL0uWxJffvmlax2PWGnSpIl5++237U1yZu7cueaMM85wHYeKnu1oavhi65EoyAcPHpwy7PXsQ8+Cgurx6eeoh5m4hn2sqEeqnmmxB3W+ECAoaN98843p3Lmz6x++SuPGjc3kyZPtTUrknXfeMccff7xr3yoXXXSREzRBefLJJ80RRxzhOg4VjUu49957A7voZmrFihWmf//+pmLFiq7fQUVrmOdqGVqbepLqUapnaR+HeqDqiapHiswRIChIGsx1++23O+tq2P/49baObov4dd9cF5oHH3ww7YVGA9qCutDo5+i2VoUKFVzHEjueCy+80JkvqlCWztUxjxkzxrRp0ybl20wqRx55pBk1apTr2VSuqAeZrmGgnmeQDYMwI0BQcMaNG+da4U9Fzwq0DrYGC+bChg0bzB//+Me0tzoef/zxwG516FgGDBjgPCewjyVW9MD9yiuvdCYa/O677+xd5JR6hvo+OnXqZA488EDXscWKHlbrpYagbsEpGNRztI9DRYGiHif8Q4CgYOjWhmattf/hq7Ru3dosWLDA3iQn9LBVA/zsY1DRw9aPPvrI3iRn1MvQQlV16tRxHYtdGjZsaLp37+4Eyqeffmp27Nhh7y4jep1V371usV199dWuqVlSFU0cqdeVg+pxqBeknmK6lyPUwwzq5YgoIUCQdxqJrVc8U93+0Iy2L774or1JIPSGULrXPTVmQ/f7gzRt2jTTtWtX5xaefUzpir6/c845x/Tu3du5Jai32PRQ/rnnnnNa47GiP+vv9bnq9erVywlRL8EVKzVr1jR9+vQxs2fPtg89Z9QjVE8o3evZ6lGqN4fcIECQN2oh/+Mf/3Buxdj/+PUMQKOA/WpFZ0q3Xu6+++60A87uvPPOwAec6TvRK75a/TDVcQVZ1LpXmOplhqBb+OoJ2ot3xYrCL+gBolFEgCAvXnnlFVO/fn3XP3y17n//+98X3Ijs77//3mn929NvqKiVrhZ8PqgFrhb/sGHDzAUXXJDzQFHvp0OHDs68Y/Pnz7cPJxDq+Sm07EGJKuoxBjm2JOoIEARKa2Foemz7H76K1mCYMWOGvUlB+eSTT9KO2WjZsqUzpiOfFCj6jidMmODM9qtnIi1atHBNWrivovr6fbS9emAK/Hy36NXTU49PPT/7eBWc+n2DeliP/yJAEIiNG7eYG24YZMqVc48P0NiHsWPH2psUND0gtqf9VlEPpVu3bs7UHYVKz5w0lYoGX+r5h/6rP+djqnuv1MNL9TxG37d6huohIngECHJq9+49Zvz42eakk/5oDjustTnooKPj//jLlSvnzMqqqc6Lkd6Q0ip6Bx10kOvCpoF0uq1Eizg76tGpJ2R/vyrqCapHiPwhQJAzM2euNJdc8pw5+eSHTKNGN5latS4xlSo1NWXKVDIdO3Z0Wr1hsHz5cnPZZZe5LnAqerX2jTfesDfBPqgHp55cqmdO6vmpB4j8I0DguxUrNpk//3myExyx8vOfDzV1615r2rS51rz3XmE/58iUpiq3Vx6MFS0mtXjxYnsTWNRju+eee1JOhaKennp8hTICHwQIfPTjjzvN/ffPML/4xSNJ4aHStu3j5rnn/uXc0gozPcTWtB4aE2FfADUu4U9/+pPZuHGjvRn+Qz01zUJsf28q6uGpp4fCQoAga5rd45VXFpuzzhrrCo7TThtlhg37yGzZkt/xHEHbvHmzuemmm1KOjNYqiQ8//HBgo7QLnXpmqZb7VVGP7oMPPrA3QYEgQJCVefNWmS5dXnQFh0rv3m+YZcuiPQr4iy++cCY/tC+MKpruQ6PLo0o9MfXIUs09ph6cenJBzT2GzBAgyMjq1T+YW2552xUaKhdd9Mx/Wo3f2JtE2ltvvWWOO+4414VSJUwvFHihnpd6YOqJ2d+FemzquakHh8JHgKBEduz4yYwaNds0azbaFRwtW44xTz013+zaxa2ZVDTVxwMPPGCqVKniunAW+yvNXqnHpZ6X/furqKemHhuKBwECz6ZMWWrOP3+cKzhOOeVhM2DAdLNhA2/HeKFFoTRZYaqlbLVuRrENqvRCPSz1tOzfV0U9s6lTp9qboAgQINinxYvXmq5dX3EFh0q3bhOdz1FyCxcu3Ou0LjNnzrQ3KTrqUalnpR6W/TuqJ6YeWdCTMMI/BAjSWr9+m7nrrnedHoYdHOqJTJ261N4EGdA8U/Xq1XNdYAt1Ykmv1JNSj8r+vdTzUg+s0Jfnxb4RIHDRM4wnn5znPNOwg6N580fNI4/Mdp6FwD/FMLW9V+o5qQdl/x4q6nGp54VwIECQ5P33vzYdOox3BUfTpg85b13p7SvkTqEuruWFekpXXHFFymnW1cPSDMEIFwIEDo3X6NXrdVdwqPzudy+Z+fMLd6bWMCqU5X29UM9IPST1lOxjVY/q73//e9H0nlAyBEgaiRfQkspm20T2hfyhh/5lV0nL6zFs3rzD3H33h86IcfvnnX32WDNx4mJnpDnyY9y4caZ27dquC7OeI/Ts2dOsXZvfFxjUI1LPyD4+9aDUk1KPCuFFgKTh9QKcSjbbJrIv6Hr+sG7dVrtaSl6OQber2rR53PVzNJfVAw/MdOa2Qv5t3brVWae8fPnyrgu1VgjU6oC7du2yN8sp9YDUE7KPR0U9J/WgEH4ESBpeLsDpZLNtIvvCrjJ48Ht2tZS8HMM55zzp2n/fvlOc2XRReL7++mvTuXNn1wVbpXHjxmbKlCn2Jr5Tj+faa69NOYZFPSX1mBAdBEgaXi7A6WSzbSL74q6iW03ffLPvC7yXY7jsshfidS699Dkza9ZKuwoK0Hvvvfefc3ay6wKucv755zsrDPpNPRz1dNTjsX+meka33Xab01NCtBAgaXi5AKeTzbaJEvfTo8fE+P++6aY37aouXo7hu++2mAcfnGVee+3z0E+zHjaaT2r06NGmevXqrgt6mTJl/tOT7Gs2bdp3Q8ML9WzUw7F/jop6ROoZIZoIkDS8XIDTyWbbRIn7Wbjwe+dVWv1v/Vd/3hu/jgGFTSGhsFBo2Bd3hcsjjzyS8bTx6smoR2PvV0U9IPWEEG0ESBrZXICz2TaRvZ8bb3wz/mf1SPbG3hbhtmTJkrQX+5NOOqlEF/t9hZJ6PpmGEsKFAEkjmwtwNtsmsvejZx+nnvq/120//DD9Cm32toiGvd1u6tSp015vNwV5WwzhQICkkc0FOJttE6Xaz6BBeoD637/r3Pn5tGM0Um2LaIg98K5cubIrCA488EDngfePP/6YtI16KOqp2PVV1LNRDwewESBpZHMBzmbbRKn2o3EgiWtx6AF4Kqm2RbTs7ZXbWrVqOa/cqkeinon9uUpQrwajeBEgaSRegLMp2Ui3n5EjZ8X/XrPi7tzpvh+dbltEz94G/aWac0s9l3wMTkTxIUDSsIMg05KNdPvRCPG2bf83glyrANrSbYvo0rQjdevWdQVGrKinoh5LvqdHQfEgQNKwgyDTko297efppxfEP9N0JD/8sCPp871ti+iKTXxoL/BUaBM0ojgQIGlkcwHOZttEe9uPblslLi+ruasS7W1bQM8+jj/+eFOtWjVntlwgEwRIGtlcgLPZNtG+9vP660vin//qV6PNmjX/e7NmX9sCQLYIkDSyuQDb265cudlMmPBvZ0Gm3/72BdOu3VhnTqtWrR4zV101wYwePcds3LjN2ot7Pza9wqtXeWN1BgyYHv9sX9sCQLYIkDSyuQDb2yb+OV3Rc4yPP04eGGjvJxUNJozV0SBDLQwlXrYFgGwQIGlkcwG2t9V/1eNQD0RrcGzYsM1s3brLmc/qhhv+Nz2J1uFYunR92v2k07Pnq/F6mo5dvG4LAJkiQNLI5gJsb9unzyTnNlY6uvUUq9+v39T439v7SSdxokWVBQtWe94WADJFgKSRzQW4pNtqAadY/TPPfCL+9yXZj6Z4j9Xt2vWVEm0LAJkgQNLI5gJc0m137PgpXv/000fF/74k+9FEi6nWNfeyLQBkggBJI5sLcEm3Xbx4bbz+eec9Ff/7ku5Hy93a4eF1WwAoKQIkjWwuwCXdNvEZyJ13vhv/+5LuRxMtNm/+KAECIBAESBrZXIBLsu0nn3xnTjnlYaeu/pvJW1iJtEQtAQIgCARIHn3//Y/OoMLYhf7uuz+0qwBAwSJA8mTz5h2mU6fn4uGhEerbtzN9NoDiQYDkwbZtu8yVV74cD4+zzhprVq/+wa4GAAWNAAmYXtm99trX4uGhSRA1EBAAig0BEqCfftpt/vSnyfHw0EPz6dO/tqsBQFEgQAKye/ce07//W0lvR7388iK7GgAUDQIkIAMHJg/ye+yxT+wqAFBUCJAAjBgxIyk8hg//2K4CAEWHAAlAYnh4KbyRBaAYECABsANiX4UAAVAMCBAAQEYIEABARggQAEBGCBAAQEYIEABARggQAEBGCBAAQEYIEABARggQAEBGCBAAQEYIEABARggQAEBGCBAAQEYIEABARggQAEBGCBAAQEYIEABARggQAEBGCBAAQEYIEABARggQAEBGCBAAQEYIEABARggQAEBGCBAAQEYIEABARggQAEBGCBAAQEYIEABARggQAEBGCBAAQEYIEABARggQAEBGCBAAQEYIEABARggQAEBG/h9UoF+iKRnAVQAAAABJRU5ErkJggg==)
PN: 3730-1-51
CAS: 400751-16-8
Molecule Weight: 183.254
Formula: C13H13N
PN: 3830-3-Y0
CAS: 25449-96-1
Molecule Weight: 175.154
Formula: C8H8F3N
TSCA: Not listed on TSCA inventory
