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)
| Product Number | 1800-B-18 |
| Purity | 97 % |
| CAS | 94022-95-4 |
| MDL Number | MFCD10567021 |
| Molecular Formula | C9H8BrF3 |
| Molecular Weight | 253.062 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 1800-B-18
CAS: 94022-95-4
Molecule Weight: 253.062
Formula: C9H8BrF3
PN: 2817-B-X0
CAS: 54109-16-9
Molecule Weight: 267.045
Formula: C9H6BrF3O
PN: 2817-B-14
CAS: 886762-01-2
Molecule Weight: 335.043
Formula: C10H5BrF6O
![2-[2-(Trifluoromethyl)phenyl]ethan-1-amine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACDLAAAgywFOtIkqAAACCnpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRYflIwniFEGLAgPaPawd0LdCsZXUgC0VsnP9+1GO08ZL5vgAaZIfZVGUZnf7qoStdnVhTUoE5QS0yWxemHVK/rw+jsbkbj7LMAgDTZ2Sj6b5nDK22+1o9qErtbeGZrYiR/90Xxe9mJ2k1q1ZwLlgb89PLy0zKkzdKJNppOpiWrfGJ5uppv2L/wzBKuW2hWHHcFa57THbe8D9w+m+zsn3XO7Rt0AUVkWpYWVdpRrYBpziw3/AWhvtVKNzWB7QLGmIc5/Pnh9stqm0aVD1GYpMlS+N22RoqGypsw0mQ+XnQ0oqgYBqbLVwTh3Aa96sBKgAlAQVgopAxaASUGNQE1CC44t+gQFCYq1L7Qd7PXzqlPyC+4v70d9YpiAlAY3jJIROCCqlTE7iqg/niddJjDrrqAsacRrFx2/BZULggGPEVMQYG9IYVwwkHUcoAioFCkGj0Oc55eM0Sb7Td94uVlI+bkUctj8ySWKJxWJf1ZrPltbkZyoUeUqWgrRl/K1XddBVkoB1uXbYnD6BDz0Hgj7g6z4MyD7gV2kYCPuAX9MvYHENiPqA74BhIO4Dvl+GgaQP+O4aBsZ9wPfiMDC5mPQNQPA+0fb6cGHFv4vd7o0bTHCFudEiQl5hrnYJO+tJdtrtqF6cBOzsmGB4OM7/AtWljRE+ti6YAAA5FElEQVR4Xu3dCfxVY+LH8RZSJEsYIsqa3R+RsWXNTAyazCBElpCyD8k6MnbZQkUbskxRySCKsWVJlFJRWmlXaZd6/vO9M/c697n39+v2nHvOPfecz/v1el4vfvd57j33Od3zvfc5z3lOFQMAgIMq9h8AACgEAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIgtg46qFtWeeKJz+0qFfK2q0ghdSrip21UECAAYssOkN///hkze/YSu1pehRzgC6lTET9to4IAARBbdoCo3HzzMLtaXoUc4AupUxE/baOCAAEQW3Z4qBx8cDczduwcu2qOQg7whdSpiJ+2UUGAAIgt70H6+uuHZv67TZtBdtUchRzgC6lTET9to4IAARBb3oP0jBmLTZMmPTL/P3ToZLt6lkIO8IXUqYiftlFBgACILfsg3aXLiMz/n3JKP7Nq1a9Wi9/YbfMppE5F/LSNCgIEQGzZB+klS1aZ447rk/lb795fWi1+Y7fNp5A6FfHTNioIEACxle8g/dJLYzN/O+qoXmbBguWeFr/J19ZWSJ2K+GkbFQQIgNjKd5D+9dc1pmXLlzJ/v+uu9z0tfpOvrc1bx08pVwQIgNiq6CD94YfTMn9v3Li7mTRpQdbjUlFbLzsIXEu5IkAAxFZlB+l27V7PPKb/tlXWNs0OAtdSrggQALFV2UFavzr06yP9+EcfTc96vLK2aYXUqYiftlFBgACIrXUdpHX+I/34GWe8bNasWZt5bF1tpZA6FfHTNioIEACxta6DtGZgaSZWus7LL4/LPLautlJInYr4aRsVBAiA2CrkIN2r15eZOrpGRNeKSCFtC6lTkYra6op5Bdk117yVmi125JE9U6sIn3rqC+aOO94zEybMy6pfSgQIgNiq6CDtpavRdVV6ut7DD49I/b2QtoXUqUhFbb1/z1d03qZv39FZbUqFAAEQWxUdpG1vvTUpU0/rZc2cubigtoXUqUhFbfX/hx7aw9xyy/DUdOOFC1eY5ctXp3553Hbbu5k2778/LatdKRAgAGKrooN0PhdcMDBT17tyb2VtC6lTkYraXn31m+aHH37O+pvXY499mmpz8cWD7YdCR4AAiK2KDtL56B4huleIt8262hZSpyKubefNW5Zqo3MjpUaAAIit9T1Id+o0LCc8KmtbSJ2KuLbVcJbaHHHEM/ZDoSNAAMTW+h6kdb90zXiKcoCkl2E5//xX7YdCR4AAiC2Xg3TXrp9FNkC0EOTZZw9ItXn11fH2w6EjQACgTNxzzwep8Dj33FdSYVJqBAgAlAHd/Erhccwxvc306Yvth0uCAAGAiHvuudGp8NCJ8zFj5tgPlwwBAgARlg6Pww572nz66Uz74ZIiQAAgovr0+SoVHroyPQpXntsIEACIoJ49/3vO45BDephhw763H44EAgQAIqZHjy8y4fH225PthyODAAGACOnWbWQqPLTq7tCh0Q0PIUAAIEK8Fxiuq8yfv8xuHioCBEAijRgxw5xwQl/TosVLZtq0RfbDJWOHRGWFAAGAEtBy6OkD8YMPfmw/jAIQIAASqVWr/64ppdK587/th1EAAgRAIhEg/hEgABKJAPGPAAGQSASIfwQIgEQiQPwjQAAkEgHiHwECIJEIEP8IEACJRID4R4AASCQCxD8CBEAiESD+ESAAEokA8Y8AAZBIBIh/BAiARCJA/CNAACQSAeIfAQIgkQgQ/wgQAIlEgPhHgABIJALEPwIEQCIRIP4RIAASiQDxjwABkEgEiH8ECIBEIkD8I0AAJBIB4h8BAiCRCBD/CBAAiUSA+EeAAEgkAsQ/AgRAIhEg/hEgABKJAPGPAAGQSASIfwQIgEQiQPwjQAAkEgHiHwECIJFatHjUNGp0Y6rccssA+2EUgAABkEjNml1l6tU7JVWuv/5x+2EUgAABkEhHHPEnU7v2LqlyxRU32Q+jAAQIgEQ68MADTZUqVVLl4osvth9GAQgQAIlEgPhHgABIJALEPwIEQCIRIP4RIAASiQDxjwABkEgEiH8ECIBEIkD8I0AAJBIB4h8BAiCRCBD/CBAAiUSA+EeAAEgkAsQ/AgRAIhEg/hEgABKJAPGPAAGQSASIfwQIgEQiQPwjQAAkEgHiHwECIJEIEP8IEACJRID4R4AASCQCxD8CBEAiESD+ESAAEokA8Y8AAZBIBIh/BAiARCJA/CNAACQSAeIfAQIgkQgQ/wgQAIm0++67ZwKkdevW9sMoAAECIFGmTZtmzjzzzEx4qOjXCNYfAQIgEZYtW2Zuu+02U6tWrazwUDn55JPt6igAAQIg9vr162fq16+fExzVq1c3Rx11lFm+fLndBAUgQADE1siRI83hhx+eExwqzZs3NxMnTrSbYD0QIABiZ/bs2aZNmzamWrVqOcHRqFEj8+abb9pN4IAAARAbq1atMvfee6+pU6dOTnBsscUW5uGHHzarV6+2m8ERAQIgFgYNGmR23XXXnODQeY5LL73UzJ8/324CnwgQAGVt3Lhx5vjjj88JDpVjjjnGjB492m6CIiFAAJSlBQsWmCuuuMJssMEGOcHRsGFDM2DAALsJiowAAVBWdA6ja9eupm7dujnBUbt2bXPXXXeZlStX2s0QAAIEQNl45513zD777JMTHFWrVjXnnXee+eGHH+wmCBABAiDyJk2aZE477bSc4FBp0qSJ+eSTT+wmCAEBAiCyfv75Z3PjjTeajTbaKCc4tt9+e9O3b1+7CUJEgACInLVr15pevXqZbbfdNic4atasaTp16mSWLl1qN0PICBAAkfLRRx+Zxo0b5wSHSsuWLc2UKVPsJigRAgRAJMyYMcO0atUqJzRU9t9/f/Puu+/aTVBiBAiAklqxYoW54447zCabbJITHFtttZV56qmnzK+//mo3QwQQIABK5qWXXjI77bRTTnBsuOGG5qqrrjILFy60myBCCBAAoRs1alTqPhx2cKicdNJJZsKECXYTRBABAiA0c+fONRdddFFqgUM7OHSP8tdff91ugggjQAAE7pdffjEPPPCA2WyzzXKCY/PNNzcPPvhgqg7KCwECIFBDhgxJ/bqwg0O/Qi6++OLUrxKUJwIEQCDGjx9vmjVrlhMcKkcffbT58ssv7SYoMwQIgKLSzCnNoNJMKjs4GjRokJp5hXggQAAUha7V0DUbunbDDg5d4/H3v/89dc0H4oMAAeCbrhLfb7/9coJD5ZxzzkldZY74IUAAOPv+++/Nn//855zQUNF6Vh9//LHdBDFCgABYb0uWLEmtiJtvmfXtttsutZKuVtRFvBEgAAqmUOjTp4+pV69eTnAoTDp27Ji6hweSgQABUBDd9e/QQw/NCQ6V008/3UyePNlugpgjQABUSvcZ1/3Gdd9xOzh0f/Jhw4bZTZAQBAiAvFauXGk6d+5sateunRMcdevWNV27dmWZ9YQjQADk6N+/v2nYsGFOcGywwQamffv25qeffrKbIIEIEAAZo0ePNk2bNs0JDpUTTjjBfPPNN3YTJBgBAsDMmzfPtG3bNu8y67vttpsZPHiw3QQgQIAk0xLqXbp0SS2pbgdHnTp1zH333WdWrVplNwNSCBAgod544w3TqFGjnOCoVq2aadOmjZkzZ47dBMhCgAAJM3HiRPPHP/4xJzhUjjjiCPPFF1/YTYC8CBAgIRYtWmSuvfZaU6NGjZzg2HHHHU2/fv3sJkClCBAg5tasWWN69Ohhtt5665zg2Hjjjc3tt99uli9fbjcD1okAAWJs0KBBeU+Qq5x11llm+vTpdhOgYAQInHW7pMp6F4Qr31XkBx10kPnggw/sqsB64xMNZ3Y4FFIQLu/5Dt0V8JlnnkkNaQHFwCcazuxwKKQgXNtss00mQG644Qb7YcAXPtFwRjBEn27ulA6QW2+91X4Y8IVPPpwRINFHgCBIfPLhjACJPgIEQeKTD2cESPQRIAgSn3w4I0CijwBBkPjkwxkBEn0ECILEJx/OvAFSSEH4CBAEiU81nNkBsa6C8BEgCBKfajizA2JdBeEjQBAkPtVwRjhEHwGCIPHJhzMCJPoIEASJTz6cESDRR4AgSHzy4YwAiT4CBEHikw9nBEj0ESAIEp98OCNAoo8AQZD45MMZARJ9BAiCxCcfzgiQ6CNAECQ++XBGgEQfAYIg8cmHMwIk+ggQBIlPPpwRINFHgCBIfPKBGCNAECQCBIgxAgRBIkCAGCNAECQCBIgxAgRBIkCwTquWLTTfffKc+enHcfZDiDgCBEEiQFCpNWtWmwF3/l9qptUz7WqZRXO+tasgwggQBIkAQaW+HvZI1nTdqaMH21UQYQQIglTSAPEemAotCM+KpfNN76u3zPT9czfsYFavWmZXQ4QRIAhSSY/IdjgUUhCeD/pdntX33336vF0FEUeAIEglPSLb4VBIQTgWzBxjely6QabfB977e2PWrrWrIeIIEASppEdkgiG6Xnvo2My+6d62mpk79XO7CsoAAYIglfTITYBE05RRr2Ttm/d6X2BXQZkgQBCkkh65CZDo+XX1SvPCTTtn9kvPDpuaZYtn2dVQJggQBKmkR24CJHq+fOPurP3y5Zv32FVQRggQBKmkR24CJFqWLfox9YsjvU9e6LSLWbN6lV0NZYQAQZBKeuQmQKLl3V6ts/bJlK8G2lVQZggQBKmkR27vwaqQguDMnfJZarZVuq+HdDneroIyRIAgSCU9KtsBsa6CgKxdawbec1imn3X9x4IfvrZroQwRIAhSSY/KdkCsqyAYWmnX288f9mtnV0GZIkAQpJIelQmH0lu9cmlqjav0ftDaV1oDC/FAgCBIJT1yEyCl9/nAm7P2w9jhj9lVUMYIEASppEduAqS0fp4/JXWPj/Q+ePn2vVP3/0B8ECAIUkmP3ARIab3d7YysfTDjm6F2FZQ5AgRBKumRmwApnR8nvpfV/292/ZNdBTFAgCBIJT1yEyClsXbtGtP/zgMyff/05RuZxXO+s6shBggQBKmkR+5iBIgW//vg+cvMG481N9PGDLEfRh7fvN8tq+8/GfA3uwpiggBBkNyP3EVQjAAZ927XrOd5/ZFmZuGs8XY1/M+q5YtMn2u3zvTXs9dta35Z8bNdDTFBgCBI7kfuIihGgHz7ybNZz6PS47INzUcvXWlWLVtoV0+8ES9fk9VXEz58xq6CGCFAECT3I3cRFCNAtAyHliB/pv0mOUHS55qtzLh/P2nWrvnVbpVIC2dPMD0ur5HpnwF3HZQ6H4L4IkAQJB9Hbv+KEiD/s3ThTDP8mXNMt7ZVc4Lkn3/fz/ww8V27SeK88egff+uX//TTrEkf2lUQMwQIguT/yB0xsyd/bF75R+OcEFEZ+tSfzc/zvrebJML4kf8y95z9W18M63GWXQUxRIAgSLELkJS1a83Ej3ubZ6/fLidENGX1s4GdzC8rl9itYmv16l9MuzMamYuOrWI6nlbFPHLRxmbJT9PtaoghAgRBimeA/I9mF336asdUaNhB8uzf6pmJI/qkwibuuj3RxexTv4ppuncVc0aTKub1Z2+3qyCmCBAEKdYBkrZ43mTz1pOn54SIyqt3H2rmTB5hN4mNuXPnms0339zUrFHF1K9bxfzh8B3NypXL7WqIKQIEQUpEgKT9MH6Y+eft++SEiE4oD+95rlm28Ae7Sdlr27Zt5gCiMuCfL9pVEGMECIKUqAARTenVxYd9rq6bEyQ929c2o17vnLq6PQ6++uorU7169cwB5Mgjj7SrIOYIEAQpcQGStnLZT+ajF9qnbt9qB0m/mxqa77/obzcpO02bNs0cPKpVq2a++OILuwpijgBBkBIbIGkLf/zGvN7lhJwQUXntgaZmwYzRdpOy0L9//6yhqwsvvNCuggQgQBCkxAdI2tTRg82LN++WEyLdL61u3n+urVmxZJ7dJLJWrFhhGjRokDlw1KlTx8yZM8euhgQgQBAkAsRjzepV5qu37jO9OtTJCZJeV21uxrzTxaz59Re7WeR07tw569fH/fffb1dBQhAgCBIBksfyn+eYf/e50HRvWy0nSF66tZGZPvYNu0lkzJw509SuXTtz0Nhtt93MqlWr7GpICAIEQSJAKjFv2hdm0H1H5ITIPa2qmMc6/dHMmDrRblJy55xzTtavj8GDB9tVkCAECIJEgBRg0mcvmOdv3DEVHk9eVMVc/6cqpmWTKuaQ3Tc0nTpeYxYtWmQ3KYkRI0aYqlWrZg4YJ554ol0FCUOAIEgESIFW/7LcjHztdnNP641Nm2OqmGP2rmJ22vq/H8ytt97adO/e3axZU7ql0deuXWsOPfTQzMFiww03NOPGjbOrIWEIEASJAFlPC+dNNw90Osvst2MVU7vmb0NFKgcccID597//bTcJRZ8+fbK2pUOHDnYVJBABgiARII4+HfGBOeigg7IO2unyl7/8xUydOtVuEpglS5aYevXqZV5/q622Mj/99JNdDQlEgCBIBIgPGrJ65plnzO9+97ucEKlZs6a55ZZbzNKlS+1mRdexY8es137iiSfsKkgoAgRBIkCKYPHixeZvf/ubqVGjRk6Q7LDDDua5556zmxTN999/nwqr9Ovtu+++5tdfuYUv/osAQZAIkCL67rvvzJ/+9KecEFH5/e9/bz777DO7iW8tWrTIep1hw4bZVZBgBAiCRIAEYOjQoWavvfbKCREtaHj++eebWbNm2U2cDB8+POv5Tz/9dLsKEo4AQZAIkICsXr3aPProo2bLLbfMCZJNN93U3H333b6uENcw1X777Zd5zo022shMnjzZroaEI0AQJAIkYAsWLDCXX3652WCDDXKCZJdddjGvvvqq3aQgOlHufS6dSAdsBAiCRICE5OuvvzbHHXdcToio6O96vFCaoqupuun2OkhoKi9gI0AQJAIkZPrFoV8edojoF4p+qcyfP99ukuPKK6/Matu7d2+7CpBCgCBIBEgJ6NyHzoHoXIgdJDpnonMnOoeSzzfffJNapiRd/5BDDkktYwLkQ4AgSARICWk2lmZlaXaWHSSaxaXZXLZmzZpl6mjhxI8//tiuAmQQIAgSARIBuj5E14nYIaJyyimnpK4vkddeey3rMS3dDlSGAEGQCJAI0RXrunLdDhFd4X7NNdeYXXfdNfO3TTbZJHXzKKAyBAiCRIBEzLJly1JraNWqVSsnSLzlzjvvtJsCObzXId100032w4AvBEhEaTVfreprB4eKZmyxZAkqo6ne7du3z/p3s/HGG5sXXnjBrgo4I0AiTvcXyXc1u8pZZ51lpk+fbjdBgmmFAl1kWrdu3Zx/L+lyxBFHmC+++MJuCqw3AiTiRo0alXeWVrroW+Xtt99uli9fbjdFwuhX6T777JPzbyRf0b+pCy+80MyZM8d+GqBgBEjEHXnkkZkPffXq1c25556bd9n4HXfc0fTr189ujgTQGmhaSNP+N6Gi2xx/8MEHpkuXLmbzzTfPeXyzzTYz9913n6912ZBcBEiEvfTSS1kf9ksuuST194kTJ5rmzZvnHAxUNDwxcuRI65kQRz///HNqDTQtpGn/O9AdKnWbY+9FpvPmzTNt27ZNfRGx6++2225m8ODBnmcH1o0AiSgNSe20006ZD7i+Pc6dOzerzhtvvGEaNWqUczDQ8ESbNm3M7Nmzs+ojHhQKWr7GO0U3XRQmnTp1qnRttK+++so0bdo0p63KiSeemFrtACgEARJRd9xxR9YH+6GHHrKrpPzyyy+p4Yktttgi52BQp04dhidiRisPaPkae1+r/PnPf07dobJQ//znP03Dhg1znkdL5XTo0CE1kwuoDAESQZpZpQsF0x/oPfbYIxUUlWF4It500ahWHtDyNfb+1X1hdHMxFytXrjSdO3c2tWvXznlezeTSjC5ukYyKECARdPbZZ2d9kF9//XW7SoVGjx5d4fDECSecwPBEmVmxYoX5+9//nvWFIl20pP+TTz5ZlAP8Dz/8kJqgkS+g9t13X647Ql4ESMR89NFHWR/iP/zhD3aVgvTv3z/v8IQuQtQFZgxPRN/LL79sGjRokLMPNcSkJf0XLlxoN/FtxIgRqZlb9muqaKYXd72EFwESITo5evDBB2cdKCZMmGBXK9i6hie6du1alG+vKK4vv/zSHH300Tn7TEWrMY8fP95uUlT6d6gZXJrJZb++TtJr5ldlJ+mRHARIhPTs2TPrw3r11VfbVZxoeOK8887LOzyhC88YnogGnce6+OKL857H2n333c2QIUPsJoFSSGj9rHzThDUDTDPBuBdNshEgEaE5/dtuu23mA7r11lsXfYjik08+qXB44rTTTmN4okQ0QeLBBx+s8EK/Bx54YJ2TKIKkmV0tWrTI2TYVzQjjnjTJRYBExA033JD1wXzqqafsKkVRyPCEwgzh0AQJzbKz94V+hVx00UU51/6UkmZ6acaXva36ZasZYtxeIHkIkAiYNGlS1jDB/vvvb9asWWNXKyoNT+iCs4qGJ3r16sXwRIB0buukk07K6XuVo446KrUGWhTpnJlmfmkGmL3dmimmGWOaOYZkIEAi4NRTT836IL733nt2lcBoeEIXoNkHA5XGjRszPFFkGpbUuS3vfe3TRSsPvPjii3aTSNIsPs0Ey/c+NHNMM8gQfwRIib399ttZH76WLVvaVULx7rvv5h2eUNHwxIwZM+wmWA/65t6tW7cKv7lr5YFy/OauGWGaGWa/JxXNJNOMMsQXAVJCq1evzlp+W3chnDJlil0tNDrI6dxLRQc5hifcKJw1LGn3qUqrVq1iEc6aIaaZYvb707kczSzTDDPEDwFSQo8//njWh03nJKJAwyxXXXVVhcMTWiUY66YvA/pFafehioYHddFonGimmGaMaeaY/X41w0wzzUo5mwzFR4CUyIIFC7LuGrf99tubpUuX2tVKqrLhCZ3oZXgiP+3Hm2++2dSsWTOn3zRVO+4TFDRzTDPI8l3Pohln67M0D6KNACmRK664IuuD9eyzz9pVImNdwxNRmmpaan379k19GbD7SrPdbrzxxkRNkdZMMn3RsPtCRUv0+FllAdFAgJTA2LFjU2tSpT9MTZo0ifw3UoYnKqeLNLUf7b5R0Sw7TdVOKs0s897bJl00RKoZacW+YBbhIUBK4Pjjj898iHTzp08//dSuElmVDU/oV0rShicqWyZm7733Nu+8847dJJF0gzTNNNt4441z+kmTNjRDjXXZyg8BErKBAwdmfXhat25tVykLlQ1P6AK5uA9PaKHKu+66q8KFKjVBQrPskE0zzjTzzO4zFc1U04w1lA8CJES6M+Cuu+6a+cDo4PPjjz/a1cqKZmRVNDyhmVxxHJ4YMGCA2XnnnXPes4YldW5LEyRQOc1A86487S2auVbK6ewoHAESonvvvTfrg/KPf/zDrlKW1nXTI11bEofhiTFjxphjjjkm5z2qaFhy3LhxdhNUQuf9tAK1dxHRdNEMNs1ki9rMRGQjQEIya9as1D3K0x8QfYPVMEicxHV4Yv78+ebSSy/Ne95HvygHDRpkNyk5hbq+xavoHFv6v6N4Iahmpmkx0Ro1auT0r2a0aWYbookACcnfrrzAbFrrtw/GK6+8YleJDQ1P6EI5+2CgouEJrb9VDnQO4+GHHzZbbLFFzvvQlwH9otSwZClomEzrlOnk87XXXmtOPvnk1CSGfL8C8xXVU321U3s9j56vlMNvmqlmrwuXLprhVk6TTZKCAAnB5PGfm2YHVDP/17CK2aFuFXPSicfaVWJHwxO6YK6i4QlddR/l4Yk333zTNGrUKGfbNWuuTZs2Zvbs2XaTQOlbun7p6BzLnnvumbNdxSx6fr2OXq8U161o5ppmsNnbpZlumnRS7ucN44QACdp/DqQ9bj7cXHZiFXNGkyrm2H2rm2/Hj7FrxZYOQLqALt+y8VEcnvj2229N8+bNc7ZV5fDDDzcjR460mwRGU4Tvvvtuc9hhh+UdPguj6HX1+toObU9Y9OtPM9m23HLLnG3S5BPNgIvbEHA5IkAC9t1n/Uy3S6qYB86rYm48rYp57uHL7CqJoOEJ3fXQPhioaHhCF+KV0qJFi8x1112Xdxy+fv365vnnn7ebBEIHRc1s05XahYbG7373O3Pssceadu3amdtvvz11Ylq3m9UvCJ13Shf9v/6ux1VP9dVO7e3nzFe0PdoubV9YB28NqenXkPfC23TReUTNiEPpECABWr1qmXn+hvqpAFHpfdUWZvnPyV6VVMMT3hWI00XDE7ogL8xvuaIbd/Xo0cNss802Oduk1ZFvu+02s2zZMrtZ0WlI7Jprrsn7jdtbdO5F5wn07VznBBR8xaDn0fPpefX83gkf+Yq2U9sb1lCeZrh5L8D1Fs2M0ww5hI8ACdDng2/NhIfK18Mesaskkqb0du3aNWsxyXTR8ETnzp1D+Yb7/vvvm//7v//L2QaVM88800ybNs1uUnSanafrZRRW9jaki66XuPPOO82IESNCmw6t19Hr6XUrul5DRdut7df7CIN+RXmvpUoX/TrSTDnNmEN4CJCALFkwzTzTrlYmPF66bc//fNvlymQvDU+0b98+7/BEw4YNTf/+/e0mRTF16lTz17/+Nec1VQ488MBUsARtzpw5qTv65VuxV0XDSvqGH5Vv1toObU9Fw116H3o/el9B08w3zYDL9ytJM+Y0c45VAMJBgATkne5/zfr1MWPsm3YV/I+GJ0444YScg4GKhidGjx5tN3Gioahbb70177d9DWE9/fTTgd+LXrPTunfvnndqsIqWh9G37KguTKnt0vZVtIyN3pfeXxiLg2r47IILLkjNjLO3QzPJ3nrrLbsJiowACcCsb9833dpWzYTHG4+fbFdBHkEOT+gkuE6G28+tk+bXX3+9Wbx4sd2k6BSURxxxRM42qDRt2tQMHz7cbhJp2l5tt/1eVPQ+w7oyXzPjNEPO3gYVXeeimXUIBgFSZGvXrjEDOh+YCY8el9cwi+bwD7hQxR6e+Pzzz0t+cNH2almOfHd41Df59957z25SVrT9+X6R6P3qfa/P/vKjsi8JmmFXrAkH+A0BUmTjP+iRNXQ1ov91dhUUQMMTumAv3/CELvDThX6V0UndKAxvaFZZvl8dmkCgKbVxoveTb2KE3n9Ys+s0TKmZc6UcpkwSAqSIVq1YbPpeu00mPPTf+hvcaXgi3wFYRRf8TZw4Mau+fsHcc889Ff6CeeSRR0L7Rqwhnnwnnc8//3xfw3FRpvel92e/Z/VDmEN0mkGnmXT2dqho5l0YEyWSgAApIv3a8P760K8RFEe/fv0qHJ7QWk4antC9VnbZZZecOprlddlll4V20NYJZK20bF8IqCvvwzyIlpLep31rX/WH+iWME+xpCgrNrLP/TahoJl4YU7XjjAApEp3n0PmOdHjoPIjOh6B4KhuesA/W6aIrrcOcCqvrJzR0Zm/HcccdF8oU1yjR+9X7tvtC/RPW9SyiISsNXeW7WFTnafRLNozrjuKIACkSzbTK/PpoWzU1EwvBqGx4Il20zEXYKx7rINSiRYus7dA5GC0cGeYBM0r0vvX+7XNR6qewD9qaaVfRcjXaHqw/AqQIdI2Hd+hK14AgeB988EHO8IS+UWqYJOxl1rWysL3Uhq6qHzJkiF01kdQP9u1/1V+lWJFZM+80A8+7Lfp3hPVHgPikq8t1lXk6PHT1ua5CRzg0POE9EGiV1rBpxWEtCOndDq0VVeoFIqNG/WGv9aV+K8WS8eK95kjrsGH9ESA+aX0r768PrX+FcHkPSE888YT9cKB0ZbZ9Ff12221nvv76a7sq/kP9ov7x9pf6rxRX3nt/vV588cX2wygAAeLDiiXzUivspsNDK+9qBV6Eq1QBotlE5557btbr69zL5MmT7arwUP+on7z9pn4Mc3aWECD+ESA+fPD8ZVm/PnTvD4SvVAHSsWPHrNfWN2vddxzrpn6yf4moP8NEgPhHgDhaMHOM6X5p9Ux4DLr38NTdBxG+UgSI7iHufd1NN93UjBo1yq6GSqi/1G/eflS/hoUA8Y8AcfTaQ8dmwqN722pm7tTP7SoISdgBogOf9xa9mvkV1tIocaN+864Rpn4NK4gJEP8IEAdTRr2SNXT1Xu8L7CoIUZgBommne+yxR9Zrxm1Nq7Cp/7z9qf4NY3ovAeIfAbKefl290rxw086Z8OjVoY5Ztjicu7EhvzADxF7nScvMwz/1o7df1c9BI0D8I0DW05f/+kfWr4+v3rzXroKQhRUgWi7c+1q6t/uKFSvsanCgflR/evtX/R0kAsQ/AmQ9LFv0o+nZvnYmPF64eVezZnW4VzwjVxgBMnfu3Ky7CGo9rrFjx9rV4IP607vOmfpb/R4UAsQ/AmQ9vNurddavjylfDbSroATCCBDdm8T7OmHOFkoSe3ab+j0oBIh/BEiBVi77KWva7pAux9tVUCJBB4iW4PAuBqjbuCI43tvkqt+DWhKGAPGPACnQ6l+Wmz5X102Fx9OXb2R++oHhi6gIMkC01lbjxo0zz697i7BMSbDUv+rndJ+r/4O4iyAB4h8Bsh4UGl+8doeZPekj+yGUUJAB0qNHj6znv/LKK+0qCID62dvv2g/FRoD4R4Cg7AUVILr1bYMGDTLPrduy6s6HCJ762Xs7YO2HYt+KmADxjwBB2QsqQPr27Zv13E899ZRdBQFSf3v7X/ujmAgQ/wgQlL0gAkQrw+69996Z561Xr17od9BLOvW3+j29D7Q/irliLwHiXyIDxDsVt9CC6AoiQAYOHJj1vPfff79dBSFQv3v3g/ZLsRAg/iXyyGiHQyEF0RVEgBx22GGZ59QFbUuWLLGrIATqd+8FnNovxUKA+JfII6MdDoUURFexA2T8+PFZz3nLLbfYVRAi9b93f2j/FAMB4l8ij4wEQ7wUO0A6deqUeT5dyDZjxgy7CkKk/vdeyKn9UwwEiH+JPIISIPFSzADRSVrv1N1jjz3WroIS0H5I7xPtn2KcTCdA/EvkEZQAiZdiBsj777+f9Xw9e/a0q6AEtB+8+0X7yS8CxL9EHkEJkHgpZoC0bds281xaGXbx4sV2FZSA9oN3pV7tJ78IEP8SeQQlQOKlmAFSv379zHP95S9/sR9GCWl/pPeN9pNfBIh/iTyCEiDxUqwAmTRpUtZzcavaaLFvfav95QcB4l8ij6DeACmkINqKFSD2wolTp061q6CEtD+8+8fvAosEiH+JPDraAbGugmgrVoC0atUq8zw777yz/TAiQPslvY+0v/wgQPxL5NHRDoh1FURbsQLEu+5SkHfCgzvvnSG1v/wgQPxL5NGRcIiXYgSIPTzy7LPP2lUQAdov3v3kZ5iRAPEvkUdQAiReihEgb731VtbzcNfBaNJ+8e4n7TdXBIh/iTyCEiDxUowAeeyxxzLPUb16dbNixQq7CiJA+0X7J72vtN9cESD+JfIISoDESzECpH379pnnaNiwof0wIkT7J72vtN9cESD+JfIISoDESzEC5MQTT8w8x0knnWQ/jAjR/knvK+03VwSIf4k8ghIg8VKMAPEuoNihQwf7YUSI9k96X2m/uSJA/EvkEZQAiZdiBEjt2rUzz8HdB6PNe5dC7TdXBIh/iTyCEiDx4jdA1qxZY6pWrZp5jqeeesquggjR/knvK+037T8XBIh/iTyCEiDx4jdAtNKr9zmee+45uwoiRPvHu79cV0wmQPxL5BGUAIkXvwEyc+bMrOcYNGiQXQURov3j3V/afy4IEP8SeQQlQOLFb4BMmDAh6zmGDx9uV0GEaP9495f2nwsCxD+OoCh7fgNk1KhRWc8xYsQIuwoiRPvHu7+0/1wQIP4RICh7fgOEXyDlhV8g0UGAoOz5DRDOgZQXzoFEBwGCsuc3QJiFVV6YhRUdBAjKnt8A4TqQ8sJ1INFBgKDs+Q0Q4Ur08sGV6NFBgKDsFSNAWAurfLAWVnQQICh7xQiQZs2aZZ5D/43oKta+IkD8I0BQ9ooRIN77gfj5VovgeX8tcj+Q0iJAUPaKESCPP/545jmqVavGHQkjSvtF+ye9r7TfXBEg/hEgKHvFCJC3334763nGjBljV0EEaL9495P2mysCxD8CBGWvGAEyffr0rOfp3bu3XQURoP3i3U/ab64IEP8IEJS9YgSI1K9fP/M8rVu3th9GBGi/pPeR9pcfBIh/BAjKXrEC5LzzzivawQnB8Ia89pcfBIh/BAjKXrECpFevXlnP9d1339lVUELaH979o/3lBwHiHwGCslesAJk2bVrWc3Xv3t2ughLS/vDuH+0vPwgQ/wgQlL1iBYjssssumec65ZRT7IdRQtof6X2j/eQXAeIfAYKyV8wAufLKKzPPteGGG5q5c+faVVAC2g/aH+l9o/3kFwHiHwGCslfMABk5cmTW8z366KN2FZSA9oN3v2g/+UWA+EeAoOwVM0Bkr732yjxf48aN7YdRAtoP6X2i/VMMBIh/BAjKXrED5O677856zvHjx9tVECL1v3d/aP8UAwHiHwGCslfsANHVzd71li677DK7CkKk/k/vC+0XP1efexEg/hEgKHvFDhBp3rx55jlr1qxpfvzxR7sKQqB+V/+n94X2S7EQIP4RICh7QQTIhx9+mPW81157rV0FIVC/e/eD9kuxECD+ESAoe0EEiDRt2jTzvLp16vz58+0qCJD623urYe2PYiJA/CNAUPaCCpChQ4dmPXfHjh3tKgiQ+tvb/9ofxUSA+EeAoOwFFSByyCGHZJ57o402Mt9++61dBQFQP6u/032v/VBsBIh/BAjKXpABMmzYsKznP/HEE+0qCID62dvv2g/FRoD4R4Cg7AUZIHLWWWdlvcbLL79sV0ERqX+9/a3+DwIB4h8BgrIXdIBoKmmdOnUyr7HDDjuYn3/+2a6GIlC/qn/Tfa1+D2oKNQHiHwGCshd0gEiXLl2yXqdVq1Z2FRSB+tXbz+r3oBAg/hEgKHthBMjq1avNAQcckPVaPXr0sKvBB/Wnt3/V3+r3oBAg/hEgKHthBIhoTSbvdQm1atUyX3/9tV0NDtSP6s9036qfg16DjADxjwBB2QsrQKRv375Zr7fnnnuaJUuW2NWwHtR/6kdvv6qfg0aA+EeAoOyFGSBywQUXZL1ms2bNzC+//GJXQwHUb+o/b3+qf8NAgPhHgKDshR0gy5YtM3vvvXfW65599tlm7dq1dlVUQv2lfvP2o/pV/RsGAsQ/AgRlL+wAkcmTJ5ttt90267Wvuuoquxoqof7y9p/6U/0aFgLEPwIEZa8UASJffvml2WyzzbJe/4477rCrIQ/1k7ff1I/qzzARIP4RICh7pQoQeffdd7PuV6Gib9YMZ+WnfrF/eaj/1I9hI0D8I0BQ9koZINK/f39TvXr1rO3Q2D4n1rOpP+xzHuo39V8peK/rIUDcECAoe94DkqaDfvPNN3aVwOkgaP8S0YKATPH9L/WDvUCi+qsU4aFfQb179zYbbrhhZluOOuoouxoKQICg7FWtWjXrwKQDQ4cOHcxPP/1kVw2UhmG8a2alA23MmDF21UTR+7ev81A/lWLY6uOPP85aoj9dDj30ULsqCkCAoOy1a9fOVKtWLeegULdu3dSQ1q+//mo3CYxOBNuzszbeeOPELnui96337+0P9U/YJ8xnzpxpzjnnnJwvGyq66n3kyJF2ExSAAEEs6ABx7rnn5j1A7Lvvvmb48OF2k8BoKqp9nYiKxv+Tsoqv3qd9vkNF/RLmVN0VK1aYO++802yyySY527LVVluZJ598MtQvGHFDgCBWRowYkXeIQuX0008P7eCli+HsK9ZVtFR53O8novfnXZI9XdQfYV0kKNqOBg0a5GyHhjivvPLK0Ic444gAQezoJGmfPn1MvXr1cg4euk3qTTfdFNrJba3p5F2AMV10Qjlut8fV+7FPlKvo/YextlXaV199ZY4++uic7VDRsilBL9KYJAQIYkshobDw3ls7XbbbbrvUTJwwrtfQActeCl5F29WxY0czf/58u0lZ0fbrfeTrZ73vsA7Y8+bNS03HtadUq+y+++7mtddes5vAJwIEsff999+bFi1a5BxUVDTcpWGvoOm+Fro5kj1LS0Xj89dcc42ZNWuW3SzStL3a7nznF/Q+9X6DvJ9Hmq4veeihh8zmm2+esx26wv3+++/nmpyAECBIDJ1I1wl1+yCjE++aoaMT8UHT7Vnte6yni77BX3bZZaF9Y3el7dN25vvFoaL3F9RtaG3/+te/zB577JGzDZqVd9FFF5k5c+bYTVBEBAgSRTNuNPNGU3ztg46+SWvGjmbuBE1hVtHJfhU99uijj5q5c+faTUtC26HtWdc2hzXbbcKECeYPf/hDzjaoHHnkkWbUqFF2EwSAAEEiaQaOZuJ4r0ZOF83cCWum1NChQ03Tpk1ztiFdtH2nnHKK6d69u/nuu+/s5oHS6+l19fr5+ildtP16H2FYuHChufrqq/Nuz0477WRefPFFuwkCRIAg0TQck2/mkIpm8mhGTxg++ugj07x587zXsXhL/fr1TevWrVMTAEaPHl20X0t6Hj2fnlfPr9exX9tbtJ3aXm13GPTLsVu3bqlrN+xt0YWKWt13+fLldjMEjAAB/kMzdHbbbbecg5Nm9FxyySWpGT5hmDFjhrn77rvNXnvtlbMtFRX9YjrppJNSy7d07tw5FQIqQ4YMSS0Xki76//Rjqqf6apfvWomKirZL26ftDMt7771n9t9//5xtUWnVqlWo24JsBAjwP5qpoxk79j0+VDTDRzN9wpzNo+U1NMy2yy675GxPmEWvr+0Ie7mPKVOmmJYtW+Zsj8rBBx8c2q8fVIwAASyauXPhhRfmXV9LM3408ydsU6dONb169TLnnXfeOoeX/BY9v15Hr6fXDdvSpUvNzTffnLO6sYrW0erZs2co1+9g3QgQoAKayaMZPfZBTEUzgDQTqFQ05fitt94yjz32WGYoSr8U8p1czldUT/XTQ196Hj1fGFOZK6Mr1rfffvuc7a1Ro4a54YYbErOWWLkgQIB10MwezfCxD2o6CGtGkGYGRY2+xWsISOWTTz7J/Lf+HkWffvqpadKkSU4fq5x66qlm0qRJdhNEAAECFEAzfDTTx16aXGXrrbdOzRBiVdf1pwsONesr3+wzrdz7zjvv2E0QIQQIsB6mT5+ed5lyFc0U0owhrNvKlSvNXXfdlXehyS233NI8/vjjoSyDAn8IEMDBhx9+mJoJZB/8VM4444zUcBHyGzBggNl5551z+m2DDTYwV1xxhVmwYIHdBBFFgACONBNIM4LsOxCqaAaRZhJF9ZxDKejWtsccc0xOX6kcf/zxZty4cXYTRBwBAvikmUGaIaSZQvaBUTOKnn32WbtJomi5dy2+qF8Ydv/suuuuZuDAgXYTlAkCBCgSzRTSjCH7IKly2GGHpWYaJYnOYTzyyCNmiy22yOkPLfd+zz33mFWrVtnNUEYIEKDI3n777bz3RNdMI804Cmup81LSNSV77rlnTh/o4kzd2nb27Nl2E5QhAgQIgL59ayaRZhTZB9FNN900NQNJM5HiRre1Pfnkk3Pes8rhhx9uPv/8c7sJyhgBAgRIM4ratWuXd/xfM5FeeeUVu0lZWrx4sbnuuuvyngfS0ijPP/+83QQxQIAAIRg7dmxqppF9cFU59thjUzOUytGaNWvM008/bbbZZpuc91WrVi1z2223mWXLltnNEBMECBAizTjSzCP7YKtfKJqppBlL5eL99983Bx54YM57UfnrX/9qpk2bZjdBzBAgQMg080gzkDQTyT7wasaSZi5F+SpsBYMCwt52FQWKggXJQIAAJTJr1qzUjKR8y8ZrBpNmMkWJhqI0JKWhKXt7NYSloSwNaSE5CBCgxDQzSTOU7IOyimY0aWZTqekkeL77kOikuU6e6yQ6kocAASIiigfpcgg3lA4BAkSIholuvfXWkg8T6UK/chpeQ2kQIEAElepEdbmf4Ee4CBAgwiqbKnvmmWcWdapsnKYYIxwECBBxQV+sV9lFjlp+vVwvckTwCBCgTCxatKioy4VomRXdwKmiZVZ04yegMgQIUGb8LliY1IUeUXwECFCmXJZMf+eddxK/1DyKhwAByph+TTz88MPrvGlTZTe7atKkSeJudoXiIECAGNAMqUsvvdRUr149JyAULvnOc+h2u3379rWfCigYAQLEiGZMaeaUHRbeUrNmTXPzzTebpUuX2s2B9UKAADGkGVSaSWWHR8uWLc2UKVPs6oATAgSIKc2katWqVWr4arPNNjODBw+2qwC+ECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcPL/aSR6viy1svoAAAAASUVORK5CYII=)
PN: 3830-3-58
CAS: 774-18-5
Molecule Weight: 189.181
Formula: C9H10F3N
![1-Bromo-1-[2-(trifluoromethyl)phenyl]ethane](data:image/png;base64,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)
PN: 1800-B-07
CAS: 194152-29-9
Molecule Weight: 253.062
Formula: C9H8BrF3
PN: 1800-B-0S
CAS: 130365-87-6
Molecule Weight: 253.062
Formula: C9H8BrF3
Boiling Point: 80 ℃
Refractive Index: 1.493
Density: 1.5
DOT/IATA/IMDG: UN 3082 - HC 9 - PG III
Flash Point: 90 ℃
Hazard Statement: H227-H302-H315-H319-H335-H401-H411
TSCA: Not listed on TSCA inventory
HTN: 2903.99.8001
EINECS: 301-590-5
