| Product Number | 1700-3-W0 |
| Synonyms | 2-Phenyl-1,1,1-trifluorobutane; [1-(Trifluoromethyl)prop-1-yl]benzene |
| CAS | 90794-17-5 |
| MDL Number | MFCD11226622 |
| Molecular Formula | C10H11F3 |
| Molecular Weight | 188.193 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 1700-3-W0
CAS: 90794-17-5
Molecule Weight: 188.193
Formula: C10H11F3
PN: 1700-3-32
CAS: 883547-73-7
Molecule Weight: 186.177
Formula: C10H9F3
PN: 1700-3-0R
CAS: 161361-16-6
Molecule Weight: 174.166
Formula: C9H9F3
![1-Bromo-4-[1-(trifluoromethyl)cyclopropyl]benzene](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABx/AAAcfwEN9GAnAAACQ3pUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRRZ1+AjiFFmLAAPal7UF9jYojpIaiO3Cdq5/P8rpkWsOfIik+IkSRWl0tytWsHF1k1dlypALBq7MqnleLlP2+jIdxOxuPMrIiRzLJmVvbfs+DILtdsuzN1fYXVXyrCrYoX+4a/ITn63iVb0MpBAY/Hl6fO6YQV42rS0zR1STD5vO+Fhltu1m8Z8QQWHrTV4GB/egqDeH0f5K4V/Bd82cfa/lnvomhMIiXzlYVHVhW9hIwekVP2DpSlfb1s1htiez4prWPh49PVTZunBlS6IfIc/s6rmt1xkZimrlsjUNRsKvh5QVSIBtq2JS13YPXvJmi2AlWAVWgzVgQ7AR2BhsAhYFfdSP5IDkgZryvXI+4Mv+3aVsCvcwBf8/fn7WvqFsyZQNBFdahyB4rAwCqWh0DMhjaQRILpA0yaO4M0pNjeKYaEPGREYImqMIYzDcGJVAyCOlQtJiSRPSPNQYMtgfAgmUIQyoKoQ0MJAcYykpMEaR9OYkkRoGiisZ4nf74S64QY00BSO0IC2JIkVaEnqWOlWivK+RiaQ0Bl95HI9mVTk/EiGfp2yGrEvwb7do5EeOGVT13NVUtn4A73oMyFPA70g/oC4A3Q/oC8D0A+YU8LXRD4SngK+kfiC6iHADiC+AuB9ITgFf1l/A5BqA4pToTsEN5Hyzu1Nzgznb78Mp618LqiuMuhHnbNc/T3EvYy6Sdh0Jjko/+LxuSLy4ioKjeyqg23n8D2dtsQtFniZyAAA6U0lEQVR4Xu3dCfxVY+LH8f6WCpMt+9oYg4zsUmE0lkIM2RXZS1FobMleTMiStWwjKUs0lGgKlUFjbC0SISJLq0qLtDx/3ztzzjz36dev333uued37jmf9+t1XjM6zz333qd+z/d3zrPVMAAAeKjh/gEAAFVBgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgAxaLvPPqs8Oh54oLm2ZUvz2HXXmcnvv+++NLEIEACIgRsalR1P3nKLWbF8uXuJxCFAACAGdkDYlv8aFLO++86MfOYZc/HBB4dlXv/1v5OOAAGAGKwqQGxjXnopLHPjKae4pxOHAAGAGFQlQObPmROWubBxY/d04hAgABCDqgTITz/+GJa54sgj3dMh91qLFywwQ/r0MdefdJK5sEkTc8F++zmvKA0CBABi4Db6FRkzdGhYps+VV7qnQ/a15s2ebW44+eS8P2tHgABAeqwqQNSJPueHH8zo554zl/zpT7nzfznsMPPD1Kl55Wz2tR687DLT5ZhjzPuvvmoWzp9v5s6caQbde6/7kpIgQAAgBnajv6rj8ubNzbN33GF+nDHDfXke+zWXNG1q5kyf7haJBQECADFww6KiQ4+e7mjXzox74w335Xns1wzu08c9HRsCBABiYDf6rp8XLTJTJkwwD1999f+CoXdvt1jIvtZXEye6p2NDgABADCoLENuj114blhs7apR7Ose+lkZgVRcCBABiUNUAmTppUljuzvbt3dM59rVWrFjhno4NAQIAMahqgPyyZElYTkubVKSq1yo1AgQAYlDVRt8OkA6rmI1e1WuVGgECADGoaqP/1ccfh+W6HnusezqnqtcqNQIEAGJQ1UbfHon11K23uqdzqnqtUiNAACAGlTX6SxYvzg3jfahLl7CMZqWvakJhZdeKEwECADGwG/3VHV2OPrrS+R0ECABkiBsS9qHO8iuOOMLc07GjGTVwYG5iYWUIEABAWSNAAABeCBAAgBcCBAAiNKJ//1xfxufjxrmnUocAAYAIaAb5I127hp3bPc4+2y2SOgQIABRJ28r2OOusvNFRz955p1ssdQgQACjCN5Mnm6tatMgLj+d79TIrli93i6YOAQIAnsaNHm06HnTQ/+ZzNGpk3ho82C2WWgQIAHj4R9++uS1og/DofOihZvIHH7jFUo0AAYACLFu61Dx+4415j6yuP+kkM3PaNLdo6hEgQBkZO3asqVu3rtlggw3MTTfdZKZPn+4WQQktmDvX9Dz//Lzw6HXRRdW6rWx1IkCAMvHWW2+ZOnXqmBo1aoTH2muvbVq0aGGefvpps3jxYvcliNB3U6bk9ueww+Op224zyzPQWb4qBAhQBvr162dq1aqVFx7usf7665tzzjnHjBw50n05ijRxzJjc9rJBcFzQsGFu0cOsI0CABFuxYoW5+uqr84Ji6623Nt27dzfNmzc3a6655kpBomO77bbLvW7SpEnuJVGgkc88kwuMIDwuadrUfPzOO26xTCJAgIRauHChOf744/OCYb/99jPfffddWEb//4477jB77rnnSiFiv+aee+4xM1axOREqtnzZMjOgR4+8R1bXtGxpfvjqK7doZhEgQAJNmzbN7L333nlBcPLJJ5tFlewTMX78eHP55Zfn7lDcENGh/pKjjz7aPPPrb9T0l1Ru0U8/mbs6dMgLj55t25oF8+a5RTONAAES5t133zVbbbVV2PD/3//9n7nuuutyj7OqQp26I0aMMG3atDHrrbfeSkGiQ6O4zj33XDNq1Cj35Zk3/euvzXUnnJAXHk9065Ybvot8BAiQIAMHDjTrrrtu2NDXrl3bDBgwwC1WZXoMpg74Zs2arbK/ZPvttzddu3Y1n3zyifvyzPn0vffMpYcc8r/O8v32MyOefNIthv8iQICE0LwO3W0EDfsWW2xhxowZ4xbzpv6Snj17mj322GOlEAmOhg0bmnvvvTeT/SUvPvWUafmHP4Th0emgg8z4f/7TLQYLAQJUM/VHtGrVKq8hVyM/depUt2hkxo0bl+svsR+V2Yf6S4455hjz7LPPpr6/RI/8LrvsMrPN+uub/bfZxhxfv77pcvTRZtpnn7lF4SBAgGr0ww8/mMaNG+c13n/+85/NTz/95BYtCTWew4cPN2eccUal/SXnnXeeGT16tPvysqd61sACfc+aa65p6m24obmgZUszd/ZstygqQIAA1UR3Aep/sBtr3RVU18xm9Zc88cQT5vDDD6+0v+Saa64xn376qfvysqM7vN133z3v+51z5plmyc8/u0WxCgQIUA0GDx6ctyxJzZo1zWOPPeYWqzbffvutuf3221dqYO1j//33z/WXzJw503154r399ttm8803D7/LGmuskZucicIQIEDM1DDbv+FvsskmiX48pAUc1Uewqv4ShZ8eu2kE2c9l8Nv7k08+mRvdFnx+jXp77rnn3GKoAgIEiMkvv/ySW6vKbnzr169vPv/8c7doIunR2j/+8Q9z+umn5w01to8NN9zQnH/++eaNN95wX17tNI/m2muvzfu8mnT53nvvuUVRRQQIEINZs2aZgw8+OK/x0tyMuXPnukXLwoIFC0zfvn3NYYcdlnv84waJjnr16uUa7MmTJ7svj536d0488cS8z7fPPvvkHtXBHwEClJgWNNxxxx3zGq+LLrrILFu2zC1alrTsym233WYaNGiwUogER6NGjcz999+fC9K4KST23XffvM+jMFGooDgECFBCGiKrxzpBw7XWWmvlGtK0+vDDD03nzp3NlltuuVKI6FB/ybHHHpvrc4ijv+T9999faW0wjSKr6rIwqBwBApSIgkKBETRcChIFShbo7mrYsGGV9pdstNFGpm3btuafJZrtrZCy57ao41wd6IgOAQJETI3nhRdemNdY6hFWVvfmUH/J448/bg499NBV9pf89re/zS0Y+VlEs781JNd+Lw3Z1dBdRIsAASKkTnF1jtuNY9OmTavl2X8Sqb/k1ltvNbvttttKIRIcmpnv21+ix2K667Gvp76Zr9jDoyQIECAiGo6rYbl246Ul0zV8Fyv74IMPcv0lWjTSDREd6i857rjjzPPPP1+l/pLp06ebJk2a5F1Dy5TEtSxMFhEgQAS0r4YmBAYNlyYKauVbrJ4e+b3yyiu5BSUr6y9p166defPNN92X50yYMCE3bNh+zV/+8pdqWxYmKwgQoEhagkS/LQcNl5YoGTJkiFusZL7++utch7WWFenYsaM54ogjco/N1O+iRjUINv2v/lt/rvMqp/J6nV6v61Q33S2ov+SQQw6ptL/k+uuvDydgvvTSS3nLwmgl4UceecS5MkqBAAE8BcuA242bFhvU1rKlpN+2tce5Hu9opVy3gS3m0PV0XV1f71OdvvnmG9OjRw/zhz/8YaXPGRzqHLf3UKlbt64ZOXKkeymUCAECeNBvytovw27M1Pmr5dlLQUNdNeR10003XakRLeWh9yvlUNuq0nyOSy+9dJX9JTp22WWXyEZxoWoIEKBAFS0D3rp16yp19Bbiyy+/zD2q0SMbt7G0j2233Tb3OKpTp065x1Far0p3QXq9+1hK/60/13mVU3m9Tq/Xddxr20fw6Eivry7qL3n55ZfNaaedlntUFXy29ddf3/z4449ucZQYAQIUQFvM2suA6/FJt27d3GJF+eijj3IdyvYkRPvYbrvtzFlnnZVbi8oNiGLperqurq/3cd9bhz6XPp8+Z3X697//HX4m3X0gfgQIUEX9+/dfaRlwLWEeFT2madmyZd4z/eDQ0iAa8qqlQuJU2dIk+pz6vPrc1UHDo2vVqhWGWtq33k0iAgRYjYqWAdfeGFEtA64Jc1rm3Q0O/ffxxx+fG+Ja3QsvBkNt9Xkq+pz6/D4T/4qlveODz6F5JYgXAQJUYtGiReakk07KazC1DLhmVBdLwfTQQw+ZjTfeOO/6+m1as6knTpzoviQR9Ln0+dxHbPoe+j5xLlRozzrXozfEiwABVkHLgO+33355jeQJJ5wQyTLg6ojWqC372jrOOOMM88UXX7jFE0mfU5/X/Q76XnF1tGtZlOB9NaQa8SJAgAroccg222yT1zB27do1kt+u//73v+ct8a5Dcx2SvK1tZfS53bka+n76nqWmEVnBezZv3tw9jRIjQACH1l6ylwFXR22/fv3cYgVbsmRJbsis3dCqI16bMZX7eln6/Poe7lIk+r763qWiUWPBe6lfCvEiQADLzTffnLeExmabbWbeeustt1jBNEfhoIMOymtctfBiqWetx03fx11QUt+7lHM0tE5W8F7V0ZGfZQQIYP6zDLj7PD+qZcDVl+IuX96mTZvcPhlppO+l72d/X33/Uu0//sc//jF8H5YxiRcBgsybMWOGOeCAA/IavBYtWpj58+e7RQv2ySef5K0Sq5FLffr0cYulkr6nPVJL9aD6iFqHDh3C99AaXogPAYJMq2gZcE2ci2IZ8E8//TRv7ap11lnHvPjii26xVNP31fcO6kD1oXqJUu/evcPrn3/++e5plBABgswaOnToSsuAP/zww24xL3pcYweTntNX94KE1UXf2+6nUL1E+ThLe4QE127UqJF7GiVEgCCT7rrrrtymT0HDE+Uy4OowVv+JHR5jx451i2WKvr8dIqqfqDrW582bF86O1y8EUQy1RtUQIMiUpUuX5h5zBA2Zjp133tlMnjzZLepFQ1bt0VZ6fJPVOw+X6sF+nKV6imqIr/ZhCa47ZcoU9zRKhABBZsyePTu3050dHocddlhkvwmLPc9DdzhZ6/NYHdWHfeen+oqC9j4PrvnCCy+4p1EiBAgyQR23O+20U154tG/fPndHEpVBgwblLTSozl2szO70Vn2p3orVpUuX8Jrdu3d3T6NECBCk3quvvpr3/F1DS6Me7qm1n+z30DwIrJo9T0T1VuzaWQMGDAivd8opp7inUSIECFJNv+3acxG0c92wYcPcYkXRkF97YUTNxE7rJMGoqH7sGeuqv2KGTms4dnCtXXfd1T2NEiFAkErav8Jdd2qHHXYoyRLpmjAXvIc6idWYYfVUT3anejETLLUWV82aNXPX0S8MUW8vjIoRIEgle1SODo34mTlzplusaLqmhgAH76MFBVF1qq+g7lSPxfwd2fvUx71zY1YRIEgde4VWHdrfO6rhoq5zzz03fB8taV7uq+rGTfVlLwWv+vTVunXr8DpPPPGEexolQIAglYK9snXMmTPHPR0JbWkbrNyr0USjRo1yi6AKVG/B6DXVp+9WwT169Aj/zi+//HL3NEqAAEEqHXjggWFjUqqNmlq2bBm+h7ZWhT97a1rVqw8tTRNc44gjjnBPowQIEKSS5ngEjcl9993nni7aRx99FN59qNO2XLahTSrVXzBaTvWq+i2U/ehy6623dk+jBAgQpNIDDzwQNibt2rVzTxfNft7O3Uc07LsQ1a8Pe6tgrTyA0iJAkEpadyloSJo0aeKeLorWWrJ/Wy7F0OAsUj3ad3U+a1rZ65DRJ1V6BEiG9Wlbo6CjnGh9q6BjVpMHo1yh9frrrw8bKd/n9aiY3a+kei6UvbnUvffe655GxMqrVUCk3IBY3VFutttuu7AxKXapjICCSBMSg+u+8sorbhEUQfUZ1K3qudDgf/DBB8PXt23b1j2NiJVfq4DIlHM4VIW2pQ0ak8GDB7unvdiPxrbccsvcjHdER/Wpeg3quNCl8O3NpbQ8CkornS0HqiTtAXLVVVeFjcnNN9/snvai32qDa2rrW0RP9ep7FzF37lw2l4pROlsOVEnaA6R///5hQ3Tqqae6pwumxmizzTYLr8lyGaWheg3qWPVdaAiwuVR80tlyoErSHiDjx48PGxItl1Ese8VX9a+gdOz+q0IXp7Q3l2JDr9JKZ8uBKkl7gGj9q7XXXjvXkOh/i10Pq1evXmHDpPW1UDqq36CuVe+FYHOp+KSz5UCVpD1ApEGDBmFjMnbsWPd0QY477rjwWn379nVPI0Kq36CuVe+FYHOp+MTactgNVlUOlJZb35Ud5apVq1ZhY9KvXz/3dJXpOby946CWzUDp2MuSqN4L6Qdhc6n4xNoyuI3S6g6UllvflR3l6q9//WvYmFxxxRXu6SqbOnVqeB110qL07M5w1X9VsblUfGJtGdLQIKVJFv4+hgwZEjZCRx55pHu6yoYPHx5ep1mzZu5plIDqOahz1X8h2FwqHrG2HFlosMpJFv4+vvrqq7Ah2WabbdzTVaZlMYLrdOzY0T2NElA9B3Ve6LIk9qNLNpcqnVhbjiw0WOUkK38fG2ywQa4h0QQz382l7MasFMvDY2WqZ9/Qth9dsrlU6cTacmSlwSoXWfn7OOCAA8LGxHdzKW1QFFxjxIgR7mmUgOo5qPNCN4h66aWXvF+Lqou15chKg1UusvL3ccEFF4SNyf333++erpJGjRqF1yh2ODCqRvUc1LnqvxD2oIdiHl2icrG2HFlpsMpFVv4+FBpBY+K7uZRmsgfXYPfBeKiegzr3WUmAzaVKL9aWw26wVneg9LJS32+88UbYkOhxlg97aY0ZM2a4p1ECquegzn2WjjnwwAPD1/s+ukTlYm053JCo7EDpZaW+7c2l1KFeyKS0wMYbbxw2RosXL3ZPowRUz0Gdq/4L1b59+/D1DHwojVhbjqw0WOUiS38f2267bdiYaGhvoWrXrp17rbZcRXyCLW5V/4V64IEHwr9z30eXqFysLUeWGqxykKW/j6OOOipsTDS5sFDcgcSv2DsQe/OvJk2auKcRgVhbjiw1WEmyZNFcs3jBLPePM+XKK68MG5NbbrnFPb1a9IHEr9g+EHtzqfXXX9/r0SUqF2tLToDE74cv3jaPdapjHm6/tpk26VX3dGY8+eSTYWN02mmnuadXi1FY8St2FJbYwf/ll1+6p1GkWFtyAiReP836yjzxl83COn//pZvcIpkxbty4sCHZbbfd3NOrxTyQ+BUzDyTQokWL8BqDBw92T6NIsbbkBEh8flk83wy8sUFY309euY1ZOO97t1hmFLu5FDPR41fMTPTAVVddFV7j5ptvdk+jSLG25ARIPFasWG5eue/osK4fvWhdM3Pq+26xzNGdR9CY6I6kEKyFFb9i1sIK9O/fP7zGqaee6p5GkWJtyQmQeIx5tnNYzw+1W8NM+eB5t0gmqe8jaEzUJ1IIVuONXzGr8QbGjx8fXsO3HwWrFmtLToCU3qR/PpxXzx++XPiIo7TS6KugMdGorEKwH0j8itkPJGBvLuXz6BKVi7Ul9w2Q5cuXmpd7HWEe7biemTjSbzG8LPj205Hm4Q41wzp+/bEz3CKZZm8upXkhhWBHwvj57kjoatCgQXgdBkBEq7CWvJrM+fajvPD554AOuVDB/8yb/pnpe2ndsI5evPUAs2wpW3na7M2lNDO9EOyJHq9i9kR32ZtL9evXzz2NIpRFgKxYvswMvbtZXogMvevw3AQ5GLNk4Y/mmet2CetmQJd6ZvF8Jru51AjZm0tpjaxCHHfccWFD1LdvX/c0IqT6Depa9V4Me3OpK664wj2NIpRFgIjuOEY/cV5eiKjR1G/eWaZ6eemuw8I6+Vun9c3sbye4xfBf9uZSWqW3EL169Qpfe9ZZZ7mnESHVb1DXqvdi2JtLHXnkke5pFKFsAiQwbsQd5qEL1gwbTD220bP/rPpn//ZhXahepk4Y6haBpZjNpSZMmBC+1mdpDVSdPYNc9V4MNpcqnbILEJk6/qXc8hxBw6llOia9+YhbLPUmvH5P3h3Z+BF3ukXgsDeXUpgUQo/ANttss/D1H374oVsEEVC9BnWs+i6m/yNgP7qcM2eOexqeyjJAZPa08bln/XYDOmbgX3KT6LLgm4+G5d2Jje53vlsEFSh2c6m2bduGr+/cubN7GhFQvQZ1rPqOAptLlUbZBogsmj/dvHBrk7wQ0QzsX37+yS2aKnO+m2j+dvEG4XcecsefzPJlv7jFUAH99mlvLlUoe4nwLbfc0ixbtswtgiKoPlWvQR2rvqPA5lKlUdYBIhqq+vqjp+eFyMCbds8tJJhGi3+aaZ66eofwuz59ze/NzwvY77kQxWwupccpO+ywQ/j6V155xS2CIqg+g7pVPUfx+ErYXKo0yj5AAh8M7Z5btiNoWJ+4bPPcUuZpsnzpEjP49j+G3/HxSzYyP/7wiVsMq6GROEFj4rO51PXXXx++vmXLlu5pFEH1GdSt6jkq9qNLNpeKTmoCRKa8/1xu4cCggX3kwtrms38VtuZRko18/Kzwu2V9f49iFLu51JQpU8xaa62Ve722XJ04caJbBB5Uj8EWtqpf1XNUNOeHzaWil6oAEa06++QVW+c90nr3hWv07MEtWlbGDrs17ztNHP2gWwRVpNnIQYD4bC4lrVu3Dq9x+umnu6fhQfUY1KnqN2r2o0s2l4pG6gJEFv74rXn+5n3yGtwRvU80S5csdIuWhS/HvpD3eO6tpzu5RVAAe6Min82l5KOPPsr7bZldCouj+rPv6lS/UdP6Z8HfO5tLRSOVASIKC4WGHSIKFYVLOZkxdax5rONvwu+gRSW1tAv8Fbu5VMB+Xs9dSHHsu49S9SvZjy7ZXCoaqQ2QnBUrco+v7BDR461y2VxpzqzvzTWnb2d6tPrPZ3/2hj+YJYvnucXgwd7jXHtG+HjvvffCuxA9Xx81apRbBFWgegv6J1SfqtdS0B4wwd/5Kaec4p6Gh3QHyH+pI10d6kGIqKNdHe5JtnjxYnPK0fubZnvUMOcdWsP0PHcTM39mdJ2KWafd6YLGpNDNpWznnntueB2FkvafQNWpvuwwV32Wyj/+8Y/wfXzmAGFlmQgQ0ZBeDe0NQkR9Chr6m1Rq4NZeq4b53RY1TLO9aplPxhW28B8qp0cYQWOifbN9zZw509StWze81m233eYWQSVUX0HdqR5Vn6Xwr3/9y2y++ebhe6m/BcXLTICIJhdqkqH9SEuTEJO2b8aNN94Y/kPXMfCpx90iKJI6UYP6bdGihXu6IH369Amvtc466xS9+F9WqJ5UX0HdqR5L4amnnsp7nzXXXNPccMMNbjF4yFSAiJY50XIndohoOZSF86a7RavFM888Ez4P1lHo1quoGg3jDOq42JV1ly9fbho3bhxer379+mbBggVuMVhUP6qnoM5Uf6rHKGmuhyYj2j9PW221lXn33XfdovCUuQARLbiohReDAOnZpoa5tk098+Vkv87UqPz73//O+01JG+lE/UOF/1DjogllqmefzaVcCiR7x8I2bdq4RWBR/QR1pXqLel7GokWLch3lwXvo2Guvvcy0adPcoihCJgMkoCXg7zt/bXPJUTXMMfvUMPvtUse8PPQlt1gsvvnmm7xF5Pbcc09+iy0xLWkR1HcUi/YNGjQo77fd3r17u0XwK9VLUEeqL9VblL777jvTsGHDvPA4/vjj+XkqgUwHiHwxYZQ5s1lds2e9GqbOOv95PnrHHXe4xUpK/7D121Hwj11Bwp7bpadF9YI612J7UejUqVN4Tf1bevHFF90imab6UL0EdaT6ipL2EtGmUXZ4dOnShaVLSiTzASJff/WZabT3Lnn/6M477zyzdOlSt2jk9IjKnpCmR1jvvPOOWwwloGW9g3rXct9R0KTEgw46KO/vM4q7mzRQPdiPaFVPvpM4K/L3v//drLfeeuH1a9WqZZ544gm3GCJEgPzX3LlzzeGHH54XIk2bNjWzZ5d2qXQNIQ3eT7fzTz/9tFsEJaKNhYK614ZDUVF/SoMGDcJr6xm/lk/JMn1/u49I9VNsv5Ptr3/9azipU4d2MnzzzTfdYogYAWLRHUeHDh3yQuT3v/+9+eST0iyZ3rdv37z3YmhhvLS5VFD3UU8s+/bbb029evXyQiSrdyL63nZ4qF5UP1HQHcyZZ56Z93Ok9c2i7pRHxQiQCtx7773hwm46NtxwQzNixAi3WFH0Q6Vb7OA9NHGQ57Txs5+XT5061T1dlE8//dRsuumm4fX1+CZrfSL6vvZjK9WH6iUKM2bMyNuqVocWTJw/f75bFCVCgKyClj3Qb6XBP0wFyoMPRrOEuvY5sBsWjRjR0iWIn7251EsvRT8CT3ev9p2I/h2VasJc0uh72r+IqR6iupvXar2//e1v88LjkksuYYvhmBEglfj444/N7373u7x/pB07dizqH+m8efPy1v7RHgXff/+9WwwxueKKK8K/Cz1HLwU9rtFjFfvfkeZBpHVYqb6XPc9Dh75/VI+ttO1tMIdHh1ZUfuihh9xiiAEBshpam+ePf/xj3g9D8+bNc0FQKAWP/Rvvb37zm9ywQ1Qfe3OpVq1auacjow5je3SWDs3E9l0JOKn0fewZ5jr0vaPqML/77rvzhgFvvPHG5rXXXnOLISYESBVoxdCzzz4774di1113LXgToYsvvjh8vUaMvPDCC24RxMzeXEojg0pJHb72PBEd6667bm5BwXJfxVefX99D38f+fvq+UQzV1QAXe96Ojp133jmy/hT4IUAKoB8Qe6jgJptsYt54o2qr5Nqzb3XceuutbhFUg59//jncXKpmzZqxNOSar6CBGfa/Bz3W1LDicqTPbT+W1aHvp+8ZBY2WO/TQQ/Our//Wn6N6ESAF0qgSPXoK/iGr0fnb3/7mFsvz6quvho2UjrPOOsstgmoUxeZShdIwU3sBxuA444wzCr6zrS76nPq87nfQ94pqGK3uMHSnYV9fdyJxTPLF6hEgHsaNG5dbwdX+R63O2IoWPtQPgD0GPurZtyievblU//793dMlo2Hb6vzVc3z735JGLmmL14kTJ7ovSQR9Ln0+e4SVDn0PfZ+ohqOrb8OuG/V9qA8EyUGAePrhhx9Mo0aN8n6Ajj322LyRNbrF3mmnncLzO+ywQ8k2zIG/qDaX8jVr1ixzzjnn5C3EqEP/rUUANeqomJF/UdD763Po81T0OfX59T2ioiHA9l27Rl3p/ZEsBEgRNHfjtNNOy/th2mOPPXILIepZ+iGHHBL+ueaUJPU3yqyLcnOpYrz//vu5ddHcBlqHFtjs3Llz7KP29H56X3ul6ODQ59Tn1eeOioJK8zns99F8D837QPIQIBHQDoL2D/0WW2yR28sj+G/devPbU3LpeX3wd1Xs5lJRUGOpIcXuIyL7M6ofTUvhRL1qs66n6+r67mPa4NDn0ueLulHXDHLNJLffSzPNNeMcyUSAREQ7CbpDGIOjV69ebnEkiJ7Z28ttDB8+3C1SLRRs2lHPnXHtHpqMesQRR+SGzGoZHq2ioMEAer0bMPpv/bnOq5zK63V6va7jXts+9Dn0eaLqILfpmu5kS61xRX9hshEgEdKOgm6H6L777htZpyJKQ/Nx3MdGO+64Y+7OUsvOJIHWTmvbtm3eEjhxHHo/vW8pF4LUqrlaPTd4Tw2VL9WqAIgWARKhCRMmmDp16qz0Q6itNbXFJpKnR48eeXN7Kjr0GEWdulHNpi6W/p3dc889ucek9nptURy6nq6r6+t9Sk37ddiLimo/j6jmj6D0CJCI6DmtvWie/UhEhxZM1FabSIaKlgHffvvtTevWrfN+G7YPNXQnnHBC7o4ljgmHVaXHUsOGDcs9jtJabXocpb1sdBelf5Oa8KrPr//Vf+vPdV7lVF6v0+vdx12lpLty7RRo169WRo57kACKQ4BEQLOZDzjggPAHQY+xNP+DH5Bk0lBqd10qrVEWLAOuSWpamVd3jrVr114pSILG+MILLzRjxoxxro7V0VB3DQe265NfsMoTARIBezauxq6//vrr4TmNaOEWPTk0lFrzcezGS2uUrWqehRbNfOSRR3K/sbshEhzadOymm24qSedy2kybNs3stddeefXHI97yRYAU6ZZbbsn7YahoWWk6CZNBj2ncZcAL2ZtDG0517959paU17EN3Nvo3kJT+kiTRIJOtttoqrCsNXNCoLgaZlC8CpAiDBg3K64C99NJL3SIhhilWLw2ltpcB1/IyxSwDrsZQ/QerGhWlR18nnnhibu20JPWXVBd3mLv6CJ966im3GMoMAeLpgw8+yD2OCn4gNIO5orWwbHrGbu8HooOJUqWl/owLLrggr861vExUy4ArHIYMGWJOPvnkSvtLLrroIvOvf/3LfXkmVDTRNqt1kTYEiAd19tl7aWsfiaruw8xSDfHRYyR3GXAtL1OqZcDnzp2b6y85+OCDVwqR4FB4devWzXz11Vfuy1OnsqV+kA4ESIHU2bfffvuFPxDq2/DpPGWxuNKaPHnySn0VmhAX1zLgCggFhfsZ7EM7XT788MO54Embqiw2ivJHgBRAnX16VBH8QOiRxVtvveUWq7KKlqtm2ZPiaRScW6933XWXWyw277zzTu4RVmX9JSeddFJuUcc09JcUst0ByhsBUoDrrrsu74dC+2kXS8/i7SXfdbBhjj/9Ru/e2b388stusWqhcFBIKCxW1V+ikFHYKHTKkc+GayhfBEgVDRgwIK8j8Oqrr3aLeGPLzuKpb0mj4Ow6THLfkh5bKez0GMsNkeDQ4y8NGy6X/pJitnxGeSJAqkCzje3fGLWcRdRj13XHoTsPtwHRs3xUrqJlwLUyQLmMblMfmiYiunei9qGOeXXQa2Jj0ujO6uyzz877vLvuumvZbM0LfwTIamjymIYdBj8Ye++9t1m4cKFbLDLastOer6Bn+fbMduSraH5NmzZtynZ+jYa3aomUYP0q99AvMuqH09DhJPSXaFkYd9RZ8+bNExl0iB4BUomffvopN+ww+MHQLFotxVBqembvzpiuaIZ71mkAgzvDXysDpIHCQf0Jmoy4qv4SfXft5aFJjdXh448/Nr/73e/yPpMmV65qWRikDwGyChox8uc//zn8wdAs2nfffdctVjJ6du9uJKT5I/xw/ocGMLhrjGllgDTSfBYN+3YXgLSPXXbZJbe3u+6Y46DNqOyl5LVL4QMPPOAWQ8oRIKtw+eWXhz8c6jwfOHCgW6Tk9AxfM9XthkLP+qs6aTGN1PekAQx2nWhSp1YGyAI9stPMbi3g6IZI8G9VCz8++uijJXuMpOXf7e12N9xwQzNixAi3GDKAAKnAY489lvdDqQlh1UXP8vVM3/48eubvM3mx3KnvyV0GXJM6s7oMuAZ3dOjQwdStW3elINGh9aa00q2Wpo9iWLiuofez30NB9sknn7hFkREEiGP06NG5sevBD0irVq3cItVCq/faQyT1/Fur/GaF+p40gMFuvNSZzDLg//klQ5tcaXSg/VjPPoL+Et/HsBp2fPjhh+ddU3c6s2fPdosiQwgQyxdffJ43+qVx48a59XySQvuI2As4qrHQlqBpp0bPXQZckzqjHkqdBpo7pP4S99GnfdSvXz832KCqa1J99tlnuT4W+xrnnXdeJHc1KG8EyH8t+GmuadG0vlmv9n9+QLS9qdbzSRrtaGgv5KhDfQJpbUyfffbZvGXANSJJkzqxelOmTDE33HBDbgtbN0R0BP0lemS7qn61UaNG5T0i0xDzO+64wy2GjCJAfrVi+TJz79XNzDH71DB7bF/DbLtFndx6PkmlZ/72go461DeQtoXqNLmOZcCj8fbbb5v27dtX2l9y6qmnmqFDh4Z3FuqIt5eFqVOnTq4/BQgQIL9686mLzJ1taphLjqphTmy8pnnjtcFukcTRs391kNqNgLYKjWOeSqnpsaH6nuzvxjLg0VB/iR6F6heOVfWXbL755iv1N9WrV8+MHz/evRwyLvMBMnHk/aZP2xq5495zapjRf+/pFkksPbbSlqD2b+nqK/DtKE0CPTZU35PdeGk+jiZ1IlrqL+ndu3du2Rc3ROyjSZMmZvr06e7LgWwHyDcfDzcPX7BWGCCj+57rFikL2hpUjyCCH3j1GajvoNxUtAy45uOwDHjpad0q9Ze4M8s17+jnn392iwM5mQ2QH7+fZP52yYZheAzuebBZvqz61xbypb4Be80u3ZWoD6FcaJlzPWMPPr+GUqtzF/HTxmYNGzbMjbQCKpPJAFm8YJZ56podw/DQ/9eflTv1Edhrd+lQX0KShiJX5Pbbb89bQFJDqTUfB0CyZS5AdJcxpGfTMDx0F6K7kbRQX4G2DrVDRFuLJnFIshYMPOecc/I+q+YofP75525RAAmUuQBRP0cQHur/UD9I2qjPQFuI2g2z+haSNDR51qxZKy0D3qxZs1TuDw6kVaYCZNzwnmF46NAIrDTTVqL2sizaalR9DdVt0qRJK01u0zaurDQMlJfMBMjUcUPMQxesGYaH5n5kgbYUtZdnUV+Dth6tLsOHD8+t3hp8Hq3qev/96Q5yIK0yESCzvxlnHutUJwyPoXc3y80+zwoN0dQWo/Zv/NqCNO4d7RQU7jLgChQA5Sn1AbJo3g+mf5ftw/B45vr6Zsmi7D1n194Q2mrUDhH1QagvotT0aErbtNrvrUdYepQFoHylOkCW/bLYvNCjcRgefS+ta+bNyO4IHzXk2nLUbsg1cUxbk5aKOsXVOW6/pxbwiyO4AJRWqgPktUdb/2/EVYea5rtPR7lFMklbj9qPkrQ1qbYojZqG42pYrh0e5557buyPzgCURmoD5P2h3fJGXH3y5qNukUzTFqRuZ/Z9993nFvOmZcDdzvuePctnnTEAq5fKAPni/YHmoXZrhOEx5rnL3CL4lbYidffW1palxW4UpGXA7eHDWqJkyJAhbjEAZS51ATLzq/fMoxetG4bHsPv/bFasYDG+VdGWpOqTsENEW5f6TOjTBMbLLrss71ramItlwIF0SlWALPhxmul3xVZheDx30x7ml59ZBnx11CehhfPshl99F9rKtKq0hMoxxxyTdw0ty57EJVQARCM1AbJ0yULzfPe9w/B44rLNzU+zp7rFUAltVWovaqjd69SXsTpTp041u+++e154tG7dmmXAgZRLR4CsWGGG9z4hDI9HLqxtpn8xxi2FKtCWpfay6trSVH0aqzJmzJjcDnZBeS0j361bN7cYgBRKRYBMHP3g/0Zctfs/89m/B7hFUAD1Wajvwr6jUN+Gu7FT//79Te3atcMy2shq4MCBeWUApFcqAuSdQVeFAfLui9e6p+FBW5hqK1M7RNTHob4ObaV77bXX5p3TVrrvvfeeexkAKZaKAFmy8Ecz5tnOZsJrvXKPsxAN9WGcfvrpeUGx2267mRYtWuT92T777GOmTZvmvhxAyiUuQMJHUVU8UHrdu3c3a6yxRl5oBMcJJ5xgFi5c6L4EQAYkrgV2A2J1B+Lx3HPPrRQiXbt2zT3OApBNiWuBCYdkmjx5ct76WTqefPJJtxiADElcK02AJJM7SVDHNttsYxYsWOAWBZARiWulCZDk0Uq9QWhoXsjWW28d/vc111zjFgeQEYlrpQmQZNHCivZuhp06dcrN9Qj+e5111jFffvml+zIAGZC4VpoASZZevXqFYaHl2efMmZP7c+1mGPz5SSed5LwKQBYkrpUmQJJDuwZutNFGYVBoI6rAhx9+mLduVlXWzAKQLolrpe0AWd2B0tLeIEFANGjQILclrq1t27bh+T333HOlpU4ApFviWmE3JCo7UDpaD8setvvaa6+5RcyMGTPydjXs06ePWwRAiiWuFSYgkuGQQw4Jg6Fly5bu6dCdd94Zltt00029NqICUJ4S10oTINVv0KBBYSjUqlXLfPHFF26RkDaj2nnnncPynTt3dosASKnEtdIESPXSAoo77LBDGAhdunRxi6xk6NChYXntha691gGkX+JaaQKket1yyy1hGGiJdi3fXhVHHnlk+LqjjjrKPQ0ghRLXShMg1ee7777L243w8ccfd4us0qRJk3Kz1IPXvvzyy24RACmTuFaaAKk+Z555ZhgADRs2LHil3UsvvTR8/S677JLrHwGQXolrpQmQ6vHOO++Ey7VrX/O3337bLbJaP/74Y24kVhAid911l1sEQIokrpUmQOKnO43GjRuHDb92IfTVu3fv8DqaI6K5IgDSKXGtNAESv379+oWN/nrrrVfU9rSajb7HHnuE12vXrp1bBEBKJK6VJkDipf08tK9H0OB369bNLVKwkSNHhtfTelljx451iwBIAVrpjNN+HkFjX69ePbN48WK3iJcTTzwxvG7Tpk3d0wBSgADJMO3jof08goZe+3xERdeuXbt2Sa4NIBkIkAyz7xK0v0fUunbtWpK7GwDJQIBklPbvKHU/hfpX7O1vu3fv7hYBUMYIkAzSSCnt3xE07NrXo1TsEV6/+c1vihrhBSBZCJAM0r4dQaNe6rkammPSqFGj8P2KmWMCIFkIkIzRfh32bHHt51Fq7iz3MWPGuEUAlCECJGPs9aq0j0dc61W1adMmfN/999+/4HW2ACQPAZIh2qfDXjFX+3jERSv9qg8keO++ffu6RQCUGQIkQ7RPR9CAa/+OuPnuNQIgmQiQjND+HEHjrbuQ6tg10Ge3QwDJRYBkgPo5tD9H0HCrH6S6PP/88+Hn0Ez1KVOmuEUAlAkCJAM00ipotDUCS/t2VKc//elP4ec5/vjj3dMAygQBknKa46G5HkGDrTkg1W38+PG52e/BZ3r99dfdIgDKAAGSctqPI2iotU+HZqEnQfv27cPPtfvuu5tly5a5RQAkHAGSYlrfyv5NX+tfJcXMmTPNRhttFH62Bx54wC0CIOEIkBTTPhxBA62Vd5Pm7rvvDj/fJptsYubMmeMWAZBgBEhKaf+NoHHWnh/anyNpli5daurXrx9+zosvvtgtAiDBCJAU0r4b2n8jaJi162BSDRs2LPycmp/y8ccfu0UAJBQBkkLadyNolLUfh/blSLKjjz46/LzNmzd3TwNIKAIkZbTfhr3mlPbjSLrJkyebmjVrhp95yJAhbhEACUSApIz22wgaYu3DUS6r3l522WXh595pp53MkiVL3CIAEoYASRHts6H9NtQIa/8N7cNRLubNm2c222yzMER69uzpFgGQMARISuhOo2HDhmEDfOaZZ7pFEu/hhx8OP/8GG2xgpk+f7hYBkCAESEpof42g8VUfiPbfKDeaJb/XXnuF3+O8885ziwBIEAIkBbSvhvbXCBpe7btRrt544428x3AffPCBWwRAQhAgKaB9NYLw0H4b2nejnJ1yyinh9znooIPc0wASggApc9pPQ/tqBA3uoEGD3CJlZ+rUqbnZ88F3euaZZ9wiABKAAClz2k8jaGgPOeQQ93TZuu6668Lvtf3225tFixa5RQBUMwKkjGkfjaCR1aq72mcjLRYuXGi23Xbb8PvdeOONbhEA1YwAKVPaP6NBgwZhA6v9NdJmwIAB4fdbb731zNdff+0WAVCNCJAypf0zgsZV+2rMmjXLLVL2NLflgAMOCL9nq1at3CIAqhEBUoa0b4b2zwga1l69erlFUuPdd9/NDefV99Tw3rfeesstAqCaECBlqFOnTmF47Lrrrrl9NdLs7LPPDr/vvvvuWzbrewFpR4CUGe2XoX0zggZV+2mk3ffff2/q1KkTfufHHnvMLQKgGhAgZUb7ZQQNqfbRyIpbb701/N5bbLGFmT9/vlsEQMwIkDKifTKCRlT7Z2gfjazQ8u477rhj+P2vvPJKtwiAmBEgZUINqPbJCBpQ7Z+RNS+88EL4/WvVqmU+//xztwiAGBEgZeL2228PG8/NN988t39GFh122GFhPRx77LHuaQAxIkDKgPbF0P4YQcOpfTOy6qOPPjJrrbVWWBcjRoxwiwCICQFSBrQvRtBg7r333rl9M7LsoosuCutjt912S/0wZiCpCJCE034Y9kS6Z5991nz55ZeZPj788MPc7PsgRO655x632gDEgABJuE033TRsKDkqPrSQ5LfffutWHYASI0ASTI+q3MaSo+LjkUcecasPQIkRIAl34okn5jaM0p1IvXr1OKxD2/hqOG8WlnMBkogAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF7+H+lwvStCFczEAAAAAElFTkSuQmCC)
PN: 1700-B-50
CAS: 1227160-18-0
Molecule Weight: 265.073
Formula: C10H8BrF3
PN: 1700-3-Z6
CAS: 21249-93-4
Molecule Weight: 160.139
Formula: C8H7F3
PN: 1700-7-Y7
CAS: 1204295-64-6
Molecule Weight: 236.66
Formula: C11H12ClF3
![[2,2-Difluoro-1-(trifluoromethyl)cyclopropyl]benzene](data:image/png;base64,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)
PN: 1700-3-0S
CAS:
Molecule Weight: 222.158
Formula: C10H7F5
TSCA: Not listed on TSCA inventory
HTN: 2903.99.8001
