| Product Number | 2602-3-00 |
| CAS | 827-88-3 |
| MDL Number | MFCD00013730 |
| Molecular Formula | C10H11FO |
| Molecular Weight | 166.195 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2602-3-00
CAS: 827-88-3
Molecule Weight: 166.195
Formula: C10H11FO
![Cyclopropyl[di(4-fluorophenyl)]methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABH6AAAR+gFscnvRAAACYnpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfxfL1xvaYQ0IUUkWtKq3UaqVtV9q7lQNOigS4AnJ6+x1D0gRIQSEaM/6/sc2M7cXDMUvJXhdlYvKQAhOU6DwycZJvQ/rn/Xkyow/LRYQiFOZlSD+q6nPO+eFwYNGHztTR5CwyGW3658cyaWkODjPFlkshgP99fXmrmUmSl5XKI41UmczL2vliIlXVs/hmCJ6pYp/kvJHzrNg30f5JYR/BjmVMr2t5xL4VomSTpJpsTJGpiuylYPiIH2Src12oSsdkfUK3w1xc+3Lx+mSiXabzCps2QhKp9K0qdhE6MpPqaIfBsPHzKaQZIKAqk62KQp2IbVm3AqIkUQ5RLlEeUT5RU6JmRAVEgcA/9gMKABWAEkANoAhQBSiDAHOQajuJ99OnDukv8tj5Pfff8FPKkE4wg4Hnkp4VzJHN+8xHK5jruj4BJgGNZFMPjcM8icZjwr86z5KJZL5jA+CHEta6LHCt9dgUrJ0y6d36Gx0lJ2nLyvcCwEEB0OAcXCkCG7Ie4WLP3djrydnFnJ1XtJnN2Q677wXEjPGvlC0Xa5PHN02SxCFdA61z+VtvSnlOJyWmiHWBS7EBrPQWkG3AJn8YcNqALZVhwG0DtrCGAa83wgjg99bgDwPTNmCr/AtY3QNmbcDuiWEgaAN2Bw0DINpEveGGVwHQR2BklE66m/08wji9rzWKuL2MwEhZQSfrzQkzMkwn8c2JNMJ0ct+cYCNMJ/3NiTeynuAOM1I0slMDlxN1kOnueOc7ht8cGPxyH2Czd1fwm4uE4/W5/A/pzCGi4THbBAAAKAxJREFUeF7t3QvULXVdP36Ui4CAighYgiBBKmGaVmZpmCSm/G1hXkDztrwkauhSMy+JmmK20DQxXaaZ5Q1vKalJGoYstIuioFCCIYiCIkKC3DR1/r7n/Ob4nDnnPHv25zzP4ZnZr9dae8F5vvsyM9/vZ957z3WbBgAKtun/AQCGECAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAYKmzz26ao49umtvetmm2337df486qmnOOqv/zHW22WbdY1OWa4MJMLqh8573rAuN+91vXZDccMO6/+bf+Xva+5YLieXaYAKMboivfKVpdtqpaQ44oGmuv37Dtvw7f097nrfUciGxXBtMgNEN8dSnrlvZn3hiv2Wd171uXXuet9RyIbFcG0yA0Q1x0EHrVvbnnttvWeecc9a153lLLRcSy7XBBBjdEDvuuG5lf9VV/ZZ18ve0ZzPWUl1ILPeAiTK6IbY0QDZluTaYAKMbwiYsmJvRDXHMMetW9naiw2BGN8R5563bjLXcYbxpP//8DduWC4nl2mACjG7ovOtdTbPddk1z2GFN88UvNs33v7/uv/l3TiRMe99yIbFcG0yA0b1KPvWpTzX77LNPc8973rM59NBDR/HItGaaTzvttP7sLI4vfKFpHvGIptl773Whsdde6/79+c/3n7nOciGxXNvIZEyMdTynFlkd0xjda9Bd7nKXn6w7thnl45BDDunPDgsuY6I/TsbySC2yOgTIKnj/+9/fDtw73/nOzf/8z/80F1544SgemdaDDz64nfb3ve99/dliQWUsZExkbIxtPKcGM+2pSVaeAFlh119/fbP//vu3g/aTn/xkv3nN+9d//dd22vfbb792XlhsGQMZCxkTGRtjkxrMtKcmjeeVJ0BW2PHHH98O2Ic85CH9ptH4vd/7vXYeXvayl/WbWDAZAxkLGRNjlVrMPKQ2WVkCZAVdcsklzS677NLsuOOOzVe/+tV+82jk53/m4eY3v3nzjW98o9/MgkjfZwxkLGRMjFVqMfOQ2kyNsnIEyAp69KMf3X7Tef7zn99vGp0XvvCF7bz8/u//fr9pceTs8zwWVPo+YyBjYexSk5mX1CgrR4CskH//939vbnKTmzQ/8zM/03zve9/rN4/ONddc0/zsz/5sO0+f+cxn+s2LYb/91j0WUPo8fZ8xkLEwdqnJ1GbmKbXKyhAgK+DHP/5x86u/+qvtN5y/+7u/6zeP1tvf/vZ2nn7lV36lnceFc6tbrXssmPR1+jx9nzEwFanNzFNqdSHH8yoQICvg7//+71d9YJ5//vntUTAp6Le97W3rH+94xzvav3+lf6e8FZB5yclYmbd81sJZ0ABJX6fP0/erMZ4zVjNmM3aXjuWM7fw9Y301LP2il5plywmQLbT0p/G//du/9ZtLrrzyyvbY+2OOOaY9getmN7tZO+hnPbKjMCdNPf3pT29OPvnk5uqrr+6/9dz+4z/+o7npTW/a3Pa2t53Eprm5LGCApI/T1+nz9P2WyhjMWMyYzNjMGO2P2009MuYz9lMDqYXUxEpIjU5pU/ONTYBsoRe84AXtgN/SnXM5Rv2kk05qHvjABzbbbbfdBsW01157tZdmeNzjHte8+MUvbl7ykpe0h1fmv/l3/n6f+9ynuc1tbrNRET70oQ9tPvrRjzY//OEP+x852GMe85j2/aZwcMBcFjBAup3N6fOqjLWMuYy9/pefjNGM1eXGcsZ6xvzS16UmUhupkS09n6M72CW1y5YRIFtg6eGB1cNdr7rqqvb49D322GN9seTb0ZOe9KTm3e9+d/Ptb3+7/5JlXXrppe2mgBTirW996/XvmROp3vKWtzQ/+MEP+i+ZqTs8OSuDCy64oN88XQsWIOnb9HH1cNeMrYyx7kTaPDIGMxYzJjM255GxnxpILaQmuvdMraRmUjsVqdUpHG6/FgiQLdCdcPfyl7+83zRTiu2Vr3xlc8tb3rJ9j+2337456qijmlNOOWWLfi0s9f3vf7/9+f+ABzxggyD54Ac/2H/qTK94xSva1x955JH9pulasABJ36aP09fzyphaGhwZcxl7GYMrITWR2kiNpFbyGamd1FDlS1FqNu8x5hMk1wIBUrQll/zI1UG7a/TkG98f/MEfrPqJWp/73OeaI444Yn2BZ2Uxz7fMG264Yf0K4tRTT+03T9MCBUj6tPuCkb4eKmOoC548MsYy1lZTaiU1020eSy3Ne8XdsV+iZa0QIAX5NtRdbXeei7Tlddnumh2Uee3hhx++KkdPLedf/uVfmgMOOKD9/GwK+MQnPtF/ymZ94AMfaF+XnZsr9StpTVuQAElfdlfbTR8PlbHTbXrNmMrY2ppSO6mhfH5qKrU1z7jsLnqaWp7ndfyUACl44xvf2A687Owb6pvf/Ga78zCvu9VPVkrvec97+k/Zaq677rrmmc98Zjst2267bbsZYKj73ve+7eve8IY39JumZ0ECJH2ZPk3fDpUxk7GT12UsZUzdWFJLqalMS2ostTZUajivS00zPwEyp//93/9tv3WleM4666x+8yblm9Id7nCHdqDmBK2LLrqo/5QbxXvf+95m1113Xb8SGOLss89u5z3LYKUOrVyzFiBA0ofdeE7fDtF9+cjYyRhaC1JT3cmPqbWhv+xTw914Tm0zHwEyp654sg12iAzQ7pDERz7ykaUdfqsp07fnnnu20/fkJz950IljOTY/zz/22GP7TdOyAAGSPkxfpk9nydjIGMnzM2aGfoHaWlJbqbFMX2pu6PSlluf5EsVPCZA5/Pd//3d7BEiO/hhyeG1uaNOFxzOe8YxBK+cbw5e//OXmdre7XTudQy6cd/nll7ebDLIszj333H7zdEw8QNJ36cP0Zfp0lu4CmxkrGTNrUWostdaFSGpwltRyajrLIjXOcAJkDt3hsK95zWv6TRvJdthus1UG9FqXwtl9993b6X3rW9/ab97Ia1/72va52Yk5WRMPkG4HdPpyloyJPDdjZAwr2S5EUoND9omkpvP81DjDCZCBPvKRj7QD7I53vOPMzVA5oqPbYZ6f1Gv1l0ffaaed1h4amcesn///93//19zpTndq5/HDH/5wv3kaJhwg6bP0XfowfbmcjIVuXGSMjEFqrtuclVqcdZRVajq1neen1hlGgAyQwXXQQQe1g+uf/umf+s0b6S5vkp16K3Ui1dby+te/vp32HFs/6/yWnNiV5x544IGjm89BJhog6av0WfoufbicjIHunKWMjTHJfHY71odctiS1neem1md9SWQdATLAq1/96nZg5Vo8s+SEphyTnu3Kq31y4Gp50IMe1M7vc57znH7TRrqTE0844YR+0/hNNEDSV+mz9N0sGQN5bsbEGKUGU4upySEnG6bGM7+peWYTIDNcdtllzS1ucYtmhx12mLnjMN9aum9ruejbWH3rW99qdyoOmefzzjuvfd5uu+3WLqsp+cxPVjx5TEn6KH2VPkvfLSd9n+dlLGRMjFVqsftVPeuXRTfPqfmpjefVIEBmyIXcMvie9axn9Zs2kpOr8twp7FjufnUN+eb57Gc/u33uE57whH7TqP1/PwmPPKYkfZS+Sp/N0v0SncK38e6AgSEnzabW89zUPssTIMv4whe+0P70zSWov/vd7/abN5Arg+abWnY0Dj2JaS1but/nP//zP/vNG8i857yALKszzzyz3zxa2fSRx1Skb9JH6atZV7JNn6fvp7I/IDWZ2kyNzpr31HpqPssq6wA2T4AsozuS6k1velO/aSO5vHSeO/QEwzH4m7/5m3aeHv7wh/ebNvLmN7+5fe69733vftNoTS1A0jfpo/TVLOnzPDdjYCq6EwZTq7Ok5vPcrAPYPAGyGbm+TgbQXe961+ZHP/pRv3kDOVIll0LIiUhTur9Arsqau9PlUg+zLr+SZXS3u92tXWZj3v+z1JQCpNsPkD6aNZ7T1+nz9P08V+Zd61KbqdHU6qwjDLOMUvtZZjfmdevWOgGyCbkw3O1vf/t28Aw57r0rztyrYGpyl7jM25B7RJx++unt7UL33XffG/XieitlKgGSvkifpG/SR7N0935J309NanTol5zUfp6bdcEUxvNqECCb8Kd/+qftwHnYwx7Wb9qk7tC/j33sY/2m0ctRKZm3XPJ6iG7TR25ROnZTCZD0RfpkyKbI6G5VMOsIvDFKjWbehhySH1kH5PlZJ7AxAdLz9a9/vbn5zW/e7LTTTjM328QVV1zR3q85t9ycdbbrWHWbps4///x+00a+9rWvtctu5513bi6++OJ+86hMIUDSB+mL9En6Zpb0cfo6fT5FqdHUamo2tTtL1gFZdlknZN3AhgRIT3f5gz/5kz/pN21Sd1OaKR/y151ZP+RggjjuuOPa5x999NH9plGZQoCkD9IX6ZMhup3HQ87cHqvu0PyhN4PLuiDPz7qBDQmQJT796U+324lztdFrrrmm37xJ3aXNh2xTHavukiWPetSj+k2bdO211zb77LNPuyzPOOOMfvNojD1AsuzTB+mL9MkQ6eP09axLnIxZt89yyCXsI+uCrBOyLLOO4KdWJEDe9ORtNvsYi1x87Zd/+ZfbgfWOd7yj37xZ3a1Ap3zW6tVXX90elZPblg71zne+s10ud7/73Wce9bNWjTlAssyz7NMH6Yuh0sfp6/T5VKVWs1xSu0NlnZDXZB0xloujdvrr5JVcP2/5OzQ/ncAx+9u//dt2gPzar/3a4AGS7ak77rhjs/fee/ebJmf//fdvVyxDL5qYZXive92rXaZjPZdgzAHSncOTPhg6ntO36eP09dSlZlO7Q/dbZhlm3ZBlmnXFmKzm+nlF3nU1J3BryLetHPOeM09nnXW9VG5WkwE1z73Rx+r+979/O6/z3Avis5/9bLtMU6xj/EY71gDJss4yz7JPHwyVvk0fp6+nrrsX+pAbTnWybsgyzbpiTON5NdfPK/KuqzmBW8Mf//Eft4PpsY99bL9pWf/8z//cvm7KO9A7T3nKU9p5nfdQ5cc//vHt65773Of2m9a8sQZIlnWWeZb9PLpDXNPXU9ftSE8NzyPriLwu64yxWM3184q862pO4Gq74IIL2mvk7Lrrrs2ll17ab17W+973vtGuHOf1vOc9r53Xec/Kzd3gsmzHeI2wMQZId82nLPMhd+Jbqrv6Qvp66rqQTQ3PI+uIbjxn3TEGq7l+XpF37Saw/1jqe9+5qPnY649oPvyqQ7f4ceIfH9o87uGHtj9Dt/Sxyy67tAPpz/7szzaY3iG623y+7GUv6zdNzstf/vJ2Xiv7M7qrFOdY+v7yX8uPHHWTR//va/mRZZxlPeSqs33dfpP09dSlZjOvQ27f3Jd1xUqP56zPsl7rr+vmfWQdm3XtUv318qbWz1Ur8i5DJuiSL3+yefNTtttoJiqPZzxwm+bgfbZpO3GlHh/96Ef7kzzTiSee2L52Cpe7nqW7vHvmeV7dphGPrfeYd1NjGM/DZF3RX95b+sj6LOu1/rpu3kfWsVnXLtW1rYYVedehE3jDNVc0V3/nwi1+XPGtC5tvfP3C9m5jW/roriKbm83Mujd0n18gs2WZ/sIv/EL72pyk1l/+a/mRmwrl0f/7Wn50JwJmmc87nv0CmS3LtLtpXNYd/eVffWR9lvVaf1037yPr2L6h6+eKFXnX1ZzAreG3f/u32wHxute9rt+0LPtAZuvusX6/+92v37TmjXEfSGRZZ5nPew9z+0Bmyzoir8s6YyxWc/28Iu+6mhO4NZxzzjnttXF233335jvf+U6/ebM+/vGPt4PpiU98Yr9pcipHYeVaQ7e+9a3bZfulL32p37zmjTVAsqyzzLPsh1zvqbNIR2GlZjOvqeGhsm7IOiLLNuuMsVjN9fOKvOtqTuDW8vSnP70dUE996lP7TZuVozDymt/8zd/sN01O9yttnvNAumX6tKc9rd80CmMNkMgyz7JPHwzVnQcypm/XVanZzOs8R1Jl3TDvMl0LVnP9vCLvupoTuLVUvi3nchE5m3WvvfbqN03Ofvvt1y6boWeiV3/VrSVjDpDKt+X0bZ6fvp661Gxqd+hldqq/6taC1Vw/r867jlRle/0v/uIvtq+Z9xySMck9onMG7oEHHthv2qzDDjusXS7z7ldaS8YcINFtr09fDJU+Tl+nz6cqtZrlktodqrpfaeoEyBJLjxj64Ac/2G/epD/8wz9sn//2t7+93zQZH/nIR9p5HHqm/oc+9KH2+QcffPDcRwKtJWMPkCz79EH6In0yRHemdfp8qlKrmcfU7hBZF+T5lSPbpk6A9HziE59oB0uuSjrkftAnn3zyXCvXMfqjP/qjdh6HHPKYzSA/93M/1z5/nh2Ua9HYAyS6Az3SJ0M2P3aHpqfPp6oLydTuLFkHZF2Q52fdwIYEyCb87u/+bjtghpydnp/6uaxBto0OKdAxuuMd79iekZ3j1Wf58z//83bZPfjBD+43jc4UAiTSF+mT9M0s6eP0dfp8ilKjqdXU7JDNdN1Z51knsDEBsgm5Quc818d66EMf2g6yeY8pH4PPfe5z7bzd85737DdtJNde2m233ZoddthhdNe92pSpBEj6In2Svhlyfaz0dfo8fT813blbqdlZll73ap6r9i4SAbIZ3RV6H/e4x/WbNtJd2uDwww/vN43eM57xjHbehuwM7668O5XNH1MJkOg2Qw65Qm+38z19PzWp0czbkEsXpfbz3DFdeXdrEyCbsfSeCrPuEZKb0uQmPPnpP8/9F9a6K6+8sv0GtvPOOzeXX355v3kD+baaZZXDI8d0r4TlTClA0ifpm/TRrF8W6ev0efo+Y2AqUpup0dTqrBtJdff+GOu9bLYWAbKMbofikLu6veUtb2mfe8QRR/SbRqu7XtCsE6eybH7913+9fe6818pay6YUINFd6yp9NWs8dyeBTuk6b6nNzFNqdTlL76Y55MCRRSZAlpGBdI973KMdSLPuk/6DH/xg/a+QKRyt8e1vf7tdeW6//fYzd56/613vapfRmO9/vilTC5Cl90lPny0nfZ6+z/xnLIxdarL79ZFaXU53//PU/qygXXQCZIZPf/rT7cC73e1u11xzzTX95g10x4vnsL/rrruu3zwqT3jCEwZtB7/22mubffbZp11GZ5xxRr951KYWIJE+Sl+lz9J3y+n2f2UsjFlqsTsUd9b5Xanx1HqWUWqf5QmQAR75yEe2g+9FL3pRv2kjRx55ZPvcZz7zmf2m0fjUpz61fvvvVVdd1W/ewHHHHdfO71FHHdVvGr0pBkikr9Jn6bvlpO+7/YAZE2OVWsz8pjZnSY3nual5ZhMgA3z9619v7z620047NRdddFG/eQOXXHJJs8cee7SD8L3vfW+/ec3LNZTyDSzTf9JJJ/WbN/C1r32t3dmax8UXX9xvHr2pBkj6quu39OFyMgYyFjImxnhNs9Rgpj81mdpcTmo7NZ5aT80zmwAZ6KUvfWk7EB/2sIf1mzaS7a3bbrttexTLWWed1W9es3JkygMe8IDBmy0e8YhHtM99yUte0m+ahKkGSKTP0nfpw1m6zZkZG7OOXlpLUnupwdTikP2Sqe3MZ2qdYQTIQNmOevvb374dYEN+znf3Ad9zzz2bL3/5y/3mNalbUeSaP7O2j59++untduJ999135nPHasoBkj5L36UP05fLyXO7a8QN+WKxFqTmUnuZ5iH3h09N57mp8bHvv9yaBMgcuju23fWudx10tFG37TU//+e5j8aN4TnPeU47rdm5OmtzVOb9l37pl9rnv/vd7+43T8aUAyTSd+nD9OWs8ZwxkbGR52esrGWptW4z7JB9kZn31HSeP+8dNxedAJnTfe5zn3ag/fVf/3W/aZOe/OQnt8/PvRlOO+20fvONLpskul8euUbQueee23/KRrr7yP/Gb/xGv2lSph4gkT5MX6ZPZ8nYyBjpfomsxc1ZqbHUWqYxtTdEajnPT20zHwEyp89//vPtUSn5eTzkYmzxwhe+sB2guabOiSee2G++0WSn6O/8zu+s/+UxJDxyZE53RvOZZ57Zb56URQiQ9GF3BYFZR9xFxkj3SyRjZy3tWE9tpcYybam5IVLDqeUsg9Q28xEgBU960pPaQfqsZz2r37RZOaO1G9wPetCDmm9961v9p2xV2ebb/czP9u1Zm6063aausWwL3xKLECDR/QIdumkqY6XbJ5IxNGSf4GpKLaWmui9p85w9nhrO61LTzE+AFFx22WXNLW5xi/YKp/PsIM9RId0Nfm55y1s2r371q2eeFbvScp2jrDDyjasLgqE7wc8///z1V3W9sQNwa1iUAElfdldRTh8PkTHTBU/GUv5/1vXSVlpqJzWUWsp0pLbmOeoxtZt5Ti2nppmfACl61atetf7XxDxyhEe+6eUyEXn9QQcd1F6bZ7XvJZKL4uW6Rlkh5nNzgtis8zz6umsJnXDCCf2mSVqUAIn0afp23mu5ZQxlLOW1WVYZY6t9AcbUSmomtZPPTS2lpuY9eqr71ZJapkaAFGUQdwP4Yx/7WL95pvPOO2/9AO5W6C9+8Yvbv6+kXHk1l6TI8fBdseXfQ/ffdE455ZT29bln9mqH3VqxSAGSPk3fpo/T1/PIWMqY6r4UZazl37Ou+juv1EZqpAus7gtcpWZSs90XuEUZz6tBgGyB7l7huXtbdVNULjGdE5hyslNXFDms8gUveEFbyN/73vf6L1lWdoRmunL/h5//+Z9f/545wzZXWJ11Jv2m5D7Qd77zndv3+cd//Md+82QtUoBE+jZ9nL6u3Ps7YytjLGOtG3cZgxmLGZNDdtIvlbGfGkgtdIeN55FaSc1Ub52QWk3N5r2mfO/3rUGAbKHuzO3XvOY1/aa55JISr3jFK5q73OUu6wule+QKorkRTnb05QziPLKpoPv//P3+97//+hMdlz5yd7kcnbIl26f/8i//sn2vfMYiWbQAifRx+jp9XpWxljHX3dlw6SNjNJ+x3FjOWM+Y7782tZEamXX5lVlSq3m/1C5bRoBsof/6r/9qf7pnR96WrKSXyo7MN73pTc2jHvWo9ZsVhj7yzeqxj31seyTKrMuwD5F5yko08zjkMN8pWcQASR93l3FfifGcMZixmDHZfesf+sjYTw2kFobu3J8l85RazTymdtkyAmQFdJe9fspTntJvWhH5yZ3B/slPfrJ529vettEjf097ZbPDLMccc0w7b8cee2y/afIWMUAifZ0+T9+vtIzRIWO5ukl4ltRo5m3WbQoYRoCsgBx1kqt9Ztvs2Wef3W8erS9+8YvtPOXs49U+smYtWtQASV+nz9P3GQNTkdrMPKVWF3E8rwYBskLe+MY3tt9sDj300H7TaP3Wb/1WO09/9Vd/1W9aCIsaIJE+T99nDExFajPzlFplZQiQFZLrAnU7wN///vf3m0fnH/7hH9p5OeSQQ9bkNY+2hkUOkPR5+j5jIGNh7FKTmZfU6KKO59UgQFZQtt9mkOYIkuuvv77fPBo33HBDc4c73KGdl1NPPbXfvDAWOUAifZ8xkLGQMTFWqcXuqK7UKCtHgKywhzzkIe1APf744/tNo5FDJTMPQ24BOmWLHiDR3aI5Y2KsUouZh9QmK0uArLCvfvWrzY477tjssssuM2+huRZdeuml7bTnonQXXHBBv3mhCJCmHQMZCxkTGRtjkxrMtKcmU5usLAGyCnLmbL7xPPrRj+43rXk5Xj/T/rznPa/ftHAEyDoZCxkTGRtjkxrMtKcmWXkCZBXkEgzd7TTvcY97tEd/jOGRac0tTm9zm9vMfQmVKRIg62QsZExkbIxtPKcGU4vG8+oQIKskF33L4B3j40UvelF/dhaSAPmpjIn+OBnLI7XI6hAgqygnK+VSDmN6OMHqpwTIhoxn+gQIbIYAgeUJENgMAQLLEyCwGQIElidAYDNyye88gE0TILAJH//4x9cfxZP/BzYmQKAn96w4+OCD1wdI/n817rUCYydAoCe3Y01wHHbYYe0j/5+/ARsSILDEFVdc0ey+++7Ndttt13zpS19qH/n//C1twE8JEFjiaU97WvuLI/9d7m+AAIH1zjnnnE3+2lj6qyTPAdYRIPD/LLe/Y+l+EWAdAQI/8aEPfWjZI66WHpmV5wICBJrvf//7zQEHHDDznI/u3JA8N6+BRSdAWHivfOUr22B48IMf3G/aSJ6T5+Y1sOgECAvtm9/8ZrPrrru2t239yle+0m/eSJ6T5+Y1eS0sMgHCQnv84x/f/qJ47nOf22/arDw3r8lrYZEJEBbWZz/72eamN71ps/feezdXX311v3mz8ty8Jq/Ne8CiEiAspB//+MfNve51r/aXxFvf+tZ+80x5TV6b98h7wSISICykd77znW0A3P3ud29+9KMf9Ztnymvy2rxH3gsWkQBh4Vx77bXNPvvs09zkJjdpzjjjjH7zYHlt3iPvlfeERSNAWDjHHXdc+8vh6KOP7jfNLe+R98p7wqIRICyUiy66qNlpp52anXfeubn44ov7zXPLe+S98p55b1gkAoSF8vCHP7z9xfDSl76031SW98p75r1hkQgQFsbpp5/e7rPYd999m+uuu67fXJb3ynvmvfMZsCgECAshR03d7W53a38pnHTSSf3mLZb3zHvnMypHdcEYCRAWwpvf/OZ2BX/ve9+737Ri8t75jHwWLAIBwuR997vfbfbcc8/2zPEzzzyz37xi8t75jHxWPhOmToAwec9+9rPbXwZPfOIT+00rLp+Rz8pnwtQJECbtvPPOa3bYYYdmt912ay677LJ+84rLZ+Sz8pn5bJgyAcKkHXHEEe0vghNOOKHftGryWfnMfDZMmQBhsk455ZR2RX7ggQdu1TsI5rPymfnsTANMlQBhknIP8zvd6U7tSvzDH/5wv3nV5TPz2ZmGTd1jHaZAgDBJr33ta9sV+OGHH95v2mry2ZmGTAtMkQBhci6//PLmVre6VbP99ts35557br95q8lnZxoyLZkmmBoBwuQcc8wx7Tf/Y489tt+01WUaMi2ZJpgaAcKknH322c22227b7LHHHs2VV17Zb97qMg2ZlkxTpg2mRIAwKfe9733bb/xveMMb+k03mkxLpinTBlMiQJiMD3zgA+2K+pBDDml++MMf9ptvNJmWTFOmLdMIUyFAmIQbbrih2X///duV9KmnntpvvtFlmjJtmcZMK0yBAGESjj/++HYFfeSRR/ab1oxMW6Yx0wpTIEAYvUsuuaTZZZddmpvd7GbNBRdc0G9eMzJtmcZMa6YZxk6AMHqPecxj2m/2z3/+8/tNa06mMdOaaYaxEyCM2sknn9zeSjbf7HNDp0MPPXRNPzKNmdZMc6YdxkyAMGp/8Rd/0X6jH+Mj0w5jJkAYvZysd+GFF47qsRZOcoQtJUAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAyf8Pu4U92zHu/SMAAAAASUVORK5CYII=)
PN: 2703-3-03
CAS: 427-53-2
Molecule Weight: 260.284
Formula: C16H14F2O
PN: 4756-7-01
CAS: 1211461-06-1
Molecule Weight: 219.68
Formula: C10H15ClFNO
PN: 2602-1-0E
CAS: 1007-03-0
Molecule Weight: 148.205
Formula: C10H12O
PN: 4H56-3-4U
CAS: 54924-33-3
Molecule Weight: 209.264
Formula: C12H16FNO
PN: 2602-7-0A
CAS: 31736-75-1
Molecule Weight: 188.63
Formula: C9H10ClFO
PN: 4730-3-01
CAS: 254967-36-7
Molecule Weight: 169.199
Formula: C9H12FNO
TSCA: Not listed on TSCA inventory
