| Product Number | 4756-7-14 |
| CAS | 439095-33-7 |
| MDL Number | MFCD03425777 |
| Molecular Formula | C13H10Cl2FNO |
| Molecular Weight | 286.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4756-7-14
CAS: 439095-33-7
Molecule Weight: 286.13
Formula: C13H10Cl2FNO
![1,5-Dichloro-2-[(3-fluorophenyl)methoxy]-4-nitrobenzene](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABRkAAAUZAHwL0Y6AAACinpUWHRtb2xTb3VyY2UAAHicjZXbbqMwEIZfZeTrjfGYcxRSVa0qrdRupW1X2ruVQ9wUiUMFNIe33zGQNJAsbCAaM/4/n2ZsL272WQpbXVZJkUcMuWCg87hYJ/kmYr9eH2YBu1kuYhKRMK8i9l7XH3PL2u12PH7XmdoXOY+LjLX1832V9DQ7mxflxpJCoPX76fGlYWZJXtUqjzVRVTKvGudjEau6GcU/urAyVW6T3GrlVlZu29b+SGFewffVmn3N5Y7qbgmFtyTV8FaUmaphKwWnV3yDjc51qWq9htWB3DZ3aO7LxdN9EX9mOq+paFpIYpW+1OVnTI6sSHX8SY1R4ft9xDIkQNVFdluW6gCmZNwKQUlQNigHlAvKA+WDCkCFoFDQn+qRBEgKJAmSBkmEpEKSIemkiUOqzUBeDx86Ys/wA57hrnmOtn0eWpt2hrVTTe/eVbkhcIaAIKYfCoU0CWDbtg+Se57vAC2JoBH3vzrjktLxwaO6wIGAnBIhJKcbAAryhs7Jdu7OdNqu1c50HXeGIkQ/Bgca0kxyG4WAmc1FYOzx2+GeNJZGEhrr8dA21ue++J/vkEvHWBqlaBpE5K57XjNUHls49tiOgJLAOmXBcrEq8vVZEZJ1xFbImvT4qd8q2WUIg6Jc65LW3DRgpOeA7AMmn06AvAbYF4Az3oPTB0yunoDba4DbB0xmjwNeHzD7YHxIfh8wu2YcCPqA2WPjQNgHmh05PglT3wtds4MnmGG4mx0/wQwi3p4QE8wg6O2JMr4C6FxhJiKP7uWyTSGXwceJdMFB+NszcWI2wRUmmOhnkATtmTvOSHGxWyaRYRJ0x/rldKyzI8M6XjJUvLiArLPbyaI7efkXzLIzQH3hEKcAADk2SURBVHhe7d0JvFXjwsfxurhUKHPGMlPJS6Vu3WSeMl7KlJIydLneqJu5qHglQ4a60iRKqFxJr5R0oxtJKOJyRNFIo6SBPG//td+1zjnP2buz97PXOWevtX/fz2d/rs7z7H3OXvec57/XM1YyAAA4qGR/AQCAdBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAVLU558b06mTMUceaUy1asZUrWrMEUcYc8MNiTJkh+sLxAoB4nvwQWO2227rFamU/KGyPn0K648bZ8y99yZ/jBxZWA8JmV5fADmvkv2FvNSvX6IRq1zZmA4djJk505h164xZv96YDz4wpmPHRJnqPP544jkESPpcri+AnEeAfPedMX/8Y6LxGjrULi2kMtVR3e+/t0uRCtcXiC0C5M47Ew3XJZfYJSVdfHGi7l132SVIhesLxBYB0qhRotF68027pKSJExN1Gze2S5AK1xeILQJkt90SjdbKlXZJST/+mKi7xx52CVLh+gKxRYBsv32i0fr1V7ukpM2bE3X1HKSH6wvEFgHCJ+SyxfUFYosA8fvoJ02yS0pSP77qnnCCXZLfvv3WmKVL7a8mcH2B2CJA7rgj0Wi1amWXlKSZRKqrmUUwZtEiY9q0SazhOP54uzSB6wvEFgGycKExO+yQaLiee84uLTR8eKKO1ilobUM+27DBmJ49E9uR6Jroccstdq0Eri8QWwSIPPxwovHSJ+lrr02sjtYq6V9+MWbWLGOuu65wpfSjj9rPzi8vv2xM7dqFwdGggTHTp9u1iuP6ArFEgPh69zbmD38obBjth8ruv99+VsKYMcZ8+KH91Xj5+GNjWrQovB777GPMkCHGbNli10wum+sLICcRIEV99lliZ9jDD0/sFFulSuK/r78+UZbMJ58kGkB9gm7XzpglS+wa0aaZUbpr8DdCVBdTt27GrF1r1yydy/UFkLMIkGxt3GjM5ZcXfpLeeefEJ2l9PcJ+3/yrMY88YkyNGoXv7fzzjSkosKsCyFMESFimTTPmuOMKG9tDDjFm7Fi7VrkZMWKOmTfvB/vLaZk+faEZeFJXs367nRLvpU4dYyZPtqsByHMESJg0HjBokDF77VUYJCefbMzcuXbNMve3v/2veeut+faXt2nBgtXe8xo0GGjOqN/XTDrsDGOefDK9VeRFaZbWu+9m/jwAkUKAlIU1a4zp0qVwG3ONH6jvf8UKu2aZySRAfvppk3nkkRmmceNBXniccMIg06fPdLN+9c921dKNGmXMQQcl3veAAXYpgBghQMrSl18a07Jl4d2ItvXQ4Upl9Mn8pZc+MwMHfug9LrroRXPbbZODf3/8ccmV4lu2/G7Gjv3cnHrqcC849OjU6XUzf/4qu2rpZs82pnnzwve6777xn5kG5DkCpDxom/KjjipsXI8+OvG1kD355Exz771TvcfZZ48w1103Pvi3xjWK+vDDxebyy8cEwXHBBaPM1KnfFquTluXLE6cM+lN0d9wxsfr8p5/smgBihgApL7rr0N3H/28u+OEuR5jHbnjWLFy4xq4ZilRdWIsX/2S6dZscBEfz5kPNsGEfm82b01zP4dPOuX37GlO9emEwXnSR2Xr7YtcEEFMESHlbscL82umv5tFal3oNeJMmg7bmyntm3bpNds2s2AHyyy+/mgEDZpk//Wmw930bNXrGuzNZsWJ9kWelafz4xPoNPzjq1TNmyhS7FoCYI0AqyLdfLjfXXz8+uBM4/fTnzKuvfuGNS4ThiSdmmtmzE4sa16/fbM4774Xge7Vv/6rTFN8tX/zHmDPOKAwObbvev78xv/1mVwWQBwiQCjZlyjfFGvcrrhhrPvqo5IB3NhQgLVoM88ZF/vd/M18IuHbtRvNkn6lm/L4tEsGhA5/+9jdjVjkMtgOIDQIkB2za9JsZMuQjbzzCD5I77njLLFmyzq7qbOPGzGd+6W5o9Oh55pRTErO0bjnsRrOs5aXGfP65XRVAHiJAcsgPP6w33btPNQ0bJkKkadMh5umnZ5kNG0o2/n7QqHH/+efk4yd+HRezZi02l146OngNTQueNm2BXQ1AHiNActCnny43V1/9z6DxPueckSXWZvhleihkknEJkEWL1pq//31S8NwTTxxmhg//JPNZWgBijwDJYRMmfOWNW6ghnzy5+PTYogGirq/VqzcUKy9aJx0aJ+nf/4Nis7Tuu+9fZuXKX+yqAOAhQHKcxi50R2LPzvLDoXPnN7z/1VYktnQC5PffNSv3S3Pmmc8H9Tt0GGe++OJHuyoAFEOARJTf2H/55QpvzER3DsuXF9+7qrQAmTt3uWnbtrCrrGXLkWbixMxnaQHITwRIRBUNh9tvT6ws79VrWso6NnWP+YP1zZoN8fbLcpmpBSB/ESARVTQctA27xiy0i27RrVG2FSDqtlLZnXdOMcuWhTddGED+IEAiyg4HbUuif2v9SKo6ABAmAiSi7HDQokPtq6VuKY2LJKsDAGEiQCIqWTjoECh97eab30hZBwDCQoBEVLJw+PHH9d7qdX1dB0glqwMAYSFAIipVODz++Pve1zt2HJeyDgCEgQCJqFThsGbNBm/7Eb88WR0ACAMBElHbCget6SBAAJQ1AiSithUO2p3X34I9VR0AyBYBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAxES/fu+Zm26aYDZt+s0uAoAyQYDExEknJRYPFhSstIsAoEwQIDHRokUiQL76igABUD4IkJggQACUNwIkJggQAOWNAIkJAgRAeSNAYoIAAVDeCJCYIEAAlDcCJCYIEADljQCJCQIEQHkjQGKCAAFQ3giQmCBAAJQ3AiQmCBAA5Y0AiQkCBEB5I0BiggABUN4IkJggQACUNwIkJggQAOWNAIkJAgRAeSNAYoIAAVDeCJCYIEAAlDcCJCaaNHnI1KvXy3z55XK7CADKBAESE4ce2tLstddJZt68+XYRAJQJAiQmqlevbipVqmTmzJljFwFAmSBAYoIAAVDeCJCYIEAAlDcCJCYIEADljQCJCQIEQHkjQGKCAAFQ3giQmCBAAJQ3AiQmCBAA5Y0AiQkCBEB5K5MAmb92vrllxi2m/uj6psawGmbHwTuaWiNrmaavNjXdZ3U3n636rFj9SgMreQ+4I0AAlLfQW+1H5jxith+0fRAKqR5FJfsaMkOAAChvobbaj819zAuCygMrm3ZT25lpS6aZ1ZtWm42/bTQL1i0wM5bNMD1n9zR1X65b7HkESPYIEADlLbRWe+G6hWaHQTt4QTCiYIRdvE0ESPYIEADlLbRW+/aZt3shcOWUK+2iUhEg2SNAAJS30FrtRq808kJgyuIpdlGpCJDsESAAyltorfbuz+7uhcDKjZmfiEeAZG/XXXclQACUq9BabX/m1a9bfrWLSkWAuNuyZYsZPHiwFx56tG3b1vz00092NQAIXWitNncg5e+dd94xxx13XBAe/qNmzZpm2LBh5vfff7efAgChCa3VZgyk/CxYsMBceumlQWDsvPPOpnfv3ub55583tWrVCr7eqFEj8+9//9t+OgCEIrRW25+F1ebtNnZRqQiQ9Kxfv950797dVKlSxQuIypUre11WixcvDur88ssv5r777jNVq1YNguTKK68033//fZFXAoDshdZq++tAtIhw1Nej7OJtIkBKN3LkSHPggQcGodCkSRPz/vvv29UCCgwFh1+/WrVqpmfPnmbDhg12VQBwEmqr/fCch70gUIi0/1d7887Sd8zaTWvNpi2bvIDRSvRes3uZeqPrFXseAZLarFmzTLNmzYIg2H///c1zzz1nV0tJXVgNGzYMnq8urpdeesmuBgAZC73VfvDjB812z2wXhEKqR1HJvrZq46pi/843S5cuNe3btzd/+MMfvIZ/p512MnfddZdZt26dXbVUGkwfOnSoN7juB8mJJ55oPv74Y7sqAKQt9ACRgrUFpvOMzuaY0ceYXYft6u3Ge9DIg0yzcc1Mjw97mHmr5hWrbweIZnJVHVLV7D9i66ftr9L/tB0HmzZtMg8++GCwrkOPiy++2HzzzTd21Yxpeu9tt91m/vjHP3qvu91225mOHTuaH374wa4KAKUqkwDJ1ppNa0ztF2oHwdLkn03M+8tT9/fHxauvvmoOO+ywIDjq169vpk6dalfL2tdff20uuOCC4PtoFfvDDz9sNm/ebFcFgJRyMkBk/a/rvbNDqgyp4oWIxlXaTm1rFq8vnHEUF5999pk57bTTggZ9zz33NE8//bT57bff7Kqheuutt0zdunWD73vEEUeY119/3a4GAEnlbID4tA38pW9dGtyN7Dx0Z9P7o97eFvFRt3LlSnPjjTea7bff3mvAd9hhB9O5c2ezevVqu2qZ+fXXX81TTz1ldt999yBIzjrrLPPFF1/YVQGgmJwPEJ9mdB039rggSA5+4WAz5psxdrVIyMVGW2F20003VWiYAYiWyASIbPl9ixn8xWCz93N7B0Fy8viTzZyV0dlAcPLkySW6jSZMmGBXqzDz5s2rkO40ANETqQDxaZC963tdzR8H/dELEU0bvuHdG8yKDSvsqjkj2cD1I488krMD1+U1oA8guiIZIL6v1nxlzn3j3OBuZLdndzP9Pu3ntCNwWUk2dfbaa6+NxNTZspxSDCD6Ih0gvonfTzRHvXRUECT674nfTbSrlas4Ld5btmxZsUWNO+64o/OiRgDxEYsAEd116O5DdyFekHSrZFp2bWm+/PJLu2qZmz59erHtQ2rXrh2L7UPsbVX2228/M3z4cLaNB/JUbALEp3GQG6bcYLZrtZ2pVLOS13XUpUsXs2bNGrtq6L777jtzxRVXBA1sWW1gqB13dfLg2LFjvbuce++9t8RDX1f53LlzQ//+9saOjRs33ubGjgDiKXYB4ptbMNecfPLJQSO31157mUGDBnkn+IUt2Rbqbdq0CW0Ldd1FPfPMM95rHnzwwcH3yOShAfF27dp5B02FMYahreV79Oixza3lAcRbbAPEp0/hhxxySNCQ6gS/adOm2dWcvfjiiyUOcZoxY4ZdLWPz58/37l6OPvroEmGgh+5ujj32WG/K7dVXX+09rrnmmuC/9XXNnCoaakUfDRo0MI8++qhZsmSJ/a0zsnDhQnPZZZcFr+sfbrVxY/QXegLYttgHiKgxu//++73GzW/odKKfTvZz9dFHH5nmzZsHr7fvvvuGcozsG2+8YU499dRijb0W96mbqFu3bt5WI5l+yl+0aJE3LfeWW24xxx9/vHe34L+2ZoW1bt0668F9Ha+r1/ZfV3dKY8ZEc6EngPTkRYD49Glb3Sx+A6ruF53wp+6YdC1fvtx06NCh2Iyk22+/3Zuumw018Lqj8Btg/YwtWrQwAwcONCtWhLu+RQGkNShFG3w9zj77bG9sxZW6BwcPHmz23nvv4DVPOumkrF4TQO7KqwDxzZw50zvRz2/kDjjgADNixAi7WjFa8Ne3b19vAaD/vAsvvNBbIJgNe+W3zv3o1KmTKSgosKuWiQ8++MBcdNFFQSDqbufmm2/OatLB2rVrTdeuXYutfbn++uvNjz/+aFcFEGF5GSA+neynE/78xrtp06beVFXb+PHjzeGHHx7Uq1evnpkyZYpdLSPaGkSD0EX3nrr11lsrbIHh559/bs4999zgPapLTtuuZOOrr74q9pq77babeeyxx3J29T2AzOR1gMjPP/9s7r77bu+Tvxo5fRLXILROBNTmhmeccUbQAO6xxx6mf//+We8L9e2333ph5b+uNlL8z3/+Y1erEApLf9KBroUWDGb7ft98881ikwGOOuooM3FixS70BJC9vA8Qnxr1Sy65JGjk1O1StFvnb3/7m1m1Kvtjdt9++21To0YN73U1qD9kyBC7SoXTCvOrrroquBYK0WxXnWsH4scff9y7C/FfVwsss5nIAKBiESAWbRh45JFHBo3c6aef7nXvhEFdZv64gAaw1cWTyzSrzF/noenJYXSvaUKAxnj8iQyaGQYgmgiQJBQY/p1HWPr16xc0mtqVN5OZXxVJ03P9OyZ1PYURIuJPYtACSQDRRIAkoZXfatw0RTcMWgHvh4dOIMx2TKG8ffrpp96gun8nkm13lvgzz3KxCw9AegiQJMIMkJdfftkbT/HDI6q0p5Y/fqExkWxDkAABoo8ASSKsAFGj628logWM2a5Sr2jqzvLHRDQ7KxsECBB9BEgSYQSIFuL5a0e0olyzkOJAA+t6T5qhls06EQIEiD4CJIkwAsTfYFBnZuhApjjxp/hqXMR1xToBAkQfAZJEtgEyYcKE4FO6un3iRoPo/mJDbXviggABoo8ASSKbANHKdi2Q0/P/+te/2sWxoRXreo+a6vzJJ5/YxaUiQIDoI0CSyCZAdLCU33WlTQXjzN/nSluxZIoAAaKPAEnCNUA0HuBPddVgc9xpwaW66bTGReejZIIAAaKPAEnCNUD8u49DDz00NrOuSqOt4PWedShVJggQIPoIkCRcAkRblOvc9Xy5+/DpPBG9Zy2WzOR4XAIEiD4CJAmXAHnllVe85+y5555m06ZNdnGs+Scb6oz1dBEgQPQRIEm4BMj555/vPUfbvucbHY+r996gQQO7KCUCBIg+AiSJTANEs610oqCeM3v2bLs49nTGur/fl85VSQcBAkQfAZJEpgEybtw4r/6BBx5oF+UNvxsr3fEfAgSIPgIkiUwDRKuxVV9H4eYrneeua9CuXTu7KCkCBIg+AiSJTAPkmGOO8eqPGDHCLsob/l2YtjhJBwECRB8BkkQmAaL1Hv4xtXpevvruu++8a6CFhb/88otdXAIBAkQfAZJEJgHi11WI5MviwWR01ol/9olOMCwNAQJEHwGSRCYB4nfd1KlTxy7KO/Xr1/euxdixY+2iEggQIPoIkCQyCZCnn37aq+uyoWDctGzZ0rsW/fv3t4tKIECA6CNAksgkQPr27evVzXQvqDjyD9Hq06ePXVQCAQJEHwGSRCYB0r17d69uhw4d7KK807FjR+9a3HPPPXZRCQQIEH0ESBKZBEjXrl29uvm4hYlN10DXokuXLnZRCQQIEH0ESBKZBIg+bXMHksAdCJBfCJAkMgkQxkAKMQYC5BcCJIlMAsSfhXX22WfbRXmHWVhAfiFAksgkQF599VWvbt26de2ivHPsscd614J1IEB+IECSyCRA/vOf/3h1tRL9t99+s4vzhlaiV6tWzbsWc+fOtYtLIECA6CNAksgkQLR9iX8WyFdffWUX541FixZ514C9sID8QYAkkUmAiLqvVH/UqFF2Ud54/fXXvWtQu3ZtuygpAgSIPgIkiUwD5K9//atX/9prr7WL8ka3bt28a9CmTRu7KCkCBIg+AiSJTANkzJgxXv1DDz3ULsobjRs39q7BM888YxclRYAA0UeAJJFpgKxcuTI4E/yLL76wi2NvxYoVZvvtt/fev65dOggQIPoIkCQyDRDxG8Q77rjDLoo9fy1MJlvaEyBA9BEgSbgEyHPPPec958ADDzRbtmyxi2OtRYsW3nvv1auXXZQSAQJEHwGShEuA/Pzzz2aXXXbxnjd+/Hi7OLYKCgq8qbuVK1c2X3/9tV2cEgECRB8BkoRLgIi/G22TJk3sotjq1KmT955PPfVUu2ibCBAg+giQJFwD5LvvvvNWpOu5kydPtotjZ/ny5aZKlSre+504caJdvE0ECBB9BEgSrgEiWgui5zZq1Cj2YyG33nqr9161B1amCBAg+giQJLIJEN2F7Lzzzt7zBwwYYBfHhqYr+1u4aEPJTBEgQPQRIElkEyDy0EMPec/fbbfdzLJly+ziWDjrrLO893j66afbRWkhQIDoI0CSyDZANm/ebOrVq+e9hhpa7VQbJ2r09d60eHDevHl2cVoIECD6CJAksg0Q+fDDD73n63UeeOABuziytOOw30XXo0cPuzhtBAgQfQRIEmEEiDz11FPBJ/VJkybZxZGzfv16c/zxx3vvqWnTplmdf0KAANFHgCQRVoBIq1atvNfSIsNZs2bZxZGhGWXnn3++915q1KhhvvnmG7tKRggQIPoIkCTCDBAdrvTnP//Ze7299trLO8Ewim688UbvPWidy9tvv20XZ4wAAaKPAEkizACR1atXm2OOOcZ7zb333jtSdyKaAOCHh7Yr0Z5fYSBAgOgjQJLwA0RjFzqyNgxLliwJQkSD0FEYE9F7b9u2bRAe/fr1s6s4O/LII73X7d27t12EECxYsMCceeaZsZrAkUv0wapr165et66Oc8hXBEgSmpqqxk0PHVf71ltv2VWc6E7E785SOOmPO1en+Gr9ir/Lrs46GTRokF3FicK5ZcuWwfXVddBsLg3QI3ubNm0yDz74oKlWrVpwjU8++WQzd+5cuyoc/fvf/zYNGzYMrq/We+lIg2wmlUQVAZKCjmYt+kd4wQUXZLTbbCoaE2ndunXwulonkmuLDd955x2z3377eT9f1apVzcsvv2xXydiaNWtMly5dgr3CtIOvPx1YD22DP3LkSPtpyIB2BNCpmP41VXepv1uAPgTccMMN3uFfcPP999+bK6+8Mri+O+20k9ljjz2Cf9evX99MnTrVflqsESDb8MMPP5iOHTsGpw1qTOT22283P/30k101Y08++WSwTkSfYP7xj39U+N5ZauR1vrsad/1chx12WNafXPWedPeixsz/Q/M/EevuS2Mqfljp0axZs0iNEeWCzz77LBhT0mPPPfcMPhHbd3z6XVNXZFhds/lAH/ruu+8+78OUfx0VJAoU/45v1113DcouvvjirGcpRgUBkoaPPvrInHjiicEvSM2aNc2wYcOy7n7SYkN1kfmve8IJJ1TILr5qTJ599tliDflll13mBUo2pk2bZo477rjgNQ855BAzduxYu5pZt26dueuuu4JAVYC1b98+5+7Mco363jXBwT9OWHcbnTt39rpKbdot+aijjgr+v9B/Z7qDcj568cUXTa1atYLrpk1S1YVlW7p0qfc763/40t2Jfqd1TlCcESAZeOmll4r9MqkfNNkvUya07UmfPn2KdefoPBEdSpVtQJVGn54UhLrT8L+33t+ECRPsqhnRAO6ll14avKbe2/333282btxoVy1Gn9r06c1/nj7V6dOdfk4UUuDrDnb33XcPrpW6QkubIq7n6e5DdyH+83R3ot0FUJw+NDZv3jy4Tul+aNTds+6i/eftv//+oc1czEUESIY2bNjg3c4WHR/xb2ezoV18tRW8P0agh8YFdMZ6aQ1DpvTHocOv1NXhfy81Knpf2Xxi0kB49+7dgzNCNHNLs7g0Ay0T6kdWf7L/syngXHb8jSPdoRa9az3iiCMyDnyNg2g8xO+a1e+cZhRle8cZBzrjRt3W/p2Ea7e1xvP09+v//6QPhe+//75dLfIIEEf2gJoCRQ2w+kuzoddV4170jkQPdf8oYEaNGuUFSmmfhHwag9DW6yNGjDBXX311sV9qPbS4UT93to2HXv+AAw4o9gczc+ZMu1ra1H+vfvyiIad+fvX35yNN4NBEDv9aaDeARx55xLuDdTVnzhxvPMp/TY1TabyqosfiKoKuY9++fU316tWD63HhhRdmNXEm1QeqxYsX21UjiwDJkrqw1C/q/9KpC0j9ptnSL59ufdVo+p+Gij7U361PoieddJJp166dFw7XXHON97/6t76ucr9/3H6u5q+/8sorWTVAolt27Yvlv3bYt+zqz1e/vj+bSO/npptuypu59/rke9tttwV3prpr0AcJTfAIi8alDj744OD/Q41baSZevlB3se7k/PevnbTDmrovybp0tf6ptC7dKCBAQqC7AfWPqp/U/yXRoLu6isKwatUqM2bMGG+GlH65/a6HdB9qfLWIUXc2r732Wsa348kkGzS8++67s+oC2xbdRflnkOih/n9tVhnb2URbf6emDx1qDrB+pz7++GO7ZijUmGmcquidrxo9NX5xpd8pLbb036+m5Pbv37/M1nMolItOKlFo6+86ygiQEKlhVn+pP5tIDb36U8P8tCj6Bf/888+9cQHNnurVq5e59957g4f+ra+PGzfO+yMJs0tCA9r/8z//420O6f8hXHLJJebbb7+1q5YJ9fcX/bSou6yPQ/y0mBOmTzebGzY0z2x9f822PmrXru1N4CgP6l5RN4u6W3R91f2ibpg4LfTUB7L//u//LnZXqw9X+npZ09/i4MGDS0xrV3diFBEgZUD9puo/9X9B1K/68MMPZ91dVNHshWo6C70iFk7pOup66rrW2vpz9Nj6WHbBBbrwdtVo+e47Y664YutfZSXv8Wm1amZSz55m44YNds0ypwFfjWP5/1/HYaGnPnhpvVXRcTWdqOl6KFo2NOaoiQtFuyajuNCTAClD6ke1Z8y8/vrrdrWcp4HrU089NXgf+gMcOHBgmd3qp0t3dgO33uG9sfWPz2t0t/4xmttu062gXTW3aeLFffcZU7VqEB6mTRvNqLBrljuNZ2lcy///XuNdUVzoqR2k/b3o9NDMPt2hVzRNoT733HODnytqCz0JkDKmXwT11Rfd8kD9rupaynXJFqrdcsstSReqVaTfNC5w4omFjW/NmsYMHeqNI+Q8TbioVavwZ2/UyJgZM+xaFUrjWloUp3Eu/R74Cz01DpbrtLboL3/5S/C3p7VFWneVa2uLtKjz6KOPDn7OqCz0JEDKiRpjzR4q2hirHzbXGmNxXahW4TROULQxbthQ0+TsWrlh9mxjmjcv/Fn33deYYcNyOvQ0zqXxrqKNca4u9NTuBnfeeWex3Q00SzGXdzdItdBT29HkKgKknKm/1d63SP2yFd0d5NNCtTp16gQ/n7Zdz3ShWoXSeEHPnsZUq1bYOGtcIQe6gzzLlxvToYPZ2qIlfjadOXPHHZHqdtO4l8a//N8RjYvlykJPzYgcPnx4sW15tAO2tg2KimQLPbURabZrtcoCAVJB1P9adAsRrbwO46Q/VwUFBcGRtXqEsVCtQikwrryyMEQ0vqBxhiwXejrTdezb15jq1Qt/pgsvNGb+fLtmJCRb6Klxsopc6Pnee++Zxo0bBz/PQQcdZF544QW7WmRow9GiCz216DfXFnoSIBVIt/7qj63InTzXrl1runXrVmKh2o8//mhXjSZ1YWlcwW+01cUVwkLPjIwfb8zhhxf+DPXqGTNlil0rkpIt9NS4WXku9Fy0aJG56qqrgqnH2jU37DNmKnLqvBZ6aicKv43QWhJtVJoLCJAcoH5Z9c8W3X9Hg5bqxy0r+gUfOnSo2WeffYJfTB0gVVYL1SqUxhU0vqDBdb8R1/hDSAs9U9ra4Jgzzij8nnvsYUz//mqN7JqRp/Exe6GnxtHKcjaRFj+q4S66+FG7SC9cuNCumrFcW7ybqws9CZAcon7aojt5qh9X/bnp7nuVrunTp5sGDRoE30cL1cI4NCrn6Y/49tsT4w5b37c3DtGxozGp7rYUAJ066fzdxJiKusGOOMKYG25IlKWivuqbbzZbW5HE99n6qXxrS6JWya4ZO8kWepbFEQWjR48utv3K8ccfb9599127WkaisH2QNibV98qVhZ4ESA5Sv23RTQ/Vr6v+3Wxpx98rrrgieF1tANmzZ09vh+G8ogWHGn+o9P93Bueea9cw5sEHjfHXlyR7qKxPH/tZCW3bFtY7/fRth00MqYHU+JnG0fzftbBO9Pzkk0+8htp/Xd1BDxkyJKsuoyhuYKqNSosu9NRGpvp+5Y0AyVH6RKF+3KI7eaqf12UnT+0QrH5a/0Q1vZaO7FXfcV7TFihnnWXMgAHFv96vX6Lx33qdvBlT2lVY3Yn6lPfBB4m7FpWpzuOPF3+uPP98ouvqtdfskryihZ5qgIvOJtLGkC7dORqTu+6664q91t///ndvDM9VHI5QqOiFngRIjlN/rvp1/V+QTHfy1KcnzUbxn69TD2fk2EK1nKLtRLSiXeGgxYipqEx1VDdXpgjnKI2raXzN/x3UpqMaf0vnE73uZh577LFidzPnnXdeVodgxe0QNwWQNjItutBTdz7lsdCTAIkI9e+qn9f/pVP/r/qBU5k9e3axE9X23Xdfb5ZIWf+BRN6ddyaC4ZJL7JKSLr44Ufeuu+wSJKENITXe5v9O6kRPjcel8sYbb3jrkPz6Wqk9adIku1pG4nyMtL3QUxueauPTslzoSYBESLKdPNUfXHQnT52o1qFDh2IzunRL7tJtkJf8Kb9vvmmXlKStJlS3cWO7BClovE3jbkVP9NS4nLqTfFp5fc455wTl6up54oknsp7RpVlh/sp0vaYW8GYzdhIGBYZmevl/r7oz0fqPbCRb6PnPf/7TrhYKAiSC1O+r/l977YZmYxQ9Ue2iiy4y8yO6UK3CbG1YvFBIZx2DZm+prqbnIiMauNY4nP+7qvE5jY/cfPPNxdaUqHHNdodajQG2bt06+F6abpxrW5rorBD/bkTXIttZkVq3og1P7YWe2YaTjQCJMPUDqz/Y/wXxH5q3PiUmC9XKnabcKhTS+bSr6Ziqq+fAicbjip7o6T9OOeUU8+mnn9rVM6aFjtrKxA+kBx54IGe7cRVq/liRPhRq1Xm29P61Aaofynpoc9ewECAx8OabbwbzwvUpLlf21Yok7kDKnRp0ne/iN3BhndKnNRP+Fu4aMM92/KQ8qJtOB3rpZ9bftDZXDINmlfmLhnUOSVgIkJjwu66ierJZzvDHQNJpbDROoronnGCXIEMaA/EDJIwPQPrk7YeHxgzLc2prthSo2g7GDxFN1Q2D31uhsaCwECAxQYCERDvjKhRatbJLStJMLdXVzC1kJcwA0ZiH322lRXthr+koL36IaKwzjI1WCRCkRICERPso+VuQbOuT3/DhiTpaB1JkBhHchBkgrbaGv15H01ijdOdh0wwxf4dsrYPJdpNVAgQpESAhevjhRDhotfm11yZWn2sVuraCV4N03XWFK9EffdR+NhyEFSAaINZraMA8CmMepdGOFP76L60yz+baECBIiQAJWe/ehYc+JXuo7P777WfBURgBokWC/joPzbaKC8229FfNa3sjVwQIUiJAyoAOR9LOuzrLQzvxVqmS+O/rr0+UITTZBoi2J9H0dT1f6zxydaquK20Y6d9Z6VRTFwQIUiJAEGXZBshDDz3kPVcrzHNtkWBY/PNWTtcOzw4IEKREgCDKsgkQPdfv4hlg76wcI9oi3l8Q6HIGPQGClAgQRFk2AaJtfPQ8rWiv6L2tytqtt97qvVftdZUpAgQpESCIMtcA0fP8PeEqYlfd8qbNUv0zgiZqM88MECBIiQBBlLkGiA5p0nN0nke+6NSpk/eetTliJggQpESAIMpcAkQHKWmxoJ6jw6DyRUFBgbf9u7Y5yeSYYAIEKREgiDKXANEeUaqvY2jjPvZh83ft7dWrl12UEgGClAgQRJlLgJx22mlefR2Ylm+efvpp773XqVPHLkqJAEFKBAiiLNMAWblypXdmhupremu+0SFbWlSo968THNNBgCAlAgRRlmmA6MwQ1dVxrfmqcePG3jV45pln7KKkCBCkRIAgyjINEB11q7paA5KvunXr5l0DHQ2cDgIEKREgiLJMA6Ru3bpe3VGjRtlFeeP111/3rkHt2rXtoqQIEKRUvcXWAGmwNUC+IkAQPZkEiI599bf00E61+WrRokXeNdCUXh2iVRoCBClV77E1QG7bGiBLCBBETyYBohMGVU8r0EurG2facbhatWretZg7d65dXAIBgpSqD9saIAO3BshKAgTRk0mAaCNB1VM3Vr7Tnli6FmPHjrWLSiBAkBIBgijLJED8NRBnn322XZR3WrZs6V2L/v3720UlECBIiQBBlGUSIH379vXqtW7d2i7KO5dddpl3Lfr06WMXlUCAICUCBFGWSYDcc889Xr0OHTrYRXmnY8eO3rXQNSkNAYKUCBBEWSYB0rVrV6+eduLNd/5uxF26dLGLSiBAkBIBgijLJEC4AynEHQhCQYAgyjIJEMZACjEGglAQIIiyTAKEWViFmIWFUBAgiLJMAoR1IIVYB4JQECCIskwChJXoCaxER2gIEERZJgHCXlgJ7IWF0BAgiLJMAkTYjZfdeBEiAgRRlmmAcB4I54EgRAQIoizTAOFEQk4kRIgIEERZpgHCmeiciY4QESCIskwDRE477TSv/h133GEXxZ6/FqZOnTp2UUoECFI6bNRhZrtntjPf//y9XQTkPJcAee6557z6Bx54oNmyZYtdHGstWrTw3nuvXr3sopQIEKSk4Ji7svS54EAucgmQn3/+2eyyyy7ec8aPH28Xx1ZBQYE3dbdy5crm66+/totTIkAAxJJLgIi/G22TJk3sotjq1KmT955PPfVUu2ibCBAAseQaIHqeVqTreZMnT7aLY2f58uWmSpUq3vudOHGiXbxNBAiAWHINENFaED2vUaNGsR8LufXWW733qj2wMkWAAIilbAJEz91555295w4YMMAujg1NV/a3cNGGkpkiQOCZv3a+uWXGLab+6PqmxrAaZsfBO5paI2uZpq82Nd1ndTefrfqsWH1N79UDyFXZBIg89NBD3nN32203s2zZMrs4Fs466yzvPZ5++ul2UVoIEJhH5jxith+0fRAKqR5FJfsakEuyDZDNmzebevXqec9XQ6udauNkyJAh3nvT4sF58+bZxWkhQPLcY3Mf84Kg8sDKpt3Udmbakmlm9abVZuNvG82CdQvMjGUzTM/ZPU3dl4ufk0CAINdlGyDy4Ycfmh133NF7jQceeMAujiztOOx30fXo0cMuThsBkscWrltodhi0gxcEIwpG2MXbRIAg14URIPLUU08Fn9QnTZpkF0fO+vXrzfHHH++9p6ZNm2Z1bQiQPHb7zNu9ELhyypV2UakIEOS6sAJEWrVq5b2OFhnOmjXLLo4MzSg7//zzvfdSo0YN880339hVMkKA5LFGrzTyQmDK4il2UakIEOS6MANEhyv9+c9/9l5rr7328k4wjKIbb7zRew9a5/L222/bxRkjQPLY7s/u7oXAyo0r7aJSESDIdWEGiKxevdocc8wx3uvtvffekboT0QQAPzy0XYn2/AoDAZLH/JlXv2751S4qFQGCXLdw4cIgQF577TW72MmSJUuCENEgdBTGRHRcb9u2bYPw6Nevn13FifbPqlmzpve6OogqLLQqEcEdCOJs7dq1wfkeepx55pmhnPOhOxG/O0sD65qdlatTfLV+xd9lV9di0KBBdpWM/fTTT+a2224LtnvRI6xQElqViGAMBHG3dOlSr+vGPyhJq647d+7shUA2NCbSunXroAHVOpFcW2z4zjvvmP3228/7+apWrWpefvllu0pGFJJDhw4N7jr0UDi99957dtWs0KpEhD8Lq83bbeyiUhEgiBItlPMPi9Jjzz339A5QynZsRH3//joRrVj/xz/+UeF7Z61Zs8Y7313bs+vnOuyww8zcudkdyzB9+nTTsGHD4PrVrl3bvPTSS3a1UNCqRIS/DkSLCEd9Pcou3iYCBFE0btw4r0H1G8L69eubqVOn2tUyosWGdevWDV7zhBNOqJBdfDXW8eyzzwZ3HXpcdtllXqC40kSEK664Ini9atWqmZ49e5oNGzbYVUNDqxIhD8952AsChUj7f7U37yx9x6zdtNZs2rLJCxitRO81u5epN7pesecRIIiqTZs2mT59+phdd901aBgvvvjirNZEaNsTvaa/ulsPnSeiQ6nKenxE72fYsGHFgrFWrVpmwoQJdtW0qYvu3nvv9bq+/Nds06aN+f77sj+dlFYlYh78+EHv6Fo/FFI9ikr2NSBKNGbRvn37oKtHXVF33XWXWbdunV01bfrErq3giw4w63hcnbEe9tqRjz76yDv8St1x/vdSN9p9993nnazoatSoUeaggw4KXlNb2s+YMcOuVmZoVSKoYG2B6Tyjszlm9DFm12G7ervxHjTyINNsXDPT48MeZt6q4putESCIC63naNasWdBgqgto+PDhWd056JO6GveidyR6HHLIIV7AqJFWoKT7PTSuohlkI0aMMFdffbUXSkVfV4sbFRzZdFfNnj3bNG/ePHjNfffd17uzSfdnDAutCoDIGTlyZLGGuXHjxub999+3q2VE+05p0Z4G8P07naIPzQrT+MlJJ51k2rVr54XDNddc4/2v/q2vq9yfRWY/V9uSvPLKK14XmiudSNihQ4did2K6Y9J03YpAgACIJDX42p3WP+JVC++0CG/x4sV21YytWrXKjBkzxpshpW3ii65RSeehwNAiRt3ZaGFktg28Qqdv376mevXqwfe46KKLzPz58+2q5YoAARBpWsWuGUx+w6quqN69e5uNGzfaVZ1pCvHnn3/unQSo2VO9evXyBq79h/6tr2vmmLqvwpwerMH9ww8/PHh/CrQpUzJfD1YWCBAAsaDFeP7W53ocfPDB3l1EVCmwzjjjjOD97LHHHqZ///5Zr4cJEwECIDb0yX/w4MHeBop+w6uxiTlz5thVc5a6z26++ebg/HONqagrTF/PNQQIgNjR3lpdu3YNpuhqDOP66683P/74o101Z+jOYsCAAd6dhh9+Ov9cdyK5igABEFs6Dvbcc88NGmStvXjssceymglVFnTeh79zsB4a8whrV+KyRIAAiL0333zTHH300UEDfdRRR5k33njDrlbuNIvqL3/5S/BzacX9Qw895K1YjwICBEBe0P5Tjz/+uHcX4jfY55xzjvnyyy/tqmVOK+jvvPPOYHNHrevQmhKt84gSAgRAXlmxYoXp1KlTsOBP4yRdunTJamV4urRSXNN9tXLcDzGdV6KV5VFEgADIS9o2/ZRTTgkacm0xokOcwlzDUZTO4tDuv/730x5WL7zwgl0tUggQAHlN24to3yu/Yf+v//ovM23aNLuas0WLFpmrrrrKWymv19euuVp8qF10o44AAZD3tGr9/vvvN7vssksQJDrFcMGCBXbVtOkcDq1Q17kc/mtefvnl3i7AcUGAAMD/W7Jkibcxon+3oH227rnnHm/frUyMHj3aOwnQD44GDRqYd999164WeQQIAFhmzpxp/vSnPwUBcMABB3jbs5fmk08+8c4e95+3zz77mCFDhpTZuEpFI0AAIIXnn3/e7L///kEgNG3a1HzwwQd2NW+F+3XXXRfs2quZXd26dfNWxMcZAQIA26ATA++++26z0047eeGgNRs6A2Tp0qXeivZHH33U1KhRIwiZ8847zxQUFNgvE0sECACk4dtvvzWtWrUKgkKBUnTQvU6dOmbSpEn202KNAAGADPzrX/8yxx57bBAcCpEnnnjCW+mebwgQAMiQds7Veg4FyMSJE+3ivEGAAICDmjVregGiFeb5igABAAcECAECAE4IEAIEAJwQIAQIADghQAgQAHBCgBAgAOCEACFAAMAJAUKAAIATAoQAAQAnBAgBAgBOCBACBACcECAECAA4IUAIEABwQoAQIADghAAhQADACQFCgACAEwKEAAEAJwQIAQIATi4+qaY5uV4lM28OAQIAyEC/TjXN/ZdXMosKCBAAQAae71rTDLyuklk+nwABAGSAACFAAMAJAUKAAIATAoQAAQAnBAgBAgBOCBACBACcECAECAA4IUAIEABwQoAQIADghAAhQADACQFCgACAEwKEAAEAJwQIAQIATggQAgQAnBAgBAgAOCFACBAAcDK6Z33zzPV/MGt/+NouyhsECAA4WL96sVn5/Rz7y3mFAAEAOCFAAABOCBAAgBMCBADghAABgDRp2u62Hvkm/94xADiyA8N+5Jv8e8cA4ChfgyIVrgQApIkAKY4rAQBpIkCK40oAQJoIkOK4EgCQJnvQPJ8H0CU/3zUAOLBDgwABAKQln8MiGa4EAKSJACmOKwEAaSJAiuNKAECaCJDiuBIAkCYCpDiuBACkiQApjisBAGkiQIrjSgAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJ/8H5DhQm0kBi7wAAAAASUVORK5CYII=)
PN: 4654-7-61
CAS: 1708126-05-9
Molecule Weight: 316.11
Formula: C13H8Cl2FNO3
![3-Chloro-4-[(3-fluorobenzyl)oxy]aniline](data:image/png;base64,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)
PN: 4630-7-X1
CAS: 202197-26-0
Molecule Weight: 251.69
Formula: C13H11ClFNO
PN: 4756-7-15
CAS: 453557-77-2
Molecule Weight: 269.68
Formula: C13H10ClF2NO
Melting Point: 84-86 ℃
TSCA: Not listed on TSCA inventory