![2-[3,5-Bis(trifluoromethyl)phenoxy]ethanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABpEAAAaRAE4pjH5AAACT3pUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfxfL1Yns4JwqpolaVVmq10raV9m7lgJMiBVwBOb39jjk0IWEhkNjM/J89eMbO4uGU7chBFWWq84gCE5SoPNZJmm8j+vH+bIX0YbmIUYTCvIzoZ1V9zTk/Ho8s/lSZPOmcxTqjjX9+KtOe5ugwXWy5LQTwP68vbzVjpXlZyTxWSJXpvKyNLzqWVR3Ff6bgmSwOac4bOc+KQzPaX1uYW7BTmdDLuzyib4Uo2aQ7RTa6yGRFDrZgeIsfZKtyVchKJWR9RrPDXHz35eL1Scf7TOUVds0IaSx3b1Wxj9GQ6Z2K9zgYdn4+RTQDBGSls1VRyDMxPWOWQKRNpEOkS6RHpE9kQGRI5IxIEPhFP6AAUAEoAdQAigBVEOL675QJ4P38pSL6izzi1fxeruf6altcRDuiGL7A0W3m+4HbNcAcxwm6ZtCHi4GfrrFaq9WKsAVhngXzfGzbWTxUuQFxmO3gk8uCALBwzhiGz2YOjuMz8IXx+Jh51IWeMLGhWuDEnmum6qYUiF8iuHhrq9U+t/NfxdNzd/ZGhmnh33lZLtY6T666JE0iugZaJ+y32pR2mzNKdJGoAreBGcBIrwG7D5gMjwNOHzD1MA64fcBUzzjg9QFTa9/Aagjw+4CpzHEg6AOmjseBsA+Yqh8HZn2g3iPjhPHfvPYkAvezwPjawk2+m107wTgDzESVgDvATBQKeHdpgYlSgZvUN4fOBBMMMMEEEw4w4RDDr7Yl745W7N4du/zqTOb4T7T8Bx+w7f4bT20+AAA6zklEQVR4Xu3dB5gURcLGcRARBBFRMSAKmCP6nXdGPPXOfMGAot/nGU5RzILhDJhOwYyecJ4STgkmFBMmPETELIqAGREMCAZQJAmS6uOdve7trp3d2a6e2Z3u/v+epx9XuiZ0dVW9M9Pd1Q0MAAAOGtj/AABAbRAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgABIj8WLjRk0yJijjjKmfXtjmjc3plmzir+POMKYAQMqytSkQYPKpZAoZVMom1sNIH2eeMKYTTYJD+r5FpVR2epECYUoZVMom1sNIF369TOmYcOKgbxxY2N69DDm7beNmT/fmAULjJkwwZiLLjJmjTUqyqy2WsVj8okSClHKplA2txpAerzwQkUgaBBfZx1j3nrLLlHpnXeMadWqMkTGjLFLRAuFKGVTKJtbDSAdVqwwZsstKwfxxx+3S1Q1cmRl+a22qniOoCihEKVsCmVzqwGkw6OPVg7gnTrZa6v3299WPk7PERQlFKKUTaFsbjWAdDjllMoBXGdY1ZbKeo/r2jW8LkooRCmbQtncagDpsP32lQP4e+/Za6unst7jdtghvC5KKEQpm0LZ3GoA6bDuupUD+E8/2WurN3du5ePWWy+8LhgKUZYMyuZWA0iH1VevHMCXL7fXVm/ZssrH6TmC7GCo7ZJB2dxqAOlQ6m8ghUQpm0LZ3GoA6cAxkHqVza0GkA7FOAvr1FPD66KEQpSyKZTNrQaQDlwHUq+yudUA0kEHzoNXotc0SaLnqacqy3MleizZ3GoA6TF6dHgurPHj7RKVNKmid+Bdj9E8WrYooRClbAplc6sBpEvfvpWz8WrGXc3Gq4kTNRPvwoXGvPtueDZeldVj8okSClHKplA2txpAcuhnqjvvNKZDh4qbQtk/OXlqez+QNm1qnnQxSihEKZtC2dxqAMmgn5h23DE8UH/5pV2qku42OHBgRdC0a1dxN8I116z4+/DDjenf35iff7YfFRYlFKKUTaFsbjWA8vbZZxUhEBygdcX4JZfYJVGPCBAA5UN3ELz0UmOaNAmHx+9/b8wHH9ilUc8IEAD1b+VKY+6915iNNw4HxxZb1Hy8AvWKAAFQv157zZjf/CYcHC1aGHPDDcb88otdGmWEAAFQP2bMMOb448PBoWszTj7ZmG++sUujDBEgAOqWzpS69lpjmjcPh8dee9V8ESDKDgECoO4MH15xSm0wONq2Nea+++ySSAACBEDpTZwYnsBQi67PuOoqYxYtsksjIQgQAKXz/ffGnHaaMY0ahcOjSxdjvvjCLo2EIUAAFN/SpcbceqsxLVuGg+N//seYcePs0kgoAgRAUc1+5hljtt46HBytW1dMMVLdPFZIJAIEQFF8/PHH5vJDDjH/WBUYU73g0Oy3F14Y7X7lSAwCBEAsc+fONd27dzeNGzc2m6wKjdNWLU+sWpb94Q/GTJliF0eKECAAnCxfvtzcfffdZv3111/1ZaOBv/zvttuaaaNG2cWRQgQIgMjGjh1rOnbsGAqOVq1amdtvv90s1QF0ZAIBAqDWpk+fbjp37hwKjkaNGplu3bqZ2bNn28WRcgQIgIIWLFhgevbsaZo0aRIKj/32289MnjzZLo6MIEAAVGvlypVm6NChpk2bNqHg6NChgxkxYoRdHBlDgADI68033zS77757KDjWWmst06tXL7NkyRK7ODKIAAEQMnPmTHPiiSeahg0b+sGhv/VvWgd4CBAAOfpWoW8X+pYR/NahbyH6NgLYCBAAueMZOq4RDA4d9xgyZEjuOAiQDwECZNjo0aPN3nvvHQoOnWmlM6505hVQEwIEyKjBgweHgkOLrvHQtR5AbRAgQEZ17drVD4727dvnri4HoiBAgIzq16+fHyCPPfaYvRooiAABMuqf//ynHyBPPPGEvRooiAABMooAQVwECJBRBAjiIkCAjCJAEBcBAmQUAYK4CBAgowgQxEWAABlFgCAuAgTIKAIEcREgQEYRIIiLAAEyigBBXAQIkFEECOIiQICMIkAQFwECZBQBgrgIECCjCBDERYAAGUWAIC4CBMgoAgRxESBARhEgiIsAATKKAEFcBAiQUQQI4iJAgIwiQBAXAQJkFAGCuAgQIKMIEMRFgAAZRYAgLgIEyCgCBHERIEBGESCIiwABMooAQVwECJBRBAjiIkCAjCJAEBcBAmQUAYK4CBAgowgQxEWAABlFgCAuAgTIKAIEcREgQEYRIIiLAAEyigBBXAQIkFEECOIiQICMIkAQFwECZBQBgrgIECCjCBDERYAAGUWAIC4CBMgoAgRxESBARhEgiIsAATKKAEFcBAiQUQQI4iJAgIwiQBAXAQJkFAGCuAgQIKMIEMRFgAAZRYAgLgIEyCgCBHERIEBGESCIiwABMooAQVwECJBRBAjiIkCAjCJAEBcBAmQUAYK4CBAgowgQxEWAABlFgCAuAgTIKAIEcREgQEYRIIiLAAEyigBBXAQIkFEECOIiQICMIkAQFwECZBQBgrgIECCjCBDERYAAGdW3b18CBLEQIEAGjRkzxrRp08YPkD59+thFgIIIECBDpk2bZo488kg/OLxFgQJERYAAGTB//nxz2WWXmSZNmoSCY4899jDPP/+8XRyoFQIESLGVK1eawYMHm4033jgUHFtssYV57LHH7OJAJAQIkFKvv/662W233ULB0aJFC3P99debX375xS4OREaAACnz9ddfm7/85S+mYcOGfnDo75NPPtnMmjXLLg44I0CAlFi8eLG59tprTfPmzUPfOvbcc08zfvx4uzgQGwECpMDDDz9s2rdvHwqOtm3bmmHDhtlFgaIhQIAEmzhxotl3331DwdG0aVNz5ZVXmoULF9rFgaIiQIAEmj17tjnttNNMo0aNQuHRpUsX88UXX9jFgZIgQIAEWbp0ae6q8XXWWScUHLvssosZN26cXRwoKQIESIhnnnnGbLPNNqHgaN26tRkwYIBZsWKFXRwoOQIEKHPzP/nE3HLIIWa9QHA0btzYXHDBBeann36yiwN1hgABytXcucb06GHeXxUWN64Kjd/+NzwOO+wwM2XKFLs0UOcIEKDcLF9uTP/+xqy//qoe2sCsWLU8tWr5+7bbmpeee84uDdQbAgQoJ2PHGrPzzrng8Jd11jHzbr/drFi61C4N1CsCBCgHn39uzNFHh4OjUSNjunXTObt2aaAsECBAfdLFfldcYUzTpuHw2G8/YyZNsksDZYUAAerL0KHGbLJJODg6dDDmkUfskkBZIkCAuvbmm8bssUc4ONZay5hevYxZssQuDZQtAgSoKzNnGnPiicY0bFgZHPr7hBMq1gEJQ4AApaZvFb17V3zLCH7r2H13Y954wy4NJAYBApTSo48as/nm4eBo08aYIUN0v1m7NJAoBAhQCu+9Z8z++4eDo0kTY3r2NGbBArs0kEgECOBZvNiYQYOMOeooY9q3N6Z5c2OaNav4+4gjjBkwoKJMTXSx3znnVFzDEQwPPef06XZpINEIEECeeKLqKbX5FpVR2eoMHx4u37GjMS++aJcCUoEAAfr1qzwzqnHj3ASG5u23jZk/v+LnpgkTjLnoImPWWKOizGqrVTwmn08/NWbddY1p3dqYu+6qmNcKSCkCBNn2wgsVgaBgWGcdY956yy5R6Z13jGnVqjJExoyxS1TQvTmYtwoZQIAguzTQb7ll5c9Njz9ul6hq5MjK8lttVfEcQEYRIMgunWLrhUGnTvba6v32t5WP03MAGUWAILtOOaUyCHSGVW2prPe4rl3ttUBmECDIru23rwwCXbdRWyrrPW6HHey1QGYQIMgunS3lBUGUe4vrVrPe49Zbz14LZAYBguxaffXKIIhyuu2yZZWP03MAGUWAILv4BgLEQoAguzgGAsRCgCC7inEW1qmn2muBzCBAkF1cBwLEQoAgu3TgPHglek2TJHqeeqqyPFeiI+MIEGTb6NHhubDGj7dLVNKkit6Bdz1G82gBGUaAAH37Vs7Gqxl3NRuvJk7UTLwLFxrz7rvh2XhVVo8BMo4AAaS29wPR7WhrM+kikAEECODR3QYHDqy4+2C7dhV3I1xzzYq/Dz/cmP79jfn5Z/tRQGYRIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAD5aI6r666rWJjvCsiLAAHyGTmy8upz/Q2gCgIEyGfo0MoA0d8AqiBAgHwIEKAgAgTIhwABCiJAgHwIEKAgAgTIhwABCiJAgHwIEKAgAgTIhwABCiJAgHwIEKAgAgTIhwABCiJAgHwIEKAgAgTIhwABCiJAgHwIEKAgAgTIhwABCiJAgHwIEKAgAgTIhwABCiJAgHwIEKAgAgTIhwABCiJAgHwIEKAgAgTIhwABCiJAgHwIEKAgAgTIhwABCiJAgHwIEKAgAgTIhwABCiJAgHwIEKAgAgTI4+tVofH0qvDQor8BVEWAAHm8sio0jl8VHlr0N4CqCBAgj2GrQqPRqvDQor8BVEWAAHkMXRUaDVaFhxb9DaAqAgTIgwABCiNAgDwIEKAwAgTIgwABCiNAgDwIEKAwAgTIgwABCiNAgDwIEKAwAgTIgwABCiNAgDwIEKAwAgTIgwABCiNAgDwIEKAwAgTIgwABCiNAgDwIEKAwAgTIgwABCiNAgDwIEKAwAgTIgwABCiNAgDwIEKAwAgTIgwABCiNAgDwIEKAwAgTI46qrrvIDRH8DqIoAAQJmz55tTj/9dNOwYUM/QPS3/k3rAFQiQIBVli5dam677Tazzjrr+MFhL1qnMioLgAABzLPPPmu22WabUFi0bt3a9O/fP7fo7+A6ldVjgKwjQJBZn3zyiTn00END4dC4cWPTo0cPM3fuXL+c/ta/aV2wrB6r5wCyigBB5rgGQm0DB8gKAgSZsXz58qL8JFXTT156DSArCBBkwksvvWR23nnn0KAf56B4dQfd9Rp6LSALCBCk2ueff26OOeaY0CDfqFGjop2W6532q+cMvoZeU68NpBkBglRauHChueKKK0zTpk1DA/u+++5rJk2aZBePTc+p5w6+ll5b70HvBUgjAgSpM2zYMLPJJpuEBvP27dubRx55xC5adHoNvVbwtfVe9J6AtCFAkBpvvfWW2XPPPUODd/Pmzc11111nFi9ebBcvGb2WXlOvHXwvem96j0BaECBIvFmzZpmTTjqpyvQjJ5xwgvn666/t4nVGr633YL8vvVe9ZyDpCBAk1pIlS0zv3r1NixYtQp/0d9ttN/PGG2/YxeuN3oveU/A96j3rvWsbgKQiQJBIjz32mNl8881Dg3KbNm3M4MGDzcqVK+3i9U7vSe9N7zH4nrUN2hYgiQgQJMp7771nfve734UG4SZNmpjLL7/cLFiwwC5edvQe9V71noPboG3StgFJQoAgEebMmWPOPPNMs/rqq4cG3qOOOspMmzbNLl729J713oPbom3TNmpbgSQgQFDWli1bZu644w7TqlWr0GC70047mRdffNEunjjaBm1LcNu0rdpmbTtQzggQlK3nn3/ebLfddqHBdb311jP/+te/UjXnlLZF26RtC26rtl11AJQrAgRl59NPPzV//OMfQ4OpZr0977zzzI8//mgXTw1tm7bRniVYdaE6AcoNAYKyMW/ePHPRRReZNdZYIzSAHnTQQeajjz6yi6eWtlXbHKwD1YnqRnUElAsCBPVuxYoVZtCgQWaDDTYIDZpbbbWVeeqpp+zimaFtVx0E60R1pLpSnQH1jQBBvXr55ZfNr371q9Ag2bJlS3PLLbc4TbMe1XfffWfGjh2bOwbRvXt3c/LJJ+dOqd1vv/1yU7NrXiv9V/+vf9d6lVP5cePGme+//95+yqJSHaguVCfBOlKdqe6A+kSAoF58+eWX5rjjjgsNiquttpo59dRTc4N6qeiugnfeeWfuFFr7Xh6uiw5+d+nSJXdDqVKdUqw6Ud2ojoKvrTpUXQL1gQBBnVq0aJG5+uqrzZprrhkaCPfZZx8zYcIEu3hRTJw4MfetwZ6ht9DStm3b3DcQ/ddeV9PSoUMHc9lll5kpU6bYbyU21ZHqKvh6qkvVqeoWqEsECOrM/fffbzbddNPQ4NeuXTvz0EMP2UVj++GHH0yfPn1Mx44dqwzwwdc++uijTc+ePc2DDz6YG5y//fZb+6lCtP6dd94xDzzwQC4kOnfuXGPA7L333mbgwIFFnw1Ydab3H3wt1a3qGKgrBAhKTgOuBtLgYNesWTPz97//3fz888928Vh0TOLSSy+tMsGiFh1H8H5q+uyzz+yHxvLxxx+bf/7zn+bwww+v8u1Ky0YbbWRuv/32ogaJ6k51qLoMvpbqWnUOlBoBgpLRp/W//vWvVX63/7//+z/z1Vdf2cVj0fQfPXr0qDKY6lazBx98cO4bQzEH75rMnz/fDBgwwOy1115VgmTDDTd0vg97dVSXqtPg66jOVfeFvlEBcRAgKLpffvnF3HTTTWbttdcODWq//vWvzauvvmoXj0Wz3Oq0Vvsqbn0D0TeRmTNn2g+pU/pmcsopp1S5OHCHHXYwr732ml08FtWt6jj4OtoH2hfaJ0CxESAoqieffNJsueWWoUFMP9/cc889RZ9mffLkyVU+5Wseqauuuip3DKScTJ8+3XTt2jUUJPqW0K1bNzN37ly7uDPVsepadR6sF+0T7RugmAgQFMWHH35oDjjggNCgpaunL7nkktxPOsWmn4GCg7F+qjrrrLOKOhiXgqYk2X///UP1tNlmm5nx48fbRWNRnavu7av6tY+0r4BiIEAQiz7pn3POOVWmWdfB5GIfqBYFhJ47+Fq77rpr0QfgUtPNpYI/u2mg18WJxaZ9YNeX9pX2Wbl9S0PyECBwoqnGddbRuuuuGxqc9Nv+6NGj7eJFoes5dF1GcCC84YYbEjsz7+zZs82hhx4aqj/dQ70Uxyu0T7Rvgq+lfad9yLTxcEWAILKvv/7aNG/evMpg1K9fv5INRmPGjAmdmqtrL1555RW7WOJoTiudiquf4LxtO/DAA83ChQvtorFp32gf2aGvfal9CkRFgCCy3r17+4OPDgSfffbZJf055JFHHgndAlYz1erTe5rovh/BgV0nB5TqeI72lfZZ8PRq7VMgKgIEkY0YMcIfeHQVdynpKu7gp/MTTzyxZN9y6pvuiR48e2qXXXYpaTBr33mvpX0KREWAILInnnjCH3j0G3qp6JtHMDwuvPDCop8KXG6mTp0aOs7TqVOnkl0AqX3nvY72KRAVAYLI6iJAdMwj+LNVln5imTFjRm5CRm/bjznmmJLc/4MAQVwECCIrdYC8++67oavYdSe+rNG088HTfC+44AK7SGwECOIiQBBZKQNE9wUP/oSjYx5p/9mqOpqaJDgxY7GPUxAgiIsAQWSlDJAjjjjCf26dbZXWA+a1NXz4cL8+NE1LMW8eRYAgLgIEkZUqQDQ9ife8us4jbafqujrjjDP8etFB9WJdOEmAIC4CBJGVIkA0MaI3b5OuME/DRYLFovt+BK8i19X3xUCAIC4CBJEVO0B0jCN4w6liDZBp8v7775umTZvm6mettdbKnakVFwGCuAgQRFbsANH9PLzn08SIpThlNQ2uvPJKv56OO+44e3VkBAjiIkAQWTEDRMc5vNNVNbVG0mbVrUuLFi3KTf2uumrYsKF56aWX7CKRECCIiwBBZMUMEN2G1nsu3c8DNdPV+V597bnnnvbqSAgQxEWAILJiBcj333/vz+qrU1RLNXlg2gSPF8X5FkKAIC4CBJEVK0B0z3LveXQbWtTO008/7deb7ifiigBBXAQIIitGgGiWWe/+Hpq2pJSzzqaNzlrbaaedcnWnYyGTJk2yi9QKAYK4CBBEVowA6dOnj/8c+iaCaIYNG+bXny40dEGAIC4CBJEVI0A6duyYe7yma+dueNEtXbrUrL/++rk61FlsLrfBJUAQFwGCyOIGiGbb9R5/8MEH26tRS2eeeaZfj08++aS9uiACBHERIIgsboB0797df/wDDzxgr0YtabZerx67dOliry6IAEFcBAgiixsgmihRj23ZsmVunie40cF078ZTOh1aP2tFQYAgLgIEkcUJkI8//jjWp2aEnXPOOX59Rp2AkgBBXAQIIosTIMFB6+6777ZXIyLdZMqrz169etmra0SAIC4CBJHFCZCjjjrKf+zUqVPt1YhIV/PrWhDV5wEHHGCvrhEBgrgIEEQWJ0C8iRPbtWtnr4KjHXfcMVenOg4SZSZjAgRxESCIzDVAvvnmG/9xRx99tL0ajk466SS/XqdPn26vrhYBgrgIEETmGiBjx471H3fFFVfYq+God+/efr2OGjXKXl0tAgRxESCIzDVA7rrrLv9x999/v70ajoJTvPft29deXS0CBHERIIjMNUDOP/98/3ETJkywV8OR7ifv1atO660tAgRxESCIzDVAjj32WP9xc+bMsVfDke6j4tXrMcccY6+uFgGCuAgQROYaIIcddpj/OJfJ/5DfsmXL/Ho95JBD7NXVIkAQFwGCyFwDZJ999sk9pmnTpvYqxLTmmmvm6rZTp072qmoRIIgr8QHS//QGtV5QHK4Bsssuu+Qe07p1a3sVYtpggw1ydbvzzjvbq6pFgJSGPe7UtCRd4rfA3iE1LSgO1wDZeuutc4/hIsLiU52qblXHtUWAlIY97tS0JF3ityBNOyMpXAOEbyClwzeQ8pGlMSnxW5ilnVUuXAOEYyClwzGQ8pGlMSnxW5ilnVUuXAOEs7BKg7OwykuWxqTEb2GWdla5cA0QrgMpjR9//NGvV64DqX9ZGpMSv4VZ2lnlwjVAgreyfeedd+zVcDRp0iS/Xs8991x7dbUIkNLI0piU+C3M0s4qF64BohtIeY8bNmyYvRqOHn74Yb9e+/XrZ6+uFgFSGlkakxK/hcGdVdOC4nENkJdeesl/XM+ePe3VcKQ7EXr1+vzzz9urq0WAlIY99lS3pEHit8LeKdUtKB7XAPnuu+/8x3Xu3NleDUcnnHCCX6+ff/65vbpaBEhp2GNPdUsaJH4r0rZDksA1QETXgOhxbdu2tVfB0XbbbZer07XWWos7EpaBLI1Jid/CLO2schEnQHSWkPfYjz/+2F6NiGbNmuXfE/3ggw+2V9eIACmNLI1Jid/CLO2schEnQPr37+8/NsoBX+T3wAMP+PV544032qtrRICURpbGpMRvYZZ2VrmIEyCfffaZ/9jDDz/cXo2ITj/9dL8+33rrLXt1jQiQ0sjSmJT4LczSzioXcQJENt9889xjmzVrZubNm2evRi0tX77cbLzxxrm6bNmyZe7/oyBASiNLY1LitzBLO6tcxA2Qyy67zH/8wIED7dWoJZ2y69XjSSedZK8uiAApjSyNSYnfwiztrHIRN0CmTJniH/jda6+97NWopeDpu6NHj7ZXF0SAlEaWxqTEb2GWdla5iBsgsvfee+ceryDhbKzoFixYkDttV3W4ySabRDp910OAlEaWxqTEb2GWdla5KEaADBo0yH+OU045xV6NAm677Ta//i6++GJ7da0QIKWRpTEp/VuIoitGgPz888/+AeDGjRub6dOn20VQDU2Fr28dXt198cUXdpFaIUAQFwGCyIoRIHL77bf7z9O1a1d7NaoxYMAAv95cDp57CBDERYAgsmIFiL6FbLTRRv4naR1cR82WLFninwa92mqrxTp+RIAgrswFyJeTnzLvv/APs2IZd8RzVawAkeBv+b/73e/s1bBcd911fn1FuXlUPgRIcWgs0ZiisSVrMhUgC378ygzotlru4NYbIy6yV6OWihkgS5cuNTvuuKP/fIMHD7aL4L80064uvlQ96R7o06ZNs4tEQoAUh8YSjSkaWzTGZEmmAuSXxfPMvee3zO3sgWetYX76lp9MXBQzQOTVV1/N/Ryj51t//fXN7Nmz7SJY5c9//rNf73//+9/t1ZERIPFpDNFYojFFY4vGmCzJVIDI5P/c6p9i99w//2ivRi0UO0CkW7du/nMeeuihTtc1pNm///1vv3622GKL3LGQuAiQ+DSGeOOJxpasyVyArFi+1Dx05db+Tp/xwSi7CAooRYDMnTvXbLbZZkX9hJ0WH3zwgf/Tlb6puVx1ng8BEo/GDm8c0ZiisSVrMhcg8uV7T/s7fvjV2636tLvMLoIalCJARLPJNmnSxB8oo9yeNa0WLVpktt9+e7++L730UruIMwLEncYMjR3eOKIxJYsyGSDy7B2H+DtfZ1Cg9koVIPKvf/3Lf+51113XTJ482S6SGfoZ76ijjvLrQ9O/LFtWvA87BIg7jRne+KGxJKsyGyBzZ31kBp7ZONcABndvZRYv4MBtbZUyQCQ4SaCuE5k6dapdJBOCx4V0csFXXxX3DB8CxI3GCo0ZGjs0hmgsyarMBoi8Nvx8/1PEK/efaa9GNUodIDpAfOCBB/qv0b59ezNjxgy7WKpdddVV/vbr+Mcbb7xhF4mNAHGjscIbNzSGZFmmA2TJoh/NkAvWzzWEAWc0Mj/MyO7PJVGUOkBEv/1rqnfvdTp06GA++eQTu1gqXX311f52r7766uaZZ56xixQFARKdxgiNFRozNHZoDMmyTAeIfDjuLv/TxFN99rdXI4+6CBDRmVm77LKL/1rrrbde7pqRtNIdBYM/W2mq+yFDhtjFioYAiU5jhDdeaOzIuswHyMoVy80j13b0G8X0dx+1iyBg4cKF5o9//KM/8PzqV78yP/zwg12saPTcnTp18l9PV2APHz7cLpZ4+sYVPGCubx6lDA/Vq/ad93rap9q3qJ7GBm+c0JihsSPrMh8gMvOTF/2G8cDlHczyZfEv0kqjYcOGmbZt2/qDjrfobCl9mi3mGUJBixcvzs37FHzNM888MzcZYxroOo8ddtjB37bmzZuX7Gcr7SPtK+0zez9q32ofoyqNCRobvHFCYwYIEN9/7jrKbxwTn73eXp1p48ePN3vuuWdosNEn5DXWWCP0bxoEX3jhBfvhRaFTWi+44ILQ62kOrffff98umii6wty7SFCLzrZ6/fXX7WJFoX0TDCot2ofal8F/077WPkcljQne+KCxAhUIkP+aP3u6GXR201wDuefctcyiuTPtIpkza9Ysc/LJJ/v3L9eiv//yl7+Yr7/+OvczyDnnnFNlADr88MPNZ599Zj9dUYwYMcKss846/ms1bdrUXHnllbmfgJJEEyMG57bSous8in2qrmhfaJ8EX0v7TPtO+1D7UvvU3s/a92oDWaexQGOCxgaNERorUIEACRj/+OX+p4yx95xor84M3fHu+uuvNy1atAgNOrvttlveT8f6CeaAAw4IldUn20suucTMnz/fLh7bl19+GTouokXToDz88MN20bKjutWU7MFvHbrqXleYF/snQNW99oH9TVH7SvvMpn2rfRwsqzagtqD3nVUaC7xxQWMEKhEgAUuXLDDD/tYm11A0NfN3n79lF0m9xx57zL9hkbfo1rOaZn3lypV28RCdybPllluGHqsLAe+5556Cj41KZyzdeOONueMFwdfTp/inniq/+zJoANadBO261cSIxZrbyqO6Vp17N+vyFu2bQmdb6bHa197thr1F71ttI2s0Bni3gNDYoDEClQgQy5Q3hvifNh6/cQ/1KLtIKulYgm7oFBw0NC/VZZddZhYsqH2n0UCpgX3ttdcOPdevf/1r89prr9nFY9MFhv/7v/8bei0tO+20k7nvvvty9xupTzqzSbfu9e5h7i366e2aa64pyqy6Qapj1XXwtbQvtE+ifIvQPte+9+Ym8xa1kaQfd6q1VX1fY4A3HmhsQBgBYlOjuWF3v9F8+sZQu0SqzJkzx5x11llVjmMceeSRsW5Y9O2335q//vWv/n0+vOX4448vyVXl48aNM3vssUfotbTooLTO2HrllVfsh5SMvh1pIkhNyWJ/Q1J96IyyOHWbj+pUdWu/lvaB9oUrvU+1heDzqq2ozajtpJn6vv9hctWYkJUPk1EQIHl8N+0N079bw1zDue9vm5hlS9J3frx+b+/bt69p1apVaHDQJ/cxY8bYxZ29/fbbuZ+Vgq+h3/81XXspTsN96aWXzGGHHRZ6PW/RlChnn322eeSRR4p+06pvvvnGPPDAA+b000+v8vOPFt3z/aSTTop1D/N8VIeqy+AxFS2qc9V9sahNqG0EX0NtR22o2MduyoH6vPp+LkBWjQUaE1AVAVKNF+85ofLA2RM97dWJ9p///Mdst912ocFAV3lrJlx9ei6F+++/32y66aah12zXrp156KGH7KJFMWnSpNxV3douezD3Fp0GfOKJJ5obbrghd3aXZv798ceap6bQej23QkgHl3X2kl2XwUU/XV188cXmiy++sJ8qNtWd6jD4eqpj1XUpqG2ojdh1qu1Xm0oT9Xmv/2ssQH4ESDWCp+7dfWZTM/e7z+0iifPpp5+aP/3pT6HOr0/G5513XsGBsxh0qq0mCdTV5MH3sM8++5h3333XLl4U+t3/ySefNMcee2yVT+mFFp3ZpW8twRtd1WbRMQd929B1F6W4s6LqSnUWfE3Vqeq2Lk5nVltRm1HbCb4HtS21saSb/c3n5ppjm5o7u3JKfyEESA3efaaXue7YBubMgxqYmy7pbK9OjHnz5uU+Bduncx500EHmo4/qfipqnYarAT34XvR7fdeuXc13331nFy8aHVDXXFq9evXKncoaNVCqW3Sc4+CDD84dqH7zzTdL9i1OdaM6so8rqS5Vp3VNbUdtKPhe1MbU1tTmkuqSszubI35T0e9feayXvRoBBEgNlv2y2JzTuYPZZ9sGZouNGpiXx421i5Q1ffrVlc4bbrhhqJNvtdVWZuTIkXbxOvfyyy+H5mPS0rJlS3PLLbfU2dlTOkj83HPP5X7LP/fcc3M/Se233365Rb/56xuI/uv9mw6Mq5zKjxo1KndBYKmpLlQnqptgXanuVIf1TW1JbSr43tTm1PZK8Q2slMaOHWuarVHR37sc0MEsXTUGoHoESAH/eWaEadW8olPsvPPOJft0WWw66yjf4HzzzTdHOp2z1DTADBo0yGywwQah97r11luX5fUcdU11oLoI1o3qSnVWToOz2pTaVr6Qq8sz4OJQ31Yf9977yCdG2EVgIUBqQZ88vUZ1991326vLin7KOO6440KdWD95nHrqqSX9eSiun376yVx00UVVfmbTT0PFPnMpCbTN2vZgXahuVEeqq3KlNqa2Zv/MpjZZHz+zRaG+7b1f9XkURoDUgs7OadSoUa5htW7dOnefinKjg6e6EZH9u76m/JgwYYJdvGzpIGxwungtOlh7/vnn18mB/vqmbdS22geoVSdJOkCtNmdPN6O2qTZaFwf6o1KfVt/W+1RfV59HYQRILQVv9NO9e3d7db3S9Qf2mUL6/wcffNAumhi6EM8+PVYXBd51112J+RkxCm2Ttk3bGNxm1YHqIqnUBvO1TbXZcqI+7b0/9XXUDgFSS7rwzJsFVp8Oy+FnlXfeeSfvpzxNkVGKi/Tqmi5Qu+OOO/Je7Pjii+m5H4O2Jd9Fetr2NFykp7aoNpnv27HacH1TX/a+8amPF/si0zQjQCLQnEZe4z/00EPt1XVGU1OccsopVX5n1pxQpZgOvL5pyowzzjijynQruoPf9OnJnVpb7z14F0It2kZtaxqnCVHbtOctUxtWW44z3Upc6sve+1EfR+0RIBHodMptt93Wb2ylumtcdXSmy0033VRlosJdd9011fcK97z33ntm//33D227Jvu7/PLLI034WN/0XvWe7YkKtW3axrRTW1WbDW672rTadl2fIag+7L0H9e26On08LQiQiHTNgNfgttlmmzprcLqa2p4qPann2sf16KOPVpkWvU2bNrl7iBd72vhi0nvTe9R7Db53bYu2KUuqu0ZJbVxtvS6o76oPe6+tvo1oCBAHwcn6+vTpY68uqg8//NAceOCBoU6m0zn/9re/Jfpq37g0DXrv3r3NWmutFaqb3Xff3bzxRvlNfKf3pPcWfK9679qGYk/pniRqw2rL9unbavNq+6Wkvuu9nvo0oiNAHHzyySd+g9eFU99//71dJDadzqkrnu3f/XUb1KlTp9rFM0u3XNW8U/btWHXFuG7VWt/0HvRe7Pen98ztYiupTdu3+FXbVx8oxenb6rPeRY/qy+rTiI4AcXTBBRf4DV1TeBeLTue88847q8x4uv322xf9znVp8tZbb1W5H4g+4ev2sfXxCV+vqde2vyHpPeq9Ij+1cbX1YJ2pL6hPFPP0bfVZ7/nVl+GGAHGkq4G96Td04dHEiRPtIpFp9lZNMR7sPOuuu67p169fKk7nrAtDhw6tcvc/zWel6dfril5Lrxl8D3pPem8oTG1dbV5tP1iH6hvqI3Gpr3oXBqsPl/OV/eWOAIlB97j2Gve+++5rr661zz77zBxxxBGhzqKv77r50Q8//GAXRwG6jewVV1yRu21ssE41PYXu5VEqeu7gtDda9B70XvSeEI3avvqA/TOu+or6jCv1Ve+51IfhjgCJQWeS7LLLLn5jfPjhh+0iNZo/f7659NJLq5zO+fvf/9588MEHdnFEpJlyjz766FDd6pOnfr4o5sViei49p/ep1lv02nUxW2/aqS+oTwTrVn1GfUd9KAr1Ue851HezdgZjsREgMele3F6D1M8WixcXnv5Zp3Pee++9ZqONNgp1ii222MI8/vjjdnHEpNvcBmdZ1aIrjm+77bZYp2HrsXoOb4YCb9Fr6TVRXOob6iPBulYfUl+qzenb6pvBnxbVdxEPAVIExxxzjN8odeC0Jq+99pr5zW9+E+oELVq0yN1Wta4vosoSHYDt379/lbmmdB2Ay/n/ekzwGgItem69RjEP9iJMfUR9RX0mWPfqU+pbNVHf9MqrzyI+AqQIdL9r7zatujvdjBkz7CK5fzv++ONDjV7TOJx88snmm2++sYujRDTrao8eParMdqvrAKZMmWIXr0JlgtcBadFz6TnLcZbmtFKfUd+xp/NRH6uu/6lvqoz6ainuUZ9FBEiRXHnllaFG7NHX5muvvdZvvN6y1157mfHjxweeAXVJ5/0H50DygkCndOY7K0f/pnV28Og5uIag/qgPqS8F94n6mvpc8Ofk4Ic39VUUBwFSJDrLpm3btrkGqgvFXn/9dTN8+HDTrl27UONWmfvuu89+OOrJs88+W+WnKN0XQmfn6ACrFv3t3SvCW/QYPRblQX3K63/eor6nPqi+6F3IqTKcEVc8BEgRqRF7jdc+hVRfm6+66qqyvJlO1ulguKa1sA+G6z7f9r2+VUZl4xx8R2mob6mPeT8n5+uLfHgrLgKkiHQ7T/viJy1dunThN9cE0Om4p512WpXTcbXo37SumKf/ojTU19Tn7H2ovlnOt3VOIgKkCPRp9NZbb/Xn1vEWHeBzOcMH9UtXKgev79HfxZhpAHVLfc8+yK4+qr7KN8jiIEBievrpp83WW28daqTBA6262AnJdMstt+QWJJP6Xr4+qUV9Vn0X8RAgjnQbzEMOOSTUKDWr54UXXpg7K8c7T11XzE6bNs1+OIASUp/zZnhQX1SfVN+0p41XHy6H21MnFQESkc717969e5VPNH/4wx9C1xHoYidv3ZFHHhl4BgClpj7n9T/1RY/6qPpqsO+qL6tPcx1PdARILenq4rvvvrvKlcy6DeaoUaPs4rnpvIN3zRszZoxdBEAJqK95/U59MN90/uqzwdtTa1HfVh9nJoHaI0BqYezYsaZjx46hxtaqVSvzj3/8o8Zp1jV3j1d+p512omECJaY+pr7m9bua5pZT31UfVl8O9m31dfV5FEaA1GD69Ommc+fOocal0znPOOOMWp/OGZxFVDfFAVA66mNef1Pfqw31ZfVp+/Rt9X2NAageAZLHggULTM+ePatMs77//vubyZMn28Vr9N577/n3M9Cd1Upxe04AFbeB9u7kqT6nvheF+rb6eLDPawzQWKAxAVURIAGaEnrIkCGmTZs2oUbUoUMHM2LECLt4rZ111ln+c5133nn2agBFoL7l9TP1OVfq6+rzwTFAY4LGhtpMG58lBMh/vfnmm2b33XcPNRrdz7pXr155D8JFMWfOHP8KdZ3x8eGHH9pFAMSgPuWdGam+pj4Xh/q8+r59T3uNERorUCHzATJz5kxz4okn+pOtadHf+jetK5a+ffv6z3/QQQfZqwHEoD7l9S/1tWKpq/EhqTIbINV9wthjjz1K8glDZ3xsv/32/uuMHDnSLgLAgfqS16/Ux2o6M9KVxgSNDcGxoli/UCRZJgPk9TEjzP67V/2Nc+jQoSX9jfP555/3X0+zvHIHQiAe9aHgjMnqY6WisUFjRL5jpKOedj9GmmSZCpAfZkw2I27cz3Q7oIHZZ7sGZv0WdX+WxZ/+9Ce/4d188832agARqA95/Ul9qy7YZ2lqHNF40ufC/czsr6KdpZl0mQiQxQtmm5fv62YGnNHI9D+9gbn66AbmmD0bmB7d6v4876lTp/rz8ay99trm22+/tYsAqAX1HfUh9SX1KfWtuqSx4+ijO5sdN60YTzSuaIzRWKMxJwtSHSArli81771wuxncvVUuOLzl4Ws6mk8nj7WL15mLL77Y/9R06qmn2qsB1IL6jteP1Kfqy6TxY80NZ3U0d3WtHGM05mjs0RiUZqkNkBkfjDLDr9o2FBxDLljffDTubrNyRf1OKTJv3jyz4YYb5hq+7lcwYcIEuwiAGqjPePf6UF9Sn6pPGlM0tmiMCY45GoM0FqVV6gLkp2+nmOf6/SG0Ewee2di8Pry7+WVR+cy2OWjQIP/TU6dOnezVAGqgPuP1H/WlcqExRmONxpzgGKQxSWNT2qQmQH75+SfzxiMXmoFnrRHacc/ecYiZ+035zfe/YsUKs+uuu/qd4MEHH7SLAMhDfcXrN+pD6kvlRmOOxp7QB9lVY5PGKI1VaZH4AFm5coX5+JWBZsiFrUM766ErtzZfvv+MXbysvPLKK/4FSptttplZtGiRXQRAgPqI+or6jPqO+lA50xiksSg4Nmms0pilsSvpEh0gsz4dZx697n9CO+fe81uayaP7JObg1XHHHed/mrrmmmvs1QAC1Ee8/qK+kwQaizQmaWwKjlUauzSGJVkiA2TBnC/M6AFdQjtDp8+NG3aaWTz/e7t4Wfvyyy9Ns2bNch2iVctmZtbMr+wiAFb5btZXZrt2zUyTxg1yfUZ9J0k0NmmM8i4n8BaNZRrTkihRAbLsl0Xm7ZFXmX+fvWZoB4y85bdmzlcT7eKJcfXVV5s2rRqYX2/ewNx8WTI+VQF1bWDv48yfdq3oJ7feeLW9OjE0VmnMCo5hGtM0tmmMS5KSB0iwkgotNZn65n3mvkvahsrff1k7M+3t4XbRxFn88yLzl4M3Myft18BcflRDM/PT8v5dF6hr30x9xfQ9taG57MgG5oIum5kli5M10OajsUtjWHBM0xinsa4m9rhZ01JqJX8Fe4NqWvL5/vPx5omb9gqV+/e5zc2Ep681y5cutosn1sRxD5pbT6jYvkd775qKA2xAMagvqE94/f/jN9JzxqLGMI1lGtOCY5zGPI19+djjZk1LqZX8FVw3Rgeecr8Xdlst9Bxj/n28WfjjDLt4Kjx5cyd/Oz959d/2aiCT1Be8fqE+kkYa0zS2Bcc6jX0aA+0TglzH1FIo+Ttw3divPngu9NjHrv+N+Xba63axVJn9xTt+YA69aEOzdPF8uwiQKeoD6gvegKo+kmYa4zTWBcc+jYVBrmNqKZT8HbhurM5YeOiKrcz9l2xqprx2r77H2kVS6aUhp/j19eaI+pvfBygH6gNef1DfyIRVY53GPI19GgPtM0tdx9RSKPk7KKeNTYKf531r7j1v7Vx96crVed/V7QyjQLlQ2/dmllCfUN9AeY2pJX8H5bSxSTHp+Zv9Oht155/t1UAmqO17/UB9AhXKaUwt+Tsop41NihXLfjEPXrGlX28zPvqPXQRINbV5r/2rL6hPoEI5jaklfwfBja1pQdgXk0f6dfPwNTuYFSuKf59noBypravNe+1ffQGV7LGzuqUulPxV7I2qbkFVz/zjIL9+3n+xr70aSCW1da/dqw8gzB47q1vqQslfpa43KE1+nPWhGXjG6rm6G9xjXbN44Ry7CJAqauNq62rzavvqAwgrpzG15O+gnDY2iV578Fy//l594Gx7NZAqauNee1fbR1XlNKaW/B2U08Ym0ZKFP5ghPdbL1Z8+kf0w8327CJAKatveN261ebV9VFVOY2rJ30E5bWxSfTj2Tr8On77t9/ZqIBXUtr12rjaP/MppTC35OyinjU2qlSuWm0eu2dGvx88nPm4XARJNbdpr32rravPIr5zG1JK/g3La2CT7+uMX/Hp8sOcWZvmyJXYRIJHUltWmvfatto7qldOYWvJ3UE4bm3TP/+sIvy4njrrRXg0kktqy167VxlGzchpTS/4Oymljk27e7Glm0FlNcnV5z3ktzKKfZtlFgERRG1ZbVptW21YbR83KaUwt+Tsop41Ng7ceu9Svz7GDT7ZXA4miNuy1Z7VtFFZOY2r9vwNEovsjDLt441zj0f0R5syYZBcBEkFt17v/jdo0979JHgIkgXSvAO8TyNS37rdXA4mgtuu149w9f5A4BEhCTR7dx7zz1DVVbncJJIXartqw2jKSiQABADghQAAATgiQlAiemVFoAUrFbms1LUg+9mJK2J2zpgUoFbut1bQg+diLKUHHRDmgHWYLezkl6LgoB7TDbGEvpwQdF+WAdpgt7OWUoOOiHNAOs4W9nBJ0XJQD2mG2sJdTgo6LckA7zBb2ckoEO25NC1BKdnurbkE6sCdTwu6g1S1AKdntrboF6cCeTAk6J8oB7TBb2MspQcdFOaAdZgt7OSXouCgHtMNsYS+nBB0X5YB2mC3s5ZSg46Ic0A6zhb2cEnRclAPaYbawl1OCjotyQDvMFvZyStBxUQ5oh9nCXk4JOi7KAe0wW9jLAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwMn/AxvDg/lxsnd9AAAAAElFTkSuQmCC)
| Product Number | 2807-3-29 |
| Purity | 98 % |
| CAS | 887268-12-4 |
| MDL Number | MFCD04972859 |
| Molecular Formula | C10H8F6O2 |
| Molecular Weight | 274.162 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2807-3-29
CAS: 887268-12-4
Molecule Weight: 274.162
Formula: C10H8F6O2
PN: 2807-3-0X
CAS: 1420977-70-3
Molecule Weight: 272.19
Formula: C11H10F6O
PN: 2807-3-X5
CAS: 349-60-0
Molecule Weight: 244.136
Formula: C9H6F6O
![O-{2-[3-(Trifluoromethyl)phenoxy]ethyl}hydroxylamine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA14AAANeAGD/ZhlAAACOHpUWHRtb2xTb3VyY2UAAHichZRtb5swEMe/ysmvFxs/8BSFVFGrSpPaTVo7ae8mB5wUCXAF5Onb70zUENoMYojt8//ns32HF3fHsoC9qZvcVgnh1CNgqtRmebVNyO/Xx1lE7paLFEUorJqEvLXt+5yxw+FA0zdT6qOtaGpLch6fH5t8oDlIaustE57H2Z/np5eOmeVV0+oqNUg1+bzpjE821W23iv+4YKWu93nFznJW1vvzbH+F5x6PHpuM9Hu5x7EVorDJCwMbW5e6hb3wKD7eN9iaytS6NRmsT2iWVOHel4vnB5vuSlO12HQz5KkuXtp6l6KhtIVJdzgZNr4/JKTkCOjWlqu61idwLWfWHLQALUEr0D7oAHQIOgIdg+YevjjOUcBRwVHCUcMDPPfCOMevp3eDqy/gB/yEeyzn/748uoInJxKCO8EfKKpc5dNQyhBC6gWhggiN6C5GowqBY2iDSPW1wGHBgUsc96O+/rD7qItRF2BfYl9REbu+TyMZKwKn3v3Mo0EQSvAo90Q40eU0UFihG973PkkvNadKulqgI9yLMwcSD51dTn25WNsqu2pCniVkzUkXjl9m0+A6u3AQsHVmakxyN4GTXgNiCLjgjQNyCLhQjwNqCLjEGAf8IeDSaBwIhoBLuguwugWEQ8Cl6DgQDYEuoceJeEic838ccVMOmO57mWD4l71PIuKGm4ks4Z+ifv6EJxh1g5nIFe7fYG6mC7tKf/ZxQWHzy+XFrm42hvf58h/sTbrfNAmuYgAAH5tJREFUeF7t3QeYHVXZwHE6Ih2kWADpVUBBRUGKCIIKqOCDgKgUCYpBUSkKIkhA0AhC6L2GLkTpRaQJSJUSFIhA6J3QQhLgfPvOfolhstm9+2Z3793k93ueffi8Z7Z9SeZ/Z+bMmekKACRMV38BABohIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICtKQxY8aUH/zgB+XQQw+tD9EiBARoORdddFFZcsklywwzzFCmm266st5665V77723vhlNJiBAy7jvvvvK+uuvX0Vjww03LMOHDy+XXHJJWWaZZcpMM81Udt555/Liiy/WP40mERCg6SIKP/rRj6pILL300uUvf/nL+8bHjh1bBg8eXOaee+4y77zzlsMPP7yMGzfufdvQ9wQEaJqIwBFHHFHmm2++Kg6///3vq2sfk/P888+XHXfcscw444xl+eWXL1deeWV9E/qQgABNcdVVV5UVVlihus6xww47lOeee66+yWTdddddZe21165OdX3ta18rDz30UH0T+oCAAH3q4YcfLptsskm1819rrbXKnXfeWd+kYeecc05ZbLHFyiyzzFJ+8YtflFdffbW+Cb1IQIA+MWrUqLLHHntUO/tFF120nH322fVNUkaPHl3233//Mvvss5cFF1ywnHjiieXdd9+tb0YvEBCgV8XO/KSTTioLLbRQ+eAHP1j222+/8tZbb9U3m2JPPPFE2Wabbaojm0996lPlhhtuqG9CDxMQoNfceOONZbXVVqt26ltttVUZOXJkfZMed/PNN5fVV1+9+p5bbrllefzxx+ub0EMEBOhxEYoIRuzEIyA33XRTfZNe9d5775VTTjmlLLzwwmW22WYr++67b3nzzTfrmzGFBAToMXFqKk5RxamqOGUVp64y1yMee+yx8uijj1azreK/8ZHx2muvlb322qvMOuusZZFFFilnnXVWfROmgIAAPWLo0KHVxfG4SB4Xy+OieSMiFieccELZeuuty4orrlh9fhy51D9mnnnmatpvnJY6+uijuzV195FHHimbbbZZ9XXWXHPNcvvtt9c3IUFAgClyxx13VNNxY+e86aabVtN0uxJ3lp966qkT7uWIe0HiusXAgQOrGwsvv/zyct111034iP8dr++6665ljTXWqO5YH396LBZbbDRW11xzTRWp+H7bbbddefbZZ+ub0A0CAqTEznf77bevdsZxZHD11VfXN5nEO++8U4499tjqdNL0009fNthgg3Laaac1HIDx3njjjXLBBReUzTffvDpiibvY41RVI/eBxN3vRx55ZHX3+1xzzVUOPvjgTu9+Z/IEBOiW2NnGkiOx842d8JAhQxpalypuGIzptRGOmG57//331zdJefrpp8vuu+9e5phjjrLAAgtU110a8dJLL5Uf//jH1dHMUkstVS6++OL6JnRBQICGxSKHsdhh7HR32WWXaifciFj8MI4UVl111fKPf/yjPtwjnnzyybLttttWp7biTvdYN6sRDzzwQPnSl75UfV78t6fCNi0QEKAh8XyO2MnGcuuN7mTjlFU8FCo+L65f9MWpomHDhlVHInFBP5aHb1R8XhyJxEKNW2yxRX2YDggI0KW33357QgQaFfGIHXEcrcQ9GX0pjkZWWWWV6jRbd+5Ij8DFxfw4yqJrAgJ0aXxAYuZUo+LII+LRrGsLr7/+evUkwznnnLPccsst9eHJ+u53v1tN9aVrAgJ0qbsBiWsecbG8r4886mK2Vkwxnn/++Ru+GVFAGicgQJe6E5CYbRV3fnfndFdvigv9iy++eHUBP1bu7YqANE5AgC41GpBYtiSm6sbOui8umDfqnnvuqaK255571ocmISCNExCgS40G5JhjjqluLOytqbpT4oADDqiuydx99931ofcRkMYJCNClRgISy5PEHeaxplUrip9vmWWWKRtvvHF96H0EpHECAnSpkYDEBfM4+mj0HpFmiAUf4/e49dZb60MTCEjjBAToUiMBiYURY22rVhbXaJZYYokqEpMjII0TEKBLXQUklmSPabuxMGKrGzRoUPW8kskt4CggjRMQoEtdBSSe5xFLgDSyGm6zjRgxovpdLrzwwvpQRUAaJyBAl7oKSFw4jyVA+otYqmTAgAH1lysC0jgBAbrUVUDieSCxNHp/Ec8xiYdRdURAGicgQJc6C0gsmhg36cUTA/uLwYMHl9lnn73D57ULSOMEBOhSZwGJBzrFWDwrpL+46KKLqp+5o0faCkjjBAToUmcB+c9//lON/f3vf68Ptay//e1v1c/80EMP1YcEpBsEBOhSZwGJpUFi7LbbbqsPtaz4WeNnjjWy6gSkcQICdKmzgDgCaa7jdppuko++0nffCei3OgvIU0895RpIE/VlMOqa952BfqOzgMQsrFlmmaUMGTKkPtSy/vjHP1Z3o08Ns7AEBGhpnQUkLL/88mXgwIH1l1vWDjvsUD75yU/WX64ISOOa952BfqOrgGy55ZZljTXWqL/csiJ4O+64Y/3lSn8MSP2jr/TddwL6ra4CcvTRR5eZZ565vP766/WhlvPEE09Uv8s555xTH6r0x4A0S/O+M9BvdBWQmM0U4xdccEF9qOX86U9/qq7ZxLPSOyIgjWvedwb6ja4CEuJZ6Jtvvnn95ZazyiqrlG9+85v1lycQkMY17zsD/UYjATnssMOqd/YxrbdVjb//47LLLqsPTSAgjWvedwb6jUYCEg9omnvuucsee+xRH2oZ66yzTnWk9N5779WHJuhvAWkmAQG61EhAwl577VXmmGOO8uSTT9aHmu7Pf/5zQzc89peAvP7iY+W5R5u7fIyAAF1qNCDxRMIFF1ywfOc736kPNdVrr71WPvaxj5WvfvWr9aFJ9IeAvPfeu+XCQZ8qlw/p+vfpTU0PyHTHNf1HoCfdd18pG29c2t6Gtn/E/33vvfWt6GcaDUg48cQTG3qn35fiPpW55pqrPProo/WhSfSHgDx404nluAHTl2cfubk+1KeavvcWkKnIww+XssACsU5EKc880/5x6KHtr8UY/VZ3AhI22WSTtj/2Bap7Lpotpu3Gz37uuefWhzrU6gEZM3pUOf0XC5VrT9y6PtTnUnvvznb69bEHX3mwfPOqb5b5Tp2vzHnynGXNYWuWSx+/dMJ4fXv6sW22KeU3v6m/Wsq++5bSYqc06J7uBuT5558viy66aFl11VWbenNhRGOGGWYoP/vZz+pDk9XqAbnlgl+UkwbOXl5/eWR9qM+l9t6d7fQnHnvo1YfKQqcvVAb/a3B5/PXHy6gxo8r1T19fvnzplzvcnn5uoYVKeeSR+qvtry28cP1V+pHuBiTce++91Wmj9dZbr7zxxhv14V533nnnVdOKt956605nXdW1ckBefe6hcsKPZil3/nX/+lBTpPbene30Jx7b+tqty6C7Bk00OqnOvhb9zIwzljJ6dP3VUt56q5SZZqq/2u899thj1bTQWMLjmGOOqValnRqNGzeuWr02ArLyyit3a4bVDTfcUOacc86y1lprTfbO794Qp61mbPv7GPEYO3ZsfXiybr311moW2Uxtf18vv/zy+nDTXX7k18pZv1ysjBv7Vn2oKVJ77852+hOPxdHHiFEjJhqdVGdfi35mwQWniSOQN998s+y7775lttlma/u1Fq4iMv3001c717hRbWpyxRVXlOWWW67aGccd3PPPP3+1gz3ggAOqo5JG3HLLLdXnLb744h0+AbAnxWyruGAesYvTVo0eecTNj3HkEX+OSyyxRLXYYnyNr3zlK9UDs1rBEw9cWd00OOL2xq7l9IXU3jt2+p19jDfTCTOV0e908I50IgIyFdlqq8lfA4nrI1OBM888s5oOOuuss1b3PMQOK8QjUmM12tjpxDIZ//3vf2uf2b/ETjOmvMbvs/baa1ePrQ2vvPJK2W233aqjrgjC+eefX/vMjsXsp7geEqeUIj7dOSpoVNznEX82ccTT6AXziOCBBx5YRfFDH/pQOfbYYyccScbv9vGPf7z6XSNGMUW5Wd59d1w57zcrlGF/+EJ9qKlSe+/OdvqOQKZh//53aftX2D7zauJZWPFai7yLy7r99tvL5z//+WqH+vWvf73toKqDI602Z5xxRvnoRz9aBWbvvfdu6gXkjNhJ/vznP6929Isttthkd8T/bvuz3njjjav/f6y77roNHVmMHj267LnnntXpoWWWWaYMHTq0wwc6dVcc9cVRYPwsEb1GpuqGCy+8sDraiED89Kc/reJYFz9zBG/22WevZpUdf/zxPfIzd9d91x5ejh8wQ3lh5F31oaZK7b072+lPPBbXQA66+6CJRifV2deihV19dSmf/nQpf/3r+1//179K2Wij0vYvrv3jy18upb5z2X//UuKGrgcffP/rLeiZtgh+//vfr2byrLTSSuXaa6+tbzKJuGC8zz77lA984APlIx/5SDnttNMaPpXSLLFTPOGEE6qbAGNn+dvf/rbaeXYl1pRadtllq1NcAwYMKC+88EJ9k0lEbMbHJ45i4gigu0dsMT04rnPEabX4OvFwqL/W/y5ORlzcjwv78Xkbtf1dfbCBv4dx3WfbbbetTnHFkVRfPv999BsvllN/Om+5/vSOn1/STKm9d2c7/YnHYhbWwmcsXA6999DyxBtPVLOwbnjmhrLRZRt1uD39QNzPsemmbX9wbX9ua60VV5LrW3Tt+utL21u/0vbWr5Sf/CTOi9S3aLoxY8aU3/3ud9XpkDh/f9RRR3X7Inm8E95iiy2qHdVnP/vZ6lpAK4oL3bEDjp9zm2226fa9G3E66tC2I8155pmn+ohFFRs5RRWn/eK6Q1xLiu+91FJLle233766YD9s2LBy3XXXTfiImxLje8RDoMZfn4ijpDhdeOml/7stoDMvvvhi2XnnnavYxRHQJZdcUt+kS/Fn+JnPfKb6/t/61rcaPtqZEucf/cNyyk/mLm+99lx9qOlSe+/Odvr1seGvDC/fuPIbZZ5T5qnuA1lr2FrlspH/Wwmzvj0tatSoUmKRvLZ/tGXRRUsZOrS+RffEBdi2d57V3epxiuuYY+Lh2vWtmuLiiy8uSy65ZHWqJR7T+vLLL9c36ZZ4txrvlOPda7yLfa5VVqtti/9jW25Z1m3bGX667Wjy5pun7K7mOPrYaaedqh10XHhvdBZTXEeK00nxubHQYTyrPHbQ9Y94PUIXj6ONh0E1OqsrZpHF0cq8885bLfY4ePDghgI3OXE0GdOZP/zhD1dHmb/+9a97bZpyHC0ttuBM5aIzBteHWoK9N52L870nn9x+j0fbP+Cy337t03J7ytNPl/K975W2vWspK68cJ7TrW/SZ+++/v6y//vrVzmqDDTYoDzzwQH2TtDh6Oe6446oLtQdGNAcNao9oM7z5ZvvEhrZ3/jE7bvgpp/ToKbY4RTX+mkR2FtPIkSOrd/fxteK/8b8zJp5FFkcvcYNjT4nrW7/61a+q611x8T6uf/W0L37xi9XRUhwRtyIBYbLuvfvp8tTnNmw/XRUzrB5/vL5Jz7nttlLimdrxveKhRN08Jz4l4p3sLrvsUh1xxGmU3lzD6fVXXilP77Zb++m7xRePqT71TXrXmWeWssgipW2vF0vnxtv/+hY9Jm7ka9YspnhCYkezyHrDiBEjqlNp8b0+97nPlX/+85/1TVLGrx7c6LWdZhAQJvHss6+Xvfe+tqy22nHl+K+1vVO98cb6Jr3n9NNL+ehH23dwe+8db/PqW/SYOLUxZMiQMt9881V3TB9yyCF9904vZqzFQpMRzHXXnXSiQU+7/fZSPv/59u/39a93fL9OL+jrWUyNziLrDTEb7BOf+ER1qvJ7bUfVT8fRdVJML44ZYl+OSSgtTECY4O23x5XjjrujrLnmSWWDDU4vw4b9u+0fe8+d2mhYnE/eZ59SPvCBUj7ykVJOOy1OPNe3miJXX311WWGFFarZVXHh9tlnn61v0jfiyXjLLtt+F/+AAXEhob7FlImp1NttV9p+0VJWWqmUa66pb9EnYhZTLPHeW7OYsrPIelqcqjz66KOriRcxAeOggw5KvSmJz4sjt+HDh9eHWoqAULnyykfaDvnPKmuscUI5/PBb2/bh3f9L3+NihssWW5Tn2t41/7qHZjE9/PDDZdNNN61ODcTyGnfccUd9k74XF3Tjfpl55mn/OOyw9temROy0Dj64tO3FStverJSjjmqJSQq9MYtpSmeR9YaYeLHrrrtWEYgjiTgd1ag4con4/CRmKLY4AZnGPfjgC2XHHYdVp6t22+2KMnLkqPomTfdU27vV1SaaxZR55nY8bjUetRqnNmKV2LiJreXE0cdOO7UfjSy3XFS9vkVj4hrOkku2rz82cGDszepbNFVPzWKKtcjGL1vSE7PIekMcQWy44YbVzxgXxO+L5+V0IU5/xWSLKZ391xcEpMXFjn1yuhobOPCyDs/8jP+8Cy8c3vYP7/i2d4LnlVtvbf67ts5MPIsplp0YNGhQQ2sxxamNk08+uSy00ELVNND99tuvvNWTs8h6Q1wPWWed9gvt9YvcXT2w67nn2k9XbbBBKT04i6w3ZGcx1dciO6WHZ5H1hrgQvvTSS1cTNX74wx9W96R0JO6NidOqcRqsPxCQFtdVJCYnxn71q2vLuefeXx+a8Hn33PNMufjiB9t2zr13UbOndWctpptuuqntd12teve31VZblcd7cxZZb6hfl2n0gV31z2txMYvpG9/4RkOzmGItskUWWWSStcj6g7j35A9/+EN1L0rck3LEEUdUEznGiwjG7x+Lcnb3ptVmEZAW11UkJifGXnttTNs/zHPKf//7/ju9O/u8/qK+FtO/YgmV/xf3DMQy3jEWAbmxL2eR9aap/IFdE89iiuVjJp7F1OhaZP3Bc21HiXEzZBxpxF31V111VfV6HIHF79efVnQWkBbX2c6+kbE77niqbLvtn9ve6fzvKKOzz+tvJl6LKf5RxnWOOFUVp6xOOumkXp0y2uemgQd21Wcx/fKXv6yuCYxfi+yaJs0i6w133nln+cIXvlBFI264jNOzcT9JfyIgLS529p19TM7EY3/60y3lyCNv63BsajB+Laa4IBs7mt133726aD7VmYYe2DV+FlMcjcQbgsxaZP3F2WefXZ2Si5DEci796e+ugLS4znb248fifo2NNjqj7V3MWeXaa9vv4J7488aOfbdss82F5e67n5lkbGoS0zd7847jpptGHtg1sbge0rR7dPpITGWOCQFx7aO/HT0LSIvrbGc/fuzAA28oL730Vrn++sfK+uuf9r6x8UaMeLlsscW51f0d9TH6iWnggV3TolixOZb9j1lpE1+/i4UlW/36nYC0uM529vWx559/s+yyS/vS1vWxMHTofW37n+s6HKMfmIof2DWtijvyIxbxzJiJxQzC1VdfvRr79re/3bIzCAWkxXW2s594LKbBH3LITeXll9vPkXf0ebHNj398aYdj9BONPLCLfiFOUcWyLvGsmI7uY4nX4h6muNclTnH9pu3oM+6BaSUCMpWIePzjH619MyDwP3FjbEwS6GqJnrjXJR4FHKsoxD0wrbSKgoBMBY466p/VhXSgf4hVg2N14lhgslGxjttmm23WUuu4CchUIE5JTfwxZszUOd0RphaxmkIsyROrFHdXrCS94oorVlPWh/x2+/LWqObNUhMQgD4UqyjEUjyxnltWLIEy9NQh5aDvzVdO2XWucs8Vh5R3x42pb9brBASgD8Vd5/Gkxp54Xsnbb7xUbhq6Szlh55nK2fssVR67Z1h9k14lIAB9JJbeiWsYnS0CmvHyU/eXSw5dvxy303Tl0sM2KC8/3TcrMQsIQB8YN25sWXmlZavFP3vLo/dcXM7ee8nqiOTmswdWRyi9SUAA+sBdVx5avr/ejOXfw3v3vp24FnL3FQdX10ZO223+8sB1R5X33u2diTUCAtDLRr/2fDnlp/OUG84cUB/qNW+Oeqb8/dTtyvEDZijn77dSeeHxOyeMxamu+kdG7rMAaFiEIwISIelrzz92e/nrH9erjkrGywajrme+CgAdevGJe8rxO89Y7r3msPpQ0wgIQD/wl8HrlHP3Xa68+87Y+lDTCAhAixtx5/nVznrkfZfVh5qqfv0jG5TcZwHQqXfGji5Df/nxcvkRX6kPNV02GHU981UAeJ+7Lh1UTvjRLOWVZ1tvoVMBAWhRb7zyZDl54BzllvN+Vh9qCQIC0KL+dtJ3ymk/X6CMeevV+lBLEBCAFvTKMw+W4wZMX4bfMPU/+VNAAHrQuLffKMOvP7a899679aGpjoAAkCIgAEn1eyl66tpCfzFt/bYAPWhaC0bdtP3bA0wBAQEgRUAASKlf/5jWgjJt/bYAPWhaC0bdtP3bA0wBAQEgRUAASBEQAEgQEABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABS/g9NUmN/r7znbgAAAABJRU5ErkJggg==)
PN: 4847-7-02
CAS: 113211-36-2
Molecule Weight: 257.64
Formula: C9H11ClF3NO2
PN: 2807-3-37
CAS: 1214385-12-2
Molecule Weight: 190.165
Formula: C9H9F3O
![[3-(Trifluoromethyl)phenoxy]acetic acid](data:image/png;base64,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)
PN: 2821-3-15
CAS: 349-82-6
Molecule Weight: 220.147
Formula: C9H7F3O3
PN: 2807-B-32
CAS: 18800-39-0
Molecule Weight: 269.061
Formula: C9H8BrF3O
PN: 4837-3-X3
CAS: 2145-31-5
Molecule Weight: 201.148
Formula: C9H6F3NO
TSCA: Not listed on TSCA inventory