| Product Number | 2601-3-52 |
| Purity | 97 % |
| CAS | 175278-07-6 |
| MDL Number | MFCD00153285 |
| Molecular Formula | C8H7F3O2 |
| Molecular Weight | 192.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2601-3-52
CAS: 175278-07-6
Molecule Weight: 192.137
Formula: C8H7F3O2
PN: 2601-3-78
CAS: 72768-94-6
Molecule Weight: 174.147
Formula: C8H8F2O2
![1-[2-(Trifluoromethoxy)phenyl]ethanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABvaAAAb2gFXvYDdAAACGXpUWHRtb2xTb3VyY2UAAHichZTbbqMwEIZfZeTrxQdMgEQhVZSq0kqtVtq20t6tHHBSpGBXhpzefseEtKHNkkCED/83nhmPPb07VBvYaVeX1mREUE5Am9wWpVln5PXlIUjJ3WyaowiFps7IW9O8Txjb7/c0f9OVOlhDc1uR0/zkUJc9zV5S69Ys5FywP0+Pzy0TlKZulMk1UnU5qdvBR5urpvXiP0uwSrldadhJziq3O1n7G3L/cnqoC/IZywLn5ojCqtxoWFlXqQZ2Iaf48h+w1kY71egClkccljTC2GfTp3ubbyttGmx6C2WuNs+N2+Y4UNmNzrdoDBs/7zNSCQRUY6u5c+oIvuWHlQAVgpKgIlAjUDGoBFQKagxKcPzjvECBQIWIMN8b7Rd8Ob5r9BoW8AsWF4/vPfgHkxVmJKRxnEQgqJQyAQwFf+deN3dV0n2CbjToRAGGzdGrABMgfV/QdJygV0dcK6IxbhxImo7w0/VCKkW75Cjy9s52OU2Sz2W62b62k4Q0TVq/Qh5LzCD7SOFsurSmuGhCWWRkKUib2996VYddeglYV2iHFesNeOklEPYBvxnDgPwGRMNA1Af8Rn8A82vAqA/4shgG4j7gi2gYSPqAL7lhIO0DvkCHgfG3oG8AgveJ9gAMJ1Z83ez2wNxgvuz36YDdYOQV5kaViOgKc7VQ2EUds/O1gc1vVwq7uG8Y3rKzfw4JoFiu+42SAAA3KklEQVR4Xu3dB5gURd7HcUAFBQVB78yKqIgoesbXAAbMnvGMp3eC8QQjYgDMcCqmM8GJYkDFfKiYEROogCImTHASRJKAkkWS/3d/szezPdW7y05N9+yE7+d5+nnvtWume2qH+k13dVXVMQAAPNRx/wMAADVBgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBgtJTp07FVhOZlF++3GzgQLOTTjJr0cKsUaPyTf/7xBPNHnvMbNky91UoAB988IF17drVdt11V9twww1tjTXWsCZNmlirVq2sY8eO9sILL9iKFSvclyXUKfvuJLeayLR8bcnvswPikEkgSE3LDx9utu226eUr21q2LC+LgvD999/bgQcemGrQq9uaN29ugwcPdt8irUxNZFq+tuT32QFx0D/K5FYTNSn//PNmDRqUl6lXz+zcc81GjjSbP99swQKzjz8269y5fJ/KqGzZL1bkN111NGvWLNWYt23btuwi8jGbNGmS/frrr/bLL7/YJ598Yj169LA//vGPVTb6mQZCpuVrS36fHRCHmgRC0KrKf/utWcOGFcHw+utuiQpDh5qtuWZ5Wd3a+u47twTyxA8//GDrr79+ohGvVxb8ffv2dYukUZicfvrplTb6mQZCpuVrS36fHRCHVQWCa1Xl99uvYn+fPu7esPvuqyi///7uXuSJI444ItWI//Of/3R3V6l79+7uf8o4EDItX1vy++yAOKwqEFzVlR89umKf+jZWrnRLhKlMsK9E74G88vnnn6cacPVrVNU5XlOZBkKm5WtLfp8dEIfqAqEy1ZW/8sqKfRn8Sk2UTb6uWzd3L2rZVVddlWrAe/bs6e7OWKaBkGn52pLfZwfEobpAqEx15ffZp2Lfe++5e6umssnXtWvn7kUta1f2N0k24O9l8netQqaBkGn52pLfZwfEIRgImW6ujTeu2PfTT+7eqs2cWfG6TTZx96KWbVL2N0k24DP1t8pSMBAy3fJZfp8dEAf9o/TdXMknqrT99pu7t2oqm3zdWmu5e1HL1iz7uyYb8N8y+btWwQ2FTLZ8lt9nB8RB/yiTW01UV54AKUpxBkhNZFq+tuT32QFxqC4QKlNd+Y02qtjHLayiEectrJrItHxtye+zA+JQXSBUprryUXSit23r7kUtoxO9ZvL77IA4VBcIlamuvO9jvDfeWPE6HuPNO/n4GO/YsWMTgxR32223xPQqDRo0sK233to6deqUGDVfG2r2aYBiUl0gVKa68h99VLFPgwNrMpDw99/NWrWqeB0DCfPOZ599lmrAW7RokRcDCYP/zd00K/CYMWMC75AbNfs0QDHRP8rkVhOrKq9bUMn9mqZkVe6/v6K8pkFBXjr88MNTDfTNN9/s7q6SJlZ0VRYI1amsfJs2bRJXQ8OGDbMpU6bYkiVLElclBx10UKKcbrvlWs0+DVBMVhUIrlWV//rr8ieptF9PZb35pluiwjvvVJTVBIyaiBF5afLkyamZeFdbbTXr16+fWyTN3LlzrUOHDpWGRGWBUJ1Myv/444+JcmvVwtN8qz47oNisKhBcNSn/3HNm9euXl9GU7eedV357S1O5L1xYfpvqggusrCUqL6NZezUFPHJOU7F37tw5caWwXAuAVUO/9ps2bZpqzPfdd18bOHBgIlx0BaDQ0K2ja665JrHIVFWNfiaBIJmUnzFjRqLc5ptv7u6K3arPDig2NQmEoJqW19M622yTXr6yTWXKGibk1qJFi+zqq69OG+MxaNAgt1jI+PHjbf/990+9prpN/SUvvfSS+xZpZWqiJuXVLzNu3Dg78sgjE+V69+7tFold1WcHFCv9o0xuNZFJeS1Xq2VrTzjBbMsty29TaWve3Oz442u+pK062hEZLQIVHNuhbe2117bvMliP5f3337cuXbrYLrvsklg8SkvaNm7c2LbbbrvEkrYKjqo622sSCEGrKh/cr8919913u0VyovKzA1B71Mm++upW1lJlNrYEIaNGjbI999wzrcHVdkJZwOtWVqEKfpbVy74r7du3t5FaATPHCBAg3xx2WPpVz4kn6sa9WwrVmDZtWmJ1wLp166Y1tjvttFMkAwPzgfpvNP6jT58+ic5+dfQP1YqXOUSAAPnmgw/SZ/nVpqe7rr5aN/Ld0gjQvFU33nhj4vZUMDi0NO39ZVd2Vd1iKnSvv/564nNqkGEuESBAPtKTW1ddVf60VjBING/W44+7pVFGHeLqxA4Gh/op1G+hp6WK2eLFixOfN9eP8hIgQD6bOLG88z0YItr22qv8MWHYl19+aQcccEBacGjTQMBMOskL2ZAhQxKfeYsttnB3xYoAAQrBu++a7bhjeojUrWvWoYPZ9Olu6ZIwZ84cO++88xL3/oPBse2229prr73mFi94u+66a+I2nAJz3rx5iceS9RjvLbfcYuuuu27is1+pudlyiAABCoXu32s09PrrpwfJOuuY3XST2dKl7iuKkjqP77rrrrQBftrUiN5xxx22rCaPSRcg9wrL3fQklm5l5RIBAhQa3c+/5BKzNdZID5IWLYp+dPsbb7xhrVq1Sms4dQVyzjnn2OzZs93iReWLL76wyy+/PDEOReGp/p2NNtrIjjjiiMTo+JU1mcgzYgQIUKg0j5b7yK+2sl+i9uWXbumCptHgf/7zn0O/uvfbb7/EzLmoHQQIUOhefdWsZcv0ENFAxE6d1FHgli4outfftWtXq1+/flpwNG/e3J599lm3OHKMAAGKge773367WZMm6UHStKmZprlYxaSB+Ua3Y/r375+YMiQYHI0aNbJevXolJjJE7SNAgGIya5bZOedUzPqb3LbbzuYOGeKWzkvDhw+3nXfeOS04NKL8b3/7m02dOtUtjlpEgADFSP0C++6bCpCpZVu/su2GI49M9CfkI02RfvLJJ6cFh7Y99tjDRowY4RZHHiBAgGL2zDNmW2xhb5Q1xBeUbc3LNvUnXHbZZTZ//ny3dK3Qo6fXXnttYhR1MDj0hNGAAQPsd2YmzlsECFDkfl+yxEb27GmHNWqU1kCrf+HBBx+slcc/k/T46WabbZZ2Xg0aNLDu3bvbQk3ngrxGgAAlYtqPP9ppp50WukWkcQXqd8il0aNH29577x06l+OOO84mTJjgFkeeIkCAEvPhhx/a7rvvHmq8TznllMT04HHS8qtnnHGG1atXL+3Ybdq0sbffftstjjxHgAAlSP0KjzzySKKfIdiQqx/iuuuui3xKjKVLlyaWXF1nnXXSjrfeeuvZv//976KdZr3YESBACVuwYIF169Yt0e8QbNjVL/HEE0+4xb28+OKLttVWW6W9v6bhuOiii+yXX35xi6OAECAA7Pvvv7djjz02rZHXts8++9gnn3ziFq+Rr776yg488MDQex5yyCH2zTffuMVRgAgQAClvvfWW7bDDDmkNvvor1G8xc+ZMt3ilfv75Zzv//PMTa3UH32ebbbaxl19+2S2OAkaAAEij/oi+ffsm+ieCAdC4cePE2hPqz6iMplm/9957E+tzB1/XpEkTu/XWW6t8HQoXAQKgUuqfuPDCC0NXEltvvbUNHjw4rezQoUOtdevWoSuXs846y3766ae0sigeBAiAan399dd28MEHp4WDtoMOOshef/11O/roo0P72rVrZ2PGjHHfCkWGAAFQIy+99FLi6sMNi+C2+eab21NPPeW+FEWKAAFQY+rHUD+I+kOCwdGwYUO7/vrr7ddff3VfgiJGgADImJ7I0lgOhYemWp8yZYpbBCWAAAHgJbnYk4IEpYkAAeCFAAEBAsALAQICBIAXAgQECAAvBAgIEABeCBAQIAC8ECAgQAB4IUBAgADwQoCAAAHghQABAQLACwECAgSAFwIEBAgALwQICBAAXggQECAAvBAgIEAAeCFAQIAA8EKAgAAB4IUAAQECwAsBAgIEgBcCBAQIAC8ECAgQAF4IEBAgALwQICBAAHghQECAAPBCgIAAAeCFAAEBAsALAQICBIAXAgQECAAvBAgIEABeCBAQIAC8ECAgQAB4IUBQdAFy/7l1arwB8EeAoOhaUTckqtsA+CNAUHStKAEB5AYBgqJrZQkQIDcIEBRdK0uAALlBgKDoWlkCBMgNAgRF18oSIEBuECAoulaWAAFygwBB0bWywQCpbgOQHQIERdeSukFR1QYgOwQIiq4lJSSA3CBAUHStLAEC5AYBgqJrZQkQIDcIEBRdK0uAALlBgKDoWlkCBMgNAgRF18oSIEBuECAoulaWAAFygwBB0bWyBAiQGwQIiq6VJUCA3CBAUHStLAEC5AYBAlpZAF4IEBAgALwQICBAAHghQECAAPBCgKCkA2Thzz/YUz1a2BPdt7D5P/3X3Q2gGgQISjpAvvvgodQTW6/efai7G0A1CBCUdIAsnj/DHr5onVSI/PDFy24RZGL5crOBA81OOsmsRQuzRo3KN/3vE080e+wxs2XL3FehQBEgKOkAkc/e6J0KkKevaWkrly91i6Amhg8323bbsm9Uneq3li3Ly6LgESAo+QBZsfw3e+qqrVIh8sWQ29wiWJXnnzdr0KA8IOrVMzv3XLORI83mzzdbsMDs44/NOncu36cyKvvCC+67oMAQICj5AJFJn72QCpBHLm5ivy74yS2Cqnz7rVnDhhXB8PrrbokKQ4earblmeVnd2vruO7cECggBAgLkf17514GpEBn22NnublRlv/0qbk/16ePuDbvvvory++/v7kUBIUBAgPzPz9PGWv/zVk8EyAP/qGezp3zqFoFr9Oj0vo2VK90SYSoT7CvRe6AgESAgQAI+ePL81FXI4NvaubvhuvLKiiD45z/dvVVT2eTrunVz96JAECAgQAKWLJpjA7o0S4XI96OfdosgaJ99KoLgvffcvVVT2eTr2hHUhYoAAQHiGPvOPakA0Qj15ct+dYsgaeONK4LgpwwePJg5s+J1m2zi7kWBIEBAgDhWrlxuz16/fSpExrx8g1sEScknqrT99pu7t2oqm3zdWmu5e1EAhg8fbvXq1UsEiLY333zTLYISQIBU4sdv3kwFyEMXNLSFv0xxi0AIkJIzefJkO/nkk1PBEdyOOuooGz9+vPsSFDECpApv9D06FSJv9/+ruxuy0UbcwioRixcvtmuvvbYs79dKC426deum/f/169e3yy+/3OZrECmKHgFSBc3O279z/fIQ+Uddm/H9B24RRNGJ3ratuxd55oknnrDNNtssLSgaNGhg3bt3t1mzZtkNN9xgjRo1Stuv/pEHH3zQVtbk0W4ULAKkGqP+c3nqKuT5G3ez33/nH0Ma38d4b7yx4nU8xpu3Ro8eXfYbYZ+0YNB23HHH2YQJE9LK/vjjj3baaaeFyu6yyy72/vvvp5VF8SBAqrFsyQJ77LINUiHy3YcPu0VK20cfVQSBBgfW5Nfm77+btWpV8ToGEuadGTNm2BlnnJHWSa5thx12sLffftstnubDDz+03XffPRQkp5xyiv3www9ucRQ4AmQVgmuGPH7ZholQQYBuQSXDQNOUrMr991eU1zQoyBtLly613r17W+PGjdMa//XWW8/69u1rK1ascF9Sqd/LfiQ88sgjtuGGG6a9j/pPrrvuukR/CooDAbIKum016MZdUyEyatAVbpHS9vXX5U9SKRD0VFZ1j3O+805FWU3AqIkYkRdefPFF23rrrdMa/NVXX90uvPBC++WXX9ziNbJgwQLr1q1bor8k+L7qT3nyySfd4ihABEgNqANdHekKkAc7Nyid5W9nzza76y6zT1cxL9hzz5nVr18eDJqy/bzzym9vaSr3hQvLb1NdcIHZaquVl9GsvZoCvipamOqBB8xefdXdg4h99dVXdtBBB6U18NoOPvhg++abb9ziXr7//ns79thjQ8dQ/8onn3ziFkcBIUBq6K3+p6SuQob0PcbdXVy0auCdd5qtu255g7/22uVBUB09WbXNNhW3p6raVGbYMPfV6W65paK8bnN9/rlbAln6+eef7fzzz09cZQQb9W3K/j4vvfSSWzwSb731VqIfJXg89bOceeaZNlOPdqPgECA1pMGEGlSYDJGp3wx1ixQHrecR7OTWpiCpyX1rBY+WrT3hBLMttyy/TaWteXOz44+v+ZK2uuoJHl9XLlqkSldEyMrysqu7Pn36WLNmzdIacvV73HrrrYl+kDjp+OpPUb+Ke/xbyn44xH18RIsAycAnL1+fCI++Z9exe7tsbytXLHeLFK5x48yOOCJ8xaA1O776yi0dLz2ppRBp2jQcZP/6V81CCCFDhw617bffPq3h1hXAWWedZT9lMhA0AroCuuCCC0JXQOqHGTx4sFsceYoAycDypYvtngs2twsOq2PH71nH/jPwXrdI4Zk3z+zSS800IV6wsdYVhPo2apOuONSfkuw7SW56ZPi119zSqIL6II455pi0hlpb27ZtbcyYMW7xnPr6668r7YPRf9M+5DcCJEMj3nrK2u9Qx1pvWsdabNYs8UuqIGnMhjqq//CH9MZZ/R0aFJjJ3FZx++ILswMOSD9PbYcfzrK41dBTUFdeeWViepFg47z55pvbU0895RavVbrqqOwpMF2lFOy/sRJAgHg4+rC2qS+5vuAFRx3ef/pTemNct67Z3/9uNm2aWzp//Oc/5VdGwfPWlVOXLmZz57qlS5bGYTz88MOhcRgNGza066+/3n79NT+XKFD/h/pBqhqHov4T5BcCxIMu+5OjdPUrSY9CFoRJk8xOPDH8S/7//s9s5Ei3dH7SlZGukHSlFPwMupLSIMUaDnYrVh988IHttttuaQ2wtr/+9a82ZUphzCqtJ7L0ZFZlI+H1JBfyBwHiSR2PyS+27tfmtUWLzK65Jn36dW1aEOrRR8s7rQuNrpROP738yin4mXbaKbOJHYuEwuHUU08NBceuu+5asHNRaYxIZXNxaUyJ+nVQ+wgQT/qVFLzU1kjevPT442abbpreyGog31VXrXpsRyEYNcpszz3TP582XWnpiqvI6XaUZsPV7algI7vBBhvYQw89VBSz4WrUemWzAWuUu/p5UHsIkCzcdtttqS/0VlttlV/PsH/8sdlee4UbVo3HmDjRLV3YdAWlMSbBJXa16Yrr6qvLr8CK0NNPP21bbLFFWsOqDvMrrrii6Nbj0PxZmkfLXY9E/Tyad0v9Psg9AiQLCgyN3E1+mdUBWOumTzfr2DF8a2fHHcvnoipmuqLSlZWusIKfXYtW6UqsSHz66afWrl27tIZU29FHH23//W9xT7OjGX01s6/72TUDsGYCRm4RIFnStA/JL/E666yTmAq7Vujq56abrOwk0hvP9dcvnyW3lDqXdYWlK61gPWjTFZnm6CpQGuynvje3c7l169aJQYKlRP06WmvEDRKtSaK1SZAbBEgEDjnkkNQXWOso5NpiTUzYokV6Y6nHWy++uLQfb3333fIrr0C9zCi7Mnu/Qwebqyu1ArFs2bLE7dImTZqkNZaajuSee+4p2cdb1b+jVQ+1+mGwXrQ6ovqFlixZ4r4EESNAIqARs2uUNdj68urXoVZyy4XxY8da3/bt7bWy464MhsehhzJVepKuvPr1K78SK6ubd8q2bmVb27IrtZvKrth+y6cBk5V4+eWX026TatOj4507d2aA3f+ov0frsLsDJtU/9Mwzz7jFESECJCIXXXRR6ou79957x9qpN2fOnEQDskZZQ3Jo2fH+VbZ9peBo2dLslVfc4pCyK7HZl1xi/cqC/piyulrrf3+rFmVXbs9XN7V8Lfm27AdA8Mo2uR144IE2tuyHQy4ooEaNGpXopNaIdi1lu//++ye+382bN09sugpK/m/9d+1XOZXX6/T6XAXd+PHj7aijjgrV2b777pvoN0L0CJCIaNGd4AyjcSyYo1sVumURnEl1i7LtoiZNbPzttzPJYA3MLGuYzz7ssFAj077sSu7LL790i+ecvkf6MZK8ok1uesrvhRdecItHatq0afb4448nBvEpENw6ymbT++l99f46TpzefPNN22677dKOv9pqq9nZZ59ts2bNcosjCwRIhDTdQvILq+fWo1y6s7p/FHP5R5GxV199teyCrWVaferWUKdOnRJXeLmm5WLvu+++0DTnejDj5ptvju0R8UmTJiX6C9zvVtybjqfj6vhx0I+tu+++25o2bZp2XPUj3V72Y0v9SsgeARIhNQJt2rRJfVmvvfZat0jG9Fgml+XxUCNyxx13hDqn1eio8clV5/Q777yT9r3Rpr60jh07xvJU36JFi6x///6J75D7vQpuW265ZeK7d+mll1q/fv1s2LBhiQZfm9tBrf8/uU/lVF6v0+v1Pu57Bzedh85H5xU1/RjQjwJ32nj9eHiF271ZI0Ai9vbbb6e+pBr0pOfWfVTXMagBZIiObmucc845iSu6YF3rV/KQIUPc4pGZMGGC/eUvfwk1qOpL+FgDQSM2d+5c69Wrl62//vqhY2rTVXOHDh1swIABkc+bpffT++r93VHlyU3npfPTeUZN/Ua6Teke89BDD030N8EPARIDdSImv6AnnXSSu7taejRRU1BoKorgF51HE+P32WefVfqr/Mgjj0x00EZl4cKF1qNHj8R0HMHjbLrppjZw4EC3eNbUia3juVda2tSfdt5559mIESPcl8VKx9Nx3ZURtek8db5xdL7rgQk9OBE8nvqbLr744liCq9gRIDHQL8tk41C3bl0bPny4W6RSGhylye/cf1AMjsotPfpZ2RQhl112WVZThOjJPP0K33jjjdPeW1eq11xzTaR9ZqLj6cdIZVccWkxq0KBBsfWt1JSOr/PQ+bjnqPPW+Uf9RKOOqUe41b/kHk+33nQrGjVDgMREE70lv5g777xztZPa6TaXptt2/wFpWm6mZ6gdutLr2bNn4sov+DfRoDUNXqvu71mZkSNH2h577BH6G+sKdfLkyW7xrH3++eeJW2Hu8fRosPoo8pHOq7JHl/U59HmiNn369MQtNf3ICx5vxx13tHc1CBWrRIDERLcpNtpoo9SXUp2ELs2kqgni3JlUmSAuf+jKT1eAbqOmaTRqcmU5depU+/vf/x5qpPSjIo6GXMGmRaPcTuO99trLPiqQaVx0njrf4Pnr8+hzZRrcNVHZ8bQdf/zxNrHYJh6NGAESI92uSH4Z9cs1ePtD40S0tGjwC8sU1flL9+w1YZ/byGhiv8oelNAVjDqE3SuYP/zhD4kfE3E0hHpiy+0o1mPBOl6h/RjR+eq83cea9fnieDJNNEZlk002Cf2bvOqqqxI/CBFGgMRI/wiCty26du2aWCSnsvu9xxxzDIvk5Dn9PXVlGLyy1KY+DF1JJvswnnvuudBAPPWh6O8/b948512joZX63CVsTz/99FoZ0xIlnb8+R/Bz6XPGtTKhHiVWf9Saa66Zdkz1Wz366KMFF8RxI0Bipl+uydsX+r/uTKrbb799bP8YEA9dIepK0X2KSlcXbnBo+/Of/2zjxo1z3yYyCrXgLau1117bHtP6KEVEn0efK/kZ9Xn1ueOi8Swnnnhi6G+pf6/PPvusW7xkESAx0xMfut/tfhF1ad6nT5+cDVZD9HTFqOVV3b9tcmvVqpW9/vrr7ssi1bt377T+FQ1ILNZxDfpcwQGX+tz6/HF677337E9/+lPob5uP86fVBgIkRoMHD7att9469OXTwj9xPOOO2qHBo8HbWvp1fOedd8Y6XYZupXTp0iXte6VR31E/Cpxv9PncmRlUD3HeWlJ/1QMPPJD2sEv37t3dYiWJAImBpnc/+OCDQ8GR3DTCmSuP4hJcWOzUU091d0fODQ9Ne1Iq3yl9Tn1eN0Tidskll6SOpw53ECCR0kyqF154YegRSl2FuB2rd911l/tyFDDNq5T825577rnu7kjptk3w+6Wp00uRPnewHuK+nRU8HgFSjgCJgEauaiZe95HDxo0bJ9ZJT472Vedbcp8m7Js9e7bzTihUuQoQdRwH+zxKNTySgo266iXOjnUCJIwAyZKeoNphhx3SgkNPWmntg5kzZ7rFbb/99kuV0yyhKA65CBD1tQSvbnUbB5Z2O0v1o3qKAwESRoB4quoJnH322Scx1qMqmrAvOeur/m8+LGKE7MUdIBo8FxznoQkembOpnOpB9ZGsG9VTHIMNCZAwAiRDVY0B0BTVTzzxhFu8Umpgkq874IAD3N0oQHEGiJ4CCo4w1xVvsT9tlSnVR/BOgOor6tH+BEgYAVJDyVHI7mhfdxRyTWj9iXXXXTf1HpqNFIUtzgDRHFDJ99bUKMU6ziNbqpfg1DGqtygRIGEESA1oRtxM5kGqCa2El3wfrU/w22+/uUVQQOIKEM1CG+z3KLYR5lFT/STrSvUW5Sy+BEgYAVKNbGdirY4GmW277bap99T6BChccQSIrnqDU7JrTiisWnDuLNVfVIMMCZAwAqQSUa8FUZVXX3019d6a52fatGluERSIOAJEiykl31OLHRX6xIi5onoKLqKleowCARJGgDiqWo1O65NnsxpdVQ4//PDUcfiFWbiiDhBNdRNsBCtbTwZVU30FwzeKqYMIkDAC5H++/CI362G71PGnNZl1LI0fKZRFf5Au6gDRmuDJ99NiR1HdhikVqq/gIlGqz2wRIGElHyCL5s2ye3udba02LR+bkdw0X9WQIUPc4rEIzrGz55570lgUoCgDZO7cudakSZPU+/Gjwo/qLVmHqk/VazYIkLCSDZCVK5bZF2/ebvec28TOal/H2raqY39oXD7FyN13353Tien0xdZaEnw5C1eUAaKVDJPvpTXC4S+4xrrqNRsESFhJBsgPX75iT1/T0u4/t05i63FcHTtp79WtZ49OtdZR2a9fv9SXU8tqamU0FI6oAkR/92DfRxzrppcS1V+yLlWv2fy7IkDCSipA5s741l67+7BUcCS3Qbe0t2kTa3dKEU3HsNNOO6W+oFqHGYUjqgAJdv62a9fO3Q0PqsdknWbzMAIBElYSAbJ08Vwb8cwl1r/TGmnB8VSPFjbp0/xZWezdd99NfUG1JrOW1URhiCpAgo0dMxREQ/UYRSgTIGFFHSC/r1xh3wzrZ49eun5acDx80Tr22Ws32crl5dOs55Pjjz8+9SU94YQT3N3IU1EEyMSJE1NTtTdr1iy1DACyo3pUfapeVb+qZx8ESFjRBsi0ce/acz13TL9d9Y+69u4jHWzxvOlu8byhqw5dfSS/qLoqQf6LIkA0eDX5Hkz1Hy3VZ7JuVc8+CJCwoguQBbMn2pv9jg/1c7zYey/7aVJhPA6p/o/kF1X9IlGNfEd8ogiQ1q1bp95jxIgR7m5kQfWZrFvVsw8CJKxoAmTZbwvt4xevsgc7N0gLjoFXbGLjRxXWH1tPiuhJrOSXVU9oIb9lGyCaxiZ5+0pLAyB6qlfVr+rZZ9ogAiSs8APk999t3MhH7fErNk4LjgfPX9NGv3i1Lf/N/7G92qQvaPLLqjEi8+ZlNwgK8co2QAYOHJh6fYcOHdzdiIDqNVnHqu9MESBhBR0gP00cZS/c/H+h21VD7z/RFsyZ5BYvKBqNrlHp66xZx7bZqI7d27uLWwR5JNsA0RLIydcPGDDA3Y0IqF6Tdaz6zhQBEpazAHEb+eq2VVk8d5q9+/DpiU7x4Ov+0+tPNn3ce27xgvX5mI9sr5b17Jjd6ljnw9ew2VNZSChfZRsgW265Zer1U6ZMcXcjAqrXZB2rvjNFgISturWOiBsS1W1VWbH8N/v01X/awxeunVb+0a5/sG+HP5B4bLfY9L/pdOt+bB27u2Mde+2ew93dyBPZBIhmis2mYUPNBYM60xl6CZCwqlvriNUkIKozccx/7MkeW6a9jwYGjni2S2KgYLFa+Mu0tMD8YeyrbhHkgWwCJPiEkGZ/RnxUv8m6zvRJNwIkzK8195BNgHz0fLe012vTr/G5M79zixYlDXpMfu5nrtk2MREk8ks2AfLII4+kXtu1a1d3NyKk+k3Wteo9EwRIWOatuadsAmTwbe3SGtApY19zixQ13boLXn19MfQOtwhqWTYB0q1bt9RrH3jgAXc3IqT6Tda16j0TBEhY5q25p2wCZNakj21I32Ns7Dv3lOyv74mfDkrV3yOXrGtLFsxyi6AWZRMgwelr3nuveB4CyUeq32Rdq94zQYCEZd6ae8omQFDu5TsOSNXh8Mcza6QQr2wC5IADDki9dty4ce5uREj1m6xr1XsmCJCwnLXmBEj2fv7xC3vgvNUSdaj/O2fKZ24R1JJsAmS33XZLvXb69OnubkRI9Zusa9V7JgiQsJy15sEAqW5D9d5/olOqrl66fT93N2pJNgGy7bbbpl67cOFCdzcipPpN1rXqPRMESFjOWmw3KKraUL0lC2fbgEuapuprwifPukVQC7IJkI033jjxunr16iVmIEB8VL+qZ9W36j0TBEhYzlpsQiI6Y9+6K1WXT3ZvbiuWLXGLIMeyCZCmTZsmXtewYUN3F2KgelZ9q94zQYCE5aw1J0Cis3Llcnvmuu1S9Tnm1V5uEeRYNgHCFUjucAUSrZy15gRItH786o1UfT50YSNbNHeqWwQ5lE2A0AeSO/SBRCtnrTkBEr3X+xyZqtO3HzrN3Y0cyiZAeAord3gKK1o5a80JkOjNmznO+neuX16v/6hrMydkNrcPopNNgDAOJHcYBxKtnLXmBEg8Rj7XNVWvL9y0R2KBLeReNgHCSPTcYSR6tHLWmhMg8Vi6ZL491vWPqbodN2KAWwQ5kE2AMBdW7jAXVrRy1poTIPH59v3+qbp9/PKNEuvDI7eyCRBm480dZuONVs5acwIkPr//vtIG9do5Vb+a/h65lU2AsB5I7rAeSLRy1poTIPGaMX54aonfBzs3sPmzJ7hFEKNsAoQVCXOHFQmjRWteRIY+cFIqpIfcd5y7GzHKJkCENdHjx5ro0SNAisjCn3+wh85fKxUiC2ZPdIsgJtkGyJlnnpl6/YABPAgRB9Vrso5V35kiQMIIkCKTXP72scs2sKW/znN3IybZBsjAgQNTr+/QoYO7GxFQvSbrWPWdKQIkjAApQrOnfGpLFs1x/zNilG2ATJs2zerWrZt4/WabbebuRgRUr6pf1bPqO1MESBgBAkQg2wCR1q1bp94j0yeEUL3gk26qZx8ESBgBAkQgigDp2bNn6j06derk7kYWVJ/JulU9+yBAwgiQEhB8hHpVG/xEESATJ05M3cZq1qyZLV261C0CD6pH1afqVfWrevZBgITRYpQANySq2+AnigCRdu3apd5n0KBB7m54UD0m61T164sACaPFKAEERPyiCpD+/ftH0tihQjCUVb++CJAwWpQSQIDEL6oAWbRoka2//vqp9xo2bJhbBBlQ/SXrUvWq+vVFgITRopQAAiR+UQWI9OrVK/VehxxyiLsbGVD9JetS9ZoNAiSMFqUEECDxizJA5s6da02aNEm930cffeQWQQ2o3pJ1qPpUvWaDAAmjRSkBBEj8ogwQ6dGjR+r99tprL/udhcIyovpSvSXrUPWZLQIkjBalBBAg8Ys6QDRTbLAvJJvO31IUfBhB9ZjpzLuVIUDCaFFKQDBAqtvgL+oAkYceeiitEZwzh+lpakL1FAxf1WMUCJAwWo0S4AZFVRv8xREgug2z9957p9739NNPd4ugEqqnZJ2p/qK6/UeAhNFqlABCIn5xBIh8/vnntvrqq6fe+7HHHnOLIED1k6wr1ZvqLyoESBgtSgkgQOIXV4DI9ddfn3rvRo0a2bfffusWQRnVi+onWVeqtygRIGG0KCWAAIlfnAGycuVKa9++fer9d9hhB1u8eLFbrKSpPlQvyTpSfaneokSAhNGilAACJH5xBojMmDHDNtxww9QxjjzySFuxYoVbrCSpHlQfybpRPam+okaAhNGilAACJH5xB4i8/fbbaf0hHTt2dIuUJNVDsk5UP6qnOBAgYbQoJYAAiV8uAkQeeeSR1JTv2tSolbJgo656Uf3EhQAJo0UpAQRI/HIVINK7d+/UsUo5RIINujbVS5wIkDBalBJAgMQvlwEiXbp0SWs8dRtn+fLlbrGipM8ZvG2lTfURNwIkjBalBBAg8QsGyN/+9jd3d+Q0OM4NkaOOOqron87S59PndMMjqsGC1bnooosIEActSgkgQOJ35513phqXNdZYw2666aacLEmr2zbBPpE2bdoU7TgRfS59vuRn1eeO+7aV6IrnrrvusjXXXDN17FK9beiiRQEiMHLkyLRfxdpatGhhzz//vFs0cuo4Dj6dtfbaaxfdiHV9Hn2u5GfU542zwzzpjTfesO222y70tx08eLBbtCQRIEBE3n333bQpxJObBrWNHTvWLR6pt956K22ciDbNCVXoEzDq/INzW2nT59TnjdP48ePTxpYkt9122y1xuxLlCBAgYmpgWrZsmdbw6Bdzp06dYm3QNXguOGJd23rrrZeY2jwXfQRR0vnqvHX+wc+jzxfHIMGkefPm2WWXXWb169dPO27z5s3t2WefdYuXPAIEiMGyZcvs9ttvT1tZUFvTpk3t7rvvju2JKU3foTmggre0tOnKqFBWNtR5uldy+jz6XFFPT5Kk933wwQftj3/8Y9pxNbdWz549bcmSJe5LYAQIEKtZs2bZ2Wefbauttlpaw6T76kOGDHGLR0az0Aangk9uWiN82LBhbvG8oPMKrmGe3PQ5opxV1zV8+HDbeeed046pDno9TTd16lS3OAIIECAHPv30U9t3331DjaMeSdX99jjoNpAWUwourpTc2rZta4MGDcrJk2LV0fF1Hjof9xx13jr/uG6/TZ482U4++eTQcffYYw8bMWKEWxyVIECAHHrmmWdsiy22SGuwdL/98ssvt/nz57vFI6HlXLUmuHs7TVuzZs3svPPOy3mDqePpuDq+e046T51vFMvQVkZjSa699lpba6210o670UYb2YABA2ILrGJEgAA5pvvpuq8eXLtCm+6/6z58XPf5586da7169ar0ikTbZpttZh06dEg0olOmTHFfnhW9n95X76/juMfWpvPS+ek84/LEE0+Ejt+gQQPr3r27LViwwC2OVSBAgFry448/2mmnnRZqSHfZZRd7//333eKRWbRoUeIJp8puqQW3LbfcMnGL7dJLL7V+/fol+igmTZqU2NxOZf3/yX0qp/J6nV6v93HfO7jpPHQ+Oq+4jB492vbZZ5/QsY877jibMGGCWxw1RIAAtezDDz+03XffPdS4nXLKKfbDDz+4xSOlBv+GG26odLBcnJuOp+Pq+HHSI79nnHGG1atXL+34WnwqrmnfSwkBAuQB3XfXyGp3MKDu01933XU5meNq2rRpiTmezjzzzMS4B7fRz2bT++l99f46TtzUOa9pTho3bpx2HhpX8u9//5vFuCJCgAB5RPfhu3XrlrgvH2z4dN/+ySefdIvHSp3Yo0aNSgSb5n7S7Z79998/8VitAkGbOsGT/1v/XftVTuX1Or0+rs7wqrz44ou21VZbpdWf5ie78MIL7ZdffnGLIwsECJCHvv/+ezv22GNDv+R1H/+TTz5xi6PMV199ZQcddFCozg4++GD75ptv3OKIAAEC5DHN+aT79cEGUffzdTto5syZbvGSpCuc888/PzT6fptttrGXXnrJLY4IESBAntP9+r59+4bmhdL9/VtuuaXWBwPWFk0Hc++994bGkqhebr311pKtl1wiQIACoV/auo/v/tLeeuutS2568aFDh9r2228fujI766yz7KeffnKLIyYECFBgvv7668R9/WDjqU33/7WvmKlv6Jhjjgl9dk2FMmbMGLc4YkaAAAVKVx26+gg2pLo6ueCCC3L+5FPc9HSanuxyp1nffPPN7amnnnKLI0cIEKCA6T6/+kEqG+/Qp0+f2KaNzxWNj3n44YdD42MaNmyYmN79119/dV+CHCJAgCKgJ7L0ZJY74lr9BHGv3heXDz74ILECYPDzaPvrX/8a+Vxd8EOAAEVEY0QqmxpdY0rUf1AIFA6nnnpq6DPsuuuuiVBB/iBAgCKkUeuVzTqrUe75Ouusbkdpfizdngqe9wYbbJBYFySuWYrhjwABipTmz9I8Wu66F+pP0DQj+bTuxdNPP13pOilXXHFFbOukIHsECFDkNKOvZvZ1bwlpBmDNBFyb9Ohtu3btQud29NFH23//+1+3OPIMAQKUCK0xorVG3MZaa5JobZJc0mA/DfpzO/1bt26dGCSIwkCAACVE/Qha9VD9CsGGW6sjqv/BXSgqasuWLbPbbrsttLyupiPRtCSF/thxqSFAgBKkfgWtw+4OzFM/hNZtj8PLL7+cmOAweDwNfOzcuXPRDXwsFQQIUMLGjx+fWHY22Khr0zKzn376qVvci6ZSP+SQQ0LHOPDAA23s2LFucRQQAgSAvfnmm6FlbVdbbTU7++yzbdasWW7xGtHiTRdddFFiMafg+2qxpxdeeMEtjgJEgABIUP/DPffcY02bNk1r8NVfcfvttyf6L2pC089r2Vh3+vl11lnHbr75ZqZZLyIECIA0c+bMsU6dOoWmjW/ZsqW98sorbvE077zzjrVp0ybtdXrSqmPHjjZjxgy3OAocAQKgUuqfaN++fVoYaDv00EPt22+/TSs7YcIE+8tf/hIqq3XSP/7447SyKB4ECIBqPf/889aiRYu0YFC/xsUXX2xTp061Hj16JKZJCe7fdNNNbeDAge5bocgQIABWSf0WN910U6IfIxgU7kBATZty7bXXJqZRQfEjQADU2PTp061Dhw5Wt27d0O2qk046ySZPnuy+BEWMAAGQMfVrJEez66mtYcOGuUVQAggQAN7oIC9tBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDw8v/38YODl2Uh7gAAAABJRU5ErkJggg==)
PN: 2602-3-52
CAS: 910442-37-4
Molecule Weight: 206.164
Formula: C9H9F3O2
PN: 2607-3-90
CAS: 886502-52-9
Molecule Weight: 222.163
Formula: C9H9F3O3
PN: 2621-3-52
CAS: 1979-29-9
Molecule Weight: 206.12
Formula: C8H5F3O3
PN: 2607-3-88
CAS: 1242252-68-1
Molecule Weight: 210.128
Formula: C8H6F4O2
Boiling Point: 96-98 ℃
Density: 1.33
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2909.49.1000
