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)
| Product Number | 2721-3-33 |
| Synonyms | 3-(Trifluoromethoxy)hydrocinnamic acid |
| Purity | 95 % |
| CAS | 168833-77-0 |
| MDL Number | MFCD01317834 |
| Molecular Formula | C10H9F3O3 |
| Molecular Weight | 234.174 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 1 g | 50 | In Stock | |
| 5 g | 93 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2721-3-33
CAS: 168833-77-0
Molecule Weight: 234.174
Formula: C10H9F3O3
![3-[3-(Difluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2621-3-1H
CAS: 1092460-66-6
Molecule Weight: 216.184
Formula: C10H10F2O3
![3-[3-Methyl-5-(trifluoromethoxy)phenyl]propionic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABNMAAATTAGGZUfAAAACO3pUWHRtb2xTb3VyY2UAAHichZVra9swFIb/ykGfF918TUhSQkph0DJYO9i3odhKaoitYju3f78jX7I48ezYRtLR+0jWeSVn/nRO93DUeZGYbEEE5QR0Fpk4yXYL8uvjZRKSp+U8QhEKs2JBPsvya8bY6XSi0adO1dlkNDIpqftn5yLpaE4ONfmOSc4F+/32+l4xkyQrSpVFGqkimRVV8NVEqqze4j9TsFTlxyRjtZyl+bEe7Y/k9ub0XMTk31rW2LdCFLbJXsPW5Kkq4Sg5xZt/g53OdK5KHcPmgmGHurj25fzt2USHVGclVu0ISaT272V+iDCQmr2ODjgYVr4/L0gqEFClSVd5ri5gazasBCgJygHlgvJA+aACUCGoKSjB8cF+gQKBCoESgRqBIhFg7vfaTv5x+dK4Ari9fuBVl2t4qa41pk9a0xzHCaApJPX9wG0LXBTHOT3scwPwMRi6EGJQirbVcJgU/MGkaT6UkoZBJZPcdxo1gQvO79DQQ1JSR2AhqOfacdrxOA2CoXaDtfF7WdvdTHJtd2ZDG9jVh+V8Y7L4pgpJvCAbQSqDfuptIRuPCJg81jlm0A5gpbeA7ALW0Suw6gOcLmD9HwbcLmB3y/AreV3A7q1hwO8CdicOA0EXsPt2GAgfgOkVkH3A9GHRgg+nyfZ3rKvO0Ahzb3d15oaXIu4cr8/oCHNnen2mRxi3hxlxXng9zIj5wu/JQTCSt+Bh1/cj7OaQsfbDiNWHjya7+aIy/B9Z/gWCENuc3waDaAAAKK9JREFUeF7t3QmUZGV98GFEwGEftgEjshoWQcCDoHIEAjiyKKKBSECBEaLyhSCGRQERR1ZRUFYVkUA0rCIa0KDCiKLgArITQERgWCTsDvv6fv2/PVV0v/R0V71d1dN1+3nOqYP2vVVdt6br/qru8t55EgAUmCf/AQC0QkAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREDrulVdeSRdccEH64Ac/mJZbbrm0wAILpGWXXTatv/76ad99903XX3/9oPnnmWee6jYnI00H5g7vSjpq1qxZaauttmqu9Od0G2ionw000nRg7vCupKPiW0es7JdYYol07LHHpjvuuCM9//zz6eGHH07XXnttOv7449O666476D4jBWKk6cDc4V1Jx1xyySXVin7xxRdPt956az55jkYKxEjTgbnDu5KO+ed//udqRX/UUUflk4Y1UiBGmg7MHd6VdMyKK65Yrejb+fYRRgrESNOBucO7ko6ZNGlStaJ/9tln80nDagRipBswvnhX0jECAhOLdyUdYxMWTCzelXRMYyf60UcfnU8a1kiByKdfddVVaccdd0zLL798WmihhdJqq62WDjrooPTEE08MuBfQbXN+10KbGofxTp48Od1+++355DnKA5HLp2+00UbpzDPPrH7Hc889l+6666605557ps0333zAvYBum/O7Fgo0TiRccskl09e+9rV05513VicSPvLII+m6665LJ5xwQlpvvfUG3ScPRG6k6eHxxx9PCy64YP5joIuGf1dCm8Z6KJOXX345zZw5M336059OO+ywQz4Z6KKh35UwCjGY4ve///207bbbVoMpzj///GnKlCnVYIr77bdfuuGGGwbNP1wgwpymDwzSGmuskR599NF8FqCLXvuuhB7ywgsvpJtuuilNnTo17bLLLvlkoIsEhFp44IEH0qKLLpr/GOgiAaEW4kispZZaKv8x0EUCQs9573vfmy699NJqiPgnn3yyOi8kDu098MAD81mBLhIQes6MGTPS+973vup8kzhceMMNN0zf+c53qp33wNgRELrq7rvvTkcccYSzxKGGBISu2meffarDbE899dR8EtDjBISu+td//dcqICeffHI+CehxAkJXCQjUl4DQVQIC9SUgdJWAQH0JCF0lIFBfAkJXCQjUl4DQVQIC9SUgdJWAQH0JCF0lIFBfAkJXCQjUl4DQVQIC9SUgdJWAQH0JCF0lIFBfAkJXCQjUl4DQVQIC9SUgdJWAQH0JCF0lIFBfAkJXCQjUl4DQVQIC9SUgdJWAQH0JCF0lIFBfAkJXCQjUl4DQVQIC9SUgdJWAQH0JCF0lIFBfAkJXCQjUl4DQVQIC9SUgdJWAQH0JCF0lIFBfAkJXCQjUl4DQVQIC9SUgdJWAQH0JCF0lIFBfAkJX7brrrlVAvv71r+eTgB4nIHTFSy+9lE455ZQ033zzVQFZbLHF0g9+8IN8NqCHCQgdN2PGjLT22mtX4Yjb/PPP3/zfm222WbrxxhvzuwA9SEDomDvvvDN9+MMfbsZi5ZVXThdccEHz28hSSy1V/fz1r3992nPPPdMjjzySPwTQQwSEUZs1a1Y66KCD0hve8IYqEIssskg64ogj0nPPPTdovsceeyztvffezc1aSyyxRDr++OPTiy++OGg+oDcICMVeeeWVdOaZZ6Y3vvGNVRBe97rXVTvN77///nzWQW655ZY0derU5jeVNdZYI/30pz/NZwPGOQGhyFVXXZU22GCDZgTe9a53pd/97nf5bMO66KKL0lve8pbmY7z//e9Pf/rTn/LZgHFKQGjLvffemz72sY81V/pvetOb0ne/+918tpY9//zz6ZhjjqmO0orHW2CBBdL++++fnnjiiXxWYJwREFry7LPPpsMOOywtvPDC1Yp+0qRJ6fOf/3x68skn81mLPPjgg2n33XdP8847b/X4U6ZMSaeddlp6+eWX81mBcUJAGNH555+fVlpppea3ju233z795S9/yWfriGuuuSa95z3vaf6ut7/97emKK67IZwPGAQFhjq677rq06aabNlfm66yzTrr88svz2bri7LPPTiussELzd++4447p7rvvzmcD5iIB4TUeeuih9IlPfKI6XyNW3ksvvXT61re+VZ3PMZaeeeaZ9MUvfjEttNBC1fNYcMEF06GHHpqefvrpfFZgLhAQml544YV03HHHpcmTJ1cr7DiD/DOf+Ux6/PHH81nH1D333JN22mmn5reRN7/5zemss87KZwPGmIBQ+clPfpJWX3315kp6q622Srfddls+21z161//Oq2//vrN57jRRhulq6++Op8NGCMCMsFFJCIWjZXyaqutVsVkvIqjsk4//fS07LLLVs83jtr6+Mc/nv7617/mswJdJiATVGyWis1TjYEOF1988WrzVWzG6gV/+9vf0gEHHFCdNxLPP84j+fKXv1ydVwKMDQGZYGJHeOwQjx3jseKNHeWxwzx2nPeiO+64I2277bbNb1Crrrpq+tGPfpTPBnSBgEwgcQjuuuuu21zZbrLJJtWhup0U42DF74kxsuJ2+OGHp+nTp1f/bfwspo80Xla7fv7zn6c111yzuWxbbLFFuvnmm/PZgA4SkAngrrvuSjvssENz5RonBZ533nn5bG2LUXgvvvjialPSO9/5zubhtq3eYv64X9w/HicebzRiVN8TTzwxLbnkktXjx6i/e+21V3r00UfzWYEOEJAae+qpp9IhhxxSDTsSK9QYhiSGI4lhSUrFuRnnnntu+tCHPtQcvn3gbZlllknvfve70y677JKmTZuWPve5z1XfQOK/8f/j5zE95svvG48XjxuPH7+nVFxnJK7F3hg2PoJy0kknGTYeOkxAaioGOIyBDhsr5xgAMQZCLBVjVcXYV41P93GLI6A23njjdPDBB1fDsbc7AGLMH/eL+8fjNMbBaqz04/fF7y110003pc0337z5mGuttVa69NJL89mAQgJSMzGkegyt3lhpxpDrMfR6qbgIVByt1fgWE7cNN9wwnXDCCemBBx7IZx+VeLx43Hj8xu+K3xu/P55HqQsvvLDaud54zO222y79+c9/zmcD2iQgNRE7peNiTnFRp1hJxkWezjjjjOqiTyXifItvfvObzaO14ttBbF668sor81m7In5P/L7Gt5J4HvF8SkfnjcN7jzrqqLToootWjxeH/8ZmtdHud4GJTEB6XFw29sgjj6wuIxsrxtiPcOCBB45qxRibujbbbLPmJ/b43zfccEM+25iI35s/l9FsiotvObEvphHa5ZZbLv3Hf/xHcWhhIhOQHnbyySenVVZZpblyjU/sd955Zz5bW+IcirhWeWPlesEFF+SzzBXxPOL5xPOK5zfacz3+8Ic/VDvzG69dDJEyXpYVeoWA9KgYpbax8lt77bXTjBkz8lna9tWvfrW5yegDH/jAuDu5MJ5PPK94fvE84/mO1ve+9720/PLLN1/LSy65JJ8FmAMB6VFxOG6s8OJkwNEOsx6bb+J8icaKOYYEGc/i+TVCF897tJuf4nDnlVdeuXq8H//4x/lkYA4EpEfF5qtY4cX5DqMVjxGPFUc8deIEw7EQz7NxZFgnXoN/+Id/qB7rF7/4RT4JmAMB6VGdCkjscG/E47LLLssnj2vxfBsRieUYDQGB9glIj+pEQOLoo3iMGJH3oosuyif3hHjejRGFY3lKCQi0T0B61GgDcu2111aXiI3HiOtr9LJ4/rEcsTyxXCUEBNonID1qNAGJncaNM7NjKPc6iOWI5YnliuVrl4BA+wSkR40mIPvtt1913/XWW686EbEOYjlieWK5YvnaJSDQPgHpUaUBiU08MUptXEiqbtcTj+WJ5Yrla3dTloBA+wSkR5UGpDE67T777JNPqoVYrli+WM52CAi0T0B6VElArrjiiuo+kydPrq6JXkexXLF8sZyxvK0SEGifgPSokoC8973vre5z6KGH5pNqJZYvljOWt1UCAu0TkB7VbkBuu+22agTaGM58NNfW6AWxfLGcsbyx3K0QEGifgPSodgNy0EEHVfPvvvvu+aRaiuWM5Y3lboWAQPsEpEe1E5C4CFNjxNlf/epX+eRaiuWM5Y3lbuUiVAIC7ROQHtVOQP74xz9W866wwgqjHrm2V8RyxvLGcsfyj0RAoH0C0qPaCcgxxxxTzbvHHnvkk2otljeWO5Z/JAIC7ROQHtVOQLbccstq3rPPPjufVGuxvLHcsfwjERBon4D0qHYCsvTSS1fzzpw5M59Ua7G8sdyx/CMREGifgPSoVgPyyCOPVPPFYa0TUSx3LH+8DsMREGifgPSoVgPym9/8pprvHe94Rz5pQojljuWP12E4AgLtE5Ae1WpAGvsBPvKRj+STJoRY7lj+kfb/CAi0T0B6VKsBOfXUU6v56nLdj3Y1rhMSr8NwBATaJyA9qtWAHHvssdV8++67bz5pQojljuWP12E4AgLtE5Ae1WpADjvssGq+Qw45JJ80IcRyx/LH6zAcAYH2CUiPajUgvoH4BgLdIiA9qtWA2AdiHwh0i4D0qFYD4igsR2FBtwhIj2o1IL/+9a+r+TbYYIN80oQQyx3LH6/DcAQE2icgParVgDz88MPVfIsttlg+aUKI5Y7lj9dhOAIC7ROQHtVqQMJSSy1VzXvfffflk2otljeWO5Z/JAIC7ROQHtVOQBrXQj///PPzSbUWyxvL3cq10QUE2icgPaqdgBx55JHVvHvuuWc+qdZieWO5Y/lHIiDQPgHpUe0E5Le//W0179///d/nk2otljeWO5Z/JAIC7ROQHtVOQF588cW0zDLLVPNfc801+eRaiuWM5Y3ljuUfiYBA+wSkR7UTkPDpT3+6mn+fffbJJ9VSLGcsbyx3KwQE2icgPardgDQ+kU+ZMiU999xz+eRaieWL5WznG5eAQPsEpEe1G5Dw9re/vbrPN77xjXxSrcTyxXLG8rZKQKB9AtKjSgLy/e9/v7rPSiutlF544YV8ci3EcsXyxXLG8rZKQKB9AtKjSgLy8ssvpzXXXLO63ymnnJJProVYrli+WM5Y3lYJCLRPQHpUSUDCD37wg+p+SyyxRPq///u/fHJPi+WJ5Yrli+Vsh4BA+wSkR5UGJGy11VbVfXfdddd8Uk+L5YnliuVrl4BA+wSkR40mIH/+85/TpEmTqvvXZXiTxrAlsVyxfO0SEMaVV16JP+qUttkmpSlTUpp//v7/br11Suee2z99KH1/w9VtTkaa3qbOPRJjajQBCY37x2i1d9xxRz65p8Tzb4y6G8tVQkAYN558sj8cjZX9ULcIScyXGykQI01vU+ceiTE12oCEHXbYoXqMt73tbenxxx/PJ/eEeN7x/GM5YnlKCQjjxvbb96/kJ09O6fjjU5o5Mw4vTOnee1M64YSUlliif3rMlxspECNNb1PnHokx1YmAPPHEE82jsjbeeOP07LPP5rOMa/F843nH84/liOUpJSCMC5de2r+CX3jhlG66KZ/aL34e02O+yy4bPG2kQIw0vU2deyTGVCcCEu655560/PLLV4/1gQ98oGciEs8znm8873j+sRyjISCMCzvv3L+Cnz49nzJYTI/5PvrRwT8fKRAjTW9T5x6JMdWpgISbb765edGp+EQ/3jdnxfNrfPOI5x3Pf7QEhHFhpZX6V/Aj/U3Ht5CYb5VVBv98pECMNL1NnXskxkyMLjt16tRqhRdDlj851M60Nt1yyy3NbyKxT6HkSKaxEM+rsc8jnm8879H661//2twJf8ABB+STaVNcfz7Cvuqqq3bk32dCmTSpfwU/0paAZ57pn2/BBQf/vBGIkW4d0rlHYkz89Kc/TWussUa1smvc3vjGN6YzzzwzvTKnQ/taFJuBGvtEYoV63nnn5bPMVfF8Giv6eJ6j3Wz1/PPPp6OPPjotuuiig17P+Hbzxz/+MZ+dEcS/x0477TTotZxvvvnSv/3bv6VHH300n52htBuQhRYa/POBkRju1iGdeyS66k9/+lN6//vf33xjvuUtb6mutPfOd76z+bMNN9wwXXXVVfld2/K3v/2teXRW3OLkvLl9xnr8/sZJgnGL5xfPczR++MMfVp+QG4+57bbbpi984QvN66bMO++8aY899pjry94LnulbmU2fPr1vXbZQ9dot2PepOL7JfeITn6gCEj9bcsklq82urVybZUKzCYtOiiOL9t9//7TAAgtUb8T4BH7MMcdUn55DfOv4z//8z/R3f/d31fTXve516WMf+1i67777skdqT7zZGycbxvAgMcbUWA/AGL8vfm9jeJJ4PqXneTTE/pItttiiGY63vvWt6dI48mW2eL333XffNP/881fTF1988fTVr351zJe9V5x99tlphRVWaL6eO+64Y7r77rub02+88ca0+eabN6evtdZa6bL8yCFe1fcNrlrBf+lL+ZTB7ERnODEQ4Gmnnda8rkV8It59993Tgw8+mM9aif0gn//859Mb3vCGav6FF144HX744aM6qir2NzSGPYnbiiuuWK3Qu309kXj8+D3x+xq/O57HaPbLxCaUOOBg4Cfik046aY6fiG+//fa0zTbbNH9/7Gu6+OKL89kmrLjOynve857m6xND519xxRX5bE0XXnhh34flVZrzb7fddqP696ytn/2sfwW/yCIO46VMvBEb1+6IW7xRW70w0l/+8pe0/fbbN+8bQ5uPdriSCy64oLlvJG4RtbjiX6vPqVXxePG4jWjGLX5v/P5SEYgIRQQjHi8CEiFpdZv8JZdcMmif0/ve9770v//7v/lsE0Z8gIkPMvGBpvG3EB90Whn5OD4YHHXUUc19TvFh53Of+1yaNWtWPuvE1hfXaiUfJwzGiYNxAmF8A46tCiee6ERChhZf/WMTQGNlFZsGYhNBicsvvzyts846zcfadNNN03XXXZfP1rLYVBbX11hvvfWajxm32BfzqU99qtrBff/99+d3G1bMH/eL+8fjDHzc+D3x+0ZzYEBsmopNVI3HjE1XJYf8xuarr3/962ny5MnV48TmrbhU7mOPPZbPWluxyTQ2nTYOYohNqrFpteTkzQceeCDttttu1ebWeKzlllsunXHGGaP6t+45EYXY/LTuunEY4OBpEdQtt3x1ZT/ULQYMHeroy8b0ORlpeps690gUe/rpp9Ohhx5a7XyMN1TsjIydkrFzcjReeuml9K1vfSstvfTS1eO+/vWvr3ZsPvzww/msbYlvCrECbexwHniLFcw73vGOtPPOO6dp06ZVO1NjWeK/8f/j5zG9sSIaeIvHi8cd7TebGBvrgx/8YPNxY2d57DQfrXjdInbxOsbjxqGqcfXDeJ3r7KKLLhoU+DiYIw7qGK3f//736d3vfnfzcePv4sorr8xnq5fYpBz7NxqboGJT1YB9Rk0R0xg0MULR977o++rc/9/4/+ecYzBF+p111lnpzW9+c/NNFIdBjvbw1FycePeZz3ymuWM4Pkkfd9xxo94xHCvO3/72t9XRYPHpvrGZqNVbzB/3i/vH44x2RRxHZn32s59tHnAQm0riMN3GAQedcv311zdPPIxbnJdSxxMQ4xyOxvlGcYtNeXEYead973vfS29605uav+ejfZ/M741P6HUTh8WvuOKrK/F/+qeU7rorn6unCMhc8tDVV6dpG23UfNOsv/761QlY3XTrrbcO2im++uqrp//5n//JZxuV+JQehxLHeSlxi23e8Q0k/tv4WUwf7beggWL7++mnn56WXXbZarli+3x824kTBLspNrGtvPLKzdfzH//xH9Odd96Zz9ZzYtPc3nvv3TzgII6CO/744+d4wEEnPPXUU+mQQw5pHvkXB4F8qe+T+mi/hY8L116b0iabvBqO2Gz1y1/mc/UkARlrsVL7+MfT9X0rub36/piW71vpxcqvlZ2QnfLjH/84rbbaas0V39Zbb51uu+22fLae8Jvf/KaKb2NZNuqL8h/+8Id8tq6JHcNHHHFEWmSRRarfHzuGDz744I6MDjDW4htgHP3WGNYmNtXtueee6ZFHHsln7Zq7+j6R/1PfJ/PGv2cciXdubMrpRQ89lNK//EvqeyH7wxGboE49NV7ofM6eJSBjJTajfPnLKS22WP8f0wILpGsPOCA9PcoT4krF5qtjjz22Os8h3qixeevf//3fx/04WA0zZ84cdNZzDGvyX//1X/lsYyYOCNhll12aO4bjvJxOjA4wVmbMmJHWXnvt5uu52WabVedwzC2/7PuEvm7fJ/XG89mk7xP8tfFJvhfEpuG+91bfm6v/vR4Xg+p7b6UeeW+1Q0DGwo9+lNKqq776FXbbbWNPbz7XXPFQ36ekf+n7lNTYMRw73E/t+5Q02v0R3TLUWc9xAEIciDAexL6cfHSA+Nl4FedifOhDH2o+3zhXo93ryXdL/A3G32LjYI34G42/1fibHbf6vt33fb1/9b0eF37q0W/3rRCQbopDRrfY4tU/pjXXTOnnP8/nGhfi0118ymusSOLTXxwKPJ6cc845g856/shHPjLorOfxYqjRAeLbyWhHB+ikOPfiwAMPbJ54Gpvg4mCGbp8kWiK+Fce344GjA8S359EeBNJRt946+NDb1VdPqcP7F8cjAemGOEltr736D72LP6Yll+w/AaiLOyE7Jc7LGHgGeIw7Fdul56YY2DA/6/lXv/pVPtu4E/tBYn9IJ0cHGK2IW5xzEQNwNuIW44y1ew7P3BD76WJ/XePvIPbjxf68uemZvrg9uM8+/Zup4r0eVxH82tf6N2NNAALSSRGIk07qD0b8MUVA4nodY7gTshNiBXfYYYdVK7x4o8aRMXGETBwpM5ZiIMMY0LBx1nNsymj1rOfxJEYHiCO0Giu+GB0gjuAaa3H02wYbbNB8Hu9617vS7373u3y2cS+OHIwjCBvLsWXfJ/84wnAsxea1b37zm2mrpZdOp8d7PXaUf/KTcRhiPmutCUinxIB8a6316lfYzTef81g2PSKOxY9j8htv1DhW/7vf/W4+W8fFeRtf+cpXBp31vN9++xWd9TyexLkiA0cHiHNJ4pySbptb/47dFJuvvtb3SX/g6AAxDM5YHASS/zt+ZdNN09Nj8O84HgnIaMXO8MbYNXGLneUXXpjP1dPi7OD8k2ucRdwNcdZzDFzY+F1x1nMMbFgXjU+uA0cH+GTfJ9dOnhfTMF6+SXZTvG7x+g08CCRe324cBNKNceZ6nYCEONQy/hC22SalKVP6t2fGf+MIijgGfU6HYvZ9So7DcatwLLpoSkcd1X+4bg01tp3HuEXx5olt5zGeUYxr1AkxQOFYnPU8XsTJevGJeeDoAPGJulM7hsfjvqxuim9yMd5bY3njG0KnRgfoxkjXdSEgccJXhCMiMKdbhGSoE8NiX0ffijRNmxYjxOVTa6nTR+/EijTGv2qsSBtnPXdqRTrexbb72IbfWPGNdnSAGDBzvB9N102xbym+GTSWP/Y9xTeHEkMdTdeJa+3UiYDEkMgRiTh6om/FlWbO7D+CIsbiiaGUhxs6OQaUG+Odd+PFaM8fiE0MMRDhwLOeY6DCbmzK6QWjHR0gzo2IgTJ75XyebopvBvENobHpLj7sxDeIdkYH6LXzeeaWiR2Q2PEdcYiRMee0w3u4i7dQXV2u3TOY87OeY2fyDTfckM824Qw1OkBcHXG4HcNxnxgYs1dHFOim+KaQjw7wxS9+cdjRAeLvMD4YNe4Thzv30ogCY21iB2TnnfvDEJeHHM6cLh9JpdUxlGKgwQ9/+MPNcMRAhKO5WFRd5aMDxOHL3/72t19z+PJPfvKTQd9aYqDMdr61TBTxzSG+QTRepxiaPv820RjTrHHIeC+PaTaWJnZARnsBewaZ0yiu8fODDjpo0H6TeLOW7jeZKGJ0gI033ri54ouLbMUYUUONqhwxYc7iG0RcOqDxmjVGB4gTKONDzMBRleM23OV5edXEDsikSf1hGOloihhSOuZbcMF8CkPIryPRCEovnfU8nsRotAOPqGp8Su7UdV0mir322qt63eKyxI0PM41veXGL67o0Lqc8HofIGY8EpJ2ALLRQPoVh/Pd//3fzfIf4lNyLZz2PFzGIZFwfoxGPcT+o4DjUCMhJJ51UbU5tfIuLmDSuLNm4uJuAtGZiB8QmrK6LzVQREjshOyNWfPn2e1ozMCANsUlw4LlMAtKeiR2QnXbqD0Nco3g4dqJDzxsqIDkBac/EDsjPftYfhriwvcN4odYEpPMmdkBCYxyrOGEwThyMEwhjp2ScbRpDsA93IiHQMwSk8wRk1qzBF4IZ6rbVVkMPZQL0DAHpPAEJsYM3Bk2MUMSF7+M6HvHf+P/nnDPnwRSBniEgnScgwIQgIJ0nIMCEICCdJyDAhCAgnScgwIQgIJ0nIMCEICCdJyC5uCTtZz+bktE4oVYEpPMEJPfLX/af+zF1aj4F6GEC0nkCkpsxoz8gm22WTwF6mIB0noDkBARqSUA6T0ByAgK1JCCdJyA5AYFaEpDOE5CcgEAtHdkXkLf1vbfPHiYgU/sCEvPcLyAtEZCcgEAtXd0XkLP63tu3DxOQH/YFJOZ5SkBaIiA5AYF66gtI9d4eJiCpLyDVPALSEgHJCQjUk4B0nIDkBATqSUA6TkByAgL1JCAdJyA5AYF6EpCOE5CcgEA9CUjHCUhOQKCeBKTjBCQnIFBPAtJxApITEKgnAek4AckJCNSTgHScgOQEBOpJQDpOQDJP9gXkxr4/oDsFBOpFQDpOQDI39wVkp74/oMMFBOpFQDpOQDIz+gIS1wPYTECgXgSk4wQkIyBQUwLScQKSERCoqb337o/DKafkU1614or989x7bz6FIQhIRkCgpq65JqXddktp5sx8yqu+852U9t8/pVdeyacwBAHJCAhAawQkIyAArRGQjIAAtEZAMgIC0JqOBeTUT84z7K1X9HJA8tc8v8GEFzvHzz8/pW22SWnKlJTmn7//v1tvndK559p53qaOrVXylVV+6xUCAjX15JP94YjDdOd0i5DEfLSkY2uVuqyk6hAQYAjbb98ficmTUzr++P7DeV94of+cjxNOSGmJJfqnx3y0pGNrm7qsvAQEaujSS/vjsPDCKd10Uz61X/w8psd8l12WT2UIHVvb1GXlJSBQQzvv3B+G6dPzKYPF9Jjvox/NpzCEjq1t6rLyEhCooZVW6g/DzTfnUwaLbyEx3yqr5FMYQsfWNo2V11C3gZ576tF0w6XHpWsunt6R2y/On57OOGV63weHztx22223KiDLLbfca6aN5nb8V6anH57x2udfervv1td+xc5f9zn9G8CEM2lSfxiefTafMtgzz/TPt+CC+RSG0LE1S77CmtPK6+ofHfKa6aO5fWGHedImb52nWumP59tKy8yTdtv0tc+/9Hba/5s/vfzyi4Ne23yegTeY0NoNyEIL5VMYQsfWLK2uqGY9cle68py90+VnTuvI7cKTp6WjD56Wpk3rzG3q1KnVCn/xxRd/zbTR3Pbfe1o67ejXPv/S2+1XnpG/tC3/G8CEYxNWV3RsbVOXlZd9IFBDO+3UH4YvfSmfMtj06Xait6Fja5u6rLwEBGroZz/rD8MiiziMt4M6trapy8pLQKCmttuuPw5xwmCcOBgnEMaJhPfdl9KJJzqRsEDH1jZ1WXkJCNTUrFkpbbllfyTmdNtqK0OZtKFja5u6rLwEBGosBkuMQRMjFMssk9J88/X/N/7/OecYTLFN1jaZXg4IwFgSkIyAALRGQDICAtAaAckICEBrBCQjIACtEZCMgAC0RkAyAgLQGgHJCAhAawQkIyAArRGQjIAAtEZAMgIC0BoByQgIQGsEJHPd72ekqevMk/bfQ0AAhiMgmXtumZGO3XWedN7RAgIwHAHJ3H/rjGpI9IuPExCA4QhIRkAAWiMgGQEBaI2AZAQEoDUCkhEQgNYISEZAAFojIBkBAWiNgGQEBKA1ApIREIDWCEhGQABaIyAZAQFojYBkBASgNQKSERCA1ghIRkAAWiMgGQEBaI2AZB574Jb07U/Nm2ac/tF8EgADCMgQnnzk7vTSi8/lPwZgAAEBoIiAAFBEQAAoIiCzxZFXw90AGMyacbY8GPkNgMGsGWcTCoD2WGPOJiAA7bHGnE1AANpjjTmbgAC0xxpztnynuR3oAMOzdpwtj4aAAAzP2nE2sQBojzXmbAIC0B5rzNkEBKA91pizCQhAe6wxZxMQgPZYY84mIADtscYEoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIr8f2q2ari42TsnAAAAAElFTkSuQmCC)
PN: 2721-3-74
CAS: 916420-57-0
Molecule Weight: 248.201
Formula: C11H11F3O3
![3-[2-Methyl-5-(trifluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2721-3-72
CAS: 1373921-10-8
Molecule Weight: 248.201
Formula: C11H11F3O3
![3-[4-Methoxy-3-(trifluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2621-3-1N
CAS: 1261587-75-0
Molecule Weight: 264.2
Formula: C11H11F3O4
PN: 4657-3-56
CAS: 439587-14-1
Molecule Weight: 249.189
Formula: C10H10F3NO3
![3-[2-Methoxy-5-(trifluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2621-3-1G
CAS: 1017779-17-7
Molecule Weight: 264.2
Formula: C11H11F3O4
![3-[4-Fluoro-3-(trifluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2621-3-1M
CAS: 1240256-80-7
Molecule Weight: 252.165
Formula: C10H8F4O3
Boiling Point: 178 ℃
Refractive Index: 1.3202
Density: 1.561
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory
HTN: 2918.99.4300