| Product Number | 2707-3-36 |
| CAS | 915799-68-7 |
| MDL Number | MFCD29767774 |
| Molecular Formula | C14H12F2O |
| Molecular Weight | 234.246 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2707-3-36
CAS: 915799-68-7
Molecule Weight: 234.246
Formula: C14H12F2O
PN: 2707-3-X7
CAS: 915799-67-6
Molecule Weight: 234.246
Formula: C14H12F2O
PN: 2807-3-05
CAS: 70097-65-3
Molecule Weight: 252.236
Formula: C14H11F3O
PN: 2807-3-23
CAS: 1206593-24-9
Molecule Weight: 206.164
Formula: C9H9F3O2
PN: 2807-3-01
CAS: 70097-64-2
Molecule Weight: 252.236
Formula: C14H11F3O
![[2-(Trifluoromethyl)phenoxy]acetonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB2xAAAdsQHU2oSgAAACGXpUWHRtb2xTb3VyY2UAAHichZRtb+IwDID/ipXPR9I0fQFEmdAmpJO2O+m2SfftFNrAKtFkSsvbvz+nL4PCXYFSW7Yfh9hOZg/HYgt7Zcvc6IRw6hFQOjVZrjcJeX9bjsbkYT5LMQgDdZmQj6r6nDJ2OBxo+qEKeTSapqYgjX96LPNezEFQYzfM9zzOfr88v9bMKNdlJXWqkCrzaVkbn00qq/pf/GcJVki7zzVrwllh9022P77nHo8ey4yc9/KIvgWisM63CtbGFrKCve9RfLxvsFFaWVmpDFYnNAsa4N7ns5cnk+4KpStUXYY8ldvXyu5SNBRmq9IdJkPl+1NCCo6ArEyxsFaewGnOLDlIH6QAGYAMQUYgY5BjkBOQ3MMf+jkGcIzgAdZ7q9yCb6dPlZAlPMIS3Pv8/Vm/f2CxfNciIUQMrRi57UQCfDqOz1afRlEcdKI14q7x04lRl6CTbfAIy+BxnIITrhVSMcFYQcfhjfCp4Cg4DQOXrkvr0Tg+r9J629iWDGiE4wBNcqwg+yrhfLYyOrtQIc8SsuKkru0vtS79trwEjM2UxXK4BC70EvD7gGvGMCBugGAYCG6AcBgI+4Abiy9g8S8g6gNuiIaBuA+4kRsGxn3ADegwMOkD9TgPE85/te27yHW36xMzXFx+1fDmhN1hrnrenMg7zFXbuxPcMuLMsItBZt29gerNncIuLhyG1+z8L3vZoIiiFqFNAAA0nklEQVR4Xu3dC7xVc/7/8ag0lRIZlxKl3AchIsotd4PhgYafS5gw/JhihhEl1ZjwC5P7NdTQX24/Bg3j0tRPSo2IlEulku7Xo5t8/ue9s3d7f9c5p853r73OWnu/no/Hejxof9dea3/3Oet91uXz/dYyAAA81HL/AQCATUGAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8BJpgBx00MM5y/vvT3ebBGS3B1A8Hu5Wq1oL4ifSb8UNkLPP/n+2bt1PbrMcBAhQnNyA2NiC+In0W3EDRMuLL052m+UgQIDi5AbExhbET6TfihseWk444RlbuXKt2zSDAAGKE+GQfJF+c25wpP/70UfHu00zCBCgOBEgyRfpN5cdBi+88Hnmvzt2fMIWLVrpNk8hQIDiRIAkX6TfXHYY/PjjOjvzzGGZ/x8wYJTbPCWfANFTXkOHfmJLl65yXwJQwwiQ5Iv0m3PD4F//+ibz/+3bP2ozZixx1gius6k+/XSutWu3fr1jjnnKhg2blAotAPFAgCRfpN9cRWFw8cUvZf7tj3/8Z1br9SpaZ1N8/PGcnHW16LHhDz+c5TYFUAOyA2RjC+Ip0m+mojAYP/67nH//5JO5WWtUvM6meuWVL1JnH26QXHfdCJs5c6nbHECE3JCoakE8RfrNVBYG1177RubfL730lZzXKltnU+n+x513jk5dIst+r8MOe8wGDfrQysrWuKsAiIAbElUtiKdIv5nKwuCrrxbawQc/knntvfemZV6rbJ3q+uabxXbVVf/IeT8txx//jP3v/06xn6ouiAcQMgIi+SL95qoKg1tvfTfz2llnDcsMcVLVOj5Gjpxhv/nNc4EgueCCF23ixO/d5gAKhABJvki/uarC4Pvvl6cuK6VfV52IVLWOr7Vr19nTT0+0I498MhAkN9/8L5s7d4W7CoCQESDJF+k3t7EwuOeeDzKv69LSDz+s3eg6+Vi48Ae77bb3cy6faTniiMftkUfG2+rVP7qrAAgJAZJ8kX5zGwsD3fA+6qgNZwUPP/zRRtcJw+TJ8+2yy17J2ZaWU08dav/859ducwAhIECSL9JvblPC4KmnPs600RAnm7JOWEaM+MpOOWVoIEh+97v/tS++mO82B5AHAiT5Iv3mNiUMdNnopJOGBA7iVa0TplWr1qbOfA4//PGcbesyV9++71c6ZheA6iFAki/Sb25Tw0AFgG54VLbO449PsF//+u+psbSWLAnv4K6b+j17/iuwD7rx/swzE1M34gH4I0CSL9JvbmNhkKZHeDXsiHvwdqndIYdsKBA8+ujB9ve/fxrqmFcaEkWP+Lr7okeB//3vGW5zAJuIAEm+SL+5qsLApZF03YN2RXr0GBFopzqS//u/mW5TbwoqnRUdd9zTgW397neD7auvGF8LqC4CJPkS/83p4K5pcTt3Do55pSFSKhrh19eKFavt3nvH2KGHrj/r2X//u2zXXbtZs2ad7frrb7HFixe7qwBA0Up8gKQtX77aBg78IDDmlQ72qi/R62H59tul1r37m7bHHn+y5s3PsMaN97LNNqtj2267rT300EP244/UjwAofkUTIGk647jmmg2DM6YXXX566aXJmSFSwjBq1GfWocN5tsUWTa1WrVqZZb/99rN3333XbQ4ARaXoAiRt9OhvU/dC3CA577wXbMKEOW5zb2vX/miDBg2ybbbZJidEtJx11ln2zTffuKsAQFEo2gARPWqrKW2zq9vTy5///LZ9991ydxVvCxcutKuuusrq1KmTEyL16tWznj172vLl4W0LAOKgqAMkbfHilda//8jAmFcdOjxuDz00zlauXOuu4m3SpEl27LHHBs5GmjVrZk899ZT9xLjxAIpESQRI2tSpC61bt1cDZyMnnzzU3njjS7d5Xl5++WVr3bp1IEjat29vY8aMcZsDQOKUVICkvf3216nqdTdILrnkFfvss3luc2+rV6+222+/3Ro1apQTIptttpldeOGFNnv2bHcVAEiMRASInpz68MNZodZ0aMwtDYPiDtioy1x9+rxnCxaUuat4mzNnjnXt2tU233zznCDZcsstrV+/frZq1Sp3FaDkrC5bbF+OGWJlS75zX0JMJSJAdJ8ifXAPe0DDefPK7JZb3rF27XLPRjp1etIGD/6PrVkT3rAo48aNsw4dOgQua7Vq1cqGDx/uNgdKyssDOqSq0p/5U7PyPxrDuy+JwklEgOiJqeyDeyEGNPzkk7l20UUvBS5rnX76s/buu+E+ijtkyBDbaaedAkFy1FFH2cSJE93mQEl47KpfZIY2Wb7oW/dlxFAiAkSV31EMaKgHpF57bYqdeOIzOdvZe+/e9tvf9rfJk79yV/FWVlZmvXr1svr16+eESO3ate3yyy+3+fOZfwSl5bHf19sQIAvD+71G4SQiQKSqAQ2vvvofNm1aeONQlZWtsfvvH5uao71t27utdesrbLvtjrVGjVqmaj1U8xGW6dOn27nnnhs4G2nSpIndfffdtmbNGncVoCgRIMmTmABJcwc0TC8aA+uuu0bbsmXhjXk1e/Yy++//1uWms2yrrX5lm2++RergrqpzVZ+vXRveddr333/fDjjggECQ7LnnnvbGG2+4zYGiQ4AkT+ICJC09oKF7NnLssU/ZCy98HuqYV//+9wRr1+6owMF9n332sbfeestt7m3dunX26KOPlp/tbBfY1imnnGJz5851VwGKBgGSPIkNkDQ93lvR5FNdujxvH30UXp2FRth98MEHUyPuugf3008/3b76Krz7I0uWLLHrrrvOtthi/RlPetG9EaBYESDJk/gAEc1AOGzYpNSMhG6Q/PGP/0xdigqL5vy49tprrW7dujkHdx3sb7jhBlu2LLxtTZkyJXXmkd5G79693SZA0SBAkqcoAiRt6dJVqbnRs6e51aKb4boprpvjYZk8ebKdcMIJgbORHXbYwZ544olQx7waNWqUvfDCC6HecwHihgBJnqIKkLSvv15kV175WuBsRI/n6jHdEI/t5e/3mu2+++6BIGnXrl3qwA9g0xAgyVOUAZL23nvTUoWAbpCoYPDTT8O7Ia1Hbe+66y7baqutAkFy3nnn2bffUhQFbAwBkjxFHSCioUg0JIk75pWGLunV693UUCZhmTdvnl122WWpYsDsEGnQoIH16dPHfvjhB3cVAD8jQJKn6AMkTYMjapBEd04QBYsGVdTgimGZMGGCderUKXA2svPOO9tzzz3nNgdgBEgSlUyApGm49q5dXw5c1vr1r4fam2+GOw6VwmKXXXYJBEnHjh1t/PjxbnOgpBEgyVNyAZL2+utf2kknDckEyD773FZ+hnB+eZBcYZ98Mslt7k2XrXT5qmHDhjkhoqHdL730UooDgZ8RIMlTsgEimspWQ8UfeugD1qbNVbb99sdZgwa7FGRAw5kzZ9r5558fOBvRjfc777yTMa9Q8giQ5CnpAEmbPXuxXXnl3dakyf7l4bFhdNxCDGg4evTo1CO+bpDstttu9tJLL7nNgZJBgCQPAZJl1KgxkQxoqCLDJ598MlV06G5LN9o///xzdxWg6BEgyUOAOKoa0PDkk09ODS8SFg17ouFP6tWrl7MdDZNyzTXX2KJFi9xVgKJFgCQPAVKJygY01P/36NEj9XpYNBDjrrvuGgispk2b2gMPPJAayBEodgRI8hAgG+EOaJhefvnLX6bOVHTGEpa33347NUS8u619993X3nnnHbc5UFQIkOQhQDbRm2++mboX4h7c27Ztm5oMKiwaMPG+++5LTVrlbuvMM8+0r7/+2l0FKAoESPIQINWgg/s999xjW2+9deDgfs4556Smpw2Lps29+uqrrU6dOjnb0f2Sm266yZYvX+6uAiQaAZI8BIiHBQsW2BVXXBEY86p+/fp2yy232IoVK9xVvH322WfWuXPnQGDtuOOONnjw4FCHjQdqEgGSPARIHiZOnGhHH3104OC+00472ZAhQ9zmeXnllVesTZs2gW0dcsgh9sEHH7jNgcQhQJKHAAmBJntq1apV4ODeoUMHGzt2rNvc2+rVq23AgAHWuHHjnO1sttlmdsEFF9isWbPcVYDEIECShwAJyapVq6x///625ZZb5hzcNebVxRdfbHPmzHFX8fb9999b165dU++dvS2Nt9W3b19buXKluwoQewRI8hAgIZs9e7ZdeOGFqbOC7IN7o0aN7Pbbb0+dRYTlo48+ssMPPzxw5tOyZUt7/vnn3eZArBEgyUOAFMiYMWPs0EMPDRzcW7dubf/4xz/c5nkZOnSotWjRIrCtI4880j7++GO3ORBL9/+unv2ta63UsmwBAZIEBEiBPf3009a8efOcA7suPU2aFN6Q8VJWVma9e/dOPQmWvS09KdatW7dQRxYGCuHyE+rZpcfUSi0L5xIgSUCARECP9fbs2dN+8YtfZA7shZpQasaMGdalS5fA2YhGFh44cGCoIwsDYeqwVz1r17pWapkzmwBJAgIkQtOmTUsFybBhw9yXQjdy5Eg78MADA0Gyxx572Ouvv+42B2rclg3rWd06tVLLtzMIkCQgQIqYxul67LHHKhxZ+KSTTrIvvvjCXQWoMdmjUutMGvFHgJSApUuX2vXXXx8YWVjDxnfv3t0WL17srgJEjgBJHgKkhEydOtVOPfXUwNmIRhZ+5JFHGDYeNYoASR4CpASNGDHC9tprr0CQaGTh9957z20ORIIASR4CpERpZOF77723wpGFzz777NQNfyBKBEjyECAlTiMLX3nllYFh4/XI8c033xzqyMJAVQiQ5CFAkPLJJ5/YMcccEzgbURHkM8884zYHQkeAJA8BghwvvvhihfOzH3bYYfbhhx+6zYHQECDJQ4AgQAM+/uUvf0kNAJkdIhog8qKLLrLvvvvOXQXIGwGSPAQIKqWgUGBUNLKwAibMkYUBAiR5CBBslC5d6RKWe1lLl7p0yQsIAwGSPAQINpluprsjC2vRzXfdhAfyQYAkDwGCatFjvXq8N3tkYS16DFiPA+uxYMAHAZI8BAi8qNBQBYfu2YgKE1WgqELFUpWeVW9TF6xHgFTO/ZnZ2BKV6LaEoqShT/bff/9AkGioFA2ZUorcX+aNLViPAKmc+zOzsSUq0W0JRUuDMD788MOpQRndINHgjRrEsZS4v8wbW7AeAVI592dmY0tUotsSip6Ghdfw8BomPjtENIy8hpPXsPKloCZ+kYsBAVK5uP5MxWtvUBQ0UZUmrHLPRjSxlSa40kRXxSyuv+xxR4BULq4/U/HaGxQVTZ2rKXTdINFUu5pyt1jF9Zc97giQysX1Zypee4Ois2bNGhs4cKA1adIkECRdunQpygNFXH/Z444AqVxcf6bitTcoWvPnz7du3bpZ7dq1c0Kkfv361rt3bysrK3NXSay4/rLHHQFSubj+TMVrb1D0Pv74YzvyyCMDZyMtWrSwoUOHus0TKfuXfWMLNiBAKuf+3FS1RCnarQE/e/75561ly5aBIGnatKnNmzfPbZ4o7i90VUtFZkx81Z67ZXf7+59bRrrcf01L635OS/t1p5a21+4tU99PlEv2oJ077bRT4PVCL61bt7QTO7S0q89qaff8Ptg/BV1uamWfvf+g+6OQ4f7cVLVEKdqtAVlWrlxpffv2tYYNG+aESI8ePdymieL+Qle1VOSlvx4aaBfF8pff1rILOtWydrvWsgb1coO9FJY6tWvZfjvXsnM71LJbzw72T6GXp3ps6/4oZLhtq1qiFO3WgArMmjUrZ5BG3XRPsnx/mSf8o1/goBDFQoDUbIC8++RF7o9CRna7OInX3qBknXzyyZlf5MGDB7svJ0oYv+xli2fbsgXTIl2WzJtm8+dMs+9mTrPp06elxjuLclHBafpnYPTo0YHXC71ML19ml3/2ed9Ns8Xzgv1TyGX5gunuj0COMH6mCiFee4OSRYCAm+iVi+vPVLz2BiWLAAEBUrm4/kzFa29QsggQECCVi+vPVLz2BiWLAAEBUrm4/kzFa29QsggQECCVi+vPVLz2BiWLAAEBUrm4/kzFa29QsggQECCVi+vPVLz2BiWLAAEBUrm4/kzFa29QsoopQOCHAEkeAgSxQICAAEkeAgSxQICAAEkeAgSxQICAAEkeAgSxQICAAEkeAgSxQICAAEkeAgSxQICAAEkeAgSxQICAAEkeAgSxQICAAEkeAgSxQICAAEkeAgSxQICAAEkeAgSxQICAAEkeAgSxQICAAEkeAgSxQICAAEkeAgSxQICAAEkeAgSx0Kc8QE4rP3Bo+RcBUpIIkOQhQBALI8oD5PHyA4eWqQRISSJAkocAQSwsLQ+Q+eUHDi2rCJCSRIAkDwGCeCgPkPIjx/qFAClJBEjyECCIBwKk5BEgyUOAIB4IkJJHgCQPAYJ4IEBKHgGSPAQI4oEAKXkESPIQIIgHAqTkESDJQ4AgHgiQkkeAJA8BgnggQEoeAZI8BAjigQApeQRI8hAgiAcCpOQRIMlDgCAeCJCSR4AkDwGCeCBASh4BkjwECOKBACl5BEjyECCIBwKk5BEgyUOAIB4IkJJHgCQPAYJ4IEBKHgGSPAQI4oEAKXkESPIQIIgHAqTkESDJQ4AgHgiQkkeAJA8BgnggQEoeAZI8BAjigQApeQRI8hAgiAcCpOQRIMlDgCAeCJCSR4AkDwGCeCBASh4BkjwECOKBACl5BEjyECCIh1NOIUBKHAGSPAQI4qFv3/XhUbeu2aRJ7qsoAQRI8hAgiI8RI8ymTHH/FSWCAEkeAgRALBAgyUOAAIgFAiR5CBAAsUCAJA8BAiAWCJDkIUAAxAIBkjwECIBYIECShwABEAsESPIQIKg5s2eb/c//mJ1wglnLlmYNG5o1aLD+v48/3uyuu8xmzXLXQpEiQJKHAEH0Vq0y++MfzX7xiw3Dl1S2qM31169fB0WNAEkeAgTRmj/frEOHYFBsbNE6WhdFiwBJHgIE0Vm71qxjx9xg+NWvzB56aP0QJitWmJWVmU2davbII2b77ZfbtlOn9e+BokSAJA8Bguj06ZMbCL17m61b57baQK+569x2m9sKRYIASR4CBNFYutSsSZMNQfDnP7stKnfjjRvW03ssW+a2QBEgQJKHAEE0dEkqHQKtWlXvUpTa6sms9PqPPuq2QBEgQJKHAEE0unTZEAADBrivbtxf/7ph/fPOc19FESBAkocAQTR2331DAIwb5766cWPHblh/zz3dV1EECJDkIUAQjW222RAACxe6r27cggUb1m/a1H0VRaBu3boESMIQIIhGnTobAqA69z/S1qzZsL7eC0Vj9uzZduGFF2bCQ0vHjh1t8uTJblPEDAGCaHAGAseqVausf//+tuWWW+aER3rRGckf/vAHW7x4sbsqYoIAQTTCvAeyxx7uq0iYF154wVq1ahUIjQYNGgT+bdttt7WHHnrIfvzxR/dtUMMIEESDp7BQbuLEiXb00UcHQmKnnXayIUOGpNq89dZbtvfeewfa7Lfffvbuu+/mviFqFAGCaFAHUtIWLFhgV1xxhdWuXTsnFOrXr2+33HKLrdAwNlnWln/nf/vb32ybbbYJBMlZZ51l33zzTU571AwCBNFYssSsceMNIZBPJbqq2pEICoJ77rnHtt5660AQnHPOOTZ9+nR3lRwLFy603//+91anTp2cdfXIb8+ePW358uXuKogQAYLo9Oq1IQi03Hpr1WNh/fTT+rGvstfR2FhIhDfffNP23HPPQHC0bdvW3n//fbd5lT799FM79thjA+/VrFkze/rpp8t/VH5yV0EECBBER4/iHn54biDsu6/Zww+vH4FXI/H+8IPZl1+uv0y1//65bY84onqXvlAjpkyZYqecckrgYP/LX/6y/Gt9tPxvhir+aNiIl156yVq3bh1470MPPdTGjBnjNkeBESCI1ty5Zu3b5wbDpixaR+tW5fPP14cPasSSJUvsuuuusy222CLn4K7/79GjR+r1MKxevdpuv/12a9SoUc52Nttss1Q9iepKEA0CBNFbudLKjyibNiNhvXpm3buvX6cqL7+8vn35QcQuusjsu+/cFigQnVHozGK77bbLOaBrOfnkk1NnJIUwZ84cu/jii23zzTfP2abqSvr165eqM0FhESCoOZrv/M47zY47zmznndfPh16//vr/7tzZ7I47zGbOdNeqWM+eucFT/tep/eUvTIVbYLqXccABBwSCQ/c+3njjDbd5QYwdO9Y6dOgQ2AfVmQwfPtxtjhARICgO5X+NVjhV7q67mr34otsaedLTU+eee27goN2kSRO7++67bY3ud0VMdSSqJ3H3SXUnqj9B+AgQFJdnnjFr3jwYJMccY/bJJ25rVFNZWZn16tUrVb+RfZBWfcfll19u82t43vqq9k91KDW9f8WGAEHxUVHazTcH77FoEMYrr1w/rhaqrbK/8I866qjY/YWvMyTVmbj7qnoU1aWoPgX5I0BQvKZNMzv77ODZSPlBxO69l0eCN9G4ceMSe4+hqns0qlNBfggQFL/33jNr2zYYJHvtZTZihNsaP9NTTl27dk38U07pp8RUh+IGiepVCvWUWCkgQFAaNJKrxuMqP4gEguTUU9cXMiKlWOssqqpT0b+HVadSSggQlBbNLaG6krp1c0Ok/CBi119f8uNsvfzyyxVWerdv375oKr0LWSlfaggQlKYvvjA76aTg2ch225k99ljVY3QVoUmTJlU61tRTTz1VlGNNVTZWl+6ZVHesrlJFgKC0vf76+gmq3CA58ECzkSPd1kVHo91eddVVJTvarepVVLfiO1pwqSNAABW9DRy4fqh4N0g0EdaMGe4aiafHWAcNGsR8Gz9TfYjqWCqar0R1JaovQRABAqSpyKxbNys/iuSGiIZX6d3bfiqSgwgz/lVO9Syqa3H7JnvGRGxAgACujz82O/LIwNnIRy1a2KdDh7qtE+PLL7+00047LXBwZM7xINW3VDRnu+phNPYW1iNAgMo8/3xmKt0Z5cuT5csF5csZhx9uH330kds6tpYuXWp/+tOfAo+v1q1b16699lpbrCfTEKA6F9W7qO4lu99UF6NRgFUnU+oIEKAqK1faT3372jsNG9qfyw8e7bMOIiqy+/777901YkOPoz7xxBO2/fbbB/6SPuGEE2zy5MnuKqiA6l5U/6I6mOw+VJ2M6mVUN1OqCBBgE6yYNcv+dsEFto1zEGncuLENGDAgdgeRUaNGWbt27QLBsfvuu9trr73mNi+4ZcuW2fjx4+3ZZ59N3ZTWE04dO3YsP8FrmVrcv/L1/+nX1E7ttZ7W1/vo/aKmOhjVw7h9qroZzZRYiggQoBo++OADO+SQQwIHkTZt2tgrr7ziNo/ct99+a+edd15g/7baaiu76667IhtmXQf4V199NTUToeZAd/cnjEXvq/fXdqIKFNXDqC5G9THu/qiORvU0pYQAAapJB5HBgwfbjjvuGDiIdO7c2T777DN3lYL74Ycf7NZbb7UGDRrk7I8eS73sssts3rx57iqh06OwejRYN5rdx2ELvWh72q62H8WQ7aqPUZ2M6mWy90P1NKqrUX1NKSBAAE86iNx0000VHkSuvvrqyA4iuqyz8847Bw6qnTp1sgkTJrjNQ6UbzXpiSU93uTfp3UVPex122GGpQLvjjjtSw6bosWE91TRt2rTUoiBM/7f+Xa+rndprPa2v93HfO3vRfmh/tF+FHvBR9TKqm3H3QfU1CrNiHzaeAAHy9PXXX9uZZ55Z4UHkvvvuK9hBRPcCdH/A3e4uu+xiw4YNc5uHSoV1AwcOrPAsLL20aNHCLrrootTZ2oyQizH1fnpfvb+24247vWj/tJ+FLgRU0KmOxt2+6m1Ud1OsCBAgJO+8847tu+++gYPIPvvsY2+//bbb3NvcuXPt0ksvDQyz3rBhQ+vTp4+tXLnSXSU0GrFWj7ZWdhagG8q6lDY14tGNtT1tt6KBILVof7XfhRxxV3U0qqepqG90RqQ6nGJDgAAh0kHkgQcesKZNmwYOIqeffrp99dVX7iqbTDfA77zzztQNcfe9zz//fJs5c6a7Smj0SPCDDz5Y4ZhRepxV08WOHj3aXa1GaD+0P+5w9Fq0//ochRxxV3U1f/jDH1J1Ntnb1qU11eOoLqdYECBAASxatMiuueaawEFE90tuuOGGaj81pCeNdtttt8AB8eCDDy74gVszEmo77rZ1iU5/9euzxpH2S/tX0Xhf+jz6XIWkOpsTTzwxsG3V5Tz++OMFDbGoECBAAX3++ed2/PHHBw4iO+ywgz355JMbHSY93/XzsWLFitQTRe4TVbpEo5vaSRmpV/up/XUvLelz6fPpcxaS6m5Uf+N+hwcddFCqXifJCBAgApWdQajYr6IziKrOYG688cZqn8FUl+oZ3AEXdc9FI9bG9YxjY7Tf2n/33pE+Z6HrN3T5UXU4FV1+/O1vf5uq30kiAgSIyKbcw6jqHsoZZ5yR1z2UTaXhT9x6EgVdsQwiqM/hVunr8+pzF5rqcfQ4sntWp+3rcpseY04SAgSIWGVPUensoqJw+dWvfhXqU1yV0XAseiw2e9uqaenfv39RXK/Pps+jz+VOpKXPH8WwNP/5z39SdTrud61pdW+55Ra3eWwRIEANqayOI73oLKSQdSTZdJ/guOOOy9l+8+bNbWSRz8qoz6fPmf251Q9R3d9RvY7qdtzvPikhQoAANey5554LnHlEWcmuyyruJR09PRTFkCBxoM/pPi2l/ohi+BdR3c5tt92Wczaky5VJQIAAMfD0009nDh4aJDAqmvPbfUJIN5pLbXIpfV597ux+UL9EOSe67oOlt62C0CQgQIAY0FlI+uBx9NFHuy8XhP7CdsNDQ6aXMn1+N0SiOhPp1q1bZrt9+/Z1X44lAgSIgagDRNf4sy9b6amg+++/321WktQP2U9JqZ+iuCdCgADwEmWA6Ckj94Y54ZFL/ZHdP+qvQj+dRYAA8BJlgLiP6pb6ZavKuJez1G+FRIAA8BJVgKhYLvugqIMWKpd9UNdSyGJDAgSAlygCRMN1ZFeY69HVYisQDJv6J/sRX/VfoYY9IUAAeCl0gGhCpeyxrVQ8Vyp1HvlSP2UXG6ofCzFBFQECwEuhA0SjzqbfXwVrxV5hHjb1V3ahn/ozbAQIAC+FDJCPPvooZ9wtjQGF6lO/pftQ/al+DRMBAsBLoQJE1/CzJ4PSHBTc9/CjflP/pftS/RpmXxIgALwUKkA0fWv2X83FMiR7TVH/ZZ/NqX/DQoAA8FKIAFmyZEnOdK6aJxz5Uz+m+1T9q34OAwECwEshAqRfv36Z99Q8E1GN7lvs1I/qz3Tfqp/DQIAA8BJ2gGie7+w5wDUnOMKj/kz3rfo5jHnVCRAAXsIOkIEDB2beT5dZohgMsJSoP7MvD6q/80WAAPASZoCsWrXKmjVrlnk/zbWN8Klf032s/la/54MAAeAlzAAZPnx45r0aNWpkixYtcpsgBOpX9W+6r9Xv+SBAAHgJM0BOO+20zHvx5FVhZT+RpX7PBwECwEtYAaJxm+rWrZt5r9GjR7tNECL1b7qv1e/5jC9GgADwElaADBo0KPM+bdq0cV9GAaif032u/vdFgADwElaAdOjQIfM+ffr0cV9GAaif032u/vdFgADwEkaALF26NGfE2ClTprhNUADq53Sfq//1PfggQAB4CSNAXn311cx7tGjRwn0ZBaT+Tve9vgcfBAgAL2EESPfu3TPvUej5u5Ere555fQ8+CBAAXsIIkLZt22beY/Dgwe7LKCD1d7rv9T34IEAAeMk3QJYtW5YzzPiMGTPcJigg9Xe67/U96PuoLgIEgJd8A0Sz46XX10ixiF72CL0+sxUSIAC85BsgQ4cOzax/xBFHuC8jAur39Heg76O6CBAAXvINkF69emXWv+SSS9yXEQH1e/o70PdRXQQIAC/5BkiXLl0y6w8YMMB9GRFQv6e/A30f1UWAAPCSb4C0b98+s/6LL77ovowIqN/T34G+j+oiQAB4yTdA9txzz8z67733nvsyIqB+T38H+j6qiwAB4CXfAGnevHlm/fHjx7svIwLq9/R3oO+juggQAF7yDZCtttoqs/7UqVPdlxEB9Xv6O9D3UV0ECAAv+QTITz/9ZLVr186sP2fOHLcJIqB+T38H+j70vVQHAQLASz4BsnLlysy6WnxHg0V+1O/Z34O+l+ogQAB4ySdAOAOJB85AANSIfAJEuAdS87gHAqBG5BsgPIVV83gKC0CNyDdAqAOpedSBAKgR+QYIleg1j0p0ADUi3wBhLKyax1hYAGpEvgHCaLw1j9F4AdSIfAOE+UBqHvOBAKgR+QYIMxLWPGYkBFAj8g0Q5kSvWcyJDqDG5Bsg0rZt28x7DB482H0ZBaT+Tve9vgcfBAgAL2EESPfu3TPvcdFFF7kvo4DU3+m+1/fggwAB4CWMAHn11Vcz79GiRQv3ZRSQ+jvd9/oefBAgALyEESAaDbZOnTqZ95kyZYrbBAWgfk73ufrfdzRkAgSAlzACRDp06JB5nz59+rgvowDUz+k+V//7IkAAeAkrQAYNGpR5nzZt2rgvowDUz+k+V//7IkAAeAkrQObPn29169bNvNfo0aPdJgiR+jfd1+p39b8vAgSAl7ACRE477bTMe11xxRXuywiR+jfd1+r3fBAgALyEGSDDhw/PvFejRo1s0aJFbhOEQP2q/k33tfo9HwQIAC9hBsiqVausWbNmmfe79dZb3SYIgfo13cfqb/V7PggQAF7CDBAZOHBg5v222WYbW758udsEeVB/ql/Tfaz+zhcBAsBL2AGyYsUK23bbbTPveccdd7hNkAf1Z7pv1c/q73wRIAC8hB0g0q9fv8x7aqTYhQsXuk3gQf2YPfKu+jkMBAgAL4UIkCVLluRcZuGJrHBkP3ml/lU/h4EAAeClEAEiDz74YOZ9Ncz42LFj3SaoBvVf9rD56t+wECAAvBQqQNatW2cHH3xw5r0POuig1L+h+tRv6r90X6pfw+xLAgSAl0IFiGh2vOy/mvv37+82wSZQv6X7UP3pM+tgVQgQAF4KGSBy1VVXZd5fI8aOHDnSbYIqqL+yRzpWf4aNAAHgpdABUlZWZnvvvXdmG82bN89r3KZSon5Sf6X7Tv2o/gwbAQLAS6EDRCZNmmQNGjTIbOfEE08M9Rp+MVL/qJ/Sfab+Uz8WAgECwEsUASJPPPFEZjtadNBC5bIP6lrUf4VCgADwElWASPb83Vp69erlNkE59Ut2PxV6nnkCBICXKANk9erVdtxxx+UcHO+//363WUlTf2T3j/pL/VZIBAgAL1EGiGgwwHbt2mW2Wbt2bULkZ+oH9Ue6b9RPUQxGSYAA8BJ1gMi8efNs9913z/lLu9QvZ7mXrdQ/6qcoECAAvDz22GOZg4ceGV2wYIHbpCCmT58eCJHLL7/cfvzxR7dpUdPn1ed2w0P9EwU9Fpxd5X7ttde6TWKJAAFi4Oabb845eG299dZ277332tq1a92modNf2NmXs7To0dVSqRPR58x+VFeL+iOqM4+hQ4daixYtcraf7/S4USFAgBj4/vvvrXHjxjkHES177bWXjRgxwm0eOl3jd2+s60yo2CvW9fmyiwS1qB+iuOehoVAOP/zwwHe+xRZb2JgxY9zmsUSAADGhyyiPPPJIzlwT6eXUU0+1qVOnuquESk8ZuY/4avgOjQFVbAWH+jz6XNnDk2jR5y/001b6Y+GSSy7JGZ9MS8OGDVP3PlauXOmuElsECBAzixcvtu7du1vdunUDf5lef/31tnTpUneVUKlYLrtiXYsu6RTLUPD6HO4lO33eQhYJioJpwIABgTPNzTbbzP7rv/7LZs2a5a4SewQIEFNffPGFnXTSSTkHGy3bbbdd6qZ7Ic8KNFxH9thZWvQXs240L1q0yG2eCNpv7b/7l78+Z6GGJ0l75ZVXrE2bNoHv8pBDDrEPPvjAbZ4YBAgQc6+//rrtsccegYPPgQceWNB7FJrnW6POZtdEaNEc4JoTPIr7BGHQfmp/s+eI16LPpc8Xxnzmlfnss8+sc+fOge9uxx13tMGDB9tPP/3krpIoBAiQAGvWrLGBAwdakyZNAgejLl262IwZM9xVQjNu3LicSanSi6ZzvfXWW2N7RqL90v5lT+ubXvR59LkKRfOmX3311YF7LPXq1bObbropMeG7MQQIkCB65FQFZ+5ZQf369a13794FGWZcdLlM07fq8WL3YNyoUaPUPOGjR492V6sR2g/tj/bL3Vftvz5HoS7/6bHr++67z5o2bRrY9m9+8xv7+uuv3VUSjQABEujjjz+2I488MnCQUj2B6goKZcmSJdavX7/A5aD00rp169Rf/YV+Ysyl7Wm72r67T1q0v9pv7X+hvP3227bPPvsEtr3vvvvaO++84zYvCgQIkGDPP/+8tWzZMnDQUn1B2FOuZtOZji6p6Vq+u+30ojDTY7G61h/2JTa9n95X7+8W4WUv2j/tZ6HOzOSrr76yM844I7BtnYU88MADRV3VT4AACae6AdUPqI4g+wCmp426du2aqjsolFWrVtnw4cNTldN6zNg9iGYvOgs47LDD7LLLLkvd1H755Zft3XffTT1WO23atNTyww8/ZP5b/67X1U7ttZ7Wr+zsJ71oP7Q/2i/tX6EsW7bMbrzxxtR9jezt6/Hra665Jrb3hsJEgABFQnUEF1xwQaquIPuAproD1R8UukBO92cGDRpkHTp0CNyjKfSi7Wm72n6hh2DRk1NPPvmk7bDDDoH9OP744+3zzz93VylaBAhQZFRXoPoC9+CmOgTVI0RBf52/+uqr1qNHD2vbtm1gX8JY9L56f21H24uCbtBX9ETabrvtltqPUkOAAEVIfyXrHkFF9yhUl6D6hCjpAD9+/Hh79tlnU0Omn3POOdaxY8fU/RstW265Zc4+6v/Tr6md2ms9ra/3iSow0mbOnGnnn39+oC+32moru/POO1OPWZciAgQoYqo3UN2Be51e9QmqU1C9Aiqn+0t9+vSp8P7SpZdeanPnznVXKSkECFACVH9w5plnBv6CVpGd6haiGDY+aYYNG2a77LJLoM90RqSzIBAgQElRPYLqEtyDouoXVMcAswkTJlinTp0CfbTzzjunLqFhAwIEKDGqS1B9QkXV0qeffnqqrqEUaQIpPSrsPkGmkXpVpKhHjJGLAAFKlOoUVK/gDhuv+yU33HBD5Deqa4pugN91112pG+JuoJ533nn27bffuqvgZwQIUOJUt6D6BffgqToH1TskfcTYqrz22muBOeG1aL6QUaNGuc3hIEAApKiOQfUMFR1M4zJQYlgmT55sJ5xwQuCzKjQ1sVQxh2aYCBAAGbqco7qGii7nqA5C9RBJptker7322sBlOw1/ost2hZ7tsdgQIAACVN+gOgd39j7dUFZdRNJuKOvBAQ3jXtE4Who368svv3RXwSYgQABUSvUOqntwD7qqj3juuefc5rGkARn322+/wGfQVLZvvfWW2xzVQIAA2CiFheog3IOw6iVUNxFH33zzjZ111lmBfVbxpAZdpHgyfwQIgE2iy1a6fKXLWNkHZNVNqH5CdRRxoOFbevbsWeHwLZoDneFbwkOAAKgW1UWoPsL9y1433lVPUVMDC+rJqaeeesqaNWsW2Ldjjz3WJk2a5K6CPBEgALyoTkKP+LoHa9VVqL4iShrCvn379oF90RS3mpAKhUGAAPCmv/pVN1HR5Eqqs1C9RSHNnj27wkm0GjVqZH/9618LPolWqSNAAORNw56ojsKd1lb1Fqq7UP1FmDRVbb9+/QLziKSn8Z0zZ467CgqAAAEQGg3EqAEZ3bMR1V+oDkP1GPnSXOetWrUKbENT2o4bN85tjgIiQACETvUVGiLePcirHkNDyvuYOHGiHXXUUYH3bNGihQ0ZMsRtjggQIAAKQnUWqrdQ3YV70NfkVqrT2BTz58+3yy+/PDDMev369VPT3JaVlbmrICIECICCUt2F6i9Uh5EdAKrTUL2G6jYqoseB7777bmvSpEkggM4991ybPn26uwoiRoAAiITqMDp37hwIA9VtqH4jewTcN954w/bcc89A2wMOOMBGjhyZ9a6oSQQIgEipLkP1GW44qI5D85CffPLJgde22247e/TRR23dunXu26EGESAAIqf6DNVpNG7cOBAW2YseC77uuutsyZIl7lsgBggQADVG9Rqq23CHjddyyimn2JQpU9xVECMECIAap/qN7bffPhUcGqzxzTffdJsghggQALExduxYppNNEAIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF7+P+tPV3NXFdsEAAAAAElFTkSuQmCC)
PN: 4837-3-0D
CAS: 874804-01-0
Molecule Weight: 201.148
Formula: C9H6F3NO
TSCA: Not listed on TSCA inventory
