| Product Number | 2615-3-89 |
| Synonyms | 2-Formylbenzal fluoride; alpha,alpha-Difluoro-o-tolualdehyde |
| Purity | 97 % |
| CAS | 1018678-50-6 |
| MDL Number | MFCD16875639 |
| Molecular Formula | C8H6F2O |
| Molecular Weight | 156.132 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 2615-3-89
CAS: 1018678-50-6
Molecule Weight: 156.132
Formula: C8H6F2O
PN: 2815-3-02
CAS: 447-61-0
Molecule Weight: 174.122
Formula: C8H5F3O
PN: 2815-3-64
CAS: 1261622-11-0
Molecule Weight: 188.149
Formula: C9H7F3O
PN: 2815-3-38
CAS: 886502-76-7
Molecule Weight: 188.149
Formula: C9H7F3O
![1-[2-(Difluoromethyl)phenyl]ethanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACRMAAAkTAHKhS8JAAAB9HpUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXP14QECl1VOlWdKp206aTbJt23UwpphwTJFOjbvz8HWNesPQZBcRw/TmI7zO6PVQl7ZevC6JRwGhBQOjN5obcpeX1ZjSbkfj7L0AgNdZ2St6Z5nzJ2OBxo9qYqeTSaZqYi3fz0WBeezSGkxm6ZCALO/jw9PrfMqNB1I3WmkKqLad0qH00mm3YX/1mCVdLuC806c1bZfeftrwhcC+ixzsnnWZY4t0AUNkWpYGNsJRvYi4BiC37AVmllZaNyWJ9QHdIIzz6fPT2YbFcp3aDoPBSZLJ8bu8tQUZlSZTt0hsLPh5RUHAHZmGphrTyBk5xacpACZAgyAjkGGYNMQE5A3oHkAX44zwXGuVRuoZfTu8LdwhJ+wdJ7V7DCAImU4IbxAU7DMExA0DhOoi8jX9kDfTfqtee+MyZwQt8RjTE5ENLJGLt+JGjI2wXHkeM//AQ0ST7d9rO9be+gU2Jc2Dkw89na6PxChCJPyZqTNmK/1aYWfdAIGJsri3XoHDjTS0D4gAvxGRC3gPAKiIZXiHzApe8MLG4BYx9wyR4GYh9wpTEMJD7gCmkYmPiAK7th4O7q0N8APPCJtqyHA8u/Jru9Bt8w4gZzs0TYRX2xj0uK4tUFZhe3m+E/bf4P5cB5jI9m9ycAADymSURBVHhe7d0J/FVz4v/xrJWSpdCiyG5sobEbJiZ/EVGJaBtDZclYkkmUJUN5aOwKIbLPjIafUNayVhilxRZJKqFSlNTn/32fus29n/O93+Vzzz33LK/n4/F5jPl2Pueeez7fe97fe85nqWEAAHBQw/4BAABVQYAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAgcDVq1Mgp1VVofQDh4NOJwBUaAIXWd/H555+bu+++23To0MHsvffepmHDhmbTTTc1W265pdltt91M+/btzV133WW+/fZbuypQPWvWGPPmm8YMGGDM4Ycb07y5MXXqGLPZZsbsuKMxhx1mTP/+xkyYsHbbCAvn04lUKTQACq1fHdOmTTMdO3Y0G2ywge91yys1a9Y05557rvn666/tXQGVe/llY1q21C951cqBBxozfry9l8go7qcTqWRfdKur0PpVdfvtt5uNN97Y93pVKfpm8uijj9q7BMqnbxJ9+/oDoqrlsssi+W2keJ9OpJZ9sa2uQutXRZ8+fXyvo1C46KKLzHPPPWdmz55tfvrpJ7N06VLvW8rDDz9sWrdubTbaaKOiHxsSRhf+M87wh8IBBxhz553GzJxpyn7RTNkvnDGzZhlz993lf0vRPiIWInwCEDj7wlxdhdavzD333ON7jd69e5sff/zR3tRnZtmHvVWrVkU7NiTQkCG5QVD2R4i59VZjVq+2t/wfBUXZN2Rv2+y6Q4faW5YUnwAEzr44V1eh9SuiANBzjOz9D63mh3J12Qe/f//+gR8bEuijj4zZeOPcECj7Nltl2ja77iabGDN1qr1VyfAJQOAKDYBC61ekW7duOfvWA3RXN9xwg/0jIJd966prV3uLyp11Vu4+One2tyiZYD+dgCk8AAqtn88333xT9gfcJuv3q+cZc+bMsTcDgqGeetnfPvTfLt3A583z7ycivQCD+3QC6xQaAIXWz2fkyJE5+z3llFPsTYDg3Hdf7jeHQn7f2rXL3df999tblERwn05gnUIDoND6+XTt2jVnvxoYCBSNbldlX/Tvucfeour0u5q9r27d7C1KIrhPJ7COHQCFlqDst99+OfudMmWKvQkQnH33zb3oT55sb1F1kybl7qtFC3uLkgju0wmsYwdAoSUo22+/fc5+mZYERdWkSe5Ff/58e4uq03OQ7H2V/S5HQXCfTmAdOwAKLUGpXbt2zn5/+eUXexMgOLVq5V70V6ywt6i6n3/O3ZfmzYqA4D6dwDqFBkCh9fOpVfaBzt7vikI+0EBlggwQ1c3eV9kfQ1EQ3KcTWKfQACi0fj5NmjTJ2e/8Qm4pAJVp3Dj3or9ggb1F1el2a/a+uIWFpCo0AAqtn4/9EP3999+3NwHKp7mqFi+2f1ox+yF6IZ029AA+e19lv8tRENynE1in0ACoqP6nn35qbrvtNnPiiSea3Xff3dStW9e7NbXzzjt73XTffvvtnO2zdenSJWe/Wv8DqJDmR/vrX42pWXPtLaknnrC3yM8eQV5IN179rmbvy2VEexFU/9MNVKKiAKiKiurb/2YXrevxt7/9LadOhj2Q8NRTT7U3Adb67be1F/wGDXIv3NXpPnvvvbl1CxlIqLrZ+9IgxQio/qcbqIR9Ua+uiurvueee3kSGY8eONZ988on5+eefzdy5c71BgZtvvvn6Og8++GBOPdFUJtnrf+i/WRgKPq++6r/9lCnt29tb56dpcrJn09VEiC5dx1WHqUyQFhUFQFW41r+37C++TJ0DtZJbOezR6J06dbI3qbK///3v9o8QZ198sTYgMhfq7FL2zda7JVWFKf9z6Pcrez8ut566dMndB5MpIslcAyDDtb56VWXqaMxHeTSdu9Y6z97/LbfcYm9WoTVr1pgBAwZU69gQYVrI6cor1z7nyFyks8tBBxnz1lt2rar54INgp3PXvjRFfETwCUDgXAMgw7X+okWL1tdp2rSp/c/r6eG5/RoXXnihWVyFXjZ6iH/sscdW6djmzZvHYMUo06JNDz3k726bKY0aGaNboYWuAqhvqtn7ZUEpID/74lxdrvW1RnmmTs+ePe1/zqHAsF9nq622Mn/961/N//3f/5mvvvrKLFu2zFvWdvr06d6+TzjhBN8a6vlccMEF6/d58803m19//dXeBKX0zjvGHHywPzRU9E1EHTHUdTcICoPTTvO/jpa01SSJWsZW34LKft+8/9bDe5a0RVrZF+bqqm79BQsWmFGjRpn69et72++zzz7et5HK3Fr2V6AdCFUtCobHHnvM3qVHS+OqN1j29rvttpu31jpK7Jtv1j6H0DONGuWEh3o7ff65Xatw+rZx8cX+16tqueSSyIWH1LB/ABTKvthWV1Xr29vtsssu3iqB6plVVVOnTjUdOnTwXfDzFY056dWrl9ejK59Vq1Z5t9DsuirHHXecmTFjhl0FxaapQK6/3pi6df0XZ5W99zbm5ZftWsEbN84YdfCwXz9f0bcU1Ymo/J9OIOLsi7MenLdr167sOlD9C8HnZX913nnnnd7YkN/97ndmu+2281Yv3HLLLc2uu+5q2rdv7z070bedqlAX46OOOsp3jCrar26V6ZsKQvD008Y0b+6/OKuUfWv1biNp3EdY9E1iwgRj+vc35rDDjNlhh7WTI6rovw891Jgrrli7TQS/dWQjQBB7S5YsMS+99JI54ogjvAt0RYMJw/bkk0+aHXfc0RciKg0aNDD33HNP2bUrxItXmvz3v8YcfbQ/NFQ0JuPCC4354Qe7FqqBAEFi6NZRq1at1l+gH1IPmwhQT6xrr73W1KlTxxciKvvuu695VYPXEIzvvjNGnSjsHkyZ8qc/GTN9ul0LDggQJMrEiRPXX5jzDSYsFY2YP+uss/I+b9Ftsi80mA1u1NNt2DBjttrKHxoqu+5qzH/+Y9dCAQgQJIr+2s9ckPXAO4reeustc9BBB/kCRKVmzZrmyiuv9LoPoxpeeMGYPfbwh4ZKvXrGDBlizMqVdi0UiABBoixdunT9xXiLLbaw/zkyNJpd83U1atTIFyIqjRs39m7BaTtUQOMmTjjBHxoqG25ozNlnF7YOR1Woe7a+7e64ozGPPGL/a6IRIEiU559/fv1F+GANFIs4fdPQA39987BDJPMe3tGgN+T4dfFis/TSS43ZdFN/cKgccURh629UhbpjH3dc7utuvnm4PbpKjABBYqg3lh5IZy6+//jHP+xNIkvdiE855RRfgKjomYkmgaxo7ElarF692rx6773m3m22Me/YoaHSrJkxeQZ4Bkbdry+6aG1PLvv1t9vO3jrRCBDExh577OFN5f7aa695c1Lpr/eVK1d6D541E+9OO+20/qLbsmXLWE4fojEsGklvh4iKFs+6/vrrU7uW++uvv24O2n9/c0TZubi0rDxRVmZnLtwaQzFokDHVGERabfpmoYWd7DVCMkW3sMqOMU0IEMSGfUHNV9q2bWt+iHH/fo0L0fommalZ7NK8eXPztAbHpcSXX35pTjvttPXvv2lZaV9WhpSV18rKSs0RpbU3iumVV/KvEVKnjjHXXaceHHatxCNAEBufffaZN1pco8332msvs/XWW3tzWWm0eIsWLbwpRt544w27WmwpBPv06eONXLdDROXoo482/9VguYRavny5ufrqq70ZBuz33rKs3HjggWbBxIl2tWBVZY2QuXPtWqlBgAARp9mAW7du7buIqmy00UbezMPfafBcgjzyyCNm++23971fFU0zM/r++82aiqZDL1Qx1whJEAIEiIn//Oc/3rxc9gVVRbMDDxs2LJbPfbK999575rDDDvO9PxUtBHb55Zd7nSWKJqw1QhKCAAFiRJ0GhgwZ4o1xsS+wKupooPXi4+bbb7813bt3NxtuuKHvPamcdNJJXseJonr77crXCGGAZw4CBIghzQp89tln573gtmnTxszSILuIUyBqbfnNN9/c9x5UNDPyuGJPZ67u0Vp3POw1QhKAAAFibMqUKetnIbaLbvlceumlVVqqtxT+/e9/m5133tl33CrqIHH77bd7E2QWTWVrhOyzTzhrhMQYAQIkgFZHbNasme9CrLLNNtt442Q0CC8KtIjXMccc4ztOFfWqO++888z3339vVwtW1NYIiSkCBEgIrcQ4aNAgs9lmm/kuzCr777+/NxivVBQKCod8ywgrVKZNm2ZXC1Zla4T06cMaIdVAgAAJM2fOHHPGGWf4LtCZokF5GpwXFt2Guu2227zbUvaxqOg2lm5nFVVla4S0bs0aIQ4IECChtDaK1kSxL9gqGpx31VVXeYP1ikkPwPUg3H59FT041wN0PUgvmswaIVtu6Q8NFa0R8uyzdi1UEQESY8PPreFckA567nH//fd7g+/sC7iKButp0F7Q1OVWXW/t11NRzzF12VXX3WL6Rd2Z860Roqn+hw5ljZACcSWJMTsUqlOQLhp8p0F46pllX9BVNHhPg/gKFdbrVGTerFnm323amIllr/erHRxhrRGSElxJYswOheoUpFOxvhmU6ptONnVXvvSSS8wRm2xi+pS95iNl5dPs8DjyyOKvEZIyXElijFCAqyCfTVT2rEUTIhbzWYvCa8SIEV53Zb1mo7JyclkZXFbGlZVlYawRklJcdWKMAEEh1DtKg/Vce0dFobeXuiVrJmb7tfcrKxdstpl5f9Ags7qYa4SkHFedGCNAEASNzzj//PMrHJ+hwX8ZURhvYq8RYpe/dO5sFhZ7jRAQIHFGgCBIGsRX2QhxjWgv5Yj3ZcuWed2Pa9Wq5Xt9Fd1K0y01hIOrTowRICiGiuaoKq+ENedWZWuEjBw5sqjhBT+uOjFGgKBYKpslN1NOOOGEos/6W/I1QpAXV50YI0BQbJl1OjbYYAPfxVulmOt0RGKNEFSIq06M2QFS1QJU14svvuitemhfxIvxLaCybz+hrBGCKuFqEmN2MFS1AK4qew5x8803F/QcoqLnL6GsEYJq4WoSY3YwVLUAhdCgQA0O1CBB+yKv0qBBg2qvza5uwq1atfLtS0U9wNTNuOhrhKDauJrEGMGAUqpoLIamNamKRYsWlX6NEDjjqhNjBAiiQIMGGzZsmHPhf/LJJ+3NclRljZBnnnnGroaI4aoTYwQIokK3tLID4KWXXrI3WU//FtQ8XCgtrjoxRoAgKgYOHFhpgKjLbdu2bX2hoaKuuj169HCaCRilw1UnxggQREVFAaLuvX379q1wjZBJkyZl7Q1xwVUnxggQREV5ARKFNUJQXFx1YowAQVTYAXLLLbeUdI0QhIOrTowRIIgKO0DylU6dOhV9jRCEh6tOjBEgiIrKAiSMNUIQPq46MUaAICo6duzoCw2VbbfdtuhrhKB0uOrEGAGCqDj++ONzgkMjy8NYIwSlxVUnxggQREW/fv1yAkSLOyH5uOrEGAGCqLCfgZQ3kBDJw1UHQMEIkHQiQAAUjABJJwIEQMEIkHQiQAAUjABJJwIEQMEIkHQiQAAUjABJJwIEQMEIkHQiQAAUjABJJwIEQMEIkHQiQBJq+ZJvzfLF8+wfA0VBgKQTAZJAMybca0b02sgr01+/x/5nIHAESDoRIAn05MDfrZ8f64mrdrf/GQgcAZJOBEgCjb6i2foAeeTyJvY/A4EjQNKJAEkgAgRhI0DSiQBJIAIEYSNA0okASSACBGEjQNKJAEkgAgRhI0DSiQBJIAIEYSNA0okASSACBGEjQNKJAEkgAgRhI0DSiQBJIAIEYSNA0okASSACBGEjQNKJAEkgAgRhI0DSiQBJIAIEYSNA0okASSACBGEjQNKJAEkgAgRhI0DSiQBJIAIEYSNA0okASSACBGEjQNKJAEkgAgRhI0DSiQBJIAIEYSNA0okASSACBGEjQNKJAEkgAgRhI0DSiQBJIAIEYSNA0okASSACBGEjQNKJAEkgAgRhI0DSiQBJIAIEYSNA0okASSACBGEjQNKJAEkgAgRhI0DSiQBJIAIEYSNA0okASSACBGEjQNKJAEkgAgRhI0DSiQBJIAIEYSNA0okASaCRlzYzt3av4ZX7LyZAUHwESDoRIAk0oEszc/5xNbxyZWcCBMVHgKQTAZJAnY9rZo7dt4ZXTj+WAEHxESDpRIAk0KEtmpkdGtTwysH7ECAoPgIknQiQBGrWrNn6D3KTJgQIio8ASScCJIEIEISNAEknAiSBCBCEjQBJJwIkgQgQhI0ASScCJIEIEISNAEknAiSBCBCEjQBJJwIkgQgQhI0ASScCJIEIEISNAEknAiSBCBCEjQBJJwIkgQgQhI0ASScCJIEIEISNAEknAiSBCBCEjQBJJwIkgQgQhI0ASScCJIEIEISNAEknAiSBCBCEjQBJJwIkgQgQhI0ASScCJIEIEISNAEknAiSBCBCEjQBJJwIkgQgQhI0ASScCJIEIEISNAEknAiSBCBCEjQBJJwIkgQgQhI0ASScCJIEIEISNAEknAiSBCBCEjQBJJwIkgQgQhI0ASScCJIEIEISNAEknAiSBCBCEjQBJJwIkgQgQhI0ASScCJIEIEISNAEknAiSBCBCEjQBJJwIkgQgQhI0ASScCJGFmzJhhNt544/UfZP33xx9/bG8GBGb58uXmoIMOygmQSy65xKxZs8beFAlDgCTEDz/8YPr06WM22WSTnA9yJkQuuOAC8/3339vVgIKMHj3aNG3a1Pc7p3LwwQebt99+266CBCFAYu63334zd999t6lfv77vA2wXbXPHHXeYVatW2bsBqmXy5Mnm8MMP9/2O2WWDDTYwXbp0MXPnzrV3gQQgQGLslVdeMfvss4/vQ6uibx3Zt7Kyy1577WXGjx9v7w6o1Pz5802PHj3Mhhtu6Pu9UqlVq5bvZyp169Y11113nVmxYoW9S8QYARJDn3/+uTn11FN9H1KV7L/45s2bZ7p16+b9zN5OpV27duazzz6zdw/4rFy50tx0002mXr16vt8jlT333NO8+OKLlX4jbt68uXnqqafs3SOmCJAY+emnn0z//v1NzZo1fR9MlXz3nN99911zyCGH+LZX0b6uuOIKs3TpUrsa4BkzZozZZZddfL87KltttZW59dZbfbdFK3omp3L00UebDz/8MKcO4ocAiQH1ZnnwwQdN48aNfR9EFf38oYceqrTXy6hRo7xuvXZ9lYYNG5oHHnig0n0gPdR779hjj/X9rqjo9mjv3r3NokWL7Go51CuwdevWvvoqG220kTn33HPNd999Z1dDTBAgEadvFHYXyUzRtwd9I9E3k6patmyZGTBgQN571b///e/Nm2++aVdDiqi3nnrt5XuG1qpVK/PRRx/Z1Sr07LPPml133dW3L5Utt9zS3HLLLebXX3+1qyHiCJCI0jMMPcvI9/xCz0C++OILu1qVzZ4923To0MG330w588wzzddff21XQ4LpNpR66W299da+3weVnXbayfzrX/+yq1WZAmLo0KFmiy228O1bZffddzdjx461qyHCCJCI+eWXX7zeKnXq1PF9wFTU60q9r4Ly2muvmf3228/3Oio6hmuuucY7JiSbeuWpd579O6Cy+eabm8GDBwfWg2rBggXm7LPPztuTq02bNmbWrFl2NUQQARIh6p2y4447+j5QKg0aNPB6t6iXS9C0z+HDh3uvYb+uyg477GCeeOIJuxoSQL3wTj75ZF+bq+jbr3rxqTdfMbz//vvmyCOP9L2uih6+azT74sWL7WqIEAIkAtQbRb1S7A9R5oN00UUXeb1aiu3HH380F198cd6eM3/4wx+8Dz3iT73u1PsuX4++Qw891Ou9F4bHH3/c+yPFPgaVbbbZxowYMcKsXr3aroYIIEBKSL1P1AtFvVHsD47Kcccd5/ViCdvMmTPN8ccf7zseFR3rX/7yF7Nw4UK7GmJAvezU20697uy2VVEvvYcfftiuVnQ///yzd7t0s8028x2TSosWLbzbrYgWAqQE9DBRvU7U+8T+oKiot4p6rZTa888/7z3YtI9PRQ9Cb775ZnrOxIh617Vs2dLXlirqlafeeeqlV0pz5swxnTt39h1fpnTs2NHrAIJoIEBCVtlFWb1UonRRrizsdtttN/Pcc8/Z1RAh6k2nXnV220X5ojxx4sQKw+6qq64qediBAAlNRbeF1BtFt4XUOyWqdLvtnHPOidztNuSXuS2Ur0efet9F+baQbreNHDky7+227bffviS32/A/BEiRqReJepPkezCtXihxejD9wQcfmKOOOsr3PlQyD/z1MB6lVdmDafW6K0aPvmLQA/9+/fqZTTfd1PdeVPTA/7333rOrIQQESJGo14h6j+jDav/Cq+jDrQ95XD355JMVdjm+5557YnOBShL9MaLecnabqCjg1csurgFfyi7HKB8BUgTvv/ua+dNRLXy/5CrqZaLbCrq9EHeVDXrcd999zauvvmpXQxGoV5xug+a7xajbp7qNmgTjxo2rcNDjDTfc4M0ejOIjQAK0eOFsM+K6jqbN/jXM3k1rmHq1c3+5kzo9iKZdOeuss/JOu9K+ffuCpl1BfurkoN5wFU0Poo4bSVPsaVdQNQRIAFatWGYmjbnKjDivlvnbKWVBcWQNc+SeNcwO2+irdQ2vN0kaJih86623Kpz48corr6zWxI+omHq/qRecfa5V0jJBoSZ+PP/88yuc+HHq1Kl2NQSEACnQJ+88bB65vIkZfm4Nrww9q4a58P/VMCe3rGGO/X1DM/rhkamaIj0z9XyjRo18H2aVqk49j/zU20293uxzq5LWKdKnTZtW8NTzqD4CxNGC2e+aZ248dH1wZJdrTt/UPDm8n1m+LL2LNOmbxt/+9re8U2Vo8at33nnHroYK6OG3ernl69Gn3nFpX6TpmWeeqXDxq9tuu823+BXcESDVtHzxPPPqA93M8J4b+IJD5cU7TzaLF7BMbIaW3z3llFN8H2aVzPK733zzjV0NWTLLxOab7FK94dQrDmvpAfqNN95Y4fK7L730kl0NDgiQKlq9aqX54PkbzMg+m/tCQ+XJQXuZuTPG29Wwzssvv+xNRW9/mFXq1q1rrr/++sCmC08STd2v3mz2OVNR7zf1gmO6/fJ9++23pkePHnmnjW/btq355JNP7GqoBgKkCma//y/zWP+dfKGh8uDFW5tpr95hVq/ma3Fl9Jf0XXfdZerXr+/7MKs0b97cPP3003a1VFKvNfVes8+Rir65qdeber+hcpMmTTKHH3647zyqaHBi3759zZIlS+xqqAICpALfz/3IPHtLK19oqNzba2Mz8bELzIpl39vVUAlNTd+nT5+89/I1tf1///tfu1oq6NmReqvle3akXm5a5hjVN3r0aNO0aVPfOVXZbrvtzH333ce08dVEgJTjl2WLzITRvb2QsIND5blhx5ofvplmV0M1TZ8+3bRu3dr3YVZRb6KePXumpjeReqWpd5p6qdnnQkW92tS7jd5rhVm+fLm5+uqrTe3atX3nWOWAAw4wEyZMsKshDwIki25DTX35VvPgX7fyhYbKYwN2MbM/fMauhgJp6npNYW9/mFU0nmHYsGGJHs+gbxTqlWa/dxV9E+nfvz/jZwL25Zdfmk6dOvnOd6acfvrp5quvvrKrwUKArPP1xy+aJwbu6QsNlQf61DMfvHCj9yAdxaGeM0OGDMk7onqPPfYwY8eOtavFmnqfqRdavhH86r2mXmwonjfeeMPsv//+vnOvom8pAwcO9L61oHypD5DFCz4xL9zR1hcaKiN6bmhee7CH+XnJfLsaikRT2p999tl5e860adPGzJo1y64WK+ptpl5n6n1mvz8V9VZT76so0wN8rSGicSea70xFt9gyJfMz/bu2i/IDfz330POPbbfd1tcWKnpu8uijj9rVYFIcICt/WWLeebqvufe8TX3BoTLmpsPNwi8n2dUQkilTpnhT3dsfZhX1nNEU+ZoqP26eeuopr7eZ/Z5U1DtNvdSiMouxgk7t8Nhjj3kLOJ122mne0rL5lp2trKie6ms/2p/2q/1Hpfu2fp8uu+yyvNPGH3HEEWby5Ml2tVRLXYCsWbPazJh4nxl16ba+0FAZ3a+p+fTd0XY1lIguMs2aNfN9mFU0Vf69994bi54z6lWm3mX2e1BRbzT1SlPvtFJScOl5zODBg80xxxyT90Fz0EWvo9fT6+r1Sx2gGhty4okn+o5TRd+M//znP5v587krIakKkG8/nWD+ef0BvtBQuf/82mbyfwaaVSu53xk1mvp+0KBBef/y1V+1r7/+ul0tEtSLTL3J8k2zrl5o6o1WKlqsSav+nXDCCd5U6PbxlaLoOHQ8Oi4dX6m88MIL3qh1+/hUNMr9pptuSv208ZEIEPtiXp1SFT99/5UZf+/pvrqZMn5EJ28bRNucOXNM586dfR/mTNGtEfWuiQL1GlPvsXxryavXmXqflYL+wleHBJ3L6n7L0F/g6tBw0kknme7du3tF3WIV8Hq/ev6h/9X/188z22h71cv3bCtf0fHpOHW8pfhmonmz/vGPf3jzaNnHpqJ5t8aMGWNXS42qXYGLzL6gV6dURN8m9K1C3y7seir6NvLtJ2/Y1RBxEydONAceeKDvw6xSq1Yt7/76smXL7Gqh0cVOF0v72FTUy2zo0KEl6ZasXl+6x59vpmS7aDtdvHW8mqRQ35QKvYirvvaj/Wm/2n91jkfHX4q50zSTb69evfJ+k/zTn/5kPv74Y7ta4lV8BQ6JfWGvTsnniylPe88z7O1V9PxDz0H0PATxpOceusWhEcT2h1ll++23N4888ohdrajUO0y9xOxjUdFf3updpl5mYdO0KLqNlm90e6ZocaYOHTqYO++805syPkx6Pb2uXj/fIlGZoveh91OKRco++ugj88c//tF3TCqaNv7CCy/01ihJi/xX4BDZF/hCfTX1/3z7VFGPq7efvszrgYVk0BxGl19+ed6eM4cddph577337GqBUu8d9QrLNzWLepOpt1HY9Jd+165d8y62pKIJGbWNlomNSmcEHYeOR8eVb7lkFb0vbVOKZ0j//Oc/vVUP7WNSUW86hWGh39bioPCrdQDsC32hpjx3rW+fY+840RvzgWT69NNPvfvs9odZRX/96z68ZmcNki50I0aM8HqD2a+pot5j6kUWNv0FrPXR8z1v0M+1+JKmTon6IDkdn45Tx1vR+9H7Dfsvf3U/Vs+xfON59t57bzN+fLJn6C78ah0A+2JfqMXzZ5mHLmng7UujyzXKHOmgv1x/97vf+T7MKurd8/e//z2QnjPq9aXeX/ZrqKi3mB4iq/dYmDRPlgbE5ZvtWN+QFKQzZ860q8aCjlvHn++bnt633n/Y84XNmzfPdOvWLe+MAu3atTOffZbMNYIKv1oHIOgAEa1T/t2c9/Wpsv8JCaeeM7fffnvee+k777yz+fe//21XqxL18lJvL3ufmaKHwuotFrYPPvjAHHroob7jUdEzAy3pqhHhSaD3ofeT75mOzoPOR9jeffddc8ghh/iOJ9MGV1xxRUm7JRdDMFfrAhUjQADd0jj//PPzPgPQ4LWpU6fa1cqlXl3q3aVeXvZ+VFq2bOn1Dgub7rPruMp7j7q1o4fN+gs5ifS+9P7Ku7Wl86HzUornEKNGjTJNmjTxHZNKw4YNzQMPPBD6t6RiicTVmgBBMU2bNs0LC/vDnLnQnHfeeRXeP3/44Ye9Xl123cwFQb3BSnFBUHfWfKPbFWjF7jwQFXqfer/2OVDR+SlFt1/9wTFgwIC8f3D8/ve/N2+++aZdLXYicbUmQBAG3bbS7Sv7w6yi21233Xabd/srQxemfLeF1OurX79+JVvJ7sUXXyx38j8NeFMPoKj0qAqL3q/ed3kD/nSedL5KQbfb1DXZPqZMOfPMM83XX39tV4uNSFyt7QCpagGqSw/Q9SA937QdegD/+OOPew9r8z0UVW8v9foqBV0otWJhebdtNH9TKcaZRInef3nzWOl86byVKlg1M/F+++3nOy4VdVW+9tprY7m2fSSuwnYwVLUArtSlVyFR3oU4X1G4qJdXqSj8ylsESb2Sbr75ZnvzVNP5KK+3ls5fEL3wXOh5zPDhw02DBg18x6WiB+2aHDROInEVtoOhqgUo1KRJk7zBhvaHObvo9pZ6dWXf3gqbViTUWAj72HbYYQfzzjvv2JujjM6Lzo99znQeS7nC448//mguvvjicgNOIRInkbgKEwwoNU17Yg8I1C0s9eKq6AF7GHRbpry5vzRjbamngI86nR+dJ/vc6XyW+nafxrUcf/zxvt+5OInE1ZoAQRS89dZbOR/mjh072puETuNOylsvXiOvS9FFNY50nnS+7HOo8xqF2ZuzFxhTr604icTVmgBBFLz//vs5Fxh9+yilhQsXlhse/fv3tzdFFei82edS51fnuZSyH65rFoM4icTVmgBBFEQpQHSP3r5tpQf+6moMdzp/dscJnedSPhMhQApEgCAKohIg6iVkPzDXRU8DGlE4nUc7RHS+S9U7iwApEAGCKIhCgGicQnlddfnmESydT/sc67yXYpwIAVIgAgRREIUA0WA3+8KmnyF4UTnXBEiBCBBEQakDRNNt2LdW1HsIxWP3ztL5D3vaEwKkQAQIoqCUAaIJ/+y5rTR+ga66xaXza48TUTuEOQEjAVIgAgRRUKoA0UXMnlVXI6gZJBgOnWd7xLraI6zwJkAKRIAgCkoVIFq3Ivt1NcXF22+/bW+GItL5tqcWUbuEgQApEAGCKChFgGjlPHsxKCZGLA2d9+x2ULuEsbIhAVIgAgRREHaAaBEqe72Rtm3blmRxKqxtD53/7PZQ+xS7PQgQIAHCDpD77rsv5/W0GFKpJ/hLO51/e1EqtVMxESBAAoQZIIsWLfKtC6EV9VB6aofsdlE7qb2KhQABEiDMADnnnHNyXktrepdiFDT81A72Gutqr2IhQIAECCtAZsyYkTNgUP+t9dcRHWoPu43UbsVAgAAJEFaAdO3aNed1evXqZW+CCFC7ZLeT2q0YCBAgAcIIkC+++CKn264WEApz1DOqTu2i9sm0ldpN7Rc0AgRIgDACpGfPnjmv0bt3b3sTRIjaJ7u91H5BI0CABCh2gMydO9fUrFlz/f418nn27Nn2ZogQtU/2CHW1n9oxSAQIkADFDpC+ffvm7L979+72JoggtVN2u6kdg0SAAAlQzADRxHyNGjVav2/16pk5c6a9GSJI7ZTdI0vtGOREiwQIkADFDJCxY8fm7FtLqCI+7CWG1Z5BIUCABChmgJxxxhk5+x41apS9CSJM7ZXdfmrPoBAgQAIUK0CWLFniXRgy+61bt65ZtmyZvRkiTO2ldsu+0Ktdg0CAAAlQrAAZOXJkzn6LNSANxWUPAFW7BoEAARKgWAFiL5k6btw4exPEgNotux3VrkEgQIAEKEaArFq1ytSrV2/9PuvXr8+kiTGldlP7ZdpS7ar2LRQBAiRAMQJES6Vm77N9+/b2JogRtV92ewax9DABAiRAMQJk8ODBOftkzY94s9cKUfsWigABEqAYAWKPHyjWlOAIh9ovuz2DGM9DgAAJEHSArFixwtSuXXv9/ho3bmxvghhSO2baVO2rdi4EAQIkQNABMnny5Jz9de7c2d4EMaR2zG5XtXMhCBAgAYIOkNGjR+fsb8iQIfYmiCG1Y3a7qp0LQYAACRB0gFx99dU5+xszZoy9CWJI7ZjdrmrnQhAgQAIEHSCdOnXK2R+z7yaD2jG7XdXOhSBAgAQIOkBatGixfl9alOjXX3+1N0EMqR2zF5lSOxeCAAESIMgAWbNmTc4Eirvttpu9CWJM7Zl90Vd7uyJAgAQIMkAWLlyYs6+g5k1CNNjzm6m9XREgQAIEGSCff/55zr7OOussexPEmNozu33V3q4IECABggyQDz/8MGdfvXv3tjdBjKk9s9tX7e2KAAESIMgAmTBhQs6+Lr/8cnsTxJjaM7t91d6uCBAgAYIMkOeffz5nX9dee629CWJM7ZndvmpvVwQIkABBBsgTTzyRs69hw4bZmyDG1J7Z7av2dkWAAAkQZIA88MADOfsaPny4vQliTO2Z3b5qb1cECJAAQQYI30CSjW8gaxEgwDpBBgjPQJKNZyBrESDAOkEGCL2wko1eWGsRIMA6QQYI40CSjXEgaxEgwDpBBggj0ZONkehrESDAOkEGCHNhJRtzYa1FgADrBBkgzMabbMzGuxYBAqwTZIAI64EkE+uB/A8BAqwTdICwImEysSLh/xAgwDpBBwhroicTa6L/DwECrBN0gIwePTpnf0OGDLE3QQypHbPbVe1cCAIESICgA2Ty5Mk5++vcubO9CWJI7ZjdrmrnQhAgQAIEHSArVqwwtWvXXr+/xo0b25sghtSOmTZV+6qdC0GAAAkQdIDIsccem7PPGTNm2JsgRtR+2e2p9i0UAQIkQDECZPDgwTn7vPPOO+1NECNqv+z2VPsWigABEqAYAfL222/n7LN9+/b2JogRtV92e6p9C0WAAAlQjABZtWqVqVev3vp91q9f36xevdreDDGgdlP7ZdpS7ar2LRQBAiRAMQJE7HmTxo0bZ2+CGFC7ZbdjUPObESBAAhQrQEaOHJmz365du9qbIAbUbtntqHYNAgECJECxAmTJkiU5EyvWrVvXLFu2zN4MEab2UrtlX+jVrkEgQIAEKFaAyBlnnJGz71GjRtmbIMLUXtntp/YMCgECJEAxA2Ts2LE5+w5i/ADCY4/nUXsGhQABEqCYAfLbb7+ZRo0ard/3hhtuyOy8MaF2Untl2k7tqPYMCgECJEAxA0T69u2bs//u3bvbmyCC1E7Z7aZ2DBIBAiRAsQNk7ty5pmbNmuv3r0WJZs+ebW+GCFH7ZC8epfZTOwaJAAESoNgBIj179sx5jd69e9ubIELUPtntpfYLGgECJEAYAfLFF1+YjTfeeP1r1KpVy3zzzTf2ZogAtYvaJ9NWaje1X9AIECABwggQsQek9erVy94EEaB2yW6nYg0AJUCABAgrQDQleHavHv33e++9Z2+GElJ72G1UrKn4CRAgAcIKEDnnnHNyXqtly5ZMshgRage1R3b7qL2KhQABEiDMAFm0aJFp0KBBzuuxVkg02Gt+qJ3UXsVCgAAJEGaAyH333ZfzeltttZVZsGCBvRlCpPOvdshuF7VTMREgQAKEHSBr1qwxhx56aM5rtm3b1vs5wqfzrvOf3R5qn2K3BwECJEDYASIffPBBTrdelZtvvtneDCHQec9uB7WL2qfYCBAgAUoRIHLVVVflvK5GPgexVCqqTuc7e8S5itolDAQIkAClChBNzHf00UfnvPYOO+xgfvjhB3tTFIHOs8539vlXewQ5YWJFCBAgAUoVIKJRz9tuu23O62vJ1LAuYmml82svOax2CHN2AAIESIBSBoi8+OKLOYPXVP7yl7/YmyFAOr/Z51vnX+0QJgIESIBSB4hceeWVOcegop8heFE51wQIkABRCBCNgu7UqZPvwnbbbbfZm6IAOp/2OdZ5L8VsAAQIkABRCBBZuXKlbwlV3Vp5+OGH7U3hQOfRvlWo863zXgoECJAAUQkQ+emnn8yBBx7oCxG+iRRG588OD51nne9SIUCABIhSgMjChQvNrrvumnNMKv3797c3RRXovNnnUudX57mUCBAgAewAadeunb1J6L788styQ0S9h+jiWzU6T3Zvq0x46PyWkp65NG3adP0xacncOCFAgHXUfdO+yJx66qlFWYWuOjTBn307S0XjFxhsWDGdH3uch4rOZ6knrnzjjTfMAQcckHNcG2ywgb1ZpBEgwDoKCvtCo6K/CnX7o5T3yfXa9oN1FY2gfuedd+zNUUbnxR5hrqLzWMq2/Oqrr8zpp5/uOy4VbmEBMTZo0CAvMOwPtkrjxo3NQw89VPTZWfNRL6HyuvhqDicmYMyl82HPbaWi81eq3lbLly83AwcONLVr1/Ydl8qWW25pnnvuObtapBEggEV/neobR74gOfjgg0s22aHumWuwm92TSOXEE08s+W2ZUtP713mwz43Ol85bKcZ5yOjRo3OedWQXTZ2iNUdKdWyFIECAPHRLS89A7A+8iu5Vd+nSxcydO9euFgo9r7HnzlLRYkhaUS+OF6NC6P3qfduLQWUu0GFPT5IxefJkc/jhh/uOSWXTTTc1l112mVmyZIldLTYIEKASr7zyitlnn318FwCVunXrmuuuu86sWLHCrlZ0mvDPnsU3U7Sm93vvvWdXSSS9T3sN80zR+QlzYsSM+fPnmx49epT7TVFF35I++eQTu1rsECBAFagr6N13323q16/vuxio7Ljjjuapp56yqxWdjkvrVtiLUqno4tWzZ08zb948u1oi6H3p/ZV3kdb50HkJu6uznq/cdNNNpl69er5jUtlzzz1L9m2oGAgQoBrULfSiiy4q9wGtiv7i/fDDD+1qRaeV8+zlcTNFz3J69+5tZs+ebVeLJb0PvZ98z6h0HsJYSdA2ZswYs8suu/iOR0W31m699VazatUqu1qsESCAgxkzZpjWrVv7LhQqG220kTn33HPNd999Z1crKvUO08PYfN+SFHrdu3c3M2fOtKvGgo5bx58vvPW+9f7D7iX38ccfl9vFWkXfhBR2ixYtsqslAgECFODZZ58td6S4irpl3nLLLebXX3+1qxXV999/7428Lu/Wjop+rgueuiSra2mU6fh0nDreit6P3q/ed5j0ehdccEG5tw9VWrVqZT766CO7WqIQIECBFBBDhw41W2yxhe8iorL77rub559/3q5WdNOnTzddu3bNe4FTqVOnjrfNuHHjItNzS8eh49Fx6fjsY84UvS9to/cZJt2GuuOOO8zWW2/tOyaVnXbayfzrX/+yqyUSAQIERGMQKvrLv02bNmbWrFl2taJTd2Q9bM73zCBTdEHs0KGD1x1Wt+jCpNfT6+r1812YM0XvQ++nFFPMjB8/3uy1116+Y1LZfPPNzQ033FCSHnmlQoAAAdOkjEceeaTvAqOi+/eXXHKJWbx4sV2t6NSdVeMOGjVq5Duu8oq269y5s/ft6plnnvH+0i+0V5Pqaz/an/ar/VfneHT8peiW+9lnn5mTTz7Zd0wqGhPUrVu3xPZ2qwgBAhTJ448/Xu5cTCrbbLONGTFiREluG+kiPnbsWO/inW9ajXxF36722GMPc9JJJ3kPtFWuvvpqbwqYYcOGmQcffND7X/1//TyzjbZXvXzfzvIVHZ+OU8dbaHi5WLp0qenXr5836M8+NhX1+Hr33XftaqlBgABF9PPPP5trrrnGmyTPvviotGjRwrz22mt2tdDoAjly5EhvxlrdgrGPrxRFx6Hj0XHp+EpBPbn0+g0bNvQdn0qTJk1YIdIQIEAo5syZ4/0lbV+IMqVjx44lH6ehv/A1x9fgwYPNMcccU+1vJ65Fr6PX0+vq9UvxTSPbm2++mXdke61atcyAAQPMsmXL7GqpRIAAIZo4cWKFFyeNno7KxUkPg6dMmWIee+wx77hOO+007xtTvm9TlRXVU33tR/vTfrX/qDx0/vrrr82ZZ57pO+5MiULIRw0BAoQsCbdHNImkLqYadf/qq696Rc8/MiXzM/27tivVpJNVUdltRi05W8rbjFFGgAAlwgPa0quso8Pw4cNLfkstyggQoMToIho+dbX+wx/+4DvfKupqffHFF5sff/zRrgYLAQJEhEZfVzZIrVSr6SXFwoULvcGemq/MPscqxx9/fGznCisFAgSIEKbJKA5NN6NlbqM23UzcESBABFVlor6pU6fa1VAOrTO+2267+c6hSqkmvEwKAgSIsGnTpqV2qvBCaX6t4447znfeVEo15X7SECBADGjuqLQtVuSqskW/jjrqqJIs+pVEBAgQE3qAfuONN6ZmudTqyiw73KBBA9+5USnVssNJRoAAMfPtt9+aHj165J2YsG3btuaTTz6xqyXaK6+8Yvbdd1/fuVDRmiLXXXed+eWXX+xqKBABAsTUpEmTzOGHH+67YKpocGLfvn3NkiVL7GqJojVBTj31VN/7V9EYmi5dukR6FHzcESBAzI0ePdo0bdrUdwFV2Xbbbb11wksxbXwx/fTTT+bKK6/Mu0jWQQcd5E3MiOIiQIAE0NrhWn8j3wy6BxxwgJkwYYJdLXY0j5jWSG/cuLHvPapo0SnNxaXtUHwECJAgX331lenUqZPvwpopp59+urdNHOkbxcEHH+x7Tyr6JtK/f3/vmwnCQ4AACfTGG2943zrsC62KvqUMHDjQ+9YSB1rCVs8y9EzDfi8qegby+eef29UQAgIESCg999DzDz0HsS+6Knpu8uijj9rVIkPrhFx//fWmbt26vmNX2WeffbzeVygdAgRIuMWLF5vLLrss77Tx6sk1efJku1pJabxG8+bNfceqUr9+fXPXXXcxzXoEECBASmhsyIknnui7IKtoTMmf//xnM3/+fLtaqDRC/Oijj/Ydn4pGlvfp08cbaY5oIECAlNFodY1aty/QKhrlftNNN4U+bbzmpOrZs2feadZbt25tpk+fbldDiREgQApp3izNn6V5tOyLtYrm3RozZoxdLXCaBXfYsGHerLj2Majsuuuu5tlnn7WrISIIECDFNJNvr1698v7lr5mAP/74Y7taIMaOHWv22GMP32uqaN2OoUOHMs16xBEgAMxHH31k/vjHP/ou5CqaNl5rk2iNkiDMmjXLtGnTxvc6KnoWc/bZZ5sFCxbY1RBBBAiA9f75z396qx7aF3YV9X668847naeNV2+wSy65JO8060ceeaSZMmWKXQ0RRoAAyKHxF4MHD847/mLvvfc248ePt6vlpfEoI0aMMNtss41vXyrNmjUzjz32mF0NMUCAACjXvHnzTLdu3fKOAG/Xrp357LPP7Go5Xn/9ddOiRQtfXZXNNtvMDBo0yPz88892NcQEAQKgQu+++6455JBDfAGgojmorrjiCrN06dKcOl9++aXp2LGjb/tM6dy5s5kzZ05OHcQPAQKgSkaNGmWaNGniCwOVhg0bmgceeMCbzPCqq64ytWrV8m2j0rJlSzNx4kR714gpAgRAlS1btswMGDAgb0Dkmy5FATNy5EimWU8YAgRAtc2ePdt06NDBFxR2UaD069fPd4sLyUCAAHD22muvmf32288XHConn3yy+fTTT+0qSBACBEBBNCvujTfe6A0CVHDUqVPHvPDCC/ZmSCACBEAgNFCQB+TpQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwMn/B4iMfa2UZkk9AAAAAElFTkSuQmCC)
PN: 2717-3-45
CAS: 1417510-96-3
Molecule Weight: 170.159
Formula: C9H8F2O
PN: 2815-3-X8
CAS: 878001-20-8
Molecule Weight: 188.149
Formula: C9H7F3O
PN: 2817-3-02
CAS: 17408-14-9
Molecule Weight: 188.149
Formula: C9H7F3O
PN: 1600-3-23
CAS: 887268-02-2
Molecule Weight: 178.13
Formula: C8H6F4
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2913.00.4000