| Product Number | 2718-1-07 |
| CAS | 61888-37-7 |
| MDL Number | MFCD00111717 |
| Molecular Formula | C13H14O2 |
| Molecular Weight | 202.253 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2718-1-07
CAS: 61888-37-7
Molecule Weight: 202.253
Formula: C13H14O2
PN: 2718-1-X3
CAS: 493-72-1
Molecule Weight: 188.226
Formula: C12H12O2
![5-[4-(Trifluoromethyl)phenyl]cyclohexane-1,3-dione](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB2XAAAdlwHG8eGvAAACSnpUWHRtb2xTb3VyY2UAAHichZVZb6MwEID/ysjPG+ODcEQhVdQq0kqtVtp2pX1bOeCkSAFXQK5/v2No0kAoAGHMzHw+ZuzJ/OGU7eCgizI1eUQ4ZQR0HpskzbcR+fO2mgTkYTGP0Qkd8zIi71X1MXOc4/FI43edqZPJaWwy0thnpzJt+RwlNcXWEYxx5+/L82vNTNK8rFQea6TKdFbWymcTq6qexTdDOJkqDmnuNO5OVhya3v4JZh9GT2VCvtbyiLYlorBJdxo2pshUBQfBKD7sB2x1rgtV6QTWZ1RL6uLaF/OXJxPvM51X2LQ9pLHavVbFPkZFZnY63mNn2Pj5FJGMI6Aqky2LQp3BtqxacVAClATlgpqC8kD5oAJQISjO8Id2jg4cPTi6cPTh6MTRiwcY/522E3g7f+iIrOARVmDf3fvX5Y1BFDZ1UkofPsXELtOTIGjgf2kF9TzfvYhPJUYDr4vo9cTQMM46wKT1SeCMk2DU963pOymo5FZKygIrXeoJK6dUhrffF7tHQ2mlT/16yJAKtx4aB+Wtxp2lQTBBzjVDi/na5MlNE9IkImtO6tT91ptSfGaPgCkSXWBUbQfW9RYQbcDmehiQd4A7DLh3wHQYmLYBu+uuwLIP8NqA3aPDgN8G7I4eBoI2YPf/MBC2gfq0DBPW3ln2KMLvpmVVQ7HlnXw353eE6aS8Oe8jTCfrTX24MqKXmfYwI3uFd3Lf1J8RppP+pl6NzC3oYYKRccKeWPcyzs1Zdi6VGZt3Vdu5KekO/pEt/gNaSf8h1s9jTAAAOgpJREFUeF7t3Qv8FXPi//FuSkkqKUQKJbdySReqLZu1y4b1cyvlFhtyZ8PatMVaClnsT0LWLeRPfi6rtS6xLtldEskmKSVblJSkqD7/7/vUOc75zOf7nTlz5lzn9Xw85uGr85k5M5/5fOZ9zpmZz9QyAACEUMv+BwAAgiBAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIsNmdv66V1QTEHb0A2MwOCL8JiDt6AbCZHRB+ExB39AJgM8IByA49BdiMAAGyQ08BNiNAgOzQU4DNCBAgO/QUYDMCBMgOPQXYLD1A/CYABAiQYodETRMAAgRIsUOipgkAAQKkEBBAdugpwGYECJAdegqwGQECZIeeAmxGgADZoacAmxEgQHboKcBmBAiQHXoKsBkBAmSHngJsRoAA2aGnAJsRIEB26CnAZgQIkB16CgAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECFCNZQtnJCYAbgQI4LBg5lOpu9L1NwAvAgRweOvxy1MBor8BeBEggMP0x4enAkR/A/AiQAAHAgTwR4AADgQI4I8AARwIEMAfAQI4ECCAPwIEcCBAAH8ECOBAgAD+CBDAgQAB/BEggAMBAvgjQAAHAgTwR4AADgQI4I8AARwIEMAfAQI4ECCAPwIEcCBAAH8ECOBAgAD+CBDAgQAB/BEggAMBAvgjQAAHAgTwR4AADgQI4I8AARwIEMAfAQI4ECCAPwIEcCBAAH8ECOBAgAD+CBDAgQAB/BEggAMBAvgjQAAHAgTwR4AADv+YPNyMO61WYtLfALwIEMBh8vjh5vQ+tRKT/gbgRYAADrdcP9zs365WYtLfALwIEMDh8suHmzp1aiUm/Q3AiwABHIYPH25q1aqVmPQ3AC8CBHAgQAB/BAjgQIAA/ggQwIEAAfwRIIADAQL4I0AABwIE8EeAAA4ECOCPAAEcCBDAHwECOBAggD8CBHAgQAB/BAjgQIAA/ggQwIEAAfwRIDGQfDBS0AkESE3s9uI3oXKxd2PA7tB+EwiQmtjtxW9C5WLvxoDdof0mECA1sduL34TKxd6NATpz9giQ6tGekEQLiAE6fPYIkOrRnpBEC4gBOnz2CJDq0Z6QRAuIATp89giQ6tGekEQLiAE6fPYIkOrRnpBEC4iB9A7vN2ETAqR6dpupaUJlYw/HgN2pa5qqs2blErNq2fyCTl8tnW+WLJ5vFi2cb+bPL+w0dOjQVIDob/v1Qkzabm2/6sGum3xO2tc1sdtMTRMqG3s4BuxOXdNk27hxg3nm5p96yhViuqx/LXPEAbVMu5abDuRxm7Td2n7Vg103+Z60z7XvXeyyNU2obOzhGMilQ3+z/FPPQaFQEwFSvADRpH3vkl4G8UYLiIGcOvzGjealewaZCWfX9Rxg8j0RIMUJEO1r7XPte5f0sog3WkAM0OGzx0n06tGekEQLiAE6fPYIkOrRnpBEC4gBOnz2CJDq0Z6QRAuIATp89giQ6tGekEQLiAE6fPYIkOrRnpBEC4gBOnz2CJDq0Z6QRAuIATp89giQ6tGekEQLiAE6fPYIkOrRnpBECwAcCBDAHwECOBAggD8CBHAgQAB/BAjgQIAA/ggQwIEAAfwRIIADAQL4I0AABwIE8EeAAA4ECOCPAAEcCBDAHwECOBAggD8CBHAgQAB/BAjgQIAA/ggQwIEAAfwRIIADAQL4I0AABwIE8EeAAA4ECOCPAAEcCBDAHwECOBAggD8CBHAgQAB/BAjgQIAA/ggQwIEAAfwRIIADAQL4I0AABwIE8EeAAA4ECOCPAAEcCBDAHwECOBAggD8CBHAgQAB/BAjgQIAA/ggQwIEAAfwRIIADAQL4I0AABwIE8EeAAA4ECOCPAAEcCBDAHwECOBAggD8CBHAgQAB/BAjgQIAA/ggQwIEAAfwRIIADAQL4I0AABwIE8EeAAA4ECOCPAAEcCBDAHwECOBAggD8CBHAgQAB/BAjgQIAA/ggQwIEAAfwRIIADAQL4I0AABwIE8EeAAA4ECOCPAAEcCBDAHwECOBAggD8CBHAgQAB/BAjgQIAA/ggQwIEAAfwRIIADAQL4I0AABwIE8EeAAA4ECOCPAAEcCBDAHwECOBAggD8CBHAgQAB/BAjgQIAA/ggQwIEAAfwRIIADAQL4I0AABwIE8EeAAJaNGzea3r17pwJEf+vfAGQiQIA0r7/+uunSpUsqPJKT/k2vAfgRAQJUWbRokRk4cKAnOOxJZVQWAAGCmFuzZo0ZNWqUadSoUUZQ1K1b15x66qmJSX+nv6aymkfzAnFGgCC2HnnkEbPLLrt4vmX06dPHvPvuu6ly+lv/ZpfTvFoGEFcECGLnnXfeMb169fIEQrt27cxjjz1mF0/Raypjz6dlaZlA3BAgiI2lS5eaM88809SpUycjABo3bmyuvfZas3btWnsWD5VRWc2TvgwtU8vWewBxQYCg4n3//fdm7NixZptttsk46NeuXdsMHjzYLF682J7Fl+bRvFpG+jL1HnovvSdQ6QgQVLSnn37atG/f3vOzU7du3cybb75pF8+alqFl2cvXe+q9gUpGgKAiffjhh+bwww/3HNh33HFHc99990V6Y6CWpWVq2fb7aR20LkAlIkBQUb766itz4YUXmi222CLjQN6gQQNz1VVXmW+++caeJTJatt5D75X+3loXrZPWDagkBAgqwvr1680dd9xhWrRo4fkWcOyxx5pPPvnEniVv9F56T3s9tG5aR60rUAkIEJS9l156yey7776eA3anTp0SrxWL3lvrYK+X1rWY6wVEhQBB2SqHT/ql9M0IiBoBgrKjcw2//e1vy+pcQ03nZrQt+Tw3A+QLAYKyUQlXOxXy6jAg3wgQlIXq7rfo0KGDeeaZZ+ziJU/rrHW3tyeq+1OAQiBAUNI+++yzau/4vvHGG8v6jm+tu7ahujvkte1AKSNAUJI05tQ111zjGXNKQ6trzKkvvvjCnqVsaVu0Tfaw8dp21UGQMbqAYiBAUHI06m3btm09P+/o0bKVPOqtti39UbrJSXVR0yjBQLEQICgZPHdjk6DPKQGKjQBB0X355Zfm17/+tecnnDg/+a+mJyWqrlRnQLERICganUS++eabTdOmTT2ftk8++WSePW42PatddWHXj+pMdVfOFxGg/BEgKIq//vWvZo899vAcGLt06WJef/11u3jsqU5UN3Z9qQ5Vl0AxECAoqDlz5pgjjjjCcyDcfvvtzb333suNdDVQ3aiOVFd2/alOVbdAIREgKIivv/7aXHLJJc6hPC6//HKzatUqe5a8+vbbb82MGTPMo48+akaPHm1OOumkxElqPfNcVz3ZP6vp//Xvel3lVF6X2E6ePDlxYruQ52lUV6oz11AuqmPVNVAIBAjyasOGDWbChAlmu+2283xqPvroo83HH39sz5IXq1evNlOnTk0ceA866CDPc9FznXRyu3v37olxrV588UXz3Xff2asQOdWd6tBeF9W16lx1D+QTAYK8mTZtmtlvv/08B7i9997bvPDCC3bxyOmTuA6k+sZQv359z3rkc9pyyy0TY149+OCDef92orpUndrroLrXPgDyhQBB5ObPn2+OP/54zwGtefPm5vbbbzc//PCDPUtktGyNM3XCCSckDuL2OqRP2267renRo0fiLvCxY8eaJ5980rz88svm7bffTmyDJn2KT/6tf9frKjdmzBhzxhlnJL51aLvsZadPW2+9daLsK6+8Yq9uZLTdqlvXumhfaP2BqBEgiIx+JhoxYoTnwF2vXj1z3nnnmeXLl9uzRGbdunVm/PjxiXMU9gE0ObVu3doMGjTITJw40SxYsMBeRE7mzZuX+LajcyMtW7b0vHdy0reCJ554wp49Mqpj1bXqPP19tU+0b7SPgKgQIIjEAw88kDhA2wfMfv36mQ8++MAuHhn9PDRu3DjnEO+adOJbB87Zs2fbs+aVvq3ohHarVq0866RJTyXUCfh8XXWmOlfd2++rfaR9BUSBAEFO3nrrrcTPQPaBavfddzf/93//ZxePlM4vuC5p1d3bQ4YMKYnf//XT0tNPP22OO+44z7cCTfvvv3+iDvNF+0D7wn5f7bN8vi/igQBBKJ9//rk59dRTPcOsN2nSxNxwww2Jn5TyRQ9lco2Zpfe+8sorS3ak3rlz55rTTz/dcymzruAaNmxY3i6/1b7QPlH9pL+v9p32ofYlEAYBgqzoYHTdddclTgynH4x0WawOjkuWLLFniYyG7VBA2FdU6R4N3cuxYsUKe5aSpOegn3XWWZ5vJDvssIOZMmWKXTwy2jfaR/YlzNqX2qf5DH1UJgIEgenk76677ppx8NF0yCGHmH//+9928UjpKiLdv2G/9ymnnGKWLl1qFy8LGr69a9eunm266KKL8nqlmvaV9pn9vtq3+TzBj8pDgMDX+++/bw499FDPAWfnnXc2Dz30kF08cjqo2XeG676HfF4WWyi6TFiX39pPJTz44IPzPpik9p32ob1fta+1zwE/BAiqtWzZMnPOOed4fmpp2LChGTlyZGI4kHzSwfXiiy/OeG/9/HLFFVdU3Ci0enxtz549M7ZVd5TnOyS1D7UvtU/T31v7XPtebQCoDgECpzvuuMPzW7km3efw6aef2sUjp8e46sol+4D63HPP2UUrhn62uvTSSzO2WQd2XcWVb9qn2rf2/lYbUFsAXAgQONlPxDvggAPMq6++ahfLCw0W2Ldv34z379WrV+JTehzoJ7v0K6b0baAQPxWK9rH2dXrdqy0ALgQInLp165Y6gOhSz0INzKcT4ro3Iv0ANmDAgIr7ycqPRgpOvwmxkN8EtK+1z5PvrbYAuBAgcDrmmGNSB5C7777bfjkvVq5c6QmPCy+8MG93a5e6jz76KOOboEJk0qRJdrG80D5Pvq/aAuBCgMCp0AGicx72lV66NyHuFi5caDp27JiqEz0DRAM65hsBgiAIEDgVMkD0k4l9wpzw+JHO/bRp0yZVN7qkedasWXaxSBEgCIIAgVMhA8S+VFc/WyGTAiP9XhgFypdffmkXiwwBgiAIEDgVKkB0xVF6eOiEeVzPefjRT1fpj7Ht37+/XSQyBAiCIEDgVIgA0ZhQ6Z+qdalu3K62yta9996bEbi33XabXSQSBAiCIEDglO8A0cB96WNb6SbBuNznkauBAwem6k0PinrvvffsIjkjQBAEAQKnfAeIRtVNLl+Xp1byHeZR0+XO6YNadurUKfLBFwkQBEGAwCmfAaKnA6YPya4wQXamT5+e8VyRW2+91S6SEwIEQRAgcMpngKQPU6JRdTnvEc5ll12WqsdmzZpF+iAtAgRBECBwyleA6DG0yeXqiXj5Hm22kmnMMD2EKlmfekhVVAgQBEGAwCkfAaKhw9MPeIMHD7aLIEv33Xdfqj51LmnmzJl2kVAIEARBgMApHwEybty41DJ1+W65PkmwlOiemR49eqTqVffRRIEAQRAECJyiDhCNddW6devUMvUMc0Tj+eefT9Wrhn7X/TW5IkAQBAECp6gDZPz48anl6VkXK1assIsgB+nP8Bg2bJj9ctYIEARBgMApygDRPQrt2rVLLY/LdqP3yCOPpOq3UaNGOV+RRYAgCAIETlEGyDPPPBPpwQ1e69evN7vttluqnm+++Wa7SFYIEARBgMApygA54YQTUssaMmSI/TIicsMNN6TquUuXLvbLWSFAEAQBAqeoAkTnOjReU3JZ06ZNs4sgInr4lC7lTdb1nDlz7CKBESAIggCBU1QBMmHChNRy2rZty1Dteda7d+9UfY8cOdJ+OTACBEEQIHCKKkD69OmTWs6IESPslxGx9Kvd9txzT/vlwAgQBEGAwCmKAFm9enXGoIkffPCBXQQR01MK03/GWrx4sV0kEAIEQRAgcIoiQKZOnZpahm4iRGF07tw5Ve+TJk2yXw6EAEEQBAicogiQ4cOHp5YxaNAg+2XkyQUXXJCq96FDh9ovB0KAIAgCBE5RBEj6EwcnTpxov4w8SX/OfMeOHe2XAyFAEAQBAqdcA0Qj79atWze1jAULFthFkCc6D6Kh8lXv+u/y5cvtIr4IEARBgMAp1wCZMWNGav4WLVrYLyPP2rRpk6r/N954w37ZFwGCIAgQOOUaIOljMx1yyCH2y8izfv36pepfzwzJFgGCIAgQOOUaIKNGjUrNf8YZZ9gvI8/OOeecVP1fddVV9su+CBAEQYDAKdcAGThwYGp+jdGEwtJgisn611hk2SJAEAQBAqdcA6R79+6p+adMmWK/jDx76qmnUvXftWtX+2VfBAiCIEDglGuA7LXXXqn5X3nlFftl5Nlrr72Wqv8wl/ISIAiCAIFTrgGy8847p+Z/55137JeRZ++++26q/sOMAkCAIAgCBE65BkjTpk1T88+dO9d+GXk2b968VP1vs8029su+CBAEQYDAKdcAqVevXmr+JUuW2C8jz5YuXZqqf93QmS0CBEEQIHDKJUDWrVuXmlfTqlWr7CLIM9V5+j5Yu3atXaRGBAiCIEDglEuACN9AiotvICgEAgROuQYI50CKi3MgKAQCBE65BghXYRUXV2GhEAgQOOUaINwHUlzcB4JCIEDglGuAcCd6cXEnOgqBAIFTrgHCWFjFxVhYKAQCBE65Bgij8RYXo/GiEAgQOOUaIDwPpLh4HggKgQCBU64BwhMJi4snEqIQCBA45RogPBO9eHgmOgqFAIFTrgEiBx10UGoZEydOtF9GnjzxxBOpeg9zCa8QIAiCAIFTFAEyfPjw1DIGDRpkv4w8ueCCC1L1PnToUPvlQAgQBEGAwCmKAJk6dWpqGWHuhkY4nTt3TtX7pEmT7JcDIUAQBAECpygCZPXq1aZ+/fqp5XzwwQd2EURM5z/q1KmTqvPFixfbRQIhQBAEAQKnKAJE+vTpk1rOiBEj7JcRsfHjx6fqe88997RfDowAQRAECJyiCpAJEyakltO2bVuzceNGuwgi1Lt371R9jxw50n45MAIEQRAgcIoqQFasWGG23HLL1LKmTZtmF0FEFi5cmPHz1Zw5c+wigREgCIIAgVNUASIaiym5rCFDhtgvIyIacyxZz126dLFfzgoBgiAIEDhFGSDPPPNMalmNGjUyX3zxhV0EOVq/fr3ZbbfdUvWswRRzQYAgCAIETlEGyA8//GDatWuXWt6VV15pF0GO0sceiyKkCRAEQYDAKcoAkfSrg5o0aZI4N4LoHHDAAan6HTZsmP1y1ggQBEGAwCnqAFm7dm3iZsLkMkePHm0XQUjPP/98ql7r1atnPvnkE7tI1ggQBEGAwCnqAJFx48alltm0aVOzdOlSuwiypMuie/TokarXAQMG2EVCIUAQBAECp3wEiEbo3WGHHVLLHTx4sF0EWdKzPpL1qUt4Z86caRcJhQBBEAQInPIRIPLggw+mlquhxl955RW7CAJatWpVRiCfddZZdpHQCBAEQYDAKV8BIn379k0te++99zbff/+9XQQBXHbZZal6bNasWc5XXqUjQBAEAQKnfAbI7NmzMwZZ5LLe7E2fPt1sscUWqTq89dZb7SI5IUAQBAECp3wGiCg0ksvXb/fPPfecXQTVWLlypdl1111T9depU6fEvTZRIkAQBAECp3wHyLp16zKeWLjddtuZzz77zC4Gh4EDB6bqTeOMvffee3aRnBEgCIIAgVO+A0R0v4Iu502+T69evTgf4uPee+9N1Zem2267zS4SCQIEQRAgcCpEgEj687s16T4Ghnx3e/nll02DBg1SddW/f3+7SGQIEARBgMCpUAEiF198cUaIXHjhhXaR2Js1a1bGt7U2bdoknj6YLwQIgiBA4FTIANmwYYM57rjjMkLkuuuus4vFls4NKTCSdaMgUaDkEwGCIAgQOBUyQERjZR166KGEiEUPierYsWOqTvQTln7KyjcCBEEQIHAqdICILk/df//9M0JEP2fF9ZzIRx99ZHbZZZdUXehy50mTJtnF8oIAQRAECJz69OmTOoBcffXV9st5owEW7RDRifW4XZ01Y8YM06pVq4zwuOOOO+xieaN9nnxvtQXAhQCBk/3J98wzz4x0qIyaaIyn9OFONOkS37jcJ6Ir0/TMlOS2a4j2hx56yC6WF9rH2tfpz1ZXWwBcCBA4nXPOORkHcE3bbLONufHGGwvybUDnROwT67rZsJLvWNfd5JdeemnGNjds2NA8/fTTdtHIaZ9q32of2/tdbQFwIUBQrWeffdZ06dLFc0Dp0KFD4jnn+aars+xLfPXJ+IorrihIiBWSvl317NkzY1sVmIUYrVj7UvvU3s/a92oDQHUIENRIJ7D1zIkdd9zRc4A5/PDDzYcffmjPEjn9pJN+D4QmjeJbiINrvikkb7/9ds8n/4MPPtgsWrTILh4p7TvtQ3u/al9rn8f14gUER4AgkG+++cb89re/zbgTWpNGhNWVUl999ZU9S6Tmz5+fMXZWcjrllFPK9smG77zzjunatatnmy666KLIB0dMp32lfZY+mq8m7VvtY+1rIAgCBFnR+FXHHnus56DXokWLxFVC69evt2eJjH620ii+6UPBa9K3Ez1jfcWKFfYsJUl1qIc/6eR4+nbo4VBTpkyxi0dG+0b7SPvK3n/ap1E8Sx3xQoAglJdeesnsu+++ngORhhbXa/mkn17SLzNOTrpySQFTqKvFsjV37lxz+umnez75161b1wwbNsx8/fXX9iyR0T7RvrHrTPsw3/sLlYsAQWjF/kSrx+Nuv/32nvdu1KiRGTJkiJk2bZo9S8HppyhdRaUryuxvHJp0z8tbb71lzxaZYn5jROUjQJCzmn5Tv+qqq/L6m/qaNWvMuHHjnCf5NbVt29aMGDEi8RTEQnr77bfNJZdcknEzYPqkT/6TJ0/O24lq1bnqvljnrBAPBAgiU8yrevSAqvHjx5t27dp53j85tW7d2gwaNMhMnDjRLFiwwF5ETubNm2cmTJhgTjrpJNOyZUvPeyen/fbbL3FVWb6UwlVziA8CBJHTTzbt27f3HMC6detm3nzzTbt4pPSTke5rOOGEExJP67PXIX3adtttTY8ePRJ3Xo8dO9Y8+eSTiYEK9e1BV31p0mW2yb/173pd5caMGWPOOOMM0717d9O8eXPPstOnrbfeOlE235cdq25Vx/b7a18U4mZExA8BgrzQFVM6KNv3N9SuXdsMHjzYLF682J4lcjoprW8FOuFuX7mV70nhpU/8Ok+jn9nySXWpOlXdpq+D6l77oNJuukTpIECQV7pHwx5bSVPjxo3NtddemxiypBBWr15tpk6dai6//PLE/ST2+uQ66UoqfRvRfRQvvvii+e677+xViJzqTnWoukxfl+TYZeV6fwzKBwGCgtBNcxoQ0T7w6pzFY489ZhfPu2+//TYx4u2jjz6auIdE5y70TUXroxPv9p3v+n/9u15XOZW/5pprEifC33333bx/y7Cpzlzne1THqmugEAgQFNQjjzySMdJvctJBWQdi1Ex15LoHRnWqugUKiQBBwenT+qhRoxL3a6QfBPUz0NChQ/P6rO9ypTpR3aiO0utMdai6LPQ3IEAIEBSNBgscOHCg59O0fi7SvR2c/N10MYLqwv5JTZPqLt8DLgI1IUBQdK+//rpz2Hg9C7ySn//hR9ue/jz05KS6Up0BxUaAoCToBjjd4OcamuSII44wc+bMsWepWNpWbbNdD6ob1VE+b8gEskGAoKTocba61Na+b0NDcGhokHwOOFhs2jZtoz0kjOpCdaK6AUoJAYKS9PHHH5ujjz7a8ylcT+nTzYG6Q7xSaFu0Tdo2e3tVB6oLoBQRIChpL7zwQuLpg/aBVWNK5XtokELQNmhb7O3TNmvbgVJGgKDkaXwrPfbVNebU8ccfH/nAiIWgdda629ujbdS25vOJhEBUCBCUjeXLl5vzzjvP81wNjTulIds1XEmp0zpqXe2BHrVN2jZtI1AuCBCUnVmzZpl+/fp5Pr3vtNNO5oEHHrCLlwytm9bRXm9ti7YJKDcECMqWhlXffffdPQdkDdH+z3/+0y5eNFoXrZO9nlp3bQNQrggQlDU9SOr6669PPA89/eCsoc1PO+008/nnn9uzFIzeW+tgD7OuddU6a92BckaAoCIsWbLEnH766Z5h2vUwp+uuu66gB2u9l95T752+Llo3raPWFagEBAgqyr/+9S9zyCGHeH4u2nXXXfP6KNkkvYfey35/rZPWDagkBAgq0kMPPWR23nlnz4H80EMPNe+//75dPGdappZtv5/WQesCVCICBBVLD426+uqrTcOGDTMO6rpk9txzzzXLli2zZ8malqFl2ZcW6z313loHoFIRIKh4n376qTnxxBM93w50096tt94a6qY9zaN5XTc36r30nkClI0AQG6+++qo54IADPAf8Pffc0zz//PN28WqprOaxl6Nl6z2AuCBAECsauPDuu+82LVu29ARA//79zdy5c+1ZUvSaytjzaVlaZiUN8AgEQYAgljR0+mWXXeYZNl7//5vf/MasXLkyVVZ/699cZbWMSh5iHqgJAYJY++ijj8wvf/lLz7eKVq1aJb5VaNLf9uuaR/MCcUaAAFX+9re/Oc9r2JPKqCwAAgRI0ZVVf/rTn0yzZs08waF/02thrtgCKhUBAlh0b0f79u1T4aG/o7hnBKg0BAjgMHz48FSA6G8AXgQI4ECAAP4IEMCBAAH8ESCAAwEC+CNAAAcCBPBHgAAOBAjgjwABHAgQwB8BAjgQIIA/AgRwIEAAfwQI4ECAAP4IEMCBAAH8ESCAAwEC+CNAAAcCBPBHgAAOBAjgjwABHAgQwB8BAjgQIIA/AgRwIEAAfwQI4ECAAP4IEMCBAAH8ESCAAwEC+CNAAAcCBPBHgAAOBAjgjwABHAgQwB8BAjgQIIA/AgRwIEAAfwQI4ECAAP4IEMCBAAH8ESCAAwEC+CNAAAcCBPBHgAAOBAjgjwABHAgQwB8BAjgQIIA/AgRwIEAAfwQI4ECAAP4IEMCBAAH8ESCAAwEC+CNAAAcCBPBHgAAOBAjgjwABHAgQwB8BAjgQIIA/AgRwIEAAfwQI4ECAAP4IEMCBAAH8ESCAAwEC+CNAAAcCBPBHgAAOBAjgjwABHAgQwB8BAjgQIIA/AgRwIEAAfwQI4ECAAP4IEMCBAAH8ESCAAwEC+CNAAAcCBPBHgAAOBAjgjwABHAgQwB8BAjgQIIA/AgRwIEAAfwQI4ECAAP4IEMCBAAH8ESCAAwEC+CNAAAcCBPBHgAAOBAjgjwABHAgQwB8BAjgQIIA/AgRwIEAAfwQI4ECAAP4IEMCBAAH8ESCAAwEC+CNAAAcCBPBHgAAOBAjgjwABHAgQwB8BAjicfPLJqQDR3wC8CBAgzfLly825555rateunQoQ/a1/02sAfkSAAFV++OEHc+utt5rmzZungsOe9JrKqCwAAgQwf//7381ee+3lCYy2bduaXXbZxfPvKqt5gLgjQBBbc+fONUcddZQnIFq2bGnuuusus2HDhsSkv/VvdjnNq2UAcUWAIHZWrlyZuLKqfv36GYGg/7/00kvN119/bc+S+De95ppHy9IygbghQBAb+jZxzz33mFatWnm+TRx55JFmzpw59iweKqOy9vxappat9wDiggBBLLz22mvmwAMP9Bz4O3bsaKZOnWoX96V5NK+9PL2H3guIAwIEFW3hwoVmwIABngN9s2bNzC233JLTFVWaV8vQsuzl6z313kAlI0BQkdasWWN+//vfm0aNGmUc2OvWrWvOPvtss2zZMnuW0LQsLVPLTn8vvbfWQesCVCICBBXn4YcfNm3atPF8K+jbt6+ZOXOmXTwyWrbew35frYvWCag0BAgqxttvv2169uzpOYC3a9fOPP7443bxvNF76T3t9dC6aR2BSkGAoOwtXbrUDBkyxNSpUyfjgN24cWPzhz/8waxdu9aeJe/0nnpvrUP6Omkdta5aZ6DcESAoW+vWrTNjxowxTZo0yThIa+yqU045xSxevNiepeC0DlqX9LG1NGmdte7aBqBcESAoS0899ZRp376952ei7t27m+nTp9vFi07rpHWz11fboG0ByhEBgrIye/Zsc9hhh3kOxK1btzb333+/XbzkaB21rvb6a5u0bUA5IUBQFr766itz/vnnm3r16mUceLfcckvzu9/9zqxevdqepWRpXbXOWvf0bdG2aRu1rUA5IEBQ0tavX2/+/Oc/m2233dbzqf24444z8+fPt2cpG1p3bYO9XdpWbbO2HShlBAhK1osvvmj22WcfzwG2c+fO5uWXX7aLly1ti7bJ3k5tu+oAKFUECErOvHnzzK9+9SvPAbVFixZm/PjxFfnJXNukbdM22tutulCdAKWGAEHJWLVqlbnyyitNgwYNMg6gW2yxhbnooovMihUr7FkqjrZR26ptTq8D1YnqRnUElAoCBEW3ceNG85e//MXssMMOnk/fP//5z81//vMfe5aKp23Wttv1oTpSXanOgGIjQFBUb7zxhunatavnQNmhQwfz7LPP2sVjR3WgurDrR3WmugOKiQBBUXz22Wdm0KBBnju0mzZtam666Sbz/fff27PElupCdaK6Sa8r1Z3qUHUJFAMBgoL67rvvzOjRo81WW22VcTDUUOhnnXWW+eKLL+xZsJnqRnVkDxuvulSdqm6BQiJAUDCTJ082bdu29fwc85Of/MTMmDHDLo5qqK5UZ3Y9qm5Vx0ChECDIu5oOeI8++qhdHAGp7ghkFBMBgrzhJ5f84ydBFBMBgshVd9JXk076Llq0yJ4FOVKdqm7t+uaiBOQTAYJI6bLTPfbYw3MgO+igg7jstABUx6pru/61T7gsGlEjQBAJbnwrHdyYiUIhQJATht4oXQwNg3wjQBCKBv+78847GfyvDNQ0OKX2YSUOTonCIECQNYYfL09xGR4fhUOAIDAegFT+KvkBXSg8AgS+eARr5amkRwSjeAgQ1Oj+++83rVu39nxaPeyww8zs2bPt4igz2ofal/b+1T7XvgdqQoDASfcTuH7maN++vXnqqafs4ihz2qfat/b+Vhvg/h1UhwCBk/0MiiZNmpgxY8aYdevW2UVRIbRvtY+1r9P3vdoC4EKAwCn9ap2ePXuapUuX2kVQobSvtc+T+19tAXAhQOB0zDHHpA4gd999t/0yKpz2eXL/qy0ALgQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMCJAIk3AgRBECBwIkDijQBBEAQInAiQeCNAEAQBAicCJN4IEARBgMDp6KOPJkBiLD1A1BYAFwIEHi+99JJp0qRJ6gAycuRIuwgqnPZ5cv+rLahNADYCBCmffPKJOfbYY1MHjuR0/vnn20VR4bTP7XagtqE2AiQRIDDffPONueqqq0yDBg08Bw1NEyZMsGdBhdM+t9uBJrURtRW1GYAAibGNGzea++67z+y4446eA0XLli1Tf3MOJH7Sz4Gkt4XkpDajtqM2hPgiQGLqzTffNN26dfMcGNq3b2+efvpprsKKOfsqLLUJtQ27vagNqS0hngiQmFm8eLEZPHiwqV27dsaBYJtttjFjx44133//faIcARJvdoCI2obaiNpKettRW1KbUttCvBAgMbF27Vpz7bXXmsaNG2d0/jp16pgzzzzTLF26NKM8ARJvrgBJUltRm1HbSW9LaltqY2priAcCJAYee+wx065du4zOrqlXr17mnXfesYsn/OIXv0iVu+222+yXUeG0z5P7X23BRW1HbchuV2pranOofARIBXv33XdNnz59PB18l112MY888ohdPEPbtm1T5XUfwMSJE82GDRvsYqgw2sfa1+n3Aakt1ERtSW3Kbmdqe2qDqFwESAX68ssvzdChQ03dunUzOnSjRo3MqFGjzJo1a+xZPA499FDPAeHAAw80r732ml0UFUL7VvvY3u9qC37UptS21MbS51UbVFtUm0TlIUAqiE5yjhs3zjRt2tRzEBg4cKBZtGiRPUu1fvjhBzNkyJCMT6Lpy1q4cKE9C8qU9qX2qb2fte/VBtQWglIbcy1LbVJtM3mRBioDAVIhnnvuOdOxY0dPx+3SpYt5/fXX7eKB6ZPj2Wef7fk2oxOo/fv3D/RtBqVJ+0770D4Zrn2tfZ7Ltwa1ObU9uz2qjaqtojIQIGVuzpw55ogjjvB01O233z7xW3ZUN3rNnDnT7LPPPp73adOmjXn44Yft4ihx2mfad/b+1D7Wvo6C2p7aoNqi/T5qs2q7KG8ESJn6+uuvzSWXXGK22GKLjI5Zv359c/nll5tVq1bZs4SmA0rfvn09B4H0SVfjvP322/asKDHaR64rp9In7euoQkTUFtUm1TbT30dtV21YbRnliQApM7pKRuMUbbfddp6Or2G3P/74Y3uW0JYtW+b8+UonSnVi1XVPiX4zt+8pQfFpn2jf2D9XaR9qX7pOfmvfqw1ERW0z/TEByUltWW2aq/zKDwFSRma98oo5eL/9PB1w7733Ni+88IJdPDSdNL3llltMs2bNPO81YMCA1Al03Xl8yimnOO9qHzNmjFm3bp21ZBSa9oH2hevuce275N3j2qfat/b+VhtQW8jmRLoftVW1Wfu99qtq269VtXGUDwKkDGxcsMC8e/zx5jdVneyAtA7XvHlzc/vtt0fauadOneo8GV/TJbzTp0833bt398yTHFcLxVHd+FXaV9pnLtVdyqs2obYRFbVZtV214fT3Uft+oKqtr6lq8yh9BEgpW73amBEjjNlyS/NJVce6u2oaUDXtWK+eOe+888zy5cvtOULTCc0jjzzSc+Bo1aqVueeee3x/XtAJ0/vvv985su/PfvYzM3v2bHsW5InqWnVu7wftG+0jvwsrtK+1z7Xv7WWojUR58lttWG25XlWbbllrU/tWO59f1eYTbV99ACWLAClVDzxgzE47Ve2hWqnp1arpvn79zCezZtmlQ9MJzEsvvdRzglP/P3z4cLNy5Up7lhpV92wRnTC94IILzFdffWXPgoioblXH9oUVYZ/hoX2vNuBqG2ozUZ78nlXVpi+uatsjN7fzVLtXH1BfQEkiQErNP/9pTI8eGcGRmHbf3ax98km7dGj6lHnXXXc5T8YfddRRZu7cufYsWdGT6/7nf/7Hs+xtt93W/O///q9Zv369PQtCUl2qTlW3dn1rH+T6FEG1BbUJe9lqO2pDft9Os7Goqo0vq2rrVW+QOalPqG+gpBAgpeLzz4057TRjatfO7DhNmhhz/fU6G2rPEdorr7xi9t9/f88BYa+99jJ///vf7eI5efnll02nTp0877XvvvuaF1980S6OLKkOVZd2/arOVfdRUttQG7HfS21JbSoyautq82r7tdL6gvqG+oj6CkoCAVJs6izXXWfM1ltndpY6dYw5/XRjliyx5whtwYIF5sQTT/QcAHQiU6OvRnkyPp0+IY8fP960aNHC896/+tWvzLx58+xZ4EN1prqz61N1rLrO1zc8tRG1Ffvktya1LbWxyKjtqw+oL9RK6xvqK+ozEX6oQjgESDE98YQxu+6a2Tk0HXKIMf/6l106tG+//dZcffXVpmHDhhkdXicuhw0bFunJ+JqsWLHCXHTRRc7f6K+88sqsf6OPI9WR6sp1jkl1qzouBLUZtR21ofT1UBtTW1Obi4z6gvqE3U/Ud9SHUDQESDG8/76Gu/V2iJ13Nuahh+zSOXnwwQfNTjvtlNHJNf30pz9NnLgshg8//ND8/Oc/96zTDjvsYP7yl7/4XiUUR6oT1Y3qyK431aXqtBjUhtSW7HVSm1Pbi5T6hvpILavfqC+pT6HgCJBC0l29555rqj62ZXaAqk9tVR/b9FXBniO0f1V9ajv44IM9HXu33XYzU6ZMsYsXxbPPPms6dOjgWceuXbuaN954wy4eW6oL1YldT6o71WEpUJtS27LXUW1QbTEy6iPqK+oztdL6kPqU+laEd87DHwFSCDq3cOutxjRv7v30dOKJxnz6qT1HaP/973/Naaed5hmyYuuttzZ//OMfS+7ucA3vfdNNNznvlB40aJD57LPP7FliQ9uuOnDd6a86K7Wh0dW21MbU1tLXV21RbVJtMzLqM+o7dn9SH1Nfy9P5PGQiQPLt+eeN2XNPb0M/4ABjXn3VLh3a94XsvHnwxRdfmLPOOssz7tZWW21lrrnmGvPdd9/Zs1Qsbau2WdueXheqG9WR6qqUFfRDjPqQ+pLdv9Tn1PeQVwRIvug+iv79vQ27ZUtj7r5bN2LYc4Q2d8oUM2S33UyDtM6qST8f/LPMrp2fMWOG6d27d8Z2aNJjVSdPnmwXrzjaxvTHCScn1Ynqppyo7bl+Rt2zqq2+EeXPqOpL6lPqW7Ws/qY+mOM9TageARI13bn9m98YU79+ZkPW/192mW79tucIb9Yss/anPzVPVy3/oqqp0+YOmpcTmAX26KOPOp+z/ZOf/KTsDqRBaJu0bfb2qg5UF+XMvpBD7VTt9c2qtrshygs51LfUx1x9T30yy1EV4I8AiZK+Trdq5f0U9MtfGvPRR3bp8HTZ7bBhqZPxc6qmO6qmgQ0bmj9GfQllEemnnNGjR1f7U04uT8wrFdqG6n6607ZXyk93yUvJd6hqo8dtbq9qt4k2rLYc5aXk6mvqc3Y/VN+M8GdjECDR6tcvs8Hqd9i//c0uFZ5ODN52m/Nk/PsnnGBWRHkTVwnRc7ZPPvnkjAOsJj1nuxRPJgeRvHjA9fx6bWs2z68vJ/+taqOPVLXVF632m2jTattRnvxW37PPP6qPIjIESJR0d6waabNmxvzpT9F2Bg0xstdenuAw+++vsUns0hVJl7MedNBBngPuHnvsYf7617/axUuW1lXrbG+Hti0uly+vVZtV27Xbs9p4lMPpqA+qL6pPavnqo4gMARK1+fMjvZ8jcQLwqKO8HW277Yy5665IT8aXA91Qd++99zpvqPvFL35h/vOf/9izlAytm9bRXm9ti7YpdjdQqu2qDast2+1bbT7Kk9/qk+qbiBQBUqp0wm/4cPcJwUsvjfZkfBnSc7avuOIK55AeF198ccGG9AhC66J1cg3hom2I8vn1ZUltWW3a1dbVBzj5XbIIkFKjT2UTJ7pPxh95pJ78ZM8Ra3rO9jHHHJNxYNakQQXvvPPOvA0qGITeW+vgGkRS6xzl8+srgtq22rjd7tUX1Cdi9m27HBAg6fR86JtuMubww41p29aYrbYyplGjTX//7GfG3Hijbg+254qOHhl74IHeDtSxo541a5dGGg1rvs8++3gO1J07dzbTpk2zi+ed3lPvba+P1pFh7H2oravN2/1AfaOaxypHptjHgDJDgMjatZuuE9djNO1Ga08qo2vNNU9UFi40ZuBA73vpxN8tt0R7Mr6C6RP/n//8Z+eDlY477jgzvwC/ges99F72+2udtG7F/EZUVtTm1faTJ7/TJ/UV9ZkoFfsYUKZq2f8QO7qX4OCDvY3Eb9I8ud6HsGaNMb///aZPOOnLrlvXmLPPzn35MaVHu55//vmeoca3rOr4v/vd78zqPDxnW8vUsvUe6e+pddC68CjfkNQH1BfUJ9L7iPqM+o76UK6KeQwoc7Xsf4gVfcrp1SuzUeyzjzHjx2/6PVYHGl29oRuTJkwwplOnzLK9e4f/dvDww8a0aeNtlH36GDNzpl0aIXzwwQfmsMMOM/a3gdatW5v777/fLh6alqVl2u+j99Y6IALqE+obdn9RH1JfCquYx4AKUMv+h1gZNSqzMYwcWfOJOr1mzzN6tF2qZm+/7W2wmtq1M+b//T+7NCLw1FNPmd13393YB/ju3bubt956yy4emObVMuzl6r30nsgD9RH1Fbv/qE+pb2XL7s+FOAZUkFr2P8SGLg1s2vTHRnDllXaJ6l1xxY/zaRlBLsPUCKpDhngfz9m4sTHXXsvvqXmmEWBvuOEG06RJE5N+sNdQ6aeeeqr5PIvnbKus5rGHWdey9R6RjjYLL/UV9Rn1nfS+pL6lPhZ0tOJCHwMqUHwDRF9Hkw1An2iy+RqqsroqIzm/boaqiYba2G23zMZedfAxp5yy6aoPFMySJUvMGWec4RlqvHHVwegPf/hD1bGp+iDXayqjsunzallappaNAlLfUR9SX0rvW+prQYa3KeQxoELVsv8hNk466cedX/WpMWvXX//j/LoqpCa6USr9JGD37sZMn26XQgH9+9//Nj179swIAk277rqrefzxx+3iiX/Ta3Z5LUPLQhGpL6lPJfuX+lqQG20LeQyoUPENkA4dftz5YR65qedsJOfXNet+7r1307XlOnkbtyErStikSZNMmzZtPMHQt29f89577yUm/W2/rnk0L0qE+pT6lvqY+loQhT4GVKD4Bkj6iLZhhpLWs5eT82+7rf0qysiaNWvMyJEjTaNGjTJCQj9N2T91qYzKah6UOY4BOYtvgGx+lkZiyua3zyT9xpqcX8tC2fv000/NgAEDMgIjfdJrKoMKwTEgZ/ENED59oBr/+Mc/TLt27VLBob/1b6gwHANyFt8AifL3zz32sF9FmduwYUPipypN+hsViGNAzuIbIFyBAcQbx4CcxTdAuAYciDeOATmLb4DoOvEmTX5sALnchcoDb4DywzEgZ/ENELn66h8bgSaN7lnT79261lzj3qTPo3FxAJQnjgE5iXeA6DK8Qw7JbAz77mvMnXduGn1To3Dqen89m1lfUTt3zizbs2d2X3sBlBaOATmJd4DI0qXGdOuW2SiCTJpH8wIobxwDQqtl/0MsffedMZdcEuxpZA0aGHPxxZvmAVAZOAaEUsv+h1jTs47HjjXmsMM2PahGTz1r2HDT3/36GTNmjDGLFtlzAagUHAOyQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACOX/AwTrUwwdQEiWAAAAAElFTkSuQmCC)
PN: 2818-3-X4
CAS: 55579-69-6
Molecule Weight: 256.224
Formula: C13H11F3O2
PN: 2618-3-X8
CAS: 55579-72-1
Molecule Weight: 206.216
Formula: C12H11FO2
PN: 2618-5-0B
CAS: 27463-38-3
Molecule Weight: 222.67
Formula: C12H11ClO2
PN: 2618-9-04
CAS: 239132-48-0
Molecule Weight: 267.122
Formula: C12H11BrO2
TSCA: Not listed on TSCA inventory
