| Product Number | 2920-5-18 |
| CAS | 1086379-25-0 |
| MDL Number | MFCD01764279 |
| Molecular Formula | C15H11ClO2 |
| Molecular Weight | 258.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-3M
CAS: 1106940-96-8
Molecule Weight: 265.7
Formula: C12H15ClF3N
![2-Amino-1-[(4-trifluoromethyl)phenyl]propane](data:image/png;base64,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)
PN: 3831-3-06
CAS: 1626-74-0
Molecule Weight: 203.208
Formula: C10H12F3N
![3-[4-(Trifluoromethyl)phenyl]cyclobutan-1-one](data:image/png;base64,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)
PN: 2817-1-36
CAS: 1080636-43-6
Molecule Weight: 214.187
Formula: C11H9F3O
![4-[4-(Trifluoromethyl)phenyl]piperidine](data:image/png;base64,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)
PN: 3H31-3-87
CAS: 67259-63-6
Molecule Weight: 229.246
Formula: C12H14F3N
![4-[4-(Trifluoromethyl)phenyl]piperidine hydrochloride](data:image/png;base64,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)
PN: 3H31-7-16
CAS: 574008-73-4
Molecule Weight: 265.7
Formula: C12H15ClF3N
![3-[4-(Trifluoromethyl)phenyl]pyrrolidine](data:image/png;base64,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)
PN: 3H31-3-82
CAS: 1000198-76-4
Molecule Weight: 215.219
Formula: C11H12F3N
![3-[4-(Trifluoromethyl)phenyl]pyrrolidine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABtKAAAbSgE7mhyEAAACNXpUWHRtb2xTb3VyY2UAAHichZTbbqMwEIZfZeTrjQ+ciUKqKFWlldq92LbS3q0ccFIkwBWQ09vvGAQJJEsSyDjj//NhZuzF0ynP4KDKKtVFRATlBFQR6yQtdhH5/HiZBeRpuYhRhMKiishXXX/PGTsejzT+Urk86YLGOidt//xUpQPN0aa63DGLc8H+vL2+N8wsLapaFrFCqkrnVeN81bGsm1X8ZwqWy/KQFqyVs7w8tKP9tbh5OD1VCbnsZY19K0Rhm2YKtrrMZQ0Hi1N8+A/YqUKVslYJbM7otqmDe18u3p51vM9VUWPTjJDGMnuvy32MjlxnKt7jYNj4+RyRXCAga52vylKewbSMWwqQFkgbpAPSBemB9EEGIEOQguOL/QIFAhUCJQI1wsO4Z8pM/HH+Vrj6DF5gja/5HX9/wRojZ0UEd4IfcKnnuGFnHCo4Gp+K4OL0aOiHXmd6pS0sqzO9MghFgMYRjSTwG+PgRATO15Nivw029cSNsSj30QhqczQzjLnNfZgJQ/r9/67boq5j3JgDs4CZQ0PcwcW2fow164O9XGx0kVw1IU0ishGkycJvta1woU0WCOgyUSXWthnASK8BawiYnE0D9g3gTgPODeBNA+4QMNXTA6t7gDcETK1NA/4QMJU5DQRDoKnjaSIcEm3ZTyNmyNHGHyLidmHWdHTFKOPtQXzAjJLeHtwHzCjv7UF/wIxS310Mk4x3Zz93GXZ1Ylh3lWHz5ppjV3cgw5t/+Q8Uvcil9zYuuwAAMe9JREFUeF7t3Qn8TdX+/3FKUpTQoFARhfpRiUy50qRJ+Wu65S+qG80RpYuSfkldVxo8EsqY4qYS3URlqqTMQzLci24hM/E1W7/72Zzd3uv4fs/37HP296y1z+v5eOzH42qt7x7W+d71/u6z91qrkAIAIIBC+n8AACA/CBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAxnrr/kL53lDwaHUAxtJDIq8NBY9WB2AsAsJsfCoAjEWAmI1PBYCxCBCz8akAMBYBYjY+FQDGIkDMxqcCwFgEiNn4VAAYyxsgeW3IDFoegLH0oMhtQ2bQ8gCMRUiYjU8FgLEIELPxqQAwFgFiNj4VAMYiQMzGpwLAWASI2fhUABiLADEbnwoAYxEgZuNTAWAsAsRsfCoAjEWAmI1PBYCxCBCz8akAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAWCNhV/0VeP7XKHWLp+uFyEDCBAAVti/d5ca0O5oZ1DhuD5N9GJkAAECwAp7cra6o9I/6lVXL0YGECAArECAmIcAAWAFAsQ8BAgAKxAg5iFAAFiBADEPAQLACgSIeQgQAFYgQMxDgACwAgFiHgIEgBUIEPMQIACsQICYhwABYAUCxDwECAArECDmIUAAWIEAMQ8BAsAKBIh5CBAAViBAzEOAALACAWIeAgSAFQgQ8xAgAKxAgJiHAAFgBQLEPAQIACsQIOYhQABYgQAxDwECwAoEiHkIEABWIEDMQ4AAsAIBYh4CBIAVCBDzECAArLBr51bVqVkhZ3u9EwFiAgIEgBV2/L5VNbmgkLM9fCcBYgICBIAVtm3bqk46vpCzXdmYADEBAQLAClu3blWFChVytrp1CRATECAArECAmIcAAWAFAsQ8BAgAKxAg5iFAAFiBADEPAQLACgSIeQgQAFYgQMxDgACwAgFiHgIEgBUIEPMQIACsQICYhwABYAUCxDwECGCQ2HTl+dmyDQFyiP57kNcWtvCPACDf9A4gry3bECCH6L8HeW1hC/8IAPKtIP/PbxsC5BCTfkcyfwYAXCZ1DqYhQA4x6Xck82cAwGVS52AaAuQQk35HMn8GAFwmdQ6mIUAOMel3JPNnAMBlUudgGgLkEJN+RzJ/BgBcJnUOpiFADjHpdyTzZwDA5e0c8tqyEQFyiP67kNtWEArmKADyRe8EctuOZMvaJWruZy+qWeO6F8j2zxHd1ZB+3dVLPbur7t3D3zp37uwGSNmyZePKw9z6vtxdjXyru/ri/fh2CGNb+OWrak/OVv0jdui/C7ltBaFgjgIgXwJ3AAcPquEdy8Z1ImFujzQtpBqfX0iVOeFQpx7l7exTCqkbahVSTzePb4ewtq/e+f/6p+zw1sm0zJ8BAFcqncPIv1aM64TC3AiQcLdpI9rqH7HDWyfTMn8GAFypdA47t61Vy2YMU0u/HVIg28xJQ9SEj4eo994dooYMCX9788033Q69YsWKceVhbh+8P0R9MW6Imv1VfDuEsf1r9j/UgX179I/YkcrvSLpl/gwAuEzqHEzDQ/RDTPodyfwZAHCZ1DmYhgA5xKTfkcyfAQCXSZ2DaQiQQ0z6Hcn8GQBwmdQ5mIYAOcSk35HMnwEAl0mdg2kIkENM+h3J/BkAcJnUOZiGADnEpN+RzJ8BAJdJnYNpCJBDTPodyfwZAEA+ECDmIUAAWIEAMQ8BAsAKBIh5CBAAViBAzEOAALACAWIeAgSAFQgQ8xAgAKxAgJiHAAFgBQLEPAQIACsQIOYhQABYgQAxDwECwAoEiHkIEABWIEDMQ4AAsAIBYh4CBIAVCBDzECAArECAmIcAAWAFAsQ8BAgAKxAg5iFAAFiBADEPAQLACgSIeQgQAFYgQMxDgACwAgFiHgIEgBUIEPMQIACsQICYhwABYAUCxDwECAArECDmIUAAWIEAMQ8BAsAKBIh5CBAAViBAzEOAALACAWIeAgSAFQgQ8xAgAKxAgJiHAAFgBQLEPAQIACsQIOYhQABYgQAxDwECwAoEiHkIEABWIEDMQ4AAsAIBYh4CBIAVCBDzECAArECAmIcAAWAFAsQ8BAgAKxAg5iFAAFiBADEPAQLACgSIeQgQAFYgQMxDgACwAgFiHgIEgBUIEPMQIACsQICYhwABYAUCxDwECAArECDmIUAAWIEAMQ8BAsAKBIh5CBAAViBAzEOAALACAWIeAgSAFQgQ8xAgAKxAgJiHAAFgBQLEPAQIACsQIOYhQABYgQAxDwECwAqjR492A6RYsWJq6dKlehUUMAIEgNF++uknde2117rhEduOOeYY1aFDB+fOBJlBgAAw0pYtW1T79u2doPAGR+HChX3/PuWUU9SAAQPUgQMH9F0gZAQIAKPs379fvfXWW+rkk0/2BYX8+80331QbNmxQjz76aFywXHjhhWrq1Kn67hAiAgSAMSZPnqxq1qwZ91XVY4895tyReP3444/q6quv9tWV7bbbblOrVq3y1UU4CBAAGbdy5Up1yy23xIXBNddco5YsWaJX9/nkk09UlSpVfD8nD9m7deumduzYoVdHGhEgADJGOviuXbs6Hb43AM4991w1fvx4vXqu9uzZo15++WVVsmRJ337Kly+vhg8frldHmhAgADJi2LBhqly5cr4OXwKgd+/eau/evXr1fPntt9/Uvffeq4466ijffuvVq6e+//57vTpSRIAAKFAzZ850BgJ6O/ijjz5a3XfffWr9+vV69UBmz56tGjZs6DuGvL3VunVrtWbNGr06AiJAABQI6bjvvvvuuNdwGzVqpObMmaNXT4v33ntPnXnmmb7jnXDCCapnz57O115IDQECIFS7d+9WL7zwgipRooSvIz/rrLPUqFGj9Oppl5OTo7p3766OP/543/HPOecc9dFHH+nVkQQCBEBoxowZoypVquTruIsXL66ee+45tWvXLr16qH7++Wf15z//2XcusjVp0kQtXLhQr458IEAApN2CBQvU5ZdfHtdZ33XXXeo///mPXr1Aff3116pWrVq+8ypSpIh68MEH1caNG/XqyAMBAiBtpANu166d81Dc20HXrl1bffPNN3r1jJFpT95++2112mmn+c6zdOnS6rXXXlP79u3TfwRHQIAASJl0uH379lWlSpXydchly5ZVgwcPVgcPHtR/xAjbtm1TTz75pCpatKjvvKtXr64mTpyoV4eGAAGQkgkTJqhq1ar5OuBjjz1Wde7cWW3fvl2vbqTly5erZs2a+a5BthtvvNEpw5ERIAACWbZsmbrhhhviOt2bb75ZrVixQq9uhUmTJjl3H97rkbuTTp06OXcr8CNAACRF1t/o2LFj3Nc+559/vvriiy/06taRr+Nef/1153mI9/rkeYk8N2Ha+D8QIADyRTrOQYMGqVNPPdXXsZYpU0a98cYbkXvwvGnTJvXQQw85b2h5r1fe4Jo+fbpePSsRIAASmjZtmrrooot8Hal0rA8//LDT0UbZokWL1BVXXOG7dtlkTMnq1av16lmFAAGQK1lX4/bbb4/rPK+88kq1ePFivXqkyah1Gb3ubQcZ3S6j3GW0ezYiQADE2blzp3rmmWfUcccd5+swK1eurMaOHatXzxoyf9aLL77ozKflbReZb2vkyJF69cgjQAD4vPvuu6pChQq+DvLEE09UL730EhMQHrZ27VpnZl992niZAXjWrFl69cgiQAA4fvjhB9WgQQNfhygd5D333KPWrVunVw+F3PnMmzdPjR49Wj3//POqZcuWqnHjxs52wQUXqLPPPtvd5N+xMqkn9eXn5OdlPwVB1hipX79+RtsskwgQIMvJX9Nt2rSJ+2tawiTsv6ZlbIUsSdu+ffu4tdBT3WR/sl/Zf9hjOEaMGOGsfug9vty1ySqJUb5rI0CALCUdW69evZyOztvxyddX8jVWWDZv3qz69+/vfN2jh1Z+Nn3+qvxschw5nhxXjh+GvJ4bSYhFEQECZKGPP/447o0i6fieffbZUL7+kbmwpBNt0aKFM82J3sHHtipVqqjmzZurp556yplDa8aMGWrlypW5rlQo/13KpZ7Ul5+Tn5f96PuObXJ8OQ85nzDm6JI312677ba441511VXqxx9/1KtbjQABsoiMaZBXcPXO7Y477ghlTIMMLpSvd/TpQWKb3O3Iw+ihQ4emfZp32Z/sV/avvxQQ2+S85PzCGAQ5derUI46deeSRR0K7CypoBAiQBXIbVX3xxReHMqo6Nmpdv8uRTb4yu/fee9WUKVP0HwuVHE+Oq39lJ5ucp5xvuqcpkf0NHDhQnXLKKb7jyej9fv36qf379+s/YhUCBIiw3OZ1kulIwugwxcyZM+MWbJKtRo0azl/7Bb0SoU6OL+ch56Ofo5y3nH+6yfxhTzzxRNz8YfIm2ZdffqlXtwYBAkSUzCwrExx6O6wwZ5aVu5y2bdvGPRivU6eOsYMP5bzk/LznK+cv1xHGFC1Lly5V119/fVxw2TqDMQECRIx0RDfddFNcJyVrW8gU7GGYPHmyOuOMM3zHk7XQx40bp1c1kpynvna7XI9cVxhkDZWqVav6jmfbGiqCAAEiQjoeeQtJ/5pEFnv6/PPP9eppIV+B9ejRw7eErXSE8jprpr+qSpacr5y39y0xuS65vjC+6sttFcfTTz/d6FUcvQgQwHLS0bzzzjvO8rHejkg6pldffTWUN4zEhg0b4mapvfTSS61fwU/OX67De11ynXK9YZD95raO/LfffqtXNwoBAlhsx44dcX/ByptWDzzwgNq4caNePW1krMN5553nHrNw4cKqQ4cOau/evXpVK8l1yPXIdcWuUa5Xrjss8+fPV5dffrnvs5TtT3/6k17VGAQIYDGZAdbb2TRp0kQtWLBAr5ZWCxcuVOXKlXOPKQEW1ZHWcl3egJbrlusP0wcffKAqVqzoHlMe6puKAAEsJmM4Yh2NDBAMm3yl4u1QZYBe1EZX6+T6vAMR5frD/mpp9+7dqmTJks7xihUrphcbgwABLPbNN9+4HZsMkguT/OXtDQ8ZxZ3u0eOmkuv0jqaXdgj7TiQ2OaOsPWIqAgSwWEEFiHz37/3aSh4yhzFOwmRyvd6H69IeYT4TIUAAhKogAkTeEvI+MJe/xLMtPGLkur13ItIuYb2dRYAACFXYASLjH7yv6sqzgGz52io3cv3eZyLSPmGMEyFAAIQq7ACRQXSx/ct8WlF/YJ5f0g7e+cWkndKNAAEQqjADRKbxiA1uk/EQUX1VNyhpj9g4EWmndE97QoAACFVYASLf9XvntpJBdYgn7RJrI2mvdD4bIkAAhCqsAJHZaGP7lTePojLCPN2kXbxvZkm7pQsBAiBUYQSIrIcRm5JdJha0fW6rsEn7xCZglHZL13oiBAiAUKU7QORtIu9iUDI7LRKTdoq1mbRfOt7KIkAAhCrdASKrFMb2J+tj2DYle6ZIO3nXE5F2TBUBAiBU6QwQmfbdu4a5LYtBmULaK9Z20o6pTqNPgAAIVToDZPjw4e6+5MEwkud9oC7tmQoCBECo0hUgsiiVd4oOU9cwN520W6wNpT1TWVWQAAEQqnQFiAyKi+2nRo0aKXV82UzaTdov1papDL4kQACEKl0B0qJFC3c/I0aM0IuRBGm/WFtKuwZFgAAIVToCZPPmze44BlnEKCcnR6+CJEj7xRaDknaV9g2CAAEQqnQESP/+/VPeB/ykHWNtKu0bBAECIFTpCJCGDRu6+5gyZYpejACkHWNtKu0bBAECIFSpBsjWrVvdGXelw+LheXpIO8YCQNpX2jlZBAiAUKUaIN63r1q3bq0XIwXSnrG2DfI2FgECIFSpBsjjjz/u/vzQoUP1YqRA2jPWttLOySJAAIQq1QCpWbOm+/PZvlRtukl7xtpW2jlZBAiAUKUSIDt37nSnba9cubJejDSQdpX2lXaW9k4GAQIgVKkEyLx589yfbd68uV6MNJB2jbWxtHcyCBAAoUolQEaNGuX+bOfOnfVipIG0a6yNpb2TQYAACFUqAdKjRw/3ZwcPHqwXIw2kXWNtLO2dDAIEQKhSCZCWLVu6P/vtt9/qxUgDaddYG0t7J4MAARCqVAKkadOm7s+uWrVKL0YaSLvG2ljaOxkECIBQpRIgDRo0cH9206ZNejHSQNo11sbS3skgQACEKpUA8a5bsXfvXr0YaSDtGmtjae9kECAAQpVKgFSsWNH5uWLFiulFSCNpX2lnae9kECAAQpVKgJQtW9b5udKlS+tFSCNpX2lnae9kECAAQpVKgHAHUjC4AwFgpFQChGcg4eMZCABjpRIgvIUVPt7CAmCsVAKEcSDhYxwIAGOlEiCMRA8fI9EBGCuVAGEurPAxFxYAY6USIMzGGz5m4wVgrFQChPVAwsd6IACMlUqAsCJh+FiREICxUgkQwZro4WFNdABGSzVAHn/8cffnhw4dqhcjBdKesbaVdk4WAQIgVKkGyCeffOL+fOvWrfVipEDaM9a20s7JIkAMV+itQu4G2CjVANm6das6+uijnZ+XDuvgwYN6FQQg7RgLAGlfaedkESCHJdtRJ1v/67VfqydmPKFqjamlyg4vq44ZeIwqObikqjqqqmo9ubX6aOVHav/B/fqPJX0cwDSpBoho2LChu48pU6boxQhA2jHWptK+QRAghyXbUee3/optK9QV46/w1c9tO3vk2WrsqrG+n8/vcQBTpSNA+vfvn/I+4CftGGtTad8gCJDDku2o81Nf7jpKDynt1ms4tqEatmyYWrl9pcrZl6M2796sZm2Ypf76/V/VqcNOPeL+8nMcwGTpCJDNmzerY4891tlHyZIlVU5Ojl4FSZD2k3aU9pR2lfYNggA5LNmOOlH91b+vVicPPdkpP2rAUarf4n56FR8Jk1aTW8XtL9FxANOlI0BEixYt3P2MGDFCL0YSpP1ibSntGhQBcliyHXWi+td9dp1b/r9z/lcvztXTM5/2/TvRcQDTpStAvG9jyboVPEwPRtrNu85KkLevYgiQw5LtqPOqP2/jPLdMnmsc6eF4fuV1HMAG6QoQ6fiqV6/u7mvsWP/zQuSPtFusDaU9UwliAuSwZDvqvOp3+b6LW9ZjdnKzW+ryOg5gg3QFiBg+fLi7r0svvVQvRj5Iu8XaUNozFQTIYcl21HnVv2zsZW7ZlDVT9OKk5HUcwAbpDJB9+/apc845x93fuHHj9CrIg7RXrO2kHaU9U0GAHObtqJPddOVGlHPL1uWs04uTktdxABukM0DEoEGD3P1VqlRJ7dq1S6+CI5B2kvaKtZ20Y6oIkMP0UEhm0xUbVMwt271/t16clLyOA9gg3QFy4MABVatWLXefzzzzjF4FRyDtFGszaT9px1QRIIcl21HnVZ8AAf6Q7gARM2fOdKd5l3EMy5cv16vAQ9onNo5G2k3aLx0IkMOS7ajzqs9XWMAfwggQ0bZtW3e/8mB47969ehX8l7SL98G5tFu6ECCHJdtR51Wfh+jAH8IKkE2bNqkzzjjD3XeHDh30KvgvaZdYG0l7SbulCwFyWLIddV71eY0X+ENYASImT57sztRbuHDhlAbFRZG0h7SLtI+0k7RXOhEghyXbUedVf+7GuW5ZpfcqMZAQWS3MABE9evRw91+6dGn1448/6lWykrSDtEesbaSd0o0AOSzZjjpR/Wv/ea1b/uLcF/XiXMnEil6JjgOYLuwAkbeJrrjiCvcYFSpUyPqlb+X6pR1ibSLtk463rnQEyGHJdtSJ6q/6fZU7E+/RA45W/X/Me7rkLXu2qLsn3x23v0THAUwXdoCIDRs2qPPOO889jkzRkc7v+m0i1+2d8kXaRdonDATIYcl21PmpP3XNVFVqSCm3XqNPGqkRy0c44bJr/y4nNGZvmK26/dDNWWTqSPvLz3EAkxVEgIhVq1apcuXKuceSN4+yLUTker1vXEl7SLuEhQA5LNmOOr/1l21dphqPa+yrn9smz0s+WeV/CJjf4wCmKqgAEQsXLlSlSpXy3Ylky9dZcp3eOw9pB2mPMBEghyXbUSdbf/ra6ar9t+3VxWMudhaPkiVtTxx8oqo2qpqzpK0Ex5Eetid7HMA03gC55ZZb9OK0+/bbb30hIs8Cov5gXa7P+8xDrl/aIWwnn3yyc7zjjz9eLzIGPSdgsVGjRrkdm4yClnEJW7du1aullfzl7f06SzrUqL7iK9flDUy57rDvPH766SfVtGlT3+dqKgIEsNivv/7qjtWIbaeccooaMGBAKG8Gxch3/94H6zIeQsIrKiPW5TrkemLjPGST6w3zmceWLVvU448/ro455hjf53nmmWfqVY1BgACW++WXX9R9990X1/FceOGFasqUKXr1tJG3j7yv+MomD5ltnztLzt/7sFw2uc6w3rbav3+/6t+/v/uVVWyTf7/wwgtGhzIBAkSEfFd/9dVX+zoh2W699Va1cuVKvXpayF2ODKLz3gXJxIIyO61tU8HL+cp5xyZGlE2uS64vrLs5Gb1es2ZN3+clfwjInYjckZiOAAEiRhY2qlKliq9TKlasmOrWrZvasWOHXj0tpCP0zp0lm6yPYcuiVHKe3vU8ZJPrSff0JDES6PLSg/d4ssmzjyVLlujVjUWAABEkX3v87W9/UyVLlvR1UPJqaKpLreZGxknIbLSxqeBjW506dYxdY13OS87Pe75y/nIdYYxzkQDv2rWrE+jeY5577rlq/PjxenXjESBAhP3222/O+BC9U69Xr576/vvv9eppIetheBelim01atRQI0aMyPhXW3J8OQ85H/0c5bzTtZ6HbtiwYb6312STgO/du7fRzznyQoAAWWD27Nnqsssu83Ve8oZR69at1Zo1a/TqKZNnBrKsq3eN9dh24oknOqEW5gP+I5HjyXHl+Po5yXnK+YbxrOO7775TdevW9R1Pnq3Iiw/r16/Xq1uFAAGyyHvvvee8FurtzGSkc8+ePdWePXv06inbt2+f89e+dxS3d5MBehJiQ4cOTfuodtmf7Ff27x0I6N3kvOT85DzTTV6xbtWqle9VYNkaNWqk5syZo1e3EgECZJmcnBzVvXt3Z4Szt2OTh8gffvihXj0tDh486AzKa9Gihe8tJ32Th//NmzdXTz31lBo8eLCaMWOG88A5t7/U5b9LudST+vJz8vP6SwTeTY4v5yHnI+eVbrt373Zevy1RooTvuGeddZYz8DNKCBAgS/3888/qzjvvjOtgmzRpEupo682bNzvjHho2bBj3bCY/22mnnRb33xJtchw5nhxXjh+WMWPGqIoVK/qOXbx4cedV4Ew/+wkDAQJkua+//lpdcsklvk6vSJEi6oEHHlAbN27Uq6fVtm3bnDuB9u3bx42HSHWT/cl+Zf9ynDDNnz9fXX755XHncNddd6X9qzmTECAAnK9y3nnnnbi/7mUeqNdeey2UZwRHsnPnTjVv3jw1evRo9fzzz6uWLVuqxo0bO9sFF1ygzj77bHeTf8fKpJ7Ul5+Tn5f9FAQJ2Hbt2sVNJ1O7dm1nosuoI0AAuOQv9SeffFIVLVrU1yFWq1ZNTZw4Ua+etSRQ+/bt65toUbayZcs6z2LCeLZiIgIEQByZD6pZs2ZxX8nceOONatmyZXr1rDJhwgRVtWpVX7vIg/nOnTur7du369UjjQABkKtJkybFvYIrdyedOnUK/bmCaZYuXaquv/76uFC9+eab1YoVK/TqWYEAAZAn+brm9ddfV6VLl/Z1nPK85O233w5l8J1JZH2VJ554Iu5rPXkG88UXX+jVswoBAiBfZG6ohx56yHlDy9uRXnzxxWr69Ol6detJMA4cOFCdeuqpvustU6aM6tevnzMNe7YjQAAkZdGiRXHrgMh2xx13qNWrV+vVrTRt2jR10UUX+a5PgvORRx4JdRyJbQgQAIF8/PHHcXNdyej2Z599tsBeo003WXHw9ttvjwvHq666Si1evFivnvUIEACByfxZvXr1cubT8na4Mt/WyJEj9erGksCTxaSOO+4433VUrlzZ2KnoTUCAAEjZ2rVrVZs2beKmJpHpQ2bNmqVXN4pMpqhPtigz9r700kuhTDAZJQQIgLT54YcfVP369X2dsYTKPffco9atW6dXzyibztVUBAiAtDP5r3qb75ZMQ4AACIVpzxWi8rzGJAQIgFCZ8GbTkd4Yk2Cz+Y0xExAgAApEJsZWZMOYlUwiQAAUmIIa3Z1to+YzhQABUODCml8q2+ftKmgECICMSecMt8wcXPAIEAAZl8oaG6xdkjkECAAjJLvKH6snZh4BAsAoidYZj63fLsHiLS/o9dtBgAAw1Pz589Xll18e99WUzPjr/be8afXAAw84wYOCRYAAMNqYMWNUxYoV44JEtiZNmqiFCxfqP4ICQoAAMN7u3btV165d3eCQr7c+/PBDvRoKGAECwAoydiQWIPI8BJlHgACwgjdA6tatqxcjAwgQAFYgQMxDgACwAgFiHgIEgBUIEPMQIACsQICYhwABYAUCxDwECAArECDmIUAAWIEAMQ8BAsAKBIh5CBAAViBAzEOAALACAWIeAgSAFQgQ8xAgAKxAgJiHAAFgBQLEPAQIACsQIOYhQABYgQAxDwECwAoEiHkIEABWIEDMQ4AAsAIBYh4CBIAVCBDzECAArECAmIcAAWAFAsQ8BAgAKxAg5iFAAFiBADEPAQLACgSIeQgQAFYgQMxDgACwAgFiHgIEgBUIEPMQIACsQICYhwABYAUCxDwECAArECDmIUAAWIEAMQ8BAsAKBIh5CBAAViBAzEOAALACAWIeAgSAFQgQ8xAgAKxAgJiHAAFgBQLEPAQIACsQIOYhQABYgQAxDwECwAoEiHkIEABWIEDMQ4AAsAIBYh4CBIAVCBDzECAArECAmIcAAWAFAsQ8BAgAKxAg5iFAAFiBADEPAQLACgSIeQgQAFYgQMxDgACwAgFiHgIEgBUIEPMQIACsQICYhwABYAUCxDwECAArECDmIUAAWIEAMQ8BAsAKBIh5CBAAViBAzEOAALACAWIeAgSAFQgQ8xAgAKxAgJiHAAFgBQLEPAQIACsQIOYhQABYgQAxDwECwAoEiHkIEABWmDp1qhsgxYoVUxs3btSroIARIACM16dPH1W0aFE3QGQrX768mjx5sl4VBYgAAWCs9evXq+uuu84XHIULF3b/99FHH626du2q9u3bp/8oCgABAsBIEydOVKeffrovPO699161cOFCVbt2bd9/r1+/vlq1apW+C4SMAAFglL1796onn3xSHXXUUW5AlCxZUo0aNcpXp1OnTr46J510kho9erRnTwgbAQLAGP/6179UnTp1fHcX9erVUytXrtSrOj7//HNVtmxZX/377rtP7dy5U6+KEBAgAIwwYsQIdeKJJ7pBIM83unTpkvD5xm+//aaaNm3qC5Fq1aqpefPm6VWRZgQIgIz6/fffVatWrXwBUK5cOfXVV1/pVXN18OBB9fe//933ptaxxx6rXnvtNb0q0ogAAZAxs2bNUlWqVPGFx4033hh4jMfs2bPVueeeG7e/DRs26FWRBgQIgAIndwy9e/f23THI4MB03DHIHc3dd98dd0fz5Zdf6lWRIgIEQIFat25d3DOL6tWrq/nz5+tVU/Luu+/6nqnIG1t//etfEz5TQf4RIAAKzIQJE+LemvrLX/4S2ltTR3qrS+bRyu2tLiSHAAEQOhm30bFjR98ochm38Y9//EOvmnZyx/HUU0/FjSt5//339apIEgECIFTLly9Xl1xyie8uoEGDBgU+cnzSpElxI9vvuecetWPHDr0q8okAARCaYcOGqRNOOMHtsGVsR7du3dT+/fv1qgXiSHNrVa1aVc2dO1evinwgQACk3fbt21XLli19HbXMnjtlyhS9aka88sorcWNG+vbtq1dDAgQIgLT64YcfVOXKlX3hcdNNN6lNmzbpVTNqzpw56rzzzvOd5/XXX+/cpSB/CBAAaSFjO15++WV1zDHHuB2yjO1444039KrGkOcfbdq08YXIGWecob744gu9Ko6AAAGQsrVr16qrr77a1xGff/75asGCBXpVI7333nvOm1mxc5c3tjp37syYkQQIEAAp+eyzz9Rpp53mC4+2bduqnJwcvarRZGyIjBHxXsell16q/v3vf+tVcRgBAiAQGdvRoUMH39iOUqVKqTFjxuhVrSF3HE8//bRvzIiMZh85cqReFYoAARDAsmXLVK1atXx/rTds2FCtXr1ar2olmTdLnoV4r69169bOPFv4AwECIClDhgxRJUqUcDtWGdvx7LPPZmxsR1hkBt8bbrjBFyIy06/M+ItDCBAA+bJt2zZ15513+jrUChUqqGnTpulVI+XVV191xonErlnGj/Tp08d56yzbESAAEpo5c6aqVKmSLzyaN2+uNm/erFeNJBmpLiPWvdd/7bXXOqshZjMCBECuDhw4oHr16uUb23HcccepN998U68aeTJjsKy37g0RmVtr4sSJetWsQYAAOKI1a9aoK6+80tdhXnDBBWrhwoV61awyatSouDEjnTp1ct5KyzYECIA4n376qTr11FN94fHggw9aN7YjLDJmpF69er72qV27tlqxYoVeNdIIEACuPXv2qMcff9w3tqN06dLqo48+0qtmPRkz0qVLF+cttFhbyZiRESNG6FUjiwAB4Pjpp5/URRdd5PurulGjRurnn3/Wq8Jj8uTJzprr3nZr1apVVowZIUAAqHfeecc3tqNIkSLqueeei9zYjrBs3LhRNWvWzBciVapUUbNmzdKrRgoBAmQxGdtxxx13+Dq+M888U02fPl2vinx4/fXXnRmIY20pY0Z69+4d2TEjBAiQpb777jtVsWJFX3i0aNFCbdmyRa+KJMyfP19Vr17d167XXHONWrdunV7VegQIkGVkbEfPnj19YzuOP/549dZbb+lVEZCMGbn//vt9ISIzFk+YMEGvajUCBMgiv/76q2rSpImvY6tRo4ZavHixXhVp8MEHH6iTTjrJbWt5u+2JJ56IzJgRAgTIEuPGjVMnn3yyLzweeughtWvXLr0q0khmKG7QoIGv3S+55BK1fPlyvap1CBAg4nbv3q0ee+wxXwdWpkwZNXbsWL0qQiJvs3Xr1s03ZuSEE05Qw4YN06tahQABImzJkiXqwgsv9IVH48aN1S+//KJXRQGYMmWKKl++vO/zaNmypdq+fbte1QoECBBRgwYNUsWLF3c7Khnb8fzzzzsP0ZE5mzZtUjfddJMvRM455xz1/fff61WNR4AAEbN161Z12223+Tqos846S33zzTd6VWRQv379nJmNY5+RvBX38ssvWzVmhAABIkQezHpfz5Xt1ltvdUIF5lmwYIE6//zz48LeFgQIECEvvPCC7yurgQMH6lVgGJnhuG3btr4QkRcfbECAABEiK+TJ+hTSCcn4A5kxFuabMWOGGx6y8qMtCBAgYpo2bep2RpMmTdKLYaCOHTu6n9krr7yiFxuLAAEiRr62inVG7dq104thoNh68zJSXQYe2oIAASJm/fr1zvMP6ZDKli3La7uGmz17thv4derU0YuNRoAAEeSd72rq1Kl6MQwiqxrGPqtevXrpxUYjQIAIeuONN9xOSaYxgbmqVq3qfla2zY9FgAARtGbNGvdtrAoVKlg1OC2bLFq0yA2PmjVr6sXGI0CAiPLOACuLR8E8smxw7DPq0aOHXmw8AgSIqD59+ridU6dOnfRiGEDWYol9RjauyUKAABG1atUq57VQ6Zxksj6YZdmyZW54VKtWTS+2AgECRFjt2rXdTmrOnDl6MTLoxRdfdD+brl276sVWIECACJPXQm3vpKLKG+5z587Vi61AgAARJq+F2v41SRRF5etFAgSIONsf1EZRVF5wIECAiLP9VdEoisor1gQIEHG2D1aLmigN8iRAgCxg83QZUROlaWYIECAL2DxhX9R4J7qcNm2aXmwVAgTIAjIGJNZp2TZleJREbap9AgTIErYuWhQlUVvsiwABsoSty6ZGSdSWGyZAgCwxY8YMVaRIcXXcceXVNde00osRsi1btqiiRYs64VGmTBm1b98+vYp1CBAgS8jrojVq/D91xhk3qooVW6n167fpVRCioUOHuncf99xzj15sJQIEyCLPPz9GVa/+jKpZs48aPZpR6QWpWbNmboB8+umnerGVCBAgi8yevUbVqvWWs7VrN04vRkh+//13VaxYMSc8SpYsqfbs2aNXsRIBAmSRAwcOqquuGuYESJ06A9WWLbv0KgjB+++/7959tGzZUi+2FgECZJkXXpjm3oV8/PESvRghuPXWW90A+fDDD/ViaxEgQJb57rv/uAHyyCP/1IuRZjk5Oap48eJOeJQoUcL5d1QQIECW2b//gGrSZKgTIHXrDlTbt0fj+3hTyR1H7O5D7kSihAABstBzz01x70I+/XSZXow0uuuuu9wAkWchUUKAAFlo+vTVboB06PC5Xow0kbet5K0rCQ95C0vexooSAgTIQnv27Fd/+tNgJ0Dq139b7dy5V6+CNJDxHrG7j5tuukkvth4BAmSprl2/dO9CJk78l16MNJAR57EAkZHoUUOAAFnqyy//7QZI5872T+xnGpnrSua8kvCQObBkLqyoIUCALLVr1z7VsOHbToBcdtk7avdu+yf3M4nMthu7+5BZeKOIAAGy2JNPTnLvQiZPXqkXIwWy3kcsQGQdkCgiQIAs9vnnK9wA6dbtK70YAclKg7LioISHrEAoKxFGEQECZDF5+6pevUFOgDRuPFjt3Wv3EqummDp1qnv3IWugRxUBAmS59u0nuHch33zzs16MAB577DE3QPr166cXRwYBAmS58eOXugHSo8dUvRhJkoW7KlSo4ITHUUcdpdasWaNXiQwCBMhy27btdubEkgC54oqhzlxZCO67775z7z4aNGigF0cKAQJAPfzwp+5dyMyZv+jFSEKnTp3cAOnTp49eHCkECAD14YdL3AB58cXpejGSUKlSJSc8ChcurFatWqUXRwoBAkBt3rxL1a49wAmQq68e7qxciOTNmTPHvfuoXbu2Xhw5BAgAR9u249y7kDlz1urFyIeuXbu6AdKrVy+9OHIIEACOUaMWuQHy979/qxcjH6pVq+YGyPLly/XiyCFAADjWr9+pLr300NtYXbp8qRcjgcWLF7vhUaNGDb04kggQAC6Zobdnz+lq7dpoLXxUEHr06OEGyHPPPacXRxIBAgBpULNmTTdAFi1apBdHEgECACmS5x2x8KhatapeHFkECACkSN64igVIly5d9OLIIkAAIEUy5iMWIDIWJFsQIACQgtWrVzujziU8ZBR6NiFAACAFr7zyinv30bFjR7040ggQIGJigwFly49E9b3ll1zylvrppw16FZ9E+4uahg0bugEyY8YMvTjSCBAgYpLtwBPV95bL9uCDn+pVfBLtL0pkrQ9Z80PCo3z58s5aINmEAAEiJtkOPFF9PUBky2vK90T7ixJZbTB29/Hoo4/qxZFHgAARk2wHnqi+Hh6ytWw5RuX2x3ai/UWJrHceCxBZBz3bECBAxCTbgSeq7y2vX/9t939//vkKvaoj0f6iYsOGDapIkSJOeJx22mnqwIHsW8mRAAEiJtkOPFF9b3nfvjPc/33zze+pffviO81E+4uKQYMGuXcf7dq104uzAgECREyyHXii+t7yrVt3qUaNBrv/lingdYn2FxXXXnutGyCTJk3Si7MCAQJETLIdeKL6evmAAbPdf1911TCVk7Mvz/pRtGXLFlW0aFEnPMqUKfPfOzF/G2QLAgSIGG8Hnux2JHr5zp171ZVXDnX/mwRKXvWjaNiwYe7dR5s2bfTirEGAABGjh0Iy25Ecqfzddxe4/+2yy95x1lTPq37Mo49+FnfMdG4XXfSGOvvsNuqkk/6YWj3sbfz48fplZg0CBIgYb4eaH4nqH6l8z5796rrr3nX/+9/+9k2e9YV81SUj2b3l6d4KOkBkEOHu3bt915lNCBAgYrwdan4kqp9b+UcfLXH/e926A9Wvv27Ps76QO5f77x8X2vaXv3yk7rjjJXXDDfeqxo0bh7b9z//8jypVqlTWzX2lI0CAiMmrAz+SRPVzKz9w4KBq3vx9tyy2jnpu9RE9BAgQMcl24Inq51UugwljZfL11NKlG/Osj2ghQICISbYDT1Q/r3KZzuTOO8e45Q8//Gme9REtBAgQMcl24InqJyr/+uvVvjqJ6iM6CBAgYpLtwBPVT1Qu7r13bFx45FUf0UCAABGTbAeeqH6icjF37tq48MirPqKBAAEiJtkOPFH9ROUxjzzyTwIkyxAgQMQk24Enqp+oPEbewNIHCiLaCBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABDI/wGoD2IDYoMuuAAAAABJRU5ErkJggg==)
PN: 3H31-7-57
CAS: 1095545-12-2
Molecule Weight: 251.68
Formula: C11H13ClF3N
TSCA: Not listed on TSCA inventory
