![6-[(3-Fluorophenyl)carbamoyl]cyclohex-3-ene-1-carboxylic acid](data:image/png;base64,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)
| Product Number | 4648-3-69 |
| CAS | 364617-05-0 |
| MDL Number | MFCD00500816 |
| Molecular Formula | C14H14FNO3 |
| Molecular Weight | 263.268 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-3-69
CAS: 364617-05-0
Molecule Weight: 263.268
Formula: C14H14FNO3
![6-[(2,3,4-Trifluorophenyl)carbamoyl]cyclohex-3-ene-1-carboxylic acid](data:image/png;base64,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)
PN: 4648-3-74
CAS: 1007777-66-3
Molecule Weight: 299.249
Formula: C14H12F3NO3
![3-[(3,4-Difluorophenyl)carbamoyl]bicyclo[2.2.1]hept-5-ene-2-carboxylic acid](data:image/png;base64,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)
PN: 4648-3-72
CAS: 1022315-49-6
Molecule Weight: 293.27
Formula: C15H13F2NO3
![2-[(2,5-Difluorophenyl)carbamoyl]cyclohexane-1-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABOQAAATkAHOFBGHAAACZ3pUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfxfL14hMEkiikilpVWqndStuutHcrB5wUKeAKaA5vv2MMKRAKCcj2+P9s4xmPV3fn9ICOKi8SnYWYE4aRyiIdJ9k+xH/eHp05vluvIhCBMCtC/F6WH0tKT6cTid5VKs86I5FOse1fnoukozm5ROd7Khjj9O/z02vFOElWlDKLFFBFsiwq45OOZFmt4pspaCrzY5JRK6dpfrSj/RPMPIycixh/fcs99G0ARbvkoNBO56ks0VEwAg/7gfYqU7ksVYy2FzC7xINvX6+eH3T0maqshKoZIYnk4bXMPyMwpPqgok8YDCo/H0KccgBkqdNNnssLMjVjlhxJgaSLpIfkDEkfyQDJOZILJDmDF/o5CDgoOEg4aDiIOKg4yDjohPHDQZmFvF0+VIhf0D0yb/v/gn7VtcemhA0VIYZPYTCTIL4feIgT13WDplX3DUrqAvYHfk3h1Fan1jo16szA7oHdB/vc+2o3/Y3e8hhdYGVgdLkZ1CVsziqRbXvEF8wOujClTxauKQMSsHa76W/0zTh9+3ft/rzdNviTXh26Xm11FreqKIlDvOW48vRvtStE7WyMdB6rHM6PGcBI24DoAiY0roAYAtwbwBufwesCJuzGgVkXMEE6DvhdwIT0OBB0AXMAxoF5FzDHZRxY3Hz0BMBZl6iO4wTSd3Z1fMe9x8UAMxEivOdymx4mmJ7XbTq5MptBpud4m34mmJ7vbbqaWFswwAQT8/QiwKbDCaYXBDZ9jjOCDezbFNOPgzpF3+4BbeUM2lwYUL25TGjrpqFwv67/A6SOJwAuarnkAAAvSUlEQVR4Xu3dB5zUdP7/cURR5AQLZ8fe29mw4Nk9TtGznqBYzt4P/dnFU8RyJzZUFH3Y4S8KigJ2EbGXE7vYFbEjigWkCtznP++sCbthd2fmk8xuZub1fDzmQcl3sslsJu/k29LCAABwaBH/DwAACkGAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEFSVm45t0egLRfrf/8zuvdds993NllnGrFWrmj+7dDEbMqRmOYrj/UxbtKh5NSTfcod01wZkXDww4i8U4ddfa05y4YmpvpdOeiqHwiT5TPMFRL7lDumuDcg4giJFf/97zQlpiSXMrrnG7MsvzX77zeyrr8yuvdZsySVrlqscCpPkM80XEPmWO6S7NiDjCJCUjBpVczL6wx/Mxo6NL62h/9dylXvyyfhSxCX9TPMFRL7lDumuDcg4AiQlBx1UczLq3Tu+pC4tV7mDD44vQVzSzzRfQORb7pDu2oCMI0BSsuqqNSejd9+NL6lLV8wqt/rq8SWIS/qZ5guIfMsd0l0bSuL111+3zTff3Pr27RtfhCLFG81pQHdq3brmZDRjRnxJXdOn15RbdNH4EsQl/UzDgMj3SlG6a0OqfvnlFzv99NNtoYUWyv3eWwSvnXbayd555514URQoHhoEiFOxJ7s2beJLEJf0M40HRUOvFKW7NqRi7ty5dsstt9jSSy8dBYfuQNq1axf8fcEFF7Tjjz/eJk2aFH8r8iAsUpK0uqW2WbPi/1Odkn6m+QIi33KHdNeGxJ599lnbdNNNo+DYYost7KWXXgqWff/993b00UcHAaJlSy65pF1zzTU2e/bs2FrQEAIkJd2715yMLrwwvqSuhhp8Qw88YNaypdkee5h9/HF8aXVJ+pnmC4h8yx3SXRvcPv/8c+vWrVsUHMsvv7wNGDDA/lfPqNM33njDtt9++6jsuuuua48//ni8GOpBgKRk5Miak9Fii/m6nIZ0cRSWWXhhs9NPV91tvFR1SPqZ5guIfMsd0l0bijZt2jTr1auXLbrookEYLLLIItazZ0+bMmVKvOh87rnnHltllVWiINkjdxX30UcfxYtVnelTJtrzg463By77s8349Yc6ywiQFO29d80JSYPbNMhNg9006O3rr8369Wt80Fttep+upsMTnKbtuOUW1eXGS1a+JJ9pvoDIt9wh3bWhKIMGDbIOHTpEAbDvvvvauHHj4sUaNWPGDLvoootyFyV/CNaxcO4qTg3vaoCvNnNnz7K3Rl5ud5yyeBASt57U2qZMGl+nDAGSIl3k7LrrvBNTfa/ddqt/2o36vPii2RZbzHvvppuaPfdcvFT5++ILs7vuqgmGuCSfabi8IfmWO6S7NhRkzJgxts0221gYHBtuuKGNHj06XqwoX+WuVA7OXcWF61wmdxWnhng1yFeDz99+0Iact1YUEA/13dl+/Gb+agACJGWqYtUEfzqpLb202UIL1fypfw8e3PDEfw1R+TvuMFtuuXknvAMOUB1vvGT5mTbN7IILarrfar8UIvXxfqb5AiLfcod014ZGTZgwwQ4//HBr2bJlcJJv37699e/f3+bMmRMv6vZi7ipODe9hkKhB/rlKvIr73c/fvm+PXPPXKBgG/2sNG//m8HgxlBtdiZ9zjtkii9Sc9HTS7dWr5iRcjhQWK6007ySuqqr67iLKDAHSBGbNmmWXXnqptW3bNjipa1xHjx497KeffooXTYUa3u/IXcUtl7uKC4PkgNxVnBrqK8XMaT/Zi0NOtltOaBUEx+0nt7U3H7s0qMZCBfn0U7N99pl34tVJeNCgeKnsevVVsz//ed72b7DB/I3fZYwAKbHhw4fbGmusEZ3IO3fubO+//368WEmoIf6c3FWcGub1s9VQrwZ7NdyXq//NnWPvPXODDTy1fRAcNx/X0p4ecLhNmzwhXhRZpBPqsGFmxd5166S74YbzTsTbbFOzrqz67juzI46o6aKs7V1qKbPrrzersC73BEiJjB071nbZZZcoONZaay178MEH48WaxKe5q7h9cldx4baslLuKUwN+ufnmg9E29MKNouqqEZdtY9+PHxMvhiwLQ2Cjjcyeeiq+tHEKnf79zdq3r1mHTs65k/TMCRm6eNCgyD59zNq1q9lGtV/8859mP/4YL1kRCJCU/Zg7UE488cRo+hGNHr/88suDaqzm9mTuKk4N9mGQqCH/1Sxfxf1u8g/jbOSN+0bBMejsDvbJf8svAJHz2GNmK644705iv/3MPvssXqpxqvrt0SM4OX+WW0fvtm3t2txJu9m/YxoUueaa8/btL38xe++9eKmKQoCkRKPB+/Xrl7tTXSo4Oauh/Mgjj7SJEyfGizYrNdir4V4N+OF2HpG7ilMDf9b8NvNXe2V4T7v1xEWibrmvPnC+zZ45NV4U5WRq7vd33nnz5n5SQ/m55xbfqJw7OY/u3Nm2//2CSFXFI0aMiJcqPYWEwiIMDoWIwqQKECApGDVqlK2//vrRlf22224bzKCbZWrAV0N+eKekBv4+WbiKs5pOAE89PMCuP3H56K5j1M3d7NdJn8eLopyNH2/Wteu8E+8KK5gNHNhwN9UGPJg7Wa+ZO2mH3z9VHb+bbz6pNKhaStVTqqbS9qvaStVXGfgONRUCJIFPPvnE9tprr+jAXXnlle3uu++OF8u093JXT2rYD/eh2a7ifqd5v7bcckvbeNUWdlznFnbfxZvYtx8/Gy+GSvLMM2YbbzwvSLbayuzll+OlGqULn8suuyyacFQXRieddFJQpZy2uWoIV4O4Gsa1vb+3xQQN51WGAHGYPHmynXXWWcGobx2sbdq0sd69e9t0TbNcph5orqu433399dd2yCGH2AILLFATZCsvbY/ef3PuYrQ6BkJWPTWQ33RTzYA5nZRzx4EdemjNFB5F+C53ElfVcTjWSlXK1113XWoTjqod8V8bbGAvhGGnLrpl0I5YKgRIETSq+7bbbrNll102OtF2797dvtSD71P0zTffBNVimkzx1ltvDcIpfOnf+n8tV7k0NeVVXCg+FUurVq3stNNOq8qpWJDz889mp55quQOh5gStiQUvvths5sx4yUa99tprQVVy+D1VFbO+M17qybj33nsH61or97pxpZVsVkMjyasIAVKgF154IXgmR3hA6u/PP/98vFjRNCbjiSeeCCZQ7NSpU3QiLfSl8nqf3q/1pDHGo9RXcaF7773XVl111Whfdt99dyaDFLUB5D6b3AdSM7GgTqb6s0uXmikuimwjKEsfflizvy1+v9LXszKGDo2XyktVyqpaDo8xVTmr6rlQGkt19tlnR7UNGkt1wQUX2MwUvmeVgADJQ3cXussID0DdfeguJMkcU+oJ9dhjjwVzV6n6Kx4KugPo2LFj8HM19Ykau3X3oT/1b/2/lod3CrVfWp/Wq/UnnSIl7au40Jtvvmk77LBDtF5NR6/thdX0RFJwtPj9xFnfSyfWYnsslatHHzVbZ51o37/acUf79q234qUapYsqnfTDGa8VBgoFVUU3RB05br/99jqzORx44IH2hSZCRIQAaYDaM3TSDk/wOujU7tHYQZeP1qkHQNWegVevDTbYIAiHYcOGBVf/xVB5vU/v13pqr1c/Rz8vadtM0qu40A8//GDHHHNM9ECsJZZYwq6++mr7rb5ZSauVpunWyTL32eR+ebqCqZm1VdN6a3rvxqbzrlTa/759g89kQG7ft80dP8cee2xwPBVDJ3+FQHgcKxwUEvFn7mg+OV2gheU222yzip5PLgkCpB6DBw9O5YQZ0gnyyiuvrPOIWj3H47zzzsvdqX8YL56I1qf11n5OiH6ufn6SE3V4FVc7UPNdxYX0c6+66qogMPReBchxxx1X9Amg4unuTuGgBwZ5HihU4Wbnjpc7c8FR+wKkby5Yij2uVfWsUAi/HwoLVVHXN6O12hyT1DZUOgKkFo3diFfZqF0hiaeffrrOGJGNN944eBBUqQ9KrV8/Rz+v9v5oe5Io9Cou9Mgjj9g666wTld9xxx3t7bffjheDHHRQTTDokaWNaeiRplXirbfeqlMFquPrUVV1FaG+DjHhmChdHJ1xxhkFXRxVOwIkR6PFjzrqqDqNxhpVnqTReObMmUEPpvDgVGPx/fffHy/WJPRzazdWa7u0fUk0dBUX0p1Qly5douWrrbaa3XfffbXWgPmooVjBkK/7tO5CVG711eNLqsrQoUMTd8LQrNW12xJ32203+7jan81ehKoOkKlTpwbVMrW7rWoeq6TdVlXdpedwaJ3qlvqvf/0rld5RSejnazu0PdoubV+Sajmp7ypOT1X8xz/+Ef2cxRZbzC655JLEgVUVwqk9ZsyIL6lLbVoqp2dkVDl1A7/44ouL7gau8Ry1axs0BkrHMopT1QGi3j/hAaSBc5pBNyldhS+55JLBOtWOopHVWaLtCdt3tJ217xq8dKt/5plnRl0d9dKAwEMPPTT1sSoVrdgAadMmvqRqaSCqjrdwIKra/W6++eZ6q4rV4y88TvUduPbaaxPVNlSzqg4QTbGug0i9rdKg6drDRuZdd921ZA+MSkrbpe3Tdmp705pmXrf+YQPnQw89FF+MfKjCSuzll18OpsIJA2KTTTaxZzRVSi1DhgwJlqmX4qRJk+osQ3GqOkC222674EBK2lAuOgmHjXC6Esr6FY22T9up7dV2pxUiYU+rb7/9Nr4I+XTvXhMMF14YX1JXlTei56MOHZqtYfnll4+CpGvXrjZekzeahpY8GvzfTjvtVPeNKBoBkkKAqBooHKR08sknN9gjKWu0ndpebbe2P43qLAIkgZEja4JB03c0VJ1axd14i/Xrr7/aueeeGz2Rs3Xr1nb++ecH46YIkHQQIAkDRNU2YZuHrujLJTxC2t7wTkT7kbQHCgGS0N5714SDBgxq4KAGEGqcgyYV7NevOgcSJjRu3Djbb7/9guNSr/BZOARIcgRIggBRz6Kwt5XaFLJebdUQbXfYJqL9SdJjigBJaMoUy/0yakKiodduu1XPVCYpeuqpp2yjjTaKgkSDbZEMAZIgQMJxHurVlLTrb3PT9oe9s7RfXgRICnQXq0kTFRSa3lwPLNKf+vfgwdUxmWKJaH648HurTjRIhgBxBohGdKvLoPqdZ62rrpf2Q/uj/fKOWCdAkHU0oqeHAHEEiObeCScuVCNdJdH+aL+0f8XOMSQECLKOAEkPAeIIEE1MqPdpGoXmHmGeNu1POD2E9rNYBAiyjgBJDwFSZIDoBBvOqttcc1uVmvZL+6f9LDYgCRBkHQGSHgKkyADR8zX0Ho1wLbcuu4XSfmn/tJ/a32IQIMg6AiQ9BEgRAaIeHCuttFLwHk2VXsm0f9pP7W8xTzYkQJB1BEh6CJAiAiSchE1tBPVN0lZJtH9hW0gxj5slQBLS3ExXXaV+1fEl82gWZQ0qdHRyAAGSJgKkiAAJn1amadGrgfZT+6v9LhQBktDFF9cMFrzkkviSecLH3jJhpQsBkh4CpMAAUWNy+MyBDz74IL64Imk/tb/a70Ib0wmQhHRxonA477z4knn22KOmDA/ociFA0kOAFBggKqOyG264YXxRRdP+FvoZCQGSEAFScgRIegiQAk+OPXv2DMpq9tpqEs7Wq/0vBAGSEAFScgRIegiQAgOkU6dOQVlNBV1Nwqmvtf+FIEASIkBKjgBJDwFSQIBoXETY/lFtJ0btr/Zb+1/IuBcCJCECpOQIkPQQIAUEyFdffRWUa9euXXxRVdB+a//1OeRDgCREgJQcAZIeAqSAABk9enRQrmPHjvFFVUH7rf3X55APAZIQAVJyBEh6CJACAmTgwIFBuf333z++qCpov7X/+hzyIUASIkBKjgBJDwFSQIBcf/31QbkjjzwyvqgqaL+1//oc8iFAEiJASo4ASQ8BUkCA9OnTJyh3yimnxBdVBe239l+fQz4ESEIESMkRIOkhQAoIkF69egXlzjnnnPiiqqD91v7rc8iHAEmIACk5AiQ9BEgBAcIdCHcgTYYAKTkCJD0ESAEBQhsIbSBNhgApOQIkPQRIAQFCLyx6YTUZAqTkCJD0ECAFBAjjQBgH0mQIkJIjQNJDgBQQIIxEZyR6kyFASo4ASQ8BUkCAMBcWc2E1lY9zAfJ47vP7pJEAeT0XICrzHQHiQoCkhwApIECE2XiZjbcp3JoLkB1yn9+tjQTI2bkAUZlnCRAXAiQ9BEiBAcLzQHgeSFMIHyN8XiMBskcuQFTmPgLEhQBJDwFSYICojMryRMLGESDJECClR4CkhwAp8OTIM9F5JnpTIEBKjwBJDwFSYIDIwQcfHJTXl7wahCcz7XehCJBkCJDSI0DSQ4AUESCPPfZYUH7VVVe1uXPnxhdXFO2f9lP7q/0uFAGSDAFSegRIegiQIgJkzpw5ttJKKwXvueeee+KLK4r2T/up/dV+F4oASYYAKT0CJD0ESBEBItdcc03wnk022aSgcRHlSPul/dN+an+LQYAkQ4CUHgGSHgKkyABRY/LSSy8dvO/++++PL64I2i/tn/az0MbzEAGSDAFSegRIegiQIgNErrzyyuB9aiMo9gSbddqfsO1D+1ksAiQZAqT0CJD0ECCOAPntt99sgw02CN577rnnxheXNe2P9kv7p/0sFgGSDAFSegRIeggQR4DI008/bQsssIC1atXKXnrppfjisqT90P5ov7R/HgRIMgRI6REg6SFAnAEiJ510UvD+lVde2X788cf44rKi7dd+aH+0X14ESDIESOkRIOkhQBIEyMyZM23TTTcN1rHrrrva7Nmz40XKgrZb26/90P5ov7wIkGQIkNIjQNJDgCQIEPn4449tySWXDNZz6KGHll3XXm2vtlvbr/3Q/iRBgCRDgJQeAZIeAiRhgMgLL7xgiy66aLAuzV5bLiGi7Qxn29X2az+SIkCSIUBKjwBJT1UHyDbbbJNKgMiDDz5oCy20UHQnkvXqLG1feOeh7db2p2HxxRcnQBKoL0DGjx9vkyZNiv5NgCQTBsgOO+wQX4QiVW2ADB061BZccMHgQNKdyIQJE+JFiqaTcJs2bYJ1qk3hp59+ihfJBG1X2Oah7U0jPBRI1157bbBOvU455RT79ddf48WQR+0AmTJlip111lnBv9U77vrrrw8+ZwLE75tvvokuHHXhVKmDgZtK1QXIW2+9ZTvuuGN0ogtfbdu2tUsvvdRmzZoVf0tRVA0UtomoV1PWuvhqe8LeVtrONKqtdAe33nrrzfeZrrDCCjZw4MCyqdLLgjBA9txzT1tuueXm+0w1PmerrbYK/k6AFE4dQy655BJbbLHF5vtMVZX1zjvvxN+CAlRNgPzwww927LHHRncdqqvv27dvcOB07tw5OpjWWGMNGz58ePztRfnkk0+i3lm6ctRJoblHrOvnazu0PdoubZ+2Mwk1uOtEF352CqYhQ4bYM888YxtvvHH0/zrhvfzyy/G3ox6HHXZYnZObfk/PPfec3XXXXdFEnuFLdyTIT0G72mqrRZ/bbrvtZu+++24w00JY5aq7kRNOOKFOVSHyq/gA0WhqBUXYuKsAUZAoUGpTNc5aa60VHWS77LKLjR07tk6ZYuiKJxwnopemB2mu22X93HB6Er20XUm66k6ePNnOPPNMW3jhhYP1qRqsd+/eNn369KiMZvC96aab7I9//GNQRoMT1eaiKgTM76uvvoqeN6OXrpRvueWWOo8N0EXABRdcEF0E6aR39tlnB1VdmN/bb78d3F2En+naa69tjzzySJ0y33//vR199NHRZ6q7clXFZr0NMysqOkDUWLbOOutEB5CqrlSF1RBVX11++eXWrl276At64oknJroq0Yju9ddfP9oGXZlrqvRSP09E69fPqX0noO3wjjAXrfPWW2+1ZZZZJlrnQQcdZF9++WW8aOTnn3+2U089Nbrz0YlRVQlJAqySzJgxwy666KLoaZcKZbVxNNYm9+qrr9qf//zn6Hegqq7bb7+dqsLf6eLw+OOPj0JBdxlXXXVVo1PzvPHGG7b99ttHn6mqZEeOHBkvhpiKDJAPP/zQunTpEh0MuvpWo3mhJk6caEcddZS1bNkyeP9SSy1l/fr1c1+V6MDV7XI4i69eq6yyStBQqm1Nk9an9Wr94c/Sz9XPb+wLlM/zzz9vm222WbTOjh07FtV+Ev+dqEqhmN9JJVLA1/49KTg++uijeLEGqWor/jt58cUX48Wqhr6fevxA2AapADnmmGOCu4xCqQq29u/kb3/7W+KxUZWsogJEV7unnXZadLWrq7qLL744uMrzeP31123bbbeNDiZdwSfp8qsqHh3gHTp0iNaplxpGe/ToYcOGDbPvvvsu/rZGqbzep/eHEzyGL/0c/bzaVUvF+uKLL+zAAw+M1pn0are+u0JVNVSTN998s87V7rrrrmuPP/54vFhB6rsrVFWYqsSqiT4/fY7hZ6DPV5+zh74vF154YdSjUneFZ5xxhv3yyy/xolWvIgJEX6Kbb745usIP69u//vrreFGXwYMHRz2X9FLDcZIGaLUP6DGx+qKHB2ntl6rQdDXZvXt3O/zww4NwUBuD/tS/9f9aHla11X5pfVqv1l/MkwTjwvr2cICkvkRp1bfrTkhVCrXbpY477rj52qUqTX317Qp4751tbWqX0kmudruUToJJLh7Kge7Ywm7Neqm2Ia2nhcbbpRTSCutSVz+Xk7IPEPX4CZ+ep9eWW25Zkh4/+iLqJF77qkR99PXFTUInat3V9OzZ0zp16hTVhRf6Unm9T+/XetLo7XX33XfX6fGz995726effhovlpgCQ1UMtXvGXX311Ymq2rIorMIMe/xof1VHn6RtrSGqblG1S/i7U3WMqmUqje4GTj/99Cgw9T1QW5K3tqExqhbUBVv4maraUNWHKOMA+erL8da1a9fol6oxBwMGDHBXrRRKDca6Awh/7rLLLmu33XZbqlcl6qk0atSoYH90xaPgCl/6t/5fy9Pu0fTaa6/VaZxVlZh+TqmpqkGjgsOfu9VW3ezZZz+IFytLTzzxX1tvvY2ifVOvoKaoslMDcO2xORosq4bicqfvmXqn1W5PPOSQQ0peZafzyh133FFnbM4BBxwQVPFWs7ILkNkzp9qTg8+3Lh1b2x9at7BFFlkkeAhSU496VgPy5ptvHh1M+rsamsuR2lGOPPLIOp0GrrvuulSqVopx77335k56nXJ3Pwfappv2s5NPfiz3BS3Peufx43+2Hj0etdVWO9ratVs/6DTQ1N24w9kBwkZl/X5VhVZMo3KWPPvss9H4Kr222GKLJh+oqypcVeWGdz6q4lVVbxp3/uWorALk4//eaYPOWtFuOraFHb1zC/u/Y/ezcePGxYs1GV0N6e5DdyHhQa27k8a6tWaJui1fdtlldbota4xIcz7bZObMWXbDDU/Zttvelgvlm3J3I7dY374v5y4Qks0Q0FSmTJllV131UrDdNdt/Ze4kfk+zdltWVZkGyYVztakqLWmvvKb0+eefW7du3aLv2PLLLx/cDZS6tqExqtJV1W64Tary1WDPalMWATJx/Cs2ok+nIDj0GnrhRvb5u0/FizUbtYOoPaSxgXVZ88ADD9iaa64ZfQE0cFKjc7Ni4sSpdv75T1nHjjcFJ+K//GWgDRv2QS60m++k0Rht1/33v5/7HAcG26vt7tXr6dzVfnauTDXrQnxg3cMPPxwvlhm6qu/Vq1fUkUO1Deecc04qHTnS8uSTT9bp/agqYI3TqRaZDpBpv3xrT99xmN103AJBcAw8tb299+yN9r+5/t5FpaSeWXvttVd0MKnnlhqks+S9997LnYz/Em2jpm4ZMWJEvFhmvP32d/aPfwwPTsp6de9+n73+erZm+n3ttW/swAOHRtt4+OHDbezYifFimaGqtNVXXz06BjSx5gcfZKvNadCgQXW6u++zzz7NWtvQGFUValoZVf1qW1VVeMQRRxTdJb8cZTJA5s6eZW8++h+7/eS2QXDcckIre3HIyTZzWjZnt41Tw3Pt0ecaS6IG6uakaql//vOfUTWGqq369OmTePLIpqCaioce+ih3orszOkmfc84o+/bbpm33ivvmmyl25plPRNvUpcsge+SR8hh0piq1f//738EkojoeNHZKMyg39wzSY8aMiWbL1WvDDTe00aNHx4tlUjl/x7wyFyDj3xhmg89dPaqueuSav9rPE7J1dVQIXZWoIbr2VYkaqpv6qkTb0b9/f2vfvn2dq6PGpsrIqmnTfstd6b1inTrdGpyw9eeNN75q06c3bWO/tqN//zF1tuOGG5p+O9Kg57ZoAkeNndLxobnLbrzxxkRjiDx0PGqMU9iRQ8erjtum3o40xO/yVVWc5bv8JDITID9+/Y491HfnKDiGnLeWffH2Q/FiZUdXJZpPq/ZViebbaoqrEtXP6gouPJB1ZVcJ9bNff61BcyOb/Mpfd0IPP/yR7bbbvDuhs85Sd+rs1Ml7vfLKK7b11ltHx8qf/vQne+qp0rcz6nugxyiEd0L6nmjAbHPfCaUh3s6oUMlSO2Mamj1AZkydZM/fdYLdcvxCQXDcccri9vbIK2zunPLoIVIoHThqqA4PJs38m8aDnOqjHiKqMw5/VqX2EBkz5hs74IB5bQ9HHDEid/VXmi6qatM47LC6bTFq+6g0d955p6244orRsbPffvvZZ599Fi+WCj02QW1w4c/SYxXef//9eLGyVl9PR1VzNWdPxzSlFiDhnUNDr7i5c2fb2NHX2oD/WzJYfvNxLe3ZgUfZ9CnZbXxMQym/NOqdol4q6q2idav3inqxVHIfdfV+Gjr0Pdt553m9n3r3ftomTaq7z+GJf++9B9ucOfMP+gyXx6kXlXpThb3B1MtKva2y2hssDVOnTg0m5GzdunVwHKU91qopL6ayQlXXqjquPdYqfMJkOZv/zO4UD4z4q7bvPn3R7rlgvWjZA1dsZz98Wf6jZAuV9m17Q6Nk1X++WkyePNOuuOLFaPxFt251Z/oNA0KvESPmb1NrKEB0p6H/13o1vkPjPKqFnsW+//77R8dU0idM6qpb44yaozo3K+qb7UFVzeUq9QApxJDz1w7K3tVzFfv01cqbp6dQaTQcap4ejcgND8jwCXbV6rPPfrazzx5l1133Sp3/rx0ge+55d+7Kr+5dSEMBosbxnj2fzIXxz/FFVSPpEyaz0qEkS+JPmCzVfHOlVtgZvwDFBMgX7zxsY5/qZ7N/y+5Au6bk6bpY30yh8SfYYZ4wILp2vTf4U9VQ9S1H/Rp6wmS+Ga+z2KU9K0o543VTKeyMX4BiAgT1K2TwlGYb1TTdtZ9gx7MK8gsDYuTIT4M/d9/9Lps1a96dHgFSmPqeMKln7sSnaimHQbVZkfYzd5pSamd8AiQd9U3foKnadVVS3xPseFpaYcKAUOP3/vvfE/z9nnvmdakkQIrT0BMmy3Fan6woxydMpnbGjzea136hePEJ5MIvpF5JnmBXrWoHxOOPfxL8XeM5wrsQAsQn/oTJsD1PL00sWu3TnRervidMqgowq721Uju7x0ODAEmHprBWN0cdSLobSesJdtWmdkDoLuTvf6+5C7nrrnfmW47iaFbfvn37RuGh3lrl+miDrAifMBnOEJDVAcCpnd0Ji9IJr0ri7SEoXDwgHn205i6kc+f/ZzNmzJ5vOYoXTt+R1iNlYVGbaFpjxdKW2hmfAEGWxQNCdyH77jsk+L+BA9+abzmKt+eeewYnOz0YDOnQM94JEKCZ1RcQmj9L/xc+wyO+HMUhQNJHgAAZUF9A1L4LqW85ikOApI8AATKgoYDQc0YIkHQQIOkjQIAMaCggdBeyzz6DG1yOwhEg6auaAAFQ3QiQ9BEgAKoCAZI+AgRAVSBA0keAAKgKBEj6CBAAVYEASR8BAmRAvl5W+ZYjPwIkfQQIkAH5AiLfcuRHgKSPAAEyIF9A5FuO/AiQ9BEgQAbkC4h8y5EfAZI+AgTIgHwBkW858iNA0keAABmQLyDyLUd+BEj6CBAgA8KAyPeCHwGSPgIEyIB4UDT0gh8Bkj4CBMiAfAGRbznyI0DSR4AAGZAvIPItR34ESPoIECAD8gVEvuXIjwBJHwECZEC+gMi3HPkRIOkjQIAMyBcQ+ZYjPwIkfQQIkAH5AiLfcuRHgKSPAAFQFQiQ9BEgAKoCAZI+AgRAVSBA0keAAKgKBEj6CBAAVYEASR8BAqAqECDpI0AAVAUCJH0ECICqQICkjwABUBUIkPQRIACqAgGSPgIEQFUgQNJHgACoCgRI+ggQAFWBAEkfAQKgKhAg6SNAAFQFAiR9BAiAqkCApI8AAVAVCJD0ESAAqgIBkj4CBEBVIEDSR4AAqAoESPoIEABVgQBJHwECoCoQIOkjQABUha233jo42V166aXxRXCYOnWqLbHEEsFn+u6778YXZwIBAiAVa6+9dnCyW2CBBezwww+3CRMmxIugQHfeead16NAh+Dz1+vDDD+NFMoEAAZCKL7/80rp27WoLLbRQcNJr27ZtcDcya9aseFE0YMyYMdapU6coONZdd10bMGBAvFhmECAAUqX6+s6dO0cnwTXWWMOGDx8eL4Zavv322+CuTXdv+szat29vN9xwg82ZMydeNFMIEAAl8eCDD9paa60VBckuu+yS2br85qK7s//85z/B3Zo+o1atWtnJJ59sP/30U7xoJhEgAEpGJ8jLL7/c2rVrF5wgVb110kkn2Y8//hgvWnWGDRtmq6++ehSwf/3rXzPb26ohBAiAkvvuu+/syCOPtJYtWwYny6WWWsquu+46mz17drxoxRs7dqztvPPOUXDoLu2hhx6KFysLBAiAJvPaa6/ZtttuG508119/fRs1alS8WEWaNGmSnXjiiVEng8UXX9yuuOIK++233+JFywYBAqDJ3X333bbyyitHQbLXXnvZJ598Ei9WEXSX1a9fv+CuS/uqu7CjjjrKJk6cGC9adggQAM1i+vTp1rt3b2vTpk1wYl144YXtrLPOssmTJ8eLlq0nnnjC1ltvvSgot9tuO3v99dfjxcoWAQKgWX3xxRfWvXv36CS77LLL2m233WZz586NFy0bupsKp3bRS3dbgwcPjhcrewQIgEx4/vnnbfPNN49Ouvr7Cy+8EC+Wabp7OvPMM4O7Ke2D7q50l6W7rUpEgADIDN116O5DdyFhkOjuRKPcs6y+7T7ooIMyv91JESAAMqecruR157TZZptFwdGxY8eyu3PyIkAAZFaW2xLqa7u5/fbby7rtplgECIDMU28mjRkJT9bN2ZtJd0EXXHBBRfceKxQBAqAsZGE8RTWNXykEAQKgrNQ3olvzbZVy2vhqHkHfGAIEQFmqb04pzQCcJubwahwBAqCs6VkjeuZIGCRpzGqru5nLLruMWYTzIEAAlL00n6vxwAMP2JprrhkFEs8xaRgBAqBiJHmy33vvvTffkxRHjBgRL4ZaCBAAFSf+bPGNNtrIRo8eHS8W0F1Kjx496jzLvU+fPiVtlK8UBAiAijVo0CDr0KFDFCT77ruvjRs3Llimu5L+/fsHdylapobyI444wiZMmBBbCxpCgACoaFOnTrXzzz/fWrduHQTFIossEsxTVXtg4jbbbGOvvvpq/K3IgwABUBU+//xz69atWxQaeunuRHcp8CFAAFSVRx991FZYYQXr2rWrTZs2Lb4YRSBAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC7/Hw9oJN/FK43ZAAAAAElFTkSuQmCC)
PN: 4648-3-73
CAS: 899023-10-0
Molecule Weight: 283.275
Formula: C14H15F2NO3
![2-[(3,4-Difluorophenyl)carbamoyl]cyclohexane-1-carboxylic acid](data:image/png;base64,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)
PN: 4648-3-71
CAS: 494858-65-0
Molecule Weight: 283.275
Formula: C14H15F2NO3
TSCA: Not listed on TSCA inventory