![7-Chloro-1,2,3,4-tetrahydrobenzo[b]azepin-5-one](data:image/png;base64,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)
| Product Number | 4H56-5-GR |
| Purity | 98 % |
| CAS | 160129-45-3 |
| MDL Number | MFCD06738694 |
| Molecular Formula | C10H10ClNO |
| Molecular Weight | 195.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-GR
CAS: 160129-45-3
Molecule Weight: 195.65
Formula: C10H10ClNO
![3,4-Dihydro-1H-benzo[b]azepin-5(2H)-one](data:image/png;base64,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)
PN: 4H56-1-323
CAS: 1127-74-8
Molecule Weight: 161.204
Formula: C10H11NO
![7,9-Dimethyl-3,4-dihydro-1H-benzo[b]azepin-5(2H)-one hydrochloride](data:image/png;base64,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)
PN: 4H56-5-AX
CAS: 1259393-22-0
Molecule Weight: 225.72
Formula: C12H16ClNO
PN: 4H56-5-CJ
CAS: 21617-20-9
Molecule Weight: 181.62
Formula: C9H8ClNO
![3,4-Dihydrobenzo[b]azepine-2,5-dione](data:image/png;base64,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)
PN: 4H48-1-00K
CAS: 16511-38-9
Molecule Weight: 175.187
Formula: C10H9NO2
![7-(Trifluoromethyl)-3,4-dihydro-1H-benzo[b]azepin-5(2H)-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABikAAAYpAHkhxzQAAACYHpUWHRtb2xTb3VyY2UAAHichZVtb9sgEID/yonPCwYMGKI4VdWq0qR2k9ZO2reJOrS1FNuV7ebl3++wmzROMkdxfAfccwcch2dXm2IJK183eVWmhFNGwJdZtcjL15T8frqbGHI1n2VohIZlk5K3tn2fRtF6vabZmy/cpippVhWkH59umnxgs45pVb9GgjEe/Xm4f+yYSV42rSszj1STT5uu877KXNvN4j8hosLVq7yMevOoqFe9t7+ChYfRTbMgX2u5wbFrROElX3p4qerCtbASjOLDvsGrL33tWr+A5y12x1Ti2uezh9sq+yh82aIaPOSZWz629UeGHUW19NkHOkPl+21KCo6Aa6viuq7dFoIWuh0HJ8DF4CQ4BU6DS8AZcBYcZ/jHcY4GHC04mnC04Rr3felD4Kftu0/JHdzAHYR3//ux136GN26cSMmE00RaDRNGJVcWGI2V5IDd3HRNyxOzE4IKhaFiqowSIGlirABNhWUahVXG7FqfY5JKqfdAjxPYhriSxtZioJhqEaSkVgsDEzSySgaJ8buJxDxIRpUctmNlbJAJ4zrYM9P7k4nWQRqOM5goGgumv/z18XDXo/22z2fPVbk4UCFfpOSZky4fv/xLIz5TQqCqF77GUx4cBNNDQAyBkMBxID4B5DggTwA1DqghEI7SHrg+B+ghEA7eOJAMgXBMxwEzBMKhHl+DHQJdCYwTYXyQuq5kLjDH6e5K7AJzlPG+JC8wR0nvS3jPiLOMPMNcyDxXJ/t8gJzNDD9K/u5WGWWSkxN2HokOaizaXYOonlyR0cH9GeFXY/4PXCLZSybZrlgAADn8SURBVHhe7d0J/FVz/sfxIsaSaaxj/ZN9X0dJgzIYJMpSMxMxmEollX2PjDX7VhIqpY2QlEiyRIvSQgoRQkS0r77/3uc353Tu9/6We7+/e373nHtfz8fjPGb0/f5a7nLe55zv9/v5VjMAADioZv8CAACZIEAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQABE7ogjenhHJrLpi/wiQABELptQyKYv8osAARC5bEIhm77ILwIEQOSyCYVs+iK/CBAAkcsmFLLpi/wiQABELptQyKYv8osAARC5bEIhm77ILwIEQOSyCYVs+iK/CBAAkfNDIZsD8UeAAIicHQ6ZHIg/AgRA5LIJhWz6Ir8IEACRyyYUsumL/CJAAEQum1DIpi/yiwABELlsQiGbvsgvAgRA5LIJhWz6Ir8IEACRyyYUsumL/CJAAEQum1DIpi/yiwABELlsQiGbvsgvAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAkfPXdvzlLz3MrFkL7OYUrANJDgIEQOT8UNDRseMIuzkFAZIcBAiAyPmhcMwxT3n/O3XqD3aXAAGSHAQIgMj5ofDYYxO9/23depjdJUCAJAcBAiByfigsXrzSNGz4jPf/x4//1u7mIUCSgwABELlwKDzzzBTv/7dsOdTqVYIASQ4CBEDkwqGwfPlq8/e/9/X+e+zYr6yeBEiSECAAImeHwsCBM7z/bt58sPn991BHk94X8UWAAIicHQqrV681jRv3935t5MjPQj3T+yK+CBAAkSstFIYNm+X9WtOmA8yaNWuDXy+tL+KJAAEQudJCYe3a38055wzyfn3o0JnBr5fWF/FEgACIXFmhMHr0HO/XTz21n1m5co33a2X1FU39Pe+8F8w117xu+vefbj755CcviJAfBAiAyJUXCuee+7zXpkCQ8voqOPx2//jrX3t5CxMffXSCeeeduWbRopX2jyEiBAiAyJUXCuPGfeO1nXhiH7Ns2epy+86c+ZO55JJXgpIoZR3Nmg02t9021rz88izz1VcL7d8GOUKAAIhceaEg//nPy157r16TK+wremz16ac/meeem26uvfYN06hRv7QQCR/HH9/bdO78mund+yMzZcr3weMyVA4BAiByFYXCRx9977U3aPB0hX3LMn/+EvP661+Ybt3e8x6L1anTMy1I/OOoo3qaCy4Yau69d5x5880vzc8/L7N/O2SAAEHBW758+bor3P+Y6tWrm+222858+OGHdhdELJNQ6NBhRMpJvrK04n3SpHneXY1KyIfDqbTj9NOfMzfe+KYZPPjjdXc335vf7RWOSEOAoKANHjzY7LbbbqZatWrBscEGG5iLLrpo3RXrfLs7Kknn3AEDppuHHhpvVqxYHfx6JqGgjaa04VQmfV198cUv3pThW255y5x55sC0EPGPvfe+3OyxRyPTqFFT06VLFzNq1CizaNEi+7cregQICtJHH3207oqzQUpwbLHFFt5diP/ftWrVMvfcc49ZtWqV/eNwsGTJStOp08jgJDxiROoK8zj67bcVXj2uBx/8wFx88Uvm6KN7eX/3PfZoY7ba6sh1n5cNUi48Dj30UNOuXTvTr18/M2fOHPu3KzoECArKTz/9ZFq1amU23HDD4Itfs2ZN89///nfdFfEKM2nSJFO/fv2UYNlrr73MsGFl70+Bis2ZszDliv6UU571xiSSZtWqtWbatO/Nk0+OMC1adDDbb799ymfFPnbYYQdz1llnmfvvv9+MHz++6C5GCBAUBH1x77vvPvOnP/0p+HLrbuP888833333nd3du4LcZZddUk4GJ510kvnkk0/srqjAmDFfpkyr1YyqQhqU1p3Gs88+a9q2bevdgYTvYu1j0003Nccee6y5+uqrzUsvvWR++eUX+7crKAQIEu/VV181++yzT8oX+aijjvKuCMuzdOlSc/PNN3tfev/nNtpoI9OhQ4eC/+LngqbSPv74xJRxi7vuejelrlUh0ljIa6+95o2N6KJDj0btIAkf++67r7nwwgvX3dU8aT7++GP7t0s0AgSJ9emnn5pTTjkl5cu60047mT59+thdyzV37lzzj3/8I+X32Xrrrc1jjz227mTIeoHSaGfB8KypevWe9IojFiPN1tKY26OPPmpatGhhateunRYi4UOPVzUrsBAQIEicX3/91XTu3Nm7W/C/lJtssom54YYbzJIl7s/d3377bXP44YenfNkPOugg8+abb9pdi5pmMqmCrh8eqmOlmlRY7/vvvzfPP/+86dSpk6lbt67ZeOONUz5XNWrU8D7HSUeAIDHWrl1rnnjiCbPtttumfBnPPvts8+WXX9rdnejP0KMGrRcJ/xlNmzZdd+L8wu5edFT8MDze0arVMPPLL8vtbrAsW7bMu0Bp3rx58JnSxI6kI0CQCG+99ZY3gBk+qR9yyCHer0fht99+M1dccUXKleMf/vAHc91115nFixfb3QuexjtUrDA83qFV3IU+3pFrq1evNrvvvrv3edKFkMbhkowAQazpzuKcc85JCY5tttnG9OjRo0rGJ2bPnm1OO+20lD9fUzefeeaZolmprLUSl176ahAcWisxfPhsuxsy1L179+CzpOm/SUaAIJY0lnHjjTd6Yxv+l01jHnqmvHBh1VdX1ayb/fbbLyVI6tSpY95//327a0H57LOfzRlnPBeEx2mn9fOKGMKd1iNpsoc+Q/pf/XdSESCInb59+wZfMP/QbCvNusonPX548MEHzZZbbhn8vbQm4NxzzzXffvut3T3xRo36wttrww8PlVFfuJDxjlzQnYf/GdIdSVIRIIgNrduoV69eSnBofYfWecTJggUL1p1ML/Fm0vh/z80339x07drVK9yYdBrvUC0rPzh03H//++z8l0Ma+/Ang2jary5OkogAQd5ppbhWjIdX+GpFuVaWx7k0xLRp08zxxx+fEngq3Dho0CC7a2JovKNt2+FBcNSv38uMHBn/mlZJdPvttwefm969e9vNiUCAIG9WrlzpfYnCK3n9RVaqaZUUL7zwQjCzxj+OO+44b3FZknz88Rxzwgl3BeHRuHF/r0IuoqF1IH7pHa1W1xTypCFAkBeFctL1lRWGKuyYhDDs3/85s/32fzG77NLMHHBAF+8uRHcjiJYWv/qfF209kDQECKpUIT72CUva4zhNhb788su9v2eNGpt7JczvvHMQ4x1VRONpqhat1/+www6zm2OPAEGVKPSBZ1sSJgTozuhvf/tbyvsxePBQuxsi5ge4jldeecVujjUCBJEqtqmvtrhOSZ48ebLZddddg7/THnvs4d0dourprtVf76SLjiQhQBCZshbfjRs3zu5a0LQoUs+647IoUqEWLmF/8sknU74+z3R37r8fSSreSYAg51T+o3HjxinBURXlP7Sid/r06d4A/V133WUuvvhic8EFF5gzzzzT297WP/Tf+nW1q5+qpurqO+pHaaWVZdFagKoqy6K7wY4dOwZ/tu4EVdsribN/Co0+G351aT1WTAoCBDmjAoRXXnllWgHCa6+9NpIChLp6Hzp0qLnsssu8worhE7PrceCBB3p7XmtQf/78+fYfmRMqAGn/faMsDCk//vhjyh7xGrgdMmSI3Q15pIsa//1JSokcAgSVVpUl0BUaPXv29E6G5W0t6h9//vOfvVlee+65p/cz+l/9t37d7lvaob0cNIaj/R1ySXccuvOIsjS9T/vAh7fv1R7wM2bMsLshzzQupqnfeo9UwDMJCBBUyjvvvFPqJkyjR4+2u1bKe++9551cdUdjn+T9P/PSSy81jzzyiDf2ol0GM/H111+bUaNGebvJ6fGOplKWFkz6Yp944onePte5fAynQNRYSK43x/LpsWF47OXUU08tiI2MCpW/X4g+g1OmTLGbY4cAgZOq2gZ2xIgR3gJD+4Req1Ytb59pjV9oinAu6QT78ssvm7Zt25Z6p7L//vubp556yls8mCtlbc+rAW8XGu9o37598HvphKTqxox3xJsW0voXMM2aNbObY4cAQVZUBO7mm29OmcWjq+cOHTrkdCbPhx9+mLaOQncBTZo08Z7dV1UJbIWh7mi0ODD8b9ahabADBgywf6RStE5E60XCf45eB60rydQPP/xgjj322ODntTpeY0VIBn8CygYbbJD36d4VIUCQsX79+qU8S9dx0kknmU8++cTu6kwhpCmN/rNgHXpspfpYn32W36J+GojWVfxWW22V8hroDmnq1Kl2d2dasa6V636dJB26KlWIac1AeRQ0O++8c/BzCqNcvj+I3gcffBC8f3rP44wAQYU0CFu/fv2Uk6YGYocNG2Z3rRRdfYcH4nUFpuCo6KRZ1TQ2oem/f/zjH4O/q1bYa0psLstya6W4ammFw1R3E9pLu7Q7sF69eqWMEelKVjPjkDwnnHCC9x7q7j7XkypyiQBBmfQoROMMOpH7JyWNPdxzzz05ff6vk+5VV12VMnitBYcTJkywu8aKZmZp6mX4761ZW3PmzLG7Voqei9vjQCpEqfEf0R1LeCGa3q8uXbrkdLAfVWvMmDHB+9mmTRu7OTYIEKTRFfb111+fcoWtk9JFF12U87URCqnwWIeuoB966KFEDfZqZb1Kgfj/Br1uUayxULVWTUEOB8nRRx/tzUAL/9maAIDk03ur91Sz6ObNm2c3xwIBgjSaTRU+SR1zzDHeoHauff755yknXj0WU42mJFq0aJFp2bJl8G9R4Hbr1s3uVmlaLa8ClCp8GH6PdKhsTNwHXZG54cOHB+9t586d7eZYIECQxn9kpdXKzz33nN2cEwqk8BRZLTrUSTjp7DpTWpsSxd2UClGeccYZwZ/zf//3fwXx+iGVv8ZKFwxx3FeGAEGazTbbzPvQ/vvf/7abckLhEX48pme8UZxk8+Xdd99NuYtr0aJFJP++r776KvgzNGsLhUePQv33WI+V44YAQRr/8YhmQOWaHluF7zw02FuIZs2albLjYhQDoeEAuf/+++1mFABNhPArWmtad9yqCBAgSBNVgGjAPHxSLdTw8OkxU+3atYN/79VXX213qRQCpDj06dMneJ81hTtOCBCkiSJANFU3PNsqiivyONIdl0rZ+/9uFVDMFQKkOOi74194qfhmLmqk5QoBgjRRBIjWefgnOw2YRzEmEFfao8TfkVFTMrUwMxcIkOKhCw//vY7TeBcBgjS5DhCtMPdndmmqbjHOFtKqff810FqOn3/+2e6SNQKkeGjhrl+iZscddyy1EkE+ECBIk8sAUW0rvzyJFgkmdZ1HLqjUiX/CV2n6yiJAissDDzwQvN+PP/643ZwXBAjS5DJAwiU2tDFTMdNju4YNGwavR2VXjBMgxUWVsP2LMU3OyGXdNVcECNLkKkC03sMvBKjaVsU07lEW1cny19lo8V9ltvolQIrP7bffHrznvXv3tpurHAGCNLkKEH/WlZ79T5w40W4uWnfeeWdwErjiiivs5owRIMVH1ZX9CRn77rtv3i/KCBCkyUWAjBw5Mji5qSQ51lP1XL8AomZluZarJ0CKk/ak8d/3QYMG2c1VigBBmlwEiF9+XAPnca0kmk+vvPJKcBK47LLL7OaMECDFSVs4q06d3vdDDz00r2X7CRCkqWyAvPfee8GJzfX3KAZHHHGE9xqp+KL2FskWAVK89OjTf+91MZIvBAjSVDZANEVVP68B9HxvQxtnL730UnAScCmUR4AULz321ONPvfcaa8wXAgRpKhMgCxcuDD7YTZo0sZsRokcP+++/v/daaZFYtgOiBEhxa9u2bfD+jx492m6uEgQI0lQmQHr27Bl8qKPYla/Q3H333cHr9dprr9nN5SJAipvef+2Zrvf/+OOPt5urBAGCNJUJkAYNGng/q9LTcSm3EGd6FFGjRg3vNfvnP/9pN5eLAIH27PE/A9pauaoRIEjjGiCq7+TXe9L+6cjMqaee6r1mmlmjmkeZIkCgfWf8xbqnnXaa3Rw5AgRpXANk6NChwQnt+eeft5tRBtU18l+3t99+224uEwECad68ufcZqF69upkyZYrdHCkCBGlcA0TrGfwPchz3b46r2bNnB0Fw8803281lIkAgU6dO9b5z+hycc845dnOkCBCkcQ2QQw45xPs5rbJGdlQXS69d/fr17aYyESDwnX766d7nQI+QZ86caTdHhgBBGpcAWb58eTD+0a5dO7sZFTj//PO9105ToNesWWM3l4oAgW/8+PHBZ6Fly5Z2c2QIEKRxCZAZM2YEH+BHH33UbkYFunXrFrx+2gY3EwQIwk444QTvs6Cpvar6XBUIEKRxCZAXXnghOJm9/vrrdjMqoB0L/dcv09IUBAjCxowZE3we2rRpYzdHggBBGpcACZco14kN2VHJF//1091IJggQ2DSGps9DVRUxJUCQxiVA/LIKun3OtiQHjDfu4S8ovPTSS+3mUhEgsL366qvBZ6JTp052c84RIEjjEiDnnXee9zNbb7213YQM+RsFaUA9EwQISnP44Yd7nwl9j6OeTk+AII1LgDRt2tT7mV133dVuQob8qbxnnnmm3VQqAgSlUQ06/3PhUuU5GwQI0rgEiD8D5MADD7SbkKEDDjjAew1PPPFEu6lUBAhKE67yrO/yr7/+anfJmUQGSI9W1TI64MYlQPzBuyOPPNJuQob02uk1zHQxIQGCsjz99NPBZ+Oss86ym3MmkWdZOyjKOuDGJUC4A6k87kCQK+H6alEuLEzkWZaAiJZLgDAGUnmMgSAXVq9ebXbffXfvc6GJGUuWLLG75Ewiz8IESLRcAoRZWJXHLCzkQp8+fYLPxW233WY351Qiz8IESLRcAsRfB7Lxxht7g3jIDutAkAv67u23337eZ0KbukU5gC6JPAsTINFyCZDwSvS5c+fazaiA6l/5rx8r0eGqKqfwSiLPwgRItFwCRBtI+R/cN954w25GBYYPHx68fqqLlQkCBLaqXEQoiTwLEyDRcgmQ6dOnByezxx57zG5GBe69997g9VNdrEwQIAgLX4R07tzZbo5EIs/C9nTd0g64cwmQZcuWBfuBZPoMH+tdeOGF3munMST2A4ELfy2W9pSpikKKksgzrR0WpR1w5xIgojUg+rnDDjvMbkIF/GmXRx11lN1UJgIEvnyUcpdEnmkJiWi5Boh2ItTPbbjhhmbhwoV2M8rw5ZdfBl/+bAY+CRD4wptJ6fNUVRJ5FiZAouUaIIMGDQpOaC+//LLdjDL06tUreN1Gjx5tN5eJAIF88MEHwecg0zVEuZLIszABEi3XAJk/f76pXr2697Pt27e3m1EG1SrSa6Zn19pbPlMECKRx48beZ0BjkJ9++qndHKlEnoUJkGi5BojUrVvX+9k///nPGQ8GF7NffvnF2z1Or1mTJk3s5nIRIJg6dWpw0dasWTO7OXKJPAsTINGqTIA8+OCDwUlt5MiRdjMsmvLsv17aVz4bBAiaN2/uvf8KkSlTptjNkUvkWZgAiVZlAuT777/3BtH181FWAS0UmnWl10o1xFauXGk3l4sAKW6zZs0KvmunnXaa3VwlEnkWJkCiVZkAEZUj189vttlm5scff7Sb8T/vv/9+EACawZYtAqS4XXDBBcH7r89SPiTyLEyARKuyAfLSSy8FH+wbb7zRbsb/NGrUyHuNdBWpq8lsESDFS1N1NWVX7/3f/vY3u7nKcBZGmsoGSHhLza222irS/QiSavLkycHg5z/+8Q+7OSMESPHyq1/rePPNN+3mKkOAIE1lA0Seeuqp4AN+11132c1FT8+s9dooRKZNm2Y3Z4QAKU7fffedN+Vb73u9evXs5ipFgCBNLgJEA8L+Dnt//OMfvcF1lNAiS//EX5n9qgmQ4nT55ZcH7/srr7xiN1epgg+QOR8OMU9dWtOMf/5quwllyEWAyMCBA4MPugb8YMzSpUvNbrvt5r0mmmRQmbITBEjxWbBggalZs6b3nseh5lzBB8jbfVuVDLq3rm7mz/nAbkYpchUgctxxx3m/l1bJjhs3zm4uOldffXVw0r/99tvt5qwQIMXnhhtuCN7zwYMH281VruAD5Odvppon2mzohcjQO+pqhNfuAksuA0QrZf256nvuuadZtGiR3aVoaKMt/7XQtqPZrvuwESDFRdvTaptavd/77ruvWbt2rd2lyhV8gMg7z7YJpv7Ofr+P3QxLLgNErrvuuuBEV6yLCzUGtP3223uvgfb8UAG8yiJAiovuWP33u3fv3nZzXhRFgCxf/JN5puOWXoD0vWpHs2rFYrsLQnIdIKtXrw5WXOvo27ev3aWg6d/fsGHD4N9/33332V2cECDFQ2Nn2267rfde165d2/tMxUFRBIhMf+OB4C5kwtDr7GaE5DpA5IsvvvBmY+n31RTEd9991+5SkLQmRiW2/RP9GWecYXdxRoAUD72//nvdvXt3uzlviiZA1q5ZZQbevJ8XIE+228Qs+mmO3QX/E0WAyJAhQ4Jtb1X7yWX1ddJceeWVwRdfz61VfTdXCJDisGLFCrPTTjt577P+V/8dF0UTIPL1jBHBXcio7u7z7wtdVAEi3bp1C0562sb122+/tbsUjPAz65133tnMnTvX7lIpBEhx0B1HXN/nogoQGfFwoyBE5s0aYzfDRBsgcumllwZfCD3P/fzzz+0uiabHVuE7D5VzmTFjht2t0giQwqexDl1o6T3WGIjGQuKk6ALk1x9mmZ5tN/YCZPCtB5vf17Lpkc3f4Ohf//qX3ZQTmn7YokWL4OS3ww47mOnTp9vdEklf+PCYh8IjFzOuShMOEN3ZofD06dMneI//+9//2s15V3QBIu8Pvjy4C/l47ON2c9FSjZ1wiWitWXj44YcjmfGhEGnTpk3wZ2255ZZ5L8tQWZqqG55tpcdWH3/8sd0tJ2bOnGnq168f/FnaAVJbCqNw6Dui9UJ6f7X+Q+tA4qYoA2Tlsl9Nn8u38wKkd+dtzMqlC+0uRUUL2vS8fosttghOSOHjgAMOMK+//rr9YzkRXpmtwoLXX399IrfC1SJBf52HDg2Y53rMQzQIf9lllwWlvMPHLrvsYiZOnGj/CBJKK83991Yr0OOoKANEZr79RHAXMm5gR7u5aGgbVf8Zq3+o/Ij28QifEHVoCmoU4xU9evQIqovq0FX8nDnJmCWnZ9IKQX+FuY7TTz89p7OtRKH6+OOPm2222SblPTnzzDNT7nr0Oj799NP2jyOBVOtK76nGJH/66Se7ORaKNkB+/32teb7rYV6A9LxkI7Pw+5l2l4KmMYfjjz8+5WSkIn+DBg0K+qjsiE6OWjnt99H/16/luiTJpEmTgiKDOlRo8M4774zk8VmuqKpu+O+su4JcLRIM034PBx10UMp7pZPL22+/7bXrUcdNN90U7C+iQzscrlq1yvqdkBTDhw8P3svOnTvbzbFRtAEi380e6xVZVIi8+uDJdnNBUjVPbUZTo0aN4AOqK5xbb73VLF++3O7u0V2H7j7CJzDdnWjPD804yhVdtau8efjP0Ylz2LBhdte8mjJlSrCfh3/okdX48ePtrpWiuzDdYYT/nO222848+eSTpdZBevHFF4PFmjqOOeYY88MPP9jdkABHH3209x7qjlJjk3FV1AEirz/RLHiUNXdasgdxy6Mr+YceesibFeSfYHTFeu6552a8FkPP+TUeEj6h/eUvf8n5qnJd2ft7ifjHEUcc4W2Vm0/ad9oODt0pafwol1f7ixcv9uqH+bPhdOjO74orrqhwIFWD6woz/+e08CyqWWCIhu44/ffvkksusZtjpegDZPGCr0yvdpt6ATLgxr29FeuFZtSoUcFsDv848sgjncqrK4geeeSRlCDSoSm/X3/9td3dmU6iWksRHhvRoX+Hdjisqqsy3RU99thjKbW8dCh8zz777Ert52HT3ZyK5O24444pf5ZCa/bs2Xb3Mv32228pd4wKIt21IBm0x7neNz0SzeXnKwpFHyAy8aUbg7uQqaMKZz79Z599Zho3bpxyMtKai2eeeabSj55+/vln0759+5RHYboav+WWW8yyZcvs7s4UFB07dkwLEg1an3LKKd4qXf07c0lf2l69enmP08J3Af6fqz3Mc71uRXc3devWTfmzFJavvfaa3TUjen/1XvilY3S0bt06p3dKyD19Dvz3KwmbsBEg66xeudQ8e/XOXoA8fVkts2xRsufT6wpUV+/hwW+dCK+99tqcD35rncMJJ5yQcuLT46cBAwbYXStFz/L1WEdrK8J/VvjP1AK+e++91xszybTOlq7stf5Eg98XXnhh2ow0/1DtLg1MZ/r7ZkqPD88777yUAXCtiXnggQdyMoFAr0WtWrWC31vP1qvq7g3Z8y/4FPyffvqp3Rw7BMj/fDa+X3AXMqZ3NCU8oqaBVV05a1FZ+OTXtGlTrxpulDQ+oQ2jwn+uBnE//PBDu2ul6N+oq/J//vOfQcmV8g6djDVTao899jANGjTw/lf/rV+3+9qH7nqaNGniTXWu7OZPNhXE69q1a7A9qQ7d3WhxpSY65JJCb//99w/+HD0ic3l8iWh99NFHwYVEs2bN7OZYIkB86275X7zraHNLs3W3+iduYL74dIrdI9beeecdb6A5fAI88MADzejRo+2ukdFJVlNvwzOBdCV10UUXRbJKWo9jxo4da26++Wbz17/+Ne1xU7aHnjnXq1fPW8yo162sWWmVpQVi4em/OrSWY9q0aXbXnNGdZ3hGl+5Otf4G8aHQ0HujEFGYJAEBEjJ31gRz1lEbmLp7VjNnnnas3RxLWu2sq/HwyUiPWx599NG8rejW46Z///vfKc/f9RjlnnvuifwZvB5J6bGNHmXpmb+eI59zzjne3Yd/6L/162pXDSnN+tLjgsqOC1VEJwX9+eH3So/Mnn/+ebtrJPTvu+2221Lel4svvjjnd1fInj5//vuix1hJQYBYruxwgfnDRiVfroEDB9rNsaGBal15a+DaPxloQFuVbnO9CtqVymqE6zXp2GuvvWK3riNqWkXcqlWrlNXqenSl4nj52Nvh1VdfDfbW1qEZZplO5UY0wgU4kzTtmgCxqCCeXxNq1113zemMolzp379/2jqJE0880XzyySd211jo16+fV6cp/Pc96aSTYvv3zRXdbWlwPnyy1uMJnSzyPZCtmWt6xOn/vbQwVI9BUfU068+vbaYpvElCgJRCz/H9L5ZWaMeFyn3oWX/4RKwrej2CiTvVjNId06abbhr83fWl6dChQ2zumHJJV/n77LNPynulK/1cr1avDK210eO88PuhNS+oWlos6L8HWkSYJARIKfRYQbN19IZqps8333xjd6lSGlPQFNPws2sNVN99992Je36tMRutowifWDVmoxNXvsZsckkznk499dSUf59Wg2tfh7i64447Uh6vafwqH4/WitG8efOCNU6aYp00BEgZhg4dGnyhotpYqSIKB626rqpZTVVJhQAPP/zwlBOt6l4l7QrMpxIjKnoXLrOuE4PKcC9ZssTuHjuaGh2uLqBKBfm+cCoG+sz4r7kKKCYNAVIOv6SAnlu/9957dnOkSltXocdXuV5XkU9a06ESGyoQGP53arpp1OtWckX/hieeeMLbbjT8b8h1mZOqoNf84IMPDv4NWk+kadKIhiZX+GuZVF05iQiQcqhchV+qQ1dkUU/zFK3s1oB4+GSkAfPnnnvO7lowtHJehQLtlfNaea7n9HH11ltvmUMPPTTlvTrkkEPMmDFj7K6Jobul8CNG3VGpCCdyT3en/uustUFJRIBUQOUr/Dc5yo16NJCsKbh2bakuXbrEciZYFLSGw652m6vaXbmkO4vw4LMObfSkhXmFMI4jGl8Lj4u0bNkysoWVxUiPPP3Zeap5Vlp5/iQgQCqgshL+s2GdzHJdS0onHC3600By+ISkxYG5rG6bJHoeb1cPrlOnjldoLp90da6dGsOFHXWF3qlTJ7NwYeFti6xtjMOfS1U6iGKb3mKkNUD+6xrnCRYVIUAyoFt4/83Wbny5ov01wnPx/S8p8/FLysY/+OCDKTWrNBalwoP5WPTWt29fbzZV+L1SNeAkFLyrDN1thR/TaawnqRMd4kJT2v0xM1UiyEXRzHwhQDKgN9jfSEnP5iu7L7h+XkX6wicjDViqEGJSb2WjojtAzZO3d1BUIcKqeKSidRuqjxV+r7S+I4kzZlzphNeiRYvg36/3Ioqte4uFXjv/tUx6PTICJEPalMl/03Xyd6HHX9dcc03aTnNXXXWVN5CMsqnQYGl7uEc1+KiV4loxHi6zrmfWqrEVdT2vuNKJLxzkCpViGZ/LFa2v8e9k9b9JX29DgGTh9NNPD748evyUKQ0AawBe5SLCJ0D9frneDKnQqbS6vWfHcccdl7PqpVp7oy1q/XI2OjSY/J///Mebdlns9PgqPGVZ00+TNl05H7QYWJ/d8N45999/v90tcQiQLOhk7989aOwikxk3Wj+iKcDhE572ZtAdDdzoqk2DkPZJXgULK3OSLyucpkxJVmn/qGkgPbwIVDPQsrmgKga6oFF1BY3Z+VUtwocmX+jRYNIRIFnSTn/+h0B7g5dFq3jDz411aDaXBuSTPGgWJ2U9ZtKjlmweM2m9T2mPxwYNGmR3xf/o0ZWm9vqvlx5tqVx/MdJaJc1Y0xbCf//731MqR5R2aHq+dgctBARIljSO4e/4pymO2hs8TAO7KsAY3i1PX662bdum9UVulDXQrYKG5SlrgF7vX1UM0BcCzZQLv35ahFgIV9bl0SM7VZhu3769N0MtXKPOPjTlWxUkNM754osv5ny3yXwjQBxotpT/AdHiP5/2D1EJ+PAHSOVQdIWL6GU61basKcLnnntuXqYIJ51W5IfL0Wg1flJK0VREd7ITJkzwxivOOussbztgOyTCh8Y5tYW07oK1r0fSip1miwBxoKm2/vaxuvoaMmSIOfbYY1M+SHruqYKMqFpa7KcSEWUt9tPYU2mLFNkjvHL0yDY81qfHtVoQmjSqCKHtETRbUt/p8IZt9qGLDoWlni7o4qVQQjMbBIijd999N+XZu39oYFflsQv9yiPuSis3Eq61pSOOZVKSTJMbVAref301sUF768SZNjVTQU9VuLYvLOxD323VqdO+NgrHXFelSCICxIFua7WXdvjZp8JE+2xrR0PEhx6v6CoxfCLQTDoNYsa5UGOSqTRPuKy9gjwOJe018K/qwrrA077j4UeYpR21a9f2tnLQZBnNxONCIx0BkiWtQN57773TPmx69s5dRzxpurUeayk4VCK/GB81VDWV4wmve9JeL1W95kmbNWmhaceOHb3Ha+FQsw+16VGmHnXqkXS+txxOCgIkQzNnzjQnn3xyyodu55139vau8P9bFUwBlNCEhLp16wbfD13xjxgxwu6WExqX1F3Cww8/7BUi1TRsOyTCh8ZotJBXj9i0uRkr6t0QIBXQwKuuYMJXL9rXW1VZNV1Rh/br0K9r/rdWnAIoobvyiy++OPju6FGvLroqS6V/Ro4caW666SZvdXd4UWlphxbv6u+hGZS6GERuECBl0GOP7t27e6tswx/EZs2ama+++iql74ABA4J27V0OIJW+S+FJJwqRbMagVIBUZc+1bsce07IPzZxSBQGNcw0bNqwgS+3HBQFSCu0oF97aU4dq/pS3vacWC6mfBtYnTZpkNwNFTXci9iw43RXMmjXL7ur11Vij1uXoMZO/cLesQ+OP2kL4gQceMBMnTqTSQxUiQELmzJnjLRYKfzhVOK5nz54VllnXXuX+rKz69evbzUBR0zob/zsVrg1Vq1Yt079/f2+VtsoE6bsTXsNjH/qO6WJOC3j1c/bTAFQtAsSU1LK5/vrr08qsX3755d7Wk5nSXHL/5wt5D3MgW5r27n83Jk+ebFq3bp0WDqUd+k5q8orKy6hgYzaPvRC9og4QzevWc1W7PEGjRo1KvbWuiAbQ/UJqu+yyS8HXBAIy5c9W1B2HfzevO3t7Ma6mWav8j//fKg+E+CraAFGdmvAUQx377rtvpacZqiKp//tpxSoAE6wJUbXaMAWEAkMVAebPn+/9mp4G+N8hlUhBfBVdgHz/3TyvDHX4ykfz01UsLZsS4GXRAOBee+3l/b6aDaK9E4BipoWb/ndNJc8r0rBhQ6+vCpMi3oomQNasWmGG9r7NHLV/TbNB9ZIPs2r16FlsZTYhKo2KsflfGJW3BoqZHhP734eKNp7SDCp/KwQtCES8FUWAzPlwiOl/XW1zReN1t9CHVjM7bVXNNGjQwEydOtXumjMnnXSS9yXQnY7KOgDFqk2bNsEFW0WD4JqG64eNVpUj3go6QH7+ZqoZ1q2B6dGqmnfc17KaufJftc3oEUPsrjn38ccfB6vXtf1nRdOAgULlr6nS9NuKaJ8WP0A0NR7xVpABsnzxT+btZ1ubJ9psGITHU5fWNJOH32ZWr1phd49Mhw4dgi+DSkYDxUYlR3Tnoe9Au3bt7OY0zZs39/rWrFmTBYEJUFABsnbNKjP9jQfMMx23DIKjR+vqZsxTLc3ShfPs7pHT5jTa9lZfCK2m1ZcJKCbaN8O/iNI2sBXR9Hf11R71iL+CCZBvZow0A2/ad31wrDuG3lHXzJ/zgd21SmlvBP8LdMUVV9jNQEFTsUP/81/RqnHNWPT7qlgp4i/xAfLrD7PMiIcbpQRH36t2NLPe762Vgnb3KqeijNoLQV8KrW6fPXu23QUoWKqUq8++6lVVRNUb/ACp7HosVI3EBsjKZb+a9wdfbnq23TgIjifb/sFMePF6s2pF+TM9qtro0aODL4Z2QgOKgS6e/DLr2pWwIqpvpb6qd0UF3WRIXID8/vtaM/Odnqb35dum3HWM6n6WWfTTHLt7bDRt2jQIET0XBgqdNnjyP/NaqFuRI444wut74IEH2k2IqUQFyHezx5rnux6WEhyDbz3YzJs1xu4aO1qN6xdrVBlrZpig0IXH/8aPH283p9Ce6TVq1PD6tmrVym5GTCUiQBYv+Mq8/kSzlODo3Xkb88nY7ub3tWvs7rF1zTXXmK1rVjMH71rNvNT/QbsZKCgtWrTwAkElfSoqExR+zNu7d2+7GTEVWYCET/blHeVZvXKpmfjyTaZXu02D/j0v2ciMG9jRrFyavGekS5csNuc03MG0PLaaufXcrczyxQvsLkDB8Pcl1+6AFenatWsQIJ999pndjJgq/wxeCXZQlHWU5bMPnjXPXr1zSt/hD/7dLPw+2fsZT3jjGXNvy5J/zzv929rNQEGYN29eEAjaWrYip5xyitd3u+22s5sQY2WfwSupooAoy7JF882Ldx2dEhwDbtzbzJ32it01mX7/3Qy9vY737+rZpob5+dtpdg8g8QYPHhwEiPYlL4/K/Kgitvo2adLEbkaMZX+Gz5BrgEx/86HgZ5++rJaZOqqbt8K8kPzwxThvhbz+jcPuY8UtCk+nTp28QFAx0QULyn9UO2PGjCBs7r77brsZMZb9GT5DrgGyZOG3ZsQjp5l3+7czyxf9aDcXjNG9WgSv0ZeTX7CbgUSrU6eOFwj77bef3ZSmR48eQYC89957djNiLPszfIZcA6RYKCh7Xbq59xo9d93uZs3qqivyCERp2bJlXtUFBcJFF11kN6c5//zzvb6a5r5iBd+DJInsDE+AVOzD4V2D12nKiDvsZiCR3h07Nrij6NWrl92cxt/B8+ijj7abEHORneEJkIqtWbXc9L92N+91eqrDFmbpr9/ZXYDEGXnHHebMdYFwzLrji5nlz5rUPuj+9tIUG02eyM7wfoCUd8CYLyYNCl6PMU+fbzcDifNJ48Zm6LpA6LP11hUWNH3xxReDu5UXXmAsMGkiO4vbYVHagRIvdzvOez2eaL2Bmf9l+SUfgFhTYCg41gXCygwKhz585ZVmj3V9a627C/nhhx/sZsRcZGdxQiJzC76eEuye+OKd9Sq8agNiS4+s1gWCd9xR8bjeC/Xrmy7r+nbZc0+7CQkQ2RmeAMnO231bBa+ZVuEDiaRBcz9Axo61W1OtWGEWbbKJ+WJd389btrRbkQCRneEJkOxozcvTHf/kvWYq4bJ6xRK7CxB/mrar8Nh4Y83ntVtTjRu3Pmy6d7dbkQCRneEJkOxNe/2+4HWb+OINdjMQf1o4qECoU8duSdet2/oAmUZJnySK7AxPgGRPJVsG3riP97qpAvGiBV/aXYD4UsmS6tVLAqFTJ7s1XdOmJX3/9CcVxLJbkQCRneEJEDdzpw8PXrvXe1S8DSgQGyqa6N9RDB5st6bbfvuSviefbLcgISI7wxMg7l596JTg9ftu1lt2MxBPKtvuB8i8eXZrqs8/X9/31lvtViREZGd4AsSd9jzRxll6/YZ0PdTbBx6IPW0cpUDYbTe7JV2fPusD5I037FYkBGf4mBo3qFMQwp9PeM5uBuJFW9ZutllJIPzrX3ZrutatS/rWqGHM4sV2KxKCAIkpbdnb96odvQD5cspQuxmIl/Hj199RPPqo3ZruoINK+h5+uN2CBCFAYkxrQ37+Zqr9y0D83H//+gCZMsVuTfXrr8ZssEFJ3/bt7VYkCAECoPLOOackELbYwpg1a+zWVCNHrg+b/v3tViQIAQKg8nbaqSQQTjjBbkl3003rA+Srr+xWJAgBkiD+oHpFB1ClFAJ+ICgcKqKQUd+dd7ZbkDCcbRLEDoqyDqBK9eu3PkBee81uTaXHW3rMpb7NmtmtSBjONglCQCCW2rUrCYQNNywZIC/P5Mnrw+aBB+xWJAxnowQhQBBLhx1WEggHH2y3pHvkkfUBMmGC3YqE4WyUIAQIYkeLAHXnoUBo08ZuTadFhuqrRYdafIhE42yUIAQIYmfixPV3FH372q3pVOZEfRs0sFuQQJyNEoQAQeysXGnMWWcZ06hRxSVJvv12fdhcd53digTibJQgBAgSbciQ9QHyyit2KxKIs1GC2NN1SzuA2NIUX4VHrVoVz9ZCInDGSRA7LEo7gFjTNF5WnxcMzjgJQkgAiBPORglCgACIE85GCUKAAIgTzkYJQoAAiBPORglCgCBWxowx5sILjdlrL2Nq1jRm882N2XPPkl9TGwoeZ6MEIUAQC1owqMWD/pqOso6zzzZmyRL7p1FAOBslCAGCvFu+3Jg6dUoCQvWsrr22ZGquQkVh8dFHxtxwQ8ndiPrUq2fMihX274ICwdkoQQgQ5J32MFcwaDOomTPt1vVmzTLm//6vpG/HjnYrCgRnIwCZmTvXmBo1SqrvfvCB3ZpO5drVf6ONjPnmG7sVBYAAAZCZW24puaPIZidB9dXPdO1qt6AAECAAMnP88SVh8MILdkvZ1Fc/o33QUXAIEACZ2XHHkjD4+mu7pWzqq5/ZaSe7BQWAAAGQmU02KQkDzcTKlPrqZ/SzKDgECIDMVCZANt3UbkEBIEAAZGaHHdwfYenxFwoOAQIgMw0bMoiOFAQIgMx06VISBtlM423evORnmMZbkAgQAJnRToJaRKjFgVokWJFJk0r66sjmsRcSgwABkLm2bUvuKFSmROVKyvL558bstltJ3w4d7FYUCAIEQOaWLTPmiCNKgkEFE6+/vqSAogopLl1qzNSpxtx0U0l5d/VR4cVsZm0hUQgQANlZtMiYM84oCYjyjqZNS6r0omARIADcvPmmMRdcYMwee5SUdteh/69fUxsKHgECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADAyf8DpB4tZbGd/IMAAAAASUVORK5CYII=)
PN: 4H56-3-C9
CAS: 851045-54-0
Molecule Weight: 229.202
Formula: C11H10F3NO
Melting Point: 105 ℃
TSCA: Not listed on TSCA inventory