![3-[2-(Trifluoromethyl)phenyl]oxetan-3-amine hydrochloride](data:image/png;base64,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)
| Product Number | 4H30-7-0A |
| Purity | 97 % |
| CAS | 1349715-87-2 |
| MDL Number | MFCD20233042 |
| Molecular Formula | C10H11ClF3NO |
| Molecular Weight | 253.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-7-0A
CAS: 1349715-87-2
Molecule Weight: 253.65
Formula: C10H11ClF3NO
PN: 4H30-1-5K
CAS: 1322200-82-7
Molecule Weight: 199.68
Formula: C10H14ClNO
![2-[2-(Trifluoromethyl)phenyl]propan-2-amine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABVuAAAVbgEM7uxVAAACJ3pUWHRtb2xTb3VyY2UAAHichZTbbuIwEIZfZeTrxcccEaFCrSqt1O7FtpX2bmUSQyORuErC6e13nJRDgA04aBzP/43t8cSTh12xgo2p6tyWCRGUEzBlarO8XCbk4/15FJGH6SRFEQrLOiGfTfM1Zmy73dL00xR6Z0ua2oJ0/vGuznuaraK2WjLJuWB/Xl/eWmaUl3Wjy9QgVefjuh18salu2lX8ZwpW6GqTl6yTs6LadNH+Su4eTnd1Rk57eUTfDFFY5CsDC1sVuoGN5BQf/gOWpjSVbkwG8z0OK+rh3qeT1yebrgtTNth1EfJUr96aap3iQGFXJl1jMOz8fEpIIRDQjS1mVaX34HpuWAvQErQC7YH2QQegQ9AR6Bi04PhHv0CBQIVAifAx5yvjJn3ffxlc+Qoe2/br2x7as2uYM5kQ3AP+IKSKi6PxaRigiWjknQYjGigvPJijMg5C72A89KkQFPowpkdjX8X4FgUqJLA/zaaokDIEQf3oyqDEQzPiNJShgpGkMnBWUa7O37/933JOI9HF8GIOI0FlLNwxsGNap5O5LbOzLuRZQuaCtPn+bRY1rq/NNwFbZabCKnYBnPQckH3Anc4woK4AfxjwroBgGPD7gKuTIzC7BQR9wFXVMBD2AVeDw0DUB9qKHSbiPtEV+DDiQl5s/C5ycd7dNzScXnFx5N03d4dRN5g7hSK8G8zNWmFnpcwOtwl2r24adnYNMbx8p/8AMLiljBi//doAAC2KSURBVHhe7d0LvFVz/v/xUkkuSRlUuoyQqIxLpqkYM+U2/1xGrhWJmSiDoiGkKEYoGXJJdFGUkowwFcUpEiakG7pT6kjqpHSOyvfn853/WnPOt7PPWfuz1z5nrb1fz8djPQ7r+937nL0e53zfrfW9VTAAAChUcE8AABAEAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABEAkrVqwwvXr1Ms2bNzc1atQwVatWNQ0aNDCtWrUy/fr1M4sWLXJfYipUqGCP0gSth+RwRQGUuyFDhpjKlSv7DX2iw5XovCtoPSSHKwqgXA0dOtQ27hUrVjRdunQxOTk5ZvPmzSY/P9+sXr3azJ071wwYMMAcd9xx7ksDB0PQekgOVxRAuVmzZo2pUqWKbdzHjRvnFpcqaDAErYfkcEUBlJs+ffrYhr1Tp05uUSBBgyFoPSSHKwqg3LRo0cI27DNnznSLAgkaDEHrITlcUQDlpmbNmrZh37Rpk1sUiBcMQQ+EiysKoNx4I6927tzpFgXiBkRpB8LFFQVQbsK6AylN0HpIDlcUQLmhDyTeuKIAyo03Cqtz585uUSBBg6Fwvfnz55vu3bubJk2amGrVqpnatWubtm3bmpdeesl5FUpT+pUHgDTx5oHIJMLx48e7xaXSBIjc9QwbNsx8+umnZtu2bfbx2fTp083xxx9vl0xBcKVfeQBIo8GDB9vGXUKka9euZvbs2SYvL88UFBTYgJGZ6AMHDjRNmzZ1X6oKkESWL19u1+BCcCVfUQAoA4MGDTKVKlXyG/pEhyvReVeQehJWtWrVck+jBCVfUQAoI8uWLTM9e/Y0zZo1M9WrV7er8davX9+0bt3a9O/f3yxevNh9SaBgECXV27Jli11/q2XLlqZv375uMUpQ/BUFgAzn3t20a9fO7Nq1y62GEhAgALJabm6ueeGFF0ydOnXMPffc4xajBAQIAPxi1qxZpl69eu5plIAAAYBfbN261fa7IDgCBAB+MW3aNDsXBMERIACyiuyxPnHiRLsHu+x6uHbtWjNy5EhTt25d88Ybb7jVUQICBECkyATCO++8094RpINMTLz00kttf4esBixLmXTo0MHMmzfPrYpSECAAImXq1Kl2WG3Dhg3dIkQMAQIgUmRRQwkQuTNAtBEgACKFAIkPAgRApBAg8UGAAIgUAiQ+CBAAkUKAxAcBAiBSCJD4IEAARAoBEh8ECIBIIUDigwABECkESHwQIAAihQCJDwIEQKQQIPFBgACIFAIkPggQAJFCgMQHAQIgUgiQ+CBAAEQKARIfBAiASCFA4oMAARApBEh8ECAAIoUAiQ8CBECkECDxQYAAiBQCJD4IEACRQoDEBwECIFIIkPggQABECgESHwQIgEghQOKDAAEQKQRIfBAgACKFAIkPAgRApBAg8UGAAIgUAiQ+CBAAkUKAxAcBAiBSCJD4IEAARAoBEh8ECBAyafzkKE3Qeq4VK1aYXr16mebNm5saNWqYqlWrmgYNGphWrVqZfv36mUWLFrkviZVMCZCTThpuj5YtR5ivvspzi31ePVei866g9dIh+d9eAEUM71ah1KM4mgAZMmSIqVy5sv/aREecZVqAyNGr1zS32JcoABKddwWtlw7x/k0DIsANi+KO4iTb2A8dOtTWr1ixounSpYvJyckxmzdvNvn5+Wb16tVm7ty5ZsCAAea4445zXxormRYgp5460n6dN+9rt4qVKAASnXcFrZcOwX97ARTLDYmgwRC0nlizZo2pUqWKrT9u3Di3OKNkWoCMGvWJ/XrxxRPNrl273WoJAyDReVfQeukQ7LcXQEJlESB9+vSxdTt16uQWZZxMC5CCgl3mvPPG2/+eMGGhWy1hACQ67wpaLx2C/fYCSKgsAqRFixa27syZM92ijJNpASJmzVpl//sPfxht8vLyE9YLct4VtF46BPvtBZBQogAJegRRs2ZNW3fTpk1uUSC7d+82jz/+uLn77rsjf1x00UX2s+6zzz57lIVxPPDACPPYY9PN8OH/Ce2YPHmJ+fnnotfcbdi7d3/N/v8DD7xbqNae9dzzQY/yEOy3F0BCboe5e7iB4R5BeCOvdu7c6RYFMmPGjD2+b7YeNWv+1hx99M17NMCpHp98sr7INffOe5Yv3/TLneTT9pD/TlTPPR/0KA/BfnsBJOQGhnsk4jVoQaR6B5KXl2c6d+5sTj/99MgfjRs3tp91r7322qMsjOPcc7v/ci0eN926TQ3t6N//bfPjj0XDvbiGfdCgOfac3I14iqtX0nlX0HrpEOy3F0BCblAEDYbC9ebPn/9Lo9LdNGnSxFSrVs0+/2/btq3tDxD0gcRPcQ37li07bD+InH/77VUJ65V03uXVW7gw1/TtO9P86U/Pm9NOG2W6dJnif490Kf23HECJwggQCYhhw4aZTz/91Gzbts3eaUyfPt0cf/zxdna5NwpL7iIyXSYHiBg/fqE9f/75481PP+1OWC/ReZdXT45rr536y+/QerNjx06zePG35vLLXzJTpix1XxKa0n/LAZQojABJZPny5Xa5Em8eiEwiHD9+vFsto2R6gMhcEJkTImWjR/93jkhx9RKdd3n1Hnnk/T068r/8cpMNqnQp+bcXQKnSGSASHLVq1bL/PXjwYFtfQqRr165m9uzZtm+joKDA1pOZ6AMHDjRNmzZ13iVeMj1AxPvvf23LvFnqxdVLdN5VUj25E5G1uNKl5N9eAKVKR4Bs2bLFLlXSsmVL07dvX//8oEGDTKVKlfzXJjriLBsCRMj6WF6d4uolOu8qqd7MmSvNpZdOck+HJt6/aUAEhBkgbhC0a9fO7Nq1q0idZcuWmZ49e5pmzZqZ6tWr29V469evb1q3bm369+9vFi9eXKR+3GRLgMgKvXJ3kKheovOuRPVkwqI8vnrvva/cotCU/lsOoERugIQhNzfXvPDCC6ZOnTrmnnvucYszWqYESHnatOlH07XrK+add1a5RaEK97ceQKhmzZpl6tWr557OaARIanJzt9nHVjk5q92i0BEgQIRt3brVPqLKJgSI3rffbjeXXDLJdtKXBQIEiLBp06bZuSDZhADRkcdWcucxZ84atyhtCBAgAmQ72okTJ9rtamWDqLVr15qRI0eaunXrmjfeeMOtntEIEJ2OHSeb6dOXu6fTigABIkDmcFx66aW2v0MWTpTGs0OHDmbevHlu1YxHgOgUHhLsHlu3FrjVQ0GAACma9WxnM7b3YeaHTWX36CCTESDxQYAAKdhZsN2MuK6yHca7/svZbjEUCJD4IECAFEhoSHg8fV0l81P+D24xFAiQ+CBAgBQsmDHYBsiku+O9/lSUECDxQYAAKXjz6UtsgOSMucYtghIBEh8ECJCC529vYANkyew91yKCDgESHwQI0spbJ6qkI65+zNvgf4bvvvrELYYSARIf8f3rRSy4YVHcEVerF7xqf/5n/7av2b276H7Y0CNA4iO+f72IhbiHREk+eqWv/Wz/euhUtwgpIEDiIzP/shEZmRwgrz9ypv1s70+6xS1CCgiQ+MjMv2xERsYGyM8/m9E9D7KfbcVHL7qlSAEBEh8Z+JeNKMnUANm84XP/s239bpVbjBQQIPGReX/ZiBSvkU10xNWX7z9nf/7neh/qFiFFBEh8xPcvGLHgBoZ7xNW74/9mf/5pw851i5AiAiQ+4vsXjFiIe1AkMuUfp9jPNf/1gW4RUkSAxEfm/WUjUjIxQHbtzDfP9KhqP9fXi6e7xUgRARIfmfWXjcjJxADJXTnvv5/r2oomf/v3bjFSRIDER2b9ZSNykgmQdUtnmk/e+If5cWuuWxQpC2c9aj/ThLuOdosQAgIkPoL9ZQNKyQSI168w6qYDzYLpD5ndu35yq0SC7EAoP+eskVe4RQgBARIfwf6yAaVkAmTVp6/YYbHeayb0PcqsWTDVrVbuBl13lBlwSQXz6ZuPuUUIAQESH8H+sgGlZAJEFOzIM/Mm32pG9Njbf60sGbL5myVu1XKxZfMm89ujKpq2zSqYLxd94BYjBARIfAT/ywbKUF7uMjPt8fP8EBnRvYp5b8KN5d5pPW3aNNu47b9fVVOQn+8WIwQESHwQIIi0r5fMMBP7H+sHyZhetczid54wP+/e5VYtEwMGDLCN2ymnnOIWISQESHwQIIg82WtDRj6N7lXTD5JJ9zQz6z6f5VZNu/bt29vG7YYbbnCLEBICJD4IEMRG/rZNZs4LPcyI6yr7QTL9yT+bvI0r3Kppc8ghh9jGbezYsW4RQkKAxAcBgtjZtG6hee3htn6IyKzwD6fcYX7K/8GtGqqVK1fahk2OL774wi1GSAiQ+CBAEFurPplixt/ZyA+SsX+vbb6YO9ru1ZEOEyZMsA3bQQcd9Mu3SM/3AAESJwQIYm33zgLzyb/vNyNvPMAPEpmQuGHF+27VlN188822YTvzzDPdIoSIAIkPAgQZYXveevP26KvM09fuZUOkz58rmkG3dzbfrFvrVlVr06aNbdjuuusutwghIkDigwBBRvl21Ydm/MBWpmObCuaYOhXMfvvtZwYOHGh27NjhVk3Kzp07zb777msbtqlTozc7PpMQIPFBgCAjzXh1nDnqiMP9Tu+GDRuaiRMnutUC+/jjj/33ys2N9mKPcUeAxAcBgoy1fft2+7ipWrVqfuP/+9//3nz66adu1VI99dRTfhAhvQiQ+CBAkPFWr15tLrnkEj9EKlWqZLp162Y2btzoVk3o6quvtq+V90F6ESDxkVEBUmF4BXsAxcnJyTG/+c1v/CCpUaOGefjhh81PP5W+bHzTpk3ta4YMGeIWIWQESHyE3toGbcRLq7cib4XpNbeXaT6puakxqoap+kxV0+D5BqbVK61Mv4/6mUXfL3JfUup7Art37zYjRowwv/rVr/wgady4sXnjjTfcqr6tW7fauxapO2fOHLcYISNA4iP01jZoI15SvSELhpjKIyr7dRIdrkTnAdeWLVvMLbfcYvbee28/SM455xzz+eefu1XNrFmzbHnlypVtvwrSiwCJj9Bb26CNeKJ6Qz8bas9XHF7RdHm7i8n5JsdsLths8nflm9U/rDZzN8w1A+YPMMdNPM59acL3BBKRJUn+9Kc/+SFSpUoV06tXL7N582a/zqBBg2yZPP5C+hEg8RF6axu0ES+u3pof1pgqI6rY8+OWjStSFkRx7wkE8e9//9scc8wxfpDII67hw4ebXbt2mQsvvNCek453pB8BEh+ht7ZBG/Hi6vX5oI8912lmpyLngyruPYGgpDN96NChtnPdC5Ljjz/e7y959tln3ZcgDQiQ+Ai9tQ3aiBdXr8XLLey5metmFjkfVHHvCSRLhvdee+21fse5d0yfPt2tijSQR4je48T169e7xYiQ0FtbrxEPehRWc3RNe25T/qYi54Mq7j0BrQULFhQZrbXPPvuYvn37mm3btrlVEQIZwCADGQqHdvXq1W0fVEFBgVsdERB6a+sGRGlHYd7Iq527dxY5H1Rx7wloSYPmjdI64IAD/Eatbt26bCgVIhmwIHcdcsfhXeMjjjjC1KpVy///Ro0amVdeecV9KcpZ6K1t0Ea8uHrcgSBKvNFZ0rn+ww8/mHvvvdfsv//+fqP2u9/9znzwwQfuyxCQzMl5+umni9zlybWWAQ1C5t/cfvvtpmrVqn5527ZtzaJFe84BQ/kIvbUN2ogXV48+EESFTCz0Gq3CkwzXrVtnrrzySlOxYkVbJl+7dOlivvnmm0KvRmneeeedPVYFkAEMxa0KsGLFCnPBBRf4dWU+zvXXX282bdL9QxPhCb21DdqIF1fPG4XVeVbnIueDKu49gWRJI+YN6ZW7kOLMmzfP/Pa3v/UbNXnEdd9995n8/Hy3KgpZtWqVufjii/3rJgMVZMBCkHXJZs6c6S8pI0fNmjXNY489ZpfaR/kIvbUN2ogXV8+bByKTCMcvH1+kLIji3hNIlvxLWBoo6f8obma6R7a1HTNmjKlTp47fqMmz+5dfftmtmvVk4IEMQJCBCN61Ov300+1AhWTIvJzHH3+8SP/IcccdZ9588023KspA6K1t0EY8Ub3BCwbb8xIiXd/pamavn23yCvJMwe4CGzAyE33g/IGm6aSm7ksTvicQlPxL2JsHIh27QUj/yJ133lnkWf0f//hH89lnn7lVs5IMOJCBB961+fWvf23neqTi+++/NzfccIN9nOW97/nnn2+WLVvmVkUahd7aBm3ES6o36JNBptLTlfw6iQ5XovNAUPI4RRoj6diV9bKSsXLlStOhQwe/QZPGrXv37ua7775zq2YFGWAgAw286yEDEGQgQpiP+ZYsWWLOOOMM/3vIXeNtt91mO+CRfqG3tkEb8dLqLctbZnrO7WmaTWpmqo+qblfjrf98fdP6X61N///0N4u/X+y+pNT3BEoiG015kwdlGROtt99+2zRv3txv1A466CDzz3/+M2ue1cuAAhlYUHigwRVXXGEHIKTLq6++ao466ij/mh922GFm5MiR9jEj0ofWFvj/5Jm8ND4yOkiGmKZCntXLLoYHH3yw36g1adIko2ezy2S/f/zjH0XmzMhAg/fff9+tmhby/R988EE7+dD7/ieffLJ599133aoICQECmP+tvySHDDENi0yS69mzZ5FJcu3btzdffvmlWzXWZOCADCDwPqMMLJABBuVxB7Bhwwa7g+Ree+3l/zwdO3Y0X331lVsVKSJAkPV27NhhO3aloZEhpumwdOlSc9ZZZ/kNmjyr7927t8nLy3OrxooMFJABA97nkoEEMqBABhaUt//85z+mTZs2/s+27777mrvvvtv8+OOPblUoESDIetKxKw1MtWrV7DyFdHrttdfM0Ucf7TdqhxxyiHnmmWdSfmRW1mRggAwQKDwKSgYQyECCqHnhhRdM/fr1/Z9T/nv8+OSnCWBPBAiy2tq1a/3lSWSeQlmQiYqDBw82Bx54oN+onXjiiWb27Nlu1ciRgQAyIEAGBng/uwwYkF0bo0zuOuTuQ+5CvJ/71FNPNfPnz3erIgkECLKajA6SxuTwww8v81V2v/32W/OXv/ylyLLxl112mVmzZo1bNRJkAIAMBPB+Vhkg8OSTT9oBA3Eh/SCXX365/xmkn+Saa64xubm5blUEQIAga8noIG+o6bhxye+AGZaPP/7YnHbaaX6jJo/S+vfvH5n916XDXzr+vZ9PBgTcdNNNRbb9jZs5c+aYk046yf9Mcjf40EMPFbsWFxIjQJCVZHSQt5aVTHYrj9FCrhdffNE0aNDAb9Tq1atnnn/+ebdamZEO/r///e/+kvZyyEAAGRCQCaTfSXaZPPTQQ/3PJ3NJpk6d6lZFAgQIstKkCWP8RxhRWpJdRoTdc889Zr/99vMbtdatW5uPPvrIrZo20rBKx7508Hs/g3T8ywCAsMmjI7kbkIZc+ijkuPHGG81VV11lv3rn5OeRPiIZohs2Ccpbb721SFCeeeaZdpY7SkaAIOvk7/jB/OX/1TEnHVHB/O3aLm5xJHz99demU6dOfoMmQde1a9e0NKCFSSMtHfre95VHO9LhH8ajHekrkVWM77//fnsnU3gQQTKHTBRs166dGThwoA2fsHYrlHW0zj33XP/7yKM6CTFZdwvFI0CQdT6ccod5oFMF0+v8A8ymjdHex+O9994zLVq0KNJ4pmOLV+m4lw587/tIx7508EtHf6rmzp1revToUWRWvnvIHY6sBCCHLIMidyDy1Tsn5V5/lXvINZH6siJvGMOhZ8yYYY499lj//WXl3yeeeCJWgwXKCgGCrLJ140rzzPX7mOHdKphP/n2/WxxJ0j8zatQou76T16gdeeSR5l//+pdbNWnSUS8d9tJx7723dOhLx34qZMFEWcql8PpU3iF7eshKupMnTzaLFy8OfHcjQ4jlsZJsbSsrJZ9wwgl7hErt2rXtvJ5U7xrkez366KN2zxHvvZs1axb54cpljQBBVpnx5IU2PMbfcYTZtTO8VWHLgqww26dPnyLLxsujHGmENaSDXjrqvfeSDvwJEya41ZIid0ZDhgyxDXnhhr1ly5Zm2LBhoT+Ck5FgsmiibHVbeOkSmdtz8803pzw8V3Y9lLunwhMmL7zwQrtLIggQZJF1n8+y4SHHqo/ju+nT8uXL99ji9W9/+1vgLV5liQ/pmPdeLx320nEvHfipkL3M5c7Ie1/ZPEoa37Ja90tWAZa7qcKbTUk/iwRa0LucRBYuXGhDyntfCfE77rgjEku2lCcCBFnh5927zKQBzW14TH34j25xLL311lt7bPEq/8pPtGx8cYsMSke9dNinQvpJ5F/lhRtXGf4b9t1GUPJY7pFHHinyyE+2KA5jVd4pU6aYRo0a+e8rd1qjR4+OxDDw8kCAICssznnShseI6yqbTWszZ6dACYvitniVcPHIY6UHHnigyDLn0jEvHfSpkpWLC+82eM4559g7pCiQ4bmyYKU3PFfu1GRIcKqd4XI9ZSRZ4WXrTznllDJbtj5KCBBkvPzt35sxNx9sA2TOCz3c4owgj6/kMZa7xatsjFX4sZL8q1w65MP4F7Ps/eEtwyJrY02aNMmtEgmyr703aVQOeXwnj7tStX79ejv6y7uj8zbOkvXVsgUBgoz33os32fAY3fMgs2NbZm8vKx3q0rHuNZbeIY+VpAM+jK1eZaisrMTrvbd0kEd1/S6P3KlJn4UXeDJgQDv4wPXhhx+aVq1a+ddDgiRbZrMTIMhom79ZYkZ0r2IDZOHMf7rFGUuG+HqNZcOGDUN7rCTDcwvv+96tW7eEfS5RJI/2atSoYX92+SrbD4dF1lPz7gDl7iwbECDIaK//8ywbHhP7H/vLv5zj09CFQZ7LS2P28MMPu0UqcudRODz69evnVomFRYsW+fuDyPLuOTk5bhU1CWt53/JcnLMsESDIWGs+e80ftvv14szdizwR77l/WAFy3XXX+eEho5ziTPpAvNnmMrggrLXGvJ0tCRAgxnbvLDAT7jrahse0Yee6xVkhzACRUUdxv/NwrVu3zt/HXUaxyVpYqSJAgAywYMbg/w7b7bG32ZJbNhPZoiasAJFHPF5/ivR5ZBLZgtcbhiw7K6a6BwsBAsTcj1tzzaibDrQB8v5Lvd3irBFGgMgkQa+BlX1TUp3RHUUyispbHqZz585ucVIIECDmcp77iw2P53ofagp25LnFWSOMAPFmmMs8j9WrV7vFGUMWfvQe0Y0ZM8YtDowAAWJs41cfm6ev3csGyNJ3n3GLs0qqASJrW3mNalQnCYapY8eO9rPKsvPaZewJECDG5k2+1YbH5HtPND//nPreEHGWSoDIfA9vBrssT5INNm7c6O9ZIjPKNQgQIMY2fb3A5Iz9q/l+3SK3KOukEiCygq28VlbUDWsSYhzI4yvvrks2wkoWAQIgI2gDRO4+6tSpY18rq+pmG2+pe9kXPVkECICMoA0Qr0NZ7j5kwcBsI8udeHchyS4BT4AAEeXNKi/pwP9oA0T2H5fXyWZQ2apNmzb2GrRv394tKhEBAkSUGxbFHfgfTYDIc395jawoW1Y7CUaRrKYr10EmUMqM9aAIECCiCInkaAJE7jrkNbJEezaTTae8fiBZxiUoAgSIKAIkOckGiCzL7g1jla1xs91tt91mr0Xjxo3dooQIECCiCJDkJBsgsiWr9/gqNzfXLc46n332mb0ecgQdykyAABFFgCQn2QDxVtxt1qyZW5S1vMdYMjItCAIEiCi3w9w9UFSyAXLWWWfZ+jfccINblLWuvPJKe00uuugit6hYBAgQUW5guAeKSjZAvK1eX3rpJbcoa40ePdpeE7kTCYIAASKKoEhOMgGyYcMG/3n/kiVL3OKsNX/+fP+6bNmyxS3eAwECRBQBkpxkAmT27Nm2buXKlU1BQYFbnLW2bdtm9tprL3ttZJBBaQgQIKIIkOQkEyDPPvusrduoUSO3KOs1bNjQXht5nFUaAgSIKAIkOckEyKBBg2zdU0891S3Keq1atbLX5qGHHnKL9kCAABFFgCQnmQDp27evrZste38k4+yzz7bX5q677nKL9kCAABFFgCQnmQC56aabbN1LLrnELcp6F198sb02PXv2dIv2QIAAEUWAJCeZAOnWrZut26VLF7co68k1kWsj16g0BAiAjJBMgHAHkhh3IIkRIECGSiZA6ANJjD6QxAgQIEMlEyCMwkrM2+KWUVh7IkCADJVMgDzzzDO27pFHHukWZT3mgSRGgAAZKpkAycnJsXVlJvpPP/3kFmet7du3MxO9BAQIkKGSCZD169fbunJ8/vnnbnHW+uSTT/zrsnnzZrd4DwQIgIyQTICI6tWr2/ovv/yyW5S1xo4da6/JYYcd5hYViwABkBGSDZB27drZ+r169XKLstbVV19tr8kFF1zgFhWLAAGQEZINkIEDB9r6J5xwgluUtRo0aGCvSdA94gkQABkh2QDxlnSvVKmS+f77793irPPFF1/Y6yHH0qVL3eJiESAAMkKyASL7gHj9ICNHjnSLs86AAQPstZBhvEERIAAyQrIBIq666ir7GukPyWY///yznRMj1yLIDHQPAQIgI2gCZMaMGf5jrG+++cYtzhre47yKFSuaZcuWucUJESAAMoImQHbt2mVq165tX9e/f3+3OGt06NDBXoM2bdq4RSUiQABkBE2AiHvvvde+rlatWnZP8GyzcOFCf/b5lClT3OISESAAMoI2QGQE1gEHHGBf+8gjj7jFGe+yyy6zn7158+a2LyQZBAiAjKANEHHzzTfb18oM7K1bt7rFGWvevHn+3cfEiRPd4lIRIAAyQioBsmHDBnPggQfa1/fu3dstzkjS/yOTKOUzt2zZ0uzevdutUioCBEBGSCVAxJAhQ+zr995776xYYHHo0KH288qKxLKIogYBAiAjpBogsqx7kyZN7HvIe+3cudOtkjE+++wzU61aNftZg2xdmwgBAiAjpBog4t1337VzQuR97rjjDrc4I/zwww/mmGOOsZ9Rvsr/axEgADJCGAEiZD6IvI8EyVtvveUWx5qMsvJGXckdiNyJpIIAAZARwgoQ6VyWCXXyXjVq1DCLFi1yq8TWLbfcYj+XHLKtb6oIEAAZIawAEbKsibe0uXzNhGVOHnzwQT88ZNhyGAgQABkhzAARixcvNgcddJB9z2OPPTbWISLhIetcyWe54oorkp4wmAgBAiAjnHjiibYxe+ihh9witbffftvsu+++9n0bNWpkVq5c6VaJNAmKwo+tzj333FBHl9WrV48AARB/spaVNGYHH3xw0ms6lSQnJ8ffN6Ru3brmww8/dKtEkoyu8jrMvTuPsMJj8+bNditg766mX79+bpWMRIAAGapr167+shxytG3b1i4UGIaPPvrID6iqVauap556yq0SKTK6yhuqK4f0eYTx2EoGGAwfPtyGtPfe++23n3oiYtwQIEAGW7Fihfnzn//sN24yy7pHjx5m06ZNbtWkyT4ZsuCg996XX365+e6779xq5UoaeJlh7j12k69hjLYS8jjv+OOP9z+/9A/J4pNh3dXEAQECZIGZM2eaZs2a+Y1dzZo1zaOPPppyY7d9+3bTuXNn/33lX+LPPfecW61cyMKI3tpWcsgdSKrzPMSqVavMRRdd5L+vzI+57rrrIheeZYEAAbKE/Gv8iSee8B89ySGjqd588023atLGjBlT5H1bt25dbpMOZZ6K9HV4j+/krkuWJ0llhrmQvVH69u1r9tlnH/9z/uEPfzALFixwq2YNAgTIMrLfx4033miqVKniN4TnnXdeUlu3Fmfjxo1F7kbkOPXUU83UqVNteKWbbEN74YUX+h3ZcsiqumH0R8hdlQwY8N5Xhuu+9NJLbrWsQ4AAWWrJkiXmzDPP9BtFWXX31ltvNXl5eW7VpLz33nvmjDPOKBIkderUMbfddlsoj5AKk9AbMGCAHVJc+PtJ34zs55FqR/kHH3xgQ8h73/3339/u2Jifn+9WzUoECJDl5A7hqKOO8hvJQw891Dz77LOq/TAKkyBp3769vxhj4TC58sorzejRo83HH39s+1GCkHpyNzF27Fhz9dVX+zPjCx+y5EoYQ5ZlkqT8jN7djHyV/1+3bp1bNasRIADs0u0y4dDbREqOk046ycyZM8etmjRpdO+//37TuHHjPRp875AwOP300+0hj8Guuuoq+9U717Bhwz1eU/i1d911l1m+fLn7rZMmdxb33XefvdPw3l/uQKRDHnsiQAD4cnNzzTXXXFNk/ogMz/3qq6/cqirSyMucERnFJNvlumEQ5DjkkEPs0ORhw4aZpUuXut9CbfLkyeaII47wv4/0eURlRFlUESAA9jB//nzbAe41pjJ/4u677zY//vijWzUlW7Zssf0M8lhq4MCB9nvIiCm5A5Gv8v9yXhpyuQuQGd9hk34ZGU3lfVYZZXXnnXemPGorGxAgABIaP368qV+/vt+4yn/LuUwg8zZk/kbhPpoOHTrEbn2v8kSAACiR3HXInYA3m1sO6ayWu5Q4ksmTMmPcW1lYDhm1JTPLkRwCBEAg0g/SsWNHv9GVfhLpL5F+k7iYNm1akTWxZOa89MmUxTyVTESAAEiK7JN+8skn+42wrMwr+2sUFBS4VSPjyy+/tEOKvZ9ZJlFKH0s6+lSyCQECIGkyR2TkyJF2zojXKMtckldffdWtWq6kk7537952kqT3c5599tmhjt7KZgQIADWZtS6z1ws30DILXWa5lycJOFl1V4b8ej/X0UcfbV5//XW3KlJAgABImSwpIutpeY21LGB4ww032HW3ypqsiVV4FV6ZHDlkyBA7WRLhIkAAhEZW9pUVfr3GW1boffzxx8ukk3r16tXm0ksv9b+3DM/961//ar799lu3KkJCgAAIlQyTfeyxx+yeI15j3rRpU7snSTrIGlmyhWy1atX873faaaeFsgovSkaAAEgL2fXw+uuvt4+zvIZdliCRXRLD8vzzz5t69er57y9rZr344otuNaQJAQIgrWSDJ9mP3WvkZQ/122+/3WzdutWtGpjsyS6bVnnvKfuQy7LuO3bscKsijQgQAGXilVdeKbJvR+3ate2S7sns2bF+/XrTtWvXIos9yqq9X3/9tVsVZYAAAVBmZLKhLO1+wAEH+AFwyimnmLlz57pVi5DXDRo0yE5a9F7XokWLUl+H9CJAAJQ5905CNmySO4m1a9e6VYu9cxk1alRSdy5IDwIEQLmRvoxWrVoV25chfSft2rXzy6TvpE+fPin1nSBcBAiAcjdu3Dhz+OGH+2Ehj6oKL7N+wQUXhDp6C+EgQABEgjefQ+40vOBI5/wRpI4AARApn3/+ue1Y79GjR5nMYIceAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABA5f8AsU5kGqeAo+8AAAAASUVORK5CYII=)
PN: 3830-7-40
CAS: 1439896-64-6
Molecule Weight: 239.67
Formula: C10H13ClF3N
![3-[4-(Trifluoromethyl)phenyl]oxetan-3-amine hydrochloride](data:image/png;base64,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)
PN: 4H56-7-73
CAS:
Molecule Weight: 253.65
Formula: C10H11ClF3NO
PN: 4H56-3-3L
CAS: 1349972-67-3
Molecule Weight: 217.191
Formula: C10H10F3NO
PN: 4857-3-01
CAS: 240490-00-0
Molecule Weight: 219.163
Formula: C9H8F3NO2
TSCA: Not listed on TSCA inventory