| Product Number | 3631-3-12 |
| CAS | 625437-46-9 |
| MDL Number | MFCD07330007 |
| Molecular Formula | C10H12FN |
| Molecular Weight | 165.211 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3631-3-12
CAS: 625437-46-9
Molecule Weight: 165.211
Formula: C10H12FN
PN: 3633-7-02
CAS: 625437-46-9
Molecule Weight: 201.67
Formula: C10H13ClFN
![N-[1-(4-Fluorophenyl)ethyl]cyclopropanamine](data:image/png;base64,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)
PN: 3630-3-0F
CAS: 926231-85-8
Molecule Weight: 179.238
Formula: C11H14FN
![N-[(1S)-1-(4-Fluorophenyl)ethyl]cyclopropanamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACDbAAAg2wEHoJngAAACIXpUWHRtb2xTb3VyY2UAAHichZTbbuIwEIZfZeTrxYc4IQERKkRVaaV2L5audu9WJjE0EokrJ5zefsdJoUnDBgiMD/83zozHnj2c8h0ctC0zU8REUE5AF4lJs2Ibk1+vT6OIPMxnCYpQWJQxeauq9yljx+ORJm86VydT0MTkpJmfnsqsozlKauyWeZwL9ufleVUzo6woK1UkGqkym5b14LNJVFW/xX+WYLmyh6xgjZzl9tB4++tx93B6KlPyGcsS5xaIwibbadgYm6sKDh6n+PBvsNWFtqrSKazPOCypj7HPZy+PJtnnuqiw6TxkidqtKrtPcCA3O53s0Rk2vj/GJBcE1LpcVdpqExNUafSgKpMvrFVncC2nUwKUB0qC8kEFoMagQlARqAkowfGH8wIFQmLyd9qt/np+1xgCLOEHLDvfJ/ePefNignHgBwSVUobg0fE49C8G45FoBI0mtaklH0CXu4UTOKP/kaQ8QuHIo1I4e+n7dOw5G9BJgOjVchqGbf+Bj+YDljQKPgcbCWaLXdM1n61NkbaakKUxWbsco+Sn3pT4Si6POGJsqi2WK2mUzQ7Mf89Yq9d02q68nivZcdUDZBdwGzgM+F3AbfcwEHQBVxzDwLi3wh0g7AUdDgNRF3CVegUWt4BJF3B1PQwI3iXqY3AH+VIGzbEZDkR4NxjvzjpftvxyLAcZv5ex2whrFTi7XCbY7F00rHULMbx75/8AcQCr/Ib8s/UAADo/SURBVHhe7d0HuBTV/cZxBUG6KKIIgqAIYosNEQtBEbHFGsWIJhaMRhRbApagomLBhig2LGBHJXLtDcSIAcWGooACgogC0qRI9/x995/Z7Jyde2d3dna2zPfzPOd5Ivec3dmZ3PPe/c3MmY0MAAABbGT/AwAAmSBAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAC/eeCvG2XdgLjjtwAwBAgQBL8FgCFAgCD4LQCMO0AAZIbfFsAQIEAQ/LYAhgABguC3BTAECBAEvy2AIUCAIPhtAQwBAgTBbwtgsr+MFwABAiTYAeHXABAgQIIdEH4NAAECJBAOQPb4bQEMAQIEwW8LYAgQIAh+WwBDgABB8NsCGAIECILfFsAQIEAQ/LYAhgABguC3BTAECBAEvy2AIUCAIPhtAQwBAgTBbwtgCBAgCH5bAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAgCqs+WWp/U8A/osAATysX7vKvHBTh8Sd6WOHnWn/GIAhQABPc75607W8yaoVC+0uQOwRIICHWZ9VuAJkxeI5dhcg9ggQwAMBAvgjQAAPBAjgjwABPBAggD8CBPBAgAD+CBDAAwEC+CNAAA8ECOCPAAE8ECCAPwIE8ECAAP4IEMADAQL4I0AADwQI4I8AATwQIIA/AgTwQIAA/ggQwAMBAvgjQAAPBAjgjwABPBAggD8CBPBAgAD+CBDAAwEC+CNAAA8ECOCPAAE8ECCAPwIE8ECAAP4IEMADAQL4I0AADwQI4I8AATwQIIA/AgTwQIAA/ggQwAMBAvgjQAAPBAjgjwABPMz4pMLc+ZeNkm35IgIEsBEggIfP3q8w53TZKNkWLyBAABsBAnh4b3SFOaDtRsk2/0cCBLARIICHV1+uMA3rbpRsc78nQAAbAQJ4qKioMBtttFGyzZlDgAA2AgTwQIAA/ggQwAMBAvgjQAAPBAjgjwABPBAggD8CBPBAgAD+CBDAAwEC+CNAAA8ECOCPAAE8ECCAPwIE8ECAAP4IEMADAQL4I0AADwQI4I8AATwQIIA/AgTwQIAA/ggQwAMBAvgjQAAPBAjgjwABPBAggD8CBPBAgAD+CBDAAwEC+CNAAA8ECOCPAAE8ECCAPwIE8ECAAP4IEMADAQL4I0AADwQI4I8AATwQIIA/AgTwQIAA/ggQwAMBAvgjQAAPzz//PAEC+CBAAMu//vUv06hRI1eA7LnnnuaDDz6wuwKxRoAA//X555+bQw45xBUcqW3jjTc2f/nLX8wPP/xgDwViiQBB7C1cuND87W9/M5tssolnaNj/Vr9+fXPjjTeaNWvW2C8FxAoBgthat26dueuuu8zmm29eaUjo20Zl4bL99tsnyl1AXBEgiKU33njDtGvXLi0UKitTffHFF5WWt/TvKn8BcUOAIFa+/vprc/TRR6eFgFrHjh19T5TrG4e+edhj9Q1F31RUDgPiggBBLPz888/m73//u6lZs2ba5N+sWTPz+OOP20MqpXMfKm+pzGW/lsphKoupPAaUOwIEZW3Dhg3moYceMltttVXaZF+rVi3Tr18/s2LFCntYRlTmUrnL60S7ymMqkwHljABB2fr3v/9t9tprr7TJXe2kk04y3377rT0kEJW9VP6y30NN5TKVzYByRICg7MyePduccsopaZO52h577GHGjh1rDwmFymAqh9nvqbKZymcqowHlhABB2Vi5cqW55pprTO3atdMm8caNG5sHH3wwUdLKJ5XDVBZTeczeBpXRVE7L9zYAUSFAUBaefPJJ07x587RJu0aNGubSSy81S5cutYfklcpjKpPZ26OmsprKa0CpI0BQ0iZOnGgOOOCAtEla7cgjjzTTpk2zh0RK5TKVzextU1OZTeU2oFQRIChJ8+bNM2eeeaapVq1a2sTctm1b8+qrr9pDCkYlK5XPVEazt1XlNpXdVH4DSg0BgpKiezBuvvlm06BBg7TJuGHDhuaOO+4wa9eutYcVBZXRVE5TWc3edpXfVIYDSgkBgpKhhzy1bt06bfKtXr26+etf/2p++ukne0hRmjp1aqK8Zn8ONZXjPvroI3sIUJQIEBS9L7/80hx66KFpk61a586dzWeffWYPKQkqs6ncZn8mleVUnlOZDihmBAiK1qJFi8wFF1zguRJuy5YtzXPPPWcPKTkqt6nspvKb/RlVprvllltYNh5FiwBB0dE6Uvfcc4/ZYost0ibVevXqmeuvv96sXr3aHlbSVH5TGU7lOPszq2yn8h1QbAgQFJW3337b7LLLLmmTqNabOv300833339vDykrKsepLGd/fjWV8VTOA4oFAYKiMH36dHPsscemTZpqHTp0MOPHj7eHlDWV51Sms/eFynkq66m8BxQaAYKCWrZsmenbt6/nMutNmzY1w4cPN7/++qs9LBZWrVqVKNepbGfvG5X3VOZj2XgUEgGCglAoPPLII6ZJkyZpk+Omm25qrrzySrN8+XJ7WCypbKfyndey8Sr3qewHFAIBgsi9//77Zp999kmbDNVOOOEEM3PmTHsIfqMy3r777pu2z9RU/lMZEIgSAYLIzJkzx/To0SNt8lPbbbfdzJgxY+whsOib27BhwxLlPXsf6pubyoEqCwJRIECQd7/88ovp37+/qVOnTtqkt+WWW5r77rvPrF+/3h6GKqi8pzKfQsPepyoLPvroo7E9d4ToECDIq2eeecZst912aZOc1oO66KKLzOLFi+0hBaeFDbUcu5rKbc7/LsYFD2fMmJEo+9n7V01lQm0/kC8ECPLik08+MQcddFDapKbWrVs3M2XKFHtIZHTT3nvvvWfuv/9+c8kll5ijjjrK7Ljjjp4PovJq6qf+Gqfxeh29XiHX4lL5T2VAe1vVVDZU+RAIGwGCUC1YsMD07NnT845qTbovvfSSPSTvtAruyJEjzd/+9jfTpk2btO0Ks+n19T56v6gfYqUyoMqBjRo1StuuunXrJsqIKicCYSFAEAqt6XTbbbeZzTbbLG3y0r/deuutkS6z/t133yXuodBVS17PDImi6X31/toObU9UVBbs3bu357LxKieqrAiEgQBBzl5++WXPv+w1gerbyPz58+0heaG/rp944onEkh9e90x4ta233toccsghplevXubaa69NPLNcVzm98MIL5p133kk2/bf+XT9XP/XXOI23X9OraXu0Xdq+qL4FqEx42GGHpW2LWqdOnRJlRiAXBAgC0wSl8xn25KSm8x9RTVC60e7CCy/0fMhUatM3oeOPP94MGTLEfPjhh6GVmPQ6ej29rl7f61tYatN2anujWtdLZUOVD+3tUJlRAa+yIxAEAYKsqUSiK6gKXSJRWej888/3vJTVaSohDRgwwEyYMCHxaNko6H30fnrfym78U9N2a/ujKG+pfKgyole46d9UfoyyxIjyQIAgY85JWt27YU9CuscjqpO0+sv93HPP9Vw/S22bbbYx//jHP4pm5Vpth7ZH22Vvq5o+hz5PFN9IVE48++yzPc8LqQypciSQKQIEGdFlorvvvnvapKN26qmnRnKZqAJs8ODBlZaqdE5CE2Cx3pSo7dL2aTvtbVfT59Lni2L7i/kya5QOAgRV0rpUxXCjmia89u3bp22Dmk5O6z6MUqLtrewxvfqcUZ0/8rvRc8mSJfYQIIkAgSe/pTK0km4US2Xoca6XXnqp52Ntu3TpElmA5Yu2X5/D/mz6vPrcUTzOlqVmEBQBAheFgp7B4bVYn2r1US7WN2vWLM9Ve3Xp7FNPPWV3L2n6PF6XBOvzaz9EQSfzVY60t0FN5UsWu4SNAEGSlgvX0//syUMt6uXCX3nllbRnouvEr042l2tZRZ9Ln88+wa39oP0RlXHjxnkGt9qJJ57IcvtIIkBQVA8s0iWwV111Vdokqjq9JrY40Oe0z0tof2i/RHUpst8Dv7QtPPALBEiMqa6tG9+8LoctxCNTdR9C9+7d07blyCOPjN0zwPV59bntfaH9E+X9GlU9cliP2u3Tp489BDFCgMSY7gewJwWdvL3gggsin7C1VPoRRxzh2hbdKa11pKI4WV+M9Ln1+e2FKbWfol5aXuVLlTHt/7+oPfvss3Z3xAQBEmMHH3ywayLQZaWTJ0+2u+WdlgI58MADXduiu6OjLJ0VM+0H+w5y7a+wlmLJxltvvWV22mkn17b069fP7oaYIEBi7OKLL05OAltttZX940jom84ee+zhmpC0LVHdB1EqtD+0X1L3k/Zb1N8UZd68ea7tKLcr4pA5AiTGtLyGMwm0bNnS/nHerVq1Ku2bR4sWLcy0adPsrviN9ov2T+r+0v7TfozSwoULXdvw9NNP210QEwRIjBUyQHQ1kS4JTZ2I2rZtG8nCgqVM+0f7KXW/aT9GdXWWECBwECAxVsgA0QOPUich/WUdxWKC5UD7yf4mov0ZFQIEDgIkxgoVIHfccYdrAtp8880LcvK+lGl/ab+l7kft1ygQIHAQIDFWiADR3e6pzxHRTWljx461uyED2m+pa5Vpv2r/5hsBAgcBEmNRB4guO23VqlXyPXXn+4gRI+xuyIL2X+oKAtq/+b68lwCBgwCJsagD5OSTT3ZNPLqMGLlLvRxbTfs5nwgQOAiQGIsyQIYOHeqadPbaa69IliqPA+1H7c/U/av9nS8ECBwESIxFFSBz58419evXT76X1lDiXo9waX9qvzr7WPtb+z0fCBA4CJAYiypA7GdMDBs2zO6CEGi/pu5n7fd8IEDgIEBiLIoAeffdd10nebt27Wp3QYi0f519rf2u/R82AgQOAiTG8h0gWgpeT7Jz3kNLgk+ZMsXuhhBp/6Yuva79H/aS/AQIHARIjOU7QO6++27XRMOzI6Kh/Zy633UcwkSAwEGAxFg+A0RXBjVr1iz5+vrfPMEuGtrP9r4P84o3AgQOAiTG8hkg9mW7Dz/8sN0FeaT9nbr/w7yslwCBgwCJsXwFiFaG3XHHHZOv3bx580gfw4r/fzyw9rtzDHQ8wlqxlwCBgwCJsXwFiJbXSJ1gBg0aZHdBBLTfU49DWMvGECBwECAxlq8A2WeffZKvu+WWW5oVK1bYXRAB7Xftf+dY6LiEgQCBgwCJsXwEyKRJk1yTS//+/e0uiJD2f+rx0PHJFQECBwESY/kIkNRLSKtXr25++OEHuwsipP2v4+AckzAupSZA4CBAYizsANFJ2tQTt9x1XhxS707X8cn1ZDoBAgcBEmNhB8iYMWNcE8vw4cPtLigAHYfU46LjlAsCBA4CJMbCDpCzzz47+Xp16tQxy5Yts7ugAHQcdDycY6PjlAsCBA4CJMbCDpCmTZsmX++UU06xf4wC0vFwjo2OUy4IEDgIkBgLM0CmTp3qmlQoXxUXu4yl4xUUAQIHARJjYQbI/fff75pUZs+ebXdBAel4pB4fHa+gCBA4CJAYCzNAUkskO+ywg/1jFAEdF+cY5VJiJEDgIEBiLMwAadKkSfK1evbsaf8YRUDHxTlGOl5BESBwECAxFlaAzJw50zWhPPHEE3YXFAEdl9TjpOMWBAECBwESY2EFyOuvv+6aUCZPnmx3QRHQcUk9TjpuQRAgcBAgMRZWgNx1113J19GyGatXr7a7oAjouKQua6LjFgQBAgcBEmNhBUivXr2Sr9OqVSv7xygiOj7OsdJxC4IAgYMAibGwAuTQQw9Nvs7hhx9u/xhFRMfHOVY6bkEQIHAQIDEWVoBst912ydfp3bu3/WMUER0f51jpuAVBgMBBgMRYWAGSus7SwIED7R+jiOj4OMdKxy0IAgQOAiTGwgiQ9evXm4033jj5Ovfdd5/dBUVEx8c5VjpuOn7ZIkDgIEBiLIwAWbp0qWsy4R6Q4mbfC6Ljly0CBA4CJMbCCJA5c+a4JpOKigq7C4qIjk/q8dLxyxYBAgcBEmNhBMiUKVNck8no0aPtLigiOj6px0vHL1sECBwESIyFESAff/yxazIZP3683QVFRMcn9Xjp+GWLAIGDAImxMAKEbyClhW8gCBMBEmNhBIh9DmTUqFF2FxQRHZ/U48U5EOSCAImxMAKEq7BKC1dhIUwESIyFESDcB1JauA8EYSJAYiyMAJG6desmX4c70Ytb6p3oOm5BECBwECAxFlaApK6FdeGFF9o/RhHR8XGOFWthIVcESIyFFSBdu3ZNvk63bt3sH6OI6Pg4x0rHLQgCBA4CJMbCCpALLrgglNdB/un4OMdKxy0IAgQOAiTGwgqQwYMHJ1+nWrVqZtWqVXYXFAEdFx0f51jpuAVBgMBBgMRYWAHyxhtvuCaUzz//3O6CIqDjknqcdNyCIEDgIEBiLKwAmTVrlmtCGTZsmN0FRUDHJfU46bgFQYDAQYDEWFgBIs2aNUu+1hlnnGH/GEVAx8U5RjpeQREgcBAgMRZmgPTo0SP5WkEvD0V+pV5ureMVFAECBwESY2EGyEMPPeSaVGbMmGF3QQHpeKQeHx2voAgQOAiQGAszQOwJaujQoXYXFJCOR1gBT4DAQYDEWJgBIqn3GBx33HH2j1FAOh5hHWsCBA4CJMbCDpBevXolX69mzZqJiQaFp+Og4+EcGx2nXBAgcBAgMRZ2gEyYMME1sQwZMsTuggLQcUg9LjpOuSBA4CBAYizsAJE2bdokX7Njx472j1EAOg7OMdHxyRUBAgcBEmP5CJDrrrsu+Zp63sTXX39td0GEtP9Tn9ei45MrAgQOAiTG8hEgM2fOdE1YLO9eWKnLt+u46PjkigCBgwCJsXwEiKQu716nTh0zf/58uwsioP2u/e8ci6DLt9sIEDgIkBjLV4CMGTPGNcH07dvX7oIIaL+nHgcdlzAQIHAQIDGWrwCR1BO3DRo0MIsXL7a7II+0v7XfnWMQ5gUNBAgcBEiM5TNAXn75Zdckc/XVV9tdkEfa36n7X8cjLAQIHARIjOUzQH799Vezxx57JF+/du3aoZzAhT/tZ+1vZ9/rOOh4hIUAgYMAibF8Boi88sorronm6KOPtrsgD7SfU/e7jkOYCBA4CJAYy3eAyPHHH++abCoqKuwuCJH2b+r+1v4PGwECBwESY1EEiJ56V7duXdf7rFy50u6GEGi/pi5oqf0e9KmDVSFA4CBAYiyKAJEbb7zRNeGcddZZdheEQPs1dT9rv+cDAQIHARJjUQXImjVrTLt27VyTzuOPP253Qw60P1P3r/a39ns+ECBwECAxFlWAyGeffWZq1aqVfL969eqZqVOn2t0QgPaj9qezb7Wftb/zhQCBgwCJsSgDRO6//37XxLP77rubX375xe6GLGj/aT+m7lft53wiQOAgQGIs6gCR7t27uyafY445xqxfv97uhgxov2n/pe5P7d98I0DgIEBirBAB8vPPP5vWrVu7JiBOqgdjnzTXftX+zTcCBA4CJMYKESDy1VdfmUaNGrkmoSuuuMLuhipof6XuP+1P7dcoECBwECAxVqgAkfHjx7vuD1G77bbb7G7woP2Uut+0H7U/o0KAwEGAxFghA0ReffVVU6NGDddkxDeRqtnfPLT/tB+jRIDAQYDEWKEDRB577DHXEwzVVNvnxLqb9od9zkP7TfsvagQIHARIjJ1yyinJSaBmzZrm7bfftrtEQpPgJpts4pqUdHURl/j+P+0H+2or7a9ChIdW9b377rtd2zJkyBC7G2KCAImxzp07uyYCteOOO85Mnz7d7pp3WjHWPiei+xvifrOhPr99n4f2U9gr7Gbi/fffN+3bt0/7/8w///lPuytiggCJsbFjx6b95a+26aabmssvv9wsW7bMHpJXOhFsX52lO6zjuuyJPnfqHeZq2j9RnjCXOXPmmB49eqT9/8Q5PippIZ4IkJhbvnx5IiwUGvbk0KRJE/Poo4+G+jAiP7oU1b5PRE31/7is4qvPaZ/vUNN+iepSXVm1apW57rrr0r4ZqinIVLriXFW8ESBImDFjRtqzO5ymsoXKF1HRzXD2HetqOtFf7s8T0edLXZLdadofUdwk6BgxYoTZbrvt0rZDV3317t2bZ9wjgQCBy+jRo81uu+2WNnGoqYyhckZUtKZT6gKMTtMT98rt8bj6PPaTBNX0+fO9tlWqTz75xHTq1CltO9QOO+ywSL8BofgRIEijssS9996bdj5CTeUMlTVU3oiCVpW1l4JX0zO/r7nmmpL/S1jbr8+R+gxzp+lz53NV3VQLFiwwPXv2NNWrV0/bjh133NG89NJL9hCAAEHlNLmpXGHf7Kem8obKHFFYu3Zt4uFIXrX4Bg0amL59+5r58+fbw4qatlfbre23P5M+pz6vPne+6T10Z/tmm22Wth36t1tvvTWS7UBpIkDgS2ULlS/sCUZN5Y5PP/3UHpIXejxrZedpVOpR2H3zzTf2sKKi7dN2epXm1PT58vEYWi8vv/yyadOmTdo2VKtWzZx99tklF8qIHgGCjKmMoXKGPeGo7KHyh8ogUdDSHb/73e/StsNpHTt2TFwhVCyXl2o7tD3aLntbnabPE9WSJFOmTDGHH3542jaoHXTQQebjjz+2hwCeCBBkRY9JHThwYKUlD5VDoip5KNCqmpR1d71ujHzooYcSV5lFSe+n99X7azvsbXOatj+q8wtLliwxF198sWdJskWLFixJgqwRIAhE5Q2VOVTusCcjlUWivFN6zJgxlZbYUpvO25xxxhlm+PDh5vPPPw/tQgC9jl5Pr6vX97r81W7aXm13FHRRhK7k2nLLLdO2o06dOubaa69l2RgEQoAgJyp3qOxhT0xqKpOoXBKVb7/91vTv39+zzFZZ0z0X2k6dl9DVZcOGDUu0F1980bzzzjvJpv92fqZ+6q9xXvdsVNa0Xdo+bWdUtO32UihOO/XUU813331nDwEyRoAgFCp/qAxiT1Iql6hsovJJlLTcR69evTL6NpDPpvfXdkS9/IjuKznxxBPTtkdtn332MePGjbOHAFkjQBAalUFUDlFZxJ60VD5RGaUQS1845yN0I2TTpk3Tti3MptfX+xTivItoaZqrrrrKc2marbfe2jzyyCNmw4YN9jAgEAIEoVNZROURewJTUzlFZZVCmj17tnnttdfM4MGDzQUXXGC6detmWrVq5Xk+x6upn/prnMbrdfR6et1C0XplOgfjFZA6id+nT59Il0JBPBAgyBuVSfbee++0CU1N5ZViXY5EE63OU6jpMzj/u1gn4AkTJpgOHTqk7WM1PUek2O+NQekiQJBXKpeobKLyiT25qcyicovKLsje3LlzzZ///Oe0Jzqq7bzzzuatt96yhwChIkAQCf31rjKK1z0RKrvo6XpRLhtfylavXm1uuOGGtGeFqG2xxRaJJwauW7fOHgaEjgBBpFROsR/P6jSVYVSOQeWef/75xPkXe9/pwWC62mvRokX2ECBvCBAUhMorKrPYE6HKMSrLqDyD/5k0aZLnI4jVunTpYiZPnmwPAfKOAEHBqMyicovKLvakqPKMyjQq18TZTz/9ZM4991zPZdZ32GEHM2rUKHsIEBkCBAWnsovKL17PZ1e5RmWbuNF6YnfeeafZfPPN0/ZJ/fr1zU033ZRYlwwoJAIERUNlGJVj7AlTTeUblXHiQPeU7LTTTmn7QPefnHnmmebHH3+0hwAFQYCg6LzwwguJ8ow9gaqMo3KOyjrlaNq0aeaoo45K+9xq+++/v5k4caI9BCgoAgRFSeUZlWlUrrEnU5V1Bg0aFNmy8fm2dOlSc9lll3le4rztttuaJ554wh4CFAUCBEVN5Rotke61zIjKPK+//ro9pGToJsuhQ4eaxo0bp302PSP96quvNitXrrSHAUWDAEFJUPlGZRx7olVT2Ufln1Ly7rvvmj333DPts6h17949ssfaArkgQFBSVM5RWceedFX+URlI5aBipmA4+eST07ZfTYGiYAFKBQGCkqOyjso7KvPYk7DKQSoLFduS5drmfv36eW7zVlttVZTbDPghQFCy9Ne8yj32hFxsf82X+rcmoDIECEpeVecTVC4q1PmEDz/8sKzO2wA2AgRloZiuaCrnK8eAVAQIykoh76nI5N4VlllHOSFAUJb87upWeSlMVd09f95555mFCxfaQ4CSR4CgrKlcVNm6Uioz5bqu1BdffFHp+l0HH3xwbNbvQjwRICh7KhupfBTmyrZaQfj888+vdAXhkSNH2kOAskOAIDZURlI5qbJna6gM5UdhNHjw4EqfYTJgwIDYP8ME8UGAIHZUVlJ5yQ4Ataqe7sdTFAE3AgSxVdXzxVWecp4vXtVz3Pfbbz+e447YIkAQayo36dG5Kj/Z4dCwYUPTsWNHz0uCmzVrZh577DH75YBYIUCA36j8pDKUylF2WKS2WrVqmauuusqsWLHCfgkgdggQIIXKUSpL2cGh9sc//tF8++239hAgtggQwEOvXr1c4fHss8/aXYDYI0AADxUVFa4AmTNnjt0FiD0CBPBAgAD+CBDAAwEC+CNAAA8ECOCPAAE8ECCAPwIE8ECAAP4IEMADAQL4I0AADwQI4I8AATwQIIA/AgTwQIAA/ggQwAMBAvgjQAAPBAjgjwABPBAggD8CBPBAgAD+CBDAAwEC+CNAAA8ECOCPAAE8ECCAPwIE8ECAAP4IEMADAQL4I0AADwQI4I8AATwQIIA/AgTwQIAA/ggQwAMBAvgjQAAPBAjgjwABPBAggD8CBPBAgAD+CBDAAwEC+CNAAA8ECOCPAAE8ECCAPwIE8ECAAP4IEMADAQL4I0AADwQI4I8AATwQIIA/AgTwQIAA/ggQwAMBAvgjQAAPBAjgjwABPBAggD8CBPBAgAD+CBDAAwEC+CNAAA8ECOCPAAE8ECCAPwIE8ECAAP4IEMADAQL4I0AADwQI4I8AATwQIIA/AgTwQIAA/ggQwAMBAvgjQAAPBAjgjwABPBAggD8CBPBAgAD+CBDAAwEC+CNAAA8ECOCPAAE8ECCAPwIE8ECAAP4IEMADAQL4I0AADwQI4I8AATwQIIA/AgTwQIAA/ggQwAMBAvgjQAAPBAjgjwABPBAggD8CBPBAgAD+CBDAAwEC+CNAAA8ECOCPAAE8ECCAPwIE8ECAAP4IEMADAQL4I0AADwQI4I8AATwQIIA/AgTwQIAA/ggQwAMBAvgjQAAPBAjgjwABPBAggD8CBPBAgAD+CBDAAwEC+CNAAA8ECOCPAAE8ECCAPwIE8ECAAP4IEMADAQL4I0AAy9q1a03fvn1dATJp0iS7GxB7BAjwX19//bXp06eP2XrrrV3hodagQQNz5513JsIFwP8jQBBrq1atMk888YTp3LlzWmh4tZ122sm89tpr9ssAsUSAIJY+//xz07t3b7PFFlukhURq23TTTdP+Te3II48006ZNs18WiBUCBLGxYsUKM3ToUNOhQ4e0QPBqZ5xxRvIbSvPmzdN+XrNmTXPppZeapUuX2m8FxAIBgrL3wQcfmHPOOcfUq1cvLQS8Wo0aNcw999zjeo2VK1eaq6++2tSuXTutf+PGjRPBtGHDBtcYoNwRIChLixcvNoMHDza777572oRfVWvSpIl577337JdLmjVrlunevXvaOLU99tjDvPvuu/YQoGwRICgrY8eONT169DC1atVKm+D9mkpb33//vf2Snv7973+bPffcM+011E4++eRE0ADljgBByZs/f74ZOHCgadOmTdpknmnr2bOnWbNmjf3SVVLJSqWrrbbaKu31VOrq169f4rwLUK4IEJQkTd66nPbEE09MnMy2J/BMm8Y+8MAD9stnRSfRL7vsMs/t2HbbbRMn4YFyRICgpGhJkf79+5sWLVqkTdbZtqZNm5r//Oc/9lsEphsRjzrqqLT3Udt///3Nhx9+aA8BShoBgqK3bt0688ILLyQm5+rVq6dNzkHaAQccYH744Qf7rULx+uuvJ244tN+zWrVqiUuDf/zxR3sIUJIIEBSt6dOnm8svvzxxZZQ9GefSzjvvvLwvSaLQGzRokNl8883T3r9+/frmpptuyvqcC1BsCBAUldWrV5unnnrKHHLIIWkTb65Nd5U//PDD9lvm1cKFCxOB5fXNaYcddkh8swJKFQGCovDFF1+Yiy66yDRq1Chtog2j6WR2Ic9BaOmUgw8+OG271Lp06ZL4/ECpIUBQMLq7W98IOnbsmDaphtk6depk5s2bZ799QYwcOdJsv/32adu4ySabmPPPP98sWrTIHgIULQIEkZs4caI599xzE+cC7Ik07HbhhRcmzkcUE5XpBgwY4Lm0ihZ3HDLkod+2eb09DCg6BAgisWTJksT6Ulruw54089F0I9/w4cPtzSgqc+fONX/+85/NxhtvnNzu6tVrmQYNdjGdO59vxo2bag8BigoBgrzSulKnn3665yKE+Wq6R+Tjjz+2N6VoTZgwwey3336Jba9de1vTuHEn07LlmWbXXa83l1zyuvnuu5/tIUBRIEAQugULFpjbbrvN816IfDddvfXTTz/Zm1QSHn/8adOu3WFm221PNG3b/sPsvff9v7UHfguXoeauuyaYFSu47BfFhQBBKH799VfzxhtvmJNOOslzSY8omp7NsX59aZ87WLlylbn99grTvv3tifBIbV27PmYqKqaaDRt+tYcBBUGAICdavfb66683LVu2TJvQo2p16tQxTz75pL1pJW3u3GWmT5+30kJE7bTTRppPP+VudhQeAYKs6aqmiooK84c//MHzBrkoW6tWrcxnn31mb2LZ+OijueZPf3o+LUTUrrxytJk3b7k9BIgMAYKsaPFBLUJoT+SFaF27do3FfRMqWY0c+ZXp0mV4WogccMDD5oEHPjKrVxfXpcqIBwIEWdE9DF43wkXd+vbtW/LnO7K1bNkac/vt/zEdOgxNC5KjjnrSvP76N/YQIK8IEGTtX//6V9qEHlXTzXcjRoywNylWZs1aYi688NW0EFE7++wKM2VKaV6FhtJDgCCQfCx26Ndat27NmlEpxo2bbU44YURaiLRv/6Dp33+sWbToF3sIECoCBIFocUCt32RP8vlqRxxxROJudritW7fBPPHEJNO586NpQdKp06Nm+PDPzNq1G+xhQCgIEASmxf/siT7spmU+rrrqqsQjbFG5xYtXmRtueDfx7cMOkuOPf8a8++4sewiQMwIEgelZF14PTAqrabFFnW9B5qZNW2jOOefFtBBRO//8V8zMmXyLQ3gIEOTkrrvuSpv4w2ht2rQxX375pf12yNBbb80wf/jDU2khsu++Q83Age+bn39ebQ8BskaA5EHqRJitXMZm49tvvzWDBw82xx13nGnbtm3iQU46p7HZZpslLtM99thjzY033vjbX7TT7KEuuqlw5513TguAXNrRRx/92wTHAoK5WrNmvRk69GNz4IEPpwXJIYcMN88++2WVy6LYY+69d6LdpVKp4yqTSZ/K5DIW4cnvLBVTqZNhtnIZm4lZs2YllhDP5g7yAw880IwZM8Z+qSStgWWPCdKqVatmrrnmmsS6WgjP/PkrTL9+Y9ICQa1Hj5GVfhux++6//8MZ3/meyQSfSZ/K5DIW4cnPLBVzqZNitnIZ6+fNN99MPLDInrgzbVXRsiZ2/2xagwYNzIsvvmi/LEI0adI8c/rp/0oLBt3l7sXup/bPf462u3nKZILPpE9lchmL8FQ9KyCQ1IkxW7mMrYrCw/7Wcdhhh5kHHnggcW+FToirHKVLZWfMmGFGjRplrrjiisS5iEy25+uvvw68Cm+7du3M1Kk8PCkK+nL30kvTTLdujycmX50TmTx5vt0twQ4PtX32eaDS/qkymeAz6VOZXMYiPFXPCggkdXLMVi5jK6OyVeo3D62cq4cYZUoPhTr44IPtf07z97//PS0c/JrOwSxbtsx+KeTZypVrf/ujYob56qvK71pPnaT/8Y83k//7rLMq7K5pMpngM+lTmVzGIjzhzVJISp0gs5XL2MroiYDOa2r12nw9cEknvrfeeuu0kPBqOt+hZeA531G8UifpOXN+TjzYyvlvhU9VMpngM+lTmVzGIjzhzVJIyiUEchnrRVdbpZauPvjgA7tLqB566KG0sLBbw4YNzauvvmoPRZGxJ+k77xyf/G9dIqyrvCpjj/WSSZ/K5DIW4QlnloJLLiGQy1gvgwYNSr7e4Ycfbv84dLpjfK+99koLDaftuuuu5ptvWDW2FNiT9PLla1xLyg8b9qk14n/ssV4y6VOZXMYiPOHMUnDJJQRyGetF93M4rzd06FD7x3mhcyZagsQODz3udvnyzC4DReF5TdIjRkxO/pvW2qpswUavsbZM+lQml7EITzizFFzsiTNoC0PqVVRR3tndvXv35PuqhHbTTTfZXVDkvCbp9es3mD/+8X8rAA8Y8O+UEf/jNdaW2ieXhsIJZ5aCix0EQVsYUq++ivLpfbNnz048q1zvrxsNUXoqm6S1jLzz71q8cfr09P9fVTY2lR0EQRsKJ5xZCi52EARtYUhdcl33eUTpkUceMTNnzrT/GSWiqkm6V69Xkj/T/7ZVNdZhB0HQhsIJZ5aCSy4hkMtYL4X6BoLSV9UkrW8dqUvHv//+d66fVzXWkUmfyuQyFuEJZ5aCSy4hkMtYL4U6B4LS5zdJ6/yH8/OTTnrWtTCj31jJpE9lchmL8IQzS8EllxDIZayXQlyFhfLgN0nrCixdieX00eq+Dr+xkkmfyuQyFuEJZ5aCSy4hUNXYKVOmJK5m6ty5s2nRooWpUaNGokR10EEHmSFDhpi1a9faQyK/DwTlI5NJ+tFHP0320T0iuldEMhmbSZ/K5DIW4UmfpZCzqkLAT1VjU3/m1dq3b2+WLl3qGhP1negoH5lM0robPfXBVYMGjU/8eyZjM+lTmVzGIjzpsxRyVlUI+Klq7B577GFuueUWM378eDN//nzzyy+/JO7qHjhwYGI5dI3Rc8ptUa2FhfKS6ST9xhvTk/20Xtb33/+c0dhM+lQml7EIT/oshZxVFQJ+go594YUXEmO0mKFN30JSn12uEMl2Nd5DDjnE/meUuWwm6TPPHJXsm7pyb1VjM+lTmVzGIjzZzVLISNAQkKBjVbrSmLp169o/StDNfF7PA3nwwQfN5MmTE5f46j4RvY6eB1JRUWGuvPLKjJ8HgvKTzSStZ4ToWSGpY/zGZtKnMrmMRXiYFfIgaAhI0LGvv/56Ysx+++1n/yhJIZL6TSTbhnjJdpK+6qrRaeFR1dhM+lQml7EID7NCHuQy6WYzds2aNYmHRd17772mUaNGibvOFSRVUTlL50TsbyNVtU6dOlX5THSUp2wnaT0vXc9NJ0Diw3+WQtayCQFbJmPtCV6tY8eOZvTozJ5XLQoSXeKr+0RUptLlwAoVnYzffvvtE/+uS4ZZej2+gkzSQ4Z8SIDESOWzFIqWHR5qW265penduzePhwUQGQKkhOnGwTlz5pgRI0aYDh06JIKkXbt2XKYLIBIESJlYv369OeGEExIhct5559k/BoDQESBlZOrUqYkA2WabbewfAUDoCJAyoquyFCA1a9a0fwQAoSNAysgXX3yRCJDmzZvbPwKA0BEgZULnQI455phEgJx11ln2jwEgdARIidhpp50SS4uMHTs2cW/G8uXLk1dhPfPMM8mrsOrVq8djZAFEggApEfZ9H16tWbNmZty4cfZQAMgLAqRETJs2zdx2222ma9eupnXr1qZOnTqmVq1aidA44ogjEsuZ6FsJEIUnn/zcdOv2uLn88rfM+vUb7B8jJggQAFnRQ6T23XdocimR99//zu6CmCBAAGRl6dJVrrWo9EApxBMBAiArBAgcBAiArBAgcBAgALJCgMBBgADICgECBwECICsECBwECICsECBwECAAskKAwEGAAMgKAQIHAQIgKwQIHAQIgKwQIHAQIACyQoDAQYAAyAoBAgcBAiArBAgcBAiArBAgcBAgALJCgMBBgADICgECBwECICsECBwECICsECBwECAAskKAwEGAAMgKAQIHAQIgKwQIHAQIgKwQIHAQIACyQoDAQYAAyAoBAgcBAiArBAgcBAiArBAgcBAgALJCgMBBgADICgECBwECICsECBwECICsLFmy0uy8c79ke+WVz+0uiAkCBEBWFi9eZrbd9sRkq6gYZ3dBTBAgALKyaNES06BBu2R7/vlX7C6ICQIEQFYWLlxoNtpoo2R7+umn7S6ICQIEQFYIEDgIEABZIUDgIEAAZIUAgYMAAZAVAgQOAgRAVggQOAgQAFkhQOAgQABkhQCBgwABkBUCBA4CBEBWCBA4CBAAWSFA4CBAAGSFAIGDAAGQFQIEDgIEQFYIEDgIEABZIUDgIEAAZIUAgYMAAZAVAgQOAgRAVggQOAgQAFkhQOAgQABkhQCBgwABkBUCBA4CBEBWCBA4CBAAWSFA4CBAAGSFAIGDAAGQFQIEDgIEQFYIEDgIEABZmT59uitAzjvvPLsLYoIAAZCV3r17uwKkWbNmZsOGDXY3xAABAiBj06ZNMzVr1nQFiNoDDzxgd0UMECAAMnbUUUelhYda48aNzZIlS+zuKHMECICMvPbaa67QaN++veu/L7nkEnsIyhwBAsDX2rVrTbt27ZJhUbt2bTNz5kyz1157Jf+tRo0aZurUqfZQlDECBICvQYMGub5t9OvXL/Hv7733ntl4442T/37kkUdaI1HOCBAAVfrpp5/M5ptvngyJbbfd1qxcuTL58+7du7vC5dVXX00ZjXJGgACoku7zSA2IJ5980vXz2bNnmzp16iR/3rZt20TJC+WPAAFQqUmTJpnq1asnw2H//fc3v/76q93NXHPNNa6QueOOO+wuKEMECIBKde7cORkK1apVMxMnTrS7JKik1bx582Tfhg0bmgULFtjdUGYIEACeRo4c6fpWccYZZ9hdXJ566ilX/3PPPdfugjJDgABIs2rVKtOqVatkGNSvX9/8+OOPdrc0BxxwQHKMSl+fffaZ3QVlhAABkGbAgAGubxM333yz3cXTRx99lCh1OeN+//vf211QRggQAC5z58419erVS4bADjvsYFavXm13q9RZZ53lCp/nnnvO7oIyQYAAcDn99NNdATBq1Ci7S5XmzZtnGjRokBzfsmXLREkM5YcAAZA0YcIE153lXbp0sbtk5JZbbnGF0A033GB3QRkgQAAk6P6ODh06JCf9TTbZxHzxxRd2t4ysWbPGtG7dOvlaKol9//33djeUOAIEQMJjjz3m+tbQq1cvu0tWKioqXK932mmn2V1Q4ggQAGb58uWJJws6k/0WW2yRePZ5rrp27Zp8TZXGxo8fb3dBCSNAAJgrr7zS9W3h7rvvtrsEMnny5EQpzHndfffd13MpFJQmAgSIOT3Xo1atWslJfpdddjHr1q2zuwV2wQUXuMJp2LBhdheUKAIEiLkTTzzRNcG/+eabdpecLFq0yDRq1Cj5+k2bNk2UzFD6CBAgxt555x1XeBxzzDF2l1Dcc889rve54oor7C4oQQQIEFPr1683v/vd75KT+qabbmq++eYbu1soVBLbddddk++lkplKZyhtBAgQU/fdd5/rW0GfPn3sLqF6++23Xe93/PHH211QYggQIIaWLFliGjdunJzMt956a7Ns2TK7W+iOO+44V4iMHj3a7oISQoAAMXTxxRe7JvKHH37Y7pIX06dPT5TKnPfdbbfdEqU0lCYCBIiZKVOmmBo1aiQn8b333tts2LDB7pY3ffv2dYXXvffea3dBiSBAgJg5/PDDk5O37g4fN26c3SWvVCpr0qRJchu23HJLs3jxYrsbSgABAsTIyy+/7Prr/09/+pPdJRKPPvqoazt69+5td0EJIECAmFi7dq1p27ZtctKuU6eO+e677+xukdByJu3bt09ui0pqX331ld0NRY4AAWLi9ttvd/3Vf+2119pdIvX++++7nj3SrVs3uwuKHAECxMD8+fPNZpttlpysW7RoYX755Re7W+ROPfVUV6i99NJLdhcUMQIEiIFzzjnHNVE/88wzdpeCmDNnjqlbt25yu9q0aZN4GBVKAwEClLlPP/3UVKtWLTlJH3TQQXaXgrruuutc4XbrrbfaXVCkCBCgzHXq1Ck5OStIPv74Y7tLQamUtt122yW3sUGDBomSG4ofAQKUsWeffdb11/3ZZ59tdykKI0aMcG1nz5497S4oQgQIUKZK7S/7Yv+mhHQECFCmSu3cwieffFLU52qQjgABypB9ddOOO+5YElc3FevVYvBGgABlqEePHq6J+MUXX7S7FKVivV8F3ggQoMzYd3gfdthhdpeidtttt7nCr3///nYXFAkCBCgjXmtMffnll3a3oqY1u3RDofMZCrlmF6pGgABlpFxWuS2WVYNRNQIEKBN6zsY222yTnHRL/TkbhX5uCfwRIECZuPzyy11/tQ8ZMsTuUlK0vHvqkxP32WefSJ+cCH8ECFAGZsyYUZbPGr/oootcofjII4/YXVBABAhQBo477jjXRDt69Gi7S0lasmRJohTnfC49ClelOhQHAgQocW+//bYrPI4//ni7S0m77777XJ+vT58+dhcUCAEClDCVqXbdddfk5KoylspZ5USfcffdd3d9xm+++cbuhgIgQIASds8997j+OteJ9HI0ZswY1+c89thj7S4oAAIEKFGLFi0yjRo1Sk6quoR3+fLldreyccIJJ7hC5K233rK7IGIECFCiLrzwQteEOmzYMLtLWZk5c6apVatW8vPusssuZt26dXY3RIgAAUqQlifZZJNNkpPpvvvum1jGpNxdeeWVrtC8++677S6IEAEClKCuXbsmJ1Hdpf2f//zH7lKWVKJr2rRp8rNvscUWiVIeCoMAAUpMRUWF66/w0047ze5S1oYPH+76/L169bK7ICIECFBC9FCo1q1bJydPPTTq+++/t7uVNZXqOnTokNwHKuVNnjzZ7oYIECBACRk4cKDrr+/rr7/e7hILEyZMcD3z5NBDD7W7IAIECFAi5s2bZxo0aJCcNFu2bGlWrVpld4uN008/3RWmo0aNsrsgzwgQoEScddZZrgnzueees7vEyty5c029evWS+2OHHXYoiee+lxMCBCgBH330kalWrVpysvz9739vd4mlAQMGuEL15ptvtrsgjwgQoAQceOCByUmyevXq5tNPP7W7xJJKeK1atUrum/r165sff/zR7oY8IUCAIvf000+7/sr+61//aneJteeff961f84880y7C/KEAAGK2MqVK02LFi2Sk2PDhg3NggUL7G6x17lz5+Q+Uqlv4sSJdhfkAQECFLFrrrnG9df1HXfcYXfBbyZNmpQo7Tn7af/994/F0i6FRoAARWr27NmmTp06yUmxbdu2Zu3atXY3/Nd5553nCtsnn3zS7oKQESBAkTrllFNcE+Irr7xid0GKn376KVHic/ZX8+bNEyVA5A8BAhSh9957z3Wn9RFHHGF3gYc777zTFbpXX3213QUhIkCAIrNhwwaz9957JyfBGjVqmClTptjd4EElvp122im572rXrp0oBSI/CBCgyNx1112uv6K7deuWeFgULbN22WWXufbfkUceae9ihIQAAYrI0qVLXVcT0cJpjz32mL2rEQICBCgib775ZtrkR8u9nXTSSfauRggIEKCI6N4FXT1kT4C04K1mzZqJ+0QQPgIEKEKLFy823377LS3HphV7kT8ECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAL5P31/08CQF6/rAAAAAElFTkSuQmCC)
PN: 3630-3-SC
CAS: 2407312-04-1
Molecule Weight: 179.238
Formula: C11H14FN
![N-[(1R)-1-(4-Fluorophenyl)ethyl]cyclopropanamine hydrochloride](data:image/png;base64,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)
PN: 3631-7-R0
CAS: 2366991-75-3
Molecule Weight: 215.7
Formula: C11H15ClFN
![N-[(2-Fluorophenyl)methyl]cyclopropanamine](data:image/png;base64,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)
PN: 3731-3-05
CAS: 625435-02-1
Molecule Weight: 165.211
Formula: C10H12FN
PN: 3631-3-10
CAS: 85952-73-4
Molecule Weight: 193.265
Formula: C12H16FN
![N-[(3-Fluorophenyl)methyl]cyclopropanamine](data:image/png;base64,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)
PN: 3631-3-0H
CAS: 920479-31-8
Molecule Weight: 165.211
Formula: C10H12FN
TSCA: Not listed on TSCA inventory