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)
| Product Number | 4637-3-96 |
| CAS | 1018280-78-8 |
| MDL Number | MFCD10013212 |
| Molecular Formula | C10H11FN2O |
| Molecular Weight | 194.209 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4637-3-96
CAS: 1018280-78-8
Molecule Weight: 194.209
Formula: C10H11FN2O
PN: 4H37-7-09
CAS: 1208081-30-4
Molecule Weight: 256.71
Formula: C12H14ClFN2O
PN: 4H37-3-0Y
CAS: 66549-00-6
Molecule Weight: 220.247
Formula: C12H13FN2O
PN: 3637-3-64
CAS: 56464-70-1
Molecule Weight: 150.156
Formula: C8H7FN2
PN: 7H70-3-0E
CAS: 887344-28-7
Molecule Weight: 197.27
Formula: C10H12FNS
![N-[1-(4-Fluorophenyl)ethyl]prop-2-yn-1-amine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA8jAAAPIwEo4CGJAAACGnpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRYel+AjiFEGLAgPaPawdsLdBsZXUgC0VtnP9+1E2cnhJvdixaJIfKVG05g+HqoSdqZvC2ZQIygkYm7m8sJuU/Hp/nsTkYTHP0AkdbZOSj7b9nDG23+9p9mEqfXCWZq4ivX12aIqBz15SV29YwLlgv19f3jpmUtim1TYzSDXFrOmULy7TbTeLL1KwSte7wrLenVX1ro/2J+D+5vTQ5OSylke0LRGFdVEaWLu60i3sAk7x5t9gY6ypdWtyWB1RLanCtS/mr08u21bGtij6CEWmy7e23maoqFxpsi0GQ+H7U0oqgYBuXbWsa30EL3m1FqAD0BK0Aj0FHYKOQMegE9CC4x/tAh0EegiF9S6NT/h+/DQ46xIe8frRPS/Xs39itYKU4OzxBzENpYpOQ0KTMFYgBJU8ECACVE9jEBL1iYII1Zh6im+RAoVGGZ0GiTZ+tvWeBI6XTBMMxsMAJtgdoR+xhMmdd05VJOMvzYIGCs0B5eIy9EosIzvXcTFfOZtfiVDkKVkJ0hX4p1k3OLWuwARcnZsa29YH8K7XQDAE/HaMA3II+M0bB9QQ8Fs9DkyHgG+MMyDvAeHNGuLxDNEQ8E13Bpb3gHgIdC06TiRDou/occSHHDDdFzC+EiHuMPI/ef7Z89MXNsrIm5LdR9hVW7LTUYDizTHBrs4Qhifn4i9UrZNLetFRBgAAImBJREFUeF7t3Qm85XP9+HFlK2mxh5QsiYjspLSRrZRUI6GIsiahPz9TSRuhkLJmmaTBRJbJyDI1MZQsSbaiwYgZ+zbD4PP3/ta9Td+Ze88575m595x7ns/H4z7U/X7POd/Lud/XPd/P9/P9zlUAIGGu+jcAoBkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkC0iFO3G2umX4BDBZ7oA4hFkC7sVfqEAICtBt7pQ4hIEC7sVfqEAICtBt7pQ5RHzzv5kH0p556qgwbNqx897vfrS8CBlB37oE6ULfGYnovvfRSOeOMM8pSSy1V5pprrurrPe95T7nhhhvqqwIDwF6pQ3R7QMaPH1/WW2+9Khpve9vbygUXXFC+853vlAUXXLC88pWvLLvsskt56KGH6g8D5qDu3it1kG4NyP3331922GGH8opXvKK84Q1vKEcddVR5/vnne5dPnDix7LjjjtXy17/+9eUHP/jB/ywH5pzu3Ct1oEYBeeyBv5Wz/t+by59+PbxMm/p0fXHHmTp1ajnssMOqTxhzzz132XXXXcukSZPqq/W69tpry/rrr199QllxxRXLRRddVF8FmM363yvRNhoF5LkpT5RLjvlwtd7PD1y63HntiPoqHePcc88tyy67bBWDjTfeuNx44431Vfp05plnlqWXXrp67Kabblpuu+22+irAbNL/XomO88+bLyy/PGTFKiQXfH+D8tA919VXaVs33XRTed/73lft/CMgI0eOrK/SlKeffroccsgh5VWvelWZd955yz777FMeffTR+mrALBKQIejFac+Vm8YcUU7b53XlxC++olx12k7lmccfqK/WNiZPnlx222236lDVa17zmvKtb32rTJkypb5ay+65556y7bbbVkFaZJFFyk9/+tPywgsv1FcDkgRkCHv2yYfK2DN2Lid98ZXlZ/u8ttw4+rtVXNpFDHYfffTR1eB47OQ/+9nPlvvuu6++2iy76qqryuqrr169xmqrrVauvPLK+ipAgoB0gckT/lx+fcRG1WGtsw9ertxzw6/qqwy40aNHl5VWWqnaqa+zzjrlmmuuqa8yW8UnjxNPPLEsuuii1Wtus8025R//+Ed9NaAFAtJF/v7Hs6sztSIkFx39gfLIxFvqq8xxd9xxR9liiy2qnfiSSy5ZTjvttGqC4EB57LHHyr777luNjcw///zl4IMPrma2A60TkC4z7flny/UXfbOcutcC5eQvzVN+e/ru5YnHHq6vNts9/vjjZb/99uvdcR900EHlySefrK82YG6//fay2WabVSGLme2nn376gIYMhgIB6VJPPXpvueLk7couH5irrLzcQuWYY44p06ZNq682y1588cVy0kknlcUWW6zaWX/84x9vq0NHl1xySe+htHXXXbea8Q40R0C63E3XjytrrbVWtQNdeeWVy5gxY+qrpI0dO7asscYa1XOvuuqq5Yorrqiv0pIHH3ywOtU3BsV7vuL/x/dnRQzmxwz3GMyPGe0x8z1mwAP9ExCqTwmnnnpqWWKJJaqd/Uc+8pFy55131ldrWpw++8lPfrL39Nnjjz++5dNnYy5HzCb/yle+UtZee+3yute9rnq+vr5ieawX68fj4vGtipnuMeM9TieOGfAxE352nE4MQ5WA0OuJJ54oBx54YJlvvvmqrwMOOKD6XrNipz18+PBqAt8888xT9t5775Yn8F1++eXV6bwLLLBAbxziU8x2221X7dBjrCK+4tNHz/+O78fynk878RWPj+eJ52tVzHyPGfDxPDGhMWbGAzMSEGZw1113lY9+9KPVDnTxxRcvp5xySvUppT8jRozovYTIJptsUv72t7/VV+nX+eef33soLQIUn2DOOeeclgMU68fj4vHxPPF88bzx/K2K5+m5pErMkI/DZcB/CQh9uuyyy8oqq6xS7UDXXHPNMm7cuPoq5brrrisbbLBBtU5cxPDCCy+sr9KvuFbV+9///urxcQjt8MMPr061nR3ieeL5eg7Nxeu0em2sOIQVM+Njhnwc2ooZ8zFzHhAQGogzs4499tiy8MILVzvhuBPghAkTygMPPFB22mmnatA5xh+OOOKI8txzrc1yP/LII6tDZa9+9avn6HhDPG88f7xOvF68bqtihnwcEot/BzHYHjPoXTaebicgNOWRRx4pe+yxRzW2EV8xnyNu5LTzzju3fCOnmP8RA/WxM46xhrvvvru+yhwRr9MzthGvn5mHEjPmY+Z8PEdEdVbPLINOJiC05JZbbun9S/7666+vL24oTrmNw2HxySWumNvq2VmzKl4vXjdeP7YjcwpwTDiMG1dFROJKv9CtBISWxX3I44ynVsUnlRgniU8vMeg+mOL1Yztie1r9BBViMmQE5Ic//GF9EXQNAaFlmYDE6cDxF3/stNvlboGxHbE9sV2tnK4cBAQEhIRWAxKHfGLMIQ4bDfYnj7rYntiu2L5WroUlICAgJLQakLhMSOxsY+yhHcV2xfbFdjZLQEBASGglIDGhMAbc4+yngR4wb1ZsV2xfbGezEyAFBASEhFYCEpP34qytgTpVNyu2L7YztrcZAgICQkKzAYnLh8RONibxdYLYztjeZi57IiAgICQ0G5C4Om5cRuTZZ5+tL2pLsZ2xvbHdjQgICAgJzQQkroIbO9jvf//79UVtLbY3trvRVXwFBASEhGYCEteNiqvhzq4LIw6U2N7Y7tj+/ggICAgJjQLy1FNPVVevjUuqd6LY7tj++Dn6IiAgICQ0CkjM8I6da6feiCm2O7a/vxnzAgICQkKjgMRtZeNKvQ8//HB9UUeI7Y7tj5+jLwJCu7j00kvLlltuWRZddNEy//zzl+WXX7667UJcOTrE+7Q/jZb3J/9IulajgKy77rpl9dVXr3+7o8T2x8/RFwGhHcQtpONabvFpOe7GGWcSRji23nrr3jA0CkSj5f3JP5Ku1SggcYOp7bffvv7tjhLbHz9HXwSEwTZmzJjqD52+TpM/9NBDq382CkSj5f3JP5Ku1V9A4k6F8YaM28B2stj++Dni55kZAWEg3H777X0GYquttiqjRo2qf3sGjQLRaHl/8o+ka/UXkJtuuql6Q55yyin1RR0ltj9+jvh5ZqabA7LWWifWv/U/Gi2nsXvvvbd85jOfqd5j3/ve9+qLKzHmMWnSpPq3Z9AoEI2W9yf/SLpWfwEZN25c9YYcOXJkfVFHie2PnyN+npkRkL41Wk7f4tPGN7/5zbLAAguUueeeu3zpS18qjz/+eH21Stxaetq0afVvzyDep42+svKPpGv1F5A4LhtvyP5Oge0EPacix88zMwLSt0bLmbmzzz67vPnNb67eV3FRz7/85S/1Vf5HfAKZPHly/dszaBSIRsv7k38kXau/gPgEMvQ1CkSj5fyvP//5z9XvVLyflltuuabGNUKcutvMuo0C0Wh5f/KPpGv1FxBjIENfo0A0Ws6/PfTQQ2WXXXap5hwtuOCC5Tvf+U6ZOnVqfbU+xfyP+D2cMmVKfVGl50SWRoFotLw/+UfStfoLiLOwhr4IRKMv+vb888+XH/zgB+X1r399dTvlnXbaqc/32fTuv//+6tPK9A4++OCX/32vVS6++OJqrCRiMn78ePNAaF/9BSSYBzK0NQpEo+XdLMbWVlxxxeq9s/7665frrruuvsoMnnnmmfL1r3+9uuHZsssuW19cRo8eXTbffPOyyCKLVHfVjJno2223XRWS0CgQjZb3J/9IulajgJiJPrQ1CkSj5d0obpW86aabVu+ZpZdeupx55pn1VWbq5z//eVlmmWWqx33oQx9q+pbLAyUdkLlO7P+hM1t+6X2Xli1/s2VZ9IxFy/ynzF+WP3v5MuzyYeWaB/9zzZaZPIb20yggroU1tDUKRKPl3SQuL7LPPvuUeeedt7pNwCGHHFKefvrp+moz+NOf/lQ23HDD6j22wgorlAsuuKC+SltI77Eb7ezry4f/aXhZc9Sa5aIJF5VHpz5anp32bBWOrcds3btu/TG0p0YBcTXeoa1RIBot7wYvvPBC+clPflIdVor3ybbbblvuueee+moz+Ne//lU+//nPV3/AxCHUuMHZc889V1+tbaT32I129tMvH3PfmLL6eatX0ZiZQ//8n2u2NHhO2kOjgLgfyNDWKBCNlg91V155ZVlttdWq90ccCr3qqqvqq8wgIhGxeO1rX1vFIyISMWl36T12o5399Mu3+s1WZdTdTZyv3OA5aQ+NAhLckZBuE++JbbbZpnpfxCS/E088sfok0kgcnoqB73jcu9/97urwVSNxGOyss84qTz75ZH3RgErvsRvt7KdfHmMek6Y0cc2WBs9Je2gmIO6JTreIT6pxOm3ciyPGOmLsrJk/nP7617+WD37wg9X7KAbKIwjNiAH4GIhv5n06p6X32LGzb/TVY56T5ynTXmzimi0C0hGaCUhYe+21yxJLLNHn1UTbTWxnbG9sdyMCwksvvVROP/30suSSS1bvhTiVNq6e28gjjzxS9txzz+paVnFqbpyiG6fqNnLttddWp/7Ga8WpwP2N0Q2U9B670c6+/glk8pQmrtnS4DlpD80G5Pzzz6/e7Icddlh9UVuK7Yztje1uREC6W5xdFad5x3tgpZVWKpdcckl9lRnEhQ+PO+64svDCC1eP+/SnP10mTJhQX20GEydOLDvuuGM16TAmH8YkxJiM2A7Se+xGO/vpl8epu8ZAho5mAxLionDxV9bdd99dX9RWYvtiO2N7m9HNAYlB8gMOuKz+7V7dMIj+z3/+sxogP+qoo5ramf/2t78tq6yySvWeede73lV+//vf11eZQVzWJC5vEpc5iYH1L3zhC9XlT9pJeo/daGc//fKY/7HGeWuUKS/0cc2WP//nmi0NnpP20EpAYuJTzI7deOONmxpQHAyxXbF9sZ3NTtQSkMvKZZf9o76o0g0BadZdd91VPvrRj1bvlcUXX7y6xtqLL75YX20GcZHEt771rdXj4vfthhtuqK/SFtJ77EY7+/ryg/94cFlr1Frl4gkXl8efe7yKyfiHxpsH0oFaCUiIv9LiFyEmUbWj2K7YvtjOZnV7QB555NmyzTYjy6OPzvhHoYCU8sQTT5Svfe1r1R8l8bX//vv3eV+P6d18883Vp+B4b73lLW8pv/zlL+urtJX0HrvRzn5my0ffO7psPnrzssgZi5T5Tp6vmom+3RXbVSEJM3sM7afVgMRg40c+8pHqGO6IESPqiwdVbE9sV2xfbGezuj0g4eKL73h5J/nb2tLuDki8h372s5+VN77xjdX7I247e+edd9ZXm0Fc/SBuHhU3kYqbScX9zDvh5BN7bFrWakBC/EW25pprVqc5tsPZIyG2I7Yntiu2rxUC8m977z26XH75/x7K6taA/OEPf6jO4Iv3xcorr9znzcimFwPrP/rRj8pCCy1UPS5uYxu3s+0UAkLL4to8iy22WHnwwQfri/oVA4Bx+mHstAf7k0i8fmxHbE9mYDIOLcQv/Ic//OGmjmkPJdMH4sEHnypbb312eeyx/x7K6raAxA4/BtTj/RAhiCA0c6vZuJ/H29/+9upxEZ4IUKcREFoWg4Jx2Ceu1XPEEUe0dK2eiE78xR+Pj7GHgR5Yj9eL143Xj+1oNYL33XdfNUs9funjOeKf8Wnsd7/7XX3VIaseiHPPvbUcdNB/J7TVlw9V09+/PN4L73vf+5q6gOgdd9xR3U0w3jtxqCsOebVy+LSdCAgpcR+DDTbYoPoliL/iL7zwwvoqfYrLL8SYQzw2zn4aqFN843Xi9eJ14/VbuQxE3KgnbjIV18iK49S77bZbFZ/jjz++94J5n/rUp6rTO4e6eiBi37frrheWK6+8Z6bLh6JW718eYhD9q1/9au/Aegyyt/IebEcCwiyJQ0FvetObql+kTTbZpOnTYMORRx5Z/SLF/IuYxNfXrTlnVTxvPH+8TrxevG4rzjnnnOpGPvEzxl+Z9dvcxszivffeu5pZHNfRGj58eFOX7O5UMwvEvfc+8XKUf1GeeGLqTJcPFZn7l8chzpNPPrk6jTceF3cL/Pvf/15frSMJCLMsdpax04ydZ+xEY2caM3Wbcdttt/WethiXETn88MObuo5QM+J54vnieXv+UozXa9aNN97Y+4klAtLo8vS33nprddOfWD+iGjcD6nQvvvhSueSSO8vVV/93YLevQIwYcXP5v/+7onf51KnTyumn31juuWf2/PccTNn7l8eEwZg4GO+Jd7zjHdWEwqFEQJht4n4HcSn0+GWJwzpxeKfZMY64fEjc2zkeGyGK54m//JsNUY9YPx4Xj4/nieeL523m8iQ9Jk2aVHbdddfqUFXsLFr9dPTrX/+6OtEgXjtuCvTHP/6xvkpHuOGGf5XPfGZUFYThw6/s/X5fAYnY7LRT/Hf89/KHHnq6vPvdp5b11jv55U99V5cnn2x+rKxdZO9fHocy41Il8R6IS5f8+Mc/bmpgvdMICLPd2LFjq4Hl+OVZddVVyxVXXFFfpU9xddEYpI6ByXh8fMVzxT2eY0ceF6+Lr7jHQs//ju/H8p7XjK94fDxPK1crjZ1FTCZ8wxveUO0sdthhh3L//ffXV2tKnFgQn37iRIP4q/Vzn/tcR9zfITzwwFPVoHiE4P3vP72MHPnXl/8QyJ1pNnHik9Ws9XiuD37wjHLeebdWoekEmfuXh/jUEYdL49P4XnvtVR3iHKoEhDkijvuedNJJ1em+8Qv4sY99rJo70aw4LBa/wHFp7DjFMXbEPXGY2Vcsj/Vi/Xhcq2MQcTG8uChePFdcJG/8+H9Pbp1VMdC+8847VxGJmwV973vfa+mstYE0Zcq0csIJcSvVU1/+d3DyywH8QzWmMTtcf/3EMmzYuVVI4p/x/9tV9v7lPWJAPU6yiMu1D3UCwhwVZ57st99+1ZyLuF/CQQcdlD7zJHbGMYAdnz56vuL/t3oq7vTi8tubbbZZtbNYaqmlyhlnnDFHTqm8/vrry0YbbVS9Ttw8qJVDagNh9Oi7yhZbnFXt4Hff/eKXY9/aocNmxCePUaP+Vn0SideJTybxCaVdZO9f3s0EhAER575vscUW1Q407p9w2mmnzZEddbNigH3fffftDVvcEKi/W9jOLr/4xS+qmwfFv4e4mdAtt9xSX2VA3XrrpPL5z19Q7dA/9rGzy9ix99RXme1iLOSoo66pxkY22OCUcvzxfyzPPNP4irZzSvb+5QgIA+w3v/lN76GiddZZp1xzzTX1Veao2FmccMIJ1S1HYxviFqStHFqbHeLmQd/4xjd6j5PvscceTU1Am50efviZcuihY1/+b3BSee97T6vOlnr++dw4R1acnbXXXpdU8dpssxHVtbUG+m+KzP3L+S8BYcDFYPXRRx9dDVbHL24MdscM7zktdg49l5yInUbsPAZT3Exo2LBh1fbEmTrHHnvsHD9TJ8Zffvzjc8tGG51SxSMiEjEZTOPGTSgf//gvq5DEWVy33NL6pWValb1/Of9LQBg0kydPrgYb43TZmOEdM71bOV22WXE4Ig5LxM4iDlP89Kc/baudxbhx46rLqsT2xU2HLrus75s1zYoLLrigGn95zWuWLZ/+9FHV4at2MW3ai9U8ko03Pq2svfaJ5atf/Vl54IH82FZfsvcvZ+YEhEEXA+Exwzt2oDFhb+TIkfVVUmIANAZCY0A0dhZf/vKXW55XMlDirLW42VDPpMe41ErcjGh2iLOBYrwlnjfGX84666z6Km0j7i/yjW9c8vK/h/dUc3C+/e1vNzVhr5Hs/cvpn4DQNmKmd88lQ9773vdWM8Gz4tTLOAUznitOyWxlBvpgisvKH3DAAb3XSzrwwANbvtR8j5h/sOeee1bjLDHe8vWvf70af+kEN954c/UeiP9+cWe+8847r75K0+KU7FbvX05zBIS2En9txsTA+OszDm3FjPCYGd6sa6+9tpr0FTuLmATWLvceaVXchKjngpPxqeTUU09t+rLxMY5y3HHHVeMq8fiYER3jLZ0oPo3Gnfni54hPqXHHvmbFJNAYX4tJoTHe1uz9y2megNCW4pc/ZoI3+8s/ceLEsuOOO1brx2Un4vIT/a3fKWI8JG5OFDvQuCRLjJf0J661FOMosX6Mq8Ss6E5XvxLyF7/4xWr8rC89F8/sWT/+COlvffIEhLYWhx/WW2+9aof4tre9bYbDD/GJJS5sF59YYrZ3XPAuc4OodhafKI455pjeu9bFZVvqd62L8ZK4T0ssj6u+xnhKs59YOkWcqbf99ttXP2P8URF3g6z/kTD9lZPjQpizchiUxgSEthcDoDFDPGaKx44hZo7HAGhcSjuOj8f34hLbN9xwQ/2hQ0rMFdl9992rMY241lfczChm4cd9JXrGTPbff/9q9v9QdvXVV1dziOK/e9zRL+YWxYkY0185OULCnCcgdIzpT8GMTxuxs4jj43F72W4Ss9c/8IEPVD9/z10Rt9pqq2rcpFvEHxVxNYO4o1/Pv4c5eSo4MycgdJy4s2BMCIwxj7itaLeKGeyx8zz00EPri7pGXFftE5/4RHWWVfbKyeQJCHSoX/3qV1VAXH6DwSIg0KEEhMEmINChBITBJiDQoQSEwSYg0KEEhMEmINChBITBJiDQoQSEwSYg0KEEhMEmINChBITBJiDQoQSEwSYg0KEEhMEmINChBITBJiDQoQSEwSYg0KEEhMEmINChBITBJiDQoQSEwSYg0KEEhMEmINChBITBJiDQoQSEwSYg0KEEhMEmINChBITBJiDQoQSEwSYg0KEEhMEmINChBITBJiDQoQSEwSYg0KEEhMEmINChLrzwwiog48aNqy+CASEg0KGeffbZcsIJJ5Tnn3++vggGhIAAkCIgAKQICAApAgId6NJLLy1bbrllWXTRRcv8889fll9++TJs2LByzTXXVMtjcL0/jZZDM7yLoMMMHz68rLnmmuWiiy4qjz76aDWYHuHYeuute8PQKBCNlkMzvIugg4wZM6asvvrqVTRm5tBDD63+2SgQjZZDM7yLoINstdVWZdSoUfVvz6BRIBoth2Z4F0EHiTGPSZMm1b89g0aBaLQcmuFdBB1knnnmKdOmTat/ewYRiEZfMKu8i6CDxCeQyZMn1789g0aBaLQcmuFdBB0kTt01BkK78C6CDhLzP9ZYY40yZcqU+qLKt771reqfjQIx/fLzzz+/OrNrgQUWKGuvvXYZO3bsdGtC3/p/lwFt5+CDDy5rrbVWufjii8vjjz9exWT8+PHpeSA77LBDueOOO6pTg88666yy5JJLTrcm9K3/dxnQlkaPHl0233zzssgii5T55puvmom+3XbbVSEJrQSkx9SpU8t5551X3vnOd9YXwUzN+C4Cuk7PmVkLLbRQb4SgEQEBKj2HsFZYYYX6IpgpAYEut9tuu5UJEyZUATn77LPLMsssU18FZkpAoMuNGDGiLLfccmXBBRcsG264Ye8VfaERAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEg5f8D59yDUUnBUBYAAAAASUVORK5CYII=)
PN: 3631-7-05
CAS: 2379918-45-1
Molecule Weight: 213.68
Formula: C11H13ClFN
![N-[(1S)-1-(4-Fluorophenyl)ethyl]prop-2-yn-1-amine hydrochloride](data:image/png;base64,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)
PN: 3631-7-S3
CAS:
Molecule Weight: 213.68
Formula: C11H13ClFN
![N-[(1R)-1-(4-Fluorophenyl)ethyl]prop-2-yn-1-amine hydrochloride](data:image/png;base64,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)
PN: 3631-7-R3
CAS:
Molecule Weight: 213.68
Formula: C11H13ClFN
TSCA: Not listed on TSCA inventory