| Product Number | 4H48-3-Y3 |
| CAS | 58547-67-4 |
| MDL Number | MFCD00174322 |
| Molecular Formula | C12H14FNO |
| Molecular Weight | 207.248 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-Y3
CAS: 58547-67-4
Molecule Weight: 207.248
Formula: C12H14FNO
PN: 4H48-3-8Y
CAS: 349644-07-1
Molecule Weight: 193.221
Formula: C11H12FNO
![3-[(2-Fluorophenyl)carbonyl]-3,9-diazaspiro[5.5]undecane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABOSAAATkgGx6tIOAAACZnpUWHRtb2xTb3VyY2UAAHicjZVtb5swEMe/ysmvF2MbEiAKqaJWlSa1m7R20t5NDjgpUoAKyNO33xkIASeFKUTnh//vwL7zefFwSnZwUHkRZ2lAOGUEVBpmUZxuA/L7/XnikYflIkQRCtMiIB9l+Tm3rOPxSMMPlchTltIwS0g9Pz8VcU9ztGmWby3BGLf+vL68VcwkTotSpqFCqojnRTX4koWyrL7ii1dYicwPcWrVcivJD7W3v4Lph9FTEZHrWh5xboUobOKdgk2WJ7KEg2AUH/YNtipVuSxVBOszDtvUwbUvF69PWbhPVFpiU3uIQ7l7K/N9iANJtlPhHp1h4/tTQBKOgCyzZJXn8gy6pYclBylA2iAdkFOQM5AuSA+kD5Iz/OM8RwFHBUcJRw1HEUcVRxlHndBx2Cn9Ie/nTxWQZ3js/X7Cj06vbeOGioBM9CJnNkw4dR1tBZ1ybXGN09p6otu/zJv6xg+jqHJBUM4q47lobDpz0Ewp9yrjT6+9Zq4BapzAWX8ap57vOtBamwobd6W1l/HmnRfLqOsydvXY7f3HoOnOsBhHqw3kcrHO0qjThDgKyJqTKsK/1KYQTZAJZHmkcjw32oGWdgHRB3RKtMDqHmD3AZ1Aw4DTB3S6DQPTPqCTcxiY9QGdysOAe7PoEcDrA/qkDG+r3wf0uWoBcQ/g7IbQQ0Pv4Gawq2M7whjxro/5CGOEvC4LI4wR9bqMjDBG4OuyM8IYsa/L1AhjhL8uayOMkQF1GRxh/Dt7MMIIdofxRxgzD5rSPMiYecC+YqxOnbEulws2by4eq3MrWXgXL/8Btc41ewbsgRcAADAhSURBVHhe7d0LvFVz3sdxxi2EXIqYIWHcxrVSSrn2UEYlucXTuGREUz25TmWmMINhZpI8SKV6TLoQEpEQKk1Eg9BFIyXdXGqkKOb/9P2f1zpzzr/OOfv8ztl7r7X25/167Zec39611zlrre/Z6/9f/99WDgAAg63CLwAAkAkCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAiQbPv3v50bO9a51q2dq1PHue22K/pvq1bOjR5dVAeABCJAsumbb4qCY6utyn4oSPQ8AEgYAiSbzjuvKCRq1XLu3nudW7zYuQ0bnFuyxLkBA5zbffeiup4HAAlDgGTL5MlF4bDzzs69/35YLaKvq67nvfRSWAWAWCNAsqVjx6Jg6NcvrJSmup53ySVhBQBijQDJlnr1ioJhzpywUpo+heh59euHFQCINQIkW2rUKAqG9evDSmnr1hU9b8cdwwqypEuXLm6vvfZyzZo1c6ecckoiH7/4xS9c3bp13bx588LNS4zOnTsn/udw5JFH+p/Dxx9/HG5eQSBAsqWyAbLTTmEFWbB06VK37bbbbvqWb5WKR9u2bcNNTIQlS5ak6ufQoUOHcBMLAgGSLVzCiqVOnTr5A/6EE05wU6ZMSezjkUcecdtss437yU9+4mbNmhVuZux17NjR/xxOPPHEzbYtSY8hQ4b4n4Mes2fPDjcz9QiQbLn44qJguPXWsFIag+g5M3PmTH/C3W677dyHH34YlhOna9eu/iR80kknhaVYmz59utt6663d9ttvn+hLcJGrr77a/xxOPvnksJR6BEi2TJpUFAw1azKNNwb+/e9/uyZNmvgDvUePHmE5kb744gu3xx57+G0aNWpUWI4l/RwaNWrk3/P1118flhNp5cqVrlatWn6bHn/88bCcagRINun6tMJBNwzqxkHdQKgbCT/7zLn77uNGwhx69NFH/QGuQduvvvoqLCfWwIED/Xbtv//+7ttvvw3LsTNs2DD/fuvUqeNWr14dlhOrf//+frvq1avn1lc07pkiBEg2/etfzp15ZlFIlPU46yyWMsmytWvXuv32288f4A8++GBYTrSNGzf6mUDatr59+4blWPnXpuNhn3328e918ODBYTnRNmz6xfCwww7z23b77beH5dQiQLJNiyVq0UQFRe3azm27bdF/9f+67MBiilnXp08ff2AfffTR7ocffgjLiffiiy/67dtpp53cp59+GpZj4+abb/bv87jjjnM//vhjWE68iRMn+u3beeed3We6ylAACBCk2ieffOJq1KjhD+xXXnklLKdGmzZt/DZedNFFYSkWdJ/EDjvs4AfPX3/99bCcGq1bt/Y/h0svvTQspRIBglTT/Hwd0O3btw9LqbJgwYLiE/TUqVPDct61a9fO/xwuuOCCsJQqc+fO9bPL9HN44403wnLqECBx1bChc4cd5lwCBkbjSvP0ddLSJ5B//vOfYTl1brrpJr+9xx9/fKwuEb300kv+fe24445u0aJFYTl1rrvuOr+9utdIs87SjACJKwXIpp3QxXxgNK50Aj3mmGP8gdy7d++wnEoapN577739NusGtzjQmJOWXdF7+v3vfx+WU0mzy2rXru23efjw4WE5VQiQuHrxxaIA0RInMR4YjauHHnrIH8D77ruv+6aAZrkNHTrUb7eCZM2aNWE55+6//37/fn76058mYppxdRk0aJDfbq2Tleb9jwCJszZtikLkwgvDCsrx9ddfF/8GOGLEiLCcavrk1aBBA7/tN954Y1jOqS+//NLtueee/r2MHDkyLKeafg7HHnus3/ZevXqF5dQgQPLl7bed0x3Rq1aFlf9YsMC5HXZwbuutnYvhwGhc9ezZ0x+4jRs3Tv016C2ZNm1a8VIh8+fPD8s5061bN/9zaNq0aUH+HF599VW//ZrcsHDhwrCcCgRIvtxwQ9Gni1/9KqyUdtNNRc87/nj9WhNWEZg/f5GrWXNffwKdMWNGWC4YF198sT95nXPOOWEpJ+bMmeNX29XaY2+99VZYLhjnn3++/zmce+65YSkVCJB80WJ+223nNh1hWuUvrP6H7mbfZ5+iEInJwGicXXXVULfffu3d1Vf3CUsFZfHixf7GQp28Jmldthxr2bKl/7cvv/zysFRQdB+SZp/pe/Hyyy+H5cQjQPJJl7AUDE2alH9H+iOPFD1v772di8HAaFxNm/apa9BgkGva9H63YkV61lmy6tevnz9xHXHEEX7Jk1wZP368/3d32WUXt2zZsrBccG655Ra3ww61XfPml7gffkjXVQQCJJ+0qN9eexWFw6OPhtX/0KWrBg2KnqdLX9jMxo0/uvbtx/gAGTr0nbBckNatW+cXWdTJ/D4t3pkD33//vTv44IP9v3nXXXeF5YL07bfrXMOGV7lDD73RPf74B2E50QiQfHvggaJg2G8/rfoXVv9j2rSiwfTtt9eF/rBa8P72t3d9eJxzzmObTmLpW+/KavTo0f5krmXftfx7tt19993+3zvooIN8mKDIc8995PfP008f4das+S4sJxYBkm9a3O/oo4tCZNNH3XJFTaryNDAaV199td6dcsowf4C+/HL67zivrObNm/uT+rXXXhuWqtXy5cvdrrvu6v+tp59+OiwXNF2hvvzyp/0+es8908NyYhEgcaBF/hQMO+6oUbew+h+LFxfdWKjn5mFgNK7++MfX/YH5619PCEtwmjH+tp8NpVlR7733XliuNldccYUPjzPOOCMsYZMPPljpGjV62DVuPNgtXJiOnjQESFxosT8FQ4cOYaU0tcjV8444Qhf+w2rBmTfvC39Q6qE/Y8uuvPJKf3I/7bTTwlK1UF/2KKTeL6sDJ1zfvlP8Lztduz4XlhKJAIkLLfZXo0ZROLz6alj9j3XrnNt//6Lnqcthgbvqqmf8AalPISjbihUrii8vPfXUU2G5ypo1a+b/bvVpR9lWrfrWNW/+iN9nX3ttUVhOHAIkTrTkgYLhmGPKv2lQDar0PLXEzcHAaFxNnrzQH4ga//j668JpI2p1zz33+JN8/fr13XffVd9A7mOPPeb/Xg3Ua/kSlG/YsNl+vz333NFuw4ZyjvMEIEDiRIuu7btvUTg89FBYLa15czdv0/OmZ3lgNK4000ozrnQgjhyZvev6aaJZUYcccog/2d95551h2UQLJP7sZz/zf6f6s6Ni2nfbtBnl993/+793w3KiECBxo8X/FCBqe/v112G12Ndvv+16/uQnrnGWB0bjasiQt/0BeN55Y/w9IMjMM88840/2usnv888/D8uVpj7s+vvUlz2XNysm3SuvfOL33xYthm361LYuLCcGARI3mu/XuHFRiPTsGVZLuaZz56wOjMbVihVr3UknDfUH4PTpi8MyKvBf//Vffr/5VUXrsFVA/dej5VLUlx2V06XLBL8P33bba2EpMQiQONIigLppUGtlzZ0bVouVHBh98sknw3Jq3XLLy/7A6979+bCEDHzwwQebdq3t/KypN998Myxn7MILL/T7nvqxo/IWLPjSnXDCYD+D8KOPylmVO8YIkLi69FL/KWRZq1ZhpZRsDYzG1bvvLncNGw5yTZoMdosWlX2JD+Xr3r27329OPPFE01Lr6ruuFY+1VLn6scPmrrum+l+GOnceH5YSgQCJqR8/+8w9V7Omu0ED5c+VPWc8GwOjcaXzXKdOT/kD7q9/Ldyl2qvDV1995fbaay+/3/ztb38Ly+VSsyT1Xddr1YcddqtXr3ennjrc79OTJn0clmOPAImxUX/4g6u56SA99NBD3YYNG8JysQkTJlTrwGhcTZgwzx9oLVv+n/vmG9ZZqqr//d//9fuN2s2uLW8dtoD6ret1++yzj+/DjqoZNep9v1+fffZI9913yZqIQIDE2Pr16129evX8wfrXv/41LJdy5plnVsvAaJxdfXXRoOOTT34UlmDwww8/uKOOOsrvN1pyPBPqs65+63qN+q+j6rTE+/nnj03kpBACJOYef/xxf7DWqlXLrVy5MiwXKzkwOrO8BlUJ9uabS91jj73vfvyx8tfssWVqcqT9S02PFi2q+M7oG264wT9ffdd1KQvV49NPV/s2BElbSZoASYBTTjnFH7S//vWvw1IpVR0YRWFSu1XtN2q/Wh71V1efdQ2eq+86QIAkwD/+8Q+3zTbb+If+XJaqDIyicC1cuNDPptJ+82o567Cpv7qeo37rgBAgCXH11Vf7g/fkk08OS6U88MADpoHRfNK1Xz3ath21xZafUR3Z89vf/tbvN8cee+wWL02pr7rqunFQ/daRPdbjoayvRyqqWxAgCaHxD42D6CDWuEhZLAOj+Rbt2Ho8/fTmA+TZ2PFR2jfffOPq1q3r95tBg0p/r7VEifqqq6Y+68gu6/FQ1tcjFdUtCJAE6d+/vz+INTNLM7TKUnJg9JPyGlTFRMkDRgskhmtbZWPHx+aGDx/u95s6deq41atXF399wIAB/uvqr64+68gu6/FQ1tcjFdUtCJAE0b0ghx12mD+Yb7/99rBcSqYDo3EQ7djRVMZx4z7cYh3ZpYkXJ5xwgt9vrrvuOv819VHffffd/dfUXx3ZZz0eyvp6pKK6BQGSMBMnTvQH88477+w+++yzsFws04HROIh2bN2Jq/+2bj2y1HTGbOz42LI33njDz7LSbKu5c+f6Purah9RXHblhPR7K+nqkoroFAZJArVu39gf1pVovqxy9evXyzytrYDQuoh1b93d06DDG/3nMmDmb1ZEb2q+i0FCLWt1bpL7qyA3r8VDW1yMV1S0IkATSb4bRfHz9xliS7ljXWImuZz/00EPFA++XXXaZ/5rlMWrURPfUU2/7pUSq+vj735eUer9Scsd+4YUF/s9nnfVo8W9d2djxUTZ9stUnXO03enTu3Dl8CrLIejxEX6/oUZ0IkITSNWod3LpmHd00qNkz0UFfnY8992zqDj+892Y7ovWhu25Lir4u+q1LTaL0/1GnwZJ15IZ6zEQ///IulaL6WY+H8Dgr61GdCJCE0iyZ2rVr+wNcnxI0wB6tyquVUvWJI3occ8wxrkWLFqW+VpnHb37zB9e79xOuX78pVX707z+jwlklEycW/dalRRPXr9+4WR3ZpbYABxxwQHGA6BMtcifc3zM9Hsr6eqSiugUBkmDRJw7N37/jjjv8nw888MDE9QUJd2z91nXuuaP910aM+MdmdWSX2gJE+5X+q8ugq1Yls+FREoX7e6bHQ1lfj1RUtyBAEkwD4xog10EezbgaN25c+LTY29KO/dxz8/3XTj99xBbryA61A1BbAO1LahOglQ/0Z62EgNzY0v6eyfFQ1tcjFdUtCJCE0xTd6FJDs2bNwnIibGnHLvlb15bqyA61A9C+pPYAMnv27IzWYUP12dL+nsnxUNbXIxXVLQiQhNMBrtlYOuhfeOGFsJwIZe3YmrVV3gGD6qU2AJqyq7YAag8Q0SrQ2r+0KjSyr6z9vaLjoayvRyqqWxAgCafBcR3cXbp0CUuJUdaOrd+62rUbVWYd1Ucz+dQGQPuS2gKUVHIdtieeeKJUDdWvrP29ouOhrK9HKqpbECAJNnbsWH9Qa6kJBjlRFVr+X/uS2gGoLUBI9xepXtE6bCgsBEhCaVG7aKrlvffeG5aBjGnZfy3/r31J7QC2RNPEDz30UP+cP/zhD2EZBYoASajbbrvNH8yHH364P7gBKy37r31JbQDUDqAszz33nH9ezZo1ubkQHgGSQEuWLCleauL5558Py6m1du33btGir8Mvowq03L+W/de+pDYAFWnVqpV/7n//93+HJVSBbhCcOzd5l6EJkATq2LGjP4jPPvvssJRqPXu+4Bo3HuzefXd5WIKRlvvXvqTl/zPx0Ucf+Vlamvk3Y8aMsAyjG2980Q9wz5yZrE92BEjCTJ8+vXi57Xnz5oXlVBs4cKY/yC69dJyfkYKqie4h0k2oWv4/Uz179vSva9y4cfE6bLB7882lfr9u2nSoW7EiGW2oIwRIguhgbdSokT94r7/++rCcerqEpfWAdLCNHz83LKMSSq5ioGX/K+Prr78uXodtxIgRYRmVoF+ELrzwcb9PP/jgW2E59giQBBk2bJg/aMOWo4VEPaJ1sClIvv2WyQNW0Tpq++67r++HXllqFVCV16PI2LEf+P25Vau/uXXrNobl2CNAEuJf//pX8eJ2Dz/8cFguGPqN7ZJLxvmDbsCAv4dlZCBcydlCn2C0yrP+jt69e4dlZGDNmu/caacVrW2lFXeTiABJiJtvvtkfrMcdd5w/eAvZ7NnLXMOGg9yJJw5xixevCcuoQDSGUbKXjMWUKVP831OjRg33z3/+MyyjAvfcM92Hx+WXP+2q8GPIKwIkAaL+5ho8f+2118JyQerV6yV/8GlmFjJXXjdLiw4dOvgQad++fVhCORYu/MrPKGzU6GH3wQcrw3JiECAJ0K5dO3+QXnDBBWGpYC1b9o1r1myoD5EttcnFlrVu3drvS+p7Xh10H4k+gejvfOWVV8IyytC163N+31WTtSQjQGLupZde8genbvZatGhRWC5ogwbN8gfh+eePdT/8UNiX9TIxceJEvy/pJtTqvJO8T58+/u89+uijy72THUVee22R32+bN3/ErVr1bVhOFAIkxnQw/uIXv/AH5+9+97uwXPB09+7ZZ4/0B+OYMXPCMkrQcjeHHXaY35duv/32sFwlWktrv/3283/3gw8+GJZRwoYNPxb39Rg2bHZYThwCJMbuv/9+f1Bqobtvv032byrZMmnSx/5gPPXU4W71alaJLUu2V9N99NFH/d9f1mq+KBK1pG3bdpT7/vvkf1ojQGLqyy+/dHvuuac/KEeOHBmWUcKVV473B+Wf/jQtLMGV7ufx+OOPh+VqodlcTZo08f9Gjx49wjKcjul1rkWLYX5fnTLlk7CcSARITHXr1s0fjE2bNq3SVMtC8OGHq/xslhNOGOw+/vjLsFzw1M9c+5L6m2dTyY6GH374YVgueLfd9poPj2uueTYsJRYBEkNqJ7rtttv6g/Gtt5K3vEE+3Hrrq6k7OKuD+pjnsqd5p06dfFhFPdVR5KOP0vlLDgESQy1btvQH4WWXXRaWUIY0Xh6oDupjrn1Jfc1z4fPPP/f9QvRvTpgwISwXrOgy6113TQ1LiUaAxMz48eP9wbfLLru4ZcuWhWWUI20DlFWl8Q7tSxr/0DhIrtxxxx3+3/35z3++6efwfVguOGme6EGAxIgOtoMPPtgffHfddVdYRgU0RbJdu1H+YB0y5PWwXFA000ozrrQvaQZWLn333Xeufv36/t/+85//HJYLyrp137nmzW9xxxzzVzd69PthOfEIkBi5++67/UF30EEH+YMQlTdlynx34IGdNz1au+XLc/dbd9yob7n2JfUxz0fL43Hjxvl/f7fddnMrVqwIywXj1lv/uOl7cNSmTx/dUnmzKwESE8uXL3e77rqrP+iefvrpsIxKaNPmcrf11tsW7BiS7jKPxiHUxzxfTj31VP8eOnfuHJYKwuLFi91OO+3kvweTJ6dzmRcCJCauuOIKv6OdccYZYQmVVOiz2LTOlfYl9S/Pp/fee8/P/tLP4Z133gnLqXfRRRf5n8M555wTllKDAImBWbNm+YNMJ73330/fddJ8KNT7aNSnXCvt6l4Mrbybb9dcc43/ObRo0SIspdq0adOKW08vWJDMXh+ZIEBi4KSTTvIHWdeuXcMSjArxTn4FpfqUa5vV8yMOVq1a5XbffXf/nsaMGROWU0n9eho0aOC3+cYbbwzLqUKA5NmoUaP8jrbHHnu4L774IiyjCgptLTH1J9f2qtug+pbHxb333uvf1wEHHODWrVsXllNn6NChfnv33ntvt2ZNuhueESB5pJPaz372M7+zDRw4MCyjigppNWP1JVd/cm2r+p3HycaNG93hhx/u39utt94allNFracVHNpWBUnaESB51LdvX7+jHXnkkf4gQ/UrlH4qvXr18tupPuVxbHn8wgsv+PenXiRLlqS3AZguWWk7dQkrjj+H6kaA5Mmnn35aPMXvxRdfDMuoRmnv6Kh+5FFXwFdffTUsx8Yvf/lL/x47duwYllJBg+VRu+CpU9O1ZElZCJA8iab4tWnTJiyhmqW9p7z6kWtfUn/yOJs/f37xCXb69OlhOfF0LOvnoGO7UBAgeaDfTnQQ6aSW5il+cXLzzTf7g/u4445L1aUF9SGPLtGpP3nc3XDDDf79NmzYMFXTq3UVQdulqwq6ulAoCJAc08nr+OOP9zvbTTfdFJaRJRrcrFu3rv++P/zww2E5kTRJQH3ItU233HJLWI4lzUqqU6eOf8+PPPJIWE4kjV9qHFPb1K9fv7CcagRIjg0ZMsTvaJqpoZMacmfYsGH+e68T2OrVq8Ny4jzwwAN+e9SPXH3Jk2Lw4MH+fe+zzz6pOAbuu+8+vz37779/QUwXL4kAySH99lVIU/ziRpdMGjVq5L//119/fVhOFPUdV/9xbYv6kSeJPoXrUqLeuy4tJpnu3dI9XNoW3dNVaBITIBqg0riBflBJf6hPQpquwyeJBm/Tsh/pocuhSRxLeP3111P1czjhhBPCTSwIiQiQjz/+2C/KFv7QkvrQdWvkTzRukIaHmkYlVTRukIZHoa6gnYgAadu2rf8h6VOIZpok9TFz5kx/I5W2hXaf+aUlz8OfT9IeaRg/0E2F4XYl7ZGGn4NV7ANk8uTJ/oSraYppmB5Hu08AaRHrANH0uGgto9///vdhOZFo9wkgLWIdINFqqlpwME3T45588km/XYXe7hNAssU2QEr2c3jsscfCcuKddtppftsKtd0ngOSLbYD85je/8SfYZs2aJXKaYkUKvd0ngOSLZYDMmTOnIHpaR+0+mzdvHpYAIPZiGSBnnHGGP7FefvnlYSlVCrHdJ4D0iF2A6IYcnVB33XVXt2zZsrBcbZYuXeqnCA8fPtyvT6VF0KKH1urR17XCpu4XyKYBAwb47S2Udp8A0iNWAaL7Ig4++GB/Qv3Tn/4Uls00g2vSpEm+a1uTJk2Kb+bL9KElmrWGkrqNPfvss9V641AhtfsEkC6xChCFhk6kCpGq3mSnpa6ff/55d8kllxR3/iv50Ccc9SS4+OKL3WWXXea6devmP33ov/p/fV11TbUNX6s+HupyN3bsWLd+/frwn660ku0+Fy9eHJYBIJZiEyC6XKWTuk6kVVlXRp82+vfv75e4LnnS17o73bt39/dgLF++PHxZuVauXOmeeeYZd9111/lexyX/Xo1h9O7du9J/Zyjt7T4BpE9sAkQD5jqBagDdYsOGDe6ee+5xtWvXLj6516tXzzfamTt3bvj0KtGSKnfeeac76qijiv8t9aTu2rWrHxi3SHu7TwDpE4sA0VRdTdnV1F1N4a0stfWMxhH0OPbYY/2splwsmT5lyhTXqlWrUp9I1GBGYxuVldZ2nwDSKe8BohOlbhbUiVM3D1aG1pW69tprS33iGDduXPi0nNDNgCeffHLxe9Glrnnz5oVPK1ca230CSK+8B4iWKdEJU8uWaPmSTOmSjz5p6LXbbbed69OnTyymwY4ePdr99Kc/9e+rZs2afopwZaSt3SeA9MprgGjAWwsl6oQ5cODAsFymqVOnFt+Ap/snZsyYET4lr9RutH379sWfRnTHuWaFZUKX3dRlTq9LertPAOmW1wDREu06UWrJ9kzHDMaPH+97g+h1Z511lj9Zx9WgQYP8wLjeq2ZZrV27NnzKFkXtPjVdWN0YASCO8hYgmskUBYHuCM+EwkMD7XpNp06dMg6dfNIAf61atfx71lhPpsvSX3jhhf416sYIAHGUtwCp7AlSl62iwOnRo0eiZilpZlndunX9e2/ZsqUf/K+IJWABIJfyEiCVvUSjAfNozEOfPJIUHhGFSNTf5LzzzstoGyyX+AAgV3IeIJUdJNZv69FsK415JPlEqvtddtllF78t6o1ekZKTDNSdEQDiJOcBUtlpqtF9HpptFecB80w98cQT/tOXmkllcmnKOs0ZALItpwFS2RvlNACt5+o+jzfeeCMsJ1Z0x/m+++7rVq9eHZZLqcqNlgCQTTkNkMos1aG1rY444gj/fN0kmCa6DBddxuvSpUtY3kxVl3oBgGzIWYBUdrFALYyoE6yWJ8l06muSvP3228VtezP5dFXVxSYBoLrlLEAqs1y5AiNaVVfLr6dVz549/TZqDa2KVNdy9wBQXXISIJVtmKR+Hnq+Zl+l2RdffFE8K0vjPRWpzoZbAFBVWQ+QyrZs1ZpR0WKEWpI97TS+o2095ZRTwtJmstXyFwAssh4gAwYM8Cc8TcPNZLXciRMnFo995KKfR75paq7uONfYUCaNr3T5St8fXc7SZS0AyJesBoi680V3kGf6aUJjJHq+OgkWimibM7mxUjSQrudrYB0A8iWrAaJlzHWia968eVjaIg2ea5xEr8nkt/G0eOmll/w2676QTD51aSpvNINr1qxZYRkAciJrAfLee+/5u611klO3vkxMmjTJn0i19lMh0T0xujNf267pvZnQTYV6vm4yrOieGgDIhqwFyGmnneZPcJ07dw5LZerVq5d/Tffu3cNS6l1yySWVGhzX2Em0OKOWOwGAXMtKgOjeDZ3YdtttN7dixYqwXKYTTzzRvy7N936UZfjw4X7bK3OjoLo46jVacDHpN1sO+vVW5T4AxE+1H5laPbd+/fr+xPbnP/85LJdJl2Gi8Y/PP/88LKeelrXXtutTRaY0RVqX+/Q6Lf2eZGFghA8A8VPtR6aWKdcJ7ec//3mlbnZbsmRJ8aeWQqTB86iB1MqVK8NymbSir16j16oJVVIRFEDyVOsRq08ONWvW9Ce0CRMmhOVyvfzyy/51WmixUB1zzDH+e/Daa6+FpXKpq6Nepy6PSUWAAMlTrUfsr371K38iO/PMM8NShUaMGOFf26FDh7BUMM4991z/PXj00UfDUrl0+UvdHXUzoro9JhEBAiRPtR2xM2fO9FN21bvjww8/DMsVUsc9nTyvuOKKsFQwLrvsMv89eOCBB8JShXQTol6rZeIzuZckbggQIHmq5YjVAPghhxziT2A9evQIyxm56667qvT6NND0ZX0PMp3KW5K6O0b3kmh13379+lXLY/B9/dzkUf3crAnV93j7udvdujXLS73/cNCcAXQg/qrl6Pz73//uT1z6BPLJJ5+E5YxoFpH+jt/+9rdhqWBo2/U96Nu3b1jKSPv27f3rq/PR+JCt3E1tNj+pV/Xx9rO3lXrvYb3kA0A8VcvRqUsmBx10kD/h/M///E9YzgifQKr+CaRu3br+9VrZN/wkYX1k5RPIpvD4dk3phSAJCyB5qu2I1aeQaAzko48+CssVYgykamMg0aeX4447jjEQADlRrUdsp06d/EnsrLPOCksVYhaWfRbWwoULi2dhVXYKcFwQIEDyVOsRu3Tp0uL7QJ599tmwXC7uA7HfB9KuXTv/ugsuuCAsJQYBAiRPtR+xf/zjH/3J7NBDD3UbNmwIy2XiTnTbnejRUvB67aJFi8JyYhAgQPJU+xG7fv16d+CBB/qT2l/+8pewXCbWwqr8Wlhq/xuthfW73/0uLCcKAQIkT1aO2HHjxhV/mmA13sxYVuONJh6oh3zSV+MFkDxZCRA59dRT/cntqquuCktloh9I5lN4S/YDGTlyZFgGgKzLWoC8++67xR0JZ8+eHZa3iI6EmXck7Natm39+06ZN6UgIIC+yFiDSpUsXf5Jr0aJFWNoieqJn1hP9gw8+KO6J/tZbb4VlAMiJrAbIqlWr3O677+5PjmPHjg3LW9SxY0f//FtuuSUspVa0zVoQMRMtW7b0z9eNhwCQL1kNELn33nv9ye6AAw5w69atC8ubmThxon9+vXr1MvptPOk0lqEpuLoJMJNPXePHj/ffn1122cUtW1Z6ORAAyKWsB4juBTn88MP9Se+220ovoLclmpqqWUV6/pgxY8Jy6vTp08dvq9avqog6PB588MH++Vo7DADyKesBIs8//7w/6Wl8QzcMVqR///7++ccee2xYSpUvvvjCf5LQtr7yyitheTN33323f64WrlTveQDIp5wEiJx99tn+5KfpqhXRYHrt2rX989N8T0jPnj39Nqp/R0WWL1/udt11V//8p556KiwDQM7lLEDmzZvntt9+e3+tf/r06WF5M/fcc0/xWEgab5LTdN1oJtUbb7wRljejVYr1/Tj99NPDEgDkRc4CRK6//np/EmzUqFGF9y5o7OSII47wz9c4QZps3LjRt57Vtmmqc0VmzZrlg0aB8/7774dlAMiLnAbI6tWrXZ06dfyJc9iwYWF5MxoX0HPVYyST39KT4oYbbvDbpfs+9D2pyEknneSf37Vr17AEAHmT0wCRhx9+2J8M1T1PXfQqcu211/rnaxrwV199FZYT54knnvCX8XSX/uTJk8PyZkaNGuW3f4899vCD7gAQFzkPEN3boa55Oilm0v9cs400G0vPV6MqXf5JKt01Hs26uuOOO8LyZjT2s//++/vnDxw4MCwDQF7lPEBEDZP0W7i66KmbXkXmz59ffEe7uh5WNH4SR3PmzCle/PC8887LaBv69u3rn3/kkUcmOjgBpFNeAkTUPU8nR3XTy8TUqVOLGy716NEjoxNwXCg8dMlO713LkGRyD8enn37qdtppJ/+aF198MSwDQN7lLUDUPS8KBC0mmAkt46GZSNEnkST8Vq6JALVq1fLvuVmzZhlPSb7ooov8a9q0aROWACAW8hYgoi56Oklq+XYtYZIJhUgUPBoTifPA+qBBg/y9L3qvv/zlL93atWvDp2yRPm1Fl/gWLFgQlgEgFvIaIPptPFr3St31MqUTbDQmotlZM2bMCJ+SVwq19u3b+/enxzXXXJNxQGqSQYMGDfzrbrrpprAMALGR1wARddPTyVIDzFqZNlMaWI9mZ+k+Ed1smMlqv9k2evTo4lCsWbOmGzJkSPiUcun5eu3ee++d0TRnAMiXvAeIBsPVVU8nTXXZqwwNRkf3ieihZU/Ujz0f3nnnHb+mVfRe9ClCy7dUxpo1a3xw6PVDhw4NywAQK3kPENH9EdFSHeq2V1kaqI6WjNdDn0y0FHwu+olMmTLFtWrVqvjf1qW1++67zzTAf+ONNxaHTy7eOwBURSwCRNRdTydPTXO10NpZWoAxWsU3+kSizoaZNGqqDE2xvfPOO91RRx1V/G/VqFHDLzWiLowWuiQXLTY5bdq0sAwAsRObAFF3vegubc20stLAvPqJ7LfffsUndz10M1737t398vBaGr0yVq5c6Z555hl33XXXFQ9wl/zE0bt370r/naFzzjnH/30XX3xxWAKAWIpNgIi67Okkqq576r5XFZr1pEZW6j8S3ZBX8qHeGg0bNvQnbH360fhLv379/H/1//q66rvttttmr9X0Wt0AqT7v69evD//pSps0aZL/e/U+Fy9eHJYBIJZiFSAaFFe3PZ1M1X2vuuhTiU7SvXr1ck2aNPGdEcNQKO+hE7uWoNcYxbPPPluts6M0VhItW68AA4CkiFWAiLrt6WSqTwhVvSxUnqVLl/rVcIcPH+6nzurkHT0GDx7sv64lRD777LPwpdVKA+7aXi2aGIdpyACQqdgFiKjrnk6q6sKXZlqeXcu0a1t1/wgAJEksA0Rd96J2r+rGl1bRPSzNmzcPSwAQe7EMENGUWJ1c1Y0vjd57773ikFR/dABImtgGSMnLO+rKlzbRZborr7wyLAFAIsQ2QKTkAHOmy6AnQcmJAitWrAjLAJAIsQ4QTXHVDYA62ao7XxpoqnL9+vX9NunOeQBIqlgHiGgqbXQvhpYQSTotgaLtOeSQQ6p8syQA5FPsA0TUlU8n3bZt27pPPvkksY+ZM2f6Jd61LVoaBQCSLBEBoq5822yzjT/xpuGh5esBIOkSESCitae0Um14Mk7aQ82vMu0BDwBxlpgAAQDECwECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMPl/J7wUcSlSwYoAAAAASUVORK5CYII=)
PN: 4H48-3-5G
CAS: 1206970-65-1
Molecule Weight: 276.355
Formula: C16H21FN2O
PN: 4648-3-2F
CAS: 349129-65-3
Molecule Weight: 181.21
Formula: C10H12FNO
PN: 4648-3-2J
CAS: 88229-16-7
Molecule Weight: 179.194
Formula: C10H10FNO
PN: 4H48-3-6D
CAS: 75484-39-8
Molecule Weight: 222.263
Formula: C12H15FN2O
PN: 4H48-1-XF
CAS: 42837-37-6
Molecule Weight: 204.273
Formula: C12H16N2O
Melting Point: 60-62 ℃
TSCA: Not listed on TSCA inventory
