![6,6-Difluoro-2-azabicyclo[3.1.0]hexane hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABlOAAAZTgFQfF7RAAABzXpUWHRtb2xTb3VyY2UAAHichZNtb6MwDID/ipXP1wQCFKhKp6nTpEnbfbht0n07pSHtkEgyBfr278+BdQP1jvGi2LEfJ46d5c1J13BQrqmsKUhIAwLKSFtWZleQ15f7WUZuVkuJTuhomoK8te37grHj8Ujlm9LiZA2VVpPevjg11cjnGFHrdowHQch+Pz0+d8ysMk0rjFRINdWi6SYfrRRtt4v/LMG0cIfKsN6daXfoo/3hgf8CempK8pXLGm23iMK2qhVsrdOihQMPKH7BD9gpo5xoVQmbM05HNMbcV8unOyv3WpkWRR+hkqJ+bt1e4oS2tZJ7DIbCw11BdIiAaK2+dU6cwUt+WoQgOIgIRAwiATEHkYLIQOR4trXywV/O7wp3WMM9rLvfvz9hjefBC4L7wwciGvkhpjzL84uW0DmP5pDSIMs4DnkexRettxE4f8UIaZjmKcw+1NmHHtA07aw8TvKh9aJ7MybHPrNbLTfWlAMRqrIgm5B0af9S2wYX7dImYF2pHDaTD+BdhwAfA/6QpoHoCkimgXgM+AJMA8kY8OWaBuZjwBd3GkjHQN8KU0B2lfQ3QH6V9D8BNigiu7Qziletzgb3gOHtX/0F09VAte9/2MQAACKESURBVHhe7d0JmF/zvfjxWKpiaWtpq4u2qtZWdaP22ilRXLVcqkVra9HycKktKKoX13KrHomIiFCSCGJJ6Z+IrUqoXUtFxNJYIiEiJHz/vkfn3Jkzi5lP5veb+U1er+c5T5nznV/5tee8c7bv6ZcAIKBf9QcA0BkCAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIDe+C/fp1agG6l62KhlcNRXsL0L1sVTQ8gYCeYauj4QkI9AxbHQ1PQKBn2OpoeAJCT3jttdfSxRdfnFZfffX0kY98JB122GHVIX2erY6GJyDUy0svvZQGDx6cttxyyyIa/fr1K5eFFlooPfbYY9Vf6dNsdTS86t1WbS0Q9fzzz6ff//73aZNNNiki0TwaeVlwwQXLv/7617+e3nrrrepH9Fm2LBpeNRZtLdAVzzzzTDrzzDPTBhtskBZYYIFW0chHH/koJB+N5KOSnXbaqVx30EEHVT+uz7Jl0fBEgu7w5JNPplNOOSWttdZarYKRl0UXXTRtt912xXWPfP2juWnTpqUvfOELxbgcnGuuuabF+r7KVkfDExCiHnnkkXTCCSekNdZYo1Uw8rLYYoulnXfeOV122WXpjTfeqP56C7fffnt5imuZZZZJzz33XHVIn2Oro+EJCF0xceLEdMwxx6SVV165VTDysuSSS6Yf/ehHafTo0WnWrFnVX+/QiSeeWH7OxhtvnN59993qkD7FVkfDExA+zJ133pkOP/zwtMIKK7QKRl6WXnrptPfee6frrrsuzZ49u/rrnZaDsdFGG5Wfe/LJJ1eH9Cm2OhqegFCVd+Tjx49PBx98cPr85z/fKhh5+fSnP53222+/dPPNN6c5c+ZUPyJsypQpRZDyf8fCCy+c7rrrruqQPsNWR8MTELIcgRyDfffdt4hDNRh5yTHJUclxqeXppTFjxpT/nV/60pfS9OnTq0P6BFsdDU9A5l/5dFM+7bTXXnuVf+qvLvm01RFHHFH3I4EDDzyw/GfYZZddqqv7BFsdDU9A5i/5wvaoUaPSHnvsUVzwrgYjL/kC+bHHHltcMO8p+YHCr33ta+U/04UXXlgd0vBsdTQ8Aen78i20I0aMSD/84Q+LW2urwchLfgo83wX16KOPVn+9x+TbhPv371/88y2++OLp8ccfrw5paLY65ktvvDo5TbzupDT9X3+vrqKXyA/n5Yf2BgwYUDzEVw1GXvJDf6eeemp66qmnqr/ea5x//vnlP++aa645T3d59TYCwnxp3Hk/KI5ahh++XBETeoepU6cW04NsscUWrSYrzEt+yjtPL/I///M/xXQjjWLHHXcs/x0OOeSQ6uqGJSDMl+699vjy1Neok9ZM78zu+Cljaic/sZ0nK8wP3rU1WWH+WZ7I8LzzzismNmxE+Whq+eWXLyM4duzY6pCGJCDMl957d2664Zyty4jkI5L33qvdbZ20NGnSpHTGGWek9ddfv1Uw8rLIIoukrbbaqrjwnCcr7AsmTJhQBnLZZZdt2Bg2JyDMt96eNT1dOXD1MiJ/GXVEdQjd6B//+EcxWeF3vvOdVsHIS77O8YMf/CANGzas1WSFfcXAgQPLf99NN920ps+i1IOAMF97/eWn07DDli0j8sSdF1WHMA8efvjhYrLC5rezNl/ynUn5GYk8WeHMmTOrv97nzJ07t7iG0/Tvn28AaGQCwnzvxX9MSBf+/KNFQAb/fJH0wj9uqw6hC/KdU5tttllaaaWVWgUjLx/72MeKyQqvuuqqLk9W2BdMnjw5LbXUUsV3kW8UuPvuu6tDGoaAwPv+ftfF5VHIsEOXSTNe6r23hfZWr7zyStpzzz1bBSMveXrzPFnh9ddfn95+++3qr8538ky/Td9NflK+Uac6ERD4t3tGH1lG5IqBqxXXSPhweQ6qs88+u/xTddOSH6Dbf//905///Odunaywr8jfTdN3tdtuu1VXNwQBgX/Ld2H96bzty4hcf/aWxd1atG/cuHFp1VVXbXXEkZeTTjqpOpxm8um71Vdfvfy+Lrqo8a6/CQg0M2f2zDTqN98oI3LH5fPP+627It9RlZ8Qbx6Mj3/84+moo44q//43v/lN9deoeOihh8qn7PMNBU888UR1SK8mIFDxxrRn0/AjPlNG5NFbz6sOmW/lc/X5xUz5OY2mUORnG372s58Vz2vksAhI1+SHKJu+s29+85sNNdWJgEAbpk66Jw35Rf8P7sw6YOE05bGbqkPmK/l5hfxQ36c+9akWRx357Xv3339/OU5AYrbffvvye/vVr35VXd1rCQi046m/Xp4u2H+BIiJDf/WJ9NqLfWsm1c7KT1DnPxk3D8cXv/jFdMUVV1SHCkhQvoOt6c2JeaqTfLdaIxAQ6MB91w4sT2VdfuxX0lszX6kO6bPyZIW77rpri3Dk8/T54nh+10VbBCQuvyWxaaqTT37yk+mFF16oDul1BAQ68t576c+Ddi0jMvaMjdO7c9+pjupT3nzzzXT88ceX77FoWvILnPL7vjsiIPPmuOOOK7+/zTffvNdPdSIg8CHmvDMrjTl17TIitw37aXVIn5Ff2tQ0a2zTkt+5ceedd1aHtklA5k2e6qT5BJOnnXZadUivIiDQCW/OeDGNOHL5MiIP3nRGdUhDu/fee1vNjLvccsuloUOHvn8Q9l51eLsEZN7lU4ef+MQniu8wT3Vyzz33VIf0GgICnfTKsw+kIQcvXgRk0AELpckPNv47HV588cViipEFF1yw3PF/9KMfLZ7neP3116vDP5SAdI8rr7yy/B5XXHHFNGPGjOqQXkFAoAsmPTAmDdp/wSIiFx2yZHp1yoPVIQ0hz0eVT4/kiQ2bH3XssMMO8/R6WAHpPvvuu2/5Xe6+++7V1b2CgEAXPTDutPJU1vm//GKaMe1f1SG92tVXX138qbZ5OPJ063nOqnklIN0n38yw2mqrld9nnuW4txEQCLh16E/SSbv2S3tv0i/9Yvd10+zZbd/W2ps88sgjxZ09zcORZ8nNr4rNF2+7g4B0rwcffLCc6mSJJZYovt/eREAgYO6ct9NJv9gwrbdyv/SZT3xwi2tv9eqrr6Zf/OIXaeGFFy537vmvDz744GJddxKQ7nfuueeW3+m3v/3tXjUdvoBA0GvTXk7f/OoKvXaHmadQ/9///d+09NJLtzjq2GKLLdKjjz5aHd4tBKQ2tttuu/J7Peyww6qre4yAwDzIO+I8C23esPOdTCNHjqwO6RE333xz+upXv9oiHF/5ylfSNddcUx3arQSkNl5++eX0uc99rvhe81QnN954Y3VIjxAQmEd5Y26agmKxxRZL9913X3VI3eQ7qJpPzJeXfKfV7373u7qc+hCQ2rnlllvK260//elPF7dg9zQBgW5wzjnnlDvOz372s+m5556rDqmp/MzGkUce2WKa9byz2WeffdK//lW/u8QEpLaOOeaY8vvdcsstu/SQZy0ICHSTAw44oNy4v/WtbxW3YdZa3oHkN9nlp8abH3VssMEGPXIkJCC1la9rrbvuuuV3/N///d/VIXUlINBN8sa92WablRv3TjvtVNM/Id5xxx3pO9/5Totw5HmsLrvssurQuhGQ2ps0aVI51Uk+4vzrX/9aHVI3AgLdaNq0aWmVVVYpd6JHH310dcg8e/bZZ4snk5uHI8+cO3DgwLoc9XREQOrjj3/8Y/k955sjItPOdIf5JiD9LuhXLFBreSfa/NbZ4cOHV4eEzJo1K5144onFhfrm8dhtt93S5MmTq8N7hIDUz09/+tPyu/7Rj35UXV0XNdujdnWH3dnx09+ens55+Jy03bjt0hdHfDEtPmTxtOiFi6YvjPhC2ummndLFf784zZ7b+p3Cnf186A75jpk8k2reuPOTxJ2dDr09+U+c+S2AzcORr7Pcfvvt1aE9SkDqZ+bMmWnVVVctv+9LLrmkOqTmarZH7eoOuzPjz3343PTxoR8vx7a3fGb4Z9Kop0e1+N3OfD50p0GDBpUbd36XeJ6mu6smTpyYNtxwwxbhyLdwDhkypFe+bEhA6uuBBx4oZk/O3/eSSy6ZnnzyyeqQmqrZHrWrO+wPG7/fhP2K9QsOWjDtfPPOafTTo9OUmVOKo41ps6el+16+Lx3916PTpy75VJuf1dbPoNYOPfTQcoe6xhprdPpc9dSpU4tTFM2nWc8XTI844oheO7V3JiD1d/bZZ5ffeb6poh7P+zSp2R61qzvsjsaf9dBZxbplhy2bbnvhturqFnJMfnzrj1t9VkefD7WSjxK22WabcgPfdtttOzxyeOedd9Lpp59ePt3etOSpLHrbRHptEZD6y3f6DRgwoPzeDz/88OqQmqnZHrWrO+z2xr86+9W05EVLFkce418YX13drl/f8+sWf9/e50Ot5aOOPF160wbe3lxGY8eOTSuttFKLcOTpvG+66abq0F5LQHrGSy+9VDzAmr/3fNQ6bty46pCaqNketas77PbGn/ngmcXP8wXyedHe50M95Hv383WQpp3r4MGDy3WPPfZY8VRx83AstdRSxSys+dmSRiIgPSe/z6XplGd+sLQeMxDUbI/a1R12e+O3vmHr4uf5mse8aO/zoV7yg39NFzzzHVp5YsNDDjmkvFsrL3ma9QMPPDC98sor1V9vCALSs37961+X3//WW29d0wdZs5rtUZt22F1dqj5/6eeLnz/7xrPVVV3S3udDPeVbLZsfaTRfNt100/Twww9Xf6WhCEjPykes66yzTvm/QZ4LrZZqtkethqGzS1X/If2Ln781d97e+Nbe50O97bLLLi3CkW+/zPNZ9QUC0vPyKdGmU1n5P2upZnvUru6w2xsvIPQl+RWlORjVo496TrleSwLS8/bbb7/yf4P8Tphaqtketas77PbGO4VFX5EvajZ/mvxnP/tZj7z0qZYEpGeNGjWq/P5XWGGFNH369OqQblWzPWpXd9jtjXcRnb7grbfeajEN909+8pPi5/mc9e9///tWr53dfPPNa/ba2VoSkJ6T50PLd+/l7z7fmHH33XdXh3S7mu1Ru7rDbm+823jpC/bYY49yx5qnJqmeqnr11VfTQQcdVNyF1TQu/3X+WV7XKASkZ8ydO7d4B0zTd3/qqadWh9REzfaoXd1htzc++iBhntakufY+H2ot70ibNux8WiG/37o9jzzySHH00fxoZJlllimOUhrhmRAB6RnHH398+b3nd9J0NNtBd6rZHrWrO+yOxjcdheSpTCa8OKG6uoXX3n4t/eTWn7T6rI4+H2pl5MiR5R0xeXqSHIjOuPrqq4vrIc1Dkq+X5IfFejMBqb/bbrstLbTQQsV3/slPfjI9//zz1SE1U7M9ald32B82fp/x+xTr85HILjfvksZMGpOem/lcMZlijsbElyem4+49Li03fLk2P6utn0Et5VfKNr27I2/gN954Y3VIh/JprtNOO624Q6t5SHbYYYf01FNPVYf3CgJSX/n0Zn4LZf6+F1hggWI6nHqq2R61qzvszozPkyp+bOjHyrHtLZ8d/tlWF9078/nQXZ577rlybqK8nHPOOdUhnZbv3tp7771bzMybn2g/6qijOj27b70ISH3tuOOO5fedZzWot5rtUbu6w+7s+Dzbbg7Jtjdum5YfsXxabMhi5Qul/uOm/0jD/j4svf1u63vpO/v5MK/ya2Xzy56aNuwDDjigOiTk3nvvTeuvv36Lo5E859HQoUNrPmVFZwlI/fzhD38ov+tvfOMbafbs1i/SqzV7VOhGeUe+0047lRt2vqDZ3Re/R4wYUZ62aFrWWmuteX7rYXcQkPrIU97079+/+J4XX3zx9Pjjj1eH1IWAQDc6+uijyx3oKquskqZNm1Yd0i3yUc7AgQPLnUjTkm8XnjJlSnV43QhI7c2aNavFA6gXXnhhdUjdCAh0k+HDh5cbdX4wMO9May0/PLbrrru2iEj+E+mJJ55YPLxYbwJSe/mUaNN3nOdV60kCAt0gnz5adNFFi406PwV8yy23VIfU1IQJE1pcd8lLnjbliiuuqA6tKQGprauuuqr8fr/0pS/VfKqSDyMgMI+eeeaZFi+LGjRoUHVIXeSHx/LpjOb/LHnZaKON0v33318dXhMCUjvPPvtsOeVNnqXgrrvuqg6pOwGBeZBvo11jjTXKneahhx5aHVJ3+U+l+b3YiyyySPnPlZ9DyZM35lef1pKA1EaeqiRPgdP03Z588snVIT1CQCAo/4l/2223LTfqbbbZpm5TSHRG3pkPGDCgxdFIfhr+jDPOSO+88051eLcQkNo44YQTyu91k0026TX/PxMQCDrssMPKjfprX/tar3uor8mf/vSntNpqq7UIycorr5yuu+666tB5JiDd7+67J75/NPnBO2SWXXbZ4iHV3kJAIGDoRYPLHWW+5jBp0qTqkF4lP4uSn4Zvmu67adlqq6269RkCAeleM2bMSuuu+8u0zDLrpf79l0vXXnttdUiPEhDookcm3prWXukjaanFP5hS5I477qgO6bVeeeWVdOCBB7aYNj7fNfbLX/4yvfbaa9XhXSYg3euII25Ka655RlpxxZ+no48+r7q6xwkIdMGMqU+m3/x46fSfG/RL66zcL135x0uqQxrCQw89VJxLb340kk+PnH/++cUF2ygB6T6jRz+Wvv3tC4plt91Gptmzu3dGg+4gINBJs9+clq44bpV0wX790om79EujBrd850wjGj16dPryl7/cIiRf//rXw8+xCEj3+Oc/p6X11htSxGP99Yekp5+e96PDWhAQ6IR3352Trjtr8yIeebnp/P/IE19VhzWkPAnfKaeckpZYYokWIclzej399NPV4R0SkHn39ttz0667jiyPPq66qvuuUXU3AYFOuH3EgWU8Rp/8rTTn7TerQxreCy+8ULyrPb9XoikC+RrPMccck954443q8DYJyLw77bTby3j813/dXF3dqwgIfIiHbzm3jMfw//psmvla77mNshbuueeetM4667Q4GsnvNhk2bNiHThsvIPNm/PhJZTwGDBiRXn+99aspehMBgQ5MeWRcGnTAQkU8hhy0WHrpmXurQ/qsSy65JH3uc59rEZLvfve76e67764OLQlI3NSpM9Ommw4r4rH22oPT3/72YnVIryMg0I5pLzyahv7y4x8cfey/QPrnfVdWh/R5M2fOTMcee2w5UWRe8imuPffcs813bwtIzLvvvpf23ffa8uhj8OCJ1SG9koBAG9564+V0+dFfLk9dTbzupOqQ+Up+UPKHP/xhi6ORfNE9z8nU/E14AhKTg9EUjxySHJRGICBQ8e6ct9M1p29YxuP/Xbh7dch8a/z48WnNNddsEZIVVlghjRo1qlgvIF2XT1XlU1Y5HvkUVj6V1SgEBCpuvXivMh5jTlsnzX2n/i9m6s3yg4YXXHBB8eBh85BsvPHGaezYsQLSBfkieb5Y3nT0kS+iNxIBgWb+Nu53ZTxGHPWFNGvGv6pD+Lc89Umevj5PhdIUjTxtvIB0Xr5Ntyke+fbdRiMg8G+T/nZ1GrT/gkU8LjpkyfTqlAerQ2jDE088kb7//e+3OBrJS34n/JgxY4p3eNNafkCwKR75wcH8AGGjERB43yvPPpAuOniJIh75tt1nHuxds542ghtuuKG4HlINSX5He35v++WXX17c1UUqpibJU5TkeOQpS/LUJY1IQJjvvTnjxTTiyOXLU1cP/un06hA6Kb+oar311iuiUQ1JXvr375+233774qHEnn6fd0/JRxp5csSmo488aWKjEhDma/kC+ZjffreMx/hh+1SHEJRv/T399NOLoFRDkpf8yt2tt946DRkyJL388svVX++zzjzzrjIeebr2RiYgzL/eey/9efBuZTyuPeN7xS28dL/8Fr1zzz03fe9730sLLrhgq5jk95Nsuumm6Q9/+EMxJ1dftvnmHzxtvu22I9KMGf/3DE0jEhDmW/eNPaGMx+XHrJjemvlKdQg1MHXq1DRo0KD3d6Sbt7iDq2nJT7pvuOGG6ayzzkqTJ0+u/nrDGzPm8XTQQdenxx5r/KMuAWG+9PT9o4vpSXI8hv7qE+m1Fxr3PHQjmzZtWho6dGgaMGBAMfNvNSZ5WXvttdNvf/vb9NRTT1V/nR4mIMyXrj97yyIegw9YOE15rLHPQ/cVecr4Sy+9tHgPyWKLLdYqJHnJT8H/9rfnpSef7NszIjcKAWG+lGfZHXvGxunJv1xaXUUv8Oabb6aRI0em3XffvcWLrhZaaNG0zDLrpBVXPOD90PwxnX/+vemJJxr/VFCjEhAaXtN1jA9baEx5ssY8Rcpee+2Vlltu5feXrdKqqx5Z3smUlx/84PJ0zjl/SQ89NLX669SQrYqGVw1FewuN75135qQJEx5KAwfekLbY4pIWEWlattlmRDr99DvTxIkv9JW3DvdatioankDMn/KU5/fd93z63e/uSN///qWtQpKXLbccnk45ZUK6557n0ty571Y/gnlkq6PhCQhZnhb9rLPuTtttd1mrkOQlT5V+4onj0x13TH7/SKbrMWn+WbfeOqm6upWmsW3paF1bujq+Xmx1NDwBoerRR19K553317Tjjn9sFZK8bLTR0HTccbekW26ZlGbPnlP99TY1//0ddrj8QyPU0U6/o3Vt6er4erHV0fAEhI489dSr6YIL7ku77PJ/8081XzbYYEg66qib07hxT6ZZs9qPSdP4nXe+svjPSy/teLbmjnb6Ha1rS1fH14utjoYnIHTW5MnT05Ah96c997yqVUjysu66F6ZDDx2Xbrrpn9VfLcfceeezxX9uvPHQNH16+y8b62in39G6tnR1fL3Y6mh41but2lqg6vnnX0/Dhz+Y9tnnmlYhyctttz3TYnzznfjBB99Q/HW+gN+ejnb6Ha1rS1fH14sti4ZXjUVbC3Qkv4f8iiseSfvtNzattdag9N3vDk4PP9zymZLmO/H8Po/8HvO85L9uS0c7/Y7WtaWr4+vFlkXDEwm6U54h96WX3qz+uNVOPB995L/PRyNtqY5vrqN1benq+Hqx1dHwBIR6qO7Ec2g22eTi4md33TWl2cgPVMc317Suq0tvY6uj4QkI9dDWTnzEiIeKn+U7s/KDjc21Nb5JNQydXXobWx0NT0Coh7Z24nPmvFs+azJy5KMt1rU1vklH69rS1fH1Yquj4QkI9dDeTjzfrZV/vtlmw9Ibb7xd/ry98VlH69rS1fH1Yquj4QkI9dDRTvznP7++WHf22XeXP+tofEfr2tLV8fViq6PhCQj10NFOPD/tnm//XWedwWnKlBnFzzoa39G6tnR1fL3Y6mh4AkI9fNhOPM/6m9cfccQHb7jsaHxH69rS1fH1Yquj4QkI9fBhO/Fp095K3/ve0GJMfhdJR+M7WteWro6vF1sdQCd0Zid+ySUPFmP22GN0h+M7WteWro6vFwEB6ITO7MTzFO/bb395Oba98R2ta0tXx9eLgAB0Qmd34vkdIwICAB0QEABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAj5/6G1FxMv5frpAAAAAElFTkSuQmCC)
| Product Number | 3H31-7-4P |
| CAS | 2306261-77-6 |
| MDL Number | MFCD31743230 |
| Molecular Formula | C5H8ClF2N |
| Molecular Weight | 155.57 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-7-4P
CAS: 2306261-77-6
Molecule Weight: 155.57
Formula: C5H8ClF2N
![7,7-Difluoro-2-azabicyclo[4.1.0]heptane hydrochloride](data:image/png;base64,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)
PN: 3H31-7-4N
CAS:
Molecule Weight: 169.6
Formula: C6H10ClF2N
![1,1-Difluoro-5-azaspiro[2.4]heptane hydrochloride](data:image/png;base64,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)
PN: 3H31-7-32
CAS: 1215071-12-7
Molecule Weight: 169.6
Formula: C6H10ClF2N
![1,1-Difluoro-5-azaspiro[2.4]heptane](data:image/png;base64,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)
PN: 3H31-3-90
CAS: 1215166-77-0
Molecule Weight: 133.142
Formula: C6H9F2N
TSCA: Not listed on TSCA inventory