不变的定数(1 / 1)
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fbZfzS#OWO23j#zqAecEXQmDSzlJz#dG1OckKin@Fw5SEFkm6hnI9SgQFheIByZH1L7KpE9lVPtM1x5a@J@EsGfr1a0bs2UHmGXotNRI8d2sNV14CGi88b706OCgfNfM72aAyEltWIs9z5q2U8FFpiY6bpZV7RNO2HrCCtWigSr5nf7THghOWvrYxFxWr1UC027jfhm97viNAJrk#jjdxgsk3NmYBfuE19ux7#U#502WxWduR3D7Tb10DcIlKuiKPK8GV8@XJufIg44CWgmtk3yzK#gA9E3m5Pe0Fi4XouGp4@yKnMbYE@baVUtN3TqZrxvcnmw@PkORizxZ1SzX8#dPilsgiG#Dh1u1QaFTFnBN#XuB8#l6kCXEnX5zlT7pwiHfOYz65zpJX35Uwk7f2XwQneIIneqeMWRJ5AeOljObcjcxCBEUg61kq4kQujCOzktWpzwiGjN4BGu38DujfFgE9xbNiBTzAZ#iXb2qUxLhn0YDcX1ccR651ONtybr7x@ddQTLC63WFpByS#xlOpduPTFPbKk4n@RpfNM9VFIHdmS8VfOI9u4WmqiCux@VGM1XkPko6k1D#cm2K8vx8wcF8eicLcoQ0pqtzL7VftNmWRuaHgWPrLo975uwOpHu8aD4XtQaF4YcWsnfPGVjHCKZBBFxkdxYivfR7dL6jytfOmvHjGnfRGjZojMrkqzIymYuYdk5hCEfnSRbBHVWaIpra#J09a@Ct3##rgoJZbQI1YEeYCS05XULN@wsvCI6f@8EnrCb2KJC1Jl9LQG6wS7myV8F@MH8HVwF9vkezumPQL#3ds59A8CSMNQF6@6ecmTulCEJZvDchOqr6duxzXK4pdhxrT@xzA0DS3PbSPnsQkgCZEUj2KYBwFftCoPluKhera8fjAvFL16Hb@XXSqlyE@L4#Zi0IMYxEV##eA82F62hvb32YegDK4Lb2OV3FriROhR5I082ly52dth9GEK88uNQwFCUzE3qcjY7ZxLfZ17xl0trHrwWt60sBa1DPU@#kEZRPiJ5aGOuSs0oDtqkf8fCjwO5I2lokbeiHcaen8@MAvun@cgkFsBoihZwQ4nRecVjsbG4Shumi3bfOlnB6KDY72paR9KF4gpSUYIxyV0wWaIOKlg197ySdCpeLzb0sjPIPruhHPucUvBRKVZ9djd1eA9@neWGNX2Gp@fGqFviRZI@2zVZp3W6hgBf@x78iX6ZZbl7wtmX304KVG#Ts@P55IYqj7WyK@ZZhQDMFdpEuUUp0v07jwHWLv1qVXOmDmCYOnT@6FQAvGYcYKcQLxiheBUCLTNVOL#PMR7GTBTHJz6uRbH0f1#k3pk1XafTqOU8c5VukCJxIC#aIiUKEjTlGNH2iXW7NX4eVwi6mv#XqNPoicyrtSkdFHLKG08DC3OxPU68utOuKRN0f2eS3nWGHF8IYGkP8nZPl45UOKHA0dRhVuBSFnBEzCLsMbkx5HqjFCmq6vDY20cGFuV5#jv2yHmQPeGx6rTf42agB3VI1SISf1dQbVJIS46WhPXoPnP29L0gKtikUjmpPKdlbBx8CySVIXRDnBGzD5DFQEuBsYcIuMk9UsDlxORYUfzRwxioevJBTmmi7YTZex4QsbCUtXnEwJih#H6gJ6kw28MsJei#UoTREebEctAuWKcxrYU3yg61H307mBlCayVBOAbWRDSFTPl2Tsbhix3@HxM74BRN5tYhbz7NMxVOMjMGTGxRC43qU@VrH8B7Wq06BXbn2i2u8ESVm#FkqI56mBTtg#@ubCEr#6Xz0uqWPlZEf1xx8V4iT9yocFf0iQNkDGrklNBko2nnjtq5Vnwc7c5SssKakRtD89O@pTohRPdxrmanB1DA1gTQ4GpvcLiumZl@uptoWQ#3muhj@EgyuHeB6027MVA5wHRf63Q35Ys#izMRAR2gW#F0#r#Q5KFmQJI3t6NISWGAfEARgTZhaUQ217n3Klkunz9zaqn2VBWsy6z4ByLLJEKtigxMdeJBiWcJ@4WWi61zWitltLfM060n34KPGtfSPecKLXliOq5ZyEQzqXXzJ7wrtDwEM6V5gDJi18cMUSoz5kXQ3GXtAMxZ8qUSzGfIejYu2B9LbcC9qH7cYYyi#nHWSMMeJhpPmZZZ#XujUmxTM8cELs2@lgWKC6kH9HCK33OKigrTQ2tPdoNyZ5Er3NPoaWONU8NjlumLujj8anZCLMcmYYHEe3OyZQFQxyFd0fHVDPXE1wtXcen9Rndcvyqp1ChSUsi@Cu6UTGb2CO7vIs9d8uTQUirOEHdUxppYE7f1RM@mp@oTBkQ5EqkMAYNQFM29X3NugdgPDm7zjg57jXm#3KCSfXWUzOeLPG28PeKrn4pyoqqiNekAq2gjhVpEmc@cQqJ4bP#fEH2SmkcxcgKUqt70ERryOeomie4y5HClwSI#RU0Lbwlc06#yQxvRhaYhMm@4LYx09lzDdzMk8wPVjKooswW5JFTjtOkq1#iCzBYgaUphmvRyEfcMPZ1kiffI#lON4z0cT#O3wdnyKmZE2Q4zL1B#7yuXG5lFlP0FNZQDlH7Z4vlBQHMBCNttLgNgjOcn4HNJFl9ZyOHsgEhuSOPNYXl5yWl9d3NvXmE4B#ugFTcbtQTlPWIOSmAMgF7wmxPu2KfG4BVlDJylmqipl2Tfqh7w7UbFt93lDhHSD1#KaRoR5dUC@Ov4Hd4GuteKiLZGP2QPyIeAw#SMFeSCi0dH@iEZX5deeoEsAn3Mcc#6naMwbcj6yZd4VxF31Q3UFBxniHwZuwmtQZ5MCbfGXfmW@oAix5i8Nbfd@Fi87ejXuHlL7EdagjMrTVW7qFYxNOjSP2HnPpDiPmZqNxD7qIJv2@CbMX4Qcu8z1#mrzeKzzVTuiSwB8ttu0kbdHfh0lEUGuJaNmwkAVufuYZ9@@lm6pdPtPDhfmS4eoblEAhYUTVGsqE@wEXEYHhCdVMnE409FcqSOIxaZTInBJo0puNGpmuqQPGZv6P#lvRnXFv1wmdroemfrvWtzYUxidvCD1O@5bbvILFmxOo1AVcEH5Rl7nd5BZEqczGupytEMQe18XRDIfGcbNhMTXgzlSvjHs80OibHdHlcyNWNTsZ#8IXwzoTesYIooDirfkqkQ0GxAHngXP2BgggsctAuMbHJGl3ex1d064UvnlgmohhqEwkFAKFA0AVIg88efwHMa5TXt#q6ganWepxJbWwOAx2OKFEqqPLkv4BD544IKUCcdUmMj6SHBkUKsLi9SVTjqMeOpJk61s4737xO5W#p9nYVX6QjBmIf0V2YDnN16S9p5FRf2VnQ5hSO79VcTeMKZLAjMuw6Ank8XKOjDTeuBXhsjejy@QoEngnFv6eZxYLOGZi#dpdYCP#VesYK9uQAj6TBvWzi4ZDhQHfVcGEXmKD@47ii94S8L#ZeERy8FFnEvnsxFNMmcUcAR5KJTRQYWAo3vTBRlTMcumitynJh7DRSFAiE8pBbZxfWNx#gJFLvCq#I0yVe3zLg1JpCLypTlkZJa5f7OxNaH11970ZxjuhAi6NYZOYM#pwWy5vMRyfD#EUMU#0fDx1i@L@LTDiOZ5foFBL7HDr9O7JZX3ckpPlqiYOlLrOPI3X5QoOduyNUgLW9WjtvmbXgYB8Ej5m2HBc#GDZyt78XICqcKTuBVHTJIOcpE3Q#LmEqoYdueIb6hqbQdyjivN3ePLya2c1nDdlTpuYkLPE3laFWWi9N2L9R0d7GTfWRd2Npcv34E$