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My childhood starterpack, born in 2001 | /r/starterpacks
Uploaded by Reddit Moments Jun 01, 2022 at 07:27AM EDT
reddit /r/starterpacks exploitable
Origin Entry: Starter Packs
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![Mindless community Discord Delusional gamblers HOPIUM Arrogant idiot of a founder Crash to $0 Unsustainable incentives Anchor Reliable Savings Protocol Earn 20% on USD with Anchor Protocol Better Savings Useless whitepaper - Buy n RCs. First let's show that R< Rº. It is easy to see given that R = R+n(1 + fee) PC, where PRC > Pin > 0. Then, by definition of Psc, it holds that Psc = min (Psc c) ≤ Psc = min(Psc, ). Now we will prove the theorem for 2 different cases: • If Psc = NC ≤ Pc: in this case Pc, hence we can define Pc = FC Y for some y € (0, 1]. Note that from Psc = follows that E(R, Nsc) = R-NscR = 0. Making substitutions we have: NSC Nsc E(Rº, Noc) R-NPsc E(R, Nsc) NºC = Σ Noc NRC R+n(1+fee) PC R+n(1+ fee) Pic - Nsc ≥ 0, NRC + n Nsc (R+n(1+ fee) Pc)(1-7) ≥ 0, NRC + n which holds due to (1-7) ≥ 0. NRC • If Psc in this case Psc = P = Pc. By definition Phc R-Nsc Psc. and given that R- Nsc Psc > 0 we can define Pc = R-Nsc Psc a for some a 2 1. Making substitutions we have: NRC E(Rº, Noc) R+n(1+ fee)Pac-Nsc Psc NRC + n E(R, Nsc) NRC Nac NRC R-Nsc Psc > NRC R-Nsc Psc n(1 + fee) R-Nsc Psc a R-Nsc Psc > NRC + n NRO+n NRC NRC n(1 + fee)a NRC + n(1+ fee)a + ≥ 1, NRC + n NRC + n NRC + n which holds given that a 21. + ≥ 1, Sell n RCs. Given that R = R-n(1- fee) Pac, where Pc = R-NgcPsc > 0, it follows that R2 Rº. Then, by definition of Psc, it holds that Psc = min (Psc ) 2 Pc = min (Psc, F). Note that the Sell RC operation is allowed only if r(Rº, Nc) ≥rmin, hence Pc = Pc and Psc = Pc. Making substitutions we get: Another shitcoin](https://i.kym-cdn.com/photos/images/newsfeed/002/377/846/65e.jpg "“I lost my life savings to crypto” starter pack | /r/starterpacks")
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Starter Packs - My childhood starterpack, born in 2001 | /r/starterpacks
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Uploaded Jun 01, 2022 at 07:27AM EDT
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