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ETHEREUM: A SECURE DECENTRALISED GENERALISED TRANSACTION LEDGER BERLIN VERSION 32 Value Mnemonic 0x30 ADDRESS 0x31 BALANCE 0x32 ORIGIN 0x33 CALLER 0x34 CALLVALUE 0x35 CALLDATALOAD 0x36 CALLDATASIZE 0x37 CALLDATACOPY 0x38 CODESIZE 0x39 CODECOPY 0x3a GASPRICE 0x3b EXTCODESIZE 0x3c EXTCODECOPY 30s: Environmental Information δα Description 0 1 Get address of currently executing account. μ′s[0] ≡ Ia 1 1 Get balance of the given account. if σ[μ [0] mod 2160] ̸= ∅ s otherwise 0 1 Get execution origination address. μ′s[0] ≡ Io This is the sender of original transaction; it is never an account with non-empty associated code. 0 1 Get caller address. μ′s[0] ≡ Is This is the address of the account that is directly responsible for this execution. 0 1 Get deposited value by the instruction/transaction responsible for this execution. μ′s[0] ≡ Iv 1 1 Get input data of current environment. μ′s[0] ≡ Id[μs[0]...(μs[0] + 31)] with Id[x] = 0 if x ∥Id∥ This pertains to the input data passed with the message call instruction or transaction. 0 1 Get size of input data in current environment. μ′s[0] ≡ ∥Id∥ This pertains to the input data passed with the message call instruction or transaction. if μ [1]+i < ∥Id∥ s μ′i ≡M(μi,μs[0],μs[2]) This pertains to the input data passed with the message call instruction or transaction. 0 1 Get size of code running in current environment. μ′s[0] ≡ ∥Ib∥ σ[μ [0] mod 2160]b s μ′s[0] ≡ A′a ≡ Aa ∪ {μs[0] mod 2160} 0 3 0 Copy input data in current environment to memory. Id[μ [1]+i] ∀i ∈ {0...μs[2]−1} : μ′m[μs[0]+i] ≡ s 0 otherwise The additions in μs[1] + i are not subject to the 2256 modulo. 3 0 Copy code running in current environment to memory. Ib[μ [1]+i] μ [1]+i < ∥Ib∥ s ∀i ∈ {0...μs[2]−1} : μ′m[μs[0]+i] ≡ s STOP if otherwise μ′i ≡M(μi,μs[0],μs[2]) The additions in μs[1] + i are not subject to the 2256 modulo. 0 1 Get price of gas in current environment. μ′s[0] ≡ Ip This is gas price specified by the originating transaction. 1 1 Get size of an account’s code. ∥b∥ if σ[μ [0] mod 2160] ̸= ∅ μ′s[0] ≡ s 0 where KEC(b) ≡ σ[μs[0] mod 2160]c A′a ≡ Aa ∪ {μs[0] mod 2160} 4 0 Copy an account’s code to memory. ∀i ∈ {0...μs[3]−1} : μ′m[μs[1]+i] ≡ otherwise where KEC(b) ≡ σ[μs[0] mod 2160]c We assume b ≡ () if σ[μs[0] mod 2160] = ∅. μ′i ≡M(μi,μs[1],μs[3]) The additions in μs[2] + i are not subject to the 2256 modulo. A′a ≡ Aa ∪ {μs[0] mod 2160} b[μ [2]+i] s STOP μ [2]+i < ∥b∥ s if otherwisePDF Image | ETHEREUM: A SECURE DECENTRALISED GENERALISED TRANSACTION
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