Network Difficulty
5511416
Hash Rate
5.000 MH/s
Avg Block Time
18.08528s
Total Supply
16765027
Mempool
Fee per KB
0
Block Size Limit
0.00 kB
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Transaction Details

SMART CONTRACT

Smart Contract State

SCID Reserves

SCID Amount (Atomic Units)
0000000000000000000000000000000000000000000000000000000000000000 0

String Variables

Key Value
C 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Transaction Information

Root Hash
Built Height
7572332
Block
Timestamp
1788554979372
Timestamp (UTC)
2026-09-04 20:49:39
Block Age
1h 04m ago
Fee
0.10262
TX Size
11.398 kB
Version
1
Confirmations
207
Signature Type
DERO_HOMOMORPHIC

DERO Asset

2
Ring Size
0.10262
Fees
0.00000
Deposited
Sender
dero1qy8p636k68gmgn09w4j44nktecsm6tvx92tp3fct6hs725chmvqpkqqrs3slr

Ring Members (2)

Smart Contract Details

SC Balance
0.00000 DERO

Smart Contract Code

Smart Contract Arguments

Name Type Value
SC_ACTION uint64 1
SC_CODE string "Function InitializePrivate() Uint64 10 IF init() == 0 THEN GOTO 30 20 RETURN 1 30 STORE("var_header_name", "xswd.js.gz") 31 STORE("var_header_description", "") 32 STORE("var_header_icon", "") 33 STORE("dURL", "") 34 STORE("docType", "TELA-JS-1") 35 STORE("subDir", "/") 36 STORE("fileCheckC", "0f494075d609303e7f5b58d50e730568eb95b3d30ebbe69dfc9a731f2227ffb5") 37 STORE("fileCheckS", "264ceb829ba559d05eeb1670950bdd37902cbe3f08e88458ce58796c804bec65") 100 RETURN 0 End Function Function init() Uint64 10 IF EXISTS("owner") == 0 THEN GOTO 30 20 RETURN 1 30 STORE("owner", address()) 50 STORE("docVersion", "1.0.0") 60 STORE("hash", HEX(TXID())) 70 STORE("likes", 0) 80 STORE("dislikes", 0) 100 RETURN 0 End Function Function address() String 10 DIM s as String 20 LET s = SIGNER() 30 IF IS_ADDRESS_VALID(s) THEN GOTO 50 40 RETURN "anon" 50 RETURN ADDRESS_STRING(s) End Function Function Rate(r Uint64) Uint64 10 DIM addr as String 15 LET addr = address() 16 IF r < 100 && EXISTS(addr) == 0 && addr != "anon" THEN GOTO 30 20 RETURN 1 30 STORE(addr, ""+r+"_"+BLOCK_HEIGHT()) 40 IF r < 50 THEN GOTO 70 50 STORE("likes", LOAD("likes")+1) 60 RETURN 0 70 STORE("dislikes", LOAD("dislikes")+1) 100 RETURN 0 End Function /* 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 */"

Prove Transaction

Prove that you sent DERO in this transaction. Obtain proof using the dero-wallet-cli command or from your wallet statement.

Note: The proof is sent to the server for verification calculations. Payload proofs are user-provided display proofs; for the strongest verification, confirm with the receiving wallet.

Raw Transaction Data