DERO HE BlockChain Explorer(v1)

Tx hash: e7905404c3a356eb07d920789dd58607279839a8f055833744101ab2d4cbfbff Type SC

Block: 02afee3a8d4056b9bc0b79d7c27129670e04e23b4ae31ad64c3bba0f370fd928 (VALID)

built BLID : 4102d3ded46b3d3e41881a129086544cf530032e2db90bbb27ae25a2232edc93

Tx RootHash: c364d47cad46fc804acfc2495c4074bbfbab00d3682efce4cabf3c512d066397 built height : 2608872

Timestamp: 1694774659454	Timestamp [UTC]: 2023-09-15 11:44:19	Age [y:d:h:m:s]: 17379:45:51.093
Block: 2608873	Fee: 0.35521	Tx size: 19.307 kB
Tx version: 1	No of confirmations: 3298442	Signature type: DERO_HOMOMORPHIC
Extra:

DERO : 2 inputs/outputs (RING size) Fees 0.35521 Deposited to SC 0.00000

Sender : dero1qys54q5sq7sgx2gymsu5lhkdg3y4kac6lcpkz8qht4q6glvjxngzqqgzypvrh

address

dero1qys54q5sq7sgx2gymsu5lhkdg3y4kac6lcpkz8qht4q6glvjxngzqqgzypvrh

dero1qy2ux0f380jwevahv545jgmmd7uv9xcqwzdlz048lvy3wcpyzlt7yqqyd99jp

SC Balance: 0.00000 DERO

SC CODE:

SC Arguments: [Name:SC_ACTION Type:uint64 Value:'1' Name:SC_CODE Type:string Value:'Function InitializePrivate(collection String, metadataFormat String, metadata String) Uint64 1 IF EXISTS("minter") == 1 THEN GOTO 11 2 STORE("minter", SIGNER()) 3 STORE("type", "G45-NFT") 4 STORE("owner", "") 5 STORE("timestamp", BLOCK_TIMESTAMP()) 6 SEND_ASSET_TO_ADDRESS(SIGNER(), 1, SCID()) 7 STORE("collection", collection) 8 STORE("metadataFormat", metadataFormat) 9 STORE("metadata", metadata) 10 RETURN 0 11 RETURN 1 End Function Function DisplayNFT() Uint64 1 IF ADDRESS_STRING(SIGNER()) == "" THEN GOTO 5 2 IF ASSETVALUE(SCID()) != 1 THEN GOTO 5 3 STORE("owner", ADDRESS_STRING(SIGNER())) 4 RETURN 0 5 RETURN 1 End Function Function RetrieveNFT() Uint64 1 IF LOAD("owner") != ADDRESS_STRING(SIGNER()) THEN GOTO 5 2 SEND_ASSET_TO_ADDRESS(SIGNER(), 1, SCID()) 3 STORE("owner", "") 4 RETURN 0 5 RETURN 1 End Function' Name:collection Type:string Value:'9f0c4500359094b153e24851587dd50820a106721e281cffb1c39e98b91e62af' Name:metadata Type:string Value:'{"attributes":{"Class":"Pixel Guardian"},"gif":"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","id":81,"image":"ipfs://QmejeGSkso3eACyiZ4DiQ3UguBB7VLRvNveLUMHvsvXauK/640x640/81-640x640.gif","name":"Pixel Guardian 81"}' Name:metadataFormat Type:string Value:'json']

Prove to someone that you have sent them DERO in this transaction

proof can be obtained using wallet command in dero-wallet-cli or from the statement
Note: proof is sent to the server, as the calculations are done on the server side

TX hex bytes
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