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CosmosHub
Blockchain Transaction Details: In-Depth Information of the Transaction

Accepted
1D0A41524CD5658B6DA456D280DDCFD2627AB7066A5E88DB668CB1A355D07573
Block Height
Index in Block
0
Timestamp
2023-02-16 16:51:13 UTC
Code
Success (0)
Gas Wanted
757,126
Gas Used
378,441
Fees
303 uatom
Memo
Relayed by StakeLab | hermes 1.2.0+061f14f (https://hermes.informal.systems)
Log Summary
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{
    "body": {
        "memo": "Relayed by StakeLab | hermes 1.2.0+061f14f (https://hermes.informal.systems)",
        "messages": [
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                "client_id": "07-tendermint-141",
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",
                    "type_url": "/ibc.lightclients.tendermint.v1.Header"
                }
            },
            {
                "@type": "/ibc.core.channel.v1.MsgRecvPacket",
                "packet": {
                    "data": "eyJhbW91bnQiOiIxMDAwMDAwMCIsImRlbm9tIjoidHJhbnNmZXIvY2hhbm5lbC0wL3VhdG9tIiwicmVjZWl2ZXIiOiJjb3Ntb3Mxc2wyNXN2NHltdHEwNWs4cnRuZXY1dWxuNThjc2VxcHh4ZnAwbWoiLCJzZW5kZXIiOiJpYWExc2wyNXN2NHltdHEwNWs4cnRuZXY1dWxuNThjc2VxcHhudHA3ZXIifQ==",
                    "sequence": 4444,
                    "source_port": "transfer",
                    "source_channel": "channel-0",
                    "timeout_height": {
                        "revision_height": 0,
                        "revision_number": 0
                    },
                    "destination_port": "transfer",
                    "timeout_timestamp": 1676568016622000000,
                    "destination_channel": "channel-91"
                },
                "signer": "cosmos1mjq48r6435aewerpruwc8up3tz3rzan2ve7hp4",
                "proof_height": {
                    "revision_height": 18687984,
                    "revision_number": 1
                },
                "proof_commitment": "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"
            }
        ],
        "unordered": false,
        "timeout_height": "0",
        "extension_options": [],
        "timeout_timestamp": null,
        "non_critical_extension_options": []
    },
    "@type": "/cosmos.tx.v1beta1.Tx",
    "auth_info": {
        "fee": {
            "payer": "",
            "amount": [
                {
                    "denom": "uatom",
                    "amount": "303"
                }
            ],
            "granter": "",
            "gas_limit": "757126"
        },
        "tip": null,
        "signer_infos": [
            {
                "sequence": "34651",
                "mode_info": {
                    "single": {
                        "mode": "SIGN_MODE_DIRECT"
                    }
                },
                "public_key": {
                    "key": "Ag7iVOvgWCohbCFjGmfRxJGwNCLpkZJqW5mqVv8iI5NX",
                    "@type": "/cosmos.crypto.secp256k1.PubKey"
                }
            }
        ]
    },
    "signatures": [
        "0igeqfMsMD1zKdcFJgcqVfcqFzTndz/svdCdpxLzct9OKR3eK/7JGHs+Qg00vuq3CL6LnGwp0rOQnZgdCGNWkg=="
    ]
}