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

Accepted
BB7A36DA6F37CE29CD4E9B54722DBF5C041AF88CB83E5873CC48B5DF49EF7A59
Block Height
Index in Block
1
Timestamp
2022-05-13 20:14:55 UTC
Code
Success (0)
Gas Wanted
454,138
Gas Used
412,842
Fees
455 uatom
Memo
3Tekos relayer | hermes 0.14.0+460eb0c6 (https://hermes.informal.systems)
Log Summary
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{
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        "memo": "3Tekos relayer | hermes 0.14.0+460eb0c6 (https://hermes.informal.systems)",
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",
                    "type_url": "/ibc.lightclients.tendermint.v1.Header"
                }
            },
            {
                "@type": "/ibc.core.channel.v1.MsgRecvPacket",
                "packet": {
                    "data": "eyJhbW91bnQiOiIxNTkyMTIzIiwiZGVub20iOiJ0cmFuc2Zlci9jaGFubmVsLTAvdWF0b20iLCJyZWNlaXZlciI6ImNvc21vczE5Zm1ybmhwc3NwamVlM2Q3ZjA5Y3BuZXA2dzY3czh0NXZwZzdyZyIsInNlbmRlciI6InNpZjE5Zm1ybmhwc3NwamVlM2Q3ZjA5Y3BuZXA2dzY3czh0NWZ1OGd2ciJ9",
                    "sequence": 62858,
                    "source_port": "transfer",
                    "source_channel": "channel-0",
                    "timeout_height": {
                        "revision_height": 10477442,
                        "revision_number": 4
                    },
                    "destination_port": "transfer",
                    "timeout_timestamp": 0,
                    "destination_channel": "channel-192"
                },
                "signer": "cosmos1evdjzy3w9t2yu54w4dhc2cvrlc2fvnpts7qstc",
                "proof_height": {
                    "revision_height": 6827693,
                    "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": "455"
                }
            ],
            "granter": "",
            "gas_limit": "454138"
        },
        "tip": null,
        "signer_infos": [
            {
                "sequence": "3943",
                "mode_info": {
                    "single": {
                        "mode": "SIGN_MODE_DIRECT"
                    }
                },
                "public_key": {
                    "key": "AnDwXYMyg9maOuDeCpGy6ODs5MWjzDK1tWUttfdNV/h6",
                    "@type": "/cosmos.crypto.secp256k1.PubKey"
                }
            }
        ]
    },
    "signatures": [
        "WrjcCytcmhYqki9fsmu8htvgOQq4td/Ur7kxMoMRNAE5C5BSciY1q01nolIu/QMhRZ9uZirwmeEtHsKXWVJ/5w=="
    ]
}