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Passage chain status:#21,808,613passage-2 · synced 13 s ago
Transaction

A5F13762…DE35DCB4

Success
Hash
A5F137627115500EF71FEAEA4286B3842C9A60EE7C8C7721C2A286AFDE35DCB4
Block
#10,589,062position 0
Time
Oct 17, 2024 · 17:29:15 UTC 753 d ago
Fee
0 PASG
Gas used / wanted
469,892 / 606,414
Memo
Golden Ratio Staking linktr.ee/GoldenRatioStaking | hermes 1.10.3 (https://hermes.informal.systems)
Effects
No NFT or market effects

Raw data

{
  "hash": "A5F137627115500EF71FEAEA4286B3842C9A60EE7C8C7721C2A286AFDE35DCB4",
  "height": 10589062,
  "index": 0,
  "time": "2024-10-17T17:29:15.610Z",
  "success": true,
  "code": 0,
  "msgCount": 2,
  "signer": "pasg1nnjy6nct405pzfaqjm3dsyw0pf0kyw72jjwke8",
  "fee": {
    "amount": "0",
    "denom": "upasg"
  },
  "gasUsed": 469892,
  "gasWanted": 606414,
  "memo": "Golden Ratio Staking linktr.ee/GoldenRatioStaking | hermes 1.10.3 (https://hermes.informal.systems)",
  "log": null,
  "signers": [
    "pasg1nnjy6nct405pzfaqjm3dsyw0pf0kyw72jjwke8"
  ],
  "messages": [
    {
      "index": 0,
      "typeUrl": "/ibc.core.client.v1.MsgUpdateClient",
      "category": "ibc",
      "sender": null,
      "sizeBytes": 31963,
      "contract": null,
      "decoded": {
        "clientId": "07-tendermint-1",
        "clientMessage": {
          "typeUrl": "/ibc.lightclients.tendermint.v1.Header",
          "value": 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"
        },
        "signer": "pasg1nnjy6nct405pzfaqjm3dsyw0pf0kyw72jjwke8"
      }
    },
    {
      "index": 1,
      "typeUrl": "/ibc.core.channel.v1.MsgRecvPacket",
      "category": "ibc",
      "sender": null,
      "sizeBytes": 2025,
      "contract": null,
      "decoded": {
        "packet": {
          "sequence": "24493",
          "sourcePort": "transfer",
          "sourceChannel": "channel-2494",
          "destinationPort": "transfer",
          "destinationChannel": "channel-0",
          "data": {
            "amount": "4905734590",
            "denom": "transfer/channel-2494/upasg",
            "receiver": "pasg16en9ateq5565c4n26ed0wykmnqhd0thpn0jewx",
            "sender": "osmo16en9ateq5565c4n26ed0wykmnqhd0thpcvcn4t"
          },
          "timeoutHeight": {
            "revisionNumber": "0",
            "revisionHeight": "0"
          },
          "timeoutTimestamp": "1729186273898000000"
        },
        "proofCommitment": "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",
        "proofHeight": {
          "revisionNumber": "1",
          "revisionHeight": "22514318"
        },
        "signer": "pasg1nnjy6nct405pzfaqjm3dsyw0pf0kyw72jjwke8"
      }
    }
  ],
  "messagesTruncated": false,
  "events": [
    {
      "msgIndex": 0,
      "index": 0,
      "type": "message",
      "contract": null,
      "attributes": [
        {
          "key": "action",
          "value": "/ibc.core.client.v1.MsgUpdateClient"
        },
        {
          "key": "module",
          "value": "ibc_client"
        }
      ],
      "attributesTruncated": false
    },
    {
      "msgIndex": 0,
      "index": 1,
      "type": "update_client",
      "contract": null,
      "attributes": [
        {
          "key": "client_id",
          "value": "07-tendermint-1"
        },
        {
          "key": "client_type",
          "value": "07-tendermint"
        },
        {
          "key": "consensus_height",
          "value": "1-22514318"
        },
        {
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}