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Explorer
Passage chain status:#21,775,323passage-2 · synced 13 s ago
Transaction

32FA889D…8DB7A777

Success
Hash
32FA889DD8E9BD817BB12B52E1A859B6786340C3F915C289A729C72F8DB7A777
Block
#8,934,878position 0
Time
Jun 27, 2024 · 18:18:05 UTC 863 d ago
Fee
0 PASG
Gas used / wanted
470,147 / 606,746
Memo
Golden Ratio Staking linktr.ee/GoldenRatioStaking | hermes 1.9.0 (https://hermes.informal.systems)
Effects
No NFT or market effects

Raw data

{
  "hash": "32FA889DD8E9BD817BB12B52E1A859B6786340C3F915C289A729C72F8DB7A777",
  "height": 8934878,
  "index": 0,
  "time": "2024-06-27T18:18:05.176Z",
  "success": true,
  "code": 0,
  "msgCount": 2,
  "signer": "pasg1nnjy6nct405pzfaqjm3dsyw0pf0kyw72jjwke8",
  "fee": {
    "amount": "0",
    "denom": "upasg"
  },
  "gasUsed": 470147,
  "gasWanted": 606746,
  "memo": "Golden Ratio Staking linktr.ee/GoldenRatioStaking | hermes 1.9.0 (https://hermes.informal.systems)",
  "log": null,
  "signers": [
    "pasg1nnjy6nct405pzfaqjm3dsyw0pf0kyw72jjwke8"
  ],
  "messages": [
    {
      "index": 0,
      "typeUrl": "/ibc.core.client.v1.MsgUpdateClient",
      "category": "ibc",
      "sender": null,
      "sizeBytes": 32046,
      "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": 1973,
      "contract": null,
      "decoded": {
        "packet": {
          "sequence": "19582",
          "sourcePort": "transfer",
          "sourceChannel": "channel-2494",
          "destinationPort": "transfer",
          "destinationChannel": "channel-0",
          "data": {
            "amount": "2099780893",
            "denom": "transfer/channel-2494/upasg",
            "receiver": "pasg1lr0uq54p57lxpxmqmej0sljwy92ngwy08gjh3j",
            "sender": "osmo1lr0uq54p57lxpxmqmej0sljwy92ngwy0vtca2l"
          },
          "timeoutHeight": {
            "revisionNumber": "2",
            "revisionHeight": "8935026"
          },
          "timeoutTimestamp": "0"
        },
        "proofCommitment": "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",
        "proofHeight": {
          "revisionNumber": "1",
          "revisionHeight": "17244700"
        },
        "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": "1-17244700"
        },
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}