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Passage chain status:#21,782,708passage-2 · synced 16 s ago
Transaction

F7D9EDDF…580CE9FD

Success
Hash
F7D9EDDF0497CC95FB4617F0A8E5BCE01B3339CB9FC4731989DE20DF580CE9FD
Block
#11,274,764position 0
Time
Dec 3, 2024 · 06:57:04 UTC 705 d ago
Fee
0 PASG
Gas used / wanted
439,725 / 567,197
Memo
Golden Ratio Staking linktr.ee/GoldenRatioStaking | hermes 1.10.3 (https://hermes.informal.systems)
Effects
No NFT or market effects

Raw data

{
  "hash": "F7D9EDDF0497CC95FB4617F0A8E5BCE01B3339CB9FC4731989DE20DF580CE9FD",
  "height": 11274764,
  "index": 0,
  "time": "2024-12-03T06:57:04.620Z",
  "success": true,
  "code": 0,
  "msgCount": 2,
  "signer": "pasg1nnjy6nct405pzfaqjm3dsyw0pf0kyw72jjwke8",
  "fee": {
    "amount": "0",
    "denom": "upasg"
  },
  "gasUsed": 439725,
  "gasWanted": 567197,
  "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": 31243,
      "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.MsgAcknowledgement",
      "category": "ibc",
      "sender": null,
      "sizeBytes": 2057,
      "contract": null,
      "decoded": {
        "packet": {
          "sequence": "23091",
          "sourcePort": "transfer",
          "sourceChannel": "channel-0",
          "destinationPort": "transfer",
          "destinationChannel": "channel-2494",
          "data": {
            "amount": "4899138978",
            "denom": "upasg",
            "receiver": "osmo16en9ateq5565c4n26ed0wykmnqhd0thpcvcn4t",
            "sender": "pasg16en9ateq5565c4n26ed0wykmnqhd0thpn0jewx"
          },
          "timeoutHeight": {
            "revisionNumber": "0",
            "revisionHeight": "0"
          },
          "timeoutTimestamp": "1733209133497000000"
        },
        "acknowledgement": {
          "result": "AQ=="
        },
        "proofAcked": "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",
        "proofHeight": {
          "revisionNumber": "1",
          "revisionHeight": "25008401"
        },
        "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": "1-25008401"
        },
        {
          "key": "header",
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          "key": "packet_timeout_height",
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        {
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        {
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        {
          "key": "packet_dst_channel",
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        {
          "key": "packet_channel_ordering",
          "value": "ORDER_UNORDERED"
        },
        {
          "key": "packet_connection",
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      ],
      "attributesTruncated": false
    },
    {
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      "index": 1,
      "type": "fungible_token_packet",
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        {
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        {
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        {
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        {
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        },
        {
          "key": "memo",
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        },
        {
          "key": "acknowledgement",
          "value": "result:\"\\001\" "
        },
        {
          "key": "success",
          "value": "\u0001"
        }
      ],
      "attributesTruncated": false
    },
    {
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      "attributesTruncated": false
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  ],
  "eventsTruncated": false,
  "operations": [],
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  "attributesTruncated": false,
  "projected": true,
  "projectionStatus": "IGNORED"
}