4BC629F8…0620FD79

{
  "hash": "4BC629F84491EDECBD613631C67C40AE913516E8C83B11486C75C5B00620FD79",
  "height": 10987218,
  "index": 0,
  "time": "2024-11-13T17:40:01.565Z",
  "success": true,
  "code": 0,
  "msgCount": 2,
  "signer": "pasg1nnjy6nct405pzfaqjm3dsyw0pf0kyw72jjwke8",
  "fee": {
    "amount": "0",
    "denom": "upasg"
  },
  "gasUsed": 452401,
  "gasWanted": 583676,
  "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": 31415,
      "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": 3149,
      "contract": null,
      "decoded": {
        "packet": {
          "sequence": "22272",
          "sourcePort": "transfer",
          "sourceChannel": "channel-0",
          "destinationPort": "transfer",
          "destinationChannel": "channel-2494",
          "data": {
            "amount": "30181000000",
            "denom": "upasg",
            "memo": "{\"wasm\":{\"contract\":\"osmo1e8pld8ft5rc3qm78hcldy2p05rjrfzaeea50mp0zv5c294pl2pyqk5jrnd\",\"msg\":{\"swap_and_action\":{\"user_swap\":{\"swap_exact_asset_in\":{\"swap_venue_name\":\"osmosis-poolmanager\",\"operations\":[{\"pool\":\"1647\",\"denom_in\":\"ibc/208B2F137CDE510B44C41947C045CFDC27F996A9D990EA64460BDD5B3DBEB2ED\",\"denom_out\":\"ibc/498A0751C798A0D9A389AA3691123DADA57DAA4FE165D5C75894505B876BA6E4\"}]}},\"min_asset\":{\"native\":{\"denom\":\"ibc/498A0751C798A0D9A389AA3691123DADA57DAA4FE165D5C75894505B876BA6E4\",\"amount\":\"210892751\"}},\"timeout_timestamp\":1731519889400426457,\"post_swap_action\":{\"ibc_transfer\":{\"ibc_info\":{\"source_channel\":\"channel-750\",\"receiver\":\"noble18gl36nj988lm7u8dsfldjtcsqv7qzzdt0dta8g\",\"memo\":\"\",\"recover_address\":\"osmo18gl36nj988lm7u8dsfldjtcsqv7qzzdt04d9f5\"}}},\"affiliates\":[{\"basis_points_fee\":\"60\",\"address\":\"osmo1my4tk420gjmhggqwvvha6ey9390gqwfree2p4u\"},{\"basis_points_fee\":\"15\",\"address\":\"osmo14gf6xslwe9phn2z965t4dcu7vchhthfgv2lhyy\"}]}}}}",
            "receiver": "osmo1e8pld8ft5rc3qm78hcldy2p05rjrfzaeea50mp0zv5c294pl2pyqk5jrnd",
            "sender": "pasg18gl36nj988lm7u8dsfldjtcsqv7qzzdtyk80je"
          },
          "timeoutHeight": {
            "revisionNumber": "1",
            "revisionHeight": "23934719"
          },
          "timeoutTimestamp": "0"
        },
        "acknowledgement": {
          "result": "eyJjb250cmFjdF9yZXN1bHQiOm51bGwsImliY19hY2siOiJleUp5WlhOMWJIUWlPaUpCVVQwOUluMD0ifQ=="
        },
        "proofAcked": "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",
        "proofHeight": {
          "revisionNumber": "1",
          "revisionHeight": "23934580"
        },
        "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": "1-23934580"
        },
        {
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  "projectionStatus": "IGNORED"
}