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Passage chain status:#21,757,732passage-2 · synced 12 s ago
Transaction

C091655E…56DC20A9

Success
Hash
C091655EFC50F11ACD9DC629469CB87D7387B52CCDCCC1975A50182656DC20A9
Block
#15,665,462position 0
Time
Sep 25, 2025 · 11:37:09 UTC 407 d ago
Fee
5.376663 PASG
Gas used / wanted
361,824 / 430,133
Memo
Relayed by Stake&Relax 🦥 | hermes 1.13.0 (https://hermes.informal.systems)
Effects
No NFT or market effects

Raw data

{
  "hash": "C091655EFC50F11ACD9DC629469CB87D7387B52CCDCCC1975A50182656DC20A9",
  "height": 15665462,
  "index": 0,
  "time": "2025-09-25T11:37:09.787Z",
  "success": true,
  "code": 0,
  "msgCount": 2,
  "signer": "pasg1znsg2durhsjzdx783j8c7uzz9h7d69l4sravhp",
  "fee": {
    "amount": "5376663",
    "denom": "upasg"
  },
  "gasUsed": 361824,
  "gasWanted": 430133,
  "memo": "Relayed by Stake&Relax 🦥 | hermes 1.13.0 (https://hermes.informal.systems)",
  "log": null,
  "signers": [
    "pasg1znsg2durhsjzdx783j8c7uzz9h7d69l4sravhp"
  ],
  "messages": [
    {
      "index": 0,
      "typeUrl": "/ibc.core.client.v1.MsgUpdateClient",
      "category": "ibc",
      "sender": null,
      "sizeBytes": 20803,
      "contract": null,
      "decoded": {
        "clientId": "07-tendermint-1",
        "clientMessage": {
          "typeUrl": "/ibc.lightclients.tendermint.v1.Header",
          "value": 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"
        },
        "signer": "pasg1znsg2durhsjzdx783j8c7uzz9h7d69l4sravhp"
      }
    },
    {
      "index": 1,
      "typeUrl": "/ibc.core.channel.v1.MsgAcknowledgement",
      "category": "ibc",
      "sender": null,
      "sizeBytes": 3437,
      "contract": null,
      "decoded": {
        "packet": {
          "sequence": "30253",
          "sourcePort": "transfer",
          "sourceChannel": "channel-0",
          "destinationPort": "transfer",
          "destinationChannel": "channel-2494",
          "data": {
            "amount": "56601829",
            "denom": "upasg",
            "memo": "{\"wasm\":{\"contract\":\"osmo10a3k4hvk37cc4hnxctw4p95fhscd2z6h2rmx0aukc6rm8u9qqx9smfsh7u\",\"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\"},{\"pool\":\"1324\",\"denom_in\":\"ibc/498A0751C798A0D9A389AA3691123DADA57DAA4FE165D5C75894505B876BA6E4\",\"denom_out\":\"ibc/126DA09104B71B164883842B769C0E9EC1486C0887D27A9999E395C2C8FB5682\"}]}},\"min_asset\":{\"native\":{\"denom\":\"ibc/126DA09104B71B164883842B769C0E9EC1486C0887D27A9999E395C2C8FB5682\",\"amount\":\"798677\"}},\"timeout_timestamp\":1758800516957454195,\"post_swap_action\":{\"ibc_transfer\":{\"ibc_info\":{\"source_channel\":\"channel-874\",\"receiver\":\"neutron15r6qp5xx6l6wkt5nnadxm4qvmu66xnrw6gq0sv\",\"memo\":\"\",\"recover_address\":\"osmo15r6qp5xx6l6wkt5nnadxm4qvmu66xnrwkv6aue\"}}},\"affiliates\":[{\"basis_points_fee\":\"57\",\"address\":\"osmo1my4tk420gjmhggqwvvha6ey9390gqwfree2p4u\"},{\"basis_points_fee\":\"18\",\"address\":\"osmo14gf6xslwe9phn2z965t4dcu7vchhthfgv2lhyy\"}]}}}}",
            "receiver": "osmo10a3k4hvk37cc4hnxctw4p95fhscd2z6h2rmx0aukc6rm8u9qqx9smfsh7u",
            "sender": "pasg15r6qp5xx6l6wkt5nnadxm4qvmu66xnrwa0sh85"
          },
          "timeoutHeight": {
            "revisionNumber": "1",
            "revisionHeight": "44884380"
          },
          "timeoutTimestamp": "0"
        },
        "acknowledgement": {
          "result": "eyJjb250cmFjdF9yZXN1bHQiOm51bGwsImliY19hY2siOiJleUp5WlhOMWJIUWlPaUpCVVQwOUluMD0ifQ=="
        },
        "proofAcked": "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",
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}