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Passage chain status:#21,759,279passage-2 · synced 7 s ago
Transaction

6588ABFB…C72E480B

Success
Hash
6588ABFB71527539A3C3932C41807BA130192E15D8259E3CAF74AB0DC72E480B
Block
#19,739,800position 0
Time
Jun 24, 2026 · 21:38:48 UTC 135 d ago
Signer
pasg1znsg2durhsjzdx783j8c7uzz9h7d69l4sravhp
Fee
4.486325 PASG
Gas used / wanted
302,468 / 358,906
Memo
Relayed by Stake&Relax 🦥 | hermes 1.13.0 (https://hermes.informal.systems)
Effects
No NFT or market effects
#0Update client/ibc.core.client.v1.MsgUpdateClient
Sender
—
Size
15,066 bytes
{
  "clientId": "07-tendermint-1",
  "clientMessage": {
    "typeUrl": "/ibc.lightclients.tendermint.v1.Header",
    "value": "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"
  },
  "signer": "pasg1znsg2durhsjzdx783j8c7uzz9h7d69l4sravhp"
}
#1Acknowledgement/ibc.core.channel.v1.MsgAcknowledgement
Sender
—
Size
3,238 bytes
{
  "packet": {
    "sequence": "32862",
    "sourcePort": "transfer",
    "sourceChannel": "channel-0",
    "destinationPort": "transfer",
    "destinationChannel": "channel-2494",
    "data": {
      "amount": "3500000000",
      "denom": "upasg",
      "memo": "{\"wasm\":{\"contract\":\"osmo10a3k4hvk37cc4hnxctw4p95fhscd2z6h2rmx0aukc6rm8u9qqx9smfsh7u\",\"msg\":{\"swap_and_action\":{\"user_swap\":{\"swap_exact_asset_in\":{\"swap_venue_name\":\"osmosis-poolmanager\",\"operations\":[{\"pool\":\"1498\",\"denom_in\":\"ibc/208B2F137CDE510B44C41947C045CFDC27F996A9D990EA64460BDD5B3DBEB2ED\",\"denom_out\":\"ibc/1480B8FD20AD5FCAE81EA87584D269547DD4D436843C1D20F15E00EB64743EF4\"}]}},\"min_asset\":{\"native\":{\"denom\":\"ibc/1480B8FD20AD5FCAE81EA87584D269547DD4D436843C1D20F15E00EB64743EF4\",\"amount\":\"2282520\"}},\"timeout_timestamp\":1782337406704747104,\"post_swap_action\":{\"ibc_transfer\":{\"ibc_info\":{\"source_channel\":\"channel-1\",\"receiver\":\"akash1k5k4c6fc7qcz4l7msd0m9gdp4rd9pzcmzz5dtj\",\"memo\":\"\",\"recover_address\":\"osmo1k5k4c6fc7qcz4l7msd0m9gdp4rd9pzcm8z26y6\"}}},\"affiliates\":[{\"basis_points_fee\":\"57\",\"address\":\"osmo1gy30axzt9djlqnykmmqdjn4z670ctxsyr97pvf\"},{\"basis_points_fee\":\"18\",\"address\":\"osmo14gf6xslwe9phn2z965t4dcu7vchhthfgv2lhyy\"}]}}}}",
      "receiver": "osmo10a3k4hvk37cc4hnxctw4p95fhscd2z6h2rmx0aukc6rm8u9qqx9smfsh7u",
      "sender": "pasg1k5k4c6fc7qcz4l7msd0m9gdp4rd9pzcmvpqslh"
    },
    "timeoutHeight": {
      "revisionNumber": "1",
      "revisionHeight": "64834848"
    },
    "timeoutTimestamp": "0"
  },
  "acknowledgement": {
    "result": "eyJjb250cmFjdF9yZXN1bHQiOm51bGwsImliY19hY2siOiJleUp5WlhOMWJIUWlPaUpCVVQwOUluMD0ifQ=="
  },
  "proofAcked": "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",
  "proofHeight": {
    "revisionNumber": "1",
    "revisionHeight": "64834712"
  },
  "signer": "pasg1znsg2durhsjzdx783j8c7uzz9h7d69l4sravhp"
}