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CosmosHub
Blockchain Transaction Details: In-Depth Information of the Transaction

Accepted
347CE40C5D43533F8BB47441F29F7989308931F718A7F31E11CD0B5574CCA1FD
Block Height
Index in Block
1
Timestamp
2023-02-16 21:24:27 UTC
Code
Success (0)
Gas Wanted
648,688
Gas Used
498,879
Fees
649 uatom
Memo
Relayed for you by Cros Nest. | hermes 1.2.0+2f09401fd (https://hermes.informal.systems)
Log Summary
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Messages (2)
client_id
07-tendermint-582
client_message
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","type_url":"/ibc.lightclients.tendermint.v1.Header"}
messageevent #0
action
/ibc.core.client.v1.MsgUpdateClient
module
ibc_client
update_clientevent #1
client_id
07-tendermint-582
client_type
07-tendermint
consensus_height
3-5827439
header
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packet
{"data":"eyJhbW91bnQiOiIxNjQ0MDAwIiwiZGVub20iOiJ0cmFuc2Zlci9jaGFubmVsLTE3L3VhdG9tIiwicmVjZWl2ZXIiOiJjb3Ntb3MxdmU0MnRscjNodngzYThrZHh4c3JtcmdsNWNrcGEyZmNlZmFlbDMiLCJzZW5kZXIiOiJncmF2aXR5MXZlNDJ0bHIzaHZ4M2E4a2R4eHNybXJnbDVja3BhMmZjYWUwcDZlIn0=","sequence":1590,"source_port":"transfer","source_channel":"channel-17","timeout_height":{"revision_height":14110897,"revision_number":4},"destination_port":"transfer","timeout_timestamp":0,"destination_channel":"channel-281"}
proof_height
{"revision_height":5827439,"revision_number":3}
proof_commitment
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
coin_receivedevent #0
coin_spentevent #1
fungible_token_packetevent #2
module
transfer
sender
gravity1ve42tlr3hvx3a8kdxxsrmrgl5ckpa2fcae0p6e
denom
transfer/channel-17/uatom
amount
1644000
memo
—
success
true
messageevent #3
action
/ibc.core.channel.v1.MsgRecvPacket
module
ibc_channel
module
ibc_channel
recv_packetevent #4
packet_data
{"amount":"1644000","denom":"transfer/channel-17/uatom","receiver":"cosmos1ve42tlr3hvx3a8kdxxsrmrgl5ckpa2fcefael3","sender":"gravity1ve42tlr3hvx3a8kdxxsrmrgl5ckpa2fcae0p6e"}
packet_data_hex
7b22616d6f756e74223a2231363434303030222c2264656e6f6d223a227472616e736665722f6368616e6e656c2d31372f7561746f6d222c227265636569766572223a22636f736d6f733176653432746c72336876783361386b64787873726d72676c35636b7061326663656661656c33222c2273656e646572223a22677261766974793176653432746c72336876783361386b64787873726d72676c35636b7061326663616530703665227d
packet_timeout_height
4-14110897
packet_timeout_timestamp
0
packet_sequence
ןt
packet_src_port
transfer
packet_src_channel
channel-17
packet_dst_port
transfer
packet_dst_channel
channel-281
packet_channel_ordering
ORDER_UNORDERED
packet_connection
connection-464
write_acknowledgementevent #6
packet_data
{"amount":"1644000","denom":"transfer/channel-17/uatom","receiver":"cosmos1ve42tlr3hvx3a8kdxxsrmrgl5ckpa2fcefael3","sender":"gravity1ve42tlr3hvx3a8kdxxsrmrgl5ckpa2fcae0p6e"}
packet_data_hex
7b22616d6f756e74223a2231363434303030222c2264656e6f6d223a227472616e736665722f6368616e6e656c2d31372f7561746f6d222c227265636569766572223a22636f736d6f733176653432746c72336876783361386b64787873726d72676c35636b7061326663656661656c33222c2273656e646572223a22677261766974793176653432746c72336876783361386b64787873726d72676c35636b7061326663616530703665227d
packet_timeout_height
4-14110897
packet_timeout_timestamp
0
packet_sequence
ןt
packet_src_port
transfer
packet_src_channel
channel-17
packet_dst_port
transfer
packet_dst_channel
channel-281
packet_ack
{"result":"AQ=="}
packet_ack_hex
7b22726573756c74223a2241513d3d227d
packet_connection
connection-464
Events (20)
#0coin_spent
#1coin_received
#6tx
signature
BhT/7BHciWY2sT5NocB3dsu5DI6VqMtGyBiP431FauAJ47BzwQ5+JPZ7lmEHkzdA0LLaSHi28Eazfx1HT4RVwg==
#7message
action
/ibc.core.client.v1.MsgUpdateClient
#8update_client
client_id
07-tendermint-582
client_type
07-tendermint
consensus_height
3-5827439
header
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#9message
module
ibc_client
#10message
action
/ibc.core.channel.v1.MsgRecvPacket
#11recv_packet
packet_data
{"amount":"1644000","denom":"transfer/channel-17/uatom","receiver":"cosmos1ve42tlr3hvx3a8kdxxsrmrgl5ckpa2fcefael3","sender":"gravity1ve42tlr3hvx3a8kdxxsrmrgl5ckpa2fcae0p6e"}
packet_data_hex
7b22616d6f756e74223a2231363434303030222c2264656e6f6d223a227472616e736665722f6368616e6e656c2d31372f7561746f6d222c227265636569766572223a22636f736d6f733176653432746c72336876783361386b64787873726d72676c35636b7061326663656661656c33222c2273656e646572223a22677261766974793176653432746c72336876783361386b64787873726d72676c35636b7061326663616530703665227d
packet_timeout_height
4-14110897
packet_timeout_timestamp
0
packet_sequence
ןt
packet_src_port
transfer
packet_src_channel
channel-17
packet_dst_port
transfer
packet_dst_channel
channel-281
packet_channel_ordering
ORDER_UNORDERED
packet_connection
connection-464
#12message
module
ibc_channel
#13coin_spent
#14coin_received
#17fungible_token_packet
module
transfer
sender
gravity1ve42tlr3hvx3a8kdxxsrmrgl5ckpa2fcae0p6e
denom
transfer/channel-17/uatom
amount
1644000
memo
—
success
true
#18write_acknowledgement
packet_data
{"amount":"1644000","denom":"transfer/channel-17/uatom","receiver":"cosmos1ve42tlr3hvx3a8kdxxsrmrgl5ckpa2fcefael3","sender":"gravity1ve42tlr3hvx3a8kdxxsrmrgl5ckpa2fcae0p6e"}
packet_data_hex
7b22616d6f756e74223a2231363434303030222c2264656e6f6d223a227472616e736665722f6368616e6e656c2d31372f7561746f6d222c227265636569766572223a22636f736d6f733176653432746c72336876783361386b64787873726d72676c35636b7061326663656661656c33222c2273656e646572223a22677261766974793176653432746c72336876783361386b64787873726d72676c35636b7061326663616530703665227d
packet_timeout_height
4-14110897
packet_timeout_timestamp
0
packet_sequence
ןt
packet_src_port
transfer
packet_src_channel
channel-17
packet_dst_port
transfer
packet_dst_channel
channel-281
packet_ack
{"result":"AQ=="}
packet_ack_hex
7b22726573756c74223a2241513d3d227d
packet_connection
connection-464
#19message
module
ibc_channel