tx · 4DhLN42HZ1Wfvf47qAdiqeGLBFZxfXEDQDy1q9j5i2b4

3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1:  -0.10000000 Waves

2019.02.17 18:15 [499281] data 3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1 > SELF 0.00000000 Waves

3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: pTxId: "Aacs1bj314qUokr9pe9wQKgcvanUcZgJPgmAacR2HYd6" -> "HPNsFcXDZCq6t2MWQfJ4yPeim4Gg2LFHdw1zyE6sEihH"
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: HPNsFcXDZCq6t2MWQfJ4yPeim4Gg2LFHdw1zyE6sEihH: true
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: pos: 28 -> 39
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: 39: 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}, { "key": "pos", "type": "integer", "value": 39 }, { "key": "HPNsFcXDZCq6t2MWQfJ4yPeim4Gg2LFHdw1zyE6sEihH", "type": "boolean", "value": true }, { "key": "pTxId", "type": "string", "value": "HPNsFcXDZCq6t2MWQfJ4yPeim4Gg2LFHdw1zyE6sEihH" } ], "height": 499281, "spentComplexity": 0 }

github/deemru/w8io/03bedc9 
15.40 ms