tx · 8JjyNiT6gLdXqwBpjVZ56emw23gFGPAHNggSa4AeD7XD

3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1:  -0.10000000 Waves

2019.02.17 18:44 [499315] data 3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1 > SELF 0.00000000 Waves

3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: pTxId: "HXAXMsvw1SsVdGWRpFmtkm3pg1BAzmA6o2fa19vB3Z1D" -> "9qCBECJep3CwGM4cKYC2x67JnVHTD9VbnM8TL6Sp8fKW"
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: 9qCBECJep3CwGM4cKYC2x67JnVHTD9VbnM8TL6Sp8fKW: true
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: pos: 243 -> 242
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: 242: 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$$$"

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$$$" }, { "key": "pos", "type": "integer", "value": 242 }, { "key": "9qCBECJep3CwGM4cKYC2x67JnVHTD9VbnM8TL6Sp8fKW", "type": "boolean", "value": true }, { "key": "pTxId", "type": "string", "value": "9qCBECJep3CwGM4cKYC2x67JnVHTD9VbnM8TL6Sp8fKW" } ], "height": 499315, "spentComplexity": 0 }

github/deemru/w8io/873ac7e 
25.57 ms