tx · HjTFuekitJHmrdLqxKgFdNVGTuJVt3imPkDaqJg2kgdd

3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1:  -0.10000000 Waves

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

3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: pTxId: "GzAgmwkapRdJATUrzQfmy6FESdwpkrd7q9MLJrJDo3sa" -> "EK1cvcLgYQzZgWvwtBDJUdtBSfVD1YTQBpPpXux4oCpP"
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: EK1cvcLgYQzZgWvwtBDJUdtBSfVD1YTQBpPpXux4oCpP: true
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: pos: 27 -> 35
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: 35: 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$$$https://google.com"

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$$$https://google.com" }, { "key": "pos", "type": "integer", "value": 35 }, { "key": "EK1cvcLgYQzZgWvwtBDJUdtBSfVD1YTQBpPpXux4oCpP", "type": "boolean", "value": true }, { "key": "pTxId", "type": "string", "value": "EK1cvcLgYQzZgWvwtBDJUdtBSfVD1YTQBpPpXux4oCpP" } ], "height": 499281, "spentComplexity": 0 }

github/deemru/w8io/873ac7e 
34.52 ms