tx · 9EK8RNmVVPdD7JW7K3Jikh8stZ8hie1aeaTxFotcgNX5

3N29mdbXhWjqCWPRE9H2sZXX54fcFTgb7L9:  -0.01400000 Waves

2019.02.25 18:26 [511085] data 3N29mdbXhWjqCWPRE9H2sZXX54fcFTgb7L9 > SELF 0.00000000 Waves

3N29mdbXhWjqCWPRE9H2sZXX54fcFTgb7L9: 읿埳괯컡뉚礝໊썍捥꼓: -2555599909982610092
3N29mdbXhWjqCWPRE9H2sZXX54fcFTgb7L9: چ峫쑣扭蚛軈保槵᫠泰: 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" }, { "key": "\uc77f\u57f3\uad2f\ucee1\ub25a\u791d\u0eca\uc34d\u6365\uaf13", "type": "integer", "value": -2555599909982610092 } ], "height": 511085, "spentComplexity": 0 }

github/deemru/w8io/026f985 
17.80 ms