tx · 9nBWXjGBuYUmRQTfqpd1qAptTK99jEoF22VN8KgbmTNV

3N29mdbXhWjqCWPRE9H2sZXX54fcFTgb7L9:  -0.01000000 Waves

2019.02.25 17:50 [511051] data 3N29mdbXhWjqCWPRE9H2sZXX54fcFTgb7L9 > SELF 0.00000000 Waves

3N29mdbXhWjqCWPRE9H2sZXX54fcFTgb7L9: 춠逇䄮Ḍ괝⛭⇪⣘戢Ⴙ: 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" } ], "height": 511051, "spentComplexity": 0 }

github/deemru/w8io/026f985 
9.96 ms