tx · 5K53N2ocdXqdVQFuq59kbowdyCRgkaqM7SDM1i2D8m4k

3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs:  -0.01600000 Waves

2019.02.25 17:33 [511034] data 3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs > SELF 0.00000000 Waves

3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs: 尓ގ菶矮ᵳ鍚䥲莳ᦃ䂳: 5659702139724372892
3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs: 픁錆퇊㸤揫㿺횡ᛅ⫓堵: 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3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs: 塮〈岣용勂햅汻鱗䈰磸: -2464804516672855409
3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs: ␜쌋他邎䀴婉䳟ؑ䂭옪: 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" }, { "key": "\u5c13\u078e\u83f6\u77ee\u1d73\u935a\u4972\u83b3\u1983\u40b3", "type": "integer", "value": 5659702139724372892 } ], "height": 511034, "spentComplexity": 0 }

github/deemru/w8io/873ac7e 
20.96 ms