tx · 5Gd1FAhRz1qys6AdWmATXHX6aDB4tAFUUmw1b3oiCWkB

3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs:  -0.01700000 Waves

2019.02.25 17:51 [511053] data 3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs > SELF 0.00000000 Waves

3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs: 娃ࢸ䌽킾涒埗㫈옍雜㞳: 3502469477728273262
3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs: 所ꔌ둁漄薂斡쉔䉨ₒķ: 3472212181429164969
3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs: 숛鞞₏迵鴥귃᱄ꐘ欴ᝋ: 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3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs: 믲也髚鯻鰼뛊ֱᎠ줉͈: -6847500259518696166
3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs: 쥃윳㒇띰ꌓ환ᆪ禈冤춉: 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" 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}, { "key": "\u6240\ua50c\ub441\u6f04\u8582\u65a1\uc254\u4268\u2092\u0137", "type": "integer", "value": 3472212181429164969 }, { "key": "\u5a03\u08b8\u433d\ud0be\u6d92\u57d7\u3ac8\uc60d\u96dc\u37b3", "type": "integer", "value": 3502469477728273262 } ], "height": 511053, "spentComplexity": 0 }

github/deemru/w8io/873ac7e 
11.12 ms