tx · BXsMt21GpDdSAHKUbL3ysogCnC626zMqH12g5M4kLT8A

3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs:  -0.01900000 Waves

2019.02.25 20:40 [511231] data 3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs > SELF 0.00000000 Waves

{ "type": 12, "id": "BXsMt21GpDdSAHKUbL3ysogCnC626zMqH12g5M4kLT8A", "fee": 1900000, "feeAssetId": null, "timestamp": 1551109267630, "version": 1, "sender": "3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs", "senderPublicKey": "6ZQVufm21Hyder5DprtyyoQVbsZis84WXLt9RREm7YF8", "proofs": [ "TEHxs4g9wLnFig94ABtcnc2gLzAnJhQbu57MQEaBcjLQxdMpkErbUkYJPfgS3vg2bq64qCSczpzQCRGMezL7Gws" ], "data": [ { "key": "\u3d29\u0aae\u707b\u9a1d\u2f73\u8f1d\u0787\u7b6d\u37b4\u7691", "type": "integer", "value": -1462065971898919449 }, { "key": "\u8971\ua00c\u4e91\uc57e\ubd4f\ud694∝\u3859\u99f4\u3cb0", "type": "integer", "value": -5286342371885170542 }, { "key": "\uc5b9\u41b8\uc123\u83b4\uadb9\uc631\uc3c1\u316b\u114f\uad81", "type": "integer", "value": 4488608726237641170 }, { "key": "š\uc947\ud28d\u5eff\u4185\u813d\u259b\ucc76\u2be6\u1328", "type": "integer", "value": -8243279483194897578 }, { "key": "\ubdf3\u1885\u2a48\u6a47\u4ed5\u86a0\u44fd\u6db5Ú\ua70f", "type": "binary", "value": 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" } ], "height": 511231, "spentComplexity": 0 }

github/deemru/w8io/6500d08 
12.97 ms