tx · CVN8Ley3D7NkuWigRSeMNUbrxfaa6zF5DkmEpz3G2jwW

3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs:  -0.02000000 Waves

2019.02.25 17:35 [511036] data 3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs > SELF 0.00000000 Waves

{ "type": 12, "id": "CVN8Ley3D7NkuWigRSeMNUbrxfaa6zF5DkmEpz3G2jwW", "fee": 2000000, "feeAssetId": null, "timestamp": 1551105266656, "version": 1, "sender": "3MxNY82x3pDL7HMTycEVKARRzGqUcQrKtPs", "senderPublicKey": "6ZQVufm21Hyder5DprtyyoQVbsZis84WXLt9RREm7YF8", "proofs": [ "jwMcFQ3gvRpaaV49rckpAnyuG2rud1Su18gK8K5m5zFxTtuKSeQvMiy5j1qhD3Bcv3oQvfr5V8Yc7Vmpx5ZyLZV" ], "data": [ { "key": "\u705e\u3f0d\u1905\uad27\ua8c0\u6f95\u2d0d\u6245\u10dd\u35fb", "type": "binary", "value": "base64: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" }, { "key": "\u2f0b\u5df4\u2935\u43c5\u0948\u9332\u7cc5\ucb9f\u76a1\ucbda", "type": "string", "value": "-4984990929607295691" }, { "key": "\u5d46ÿ\ucfd4\ucebf\ubec8\u328a\u5788\u71fc\u1edf\u4821", "type": "boolean", "value": true }, { "key": "\u5cf1\u02c9\u1ee8\u5e5e\ub62d\ud5b8\u8bc8\ud5a2\u1f2b\u98a8", "type": "integer", "value": -6239448176363874701 } ], "height": 511036, "spentComplexity": 0 }

github/deemru/w8io/3ef1775 
19.68 ms