tx · CkZMTdjqVeTiv9gyBG3UgjQYrq5t77zQC1KHRLzTgez9

3Mui4nRT4vJxX87qtATDJpWGMy7xbu4TeCk:  -0.01700000 Waves

2019.02.24 16:38 [509525] data 3Mui4nRT4vJxX87qtATDJpWGMy7xbu4TeCk > SELF 0.00000000 Waves

{ "type": 12, "id": "CkZMTdjqVeTiv9gyBG3UgjQYrq5t77zQC1KHRLzTgez9", "fee": 1700000, "feeAssetId": null, "timestamp": 1551015567078, "version": 1, "sender": "3Mui4nRT4vJxX87qtATDJpWGMy7xbu4TeCk", "senderPublicKey": "CEybnTzwKe5Z17p7ioinmNrJfk2gxrS9DoiSHeijQGB2", "proofs": [ "5pyfAjCWZpUujRAEQh61UhBpvekErqagb4oqCMK1QWi7qYBopMBB3u2wpCaqAZsWyKRQJRAM1eQeWpodVRKFQ6mZ" ], "data": [ { "key": "Clex", "type": "binary", "value": "base64: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" } ], "height": 509525, "spentComplexity": 0 }

github/deemru/w8io/3ef1775 
16.25 ms