tx · 3teUwpvYzzkqMVL7Yr3FH6VZnKCiHDK3FyP8oPm55AXX

3N29mdbXhWjqCWPRE9H2sZXX54fcFTgb7L9:  -0.01700000 Waves

2019.02.25 17:36 [511038] data 3N29mdbXhWjqCWPRE9H2sZXX54fcFTgb7L9 > SELF 0.00000000 Waves

{ "type": 12, "id": "3teUwpvYzzkqMVL7Yr3FH6VZnKCiHDK3FyP8oPm55AXX", "fee": 1700000, "feeAssetId": null, "timestamp": 1551105337592, "version": 1, "sender": "3N29mdbXhWjqCWPRE9H2sZXX54fcFTgb7L9", "senderPublicKey": "8QZhNe6RhogMk2Ng2zBnq5m6W6vxW6YmU5SWhxDXwQxp", "proofs": [ "4xdPs5GTcuRF8HnjCu67DZXFYdNYFgP4e73cyZqTrXkDYzza64vaenrVqkcYSmhTHUCWqT1fnf8qAXHkif6czahM" ], "data": [ { "key": "\u7de1\u3bba\u85d7\u6941\u19b4\u7e83\uaab0\ub2fc\u2e74\uc358", "type": "boolean", "value": true }, { "key": "\u0b45\uc285\u89c1\u1d61\ub715\u63f4\u7f99\u1401\u6470\u3799", "type": "string", "value": "-3950196523490956017" }, { "key": "\ub1cf\u9937\ud5ab\u50bf\ua8ea\ua975\uab56\u9abd\u9a1b\uc54d", "type": "binary", "value": "base64: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" }, { "key": "\u03f0\u6f9f\u2b1c\u2fee\u622a\u4f2f\ua03c\uc977\u5395\ua32f", "type": "integer", "value": 4259682349172259176 }, { "key": "\u5a48\u5031\u985b\u0586\u75fc\ud428\u24ce\u1643\u6df7\u2624", "type": "string", "value": "3688100557186914569" }, { "key": "\u8b80\u859d\u1927\u1ab6\u4196\u9715\u047d\ub646\u7d0b\ucf2f", "type": "boolean", "value": false }, { "key": "\ua287\u1585\u5fe9\u1f98\u7ef6\u1c3f\u7984\u7e09\ucbcf\u7555", "type": "boolean", "value": true }, { "key": "\u2f76\u7f5e\uc92d\u45aa\ud69c\u150a\u198b\u6e60\u523f\u15e7", "type": "integer", "value": 6705323368972663746 } ], "height": 511038, "spentComplexity": 0 }

github/deemru/w8io/3ef1775 
20.33 ms