tx · GsrMckGhXfrmH7ZmFoiLWL3yvi1Q4zBLmuDTComKPJX4

3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso:  -0.02000000 Waves

2020.02.11 03:45 [893916] data 3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso > SELF 0.00000000 Waves

{ "type": 12, "id": "GsrMckGhXfrmH7ZmFoiLWL3yvi1Q4zBLmuDTComKPJX4", "fee": 2000000, "feeAssetId": null, "timestamp": 1581381925602, "version": 1, "sender": "3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso", "senderPublicKey": "Gd9bq6sKSMhw4voc7o97NpV7S6yT5DE35kcsBA6YDbUS", "proofs": [ "4f2qHdDERZ8EuQDNAg4PFytRDC25apdifjHmuKGJDzVn5mfsbhnrKgbSri9uXZZPZXt6QuCNFMHP5rt7XRnsyBPW" ], "data": [ { "key": "funnyAi_1238_slice", "type": "string", "value": "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" } ], "height": 893916, "spentComplexity": 0 }

github/deemru/w8io/3ef1775 
14.25 ms