tx · 8zVL6i9R5x7DhfCSHXRtQRRUstHhy1UixwhLwRj4uouu

3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1:  -0.10000000 Waves

2019.02.17 18:15 [499281] data 3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1 > SELF 0.00000000 Waves

3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: pTxId: "EyNihzZk5zA2wwQDRd6VuP1dmLdS2pQa7EoyoANSCJjN" -> "7cdKHVEidZtrj7MyttsDji6KSxJaoXHCgVMEsCLBptA3"
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: 7cdKHVEidZtrj7MyttsDji6KSxJaoXHCgVMEsCLBptA3: true
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: pos: 4 -> 12
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: 12: 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$$$https://google.com"

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$$$https://google.com" }, { "key": "pos", "type": "integer", "value": 12 }, { "key": "7cdKHVEidZtrj7MyttsDji6KSxJaoXHCgVMEsCLBptA3", "type": "boolean", "value": true }, { "key": "pTxId", "type": "string", "value": "7cdKHVEidZtrj7MyttsDji6KSxJaoXHCgVMEsCLBptA3" } ], "height": 499281, "spentComplexity": 0 }

github/deemru/w8io/03bedc9 
13.50 ms