2023.02.24 09:02 [3528871] data 3PKkojKdd6BBzTf1RXbQVfUDraNFXXHKzQF > SELF 0.00000000 Waves

3PKkojKdd6BBzTf1RXbQVfUDraNFXXHKzQF: %s%s__config__maxTickersPerGroup: 4 == 4
3PKkojKdd6BBzTf1RXbQVfUDraNFXXHKzQF: %s%s__config__minConsensus: 2 == 2
3PKkojKdd6BBzTf1RXbQVfUDraNFXXHKzQF: %s%s__config__encryption: "base64: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" == "base64: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"
3PKkojKdd6BBzTf1RXbQVfUDraNFXXHKzQF: %s%s__config__network: "base64: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" }, { "key": "%s%s__config__encryption", "type": "binary", "value": "base64: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" }, { "key": "%s%s__config__minConsensus", "type": "integer", "value": 2 }, { "key": "%s%s__config__maxTickersPerGroup", "type": "integer", "value": 4 } ], "height": 3528871, "applicationStatus": "succeeded", "spentComplexity": 0 }

github/deemru/w8io/786bc32 
12.34 ms