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3N8GiFAboHyNvn5EpTk9W8KKbotJSW96ev1:  -0.01400000 Waves

2019.08.20 14:37 [639394] data 3N8GiFAboHyNvn5EpTk9W8KKbotJSW96ev1 > SELF 0.00000000 Waves

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github/deemru/w8io/169f3d6 
11.34 ms