灯塔 发表于 2021-4-25 11:34:52

各周期K线剩余时间直观显示

本帖最后由 灯塔 于 2021-4-25 11:37 编辑

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表示还有5分1秒结束当前K线

占卜师 发表于 2021-4-30 17:51:28

{:1_186:}

0809160528 发表于 2021-5-4 10:00:52

{:1_186:}

大雄 发表于 2021-5-7 13:04:47

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fucks 发表于 2021-5-8 11:38:00

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wangqiying8 发表于 2021-5-9 15:28:18

支持下

小亦 发表于 2021-5-13 14:26:34

谢谢

wayoday 发表于 2021-5-17 11:02:27

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jqtudtvr 发表于 2021-5-22 10:11:06

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落谷惊风 发表于 2021-5-25 15:38:47

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查看完整版本: 各周期K线剩余时间直观显示