清洁版显示点差指标(简单、美观、实用)
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简洁,美观,不影响观看图表,非常实用,
尤其对浮动点差的交易者可以选择点差低的时候进行交易,减少交易成本
{:1_186:} 顶下 {:1_186:} {:1_181:} 支持下 {:1_179:} {:1_186:} 谢谢 支持下