中财投资网(www.161588.com)2026/5/26 20:13:36讯:
截至14:50,光模块龙头新易盛扩大涨幅至6%,股价突破700元,续创历史新高,总市值突破7000亿元。创业板成长ETF华夏预估持仓权重16.71%。

从近期表现来看,创业板成长ETF华夏(159967)近33个交易日上涨47.39%,同期创业板指数上涨28.42%,沪深300指数上涨11.36%。
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该ETF跟踪创成长指数,采用 “成长因子+动量因子”的双重选股模型,成长因子负责精选基本面过硬的优质企业,而动量因子则负责筛选股性活跃、势头良好的个股,双因子策略同时追逐企业基本面向上趋势和股价的强势延续。一旦市场走出“右侧交易”逻辑,绩优且弹性好的个股更容易成为市场关注焦点,形成强者恒强的特征。