hqchart
Version:
HQChart - H5, 微信小程序 沪深/港股/数字货币/期货/美股 K线图(kline),走势图,缩放,拖拽,十字光标,画图工具,截图,筹码图. 分析家语法,通达信语法,(麦语法),第3方数据对接
1 lines • 124 kB
JavaScript
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