聚散流沙 发表于 2017-9-29 10:51:19

STM8AF6226

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data:image/png;base64,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

STM8AF6226用IAR debug,总是循环跑这两个。如图。

我用的8S的工程改的,最好谁有8AF6226的工程给我一个,望高手解答。

zero99 发表于 2017-9-29 14:41:29

未见图。。
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查看完整版本: STM8AF6226