为什么CF会出现错误signaltap 找不到信号BUGTAP.DDL

单片机定时器仿真时,数码管显示不对,求助,谢谢! - proteus论坛|仿真论坛 - 中国电子技术论坛 -
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单片机定时器仿真时,数码管显示不对,求助,谢谢!
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***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***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***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***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***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***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***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***YNGOdLQxdgfUQMwAAMYH1EAIC9aZgUZB4RAHRBIwIA9ML9btUXohEBYDZoRACALvjSsFYmohEBYDpoRACALrjvre5aNCIAzAaNCAAwn0DhoREBYDpoRJhJMMXy+eB/bXiQC2BF0IgAYA00IkwjflpLlowAa1H1WzMaEQCsgUaEacTzhWhE2AxZIPqqDo0IANZgDW0MMGFAoUbcOAIYsIQBVUVdziPKGrGBtYKJARiAAeYNYB4R5iGLwlxmBdgD3XlEAABd0IgAAL0QJhHDM9GIAGAMNCIAQBf8efFLmYhGBABroBEBALpQ+Cjt3xPQiABgDDQiAEAXqjRieC0aEQBmg0YEAOhF+fOI4YVoRACYDRoRAMAcaEQAmA4aEQDAHGhEAJhOQiMCAMBkftx8GwDg8XxpRAAAAACAk/8HtrKvI3MqyUQAAAAASUVORK5CYII=
单片机定时器仿真时,数码管显示不完全,而且也不对,和把程序下到单片机开发板里的显示对不上,希望大家帮忙解决下,谢谢!
这个问题,太模糊了!
不知所云,无图无真相
动态显示的那段程序看看有没有写错,定时器的那段你也再检查一下
没图,没代码。。。。。。。。。。。
查看完整版本:

参考资料

 

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