关于短地址偏移地址问题。
本帖最后由 yjcoke 于 2019-6-18 09:50 编辑data:image/png;base64,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
请问图中,段地址0:10 为什么和段地址1:0的内容是一样的?
另外比如
0000:0000 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11
0000:0010 22 22 22 22 22 22 22 22 22 22 22 22 22 22 22 22
这样的表达应该说段地址0,偏移地址10的数据是22吗?还是说段地址为1,偏移地址为10的数据是22?
为什么图片没有显示?
C:\Users\Administrator\Desktop\1.png 发不了图片 你留个Q 第一行是 1000:0 - 1000:F单元,每个11是一个数据 也就是一个字节
我去 第一次最佳答案
页:
[1]