汇编语言-打印部分ASCII表
用表格形式显示字符
1. 题目:用表格形式显示ASCII字符
2.要求:按15行×16列的表格形式显示ASCII码为10H-100H的所有字符,即以行为主的顺序及ASCII码递增的次序依次显示对应的字符。每16个字符为一行,每行中的相邻两个字符之间用空白符或空格符(ASCII码为0或20H)隔开
代码如下:
; Example assembly language program --
; Author: Karllen
; Date: revised 05/2014 .
.MODEL FLAT ExitProcess PROTO NEAR32 stdcall, dwExitCode:DWORD INCLUDE io.h ; header file for input/output cr EQU 0dh ; carriage return character
Lf EQU 0ah ; line feed .STACK ; reserve 4096-byte stack .DATA ; reserve storage for data promot BYTE "The program is to print Ascii from 10h to 100h",cr,Lf,
line DWORD ?
row DWORD ?
ccf BYTE " ",
crlf BYTE cr,Lf,
char BYTE DUP(?) .CODE ; start of main program code
_start:
output promot
mov row,
mov line,
mov char,0Fh
doFirstWhile:
inc line
cmp line,
jg endFirstWhile
mov row,
doSecondWhile:
inc row
cmp row,
jg endSecondWhile
add char,
output char
output ccf
jmp doSecondWhile
endSecondWhile:
output crlf
jmp doFirstWhile
endFirstWhile: INVOKE ExitProcess, ; exit with return code 0 PUBLIC _start ; make entry point public END ; end of source code
运行结果查看
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" 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