八戒253 发表于 2021-3-13 20:31:27

纸短情长






~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~不好意思,做了次标题党~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
#include <stdio.h>
#include "conio.h"
#include "windows.h"
#include <math.h>
void main(void)
{
        int color;
        for(color=0;color<8;color++)
        {
                textbackground(color);
                cprintf("This is color %d\r\n",color);
                cprintf("Press any key to contine\r\n");
                getchar();
        }
        getchar();
}这个是在C语言100题里面的
关于调用一些函数,看来好像是windows 的系统函数,但是运行不了,
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
---------------------------------------------------------------------------------球球帮助-----------------------------------------------------------------------------------------------------------------------------------------------------

Narcissus1 发表于 2021-3-13 20:31:28

conio.h    中现在没有改变颜色的函数了(至少我的VS报错)

/********************************************************************************

*about:C++字体颜色

*author:沐雨雨

*site:http://www.cnblogs.com/forestrain/p/8567097.html/

********************************************************************************/
#include<iostream>
#include<windows.h>

using namespace std;

int main()
{
    HANDLE hout = GetStdHandle(STD_OUTPUT_HANDLE);//句柄
    cout << "原色" << endl;

    SetConsoleTextAttribute(hout, FOREGROUND_INTENSITY | FOREGROUND_RED | FOREGROUND_GREEN | FOREGROUND_BLUE);//三色相加,白色
    cout << "白色" << endl;
//向外输出
    SetConsoleTextAttribute(hout, FOREGROUND_INTENSITY | FOREGROUND_RED);//红色
    cout << "红色" << endl;

    SetConsoleTextAttribute(hout, FOREGROUND_INTENSITY | FOREGROUND_RED | FOREGROUND_GREEN);//红色和绿色相加,黄色
    cout << "黄色" << endl;



    SetConsoleTextAttribute(hout, 64 + 15);
    cout << "深红色背景颜色,浅白色字体颜色" << endl;
    SetConsoleTextAttribute(hout, 79);
    cout << "深红色背景颜色,浅白色字体颜色" << endl;

    int color;
    for(color = 0; color < 100; color++)
    {
      SetConsoleTextAttribute(hout, color);

      cout <<"color" << endl;
    }
    return 0;

}


也可以通过system函数实现:
#include<iostream>
using namespace std;


int main() {
        int color = 0;
        system("color fc");//白底红字
        // f代表白色,在前为底色
        // c代表红色
        cout << color;
}

my_angel 发表于 2021-3-14 00:24:51

代码太老了,这本书的代码估计都是上世纪的了
conio.h 没有这个库

八戒253 发表于 2021-3-14 08:31:29

my_angel 发表于 2021-3-14 00:24
代码太老了,这本书的代码估计都是上世纪的了
conio.h 没有这个库

那我应该包含一个什么库呢??{:10_256:}

liuzhengyuan 发表于 2021-3-14 10:20:41

这不是 C 语言标准库,是 C standard library
请问你用的是那个编译器 GCC 还是 VS。
如果其他编译器或者不是 windows 操作系统有可能不支持

实在不行可以用 getchar() 代替

八戒253 发表于 2021-3-14 11:01:06

liuzhengyuan 发表于 2021-3-14 10:20
这不是 C 语言标准库,是 C standard library
请问你用的是那个编译器 GCC 还是 VS。
如果其他编译器或者 ...

gcc编译

人造人 发表于 2021-3-14 11:12:38

这代码确实太老了,想玩的话,下载一个 tc 玩吧





Minecraft程序猿 发表于 2021-3-14 12:19:15

my_angel 发表于 2021-3-14 00:24
代码太老了,这本书的代码估计都是上世纪的了
conio.h 没有这个库

有这个库的conio是MS-DOS时代的控制台主导,MinGW(gcc的Windows版)支持这个库,但Linux有很多环境是没有的

Minecraft程序猿 发表于 2021-3-14 12:20:13

conio在Linux下很少支持,大部分是Windows和MS-DOS

八戒253 发表于 2021-3-14 16:13:13

谢谢各位!!!!!!!!!
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