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计算长度,文章计算长度,博客计算长度,作文计算长度,字符串计算长度,文字计算长度,字符计算长度,字符串在线计算长度
在下面输入要计算长度的字符串:
(排序时一行为一条)
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
预览效果:
暂存数据
加载数据
字符:
0
中文:
0
数字:
0
英文:
0
大写:
0
小写:
0
行:
0
字节:
0
标点、下划线、加减乘除、等号等:
0
空格、制表、换行等:
0
其它相关方法:
去前空格
去后空格
去前后空格
去多余空格
去多余换行
去所有空格
去所有换行符
获取数字
获取正整数
获取负整数
获取字母
获取中文
转大写
转小写
首字母转大写
反转
获取URL
获取手机号
获取EMail
获取身份证
获取QQ
获取邮政
获取电话号码
获取IP
获取路径
获取超连接标签
获取图片标签
获取根目录Url
获取价格
获取日期
获取浮点数
去除重复项
获取重复项
获取超链接URL和文本
获取超链接标准URL和文本
获取图片Url
获取图片Url和Alt
相关联接:
计算长度
文字统计
去前空格
去后空格
去前后空格
去多余空格
去多余换行
去所有空格
去所有换行符
获取数字
获取正整数
获取负整数
获取字母
获取中文
转大写
转小写
首字母转大写
反转
获取URL
获取手机号
获取EMail
获取身份证
获取QQ
获取邮政
获取电话号码
获取IP
获取路径
获取超连接标签
获取图片标签
获取根目录Url
获取价格
获取日期
获取浮点数
拆分
行追加字符串
文字排序
数字排序
文字长度排序
去除重复项
获取重复项
查找替换
包括查找
获取超链接URL和文本
获取超链接标准URL和文本
获取图片Url
获取图片Url和Alt
HTML转义
UrlGB2312编码解码
UrlUTF8编码解码
中文获取拼音
UrlUnicode编码解码
获取MD5
随机密码
集合运算
移除HTML标签
MEID转MEIDDEC
IMEI14位计算IMEI15
Unicode转中文
中文简体转繁体转简体
Big5转换GB2312转换Big5
Big5转换GBK转换Big5
GB2312转换UTF-8转换GB2312
GUID生成器
Json数据格式化和压缩
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