参数:
width=返回的图片宽, 注意宽度小了容易显示不全
height=返回的图片高
type=验证码类型(1=数字,其它=英文和数字的组合,默认为其它)
lenth=长度
返回: img=BASE64图片,code=验证码字符串
例子:
<!--{ffwbms_func verificationcode,aa,"width=200|height=50|type=0|lenth=5"}-->
<!--{ffwbms_see $aa}-->
<img src="data:image/png;base64,<!--{$aa['img']}-->" />
返回:
{
"code": "E8Tgy",
"img": "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"
}