我的编程世界

主办单位:个人站 联系方式: 1467512459@qq.com
备案号: 皖ICP备2023002383号-1

皖公网安备 34050402000593号

知识数据库快捷查询

类型:易代码

.版本 2
.支持库 eAPI
.支持库 spec
.支持库 HtmlView
.支持库 shellEx

.程序集 窗口程序集_启动窗口
.程序集变量 F3, 整数型
.程序集变量 F2, 整数型
.程序集变量 ctrlv, 整数型
.程序集变量 ls_cache, 文本型, , , 临时文件名按时间戳生成
.程序集变量 ml_cache, 文本型, , , 执行命令以|分割
.程序集变量 mlsz_cache, 文本型, , "0", 执行命令数组
.程序集变量 ml_num, 整数型, , , 执行命令数量

.子程序 _按钮1_被单击

BASE64编解码_ASM_初始化 ()
图片框1.图片 = BASE64解码_ASM (“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”)

.子程序 子程序1
.局部变量 q, 剪辑版数据, , "5"

' 加入成员 (q, “22”)
' 加入成员 (q, 图片框1.图片)
' q [1].文本型数据 = “STF_TEXT”
' q [1].剪辑版数据格式 = 50154
' q [1].字节集数据 = 图片框1.图片
' q [1].字节集长度 = 取字节集长度 (图片框1.图片)


' q [1].剪辑版数据格式 = 1
' q [1].字节集数据 = 到字节集 (“ssassss”)
' q [1].字节集长度 = 取字节集长度 (q [1].字节集数据)

' q [1].剪辑版数据格式 = 2
' q [1].字节集数据 = 图片框1.图片
' q [1].字节集长度 = 取字节集长度 (q [1].字节集数据)

' q [1].剪辑版数据格式 = 1
' q [1].字节集数据 = 到字节集 (“ssassss”)
' q [1].字节集长度 = 取字节集长度 (q [1].字节集数据)

' q [2].剪辑版数据格式 = 1
' q [2].字节集数据 = 到字节集 (“2222”)
' q [2].字节集长度 = 取字节集长度 (q [2].字节集数据)

剪辑板_置图片 (图片框1.图片)
' 剪辑板_置内容 (q)

.子程序 _按钮2_被单击

子程序1 ()

.子程序 _标签1_反馈事件, 整数型
.参数 参数一, 整数型
.参数 参数二, 整数型
.局部变量 i, 整数型


.如果真 (参数一 = F3)
    .计次循环首 (ml_num, i)

        .如果 (寻找文本 (mlsz_cache [i], “bmp”, , 假) = -1)
            ' 文本

            剪辑板_置文本 (mlsz_cache [i])
            模拟按键 (#Ctrl键, #V键, )


        .否则

            ' 图片
            剪辑板_置图片 (读入文件 (取运行目录 () + “/” + mlsz_cache [i]))
            模拟按键 (#Ctrl键, #V键, )
            延迟 (300)


        .如果结束


    .计次循环尾 ()
    ' 剪辑板_置图片 (图片框1.图片)
    ' 模拟按键 (#Ctrl键, #V键, )
    ' 延迟 (300)

    ' 剪辑板_置文本 (“ss”)
    ' 模拟按键 (#Ctrl键, #V键, )
.如果真结束
.如果真 (参数一 = F2)

    .如果 (剪辑板中可有文本 ())
        写到文件 (取运行目录 () + “/1.html”, 到字节集 (剪辑板_取文本 ()))
        超文本浏览框1.地址 = 取运行目录 () + “/1.html”


    .否则

        ' 写到文件 (取运行目录 () + “/1.jpg”, 到字节集 (剪辑板_取图片 (_启动窗口.取窗口句柄 ())))
        ls_cache = 到文本 (取年份 (取现行时间 ())) + 到文本 (取月份 (取现行时间 ())) + 到文本 (取日 (取现行时间 ())) + 到文本 (取小时 (取现行时间 ())) + 到文本 (取分钟 (取现行时间 ())) + 到文本 (取秒 (取现行时间 ()))
        写到文件 (取运行目录 () + “/1.bmp”, 剪辑板_取位图数据B (_启动窗口.取窗口句柄 ()))
        写到文件 (取运行目录 () + “/1.html”, 到字节集 (“<img src=” + #引号 + “1.bmp” + #引号 + “>”))
        超文本浏览框1.地址 = 取运行目录 () + “/1.html”


    .如果结束

.如果真结束
.如果真 (参数一 = ctrlv)

    .如果 (剪辑板中可有文本 ())
        编辑框1.加入文本 (剪辑板_取文本 ())
        编辑框3.加入文本 (剪辑板_取文本 () + “|”)
        写到文件 (取运行目录 () + “/1.html”, 到字节集 (编辑框1.内容))
        超文本浏览框1.地址 = 取运行目录 () + “/1.html”


    .否则

        ' 写到文件 (取运行目录 () + “/1.jpg”, 到字节集 (剪辑板_取图片 (_启动窗口.取窗口句柄 ())))
        ls_cache = 到文本 (取年份 (取现行时间 ())) + 到文本 (取月份 (取现行时间 ())) + 到文本 (取日 (取现行时间 ())) + 到文本 (取小时 (取现行时间 ())) + 到文本 (取分钟 (取现行时间 ())) + 到文本 (取秒 (取现行时间 ()))

        写到文件 (取运行目录 () + “/” + ls_cache + “.bmp”, 剪辑板_取位图数据B (_启动窗口.取窗口句柄 ()))
        ' 写到文件 (取运行目录 () + “/1.html”, 到字节集 (“<img src=” + #引号 + “1.bmp” + #引号 + “>”))
        编辑框1.加入文本 (“<img src=” + #引号 + ls_cache + “.bmp” + #引号 + “>”)
        编辑框3.加入文本 (ls_cache + “.bmp|”)
        写到文件 (取运行目录 () + “/1.html”, 到字节集 (编辑框1.内容))

        超文本浏览框1.地址 = 取运行目录 () + “/1.html”


    .如果结束

.如果真结束


.子程序 __启动窗口_创建完毕

F3 = 注册热键 (_启动窗口.取窗口句柄 (), 标签1.取窗口句柄 (), 0, #F3键)
F2 = 注册热键 (_启动窗口.取窗口句柄 (), 标签1.取窗口句柄 (), 0, #F2键)



.子程序 _编辑框1_获得焦点

ctrlv = 注册热键 (_启动窗口.取窗口句柄 (), 标签1.取窗口句柄 (), 1, #V键)

.子程序 _编辑框1_失去焦点

撤销热键 (_启动窗口.取窗口句柄 (), ctrlv)

.子程序 _按钮3_被单击

写到文件 (取运行目录 () + “/” + 编辑框2.内容 + “.html”, 到字节集 (编辑框1.内容))
写到文件 (取运行目录 () + “/” + 编辑框2.内容 + “.htt”, 到字节集 (编辑框3.内容))
信息框 (“记录完成”, 0, , )
编辑框1.内容 = “”
编辑框3.内容 = “”

.子程序 _按钮4_被单击

清除数组 (mlsz_cache)
ml_cache = 到文本 (读入文件 (取运行目录 () + “/” + 编辑框2.内容 + “.htt”))
mlsz_cache = 分割文本 (ml_cache, “|”, )
ml_num = 取数组成员数 (mlsz_cache)

.子程序 _按钮5_被单击
.局部变量 wjm, 文本型

列表框1.清空 ()
wjm = 寻找文件 (取运行目录 () + “/*” + 编辑框2.内容 + “*.htt”, )
.判断循环首 (wjm ≠ “”)
    列表框1.加入项目 (wjm, )
    wjm = 寻找文件 (, )
.判断循环尾 ()

.子程序 _列表框1_列表项被选择


添加到剪辑版 (列表框1.取项目文本 (列表框1.现行选中项))

.子程序 添加到剪辑版
.参数 添加文件名, 文本型

清除数组 (mlsz_cache)
ml_cache = 到文本 (读入文件 (取运行目录 () + “/” + 添加文件名))
mlsz_cache = 分割文本 (ml_cache, “|”, )
ml_num = 取数组成员数 (mlsz_cache)


更新时间:2023-10-24 09:34:03