nothingness 发表于 2023-11-20 09:49

请教各位前辈,有什么办法能把PPT里面的图片顺序一键倒过来?

比如说PPT里面有100张图片,顺序是1~100    有没有办法一键调整为100~1   ?

100张图片循序反过来{:5_270:}

cnfreer 发表于 2023-11-20 11:23

1、一张一张重新排版

cnfreer 发表于 2023-11-20 11:23

2、播放时可以从后往前播放

nothingness 发表于 2023-11-20 12:10

cnfreer 发表于 2023-11-20 11:23 https://bbs.pcbeta.com/static/image/common/back.gif
2、播放时可以从后往前播放

我需要的是导出图片的时候,图片排序倒过来{:5_271:}

cnfreer 发表于 2023-11-20 13:13

nothingness 发表于 2023-11-20 12:10 https://bbs.pcbeta.com/static/image/common/back.gif
我需要的是导出图片的时候,图片排序倒过来

试试wps会员吧

caico 发表于 2023-11-20 17:27

把ppt的文件后缀名.pptx或.ppt修改为zip,解压缩出来,图片会按插入(是插入时的)的顺序命名为“image1”、“image2”、“image3”……现在你的问题是怎么把文件名按序号重新命名了

da_nao_yan 发表于 2023-11-20 18:20

你可以试试chatgpt行不行

山上石 发表于 2023-11-20 19:22

caico 发表于 2023-11-20 17:27 https://bbs.pcbeta.com/static/image/common/back.gif
把ppt的文件后缀名.pptx或.ppt修改为zip,解压缩出来,图片会按插入(是插入时的)的顺序命名为“image1”、 ...

倒序排列,然后全选,重命名,能不能行。。

nothingness 发表于 2023-11-21 08:17

caico 发表于 2023-11-20 17:27 https://bbs.pcbeta.com/static/image/common/back.gif
把ppt的文件后缀名.pptx或.ppt修改为zip,解压缩出来,图片会按插入(是插入时的)的顺序命名为“image1”、 ...

PPT可以一键导出所有图片,图片会按循序自动命名

caico 发表于 2023-11-21 10:21

nothingness 发表于 2023-11-21 08:17 https://bbs.pcbeta.com/static/image/common/back.gif
PPT可以一键导出所有图片,图片会按循序自动命名

所以你的问题可以不是PPT图片播放顺序倒放,其实可以是导出后的图片按顺序命名的文件能不能批量倒序重命名。
按上面网友的建议是可以的,图片按文件名的倒序排列(z-a),然后全选(Ctrl+A),选中现在排在第1的文件(就是文件名的最后一个),右键重命名例如“图片”,按回车。文件全部重命名为“图片(1)”、“图片(2)”、“图片(3)”……

nothingness 发表于 2023-11-21 11:19

caico 发表于 2023-11-21 10:21 https://bbs.pcbeta.com/static/image/common/back.gif
所以你的问题可以不是PPT图片播放顺序倒放,其实可以是导出后的图片按顺序命名的文件能不能批量倒序重命名 ...

这样操作还是得一个一个的重命名,100多张图片太麻烦了。如果能把PPT里面图片顺序倒过来,一键导出就省事多了

hnlylsb 发表于 2023-11-21 11:28

pdf虚拟打印机,逆序打印,然后再从生成的pdf文件提取

hnlylsb 发表于 2023-11-21 11:54

Acrobat转化为PDF,然后用Acrobat的pdf打印机逆序打印,再将生成的pdf转化回PPT或图像
稳妥一点的办法;把PPT后缀改为rar,然后用winrar解压,用ppt\media下面的图片删除掉不需要的图片,然后合并为一个pdf,然后再用Acrobat的pdf打印机逆序打印,将生成的pdf导出到图像即可。

caico 发表于 2023-11-21 17:02

nothingness 发表于 2023-11-21 11:19 https://bbs.pcbeta.com/static/image/common/back.gif
这样操作还是得一个一个的重命名,100多张图片太麻烦了。如果能把PPT里面图片顺序倒过来,一键导出就省事 ...

1.打开文件资源管理器,点击进入需要修改文件名的文件夹中,点击按文件名降序排序(逆序);

2.全部选中要修改的文件,可以利用快捷键【Ctrl+A】;

3.右键单击第1个文件,点击【重命名】(注意此时选中的文件还是处于选中状态(背景是黑的));

4.输入新的文件名,按下【Enter】键确认,Windows会自动将所有选中的文件添加相同的名称,并在后面添加一个数字序列。
(不是一个个文件重命名,会将所有选中状态的文件自动重命名)

nothingness 发表于 2023-11-22 07:53

hnlylsb 发表于 2023-11-21 11:54 https://bbs.pcbeta.com/static/image/common/back.gif
Acrobat转化为PDF,然后用Acrobat的pdf打印机逆序打印,再将生成的pdf转化回PPT或图像
稳妥一点的办法;把P ...

谢谢,等会试试看

nothingness 发表于 2023-11-22 07:55

本帖最后由 nothingness 于 2023-11-22 08:00 编辑

caico 发表于 2023-11-21 17:02 https://bbs.pcbeta.com/static/image/common/back.gif
1.打开文件资源管理器,点击进入需要修改文件名的文件夹中,点击按文件名降序排序(逆序);

2.全部选 ...
严格按照你说的步骤操作的,重命名后顺序和原来一样,并不会反过来{:5_271:}

caico 发表于 2023-11-22 09:36

本帖最后由 caico 于 2023-11-22 09:44 编辑

nothingness 发表于 2023-11-22 07:55 https://bbs.pcbeta.com/static/image/common/back.gif
严格按照你说的步骤操作的,重命名后顺序和原来一样,并不会反过来
呃……确认第1步做对了?是按文件名的逆序排列?然后选逆序的第1个文件(按顺序的排最后一个文件)?文件名逆序如下(对应的文件大小也是由大到小的)
选中选逆序的第1个文件“相片(4).png”重命名
data:image/png;base64,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



caico 发表于 2023-11-22 09:36

本帖最后由 caico 于 2023-11-22 09:45 编辑

nothingness 发表于 2023-11-22 07:55 https://bbs.pcbeta.com/static/image/common/back.gif
严格按照你说的步骤操作的,重命名后顺序和原来一样,并不会反过来
完成重命名后的文件如下(注意看文件大小、修改日期):
data:image/png;base64,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

页: [1]
查看完整版本: 请教各位前辈,有什么办法能把PPT里面的图片顺序一键倒过来?