1
0
mirror of https://github.com/Snailclimb/JavaGuide synced 2025-06-20 22:17:09 +08:00

1 line
7.9 KiB
Plaintext

<mxfile host="Electron" modified="2021-06-15T08:09:27.916Z" agent="5.0 (Macintosh; Intel Mac OS X 10_16_0) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/13.4.5 Chrome/83.0.4103.122 Electron/9.1.0 Safari/537.36" etag="WkS12LLgR0uFu5QGbf4c" version="13.4.5" type="device"><diagram id="SeqBh6is4YTJ0tLNeMIa" name="Page-1">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</diagram></mxfile>