website/content/zh-cn/blog/_posts/2022-08-16-PSP-historical-c.../timeline.drawio

1 line
9.9 KiB
Plaintext

<mxfile host="app.diagrams.net" modified="2022-08-20T10:59:36.610Z" agent="5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/104.0.0.0 Safari/537.36" etag="2BRdQVi9ypjLT9as_Jj5" version="17.4.0" type="device"><diagram name="k8s color" id="EOYQ7ahtYo4FzmBLCOt_">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</diagram></mxfile>