Skip to content
Projects
Groups
Snippets
Help
Loading...
Help
Submit feedback
Contribute to GitLab
Sign in / Register
Toggle navigation
U
Unity-Projekte
Project
Project
Details
Activity
Releases
Cycle Analytics
Repository
Repository
Files
Commits
Branches
Tags
Contributors
Graph
Compare
Charts
Issues
0
Issues
0
List
Board
Labels
Milestones
Merge Requests
0
Merge Requests
0
CI / CD
CI / CD
Pipelines
Jobs
Schedules
Charts
Wiki
Wiki
Snippets
Snippets
Members
Members
Collapse sidebar
Close sidebar
Activity
Graph
Charts
Create a new issue
Jobs
Commits
Issue Boards
Open sidebar
Julius Rominger
Unity-Projekte
Commits
f58558ae
Commit
f58558ae
authored
Feb 27, 2021
by
Julius Rominger
Browse files
Options
Browse Files
Download
Email Patches
Plain Diff
Upload Classdiagramm
parent
51f7fe7a
Changes
2
Hide whitespace changes
Inline
Side-by-side
Showing
2 changed files
with
1 addition
and
0 deletions
+1
-0
strukturelles_Klassendiagramm.drawio
...lles Klassendiagramm/strukturelles_Klassendiagramm.drawio
+1
-0
strukturelles_Klassendiagramm.png
...urelles Klassendiagramm/strukturelles_Klassendiagramm.png
+0
-0
No files found.
Strukturelles Klassendiagramm/strukturelles_Klassendiagramm.drawio
0 → 100644
View file @
f58558ae
<mxfile host="app.diagrams.net" modified="2021-02-26T19:17:11.382Z" agent="5.0 (Windows)" etag="kYvxp9IB16EzUIEVgVmn" version="14.4.3" type="device"><diagram id="h4C4NZJQoULhrvrPmtxZ" name="Page-1">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</diagram></mxfile>
\ No newline at end of file
Strukturelles Klassendiagramm/strukturelles_Klassendiagramm.png
0 → 100644
View file @
f58558ae
254 KB
Write
Preview
Markdown
is supported
0%
Try again
or
attach a new file
Attach a file
Cancel
You are about to add
0
people
to the discussion. Proceed with caution.
Finish editing this message first!
Cancel
Please
register
or
sign in
to comment