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author | jaseg <git-bigdata-wsl-arch@jaseg.de> | 2020-05-22 17:49:34 +0200 |
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committer | jaseg <git-bigdata-wsl-arch@jaseg.de> | 2020-05-22 17:49:34 +0200 |
commit | c9f9d26dffcbb8853c4bb75f0a39aaceac26bf8c (patch) | |
tree | 2d4006533552a39db5e1cc59ae0c9c26e3e02154 /ma/resources | |
parent | 64eac66a8f8f97c4b6427d4d437f12586b376fc0 (diff) | |
download | master-thesis-c9f9d26dffcbb8853c4bb75f0a39aaceac26bf8c.tar.gz master-thesis-c9f9d26dffcbb8853c4bb75f0a39aaceac26bf8c.tar.bz2 master-thesis-c9f9d26dffcbb8853c4bb75f0a39aaceac26bf8c.zip |
ma: add diagrams
Diffstat (limited to 'ma/resources')
-rwxr-xr-x | ma/resources/prototype_schema.drawio | 1 | ||||
-rwxr-xr-x | ma/resources/prototype_schema.pdf | bin | 0 -> 50553 bytes |
2 files changed, 1 insertions, 0 deletions
diff --git a/ma/resources/prototype_schema.drawio b/ma/resources/prototype_schema.drawio new file mode 100755 index 0000000..1f6a832 --- /dev/null +++ b/ma/resources/prototype_schema.drawio @@ -0,0 +1 @@ +<mxfile host="app.diagrams.net" modified="2020-05-22T15:41:43.504Z" agent="5.0 (Windows)" etag="X59RmNxlqvcwZW08FG--" version="13.1.3" type="device"><diagram id="C5RBs43oDa-KdzZeNtuy" 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</diagram></mxfile>
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