Skip to content
New issue

Have a question about this project? Sign up for a free GitHub account to open an issue and contact its maintainers and the community.

By clicking “Sign up for GitHub”, you agree to our terms of service and privacy statement. We’ll occasionally send you account related emails.

Already on GitHub? Sign in to your account

Add Nephio 5G Network diagram #43

Merged
merged 2 commits into from
Jul 13, 2023
Merged
Show file tree
Hide file tree
Changes from all commits
Commits
File filter

Filter by extension

Filter by extension

Conversations
Failed to load comments.
Loading
Jump to
Jump to file
Failed to load files.
Loading
Diff view
Diff view
1 change: 1 addition & 0 deletions user-guide/nephio-R1-5G-network.drawio
Original file line number Diff line number Diff line change
@@ -0,0 +1 @@
<mxfile modified="2023-06-20T09:37:29.656Z" host="draw.tech.orange" agent="5.0 (X11)" etag="W2sS9zMrZIv_3ee2MaA7" version="14.2.7"><diagram id="d1ab7348-05c3-a1e3-ca4d-12c340fd6b49" name="Page-1">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</diagram></mxfile>
Binary file added user-guide/nephio-R1-5G-network.png
Loading
Sorry, something went wrong. Reload?
Sorry, we cannot display this file.
Sorry, this file is invalid so it cannot be displayed.