File Detail parts/textures/s63.png

Unofficial File parts/textures/s63.png

File Header:

0 Part TEXMAP Image s63.png
0 Name: textures\s63.png
0 Author: Javier Orquera [kuramapika1]
0 !LDRAW_ORG Unofficial_Part_Texmap
0 !LICENSE Licensed under CC BY 4.0 : see CAreadme.txt

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

Status:

Needs More Votes (N)

This part has the following automated holds from the Parts Tracker

No path of certified files to a certified or official parent in the parts folder

Current Votes:

None

Official parents and subparts

Part Events:

Javier Orquera [kuramapika1]

submitted a new version of the part.

2023-02-28 19:15:14

Orion Pobursky [OrionP]

renamed the part.

2023-12-09 16:25:11

"parts/textures/3068bpb1413.png" to "parts/textures/s63.png"

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