Fisiye:Visual proof mutually touching solids.svg
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Fisiye menga (SVG file, nominally 512 × 256 pixels, file size: 2 KB)
Kʋmbgo
| Bilsi |
English: Proof without words that the number of colours needed to fill three-dimensional regions so that no touching pair has different colours is unbounded, drawn by CMG Lee based on http://demonstrations.wolfram.com/AnInfinitelyColorableSetOf3DRegions . |
| Sɩngre | Menga tʋʋma |
| Gulsda | Cmglee |
Sor-kũuni
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Ɩudri gʋlsgo. Ges-guɩs sôr-kũunĩ paasa ni zĩig takɩ zugu GNU Free Documentation License. |
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Fisiye kibare
Didge daare/wakata n gese fisiye yii wakate kãngã
| Daare/Wakate | Marsã | Nen-magdem | Tʋmtʋmda | Koɛɛga | |
|---|---|---|---|---|---|
| marsã | 00:21, 13 Sipaolg kiuugu 2021 | | 512 × 256 (2 KB) | Cmglee | Recentre image // Editing SVG source code using c:User:Rillke/SVGedit.js |
| 23:30, 12 Sipaolg kiuugu 2021 |  | 512 × 256 (2 KB) | Cmglee | {{Information |Description=Proof without words that the number of colours needed to fill three-dimensional regions so that no touching pair has different colours is unbounded, drawn by CMG Lee based on http://demonstrations.wolfram.com/AnInfinitelyColorableSetOf3DRegions . |Source={{own}} |Date= |Author= Cmglee |Permission= |other_versions= }} Category:4-3-2 trimetric projection Category:Four-color theorem |
Fisiye tʋʋma
Nense ka be n tʋʋde ni fisiye kada.
Andũni fisiye tʋʋma
Wikis zẽnga tʋm na ni fisiye:
- Tarek teague en.wikipedia.org
- Tarek teague sq.wikipedia.org
