Ragiv:Borromean-cross.svg
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Ragiv rigik (ragiv in fomät: SVG, magodaziöbs 512 × 512, gretot: 800 bytes)
Ragiv at kömon de Wikimedia Commons e kanon pagebön fa proyegs votik. Bepenot su pad bepenota ragiva onik pajonon dono.
Plän brefik
BepenamBorromean-cross.svg |
English: A "Borromean cross", which contains four Borromean rings configurations arranged in a cross shape. This means that no two circles are directly interlinked, and cutting the central loop frees the other four circles.
This could be interpreted as a Christian symbol, since it combines the cross with the Borromean rings (often used as a symbol of the Christian Trinity). However, a similar design (not Borromeanly-linked) is found as a Japanese mon in Handbook of Design and Motifs (1950), and may be occasionally used as a neo-pagan "five worlds" symbol... |
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Vector equivalent of Image:Borromean-cross.png based on Public Domain Postscript code (written by User:AnonMoos) on that image's description page: %! 300 396 translate 12.5 setlinewidth /A{85 0 360 arc closepath stroke}def 0 0 75 0 360 arc closepath stroke -100 0 A 100 0 A 1 setgray 18 setlinewidth 0 -100 A 0 100 A 0 setgray 12.5 setlinewidth 0 -100 A 0 100 A 0 0 75 23.5 44 arc 1 setgray 18 setlinewidth stroke 0 0 75 22.5 45 arc 0 setgray 12.5 setlinewidth stroke 0 0 75 -44 -23.5 arc 1 setgray 18 setlinewidth stroke 0 0 75 -45 -22.5 arc 0 setgray 12.5 setlinewidth stroke 0 0 75 136 155.5 arc 1 setgray 18 setlinewidth stroke 0 0 75 135 157.5 arc 0 setgray 12.5 setlinewidth stroke 0 0 75 -156.5 -136 arc 1 setgray 18 setlinewidth stroke 0 0 75 -157.5 -135 arc 0 setgray 12.5 setlinewidth stroke -100 0 85 38.5 59 arc 1 setgray 18 setlinewidth stroke -100 0 85 37.5 60 arc 0 setgray 12.5 setlinewidth stroke -100 0 85 -59 -38.5 arc 1 setgray 18 setlinewidth stroke -100 0 85 -60 -37.5 arc 0 setgray 12.5 setlinewidth stroke 100 0 85 121 141.5 arc 1 setgray 18 setlinewidth stroke 100 0 85 120 142.5 arc 0 setgray 12.5 setlinewidth stroke 100 0 85 -141.5 -121 arc 1 setgray 18 setlinewidth stroke 100 0 85 -142.5 -120 arc 0 setgray 12.5 setlinewidth stroke showpage %EOF |
Lautan | PostScript and PNG by User:AnonMoos, vector conversion by Christoph Sommer |
Däl (Dönugebön nünedi at) |
Public Domain |
Other versions |
For other Trinity crosses, see Image:Cross-Bottony-Heraldry.svg , Image:Triquetra-Cross.png , Image:Celtic-Cross-Vodicka-decorative-triquetras-red.svg , and perhaps Image:Cross-Flory-Heraldry.svg . For an indefinitely extended "Borromean chain-mail" pattern, see Image:Borromean-chainmail-tile.png . |
Dälastad
Public domainPublic domainfalsefalse |
I, the copyright holder of this work, release this work into the public domain. This applies worldwide. In some countries this may not be legally possible; if so: I grant anyone the right to use this work for any purpose, without any conditions, unless such conditions are required by law. |
Items portrayed in this file
depicts Linglänapük
copyright status Linglänapük
copyright license Linglänapük
inception Linglänapük
2006
media type Linglänapük
image/svg+xml
checksum Linglänapük
2deebb4e7a9715b2b90b74e655d78e5ff54820da
data size Linglänapük
800 byte
height Linglänapük
512 pixel
width Linglänapük
512 pixel
Jenotem ragiva
Välolös däti/timi ad logön ragivi soäsä äbinon ün tim at.
Dät/Tim | Magodil | Mafots | Geban | Küpet | |
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anuik | 04:57, 2022 mäzul 20id | 512 × 512 (800 bytes) | TSamuel | Lossless recompression via SVGOMG, vecta.io/nano, & Compress-Or-Die.com, & verified via SVGCheck | |
20:38, 2013 febul 1id | 395 × 395 (924 bytes) | ACBahn | optimized smaller file | ||
10:18, 2006 novul 9id | 395 × 395 (11 KB) | D235~commonswiki | {{Information |Description=Borromean Cross |Source=based on Public Domain Postscript version by User:AnonMoos |Date=2006-11-09 |Author=Christoph Sommer |Permission=Public Domain }} |
Yüms
Pads nonik peyümons ad ragiv at.
Ragivigeb Valöpik
Proyegs votik sököl di ‚wiki’ gebons nünedi at:
- Geb su de.wikipedia.org
- Geb su it.wikipedia.org
- Geb su www.wikidata.org
Ragivanüns
Ragiv at keninükon nünis pluik, luveratiko se käm u numatüköm me kel päjafon. If ragiv at ya pevotükon e no plu leigon ko rigädastad okik, mögos, das pats anik is palisedöls no plu bepenons ragivi in stad anuik.
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Geilot | 100% |