Geometrical construction diagram for Vesica Piscis figure, formed by the intersection of two circles of the same radius, where each circle's center is on the circumference of the other circle.
Black: Vesica Piscis figure itself
Light blue: Claimed "fishtail" extensions (when it is desired to approximate the Vesica Piscis to an Ichthys)
Light red: Two equilateral triangles formed by drawing straight lines between the centers of the two circles, and between the circle centers and the points of intersection of the circles.
Data
Orixe
Generated by means of the following PostScript code:
File:Vesica-P-Constr-Diagram.svg é unha versión vectorial deste ficheiro. Debería usarse esa versión no canto desta imaxe rasterizada cando sexa de mellor calidade.
O autor desta obra, AnonMoos, liberouna e agora pertence ao dominio público. Isto é válido en todo o mundo.
Nalgúns países, isto pode non ser legalmente posible; entón: AnonMoos concede a calquera o dereito de empregar esta obra para o propósito que considere oportuno, sen condicións, agás aquelas que sexan requiridas pola lei.
(Geometrical construction diagram for Vesica Psicis figure, formed by the intersection of two circles of the same radius, where each circle's center is on the circumference of the other circle. *Black: Vesica Piscis figure itself *Light blue: Claimed )
en.wikipedia file upload history
Click on date to download the file or see the image uploaded on that date.
(del) (cur) 05:05, 3 October 2005 . . en:User:AnonMoos AnonMoos ( en:User_talk:AnonMoos Talk) . . 252x362 (5601 bytes) (Geometrical construction diagram for Vesica Psicis figure, formed by the intersection of two circles of the same radius, where each circle's center is on the circumference of the other circle. *Black: Vesica Piscis figure itself *Light blue: Claimed )
Pés de foto
Engada unha explicación dunha liña do representa este ficheiro
La bildo estas kopiita de wikipedia:en. La originala priskribo estas: == Summary == Geometrical construction diagram for Vesica Piscis figure, formed by the intersection of two circles of the same radius, where each circle's center is on the circumferenc