修改自：[url=https://www.geogebra.org/u/gwengler]Georg Wengler[/url] 的 Sonnenblume，https://www.geogebra.org/m/TWp89GcN

[br][br]Liste1=序列(a0 (1+q^(m)),m,0,n-1)[br][br]圆心[br]Liste2=序列((元素(Liste1,i); w (i-1)),i,1,长度(Liste1))[br][br]黄色圆[br]Liste3=序列(圆周(元素(Liste2,m),r0 q^(m)),m,1,长度(Liste2))[br][br]红色圆[br]Liste4=序列(元素(Liste3,i),i,Startwert,长度(Liste3),Schrittweite)[br][br]圆[br]Liste5=提取(Liste3,1,t)[br][br]向量[br]Liste6=序列(旋转(v0,(i-1) w),i,1,t)[br][br]df=cos(w)+ί sin(w)[br][br]w=2 π (1-gv)[br][br]q=(((a1)/(a0))-1)^(((1)/(n)))[br][br]其他均为常数[br][img]data:image/png;base64,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[/img]