序列指令作图练习-向日葵图案

修改自:[url=https://www.geogebra.org/u/houct.tw]侯杰材[/url] 的 Sequence指令作圖-3,https://www.geogebra.org/m/Jwx8b982
关键参数:[br][br]序列(旋转(多边形(位似(B, r^i, A), 位似(C, r^i, A), 位似(D, r^i, A), 位似(E, r^i, A), 位似(F, r^i, A)), i α, A), i, 0, n)[br]序列(旋转(list_1, i * 2π / m, A), i, 1, m) [br][br][img]data:image/png;base64,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[/img][br]修改后为:l1=[b]序列([color=#0000ff]旋转([/color][color=#ff0000]位似([/color]多边形(B,C,D,E,F)[color=#ff0000],r^(i),A)[/color][color=#0000ff],i α,A)[/color],i,0,n)[/b]

정보: 序列指令作图练习-向日葵图案