Newton/Julia Fractals (123)
ｆ（z） = (z^2+2*z)/(1-z^3/4)
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外部・内部境界
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Newton/Julia Fractals (124)
ｆ（z） = (2*z^2+2.2*z)/(1-z^3/4)
分数型の式ではなかなかFractalが現れないとKidsが嘆く。係数や定数を工夫して幽玄なものを表出させるらしい。
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遥か彼方へ
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光の点が織り成す美しいRockの世界
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Newton/Julia Fractals (125)
ｆ（z） = (2.1*z^2+2*z)/(1-z^3/4)
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横ライン上
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華麗に装飾されたUFO
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美しい上昇渦
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Newton/Julia Fractals (126)
ｆ（z） = (2*z^2+2.1*z)/(3/2-z^3/4)
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先端海の拡大
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光列の発散・収束
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Newton/Julia Fractals (127)
ｆ（z） = (2*z^2+2.1*z)/(6/5-z^3/4)
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下降Spiralの複雑なパターン
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Newton/Julia Fractals (128)
ｆ（z） = (2*z^2+2*z)/(2.2-z^5/4)
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かぐや姫の光への階段
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Newton/Julia Fractals (129)
ｆ（z） = (2*z^2+2*z)/(2.3-z^7/4)
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ガス雲から若き星々の誕生
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発生点のStructure
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Newton/Julia Fractals (130)
ｆ（z） = (2*z^2+2*z)/(2.5-z^7/4)
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２重星からの放射
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Newton/Julia Fractals (131)
ｆ（z） = (2*z^2+2*z)/(2.4-z^5/4)
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複雑なTwin放射構造
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Newton/Julia Fractals (132)
ｆ（z） = (2*z^2+2*z)/(2.4-z^7/5)
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大鷲星
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Newton/Julia Fractals (133)
さらに摂動項を入れてみよう。
ｆ（z） = (2*z^2+2*z)/(2.4-z^7/5) + 0.001/z
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双極性射出
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４花咲く
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Newton/Julia Fractals (134)
摂動項のわずかな違いでパターンは大きくかわる。
ｆ（z） = (2*z^2+2*z)/(2.4-z^7/5) + 0.001３/z
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DouadyのLapinならぬ黒いサンショウオの部分
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赤のSpiral
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Spiralの中
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