Update 'populus_nigra_italica.lpy'
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@ -2,30 +2,16 @@ def Start():
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#random.seed(150)
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pass
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Axiom: _(0.3)@GsG(1)A(1)
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derivation length: 20
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Axiom: _(0.3)@GsG(0.5)A(1)
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derivation length: 30
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production:
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A(x) :
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if x == 1:
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produce[-(30)F(1)B(1)]F(1)A(x+1)
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if x == 2:
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produce [^(30)F(1)C(1)]F(1)A(x+1)
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elif x == 4:
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produce [+(30)F(1)D(1)]F(1)A(1)
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elif x == 3:
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produce [&(30)F(1)E(1)]F(1)A(x+1)
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produce[-(30)F(1)B(1)]/(75)F(0.5)A(x+1)
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B(x):
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if x <= 4:
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produce [^(30)F(1,0.05+0.25/x)Leaf(1)][&(30)F(1,0.05+0.25/x)Leaf(1)]+(5)F(1,0.05+0.25/x)B(x+1)
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C(x):
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if x <= 4:
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produce [+(30)F(1,0.05+0.25/x)Leaf(1)][-(30)F(1,0.05+0.25/x)Leaf(1)]&(5)F(1,0.05+0.25/x)C(x+1)
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D(x):
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if x <= 4:
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produce [&(30)F(1,0.05+0.25/x)Leaf(1)][^(30)F(1,0.05+0.25/x)Leaf(1)]-(5)F(1,0.05+0.25/x)D(x+1)
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E(x):
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if x <= 4:
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produce [+(30)F(1,0.05+0.25/x)Leaf(1)][-(30)F(1,0.05+0.25/x)Leaf(1)]^(5)F(1,0.05+0.25/x)E(x+1)
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if x <= 5:
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produce [^(30)F(1,0.05+0.25/x)Leaf(1)][&(30)F(1,0.05+0.25/x)Leaf(1)]F(1,0.05+0.25/x)B(x+1)
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Leaf(x):
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produce ~l(1)
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interpretation:
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