Topological sort of a graph, allowing better console (and other) outputs.
Uses algorithm borrowed from networkx graph library to sort a graph in topological order. The method is only used by output plugins, as internal plumbery does not really care about the node order. Also includes a bonobo.util.python.require function that helps importing thing in a package-less context, or when there are conflict with site package names.
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@ -5,7 +5,7 @@ from bonobo import Bag
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from bonobo.constants import INHERIT_INPUT
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from bonobo.structs import Token
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args = ('foo', 'bar',)
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args = ('foo', 'bar', )
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kwargs = dict(acme='corp')
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@ -34,29 +34,29 @@ def test_inherit():
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bag3 = bag.extend('c', c=3)
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bag4 = Bag('d', d=4)
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assert bag.args == ('a',)
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assert bag.args == ('a', )
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assert bag.kwargs == {'a': 1}
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assert bag.flags is ()
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assert bag2.args == ('a', 'b',)
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assert bag2.args == ('a', 'b', )
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assert bag2.kwargs == {'a': 1, 'b': 2}
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assert INHERIT_INPUT in bag2.flags
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assert bag3.args == ('a', 'c',)
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assert bag3.args == ('a', 'c', )
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assert bag3.kwargs == {'a': 1, 'c': 3}
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assert bag3.flags is ()
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assert bag4.args == ('d',)
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assert bag4.args == ('d', )
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assert bag4.kwargs == {'d': 4}
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assert bag4.flags is ()
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bag4.set_parent(bag)
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assert bag4.args == ('a', 'd',)
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assert bag4.args == ('a', 'd', )
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assert bag4.kwargs == {'a': 1, 'd': 4}
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assert bag4.flags is ()
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bag4.set_parent(bag3)
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assert bag4.args == ('a', 'c', 'd',)
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assert bag4.args == ('a', 'c', 'd', )
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assert bag4.kwargs == {'a': 1, 'c': 3, 'd': 4}
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assert bag4.flags is ()
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