Esempio n. 1
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def test():
    """
    Exercise basic arithmetic operations among literals
    """
    # get the base node from the {calc} package
    from p2.calc.Node import Node as node

    # make a couple of literals
    l1 = node.literal(value=1)
    l2 = node.literal(value=2)

    # basic arithmetic among literals
    assert (l1 + l2).getValue() == 3
    assert (l1 - l2).getValue() == -1
    assert (l1 * l2).getValue() == 2
    assert (l1 / l2).getValue() == 0.5
    assert (l1**l2).getValue() == 1
    assert (l1 % l2).getValue() == 1

    # let the {algebra} build the second literal
    assert (l1 + 2).getValue() == 3
    assert (l1 - 2).getValue() == -1
    assert (l1 * 2).getValue() == 2
    assert (l1 / 2).getValue() == 0.5
    assert (l1**2).getValue() == 1
    assert (l1 % 2).getValue() == 1

    # all done
    return
Esempio n. 2
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def test():
    """
    Exercise the interface of operators
    """
    # get the base node from the {calc} package
    from p2.calc.Node import Node as node

    # use an expression make an operator
    operator = 2 * node.literal(value=1)

    # access the value
    assert operator.getValue() == 2

    # attempt to
    try:
        # set the value
        operator.setValue(value=1)
        # which should fail
        assert False, "unreachable"
    # because there is no base with an implementation
    except AttributeError as error:
        # all good
        pass

    # all done
    return
Esempio n. 3
0
def test():
    """
    Exercise the interface of literals
    """
    # get the base node from the {calc} package
    from p2.calc.Node import Node as node

    # make a literal
    literal = node.literal(value=0)

    # access the value
    assert literal.getValue() == 0

    # attempt to
    try:
        # set the value
        literal.setValue(value=1)
        # which should fail
        assert False, "unreachable"
    # because {const} is protecting it
    except NotImplementedError as error:
        # all good
        pass

    # all done
    return