コード例 #1
0
def test_hex_pi_nth_digits():
    assert pi_hex_digits(0) == '3243f6a8885a30'
    assert pi_hex_digits(1) == '243f6a8885a308'
    assert pi_hex_digits(10000) == '68ac8fcfb8016c'
    assert pi_hex_digits(13) == '08d313198a2e03'
    assert pi_hex_digits(0, 3) == '324'
    assert pi_hex_digits(0, 0) == ''
    raises(ValueError, lambda: pi_hex_digits(-1))
    raises(ValueError, lambda: pi_hex_digits(3.14))

    # this will pick a random segment to compute every time
    # it is run. If it ever fails, there is an error in the
    # computation.
    n = randint(0, len(dig))
    prec = randint(0, len(dig) - n)
    assert pi_hex_digits(n, prec) == dig[n:n + prec]
コード例 #2
0
ファイル: test_bbp_pi.py プロジェクト: A-turing-machine/sympy
def test_hex_pi_nth_digits():
    assert pi_hex_digits(0) == '3243f6a8885a30'
    assert pi_hex_digits(1) ==  '243f6a8885a308'
    assert pi_hex_digits(10000) == '68ac8fcfb8016c'
    assert pi_hex_digits(13) == '08d313198a2e03'
    assert pi_hex_digits(0, 3) == '324'
    assert pi_hex_digits(0, 0) == ''
    raises(ValueError, lambda: pi_hex_digits(-1))
    raises(ValueError, lambda: pi_hex_digits(3.14))

    # this will pick a random segment to compute every time
    # it is run. If it ever fails, there is an error in the
    # computation.
    n = randint(0, len(dig))
    prec = randint(0, len(dig) - n)
    assert pi_hex_digits(n, prec) == dig[n: n + prec]
コード例 #3
0
ファイル: test_ntheory.py プロジェクト: pducks32/intergrala
def test_hex_pi_nth_digits():
    assert pi_hex_digits(0) == '3243f6a8885a30'
    assert pi_hex_digits(1) == '243f6a8885a308'
    assert pi_hex_digits(10000) == '68ac8fcfb8016c'
コード例 #4
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def test_hex_pi_nth_digits():
    assert pi_hex_digits(0) == '3243f6a8885a30'
    assert pi_hex_digits(1) == '243f6a8885a308'
    assert pi_hex_digits(10000) == '68ac8fcfb8016c'
コード例 #5
0
ファイル: test_ntheory.py プロジェクト: hitej/meta-core
def test_hex_pi_nth_digits():
    assert pi_hex_digits(0) == "3243f6a8885a30"
    assert pi_hex_digits(1) == "243f6a8885a308"
    assert pi_hex_digits(10000) == "68ac8fcfb8016c"