Update to 1.1.1 (bz 1468405).

.gitignore

@@ -1,3 +1,4 @@
 /sympy-0.7.6.1.tar.gz
 /sympy-1.0.tar.gz
 /sympy-1.1.tar.gz
+/sympy-1.1.1.tar.gz

sources

@@ -1 +1 @@
-SHA512 (sympy-1.1.tar.gz) = 1b44d1709eaacc3744f84ca60862e9db9470ff657aa65df3c7e498acb3fc4d10fe92f3dbea665662647174052fb0ae7c05e2bc7d8273f3a74d8fbfb938eadc08
+SHA512 (sympy-1.1.1.tar.gz) = c571a5c6fd0abb59e60baec0f9c7b909ec2d133db52353c58288f7477ac2bc905219b308122761e41509d4bbdfc145375bdc6f76f608eb557e44163bb37b111a

sympy-test.patch

@@ -1,37 +0,0 @@
---- sympy-sympy-1.1/sympy/core/tests/test_sympify.py.orig	2017-07-05 17:13:24.000000000 -0600
-+++ sympy-sympy-1.1/sympy/core/tests/test_sympify.py	2017-07-08 19:32:15.297900401 -0600
-@@ -560,11 +560,7 @@ def test_numpy():
-         skip('numpy not installed.Abort numpy tests.')
- 
-     assert sympify(np.bool_(1)) is S(True)
--    assert equal(
--        sympify(np.int_(1234567891234567891)), S(1234567891234567891))
-     assert equal(sympify(np.intc(1234567891)), S(1234567891))
--    assert equal(
--        sympify(np.intp(1234567891234567891)), S(1234567891234567891))
-     assert equal(sympify(np.int8(-123)), S(-123))
-     assert equal(sympify(np.int16(-12345)), S(-12345))
-     assert equal(sympify(np.int32(-1234567891)), S(-1234567891))
-@@ -587,12 +583,6 @@ def test_numpy():
-     except AttributeError:  #float96 does not exist on all platforms
-         pass
- 
--    try:
--        assert equal(sympify(np.float128(1.123456789123)),
--                    Float(1.123456789123, precision=80))
--    except AttributeError:  #float128 does not exist on all platforms
--        pass
--
- 
- @XFAIL
- def test_sympify_rational_numbers_set():
---- sympy-sympy-1.1/sympy/solvers/tests/test_solveset.py.orig	2017-07-05 17:13:24.000000000 -0600
-+++ sympy-sympy-1.1/sympy/solvers/tests/test_solveset.py	2017-07-08 21:19:24.576055995 -0600
-@@ -1465,7 +1465,6 @@ def test_issue_9557():
- 
- 
- def test_issue_9778():
--    assert solveset(x**3 + 1, x, S.Reals) == FiniteSet(-1)
-     assert solveset(x**(S(3)/5) + 1, x, S.Reals) == S.EmptySet
-     assert solveset(x**3 + y, x, S.Reals) == Intersection(Interval(-oo, oo), \
-         FiniteSet((-y)**(S(1)/3)*Piecewise((1, Ne(-im(y), 0)), ((-1)**(S(2)/3), -y < 0), (1, True))))

sympy.spec

@@ -1,12 +1,10 @@
 Name:           sympy
-Version:        1.1
-Release:        4%{?dist}
+Version:        1.1.1
+Release:        1%{?dist}
 Summary:        A Python library for symbolic mathematics
 License:        BSD
 URL:            http://sympy.org/
 Source0:        https://github.com/%{name}/%{name}/archive/%{name}-%{version}.tar.gz
-# Disable tests that fail due to overflow on some 32-bit architectures
-Patch0:         %{name}-test.patch
 
 BuildArch:      noarch
 
@@ -94,7 +92,6 @@ HTML documentation for sympy.
 
 %prep
 %setup -q -c
-%patch0
 
 # If running on a 32-bit system, disable a test that requires 64-bit integers.
 %global maxpyint %(python3 -c 'import sys;print("%x" % sys.maxsize)')
@@ -241,6 +238,9 @@ popd
 %{_docdir}/%{name}-doc/html
 
 %changelog
+* Thu Jul 27 2017 Jerry James <loganjerry@gmail.com> - 1.1.1-1
+- Update to 1.1.1 (bz 1468405)
+
 * Thu Jul 27 2017 Fedora Release Engineering <releng@fedoraproject.org> - 1.1-4
 - Rebuilt for https://fedoraproject.org/wiki/Fedora_27_Mass_Rebuild