def test_Repr(self):
ia = Vt.IntArray()
self.assertEqual(ia, eval(repr(ia)))
sa = Vt.UInt64Array((0, 18446744073709551615))
self.assertEqual(sa, eval(repr(sa)))
sa = Vt.StringArray(('\\', ))
self.assertEqual(sa, eval(repr(sa)))
ba = Vt.BoolArray((True, False))
self.assertEqual(ba, eval(repr(ba)))
fa = Vt.FloatArray((1.0000001, 1e39, float('-inf')))
self.assertGreater(fa[0], 1.0)
self.assertEqual(fa, eval(repr(fa)))
da = Vt.DoubleArray((1.0000000000000002, 1e39, 1e309, float('-inf')))
self.assertGreater(da[0], 1.0)
self.assertEqual(da, eval(repr(da)))
import os
from pxr import Usd, UsdGeom, Tf, Sdf, Vt, Gf
# Helper script to generate a USD file with a single sphere primitive with all the primvar types on it
# both array and scalar
# just for reference in case we need to generate ./data/primVars.usda again
usdTypes = {
"Bool": [Vt.Bool(False), Vt.BoolArray([False, True])],
"UChar": [Vt.UChar(0), Vt.UCharArray([0, 1, 2])],
"Int": [Vt.Int(-1), Vt.IntArray([0, -1, -2])],
"UInt":
[Vt.UInt(4294967295),
Vt.UIntArray([4294967293, 4294967294, 4294967295])],
"UInt64": [
Vt.UInt64(18446744073709551615),
Vt.UInt64Array(
[18446744073709551613, 18446744073709551614, 18446744073709551615])
],
"Int64": [
Vt.Int64(-9223372036854775808),
Vt.Int64Array(
[9223372036854775805, 9223372036854775806, 9223372036854775807])
],
"Half": [Vt.Half(0.5), Vt.HalfArray([0.1, 0.2, 0.3])],
"Float": [Vt.Float(0.6), Vt.FloatArray([0.7, 0.8, 0.9])],
"Double": [Vt.Double(1.1), Vt.DoubleArray([1.2, 1.3, 1.4])],
"String": ["this", ["is", "a", "test"]],
"Token": ["t-this", ["t-is", "t-a", "t-test"]],
"Int2": [Gf.Vec2i(1, 2), [Gf.Vec2i(3, 4),
Gf.Vec2i(5, 6),
