1*ccdc9c3eSSadaf Ebrahimi // Copyright 2005 The RE2 Authors. All Rights Reserved.
2*ccdc9c3eSSadaf Ebrahimi // Use of this source code is governed by a BSD-style
3*ccdc9c3eSSadaf Ebrahimi // license that can be found in the LICENSE file.
4*ccdc9c3eSSadaf Ebrahimi
5*ccdc9c3eSSadaf Ebrahimi // This tests to make sure numbers are parsed from strings
6*ccdc9c3eSSadaf Ebrahimi // correctly.
7*ccdc9c3eSSadaf Ebrahimi // Todo: Expand the test to validate strings parsed to the other types
8*ccdc9c3eSSadaf Ebrahimi // supported by RE2::Arg class
9*ccdc9c3eSSadaf Ebrahimi
10*ccdc9c3eSSadaf Ebrahimi #include <stdint.h>
11*ccdc9c3eSSadaf Ebrahimi #include <string.h>
12*ccdc9c3eSSadaf Ebrahimi
13*ccdc9c3eSSadaf Ebrahimi #include "util/test.h"
14*ccdc9c3eSSadaf Ebrahimi #include "re2/re2.h"
15*ccdc9c3eSSadaf Ebrahimi
16*ccdc9c3eSSadaf Ebrahimi namespace re2 {
17*ccdc9c3eSSadaf Ebrahimi
18*ccdc9c3eSSadaf Ebrahimi struct SuccessTable {
19*ccdc9c3eSSadaf Ebrahimi const char * value_string;
20*ccdc9c3eSSadaf Ebrahimi int64_t value;
21*ccdc9c3eSSadaf Ebrahimi bool success[6];
22*ccdc9c3eSSadaf Ebrahimi };
23*ccdc9c3eSSadaf Ebrahimi
24*ccdc9c3eSSadaf Ebrahimi // Test boundary cases for different integral sizes.
25*ccdc9c3eSSadaf Ebrahimi // Specifically I want to make sure that values outside the boundries
26*ccdc9c3eSSadaf Ebrahimi // of an integral type will fail and that negative numbers will fail
27*ccdc9c3eSSadaf Ebrahimi // for unsigned types. The following table contains the boundaries for
28*ccdc9c3eSSadaf Ebrahimi // the various integral types and has entries for whether or not each
29*ccdc9c3eSSadaf Ebrahimi // type can contain the given value.
30*ccdc9c3eSSadaf Ebrahimi const SuccessTable kSuccessTable[] = {
31*ccdc9c3eSSadaf Ebrahimi // string integer value i16 u16 i32 u32 i64 u64
32*ccdc9c3eSSadaf Ebrahimi // 0 to 2^7-1
33*ccdc9c3eSSadaf Ebrahimi { "0", 0, { true, true, true, true, true, true }},
34*ccdc9c3eSSadaf Ebrahimi { "127", 127, { true, true, true, true, true, true }},
35*ccdc9c3eSSadaf Ebrahimi
36*ccdc9c3eSSadaf Ebrahimi // -1 to -2^7
37*ccdc9c3eSSadaf Ebrahimi { "-1", -1, { true, false, true, false, true, false }},
38*ccdc9c3eSSadaf Ebrahimi { "-128", -128, { true, false, true, false, true, false }},
39*ccdc9c3eSSadaf Ebrahimi
40*ccdc9c3eSSadaf Ebrahimi // 2^7 to 2^8-1
41*ccdc9c3eSSadaf Ebrahimi { "128", 128, { true, true, true, true, true, true }},
42*ccdc9c3eSSadaf Ebrahimi { "255", 255, { true, true, true, true, true, true }},
43*ccdc9c3eSSadaf Ebrahimi
44*ccdc9c3eSSadaf Ebrahimi // 2^8 to 2^15-1
45*ccdc9c3eSSadaf Ebrahimi { "256", 256, { true, true, true, true, true, true }},
46*ccdc9c3eSSadaf Ebrahimi { "32767", 32767, { true, true, true, true, true, true }},
47*ccdc9c3eSSadaf Ebrahimi
48*ccdc9c3eSSadaf Ebrahimi // -2^7-1 to -2^15
49*ccdc9c3eSSadaf Ebrahimi { "-129", -129, { true, false, true, false, true, false }},
50*ccdc9c3eSSadaf Ebrahimi { "-32768", -32768, { true, false, true, false, true, false }},
51*ccdc9c3eSSadaf Ebrahimi
52*ccdc9c3eSSadaf Ebrahimi // 2^15 to 2^16-1
53*ccdc9c3eSSadaf Ebrahimi { "32768", 32768, { false, true, true, true, true, true }},
54*ccdc9c3eSSadaf Ebrahimi { "65535", 65535, { false, true, true, true, true, true }},
55*ccdc9c3eSSadaf Ebrahimi
56*ccdc9c3eSSadaf Ebrahimi // 2^16 to 2^31-1
57*ccdc9c3eSSadaf Ebrahimi { "65536", 65536, { false, false, true, true, true, true }},
58*ccdc9c3eSSadaf Ebrahimi { "2147483647", 2147483647, { false, false, true, true, true, true }},
59*ccdc9c3eSSadaf Ebrahimi
60*ccdc9c3eSSadaf Ebrahimi // -2^15-1 to -2^31
61*ccdc9c3eSSadaf Ebrahimi { "-32769", -32769, { false, false, true, false, true, false }},
62*ccdc9c3eSSadaf Ebrahimi { "-2147483648", static_cast<int64_t>(0xFFFFFFFF80000000LL),
63*ccdc9c3eSSadaf Ebrahimi { false, false, true, false, true, false }},
64*ccdc9c3eSSadaf Ebrahimi
65*ccdc9c3eSSadaf Ebrahimi // 2^31 to 2^32-1
66*ccdc9c3eSSadaf Ebrahimi { "2147483648", 2147483648U, { false, false, false, true, true, true }},
67*ccdc9c3eSSadaf Ebrahimi { "4294967295", 4294967295U, { false, false, false, true, true, true }},
68*ccdc9c3eSSadaf Ebrahimi
69*ccdc9c3eSSadaf Ebrahimi // 2^32 to 2^63-1
70*ccdc9c3eSSadaf Ebrahimi { "4294967296", 4294967296LL, { false, false, false, false, true, true }},
71*ccdc9c3eSSadaf Ebrahimi { "9223372036854775807",
72*ccdc9c3eSSadaf Ebrahimi 9223372036854775807LL, { false, false, false, false, true, true }},
73*ccdc9c3eSSadaf Ebrahimi
74*ccdc9c3eSSadaf Ebrahimi // -2^31-1 to -2^63
75*ccdc9c3eSSadaf Ebrahimi { "-2147483649", -2147483649LL, { false, false, false, false, true, false }},
76*ccdc9c3eSSadaf Ebrahimi { "-9223372036854775808", static_cast<int64_t>(0x8000000000000000LL),
77*ccdc9c3eSSadaf Ebrahimi { false, false, false, false, true, false }},
78*ccdc9c3eSSadaf Ebrahimi
79*ccdc9c3eSSadaf Ebrahimi // 2^63 to 2^64-1
80*ccdc9c3eSSadaf Ebrahimi { "9223372036854775808", static_cast<int64_t>(9223372036854775808ULL),
81*ccdc9c3eSSadaf Ebrahimi { false, false, false, false, false, true }},
82*ccdc9c3eSSadaf Ebrahimi { "18446744073709551615", static_cast<int64_t>(18446744073709551615ULL),
83*ccdc9c3eSSadaf Ebrahimi { false, false, false, false, false, true }},
84*ccdc9c3eSSadaf Ebrahimi
85*ccdc9c3eSSadaf Ebrahimi // >= 2^64
86*ccdc9c3eSSadaf Ebrahimi { "18446744073709551616", 0, { false, false, false, false, false, false }},
87*ccdc9c3eSSadaf Ebrahimi };
88*ccdc9c3eSSadaf Ebrahimi
89*ccdc9c3eSSadaf Ebrahimi const int kNumStrings = arraysize(kSuccessTable);
90*ccdc9c3eSSadaf Ebrahimi
91*ccdc9c3eSSadaf Ebrahimi // It's ugly to use a macro, but we apparently can't use the EXPECT_EQ
92*ccdc9c3eSSadaf Ebrahimi // macro outside of a TEST block and this seems to be the only way to
93*ccdc9c3eSSadaf Ebrahimi // avoid code duplication. I can also pull off a couple nice tricks
94*ccdc9c3eSSadaf Ebrahimi // using concatenation for the type I'm checking against.
95*ccdc9c3eSSadaf Ebrahimi #define PARSE_FOR_TYPE(type, column) { \
96*ccdc9c3eSSadaf Ebrahimi type r; \
97*ccdc9c3eSSadaf Ebrahimi for (int i = 0; i < kNumStrings; ++i) { \
98*ccdc9c3eSSadaf Ebrahimi RE2::Arg arg(&r); \
99*ccdc9c3eSSadaf Ebrahimi const char* const p = kSuccessTable[i].value_string; \
100*ccdc9c3eSSadaf Ebrahimi bool retval = arg.Parse(p, strlen(p)); \
101*ccdc9c3eSSadaf Ebrahimi bool success = kSuccessTable[i].success[column]; \
102*ccdc9c3eSSadaf Ebrahimi EXPECT_EQ(retval, success) \
103*ccdc9c3eSSadaf Ebrahimi << "Parsing '" << p << "' for type " #type " should return " \
104*ccdc9c3eSSadaf Ebrahimi << success; \
105*ccdc9c3eSSadaf Ebrahimi if (success) { \
106*ccdc9c3eSSadaf Ebrahimi EXPECT_EQ(r, (type)kSuccessTable[i].value); \
107*ccdc9c3eSSadaf Ebrahimi } \
108*ccdc9c3eSSadaf Ebrahimi } \
109*ccdc9c3eSSadaf Ebrahimi }
110*ccdc9c3eSSadaf Ebrahimi
TEST(RE2ArgTest,Int16Test)111*ccdc9c3eSSadaf Ebrahimi TEST(RE2ArgTest, Int16Test) {
112*ccdc9c3eSSadaf Ebrahimi PARSE_FOR_TYPE(int16_t, 0);
113*ccdc9c3eSSadaf Ebrahimi }
114*ccdc9c3eSSadaf Ebrahimi
TEST(RE2ArgTest,Uint16Test)115*ccdc9c3eSSadaf Ebrahimi TEST(RE2ArgTest, Uint16Test) {
116*ccdc9c3eSSadaf Ebrahimi PARSE_FOR_TYPE(uint16_t, 1);
117*ccdc9c3eSSadaf Ebrahimi }
118*ccdc9c3eSSadaf Ebrahimi
TEST(RE2ArgTest,Int32Test)119*ccdc9c3eSSadaf Ebrahimi TEST(RE2ArgTest, Int32Test) {
120*ccdc9c3eSSadaf Ebrahimi PARSE_FOR_TYPE(int32_t, 2);
121*ccdc9c3eSSadaf Ebrahimi }
122*ccdc9c3eSSadaf Ebrahimi
TEST(RE2ArgTest,Uint32Test)123*ccdc9c3eSSadaf Ebrahimi TEST(RE2ArgTest, Uint32Test) {
124*ccdc9c3eSSadaf Ebrahimi PARSE_FOR_TYPE(uint32_t, 3);
125*ccdc9c3eSSadaf Ebrahimi }
126*ccdc9c3eSSadaf Ebrahimi
TEST(RE2ArgTest,Int64Test)127*ccdc9c3eSSadaf Ebrahimi TEST(RE2ArgTest, Int64Test) {
128*ccdc9c3eSSadaf Ebrahimi PARSE_FOR_TYPE(int64_t, 4);
129*ccdc9c3eSSadaf Ebrahimi }
130*ccdc9c3eSSadaf Ebrahimi
TEST(RE2ArgTest,Uint64Test)131*ccdc9c3eSSadaf Ebrahimi TEST(RE2ArgTest, Uint64Test) {
132*ccdc9c3eSSadaf Ebrahimi PARSE_FOR_TYPE(uint64_t, 5);
133*ccdc9c3eSSadaf Ebrahimi }
134*ccdc9c3eSSadaf Ebrahimi
135*ccdc9c3eSSadaf Ebrahimi } // namespace re2
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