Coverage Report

Created: 2026-09-23 13:14

next uncovered line (L), next uncovered region (R), next uncovered branch (B)
be/src/exec/common/int_exp.h
Line
Count
Source
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// Licensed to the Apache Software Foundation (ASF) under one
2
// or more contributor license agreements.  See the NOTICE file
3
// distributed with this work for additional information
4
// regarding copyright ownership.  The ASF licenses this file
5
// to you under the Apache License, Version 2.0 (the
6
// "License"); you may not use this file except in compliance
7
// with the License.  You may obtain a copy of the License at
8
//
9
//   http://www.apache.org/licenses/LICENSE-2.0
10
//
11
// Unless required by applicable law or agreed to in writing,
12
// software distributed under the License is distributed on an
13
// "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY
14
// KIND, either express or implied.  See the License for the
15
// specific language governing permissions and limitations
16
// under the License.
17
// This file is copied from
18
// https://github.com/ClickHouse/ClickHouse/blob/master/src/Common/IntExp.h
19
// and modified by Doris
20
21
#pragma once
22
23
#include <cstdint>
24
#include <limits>
25
#include <utility>
26
27
#include "core/extended_types.h"
28
29
namespace exp_details {
30
31
// compile-time exp(v, n) by linear recursion
32
template <typename T, T v, std::size_t n>
33
constexpr inline const T exp = T(v) * exp<T, v, n - 1>;
34
35
template <typename T, T v>
36
constexpr inline const T exp<T, v, 0> = 1;
37
38
// compile-time exponentiation table { exp(v, I) ... }
39
template <typename T, T v, std::size_t... I>
40
constexpr inline const T exp_table[] = {exp<T, v, I>...};
41
42
// get value from compile-time exponentiation table by a (maybe) runtime offset
43
template <typename T, T v, std::size_t... I>
44
4.19M
constexpr T get_exp_helper(std::size_t x, std::index_sequence<I...>) {
45
4.19M
    return exp_table<T, v, I...>[x];
46
4.19M
}
47
48
// get_exp_helper with table { exp(v, 0), exp(v, 1) ... exp(v, N - 1) }
49
template <typename T, T v, std::size_t N>
50
4.19M
constexpr T get_exp(std::size_t x) {
51
4.19M
    return get_exp_helper<T, v>(x, std::make_index_sequence<N> {});
52
4.19M
}
53
54
} // namespace exp_details
55
56
4.19M
inline uint64_t int_exp10(int x) {
57
4.19M
    if (x < 0) {
58
0
        return 0;
59
0
    }
60
4.19M
    if (x > 19) {
61
2
        return std::numeric_limits<uint64_t>::max();
62
2
    }
63
64
4.19M
    return exp_details::get_exp<uint64_t, 10, 20>(x);
65
4.19M
}
66
67
namespace common {
68
69
1.95M
constexpr inline int exp10_i32(int x) {
70
1.95M
    if (x < 0) {
71
218
        return 0;
72
218
    }
73
1.95M
    if (x > 9) {
74
1.30k
        return std::numeric_limits<int>::max();
75
1.30k
    }
76
77
1.95M
    constexpr int values[] = {1,      10,      100,      1000,      10000,
78
1.95M
                              100000, 1000000, 10000000, 100000000, 1000000000};
79
1.95M
    return values[x];
80
1.95M
}
81
82
36.7M
constexpr inline int64_t exp10_i64(int x) {
83
36.7M
    if (x < 0) {
84
212
        return 0;
85
212
    }
86
36.7M
    if (x > 18) {
87
172
        return std::numeric_limits<int64_t>::max();
88
172
    }
89
90
36.7M
    constexpr int64_t values[] = {1LL,
91
36.7M
                                  10LL,
92
36.7M
                                  100LL,
93
36.7M
                                  1000LL,
94
36.7M
                                  10000LL,
95
36.7M
                                  100000LL,
96
36.7M
                                  1000000LL,
97
36.7M
                                  10000000LL,
98
36.7M
                                  100000000LL,
99
36.7M
                                  1000000000LL,
100
36.7M
                                  10000000000LL,
101
36.7M
                                  100000000000LL,
102
36.7M
                                  1000000000000LL,
103
36.7M
                                  10000000000000LL,
104
36.7M
                                  100000000000000LL,
105
36.7M
                                  1000000000000000LL,
106
36.7M
                                  10000000000000000LL,
107
36.7M
                                  100000000000000000LL,
108
36.7M
                                  1000000000000000000LL};
109
36.7M
    return values[x];
110
36.7M
}
111
112
7.80M
constexpr inline __int128 exp10_i128(int x) {
113
7.80M
    if (x < 0) {
114
288
        return 0;
115
288
    }
116
7.80M
    if (x > 38) {
117
77
        return std::numeric_limits<__int128>::max();
118
77
    }
119
120
7.80M
    constexpr __int128 values[] = {
121
7.80M
            static_cast<__int128>(1LL),
122
7.80M
            static_cast<__int128>(10LL),
123
7.80M
            static_cast<__int128>(100LL),
124
7.80M
            static_cast<__int128>(1000LL),
125
7.80M
            static_cast<__int128>(10000LL),
126
7.80M
            static_cast<__int128>(100000LL),
127
7.80M
            static_cast<__int128>(1000000LL),
128
7.80M
            static_cast<__int128>(10000000LL),
129
7.80M
            static_cast<__int128>(100000000LL),
130
7.80M
            static_cast<__int128>(1000000000LL),
131
7.80M
            static_cast<__int128>(10000000000LL),
132
7.80M
            static_cast<__int128>(100000000000LL),
133
7.80M
            static_cast<__int128>(1000000000000LL),
134
7.80M
            static_cast<__int128>(10000000000000LL),
135
7.80M
            static_cast<__int128>(100000000000000LL),
136
7.80M
            static_cast<__int128>(1000000000000000LL),
137
7.80M
            static_cast<__int128>(10000000000000000LL),
138
7.80M
            static_cast<__int128>(100000000000000000LL),
139
7.80M
            static_cast<__int128>(1000000000000000000LL),
140
7.80M
            static_cast<__int128>(1000000000000000000LL) * 10LL,
141
7.80M
            static_cast<__int128>(1000000000000000000LL) * 100LL,
142
7.80M
            static_cast<__int128>(1000000000000000000LL) * 1000LL,
143
7.80M
            static_cast<__int128>(1000000000000000000LL) * 10000LL,
144
7.80M
            static_cast<__int128>(1000000000000000000LL) * 100000LL,
145
7.80M
            static_cast<__int128>(1000000000000000000LL) * 1000000LL,
146
7.80M
            static_cast<__int128>(1000000000000000000LL) * 10000000LL,
147
7.80M
            static_cast<__int128>(1000000000000000000LL) * 100000000LL,
148
7.80M
            static_cast<__int128>(1000000000000000000LL) * 1000000000LL,
149
7.80M
            static_cast<__int128>(1000000000000000000LL) * 10000000000LL,
150
7.80M
            static_cast<__int128>(1000000000000000000LL) * 100000000000LL,
151
7.80M
            static_cast<__int128>(1000000000000000000LL) * 1000000000000LL,
152
7.80M
            static_cast<__int128>(1000000000000000000LL) * 10000000000000LL,
153
7.80M
            static_cast<__int128>(1000000000000000000LL) * 100000000000000LL,
154
7.80M
            static_cast<__int128>(1000000000000000000LL) * 1000000000000000LL,
155
7.80M
            static_cast<__int128>(1000000000000000000LL) * 10000000000000000LL,
156
7.80M
            static_cast<__int128>(1000000000000000000LL) * 100000000000000000LL,
157
7.80M
            static_cast<__int128>(1000000000000000000LL) * 100000000000000000LL * 10LL,
158
7.80M
            static_cast<__int128>(1000000000000000000LL) * 100000000000000000LL * 100LL,
159
7.80M
            static_cast<__int128>(1000000000000000000LL) * 100000000000000000LL * 1000LL};
160
7.80M
    return values[x];
161
7.80M
}
162
163
637k
constexpr inline wide::Int256 exp10_i256(int x) {
164
637k
    if (x < 0) {
165
212
        return 0;
166
212
    }
167
637k
    if (x > 76) {
168
126
        return std::numeric_limits<wide::Int256>::max();
169
126
    }
170
171
637k
    constexpr wide::Int256 i10e18 {1000000000000000000LL};
172
637k
    constexpr wide::Int256 values[] = {
173
637k
            static_cast<wide::Int256>(1LL),
174
637k
            static_cast<wide::Int256>(10LL),
175
637k
            static_cast<wide::Int256>(100LL),
176
637k
            static_cast<wide::Int256>(1000LL),
177
637k
            static_cast<wide::Int256>(10000LL),
178
637k
            static_cast<wide::Int256>(100000LL),
179
637k
            static_cast<wide::Int256>(1000000LL),
180
637k
            static_cast<wide::Int256>(10000000LL),
181
637k
            static_cast<wide::Int256>(100000000LL),
182
637k
            static_cast<wide::Int256>(1000000000LL),
183
637k
            static_cast<wide::Int256>(10000000000LL),
184
637k
            static_cast<wide::Int256>(100000000000LL),
185
637k
            static_cast<wide::Int256>(1000000000000LL),
186
637k
            static_cast<wide::Int256>(10000000000000LL),
187
637k
            static_cast<wide::Int256>(100000000000000LL),
188
637k
            static_cast<wide::Int256>(1000000000000000LL),
189
637k
            static_cast<wide::Int256>(10000000000000000LL),
190
637k
            static_cast<wide::Int256>(100000000000000000LL),
191
637k
            i10e18,
192
637k
            i10e18 * 10LL,
193
637k
            i10e18 * 100LL,
194
637k
            i10e18 * 1000LL,
195
637k
            i10e18 * 10000LL,
196
637k
            i10e18 * 100000LL,
197
637k
            i10e18 * 1000000LL,
198
637k
            i10e18 * 10000000LL,
199
637k
            i10e18 * 100000000LL,
200
637k
            i10e18 * 1000000000LL,
201
637k
            i10e18 * 10000000000LL,
202
637k
            i10e18 * 100000000000LL,
203
637k
            i10e18 * 1000000000000LL,
204
637k
            i10e18 * 10000000000000LL,
205
637k
            i10e18 * 100000000000000LL,
206
637k
            i10e18 * 1000000000000000LL,
207
637k
            i10e18 * 10000000000000000LL,
208
637k
            i10e18 * 100000000000000000LL,
209
637k
            i10e18 * 100000000000000000LL * 10LL,
210
637k
            i10e18 * 100000000000000000LL * 100LL,
211
637k
            i10e18 * 100000000000000000LL * 1000LL,
212
637k
            i10e18 * 100000000000000000LL * 10000LL,
213
637k
            i10e18 * 100000000000000000LL * 100000LL,
214
637k
            i10e18 * 100000000000000000LL * 1000000LL,
215
637k
            i10e18 * 100000000000000000LL * 10000000LL,
216
637k
            i10e18 * 100000000000000000LL * 100000000LL,
217
637k
            i10e18 * 100000000000000000LL * 1000000000LL,
218
637k
            i10e18 * 100000000000000000LL * 10000000000LL,
219
637k
            i10e18 * 100000000000000000LL * 100000000000LL,
220
637k
            i10e18 * 100000000000000000LL * 1000000000000LL,
221
637k
            i10e18 * 100000000000000000LL * 10000000000000LL,
222
637k
            i10e18 * 100000000000000000LL * 100000000000000LL,
223
637k
            i10e18 * 100000000000000000LL * 1000000000000000LL,
224
637k
            i10e18 * 100000000000000000LL * 10000000000000000LL,
225
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL,
226
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 10LL,
227
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100LL,
228
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 1000LL,
229
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 10000LL,
230
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000LL,
231
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 1000000LL,
232
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 10000000LL,
233
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000LL,
234
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 1000000000LL,
235
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 10000000000LL,
236
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000LL,
237
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 1000000000000LL,
238
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 10000000000000LL,
239
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000LL,
240
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 1000000000000000LL,
241
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 10000000000000000LL,
242
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL,
243
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL * 10LL,
244
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL * 100LL,
245
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL * 1000LL,
246
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL * 10000LL,
247
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL * 100000LL,
248
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL * 1000000LL,
249
637k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL *
250
637k
                    10000000LL,
251
637k
    };
252
637k
    return values[x];
253
637k
}
254
255
5.37k
constexpr inline int max_i32(int digit_count) {
256
5.37k
    if (digit_count < 0) {
257
0
        return 0;
258
0
    }
259
5.37k
    if (digit_count > 9) {
260
0
        return std::numeric_limits<int>::max();
261
0
    }
262
5.37k
    constexpr int values[] = {0, 9, 99, 999, 9999, 99999, 999999, 9999999, 99999999, 999999999};
263
5.37k
    return values[digit_count];
264
5.37k
}
265
266
11.6k
constexpr inline int64_t max_i64(int digit_count) {
267
11.6k
    if (digit_count < 0) {
268
0
        return 0;
269
0
    }
270
11.6k
    if (digit_count > 18) {
271
0
        return std::numeric_limits<int64_t>::max();
272
0
    }
273
274
11.6k
    constexpr int64_t values[] = {1LL,
275
11.6k
                                  9LL,
276
11.6k
                                  99LL,
277
11.6k
                                  999LL,
278
11.6k
                                  9999LL,
279
11.6k
                                  99999LL,
280
11.6k
                                  999999LL,
281
11.6k
                                  9999999LL,
282
11.6k
                                  99999999LL,
283
11.6k
                                  999999999LL,
284
11.6k
                                  9999999999LL,
285
11.6k
                                  99999999999LL,
286
11.6k
                                  999999999999LL,
287
11.6k
                                  9999999999999LL,
288
11.6k
                                  99999999999999LL,
289
11.6k
                                  999999999999999LL,
290
11.6k
                                  9999999999999999LL,
291
11.6k
                                  99999999999999999LL,
292
11.6k
                                  999999999999999999LL};
293
11.6k
    return values[digit_count];
294
11.6k
}
295
296
506
constexpr inline int count_digits_fast(int64_t n) {
297
506
    uint64_t abs_n = (n < 0 ? uint64_t(-n) : uint64_t(n));
298
506
    if (abs_n == 0) [[unlikely]] {
299
56
        return 1;
300
56
    }
301
302
450
    int bits = 64 - __builtin_clzll(abs_n);
303
450
    int d = (bits * 1233) >> 12;
304
305
450
    if (abs_n < int_exp10(d)) {
306
62
        --d;
307
388
    } else if (abs_n >= int_exp10(d + 1)) {
308
0
        ++d;
309
0
    }
310
311
450
    return d + 1;
312
506
}
313
314
17.5k
constexpr inline __int128 max_i128(int digit_count) {
315
17.5k
    DCHECK(digit_count > 0);
316
17.5k
    constexpr __int128 values[] = {
317
17.5k
            static_cast<__int128>(0LL),
318
17.5k
            static_cast<__int128>(9LL),
319
17.5k
            static_cast<__int128>(99LL),
320
17.5k
            static_cast<__int128>(999LL),
321
17.5k
            static_cast<__int128>(9999LL),
322
17.5k
            static_cast<__int128>(99999LL),
323
17.5k
            static_cast<__int128>(999999LL),
324
17.5k
            static_cast<__int128>(9999999LL),
325
17.5k
            static_cast<__int128>(99999999LL),
326
17.5k
            static_cast<__int128>(999999999LL),
327
17.5k
            static_cast<__int128>(9999999999LL),
328
17.5k
            static_cast<__int128>(99999999999LL),
329
17.5k
            static_cast<__int128>(999999999999LL),
330
17.5k
            static_cast<__int128>(9999999999999LL),
331
17.5k
            static_cast<__int128>(99999999999999LL),
332
17.5k
            static_cast<__int128>(999999999999999LL),
333
17.5k
            static_cast<__int128>(9999999999999999LL),
334
17.5k
            static_cast<__int128>(99999999999999999LL),
335
17.5k
            static_cast<__int128>(999999999999999999LL),
336
17.5k
            static_cast<__int128>(1000000000000000000LL) * 10LL - 1,
337
17.5k
            static_cast<__int128>(1000000000000000000LL) * 100LL - 1,
338
17.5k
            static_cast<__int128>(1000000000000000000LL) * 1000LL - 1,
339
17.5k
            static_cast<__int128>(1000000000000000000LL) * 10000LL - 1,
340
17.5k
            static_cast<__int128>(1000000000000000000LL) * 100000LL - 1,
341
17.5k
            static_cast<__int128>(1000000000000000000LL) * 1000000LL - 1,
342
17.5k
            static_cast<__int128>(1000000000000000000LL) * 10000000LL - 1,
343
17.5k
            static_cast<__int128>(1000000000000000000LL) * 100000000LL - 1,
344
17.5k
            static_cast<__int128>(1000000000000000000LL) * 1000000000LL - 1,
345
17.5k
            static_cast<__int128>(1000000000000000000LL) * 10000000000LL - 1,
346
17.5k
            static_cast<__int128>(1000000000000000000LL) * 100000000000LL - 1,
347
17.5k
            static_cast<__int128>(1000000000000000000LL) * 1000000000000LL - 1,
348
17.5k
            static_cast<__int128>(1000000000000000000LL) * 10000000000000LL - 1,
349
17.5k
            static_cast<__int128>(1000000000000000000LL) * 100000000000000LL - 1,
350
17.5k
            static_cast<__int128>(1000000000000000000LL) * 1000000000000000LL - 1,
351
17.5k
            static_cast<__int128>(1000000000000000000LL) * 10000000000000000LL - 1,
352
17.5k
            static_cast<__int128>(1000000000000000000LL) * 100000000000000000LL - 1,
353
17.5k
            static_cast<__int128>(1000000000000000000LL) * 100000000000000000LL * 10LL - 1,
354
17.5k
            static_cast<__int128>(1000000000000000000LL) * 100000000000000000LL * 100LL - 1,
355
17.5k
            static_cast<__int128>(1000000000000000000LL) * 100000000000000000LL * 1000LL - 1};
356
17.5k
    return values[digit_count];
357
17.5k
}
358
359
5.60k
constexpr inline wide::Int256 max_i256(int digit_count) {
360
5.60k
    if (digit_count < 0) {
361
0
        return 0;
362
0
    }
363
5.60k
    if (digit_count > 76) {
364
0
        return std::numeric_limits<wide::Int256>::max();
365
0
    }
366
367
5.60k
    constexpr wide::Int256 i10e18 {1000000000000000000LL};
368
5.60k
    constexpr wide::Int256 values[] = {
369
5.60k
            static_cast<wide::Int256>(0LL),
370
5.60k
            static_cast<wide::Int256>(9LL),
371
5.60k
            static_cast<wide::Int256>(99LL),
372
5.60k
            static_cast<wide::Int256>(999LL),
373
5.60k
            static_cast<wide::Int256>(9999LL),
374
5.60k
            static_cast<wide::Int256>(99999LL),
375
5.60k
            static_cast<wide::Int256>(999999LL),
376
5.60k
            static_cast<wide::Int256>(9999999LL),
377
5.60k
            static_cast<wide::Int256>(99999999LL),
378
5.60k
            static_cast<wide::Int256>(999999999LL),
379
5.60k
            static_cast<wide::Int256>(9999999999LL),
380
5.60k
            static_cast<wide::Int256>(99999999999LL),
381
5.60k
            static_cast<wide::Int256>(999999999999LL),
382
5.60k
            static_cast<wide::Int256>(9999999999999LL),
383
5.60k
            static_cast<wide::Int256>(99999999999999LL),
384
5.60k
            static_cast<wide::Int256>(999999999999999LL),
385
5.60k
            static_cast<wide::Int256>(9999999999999999LL),
386
5.60k
            static_cast<wide::Int256>(99999999999999999LL),
387
5.60k
            i10e18 - 1,
388
5.60k
            i10e18 * 10LL - 1,
389
5.60k
            i10e18 * 100LL - 1,
390
5.60k
            i10e18 * 1000LL - 1,
391
5.60k
            i10e18 * 10000LL - 1,
392
5.60k
            i10e18 * 100000LL - 1,
393
5.60k
            i10e18 * 1000000LL - 1,
394
5.60k
            i10e18 * 10000000LL - 1,
395
5.60k
            i10e18 * 100000000LL - 1,
396
5.60k
            i10e18 * 1000000000LL - 1,
397
5.60k
            i10e18 * 10000000000LL - 1,
398
5.60k
            i10e18 * 100000000000LL - 1,
399
5.60k
            i10e18 * 1000000000000LL - 1,
400
5.60k
            i10e18 * 10000000000000LL - 1,
401
5.60k
            i10e18 * 100000000000000LL - 1,
402
5.60k
            i10e18 * 1000000000000000LL - 1,
403
5.60k
            i10e18 * 10000000000000000LL - 1,
404
5.60k
            i10e18 * 100000000000000000LL - 1,
405
5.60k
            i10e18 * 100000000000000000LL * 10LL - 1,
406
5.60k
            i10e18 * 100000000000000000LL * 100LL - 1,
407
5.60k
            i10e18 * 100000000000000000LL * 1000LL - 1,
408
5.60k
            i10e18 * 100000000000000000LL * 10000LL - 1,
409
5.60k
            i10e18 * 100000000000000000LL * 100000LL - 1,
410
5.60k
            i10e18 * 100000000000000000LL * 1000000LL - 1,
411
5.60k
            i10e18 * 100000000000000000LL * 10000000LL - 1,
412
5.60k
            i10e18 * 100000000000000000LL * 100000000LL - 1,
413
5.60k
            i10e18 * 100000000000000000LL * 1000000000LL - 1,
414
5.60k
            i10e18 * 100000000000000000LL * 10000000000LL - 1,
415
5.60k
            i10e18 * 100000000000000000LL * 100000000000LL - 1,
416
5.60k
            i10e18 * 100000000000000000LL * 1000000000000LL - 1,
417
5.60k
            i10e18 * 100000000000000000LL * 10000000000000LL - 1,
418
5.60k
            i10e18 * 100000000000000000LL * 100000000000000LL - 1,
419
5.60k
            i10e18 * 100000000000000000LL * 1000000000000000LL - 1,
420
5.60k
            i10e18 * 100000000000000000LL * 10000000000000000LL - 1,
421
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL - 1,
422
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 10LL - 1,
423
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100LL - 1,
424
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 1000LL - 1,
425
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 10000LL - 1,
426
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000LL - 1,
427
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 1000000LL - 1,
428
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 10000000LL - 1,
429
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000LL - 1,
430
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 1000000000LL - 1,
431
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 10000000000LL - 1,
432
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000LL - 1,
433
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 1000000000000LL - 1,
434
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 10000000000000LL - 1,
435
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000LL - 1,
436
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 1000000000000000LL - 1,
437
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 10000000000000000LL - 1,
438
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL - 1,
439
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL * 10LL - 1,
440
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL * 100LL - 1,
441
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL * 1000LL -
442
5.60k
                    1,
443
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL * 10000LL -
444
5.60k
                    1,
445
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL * 100000LL -
446
5.60k
                    1,
447
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL *
448
5.60k
                            1000000LL -
449
5.60k
                    1,
450
5.60k
            i10e18 * 100000000000000000LL * 100000000000000000LL * 100000000000000000LL *
451
5.60k
                            10000000LL -
452
5.60k
                    1,
453
5.60k
    };
454
5.60k
    return values[digit_count];
455
5.60k
}
456
} // namespace common