Borderou de evaluare (job #3279660)
Utilizator | Data | 23 februarie 2025 18:51:59 | |
---|---|---|---|
Problema | Radix Sort | Status | done |
Runda | Arhiva educationala | Compilator | cpp-64 | Vezi sursa |
Scor | 0 |
Raport evaluator
Eroare de compilare:
main.cpp: In function 'void radixsort()':
main.cpp:37:28: error: reference to 'numbers' is ambiguous
37 | #define TOTAL_BYTES sizeof(numbers[0])
| ^~~~~~~
main.cpp:63:25: note: in expansion of macro 'TOTAL_BYTES'
63 | for (int i = 0; i < TOTAL_BYTES; i++) {
| ^~~~~~~~~~~
In file included from /usr/include/c++/12.2.1/bits/max_size_type.h:37,
from /usr/include/c++/12.2.1/bits/ranges_base.h:38,
from /usr/include/c++/12.2.1/bits/ranges_algobase.h:39,
from /usr/include/c++/12.2.1/bits/ranges_algo.h:35,
from /usr/include/c++/12.2.1/algorithm:63,
from main.cpp:10:
/usr/include/c++/12.2.1/numbers:48:11: note: candidates are: 'namespace std::numbers { }'
48 | namespace numbers
| ^~~~~~~
main.cpp:40:5: note: 'int numbers [10000001]'
40 | int numbers[MAX_N];
| ^~~~~~~
main.cpp:65:23: error: reference to 'numbers' is ambiguous
65 | countsort(numbers, temp, i);// sortez dupa byte-ul i
| ^~~~~~~
/usr/include/c++/12.2.1/numbers:48:11: note: candidates are: 'namespace std::numbers { }'
48 | namespace numbers
| ^~~~~~~
main.cpp:40:5: note: 'int numbers [10000001]'
40 | int numbers[MAX_N];
| ^~~~~~~
main.cpp:67:29: error: reference to 'numbers' is ambiguous
67 | countsort(temp, numbers, i);
| ^~~~~~~
/usr/include/c++/12.2.1/numbers:48:11: note: candidates are: 'namespace std::numbers { }'
48 | namespace numbers
| ^~~~~~~
main.cpp:40:5: note: 'int numbers [10000001]'
40 | int numbers[MAX_N];
| ^~~~~~~
main.cpp: In function 'void read()':
main.cpp:75:5: error: reference to 'numbers' is ambiguous
75 | numbers[0] = b % c;
| ^~~~~~~
/usr/include/c++/12.2.1/numbers:48:11: note: candidates are: 'namespace std::numbers { }'
48 | namespace numbers
| ^~~~~~~
main.cpp:40:5: note: 'int numbers [10000001]'
40 | int numbers[MAX_N];
| ^~~~~~~
main.cpp:77:9: error: reference to 'numbers' is ambiguous
77 | numbers[i] = (1LL * a * numbers[i - 1] % c + b) % c;
| ^~~~~~~
Non zero exit status: 1
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