list of classical problems


ID NAME QUALITY USERS ACC % DIFFICULTY C I
9942 Holiday Accommodation   30 1073 26.07
23
25
35277 DNA of Elf   2 13 26.09
17
34
2649 Weird sorting   1 58 26.10
1
34
8063 Dividing Stones   2 164 26.14
17
17
3939 Search of Concatenated Strings   27 26.14
6325 Many polygons   3 199 26.15
12
17
37380 Acronym   4 31 26.15
30
34
6706 Making Chess Boards   25 26.15
912 Submatrix of submatrix   1 166 26.16
34
17
5161 Factorial vs Power   14 1116 26.16
13
15
5144 Cryptography Reloaded (Act I)   33 26.16
3408 DNA Sequences   47 1983 26.17
16
20
15376 Running Median   15 1135 26.17
11
9
39924 Precious Prizes   1 38 26.19
17
12
8952 Catapult that ball   35 2889 26.20
12
12
37402 The Attack Titan   4 128 26.22
6
6
2916 Can you answer these queries V   51 2646 26.22
23
23
32948 Ada and Fimbers   4 106 26.22
17
21
35582 Fibonacci Power Sum (hard)   2 13 26.23
17
34
11947 Counting Words   2 163 26.24
17
17
6949 PIN   114 26.25
17
34
1873 Accumulate Cargo   2 86 26.26
34
9
21585 Hazzat’s Query   73 26.27
2699 Recursive Sequence (Version II)   16 999 26.28
26
24
21170 Constellation of the parallelogram   1 89 26.31
17
17
10228 Magic Grid   44 1784 26.31
14
19
2060 Tough Water Level   34 26.34
1674 The Explosion   152 26.35
15566 Coprime Again   7 65 26.35
27
34
3749 Subset Sums   74 4060 26.35
17
20
705 New Distinct Substrings   41 3727 26.36
26
24
3975 Most Servings Meal   8 350 26.37
28
28
10585 Searching God   82 26.37
33 Trip   18 1988 26.37
25
16
19406 Fibonacci extraction Sum   2 49 26.38
34
39
18180 Love Story 1   13 1134 26.39
9
6
20 The Bytelandian Cryptographer (Act IV)   2 55 26.40
21
34
22553 Stack Overflow   5 132 26.41
12
10
32202 Share It   12 26.42
1
1
26257 detective sherlock holmes   -12 215 26.42
15
17
34482 Allowed Factors   4 74 26.43
14
27
13447 Crayon   10 121 26.43
25
28
8238 N-Factorful   69 2593 26.43
17
16
18246 Maggu and Vectors   -1 79 26.44
17
17
22549 Divisors of factorial (extreme)   5 76 26.45
34
34
5542 Counting pairs   4 131 26.46
39
36
18102 New year love story   2 80 26.46
34
34
203 Potholers   22 2266 26.46
16
12
3105 Power Modulo Inverted   6 1033 26.47
15
23
694 Distinct Substrings   91 5594 26.48
21
24

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