Jump to content

Rosetta Code/Count examples/Full list: Difference between revisions

Rosetta Code/Count examples/Full list (view source)

Revision as of 20:22, 10 April 2022

6 bytes added ,  2 years ago
Update full list output
(Update full list output)
(Update full list output)
Line 25:
<div style="height:40em;overflow:scroll;">
{|class="wikitable sortable"
|+ As of 2022-04-03T1910T20:5414:30Z49Z :: Tasks: 1150 ::<span style="background-color:#ffd"> Draft Tasks:373 </span>:: Total Tasks: 1523 :: Total Examples: 8480884936
!Count!!Task!!①!!②!!③!!④!!⑤!!⑥!!⑦!!⑧!!⑨!!⑩
|-
Line 32:
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 343344
|data-sort-value="0C99 bottles of beer"| [[99%20bottles%20of%20beer|99 bottles of beer]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 333334
| [[FizzBuzz|FizzBuzz]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 324325
|data-sort-value="0D100 doors"| [[100%20doors|100 doors]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
Line 81:
|-
| 233
| [[Ackermann%20function|Ackermann function]]
| [[Arrays|Arrays]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 232233
| [[Arrays|Arrays]]
| [[Ackermann%20function|Ackermann function]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 132:
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 186187
| [[Sieve%20of%20Eratosthenes|Sieve of Eratosthenes]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
Line 224:
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 165166
| [[Sum%20of%20a%20series|Sum of a series]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
Line 248:
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 160161
| [[Dot%20product|Dot product]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
Line 328:
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 144145
| [[Zero%20to%20the%20zero%20power|Zero to the zero power]]
| [[Primality%20by%20trial%20division|Primality by trial division]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 144
| [[Primality%20by%20trial%20division|Primality by trial division]]
| [[Zero%20to%20the%20zero%20power|Zero to the zero power]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 405:
|-
| 134
| [[ABC%20problem|ABC problem]]
| [[Pascal%27s%20triangle|Pascal's triangle]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 133134
| [[Pascal%27s%20triangle|Pascal's triangle]]
| [[ABC%20problem|ABC problem]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 133
| [[Balanced%20brackets|Balanced brackets]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 132
| [[Date%20format|Date format]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 430 ⟶ 434:
| 132
| [[Variables|Variables]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 131
| [[Date%20format|Date format]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 440:
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 129130
| [[Binary%20search|Binary search]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
Line 522:
| 123
| [[Pick%20random%20element|Pick random element]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 122
| [[Anagrams|Anagrams]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 550 ⟶ 554:
| 120
| [[Align%20columns|Align columns]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 120
| [[Anagrams|Anagrams]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 570:
| 120
| [[Search%20a%20list|Search a list]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 119
| [[Pangram%20checker|Pangram checker]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 590 ⟶ 594:
| 118
| [[Look-and-say%20sequence|Look-and-say sequence]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 118
| [[Pangram%20checker|Pangram checker]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 622:
| 116
| [[Babbage%20problem|Babbage problem]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 116
| [[Sierpinski%20triangle|Sierpinski triangle]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 636 ⟶ 640:
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 114113
| [[Arithmetic%2FComplex|Arithmetic/Complex]]
| [[Sierpinski%20triangle|Sierpinski triangle]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 113
| [[Permutations|Permutations]]
| [[Arithmetic%2FComplex|Arithmetic/Complex]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 658 ⟶ 662:
| 112
| [[Catalan%20numbers|Catalan numbers]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 112
| [[Permutations|Permutations]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 698:
| 110
| [[Anonymous%20recursion|Anonymous recursion]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 110
| [[Reverse%20words%20in%20a%20string|Reverse words in a string]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 726 ⟶ 730:
| 109
| [[Horner%27s%20rule%20for%20polynomial%20evaluation|Horner's rule for polynomial evaluation]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 109
| [[Reverse%20words%20in%20a%20string|Reverse words in a string]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 766:
| 107
| [[The%20Twelve%20Days%20of%20Christmas|The Twelve Days of Christmas]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 106
| [[N%27th|N'th]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 777 ⟶ 781:
|-
| 105
| [[Create%20a%20two-dimensional%20array%20at%20runtime|Create a two-dimensional array at runtime]]
| [[Exceptions|Exceptions]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 105
| [[N%27thExceptions|N'thExceptions]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 806 ⟶ 810:
| 104
| [[Combinations|Combinations]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 104
| [[Create%20a%20two-dimensional%20array%20at%20runtime|Create a two-dimensional array at runtime]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 834:
| 102
| [[String%20prepend|String prepend]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 101
|data-sort-value="0C24 game"| [[24%20game|24 game]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 846 ⟶ 850:
| 101
| [[Short-circuit%20evaluation|Short-circuit evaluation]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 100
|data-sort-value="0C24 game"| [[24%20game|24 game]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 878:
| 99
| [[Y%20combinator|Y combinator]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 98
| [[Amicable%20pairs|Amicable pairs]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 890 ⟶ 894:
| 98
| [[Walk%20a%20directory%2FNon-recursively|Walk a directory/Non-recursively]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 97
| [[Amicable%20pairs|Amicable pairs]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,030:
| 91
| [[Number%20names|Number names]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 91
| [[Sorting%20algorithms%2FHeapsort|Sorting algorithms/Heapsort]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,046 ⟶ 1,050:
| 90
| [[Map%20range|Map range]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 90
| [[Sorting%20algorithms%2FHeapsort|Sorting algorithms/Heapsort]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,114:
| 86
| [[Count%20in%20factors|Count in factors]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 86
| [[Modular%20inverse|Modular inverse]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,122 ⟶ 1,126:
| 86
| [[Set|Set]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 86
| [[Show%20ASCII%20table|Show ASCII table]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,138 ⟶ 1,146:
| 85
| [[Find%20the%20last%20Sunday%20of%20each%20month|Find the last Sunday of each month]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 85
| [[Modular%20inverse|Modular inverse]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,154 ⟶ 1,158:
| 85
| [[SEDOLs|SEDOLs]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 85
| [[Show%20ASCII%20table|Show ASCII table]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,190:
| 83
| [[Box%20the%20compass|Box the compass]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 83
| [[Introspection|Introspection]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,198 ⟶ 1,202:
| 83
| [[Playing%20cards|Playing cards]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 83
| [[Singly-linked%20list%2FTraversal|Singly-linked list/Traversal]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,223 ⟶ 1,231:
| [[Here%20document|Here document]]
|①||②||③||④||⑤||⑥||⑦||⑧||O||⑩
|-
| 82
| [[Introspection|Introspection]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 82
Line 1,234 ⟶ 1,238:
| 82
| [[Proper%20divisors|Proper divisors]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 82
| [[Singly-linked%20list%2FTraversal|Singly-linked list/Traversal]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,394:
| 78
| [[Write%20entire%20file|Write entire file]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 77
| [[Anagrams%2FDeranged%20anagrams|Anagrams/Deranged anagrams]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,438 ⟶ 1,442:
| 76
| [[Flow-control%20structures|Flow-control structures]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 76
| [[Gamma%20function|Gamma function]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,455 ⟶ 1,463:
|data-sort-value="sha-0B1"| [[SHA-1|SHA-1]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|-
| 76
| [[Singly-linked%20list%2FElement%20definition|Singly-linked list/Element definition]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 76
Line 1,470 ⟶ 1,482:
| 76
| [[Zeckendorf%20number%20representation|Zeckendorf number representation]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 75
| [[Anagrams%2FDeranged%20anagrams|Anagrams/Deranged anagrams]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,482 ⟶ 1,490:
| 75
| [[Combinations%20with%20repetitions|Combinations with repetitions]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 75
| [[Gamma%20function|Gamma function]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,506 ⟶ 1,510:
| 75
| [[Rep-string|Rep-string]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 75
| [[Singly-linked%20list%2FElement%20definition|Singly-linked list/Element definition]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,526:
| 74
| [[Currying|Currying]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 74
| [[Draw%20a%20sphere|Draw a sphere]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,542 ⟶ 1,546:
| 74
| [[Quaternion%20type|Quaternion type]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 74
| [[Square%20but%20not%20cube|Square but not cube]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,550 ⟶ 1,558:
| 73
|data-sort-value="0C15 puzzle game"| [[15%20puzzle%20game|15 puzzle game]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 73
| [[Draw%20a%20sphere|Draw a sphere]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,566 ⟶ 1,570:
| 73
| [[Pernicious%20numbers|Pernicious numbers]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 73
| [[Priority%20queue|Priority queue]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,574 ⟶ 1,582:
| 73
| [[Sequence%20of%20primes%20by%20trial%20division|Sequence of primes by trial division]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 73
| [[Square%20but%20not%20cube|Square but not cube]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,598 ⟶ 1,602:
| 72
| [[Longest%20common%20subsequence|Longest common subsequence]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 72
| [[Priority%20queue|Priority queue]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,738:
| 69
| [[Magic%20squares%20of%20odd%20order|Magic squares of odd order]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 69
| [[Singly-linked%20list%2FElement%20insertion|Singly-linked list/Element insertion]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,777 ⟶ 1,781:
|-
| 68
| [[Sort%20stability|Sort stability]]
| [[Singly-linked%20list%2FElement%20insertion|Singly-linked list/Element insertion]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 68
| [[Strip%20control%20codes%20and%20extended%20characters%20from%20a%20string|Strip control codes and extended characters from a string]]
| [[Sort%20stability|Sort stability]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 68
| [[Van%20Eck%20sequence|Van Eck sequence]]
| [[Strip%20control%20codes%20and%20extended%20characters%20from%20a%20string|Strip control codes and extended characters from a string]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,802 ⟶ 1,806:
| 67
|data-sort-value="isbn0C13 check digit"| [[ISBN13%20check%20digit|ISBN13 check digit]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 67
| [[Memory%20allocation|Memory allocation]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,843 ⟶ 1,851:
| [[Inheritance%2FMultiple|Inheritance/Multiple]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|-
| 66
| [[Memory%20allocation|Memory allocation]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 66
Line 1,858 ⟶ 1,862:
| 66
| [[Semiprime|Semiprime]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 66
| [[Van%20Eck%20sequence|Van Eck sequence]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,906:
| 65
| [[Tic-tac-toe|Tic-tac-toe]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 65
| [[Two%20sum|Two sum]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,918 ⟶ 1,922:
| 64
| [[Integer%20overflow|Integer overflow]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 64
| [[Knight%27s%20tour|Knight's tour]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 64
| [[Long%20year|Long year]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,934 ⟶ 1,946:
| 64
| [[Sorting%20algorithms%2FSleep%20sort|Sorting algorithms/Sleep sort]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 64
| [[Two%20sum|Two sum]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 1,958 ⟶ 1,966:
| 63
| [[CUSIP|CUSIP]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 63
| [[Knight%27s%20tour|Knight's tour]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 63
| [[Long%20year|Long year]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,062:
| 61
| [[Draw%20a%20clock|Draw a clock]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 61
| [[Draw%20a%20cuboid|Draw a cuboid]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,103 ⟶ 2,107:
| [[Define%20a%20primitive%20data%20type|Define a primitive data type]]
|①||②||③||④||⑤||⑥||⑦||⑧||O||
|-
| 60
| [[Draw%20a%20cuboid|Draw a cuboid]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 60
Line 2,174:
| 59
| [[Stem-and-leaf%20plot|Stem-and-leaf plot]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 59
| [[Tau%20function|Tau function]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,233 ⟶ 2,237:
|-
| 58
| [[Terminal%20control%2FCursor%20positioning|Terminal control/Cursor positioning]]
| [[Tau%20function|Tau function]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 58
| [[Topological%20sort|Topological sort]]
| [[Terminal%20control%2FCursor%20positioning|Terminal control/Cursor positioning]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,295 ⟶ 2,299:
| [[Singleton|Singleton]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|- style="background-color: #ffc"
|-
| 57
| [[Two%20identical%20strings|Two identical strings]]
| [[Topological%20sort|Topological sort]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,354 ⟶ 2,358:
| 56
| [[Tokenize%20a%20string%20with%20escaping|Tokenize a string with escaping]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 56
| [[Two%20identical%20strings|Two identical strings]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,382:
| 55
| [[Maximum%20triangle%20path%20sum|Maximum triangle path sum]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 55
| [[Seven-sided%20dice%20from%20five-sided%20dice|Seven-sided dice from five-sided dice]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,390 ⟶ 2,394:
| 55
| [[Statistics%2FBasic|Statistics/Basic]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 55
| [[Sum%20of%20first%20n%20cubes|Sum of first n cubes]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,418 ⟶ 2,426:
| 54
| [[Polynomial%20regression|Polynomial regression]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 54
| [[Recaman%27s%20sequence|Recaman's sequence]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
Line 2,430 ⟶ 2,442:
| 54
| [[Send%20email|Send email]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 54
| [[Seven-sided%20dice%20from%20five-sided%20dice|Seven-sided dice from five-sided dice]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,445 ⟶ 2,453:
|- style="background-color: #ffc"
| 54
| [[Sum%20of%20first%20n%20cubes20divisors|Sum of first n cubesdivisors]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 54
| [[Water%20collected%20between%20towers|Water collected between towers]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,498 ⟶ 2,510:
| 53
| [[Rate%20counter|Rate counter]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 53
| [[Sum%20of%20divisors|Sum of divisors]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,566 ⟶ 2,574:
| 52
| [[Primality%20by%20Wilson%27s%20theorem|Primality by Wilson's theorem]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 52
| [[Water%20collected%20between%20towers|Water collected between towers]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
Line 2,606 ⟶ 2,610:
| 51
|data-sort-value="text processing/0B1"| [[Text%20processing%2F1|Text processing/1]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 51
| [[Words%20containing%20%22the%22%20substring|Words containing "the" substring]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,633 ⟶ 2,641:
|-
| 50
| [[Stable%20marriage%20problem|Stable marriage problem]]
| [[Recaman%27s%20sequence|Recaman's sequence]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 50
| [[Tau%20number|Tau number]]
| [[Stable%20marriage%20problem|Stable marriage problem]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,646 ⟶ 2,654:
| 50
| [[Visualize%20a%20tree|Visualize a tree]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 50
| [[Words%20containing%20%22the%22%20substring|Words containing "the" substring]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,666 ⟶ 2,670:
| 49
| [[Last%20letter-first%20letter|Last letter-first letter]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 49
| [[Loops%2FWith%20multiple%20ranges|Loops/With multiple ranges]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,674 ⟶ 2,682:
| 49
| [[Polynomial%20long%20division|Polynomial long division]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 49
| [[Tau%20number|Tau number]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,687 ⟶ 2,691:
| [[Active%20object|Active object]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|-
| 48
| [[Average%20loop%20length|Average loop length]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 48
Line 2,706 ⟶ 2,714:
| 48
| [[Image%20noise|Image noise]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 48
| [[Loops%2FWith%20multiple%20ranges|Loops/With multiple ranges]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,726 ⟶ 2,730:
| 48
| [[Verify%20distribution%20uniformity%2FNaive|Verify distribution uniformity/Naive]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 47
| [[Average%20loop%20length|Average loop length]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,762:
| 47
| [[Sorting%20algorithms%2FRadix%20sort|Sorting algorithms/Radix sort]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 47
| [[Sum%20of%20the%20digits%20of%20n%20is%20substring%20of%20n|Sum of the digits of n is substring of n]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
Line 2,810 ⟶ 2,814:
| 46
| [[Speech%20synthesis|Speech synthesis]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 46
| [[Spinning%20rod%20animation%2FText|Spinning rod animation/Text]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,822:
| 46
| [[Subtractive%20generator|Subtractive generator]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 46
| [[Sum%20of%20the%20digits%20of%20n%20is%20substring%20of%20n|Sum of the digits of n is substring of n]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,866 ⟶ 2,862:
| 45
| [[Sorting%20Algorithms%2FCircle%20Sort|Sorting Algorithms/Circle Sort]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 45
| [[Spinning%20rod%20animation%2FText|Spinning rod animation/Text]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,886:
| 45
| [[Variable%20size%2FSet|Variable size/Set]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 44
|data-sort-value="0C21 game"| [[21%20game|21 game]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
Line 2,958 ⟶ 2,962:
| 44
| [[Summarize%20and%20say%20sequence|Summarize and say sequence]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 43
|data-sort-value="0C21 game"| [[21%20game|21 game]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 2,979:
| [[Combinations%20and%20permutations|Combinations and permutations]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 43
| [[Compiler%2Flexical%20analyzer|Compiler/lexical analyzer]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|- style="background-color: #ffc"
| 43
Line 3,090 ⟶ 3,094:
| 42
| [[Permutations%20with%20repetitions|Permutations with repetitions]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 42
| [[Sequence%3A%20smallest%20number%20with%20exactly%20n%20divisors|Sequence: smallest number with exactly n divisors]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 3,106 ⟶ 3,114:
| 42
| [[Type%20detection|Type detection]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 42
| [[Variable-length%20quantity|Variable-length quantity]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 3,166 ⟶ 3,178:
| 41
| [[Scope%2FFunction%20names%20and%20labels|Scope/Function names and labels]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 41
| [[Sequence%3A%20smallest%20number%20with%20exactly%20n%20divisors|Sequence: smallest number with exactly n divisors]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
Line 3,187 ⟶ 3,195:
| [[Topswops|Topswops]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
|-
| 41
| [[Triplet%20of%20three%20numbers|Triplet of three numbers]]
| [[Variable-length%20quantity|Variable-length quantity]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 3,359 ⟶ 3,367:
| [[Sutherland-Hodgman%20polygon%20clipping|Sutherland-Hodgman polygon clipping]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|- style="background-color: #ffc"
| 39
| [[Triplet%20of%20three%20numbers|Triplet of three numbers]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 38
Line 3,438 ⟶ 3,442:
| 37
| [[Diversity%20prediction%20theorem|Diversity prediction theorem]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 37
| [[Find%20prime%20n%20such%20that%20reversed%20n%20is%20also%20prime|Find prime n such that reversed n is also prime]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
Line 3,518 ⟶ 3,526:
| 36
| [[Entropy%2FNarcissist|Entropy/Narcissist]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 36
| [[Find%20prime%20n%20such%20that%20reversed%20n%20is%20also%20prime|Find prime n such that reversed n is also prime]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 3,531 ⟶ 3,535:
| [[Longest%20common%20suffix|Longest common suffix]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 36
| [[Matrix%20with%20two%20diagonals|Matrix with two diagonals]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|- style="background-color: #ffc"
| 36
Line 3,562 ⟶ 3,570:
| 35
| [[Chaocipher|Chaocipher]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|-
| 35
| [[Compiler%2Flexical%20analyzer|Compiler/lexical analyzer]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|- style="background-color: #ffc"
Line 3,579 ⟶ 3,583:
| [[Dice%20game%20probabilities|Dice game probabilities]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 35
| [[Digit%20fifth%20powers|Digit fifth powers]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||⑩
|-
| 35
Line 3,587 ⟶ 3,595:
| [[Length%20of%20an%20arc%20between%20two%20angles|Length of an arc between two angles]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 35
| [[Matrix%20with%20two%20diagonals|Matrix with two diagonals]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|-
| 35
Line 3,659 ⟶ 3,663:
| [[Create%20an%20object%20at%20a%20given%20address|Create an object at a given address]]
|①||②||③||④||⑤||⑥||⑦||O||⑨||
|-
| 34
| [[Draw%20a%20rotating%20cube|Draw a rotating cube]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|- style="background-color: #ffc"
| 34
| [[Find%20words%20whose%20first%20and%20last%20three%20letters%20are%20equal|Find words whose first and last three letters are equal]]
| [[Digit%20fifth%20powers|Digit fifth powers]]
|①||②||③||④||⑤||⑥|| ⑦||⑧||⑨ ||⑩
|-
| 34
Line 3,727 ⟶ 3,735:
| [[URL%20parser|URL parser]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||
|-
| 34
| [[Unprimeable%20numbers|Unprimeable numbers]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 34
Line 3,779 ⟶ 3,791:
| [[Death%20Star|Death Star]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 33
| [[Draw%20a%20rotating%20cube|Draw a rotating cube]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|-
| 33
Line 3,795 ⟶ 3,803:
| [[Faulhaber%27s%20triangle|Faulhaber's triangle]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 33
| [[Find%20words%20whose%20first%20and%20last%20three%20letters%20are%20equal|Find words whose first and last three letters are equal]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||⑩
|- style="background-color: #ffc"
| 33
Line 3,823 ⟶ 3,827:
| [[Primes%20with%20digits%20in%20nondecreasing%20order|Primes with digits in nondecreasing order]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||⑩
|-
| 33
| [[Pseudo-random%20numbers%2FMiddle-square%20method|Pseudo-random numbers/Middle-square method]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|-
| 33
Line 3,834 ⟶ 3,842:
| 33
| [[Set%20of%20real%20numbers|Set of real numbers]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 33
| [[Sexy%20primes|Sexy primes]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
Line 3,858 ⟶ 3,870:
| 33
| [[Twin%20primes|Twin primes]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 33
| [[Unprimeable%20numbers|Unprimeable numbers]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 3,895 ⟶ 3,903:
| [[Find%20first%20and%20last%20set%20bit%20of%20a%20long%20integer|Find first and last set bit of a long integer]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||⑩
|- style="background-color: #ffc"
| 32
| [[Find%20first%20missing%20positive|Find first missing positive]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||⑩
|-
| 32
Line 3,935 ⟶ 3,947:
| [[Rosetta%20Code%2FFix%20code%20tags|Rosetta Code/Fix code tags]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||⑩
|-
| 32
| [[Sexy%20primes|Sexy primes]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 32
Line 3,990 ⟶ 3,998:
| 31
| [[Memory%20layout%20of%20a%20data%20structure|Memory layout of a data structure]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 31
| [[Nonoblock|Nonoblock]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 3,999 ⟶ 4,011:
| [[Plasma%20effect|Plasma effect]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|- style="background-color: #ffc"
| 31
| [[Sort%20the%20letters%20of%20string%20in%20alphabetical%20order|Sort the letters of string in alphabetical order]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 31
Line 4,049 ⟶ 4,065:
|- style="background-color: #ffc"
| 30
| [[Find%20first20square%20missing%20positive20difference|Find first missingsquare positivedifference]]
|①||②||③||④||⑤||⑥||⑦ ||⑧|| ⑨||⑩
|-
| 30
Line 4,063 ⟶ 4,079:
| [[Honeycombs|Honeycombs]]
|①||②||③|| ||⑤||⑥||⑦||⑧||⑨||
|-
| 30
| [[Hunt%20the%20Wumpus|Hunt the Wumpus]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||
|-
| 30
Line 4,086 ⟶ 4,106:
| 30
| [[N-smooth%20numbers|N-smooth numbers]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 30
| [[Nonoblock|Nonoblock]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
Line 4,099 ⟶ 4,115:
| [[Perlin%20noise|Perlin noise]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 30
| [[Pseudo-random%20numbers%2FMiddle-square%20method|Pseudo-random numbers/Middle-square method]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|-
| 30
Line 4,111 ⟶ 4,123:
| [[Sierpinski%20pentagon|Sierpinski pentagon]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|- style="background-color: #ffc"
| 30
| [[Sort%20the%20letters%20of%20string%20in%20alphabetical%20order|Sort the letters of string in alphabetical order]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 30
Line 4,123 ⟶ 4,131:
| [[Wieferich%20primes|Wieferich primes]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 29
|data-sort-value="0F10001th prime"| [[10001th%20prime|10001th prime]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||⑩
|-
| 29
Line 4,131 ⟶ 4,143:
| [[Birthday%20problem|Birthday problem]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 29
| [[Color%20wheel|Color wheel]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||
|- style="background-color: #ffc"
| 29
Line 4,143 ⟶ 4,159:
| [[Find%20minimum%20number%20of%20coins%20that%20make%20a%20given%20value|Find minimum number of coins that make a given value]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||⑩
|- style="background-color: #ffc"
| 29
| [[Find%20square%20difference|Find square difference]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|- style="background-color: #ffc"
| 29
Line 4,163 ⟶ 4,175:
| [[Fraction%20reduction|Fraction reduction]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 29
| [[Hunt%20the%20Wumpus|Hunt the Wumpus]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||
|-
| 29
Line 4,211 ⟶ 4,219:
| [[Video%20display%20modes|Video display modes]]
|①||②||③||④||⑤||⑥||⑦||⑧||O||⑩
|- style="background-color: #ffc"
| 29
| [[Words%20from%20neighbour%20ones|Words from neighbour ones]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 29
| [[World%20Cup%20group%20stage|World Cup group stage]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 28
|data-sort-value="0F10001th prime"| [[10001th%20prime|10001th prime]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||⑩
|-
| 28
Line 4,235 ⟶ 4,243:
| [[Cipolla%27s%20algorithm|Cipolla's algorithm]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|-
| 28
| [[Color%20wheel|Color wheel]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||
|-
| 28
Line 4,255 ⟶ 4,259:
| [[Find%20largest%20left%20truncatable%20prime%20in%20a%20given%20base|Find largest left truncatable prime in a given base]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|- style="background-color: #ffc"
| 28
|data-sort-value="find squares n where n+0B1 is prime"| [[Find%20squares%20n%20where%20n%2B1%20is%20prime|Find squares n where n+1 is prime]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|-
| 28
Line 4,307 ⟶ 4,315:
| [[Welch%27s%20t-test|Welch's t-test]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|- style="background-color: #ffc"
| 28
| [[Words%20from%20neighbour%20ones|Words from neighbour ones]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 28
Line 4,331 ⟶ 4,335:
| [[Day%20of%20the%20week%20of%20Christmas%20and%20New%20Year|Day of the week of Christmas and New Year]]
|①||②||③||④|| ||⑥|| ||⑧||⑨||
|- style="background-color: #ffc"
| 27
|data-sort-value="find squares n where n+0B1 is prime"| [[Find%20squares%20n%20where%20n%2B1%20is%20prime|Find squares n where n+1 is prime]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|-
| 27
Line 4,343:
| [[Idiomatically%20determine%20all%20the%20characters%20that%20can%20be%20used%20for%20symbols|Idiomatically determine all the characters that can be used for symbols]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||⑩
|- style="background-color: #ffc"
| 27
| [[Minimum%20multiple%20of%20m%20where%20digital%20sum%20equals%20m|Minimum multiple of m where digital sum equals m]]
|①||②||③||④|| ||⑥|| ||⑧||⑨||
|- style="background-color: #ffc"
| 27
Line 4,379 ⟶ 4,383:
| [[Sequence%20of%20primorial%20primes|Sequence of primorial primes]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|-
| 27
| [[Sierpinski%20arrowhead%20curve|Sierpinski arrowhead curve]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 27
Line 4,386 ⟶ 4,394:
| 27
| [[Snake%20and%20Ladder|Snake and Ladder]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 27
| [[Total%20circles%20area|Total circles area]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
Line 4,411 ⟶ 4,423:
| [[Elliptic%20curve%20arithmetic|Elliptic curve arithmetic]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 26
|data-sort-value="exactly three adjacent 0B3 in lists"| [[Exactly%20three%20adjacent%203%20in%20lists|Exactly three adjacent 3 in lists]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|- style="background-color: #ffc"
| 26
Line 4,426 ⟶ 4,442:
| 26
| [[Kolakoski%20sequence|Kolakoski sequence]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|- style="background-color: #ffc"
| 26
| [[Largest%20five%20adjacent%20number|Largest five adjacent number]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|- style="background-color: #ffc"
Line 4,459 ⟶ 4,479:
| [[Mind%20boggling%20card%20trick|Mind boggling card trick]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 26
| [[Minimum%20multiple%20of%20m%20where%20digital%20sum%20equals%20m|Minimum multiple of m where digital sum equals m]]
|①||②||③||④|| ||⑥|| ||⑧||⑨||
|- style="background-color: #ffc"
| 26
Line 4,499 ⟶ 4,515:
| [[RCRPG|RCRPG]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|-
| 26
| [[Sierpinski%20arrowhead%20curve|Sierpinski arrowhead curve]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 26
Line 4,515 ⟶ 4,527:
| [[Sunflower%20fractal|Sunflower fractal]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|-
| 26
| [[Total%20circles%20area|Total circles area]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 25
Line 4,539 ⟶ 4,547:
| [[Erd%C5%91s-primes|Erdős-primes]]
|①||②||③||④||⑤||⑥||⑦|| || ||⑩
|- style="background-color: #ffc"
| 25
|data-sort-value="exactly three adjacent 0B3 in lists"| [[Exactly%20three%20adjacent%203%20in%20lists|Exactly three adjacent 3 in lists]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|-
| 25
Line 4,551 ⟶ 4,555:
| [[Find%20words%20which%20contain%20the%20most%20consonants|Find words which contain the most consonants]]
|①||②||③||④||⑤||⑥||⑦|| || ||⑩
|- style="background-color: #ffc"
| 25
|data-sort-value="first 0B9 prime fibonacci number"| [[First%209%20prime%20Fibonacci%20number|First 9 prime Fibonacci number]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|-
| 25
Line 4,557 ⟶ 4,565:
|- style="background-color: #ffc"
| 25
| [[Largest%20five20prime%20adjacent%20number20factor|Largest five adjacentprime numberfactor]]
|①||②||③||④||⑤||⑥||⑦ ||⑧||⑨||
|- style="background-color: #ffc"
| 25
Line 4,639 ⟶ 4,647:
| [[Exponentiation%20with%20infix%20operators%20in%20%28or%20operating%20on%29%20the%20base|Exponentiation with infix operators in (or operating on) the base]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||⑩
|- style="background-color: #ffc"
| 24
|data-sort-value="first 0B9 prime fibonacci number"| [[First%209%20prime%20Fibonacci%20number|First 9 prime Fibonacci number]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|-
| 24
Line 4,731 ⟶ 4,735:
| [[EKG%20sequence%20convergence|EKG sequence convergence]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|- style="background-color: #ffc"
| 23
| [[Find%20adjacent%20primes%20which%20differ%20by%20a%20square%20integer|Find adjacent primes which differ by a square integer]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|-
| 23
Line 4,743 ⟶ 4,751:
| [[Kosaraju|Kosaraju]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||
|- style="background-color: #ffc"
| 23
| [[Largest%20prime%20factor|Largest prime factor]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|-
| 23
Line 4,759 ⟶ 4,763:
| [[Monads%2FList%20monad|Monads/List monad]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||
|- style="background-color: #ffc"
| 23
| [[Mosaic%20matrix|Mosaic matrix]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|- style="background-color: #ffc"
| 23
Line 4,839 ⟶ 4,847:
| [[Elementary%20cellular%20automaton%2FInfinite%20length|Elementary cellular automaton/Infinite length]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||
|- style="background-color: #ffc"
| 22
| [[Find%20adjacent%20primes%20which%20differ%20by%20a%20square%20integer|Find adjacent primes which differ by a square integer]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|-
| 22
Line 4,855 ⟶ 4,859:
| [[Montgomery%20reduction|Montgomery reduction]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|- style="background-color: #ffc"
| 22
| [[Mosaic%20matrix|Mosaic matrix]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|- style="background-color: #ffc"
| 22
Line 4,939:
| [[Cyclotomic%20polynomial|Cyclotomic polynomial]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||
|- style="background-color: #ffc"
| 21
| [[Four%20sides%20of%20square|Four sides of square]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|-
| 21
| [[Imaginary%20base%20numbers|Imaginary base numbers]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|-
| 21
| [[Juggler%20sequence|Juggler sequence]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||⑩
|- style="background-color: #ffc"
| 21
Line 4,951 ⟶ 4,959:
| [[K-d%20tree|K-d tree]]
|①||②||③||④||⑤|| ||⑦||⑧||⑨||
|- style="background-color: #ffc"
| 21
| [[Largest%20difference%20between%20adjacent%20primes|Largest difference between adjacent primes]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|- style="background-color: #ffc"
| 21
| [[Last%20list%20item|Last list item]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||⑩
|-
| 21
Line 5,043 ⟶ 5,059:
|data-sort-value="draw pixel 0B2"| [[Draw%20pixel%202|Draw pixel 2]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|- style="background-color: #ffc"
| 20
| [[Four%20sides%20of%20square|Four sides of square]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|- style="background-color: #ffc"
| 20
| [[Getting%20the%20number%20of%20decimals|Getting the number of decimals]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||⑩
|-
| 20
| [[Juggler%20sequence|Juggler sequence]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||⑩
|- style="background-color: #ffc"
| 20
| [[Largest%20difference%20between%20adjacent%20primes|Largest difference between adjacent primes]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|- style="background-color: #ffc"
| 20
Line 5,137 ⟶ 5,141:
|- style="background-color: #ffc"
| 19
| [[Largest%20palindrome%20product|Largest palindrome product]]
| [[Last%20list%20item|Last list item]]
|①||②||③||④||⑤||⑥||⑦ ||⑧||⑨ ||⑩
|- style="background-color: #ffc"
| 19
| [[Largest%20product%20in%20a%20grid|Largest product in a grid]]
|①||②||③||④||⑤||⑥|| ||⑧|| ||⑩
|- style="background-color: #ffc"
| 19
| [[Logistic%20curve%20fitting%20in%20epidemiology|Logistic curve fitting in epidemiology]]
|①||②||③||④||⑤||⑥||⑦||⑧||⑨||
|- style="background-color: #ffc"
| 19
| [[Minimum%20primes|Minimum primes]]
|①||②||③||④||⑤||⑥||⑦|| ||⑨||
|- style="background-color: #ffc"
| 19
| [[Own%20digits%20power%20sum|Own digits power sum]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|- style="background-color: #ffc"
| 19
Line 5,203 ⟶ 5,219:
| [[Free%20polyominoes%20enumeration|Free polyominoes enumeration]]
|①||②||③|| ||⑤||⑥||⑦||⑧|| ||
|- style="background-color: #ffc"
| 18
| [[Largest%20palindrome%20product|Largest palindrome product]]
|①||②||③||④||⑤||⑥|| ||⑧|| ||
|- style="background-color: #ffc"
| 18
| [[Largest%20product%20in%20a%20grid|Largest product in a grid]]
|①||②||③||④||⑤||⑥|| ||⑧|| ||⑩
|-
| 18
| [[Legendre%20prime%20counting%20function|Legendre prime counting function]]
|①||②||③||④||⑤||⑥||⑦|| || ||
|- style="background-color: #ffc"
| 18
| [[Minimum%20primes|Minimum primes]]
|①||②||③||④||⑤||⑥||⑦|| ||⑨||
|-
| 18
Line 5,227 ⟶ 5,231:
| [[NYSIIS|NYSIIS]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||⑩
|- style="background-color: #ffc"
| 18
| [[Own%20digits%20power%20sum|Own digits power sum]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|- style="background-color: #ffc"
| 18
Line 5,327:
| [[Wordle%20comparison|Wordle comparison]]
|①||②||③||④||⑤||⑥|| ||⑧||⑨||
|- style="background-color: #ffc"
| 16
|data-sort-value="distribution of 0B0 digits in factorial series"| [[Distribution%20of%200%20digits%20in%20factorial%20series|Distribution of 0 digits in factorial series]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||⑩
|-
| 16
Line 5,339 ⟶ 5,343:
| [[OpenWebNet%20password|OpenWebNet password]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||
|- style="background-color: #ffc"
| 16
| [[Pandigital%20prime|Pandigital prime]]
|①||②||③||④||⑤||⑥|| || || ||⑩
|- style="background-color: #ffc"
| 16
Line 5,359 ⟶ 5,367:
| [[Tree%20from%20nesting%20levels|Tree from nesting levels]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||
|-
| 15
| [[Ascending%20primes|Ascending primes]]
|①||②||③||④||⑤||⑥|| || || ||
|- style="background-color: #ffc"
| 15
Line 5,367 ⟶ 5,379:
| [[Determine%20sentence%20type|Determine sentence type]]
|①||②||③||④||⑤||⑥|| ||⑧|| ||
|- style="background-color: #ffc"
| 15
|data-sort-value="distribution of 0B0 digits in factorial series"| [[Distribution%20of%200%20digits%20in%20factorial%20series|Distribution of 0 digits in factorial series]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||⑩
|-
| 15
Line 5,387 ⟶ 5,395:
| [[Interactive%20help|Interactive help]]
|①||②||③||④||⑤||⑥||⑦|| || ||⑩
|- style="background-color: #ffc"
| 15
| [[Magic%20constant|Magic constant]]
|①||②||③||④|| ||⑥|| ||⑧|| ||
|-
| 15
Line 5,395 ⟶ 5,407:
| [[Multi-base%20primes|Multi-base primes]]
|①||②||③||④||⑤||⑥||⑦|| || ||⑩
|- style="background-color: #ffc"
| 15
| [[Pandigital%20prime|Pandigital prime]]
|①||②||③||④||⑤||⑥|| || || ||⑩
|-
| 15
Line 5,495 ⟶ 5,503:
| [[VList|VList]]
|①||②|| ||④||⑤|| ||⑦|| ||⑨||⑩
|-
| 13
| [[Ascending%20primes|Ascending primes]]
|①||②||③||④|| ||⑥|| || || ||
|- style="background-color: #ffc"
| 13
Line 5,527 ⟶ 5,531:
| [[Launch%20rocket%20with%20countdown%20and%20acceleration%20in%20stdout|Launch rocket with countdown and acceleration in stdout]]
|①||②||③||④||⑤||⑥||⑦|| || ||⑩
|- style="background-color: #ffc"
| 13
| [[Magic%20constant|Magic constant]]
|①||②||③||④|| ||⑥|| ||⑧|| ||
|-
| 13
Line 5,575:
| [[Combinations%20with%20repetitions%2FSquare%20digit%20chain|Combinations with repetitions/Square digit chain]]
|①||②||③||④||⑤||⑥||⑦|| || ||
|-
| 12
| [[Descending%20primes|Descending primes]]
|①||②||③||④||⑤||⑥|| || || ||
|- style="background-color: #ffc"
| 12
Line 5,583 ⟶ 5,587:
| [[Duffinian%20numbers|Duffinian numbers]]
|①||②||③||④|| ||⑥|| || || ||
|- style="background-color: #ffc"
| 12
| [[Earliest%20difference%20between%20prime%20gaps|Earliest difference between prime gaps]]
|①||②||③||④|| ||⑥|| ||⑧|| ||
|- style="background-color: #ffc"
| 12
| [[Euclid-Mullin%20sequence|Euclid-Mullin sequence]]
|①||②||③||④|| ||⑥|| ||⑧|| ||
|- style="background-color: #ffc"
| 12
Line 5,615 ⟶ 5,627:
| [[Pinstripe%2FPrinter|Pinstripe/Printer]]
|①||②||③||④||⑤|| ||⑦|| || ||
|- style="background-color: #ffc"
| 12
| [[Polynomial%20derivative|Polynomial derivative]]
|①||②||③||④|| ||⑥|| || || ||
|- style="background-color: #ffc"
| 12
Line 5,643 ⟶ 5,659:
| [[War%20card%20game|War card game]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||
|- style="background-color: #ffc"
| 11
| [[Achilles%20numbers|Achilles numbers]]
|①||②||③||④||⑤||⑥|| || || ||
|- style="background-color: #ffc"
| 11
Line 5,651 ⟶ 5,671:
| [[Brace%20expansion%20using%20ranges|Brace expansion using ranges]]
|①||②||③||④||⑤|| ||⑦||⑧|| ||
|- style="background-color: #ffc"
| 11
| [[Composite%20numbers%20k%20with%20no%20single%20digit%20factors%20whose%20factors%20are%20all%20substrings%20of%20k|Composite numbers k with no single digit factors whose factors are all substrings of k]]
|①||②||③||④|| ||⑥|| || || ||
|- style="background-color: #ffc"
| 11
Line 5,657 ⟶ 5,681:
|- style="background-color: #ffc"
| 11
| [[Disarium%20numbers|Disarium numbers]]
| [[Earliest%20difference%20between%20prime%20gaps|Earliest difference between prime gaps]]
|①||②||③||④|| ||⑥|| ||⑧|| ||
|- style="background-color: #ffc"
| 11
| [[Euclid-Mullin%20sequence|Euclid-Mullin sequence]]
|①||②||③||④|| ||⑥|| ||⑧|| ||
|- style="background-color: #ffc"
Line 5,679 ⟶ 5,699:
| [[Numerical%20and%20alphabetical%20suffixes|Numerical and alphabetical suffixes]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||⑩
|- style="background-color: #ffc"
| 11
| [[Polynomial%20derivative|Polynomial derivative]]
|①||②||③||④|| ||⑥|| || || ||
|- style="background-color: #ffc"
| 11
Line 5,715 ⟶ 5,731:
| [[ADFGVX%20cipher|ADFGVX cipher]]
|①||②||③||④||⑤||⑥||⑦||⑧|| ||
|- style="background-color: #ffc"
| 10
| [[Achilles%20numbers|Achilles numbers]]
|①||②||③||④|| ||⑥|| || || ||
|- style="background-color: #ffc"
| 10
| [[Composite%20numbers%20k%20with%20no%20single%20digit%20factors%20whose%20factors%20are%20all%20substrings%20of%20k|Composite numbers k with no single digit factors whose factors are all substrings of k]]
|①||②||③||④|| ||⑥|| || || ||
|-
| 10
| [[Descending%20primes|Descending primes]]
|①||②||③||④|| ||⑥|| || || ||
|- style="background-color: #ffc"
| 10
| [[Disarium%20numbers|Disarium numbers]]
|①||②||③||④|| ||⑥|| ||⑧|| ||
|- style="background-color: #ffc"
| 10
Line 5,799:
| [[User%20defined%20pipe%20and%20redirection%20operators|User defined pipe and redirection operators]]
|①||②||③||④||⑤||⑥|| || || ||
|- style="background-color: #ffc"
| 9
| [[Colorful%20numbers|Colorful numbers]]
|①||②||③||④|| ||⑥|| || || ||
|- style="background-color: #ffc"
| 9
Line 5,862 ⟶ 5,866:
| 8
| [[B-spline|B-spline]]
|①||②||③||④|| ||⑥|| || || ||
|- style="background-color: #ffc"
| 8
| [[Brilliant%20numbers|Brilliant numbers]]
|①||②||③||④|| ||⑥|| || || ||
|- style="background-color: #ffc"
Line 5,903 ⟶ 5,911:
| [[Remote%20agent%2FSimulation|Remote agent/Simulation]]
|①||②||③|| ||⑤||⑥|| || ||⑨||
|- style="background-color: #ffc"
| 8
| [[Repunit%20primes|Repunit primes]]
|①||②||③||④|| ||⑥|| || || ||
|-
| 8
Line 5,931 ⟶ 5,943:
| [[Boids|Boids]]
|①||②||③|| ||⑤|| ||⑦|| ||⑨||
|- style="background-color: #ffc"
| 7
| [[Brilliant%20numbers|Brilliant numbers]]
|①||②||③||④|| ||⑥|| || || ||
|- style="background-color: #ffc"
| 7
| [[Chess%20player|Chess player]]
|①||②|| || ||⑤||⑥|| ||⑧|| ||
|- style="background-color: #ffc"
| 7
| [[Colorful%20numbers|Colorful numbers]]
|①||②||③||④|| ||⑥|| || || ||
|- style="background-color: #ffc"
| 7
Line 5,971 ⟶ 5,975:
| [[Remote%20agent%2FAgent%20interface|Remote agent/Agent interface]]
|①||②||③|| ||⑤|| || || ||⑨||
|- style="background-color: #ffc"
| 7
| [[Repunit%20primes|Repunit primes]]
|①||②||③||④|| ||⑥|| || || ||
|- style="background-color: #ffc"
| 7
Thundergnat
10,339

edits

Retrieved from "https://rosettacode.org/wiki/Special:MobileDiff/280377"
Cookies help us deliver our services. By using our services, you agree to our use of cookies.
More information