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

i1i112i-1a1b12

i11i-1

i111i-1gap-1

i11i1gap-1

i11i-1

i-1

highlighthighlight 2

highlighthighlight 2M12

highlighthighlight 2M14

highlighthighlight 2M13

i1end-1

i12c-1

end-1done?trueistart1

i12end-1

end-1done?true2start1done?true

gap-1.3

gap-1.31i1gap-1.31

gap2gap1gap1.5

swappedlowhighmidswappedfalselowhigh

low1high-1

mid2low

high

high-1i1

-1

4Sinking Sort4Cocktail Shaker Sort4Cashew Sort4Walnut Sort4

1Lime Sort1Orange Sort1Grapefruit Sort1Kinnow Sort2Kiyomi Sort2Chinotto Sort2Mandarin Orange Sort2

2Invered Sort2Citron Sort1Single Directional Chinotto Sort2Single Directional Mandarin Orange Sort2Quasi-Rotating Red Lime1Rotating Red Lime Sort1Hyuganatsu Sort2Rotating Hyuganatsu Sort2

1Flagnafir Sort.6

.3Rotating Selection Sort2

2Binary Insertion Sort2thatsOven's Optimized Binary Insertion Sort2Linebinary Insertion Sort2Shell Sort0.75Ciura Gap Shell Sort1

24243/4 Stooge Sort1616Quad Stooge Sort3232Sort ListCircle Stooge Sort4848Sort ListX-Stooge Sort2020Y-Stooge Sort1616Z-Stooge Sort1313

3030BSY Slow Sort3030

highlighthighlight 2

i1list

1Stable Quick Sort2LR Quick Sort1

__ Array Writes1

gap2

__ Array Writes1_ Aux Array Writes1i11

Code by taluvina

list

focus0

3Quasi-Circle Sort2Circloid Sort33/4 Circle Sort3030

low1high-1

h13

low1high-1

swappedlowhighmidswappedfalselowhigh

low1high-1

mid140

Runs the script repeatedly, as long as the condition is true. Tests the condition before the first time the script is run. Like the built in REPEAT UNTIL except that in this block the condition must be true, not false.

pt:enquanto _ , repete _ $loop-0.7

iiter1

1Base 3 Odd-Even Sort1Base 4 Odd-Even Sort1Base n/16 Odd-Even Sort1Comb Odd-Even Sort2Odd then Even Sort0.75Odd then Even Sort + Merge0.75

iiter1

iiter1base-1

iiter1

__ Array Writes11__ Array Writes11

iiter1i1j2

StageStage2Stage-2-180Stage0.75Stage218,3,0,1i1Stage-210Stage25-15Current Sort: 15-15Numbers: 15-15Comparisons: 15-15Swaps: 15-15Main Array Writes: 15-15Aux Array Writes: 15

pt:a frequência da nota _ 69

1green0

de:fange _ _ ca:agafa _ _ es:atrapar _ _ fr:attrape _ _ pt:captura _ _ cont

de:wirf _ ca:llança _ es:lanzar _ fr:lance _ pt:lança _ catchtag

_ Comparisons1i1j-1

llist1

Sort to runAll Sorts

Shuffle to RunAll Shuffles

__ Array Writes11__ Array Writes11400

a1b-1

i1j2

Already SortedReversedAlmost SortedAlmost Reversed

Reversed Few UniqueAlmost Sorted Few UniqueVery Few UniqueTwo Unique

Tent ShapedW ShapedM Shaped

Reversed Final MergeSawtoothSawtooth 2Cool Pattern

Reverse Rotated

Reversed Final Radix

ig-1

0.75Cocktail Comb Sort0.75Looping Comb Sort0.75Rotate Comb Sort1Rotate Looping Comb Sort1

gap-1.3

ig-1

mid

0mid2_ Comparisons1

__ Array Writes2

__ Array Writes11__ Array Writes11

end-1done?true2start1done?true

1,6,15,17,2,22,3,23,5,10,12,16,13,21,19,24,8,4,14,20,7,9,11,18,25252425Bubble Sort2419Bubble Sort,Sinking Sort,Cocktail Shaker Sort,Cashew Sort,Walnut Sort,Comb Sort,Cocktail Comb Sort,Looping Comb Sort,Rotate Comb Sort,Rotate Looping Comb Sort,Lemon Sort,Lime Sort,Orange Sort,Grapefruit Sort,Kinnow Sort,Kiyomi Sort,Chinotto Sort,Mandarin Orange Sort,Red Sort,Invered Sort,Citron Sort,Single Directional Chinotto Sort,Single Directional Mandarin Orange Sort,Quasi-Rotating Red Lime,Rotating Red Lime Sort,Hyuganatsu Sort,Rotating Hyuganatsu Sort,Odd-Even Sort,Base 3 Odd-Even Sort,Base 4 Odd-Even Sort,Base n/16 Odd-Even Sort,Comb Odd-Even Sort,Odd then Even Sort,Odd then Even Sort + Merge,Quick Sort,Stable Quick Sort,LR Quick Sort,Circle Sort,Quasi-Circle Sort,Circloid Sort,3/4 Circle Sort,Sviddall-Ralbävk Sort,Flagnafir Sort,Selection Sort,Rotating Selection Sort,Insertion Sort,Binary Insertion Sort,thatsOven's Optimized Binary Insertion Sort,Linebinary Insertion Sort,Shell Sort,Ciura Gap Shell Sort,Stooge Sort,3/4 Stooge Sort,Quad Stooge Sort,Circle Stooge Sort,X-Stooge Sort,Y-Stooge Sort,Z-Stooge Sort,BSY Silly Sort,BSY Slow SortBubble Sort4Sinking Sort4Cocktail Shaker Sort4Cashew Sort4Walnut Sort4Comb Sort0.75Cocktail Comb Sort0.75Looping Comb Sort0.75Rotate Comb Sort1Rotate Looping Comb Sort1Lemon Sort1Lime Sort1Orange Sort1Grapefruit Sort1Kinnow Sort2Kiyomi Sort2Chinotto Sort2Mandarin Orange Sort2Red Sort2Invered Sort2Citron Sort1Single Directional Chinotto Sort2Single Directional Mandarin Orange Sort2Quasi-Rotating Red Lime1Rotating Red Lime Sort1Hyuganatsu Sort2Rotating Hyuganatsu Sort2Odd-Even Sort1Base 3 Odd-Even Sort1Base 4 Odd-Even Sort1Base n/16 Odd-Even Sort1Comb Odd-Even Sort2Odd then Even Sort0.75Odd then Even Sort + Merge0.75Quick Sort1Stable Quick Sort2LR Quick Sort1Circle Sort3Quasi-Circle Sort2Circloid Sort33/4 Circle Sort3030Sviddall-Ralbävk Sort1Flagnafir Sort.6Selection Sort.3Rotating Selection Sort2Insertion Sort2Binary Insertion Sort2thatsOven's Optimized Binary Insertion Sort2Linebinary Insertion Sort2Shell Sort0.75Ciura Gap Shell Sort1Stooge Sort24243/4 Stooge Sort1616Quad Stooge Sort3232Circle Stooge Sort4848X-Stooge Sort2020Y-Stooge Sort1616Z-Stooge Sort1313BSY Silly Sort3030BSY Slow Sort30301000380falsealltrue100Basic ShuffleAlready SortedReversedAlmost SortedAlmost ReversedFew UniqueReversed Few UniqueAlmost Sorted Few UniqueVery Few UniqueTwo UniqueV ShapedTent ShapedW ShapedM ShapedFinal MergeReversed Final MergeSawtoothSawtooth 2Cool PatternRotatedReverse RotatedFinal RadixReversed Final Radix1Basic Shuffle,Already Sorted,Reversed,Almost Sorted,Almost Reversed,Few Unique,Reversed Few Unique,Almost Sorted Few Unique,Very Few Unique,Two Unique,V Shaped,Tent Shaped,W Shaped,M Shaped,Final Merge,Reversed Final Merge,Sawtooth,Sawtooth 2,Cool Pattern,Rotated,Reverse Rotated,Final Radix,Reversed Final Radix