data:image/png;base64,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:image/png;base64,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
a1
ig01
i1i112i-1a1b12
i11i-1
i11i-1
i111i-1gap-1
i11i1gap-1
i11i-1
i11i-1
i11i-1
i11i-1
i1
i-1
highlighthighlight 21
highlighthighlight 2M121
highlighthighlight 2M1413
highlighthighlight 2M1312
i1end-1
i12c-1
i1
i1
end-1done?trueistart1
i12end-1
end-1done?true2start1done?true
gap-1
gap-11i1gap-11
gap2gap1gap1.5
swappedlowhighmidswappedfalselowhighlow1high-1mid2lowhigh1
high-1i1212
1
-1
4Sinking Sort4Cocktail Shaker Sort4Cashew Sort4Walnut Sort44
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 21
i1list11
1Stable Quick Sort2LR Quick Sort1
__ Array Writes1gap2
__ Array Writes1_ Aux Array Writes1i11
j1
Code by taluvina
listfocus0
3Quasi-Circle Sort2Circloid Sort33/4 Circle Sort3030
low1high-1
h13
low1high-11
swappedlowhighmidswappedfalselowhighlow1high-1mid140
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
iiter1
iiter1
iiter1base-1
iiter1
__ Array Writes11__ Array Writes11
iiter1i1j2
j1
j1
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
i1
Shuffle to RunAll Shuffles
i11
20
i11
i110
__ Array Writes11__ Array Writes11400
i110
i110
a1b-1
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 Rouge Sort0.75Looping Rouge Sort0.75Rotate Rouge Sort1Rotate Looping Rouge Sort1Comb Sort1Cocktail Comb Sort1Looping Comb Sort1Rotate Comb Sort1Rotate Looping Comb Sort1Feijeland Sort1Rotate Feijeland Sort1Brush Sort1Optimized Brush Sort1
gap-1
ig-1
mid0mid2_ Comparisons1
__ Array Writes2
__ Array Writes11__ Array Writes11
end-1done?true2start1done?true
end-1start1iternum1
gap1.3
gap1.31i1gap1.31
ig1.3
gap1.3
ig1.3
i
i
gap1.3
gap1.3
216,25,23,21,19,17,387,385,383,381,7,5,3,1,2,369,367,365,363,12,14,16,18,20,351,349,347,345,30,32,34,36,38,333,331,329,327,325,50,52,54,56,58,313,311,309,307,68,70,72,74,76,295,293,291,289,86,88,90,92,93,277,275,273,271,269,81,79,77,75,73,257,255,253,251,63,61,59,57,55,239,237,235,233,45,43,41,39,37,221,219,217,215,213,397,395,393,391,389,201,199,197,195,379,377,375,373,371,183,181,179,177,361,359,357,355,353,165,163,161,159,343,341,339,337,335,147,145,143,141,139,323,321,319,317,315,127,125,123,121,305,303,301,299,297,109,107,105,103,287,285,283,281,279,91,89,87,85,83,267,265,263,261,259,71,69,67,65,249,247,245,243,241,53,51,49,47,231,229,227,225,223,35,33,31,29,27,211,209,207,205,203,15,13,11,9,193,191,189,187,185,4,6,8,10,175,173,171,169,167,22,24,26,28,157,155,153,151,149,40,42,44,46,48,137,135,133,131,129,60,62,64,66,119,117,115,113,111,78,80,82,84,101,99,97,95,94,96,98,100,102,104,106,108,110,112,114,116,118,120,122,124,126,128,130,132,134,136,138,140,142,144,146,148,150,152,154,156,158,160,162,164,166,168,170,172,174,176,178,180,182,184,186,188,190,192,194,196,198,200,202,204,206,208,210,212,214,399,218,220,222,224,226,228,230,232,234,236,238,240,242,244,246,248,250,252,254,256,258,260,262,264,266,268,270,272,274,276,278,280,282,284,286,288,290,292,294,296,298,300,302,304,306,308,310,312,314,316,318,320,322,324,326,328,330,332,334,336,338,340,342,344,346,348,350,352,354,356,358,360,362,364,366,368,370,372,374,376,378,380,382,384,386,388,390,392,394,396,398,400996313Looping Comb Sort21885Bubble Sort,Sinking Sort,Cocktail Shaker Sort,Cashew Sort,Walnut Sort,Rouge Sort,Cocktail Rouge Sort,Looping Rouge Sort,Rotate Rouge Sort,Rotate Looping Rouge Sort,Comb Sort,Cocktail Comb Sort,Looping Comb Sort,Rotate Comb Sort,Rotate Looping Comb Sort,Feijeland Sort,Rotate Feijeland Sort,Brush Sort,Optimized Brush 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 Sort4Rouge Sort0.75Cocktail Rouge Sort0.75Looping Rouge Sort0.75Rotate Rouge Sort1Rotate Looping Rouge Sort1Comb Sort1Cocktail Comb Sort1Looping Comb Sort1Rotate Comb Sort1Rotate Looping Comb Sort1Feijeland Sort1Rotate Feijeland Sort1Brush Sort1Optimized Brush 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 Sort303020001700false13true400Basic 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 Radix11Basic 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