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k2JSnXOEk5AUhJyiPzCjkVScoJQAJQNwCXy0CfhDkeAUgAagpgvgtoG/ZsCUBKUu6MT9Ie9wZGTYbgRTIwKGz1CEACkACMnwJQUFJVCkpa5wK6JCwkkwWkLPmRtSXNs+RPlYHxCU4GAUgA6gDg/wHmcOnFwdQlhgAAAABJRU5ErkJggg==data:image/png;base64,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

480240-240-180270180

pt:a frequência da nota _ 69

pt:o texto multilinha _

i1

1green0

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

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

_ Comparisons1i1j-11,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,600061Current Sort: LR Quick Sort Numbers: 60 Comparisons: 432 Swaps: 99 Array Writes: 198 (0 aux)LR Quick Sort43299Bubble Sort,Sinking Sort,Cocktail Shaker Sort,Cashew Sort,Comb Sort,Cocktail 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,Quick Sort (Random Element Pivot),Circle Sort,Quasi-Circle Sort,Circloid Sort,3/4 Circle Sort,Sviddall-Ralbävk Sort,Flagnafir Sort,Selection Sort,Rotating Selection Sort,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 Sort2Sinking Sort2Cocktail Shaker Sort2Cashew Sort2Comb Sort0.75Cocktail Comb Sort0.75Lemon Sort1Lime Sort1Orange Sort1Grapefruit Sort1Kinnow Sort2Kiyomi Sort2Chinotto Sort2Mandarin Orange Sort2Red Sort1Invered Sort1Citron Sort1Single Directional Chinotto Sort2Single Directional Mandarin Orange Sort2Quasi-Rotating Red Lime1Rotating Red Lime Sort1Hyuganatsu Sort2Rotating Hyuganatsu Sort2Odd-Even Sort0.5Base 3 Odd-Even Sort0.5Base 4 Odd-Even Sort0.5Base n/16 Odd-Even Sort0.5Comb Odd-Even Sort0.75Odd then Even Sort0.6Odd then Even Sort + Merge0.6Quick Sort1Stable Quick Sort2Quick Sort (Random Element Pivot)1Circle Sort3Quasi-Circle Sort2Circloid Sort33/4 Circle Sort1212Sviddall-Ralbävk Sort1.25Flagnafir Sort.6Selection Sort.3Rotating Selection Sort2Insertion Sort2Shell Sort0.75Ciura Gap Shell Sort1Stooge Sort16163/4 Stooge Sort1212Quad Stooge Sort2424Circle Stooge Sort1616X-Stooge Sort1616Y-Stooge Sort1212Z-Stooge Sort99BSY Silly Sort2020BSY Slow Sort202010001980false