data:image/png;base64,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data:image/png;base64,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Block "swap" soll zwei Zahlen der Liste tauschen. Übergeben werden die beiden Positionen der Zahlen in der Liste (nicht die Zahlen) und die Liste in der getauscht werden soll.
Aktuell ist "swap" noch leer, aber enthält schon alle nötigen Blöcke.Der Sortieralgorithmus Bubblesort geht die Liste entlang und vertauscht Nachbarn, wenn der linke Nachbar kleiner als der rechte Nachbar ist. Das muss solange wiederholt werden bis alle Elemente geordnet sind.
Aktuell ist BubbleSort noch leer, aber enthält schon alle nötigen Blöcke.Der Sortieralgorithmus InsertionSort geht die Liste entlang und vertauscht Nachbarn, so dass alles was links von der aktuellen Position ist, schon geordnet ist.. Er sortiert also jedes Element passend nach links ein. Auf die gleiche Art sortieren Menschen Karten in einer Hand.
Aktuell ist InsertionSort noch leer, aber enthält schon zumindest die notwendigen Zählwiederholungen.4,6,6,11,15,18,27,30,43,50,55,55,56,73,78,97,91,99,99,51,59,60,70,88,51,76,40,66,58,59