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How many loops are required to implement gnome sorting algorithm?

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in Data Structures & Algorithms II by (111k points)
How many loops are required to implement gnome sorting algorithm?

(a) Single loop

(b) 2 nested loops

(c) 3 nested loops

(d) It does not require any loop

I had been asked this question in quiz.

The query is from Sorting topic in chapter Sorting of Data Structures & Algorithms II

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Right answer is (a) Single loop

The best I can explain: In this sorting algorithm the variable representing the index number is not incremented in case the adjacent pair of elements are out of place. In such a case its value is decremented instead. Thus it is able to implement sorting using a single loop.

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