Insertion sort is literally just "keep track of the index beyond the last sorted element, then scan for the next smallest element and swap it in, repeat until you have gone through the entire array." This is about as simple as a comparison sort gets. (And it's what literally everyone I've watched does when they get dealt a few playing cards.)
Bubble sort, on the other hand, requires you to reason about consecutive adjacent swaps, keep track of whether the current iteration dirtied the array, and so on. (Just the idea of bubble sorting playing cards gets me sweaty. It would take long, be cumbersome, and hard to keep track of.)
Edit: who is embarrassed now? What I'm describing is apparently not insertion sort but selection sort.