<aside> 💡 An almost-ordered may use this one (Ordered Insertion)
</aside>
Using a almost ordered collection, we compare side-to-side elements changing their places because the other elements are already where they should be.
When the element reaches the first position or when it’s bigger than the one right before it.
Going from the ordered insertion idea, the insertion sort algorithm orders any list (partially sorted or not).
You get the last element the compares it to the ones before them.
Or when the element is at the first position, obviously….