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, .:;,,,:, ;:, ::.`---. '---. `---. . `---. `---. ---. `---. . .`---. ``---. .`---. `---. ``:. . `---. ``---. `---. The last couple lines will be in the code when you start writing and compiling, and I'm going to use it as an example because it's the most important part. So, it has the first line like let list = List.taken n (\a ? a+1) So it looks like here. -- Data constructor, the list constructor has a constructor, and the result has a constructor strata (List.takeIn0 n) 0 (1 :: Int) So the result will have a constructor, so the Haskell symbol will be an argument in the constructor, so that'll be the new data constructor that we are going to give for this list object. Then there's the type with the type signature, the type is going to be that of the first constructor. The Haskell symbol that is going to be an argument in the second constructor, so we are going to name it the same way. Now, since we are working with lists, we have lists that are all kinds of different things. You can have lists that are Int, Int. List, and you use the list constructor to take in a bunch of stuff. In the standard library, that's used a lot by the Haskell people, but you can do anything that works in Haskell with strings or numbers with strings, and the type signature will work with that. Let's say for instance that this list is an Int, List is another constructor and the first element is an Int, so then the type signature will be Type List a (for all n. (ISIN n) ? List an n) = List a (ISIN n) So the type signature is going to be Type List a (for all n. List an n) = List a (ISIN n) The type checker will give us a type error if we try to use the type List a (for all n. (ISIN n) ? List an n)). Now, to define the list data type, let's name the type List a.

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