-// In the course of the next few parts, we are going to build a data-structure for
-// computations with *bug* numbers. We would like to not have an upper bound
-// to how large these numbers can get, with the memory of the machine being the
-// only limit.
-//
-// We start by deciding how to represent such big numbers. One possibility here is
-// to use a vector of "small" numbers, which we will then consider the "digits"
-// of the big number. This is like "1337" being a vector of 4 small numbers (1, 3, 3, 7),
-// except that we will use `u64` as type of our base numbers. Now we just have to decide
-// the order in which we store numbers. I decided that we will store the least significant
-// digit first. This means that "1337" would actually become (7, 3, 3, 1).<br/>
-// Finally, we declare that there must not be any trailing zeros (corresponding to
-// useless leading zeros in our usual way of writing numbers). This is to ensure that
-// the same number can only be stored in one way.
-
-// To write this down in Rust, we use a `struct`, which is a lot like structs in C:
-// Just a collection of a bunch of named fields. Every field can be private to the current module
-// (which is the default), or public (which would be indicated by a `pub` in front of the name).
-// For the sake of the tutorial, we make `dat` public - otherwise, the next parts of this
-// course could not work on `BigInt`s. Of course, in a real program, one would make the field
-// private to ensure that the invariant (no trailing zeros) is maintained.
+//@ To write this down in Rust, we use a `struct`, which is a lot like structs in C:
+//@ Just a bunch of named fields. Every field can be private to the current module (which is the default),
+//@ or public (which is indicated by a `pub` in front of the name). For the sake of the tutorial, we make
+//@ `data` public - otherwise, the next parts of this course could not work on `BigInt`s. Of course, in a
+//@ real program, one would make the field private to ensure that the invariant (no trailing zeros) is maintained.