This PR adds lemmas reducing for loops over `Std.Range` to for loops
over `List.range'`.
Equivalent theorems previously existed in Batteries, but the underlying
definitions have changed so these are written from scratch.
This PR makes some proofs more robust so they will still work with
`byAsSorry`. Unfortunately, they are not a complete fix and there are
remaining problems building with `byAsSorry`.
This PR makes it possible to write `rw (occs := [1,2]) ...` instead of
`rw (occs := .pos [1,2]) ...` by adding a coercion from `List.Nat` to
`Lean.Meta.Occurrences`.
Following up #5928, updates the syntax for `omega` and `solve_by_elim`
and restores the syntax quotations in their implementations.
Following up #5898, uses the new tactic syntax in the library, replacing
all uses of `(config := ...)`.
This migrates lemmas about Nat `compare`, `min`, `max`, `dvd`, `gcd`,
`lcm` and `div`/`mod` from Std to Lean itself.
Std still has some additional recursors, `CoPrime` and a few additional
definitions that might merit further discussion prior to upstreaming.
