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| ✔ [0/859] Ran mathlib:extraDep | |
| ✔ [1/859] Replayed Mathlib.Tactic.Linter.DirectoryDependency | |
| ✔ [2/859] Replayed Mathlib.Tactic.Linter.Header | |
| ✔ [3/859] Replayed Mathlib.Tactic.Linter.CommandStart | |
| ✔ [4/859] Replayed Mathlib.Tactic.Linter.DeprecatedSyntaxLinter | |
| ✔ [5/859] Replayed Mathlib.Tactic.Linter.DocPrime | |
| ✔ [6/859] Replayed Mathlib.Tactic.Linter.DocString | |
| ✔ [7/859] Replayed Mathlib.Tactic.Linter.GlobalAttributeIn | |
| ✔ [8/859] Replayed Mathlib.Tactic.Linter.HashCommandLinter | |
| ✔ [9/859] Replayed Mathlib.Tactic.Linter.FlexibleLinter |
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| import Mathlib | |
| open Lean Elab Command | |
| /-- Get the top-level directory for this name. | |
| For example: (`Mathlib.Data.Nat.Init).topLevel = `Mathlib.Data. | |
| -/ | |
| partial def Lean.Name.topLevel (n : Name) (length := 2) : Name := | |
| if n.getNumParts <= length then n else n.getPrefix.topLevel (length := length) |
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| import tactic | |
| universes u | |
| variables {α : Type u} | |
| /-- `invertible a` gives a two-sided multiplicative inverse of `a` -/ | |
| class invertible [has_mul α] [has_one α] (a : α) : Type u := | |
| (inv_of : α) (inv_of_mul_self : inv_of * a = 1) (mul_inv_of_self : a * inv_of = 1) |
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| # nl_NL | |
| # Translated by Raeon | |
| gui.building.resources=Bouwmaterialen | |
| gui.del=Del | |
| gui.filling.resources=Opvulmaterialen | |
| gui.inventory=Inventaris | |
| gui.lock=Sluiten | |
| gui.needed=Nodig | |
| gui.unlock=Openen |