/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...] 2014261
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...] 40
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...] 53904
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...] 211
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term 5
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term 93
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term 6
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term 50
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term 5
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term 41
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term 72
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term 4
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term;expected type: Fintype ι → Prop, term 107
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term;expected type: Fintype ι → Prop, term;expected type: Prop, term 4
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term;expected type: Fintype ι → Prop, term;expected type: Prop, term;expected type: Prop, term 101
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term;expected type: Fintype ι → Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term 7
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term;expected type: Fintype ι → Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term 269
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term;expected type: Fintype ι → Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term 4
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term;expected type: Fintype ι → Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term 4
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term;expected type: Fintype ι → Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term 52
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term;expected type: Fintype ι → Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Combinatorics.Line.ColorFocused C → Prop, term 4
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term;expected type: Fintype ι → Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Combinatorics.Line.ColorFocused C → Prop, term;expected type: Combinatorics.Line.ColorFocused C → Prop, term 174
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term;expected type: Fintype ι → Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Combinatorics.Line.ColorFocused C → Prop, term;expected type: Combinatorics.Line.ColorFocused C → Prop, term;expected type: Prop, term 7
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term;expected type: Fintype ι → Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Combinatorics.Line.ColorFocused C → Prop, term;expected type: Combinatorics.Line.ColorFocused C → Prop, term;expected type: Prop, term;expected type: Prop, term 112
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term;expected type: Fintype ι → Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Combinatorics.Line.ColorFocused C → Prop, term;expected type: Combinatorics.Line.ColorFocused C → Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: <not-available>, term 365
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];suffices key : [...];expected type: <not-available>, term;expected type: <not-available>, term;expected type: Prop, term;expected type: Prop, term;expected type: Type → Prop, term;expected type: Type → Prop, term;expected type: Prop, term;expected type: Fintype ι → Prop, term;expected type: Fintype ι → Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: Combinatorics.Line.ColorFocused C → Prop, term;expected type: Combinatorics.Line.ColorFocused C → Prop, term;expected type: Prop, term;expected type: Prop, term;expected type: <not-available>, term;✅ CoeFun (Multiset ?m.8463 →+ ℕ) fun x ↦ Multiset ?m.8463 → ℕ 40374
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· simp_rw [Multiset.mem_cons, Multiset.mem_map] [...] 97
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· simp_rw [Multiset.mem_cons, Multiset.mem_map] [...];simp_rw [Multiset.mem_cons, Multiset.mem_map] [...] 7099
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· simp_rw [Multiset.mem_cons, Multiset.mem_map] [...];simp_rw [Multiset.mem_cons, Multiset.mem_map] [...];simp_rw [Multiset.mem_cons, Multiset.mem_map] 16608
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...] 103
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...];rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...] 7628
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...];rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...];exact ⟨fun ⟨q, hq, he⟩ => h ⟨q, hq, he⟩, s.distinct_colors⟩ 237
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...];rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...];exact ⟨fun ⟨q, hq, he⟩ => h ⟨q, hq, he⟩, s.distinct_colors⟩;expected type: (¬∃ a, [...], term 44
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...];rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...];exact ⟨fun ⟨q, hq, he⟩ => h ⟨q, hq, he⟩, s.distinct_colors⟩;expected type: (¬∃ a, [...], term;expected type: (¬∃ a, [...], term 909
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...];rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...];exact ⟨fun ⟨q, hq, he⟩ => h ⟨q, hq, he⟩, s.distinct_colors⟩;expected type: (¬∃ a, [...], term;expected type: (¬∃ a, [...], term;expected type: ¬∃ a, [...], term 11
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...];rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...];exact ⟨fun ⟨q, hq, he⟩ => h ⟨q, hq, he⟩, s.distinct_colors⟩;expected type: (¬∃ a, [...], term;expected type: (¬∃ a, [...], term;expected type: ¬∃ a, [...], term;expected type: ¬∃ a, [...], term 420
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...];rw [Multiset.map_cons, Multiset.map_map, Multiset.nodup_cons, Multiset.mem_map] [...];exact ⟨fun ⟨q, hq, he⟩ => h ⟨q, hq, he⟩, s.distinct_colors⟩;expected type: (¬∃ a, [...], term;expected type: (¬∃ a, [...], term;expected type: ¬∃ a, [...], term;expected type: ¬∃ a, [...], term;expected type: False, term 18790
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.card_cons, Multiset.card_map, sr] 15
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr] 4
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr] 5
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];(rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl))) 3
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];(rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl)));rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl)) 5
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];(rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl)));rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl));rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl)) 589
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];(rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl)));rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl));rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl));rewrite [Multiset.card_cons, Multiset.card_map, sr] 53864
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];(rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl)));rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl));rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl));rewrite [Multiset.card_cons, Multiset.card_map, sr];✅ fun _a ↦ [...] 15124
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];(rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl)));rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl));rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl));rewrite [Multiset.card_cons, Multiset.card_map, sr];✅ fun _a ↦ [...] 21081
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];intro α _ ihα κ _ [...];intro α _ ihα κ _ [...];· rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];rw [Multiset.card_cons, Multiset.card_map, sr];(rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl)));rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl));rewrite [Multiset.card_cons, Multiset.card_map, sr]; with_annotate_state"]" (try (with_reducible rfl));rewrite [Multiset.card_cons, Multiset.card_map, sr];✅ fun _a ↦ (↑Multiset.card s.lines + 1 = Nat.succ r) = (_a + 1 = Nat.succ r) 21505
/-- The Hales-Jewett theorem. This version has a restriction on universe levels which is necessary [...];typechecking declaration 17232
running linters 5507
running linters;running linter: Lean.Linter.unusedVariables 1062829
/-- The Hales-Jewett theorem: for any finite types `α` and `κ`, there exists a finite type `ι` such [...] 10368