statement
stringlengths 11
27
|
|---|
∧ → → P S ∨ P Q ↔ Q S <END> |
∨ Q S <END> |
∨ → ↔ Q S ∨ P Q → R S <END> |
→ Q S <END> |
→ → ∧ Q R → Q R ∧ P S <END> |
∨ → ∨ R S → R S ∨ P Q <END> |
∨ ↔ ∧ P S ∨ Q R → R S <END> |
→ ↔ ∨ P R ∨ P S ∨ P Q <END> |
∧ Q S <END> |
↔ ∧ P S ∨ P R <END> |
→ ↔ P Q ∨ P S <END> |
→ ∧ ∧ R S ∧ P Q ∨ P Q <END> |
∨ → Q R → P S <END> |
↔ Q S <END> |
∨ → ∨ P R ↔ P S ∧ P S <END> |
→ ∨ ∧ P R ∨ Q R ↔ P Q <END> |
↔ ∨ Q S ∨ Q S <END> |
∨ ↔ → P S ↔ P S → P Q <END> |
↔ Q S <END> |
∨ ∨ Q S ∨ P S <END> |
∨ P Q <END> |
→ → ↔ Q R ↔ Q S → R S <END> |
∧ P Q <END> |
→ → P R ∨ P R <END> |
∨ → ∨ Q R ∧ P S ∧ P Q <END> |
→ ∧ ↔ P Q ↔ P R → Q S <END> |
∧ ∨ ∧ P S ∧ P S ∨ P Q <END> |
→ P Q <END> |
∧ ∨ → R S ∨ R S ∨ Q S <END> |
∧ ∨ P R → P Q <END> |
∧ Q S <END> |
∧ ∨ P R → P Q <END> |
↔ → → Q S → Q S ∨ R S <END> |
∨ Q R <END> |
↔ P S <END> |
∧ ↔ P S ∧ Q S <END> |
∨ P Q <END> |
→ ∨ Q S ∨ P S <END> |
∨ → ∧ R S ∧ Q R ∨ P S <END> |
∧ Q S <END> |
∨ → P Q → Q S <END> |
→ R S <END> |
∨ ∧ → P R ∧ P Q ∨ Q R <END> |
↔ → P Q ∨ Q R <END> |
→ ∧ ↔ P S ↔ R S ∨ P R <END> |
∧ → ↔ P Q ∨ R S ∧ Q S <END> |
∨ ↔ R S ∨ Q S <END> |
∨ P R <END> |
∧ ∨ P S ∨ Q S <END> |
↔ P S <END> |
∨ ∧ ∧ Q S ∨ Q S → P S <END> |
↔ ∨ ∧ P S ↔ P S ↔ P S <END> |
→ R S <END> |
↔ ∧ ∨ Q R → P Q → P Q <END> |
∨ P Q <END> |
→ ↔ ∨ Q R → Q S ∨ P R <END> |
∨ Q S <END> |
→ ↔ ∨ Q R ↔ P R ∨ Q R <END> |
∨ ↔ R S → P S <END> |
→ P Q <END> |
∨ → Q S ∧ P S <END> |
∨ ∨ ↔ P Q → P R → P S <END> |
∨ → R S ∧ P R <END> |
∨ R S <END> |
→ ∧ P S → P S <END> |
∨ ∧ ∨ P S ↔ P S ∧ P Q <END> |
→ ∧ Q R ↔ Q S <END> |
∨ ↔ P R ∨ R S <END> |
→ ↔ P R ↔ P R <END> |
↔ ↔ ↔ P S ∨ P R → P S <END> |
→ ↔ ∨ P S → P R ∧ P R <END> |
→ ∧ ↔ P S ∧ P R ∨ P R <END> |
→ ↔ P S ↔ P S <END> |
→ P Q <END> |
∨ ↔ ∧ P S ↔ P R ∧ P Q <END> |
∧ → P S → P S <END> |
∧ P S <END> |
∧ Q S <END> |
∨ Q R <END> |
→ → P R → P R <END> |
↔ ∨ Q R ∨ P Q <END> |
→ → ∧ P S ∧ Q R ↔ Q S <END> |
∨ P Q <END> |
→ Q S <END> |
∨ R S <END> |
↔ ∨ ∨ Q S → P R ∨ P S <END> |
∧ → R S ↔ P S <END> |
↔ Q S <END> |
∨ P S <END> |
∧ ∨ Q S → P Q <END> |
↔ → ∨ Q S → P S → P Q <END> |
→ → ↔ P Q ∧ R S ∧ Q S <END> |
→ ∧ P Q ∨ Q S <END> |
↔ Q S <END> |
↔ ∨ ∨ P S → R S ∨ P S <END> |
∨ ∧ ∧ P R ∨ Q S ∨ P Q <END> |
↔ ∧ ∨ P R → Q R ↔ R S <END> |
∨ P S <END> |
↔ P Q <END> |
↔ ∨ Q R → R S <END> |
Subsets and Splits
No saved queries yet
Save your SQL queries to embed, download, and access them later. Queries will appear here once saved.