data_type
stringclasses
5 values
answer_start_char
int64
18
266
tokens
list
id
int64
0
2.35k
answer_char_len
int64
1
19
tokens_len
int64
11
3.78k
shows_work
bool
1 class
tokenizer
stringclasses
1 value
char_len
int64
19
5.75k
rule
stringlengths
5
10
word_problem_type
stringclasses
3 values
kind
stringclasses
4 values
txt
stringlengths
19
5.75k
boolean
null
[ 18902, 25, 97265, 1209, 48, 12264, 101, 1229, 8, 12264, 101, 320, 51, 75078, 1229, 4489, 3883, 512, 7, 83193, 7, 48, 12264, 101, 1229, 595, 75078, 320, 83193, 7, 51, 75078, 1229, 1192, 83193, 1209, 51, 75078, 1229, 8, 12264, 101, 32...
1,500
null
491
null
cl100k_base
765
null
null
null
Original: ¬((Q ∨ Q) ∨ (T ∧ Q)) Options: (¬(Q ∨ Q)) ∧ (¬(T ∧ Q)) ¬((T ∧ Q) ∨ (Q ∨ Q)) ¬(Q ∨ (Q ∨ (T ∧ Q))) ¬(((Q ∨ Q) ∨ T) ∧ ((Q ∨ Q) ∨ Q)) ¬((Q ∨ Q) ∨ (Q ∧ T)) ¬(Q ∨ (T ∧ Q)) Chosen: ¬(Q ∨ (T ∧ Q)) Options: (¬Q) ∧ (¬(T ∧ Q)) ¬((T ∧ Q) ∨ Q) ¬((Q ∨ T) ∧ (Q ∨ Q)) ¬(Q ∨ (Q ∧ T)) Chosen: ¬((Q ∨ T) ∧ (Q ∨ Q)) Options: (¬(...
boolean
null
[ 18902, 25, 320, 83193, 7, 34, 75078, 220, 16, 595, 12264, 101, 1819, 15, 75078, 220, 16, 8, 12264, 101, 320, 83193, 16, 4489, 3883, 512, 1209, 15, 75078, 220, 16, 8, 12264, 101, 320, 83193, 16, 595, 12264, 101, 320, 83193, 7, 34, ...
1,501
null
708
null
cl100k_base
1,002
null
null
null
Original: (¬(C ∧ 1)) ∨ ((0 ∧ 1) ∨ (¬1)) Options: ((0 ∧ 1) ∨ (¬1)) ∨ (¬(C ∧ 1)) ((¬(C ∧ 1)) ∨ (0 ∧ 1)) ∨ (¬1) (¬(C ∧ 1)) ∨ ((¬1) ∨ (0 ∧ 1)) (¬(C ∧ 1)) ∨ ((0 ∧ 1) ∨ 0) (¬(C ∧ 1)) ∨ (0 ∨ (¬1)) (¬(C ∧ 1)) ∨ ((1 ∧ 0) ∨ (¬1)) ((¬C) ∨ (¬1)) ∨ ((0 ∧ 1) ∨ (¬1)) (¬C) ∨ ((0 ∧ 1) ∨ (¬1)) (¬(1 ∧ C)) ∨ ((0 ∧ 1) ∨ (¬1)) Chosen: (¬(1...
boolean
null
[ 18902, 25, 1819, 16, 75078, 220, 16, 8, 12264, 101, 320, 16, 75078, 423, 595, 12264, 101, 1819, 83193, 35, 8, 75078, 320, 16, 75078, 423, 4489, 3883, 512, 1209, 83193, 35, 8, 75078, 320, 16, 75078, 423, 595, 12264, 101, 1819, 16, ...
1,502
null
1,313
null
cl100k_base
2,041
null
null
null
Original: ((1 ∧ 1) ∨ (1 ∧ D)) ∨ ((¬D) ∧ (1 ∧ D)) Options: ((¬D) ∧ (1 ∧ D)) ∨ ((1 ∧ 1) ∨ (1 ∧ D)) (1 ∧ 1) ∨ ((1 ∧ D) ∨ ((¬D) ∧ (1 ∧ D))) (((1 ∧ 1) ∨ (1 ∧ D)) ∨ (¬D)) ∧ (((1 ∧ 1) ∨ (1 ∧ D)) ∨ (1 ∧ D)) ((1 ∧ 1) ∨ (1 ∧ D)) ∨ ((1 ∧ D) ∧ (¬D)) ((1 ∧ 1) ∨ (1 ∧ D)) ∨ (((¬D) ∧ 1) ∧ D) ((1 ∧ 1) ∨ (1 ∧ D)) ∨ ((¬D) ∧ D) ((1 ∧ 1) ...
boolean
null
[ 18902, 25, 1819, 15, 75078, 1901, 8, 75078, 320, 83193, 57, 595, 75078, 1819, 83193, 15, 8, 12264, 101, 320, 57, 75078, 650, 4489, 3883, 512, 1209, 83193, 15, 8, 12264, 101, 320, 57, 75078, 650, 595, 75078, 1819, 15, 75078, 1901, 8,...
1,503
null
1,135
null
cl100k_base
1,887
null
null
null
Original: ((0 ∧ Z) ∧ (¬Z)) ∧ ((¬0) ∨ (Z ∧ V)) Options: ((¬0) ∨ (Z ∧ V)) ∧ ((0 ∧ Z) ∧ (¬Z)) (0 ∧ Z) ∧ ((¬Z) ∧ ((¬0) ∨ (Z ∧ V))) (((0 ∧ Z) ∧ (¬Z)) ∧ (¬0)) ∨ (((0 ∧ Z) ∧ (¬Z)) ∧ (Z ∧ V)) ((0 ∧ Z) ∧ (¬Z)) ∧ ((Z ∧ V) ∨ (¬0)) ((0 ∧ Z) ∧ (¬Z)) ∧ (((¬0) ∨ Z) ∧ ((¬0) ∨ V)) ((0 ∧ Z) ∧ (¬Z)) ∧ ((¬0) ∨ (V ∧ Z)) ((0 ∧ Z) ∧ (¬Z)) ∧...
boolean
null
[ 18902, 25, 1819, 48, 75078, 220, 15, 8, 12264, 101, 320, 16, 75078, 1901, 595, 12264, 101, 1819, 83193, 48, 8, 12264, 101, 320, 16, 75078, 1229, 4489, 3883, 512, 1209, 83193, 48, 8, 12264, 101, 320, 16, 75078, 1229, 595, 12264, 101,...
1,504
null
2,201
null
cl100k_base
3,183
null
null
null
Original: ((Q ∧ 0) ∨ (1 ∧ Z)) ∨ ((¬Q) ∨ (1 ∧ Q)) Options: ((¬Q) ∨ (1 ∧ Q)) ∨ ((Q ∧ 0) ∨ (1 ∧ Z)) (((Q ∧ 0) ∨ (1 ∧ Z)) ∨ (¬Q)) ∨ (1 ∧ Q) (Q ∧ 0) ∨ ((1 ∧ Z) ∨ ((¬Q) ∨ (1 ∧ Q))) ((Q ∧ 0) ∨ (1 ∧ Z)) ∨ ((1 ∧ Q) ∨ (¬Q)) ((Q ∧ 0) ∨ (1 ∧ Z)) ∨ (((¬Q) ∨ 1) ∧ ((¬Q) ∨ Q)) ((Q ∧ 0) ∨ (1 ∧ Z)) ∨ ((¬Q) ∨ Q) ((Q ∧ 0) ∨ (1 ∧ Z)) ∨ ((...
boolean
null
[ 18902, 25, 97265, 1209, 15, 12264, 101, 393, 8, 75078, 320, 83193, 15, 4489, 3883, 512, 7, 83193, 7, 15, 12264, 101, 393, 595, 12264, 101, 320, 83193, 7, 83193, 15, 1192, 83193, 1209, 83193, 15, 8, 75078, 320, 15, 12264, 101, 393, ...
1,505
null
178
null
cl100k_base
282
null
null
null
Original: ¬((0 ∨ P) ∧ (¬0)) Options: (¬(0 ∨ P)) ∨ (¬(¬0)) ¬((¬0) ∧ (0 ∨ P)) ¬((0 ∨ P) ∧ 1) ¬(P ∧ (¬0)) ¬((P ∨ 0) ∧ (¬0)) Chosen: ¬((0 ∨ P) ∧ 1) Options: (¬(0 ∨ P)) ∨ (¬1) ¬(0 ∨ P) ¬(1 ∧ (0 ∨ P)) ¬(P ∧ 1) ¬((P ∨ 0) ∧ 1) Chosen: ¬(P ∧ 1) Options: (¬P) ∨ (¬1) ¬P ¬(1 ∧ P) Chosen: ¬P
boolean
null
[ 18902, 25, 97265, 1209, 42, 12264, 101, 650, 8, 12264, 101, 320, 83193, 16, 4489, 3883, 512, 7, 83193, 7, 42, 12264, 101, 650, 595, 75078, 320, 83193, 7, 83193, 16, 1192, 83193, 1209, 83193, 16, 8, 12264, 101, 320, 42, 12264, 101, ...
1,506
null
239
null
cl100k_base
381
null
null
null
Original: ¬((K ∨ V) ∨ (¬1)) Options: (¬(K ∨ V)) ∧ (¬(¬1)) ¬((¬1) ∨ (K ∨ V)) ¬(K ∨ (V ∨ (¬1))) ¬((K ∨ V) ∨ 0) ¬((V ∨ K) ∨ (¬1)) Chosen: ¬((K ∨ V) ∨ 0) Options: (¬(K ∨ V)) ∧ (¬0) ¬(K ∨ V) ¬(0 ∨ (K ∨ V)) ¬(K ∨ (V ∨ 0)) ¬((V ∨ K) ∨ 0) Chosen: ¬(K ∨ V) Options: (¬K) ∧ (¬V) ¬(V ∨ K) Chosen: ¬(V ∨ K) Options: (¬V) ∧ (¬K) ...
boolean
null
[ 18902, 25, 1819, 83193, 15, 8, 75078, 320, 16, 12264, 101, 220, 15, 595, 75078, 1819, 37, 75078, 435, 8, 12264, 101, 320, 83193, 37, 4489, 3883, 512, 1209, 37, 75078, 435, 8, 12264, 101, 320, 83193, 37, 595, 75078, 1819, 83193, 15, ...
1,507
null
1,005
null
cl100k_base
1,494
null
null
null
Original: ((¬0) ∧ (1 ∨ 0)) ∧ ((F ∧ F) ∨ (¬F)) Options: ((F ∧ F) ∨ (¬F)) ∧ ((¬0) ∧ (1 ∨ 0)) (¬0) ∧ ((1 ∨ 0) ∧ ((F ∧ F) ∨ (¬F))) (((¬0) ∧ (1 ∨ 0)) ∧ (F ∧ F)) ∨ (((¬0) ∧ (1 ∨ 0)) ∧ (¬F)) ((¬0) ∧ (1 ∨ 0)) ∧ ((¬F) ∨ (F ∧ F)) ((¬0) ∧ (1 ∨ 0)) ∧ (F ∨ (¬F)) ((1 ∨ 0) ∧ (¬0)) ∧ ((F ∧ F) ∨ (¬F)) (((¬0) ∧ 1) ∨ ((¬0) ∧ 0)) ∧ ((F ∧...
boolean
null
[ 18902, 25, 1819, 15, 12264, 101, 220, 16, 8, 75078, 320, 15, 12264, 101, 432, 595, 75078, 1819, 48, 12264, 101, 1229, 8, 75078, 320, 48, 12264, 101, 220, 16, 4489, 3883, 512, 1209, 48, 12264, 101, 1229, 8, 75078, 320, 48, 12264, 1...
1,508
null
1,710
null
cl100k_base
2,553
null
null
null
Original: ((0 ∨ 1) ∧ (0 ∨ R)) ∧ ((Q ∨ Q) ∧ (Q ∨ 1)) Options: ((Q ∨ Q) ∧ (Q ∨ 1)) ∧ ((0 ∨ 1) ∧ (0 ∨ R)) (((0 ∨ 1) ∧ (0 ∨ R)) ∧ (Q ∨ Q)) ∧ (Q ∨ 1) (0 ∨ 1) ∧ ((0 ∨ R) ∧ ((Q ∨ Q) ∧ (Q ∨ 1))) ((0 ∨ 1) ∧ (0 ∨ R)) ∧ ((Q ∨ 1) ∧ (Q ∨ Q)) ((0 ∨ 1) ∧ (0 ∨ R)) ∧ (((Q ∨ Q) ∧ Q) ∨ ((Q ∨ Q) ∧ 1)) ((0 ∨ 1) ∧ (0 ∨ R)) ∧ ((Q ∨ Q) ∧ 1) ...
boolean
null
[ 18902, 25, 1819, 33, 75078, 362, 8, 75078, 320, 83193, 16, 595, 75078, 1819, 83193, 15, 8, 12264, 101, 320, 15, 75078, 220, 16, 4489, 3883, 512, 1209, 83193, 15, 8, 12264, 101, 320, 15, 75078, 220, 16, 595, 75078, 1819, 33, 75078, ...
1,509
null
1,023
null
cl100k_base
1,656
null
null
null
Original: ((B ∧ A) ∧ (¬1)) ∧ ((¬0) ∨ (0 ∧ 1)) Options: ((¬0) ∨ (0 ∧ 1)) ∧ ((B ∧ A) ∧ (¬1)) (B ∧ A) ∧ ((¬1) ∧ ((¬0) ∨ (0 ∧ 1))) (((B ∧ A) ∧ (¬1)) ∧ (¬0)) ∨ (((B ∧ A) ∧ (¬1)) ∧ (0 ∧ 1)) ((B ∧ A) ∧ (¬1)) ∧ ((0 ∧ 1) ∨ (¬0)) ((B ∧ A) ∧ (¬1)) ∧ (((¬0) ∨ 0) ∧ ((¬0) ∨ 1)) ((B ∧ A) ∧ (¬1)) ∧ ((¬0) ∨ 0) ((B ∧ A) ∧ (¬1)) ∧ ((¬0)...
boolean
null
[ 18902, 25, 320, 83193, 7, 15, 12264, 101, 220, 16, 595, 75078, 320, 83193, 7, 83193, 50, 4489, 3883, 512, 7, 83193, 7, 83193, 50, 595, 75078, 320, 83193, 7, 15, 12264, 101, 220, 16, 1192, 7, 83193, 7, 15, 12264, 101, 220, 16, 59...
1,510
null
240
null
cl100k_base
389
null
null
null
Original: (¬(0 ∨ 1)) ∧ (¬(¬S)) Options: (¬(¬S)) ∧ (¬(0 ∨ 1)) (¬(0 ∨ 1)) ∧ S ((¬0) ∧ (¬1)) ∧ (¬(¬S)) (¬1) ∧ (¬(¬S)) (¬(1 ∨ 0)) ∧ (¬(¬S)) Chosen: (¬(0 ∨ 1)) ∧ S Options: S ∧ (¬(0 ∨ 1)) ((¬0) ∧ (¬1)) ∧ S (¬1) ∧ S (¬(1 ∨ 0)) ∧ S Chosen: S ∧ (¬(0 ∨ 1)) Options: S ∧ ((¬0) ∧ (¬1)) S ∧ (¬1) S ∧ (¬(1 ∨ 0)) Chosen: S ∧ (¬1) ...
boolean
null
[ 18902, 25, 1819, 15, 12264, 101, 220, 16, 8, 12264, 101, 320, 49, 12264, 101, 220, 16, 595, 12264, 101, 320, 83193, 7, 35, 12264, 101, 220, 16, 4489, 3883, 512, 7, 83193, 7, 35, 12264, 101, 220, 16, 595, 12264, 101, 1819, 15, 12...
1,511
null
1,491
null
cl100k_base
1,947
null
null
null
Original: ((0 ∨ 1) ∨ (R ∨ 1)) ∨ (¬(D ∨ 1)) Options: (¬(D ∨ 1)) ∨ ((0 ∨ 1) ∨ (R ∨ 1)) (0 ∨ 1) ∨ ((R ∨ 1) ∨ (¬(D ∨ 1))) ((0 ∨ 1) ∨ (R ∨ 1)) ∨ ((¬D) ∧ (¬1)) ((0 ∨ 1) ∨ (R ∨ 1)) ∨ (¬1) ((0 ∨ 1) ∨ (R ∨ 1)) ∨ (¬(1 ∨ D)) ((R ∨ 1) ∨ (0 ∨ 1)) ∨ (¬(D ∨ 1)) (((0 ∨ 1) ∨ R) ∨ 1) ∨ (¬(D ∨ 1)) (0 ∨ (1 ∨ (R ∨ 1))) ∨ (¬(D ∨ 1)) ((0 ∨ ...
boolean
null
[ 18902, 25, 97265, 1209, 15, 75078, 650, 8, 75078, 320, 53, 12264, 101, 650, 4489, 3883, 512, 7, 83193, 7, 15, 75078, 650, 595, 12264, 101, 320, 83193, 7, 53, 12264, 101, 650, 1192, 83193, 1209, 53, 12264, 101, 650, 8, 75078, 320, ...
1,512
null
189
null
cl100k_base
322
null
null
null
Original: ¬((0 ∧ V) ∧ (V ∨ V)) Options: (¬(0 ∧ V)) ∨ (¬(V ∨ V)) ¬((V ∨ V) ∧ (0 ∧ V)) ¬(0 ∧ (V ∧ (V ∨ V))) ¬(((0 ∧ V) ∧ V) ∨ ((0 ∧ V) ∧ V)) ¬((0 ∧ V) ∧ V) ¬(0 ∧ (V ∨ V)) ¬((V ∧ 0) ∧ (V ∨ V)) Chosen: ¬(0 ∧ (V ∨ V)) Options: (¬0) ∨ (¬(V ∨ V)) ¬0 ¬((V ∨ V) ∧ 0) ¬((0 ∧ V) ∨ (0 ∧ V)) ¬(0 ∧ V) Chosen: ¬0 Options: 1 Chosen:...
boolean
null
[ 18902, 25, 1819, 46, 75078, 220, 16, 8, 75078, 320, 83193, 42, 595, 12264, 101, 1819, 15, 12264, 101, 735, 8, 75078, 320, 16, 75078, 220, 16, 4489, 3883, 512, 1209, 15, 12264, 101, 735, 8, 75078, 320, 16, 75078, 220, 16, 595, 1226...
1,513
null
915
null
cl100k_base
1,416
null
null
null
Original: ((O ∧ 1) ∧ (¬K)) ∨ ((0 ∨ K) ∧ (1 ∧ 1)) Options: ((0 ∨ K) ∧ (1 ∧ 1)) ∨ ((O ∧ 1) ∧ (¬K)) (((O ∧ 1) ∧ (¬K)) ∨ (0 ∨ K)) ∧ (((O ∧ 1) ∧ (¬K)) ∨ (1 ∧ 1)) ((O ∧ 1) ∧ (¬K)) ∨ ((1 ∧ 1) ∧ (0 ∨ K)) ((O ∧ 1) ∧ (¬K)) ∨ (((0 ∨ K) ∧ 1) ∧ 1) ((O ∧ 1) ∧ (¬K)) ∨ ((0 ∨ K) ∧ 1) ((O ∧ 1) ∧ (¬K)) ∨ (K ∧ (1 ∧ 1)) ((O ∧ 1) ∧ (¬K)) ∨...
boolean
null
[ 18902, 25, 97265, 1209, 49, 12264, 101, 350, 8, 75078, 320, 15, 12264, 101, 432, 4489, 3883, 512, 7, 83193, 7, 49, 12264, 101, 350, 595, 12264, 101, 320, 83193, 7, 15, 12264, 101, 432, 1192, 83193, 1209, 15, 12264, 101, 432, 8, 75...
1,514
null
613
null
cl100k_base
927
null
null
null
Original: ¬((R ∨ T) ∧ (0 ∨ R)) Options: (¬(R ∨ T)) ∨ (¬(0 ∨ R)) ¬((0 ∨ R) ∧ (R ∨ T)) ¬(((R ∨ T) ∧ 0) ∨ ((R ∨ T) ∧ R)) ¬((R ∨ T) ∧ R) ¬((R ∨ T) ∧ (R ∨ 0)) ¬((T ∨ R) ∧ (0 ∨ R)) Chosen: (¬(R ∨ T)) ∨ (¬(0 ∨ R)) Options: (¬(0 ∨ R)) ∨ (¬(R ∨ T)) (¬(R ∨ T)) ∨ ((¬0) ∧ (¬R)) (¬(R ∨ T)) ∨ (¬R) (¬(R ∨ T)) ∨ (¬(R ∨ 0)) ((¬R) ∧ (...
boolean
null
[ 18902, 25, 320, 83193, 7, 49, 75078, 220, 15, 595, 12264, 101, 320, 83193, 7, 49, 75078, 432, 4489, 3883, 512, 7, 83193, 7, 49, 75078, 432, 595, 12264, 101, 320, 83193, 7, 49, 75078, 220, 15, 1192, 7, 83193, 7, 49, 75078, 220, 1...
1,515
null
446
null
cl100k_base
660
null
null
null
Original: (¬(R ∧ 0)) ∨ (¬(R ∧ R)) Options: (¬(R ∧ R)) ∨ (¬(R ∧ 0)) (¬(R ∧ 0)) ∨ ((¬R) ∨ (¬R)) (¬(R ∧ 0)) ∨ (¬R) ((¬R) ∨ (¬0)) ∨ (¬(R ∧ R)) (¬0) ∨ (¬(R ∧ R)) (¬(0 ∧ R)) ∨ (¬(R ∧ R)) Chosen: (¬(R ∧ 0)) ∨ ((¬R) ∨ (¬R)) Options: ((¬R) ∨ (¬R)) ∨ (¬(R ∧ 0)) ((¬(R ∧ 0)) ∨ (¬R)) ∨ (¬R) ((¬R) ∨ (¬0)) ∨ ((¬R) ∨ (¬R)) (¬0) ∨ ((...
boolean
null
[ 18902, 25, 97265, 1209, 36, 75078, 220, 16, 8, 75078, 320, 83193, 15, 4489, 3883, 512, 7, 83193, 7, 36, 75078, 220, 16, 595, 12264, 101, 320, 83193, 7, 83193, 15, 1192, 83193, 1209, 83193, 15, 8, 75078, 320, 36, 75078, 220, 16, 11...
1,516
null
192
null
cl100k_base
321
null
null
null
Original: ¬((E ∧ 1) ∧ (¬0)) Options: (¬(E ∧ 1)) ∨ (¬(¬0)) ¬((¬0) ∧ (E ∧ 1)) ¬(E ∧ (1 ∧ (¬0))) ¬((E ∧ 1) ∧ 1) ¬(E ∧ (¬0)) ¬((1 ∧ E) ∧ (¬0)) Chosen: ¬(E ∧ (¬0)) Options: (¬E) ∨ (¬(¬0)) ¬((¬0) ∧ E) ¬(E ∧ 1) Chosen: ¬((¬0) ∧ E) Options: (¬(¬0)) ∨ (¬E) ¬(1 ∧ E) Chosen: ¬(1 ∧ E) Options: (¬1) ∨ (¬E) ¬E ¬(E ∧ 1) Chosen: ¬...
boolean
null
[ 18902, 25, 97265, 1209, 15, 12264, 101, 1229, 8, 75078, 320, 15, 75078, 445, 4489, 3883, 512, 7, 83193, 7, 15, 12264, 101, 1229, 595, 12264, 101, 320, 83193, 7, 15, 75078, 445, 1192, 83193, 1209, 15, 75078, 445, 8, 75078, 320, 15, ...
1,517
null
533
null
cl100k_base
813
null
null
null
Original: ¬((0 ∨ Q) ∧ (0 ∧ L)) Options: (¬(0 ∨ Q)) ∨ (¬(0 ∧ L)) ¬((0 ∧ L) ∧ (0 ∨ Q)) ¬(((0 ∨ Q) ∧ 0) ∧ L) ¬((0 ∨ Q) ∧ 0) ¬((0 ∨ Q) ∧ (L ∧ 0)) ¬(Q ∧ (0 ∧ L)) ¬((Q ∨ 0) ∧ (0 ∧ L)) Chosen: ¬((0 ∧ L) ∧ (0 ∨ Q)) Options: (¬(0 ∧ L)) ∨ (¬(0 ∨ Q)) ¬(0 ∧ (L ∧ (0 ∨ Q))) ¬(((0 ∧ L) ∧ 0) ∨ ((0 ∧ L) ∧ Q)) ¬((0 ∧ L) ∧ Q) ¬((0 ∧ L)...
boolean
null
[ 18902, 25, 1819, 42, 12264, 101, 386, 8, 12264, 101, 320, 83193, 15, 595, 12264, 101, 1819, 83193, 42, 8, 12264, 101, 320, 83193, 15, 4489, 3883, 512, 1209, 83193, 42, 8, 12264, 101, 320, 83193, 15, 595, 12264, 101, 1819, 42, 12264,...
1,518
null
1,107
null
cl100k_base
1,557
null
null
null
Original: ((K ∨ M) ∨ (¬0)) ∨ ((¬K) ∨ (¬0)) Options: ((¬K) ∨ (¬0)) ∨ ((K ∨ M) ∨ (¬0)) (((K ∨ M) ∨ (¬0)) ∨ (¬K)) ∨ (¬0) (K ∨ M) ∨ ((¬0) ∨ ((¬K) ∨ (¬0))) ((K ∨ M) ∨ (¬0)) ∨ ((¬0) ∨ (¬K)) ((K ∨ M) ∨ (¬0)) ∨ ((¬K) ∨ 1) ((¬0) ∨ (K ∨ M)) ∨ ((¬K) ∨ (¬0)) (K ∨ (M ∨ (¬0))) ∨ ((¬K) ∨ (¬0)) ((K ∨ M) ∨ 1) ∨ ((¬K) ∨ (¬0)) ((M ∨ K) ...
boolean
null
[ 18902, 25, 320, 83193, 7, 83193, 56, 595, 12264, 101, 320, 83193, 7, 83193, 16, 4489, 3883, 512, 7, 83193, 7, 83193, 16, 595, 12264, 101, 320, 83193, 7, 83193, 56, 1192, 7, 83193, 7, 83193, 56, 595, 12264, 101, 220, 16, 198, 7, ...
1,519
null
150
null
cl100k_base
235
null
null
null
Original: (¬(¬Y)) ∨ (¬(¬1)) Options: (¬(¬1)) ∨ (¬(¬Y)) (¬(¬Y)) ∨ 1 (¬(¬Y)) ∨ (¬0) Y ∨ (¬(¬1)) Chosen: Y ∨ (¬(¬1)) Options: (¬(¬1)) ∨ Y Y ∨ 1 Y ∨ (¬0) Chosen: Y ∨ (¬0) Options: (¬0) ∨ Y Y ∨ 1 Chosen: Y ∨ 1 Options: 1 1 ∨ Y Chosen: 1
boolean
null
[ 18902, 25, 97265, 1209, 83193, 33, 8, 12264, 101, 320, 33, 75078, 220, 15, 4489, 3883, 512, 7, 83193, 7, 83193, 33, 595, 75078, 320, 83193, 7, 33, 75078, 220, 15, 1192, 83193, 1209, 33, 75078, 220, 15, 8, 12264, 101, 320, 83193, 3...
1,520
null
142
null
cl100k_base
232
null
null
null
Original: ¬((¬B) ∨ (B ∧ 0)) Options: (¬(¬B)) ∧ (¬(B ∧ 0)) ¬((B ∧ 0) ∨ (¬B)) ¬(((¬B) ∨ B) ∧ ((¬B) ∨ 0)) ¬((¬B) ∨ 0) ¬((¬B) ∨ (0 ∧ B)) Chosen: ¬((¬B) ∨ 0) Options: (¬(¬B)) ∧ (¬0) ¬(¬B) ¬(0 ∨ (¬B)) Chosen: ¬(¬B) Options: B Chosen: B
boolean
null
[ 18902, 25, 320, 83193, 7, 15, 12264, 101, 220, 15, 595, 75078, 1819, 16, 12264, 101, 220, 15, 8, 75078, 320, 83193, 43, 4489, 3883, 512, 1209, 16, 12264, 101, 220, 15, 8, 75078, 320, 83193, 43, 595, 75078, 320, 83193, 7, 15, 12264...
1,521
null
461
null
cl100k_base
702
null
null
null
Original: (¬(0 ∨ 0)) ∧ ((1 ∨ 0) ∧ (¬L)) Options: ((1 ∨ 0) ∧ (¬L)) ∧ (¬(0 ∨ 0)) ((¬(0 ∨ 0)) ∧ (1 ∨ 0)) ∧ (¬L) (¬(0 ∨ 0)) ∧ ((¬L) ∧ (1 ∨ 0)) (¬(0 ∨ 0)) ∧ (1 ∧ (¬L)) (¬(0 ∨ 0)) ∧ ((0 ∨ 1) ∧ (¬L)) ((¬0) ∧ (¬0)) ∧ ((1 ∨ 0) ∧ (¬L)) (¬0) ∧ ((1 ∨ 0) ∧ (¬L)) Chosen: (¬0) ∧ ((1 ∨ 0) ∧ (¬L)) Options: ((1 ∨ 0) ∧ (¬L)) ∧ (¬0) ((¬...
boolean
null
[ 18902, 25, 97265, 1209, 52, 75078, 549, 8, 12264, 101, 320, 16, 75078, 622, 4489, 3883, 512, 7, 83193, 7, 52, 75078, 549, 595, 75078, 320, 83193, 7, 16, 75078, 622, 1192, 83193, 1209, 16, 75078, 622, 8, 12264, 101, 320, 52, 75078, ...
1,522
null
443
null
cl100k_base
717
null
null
null
Original: ¬((U ∧ U) ∨ (1 ∧ J)) Options: (¬(U ∧ U)) ∧ (¬(1 ∧ J)) ¬((1 ∧ J) ∨ (U ∧ U)) ¬(((U ∧ U) ∨ 1) ∧ ((U ∧ U) ∨ J)) ¬((U ∧ U) ∨ J) ¬((U ∧ U) ∨ (J ∧ 1)) ¬(U ∨ (1 ∧ J)) Chosen: (¬(U ∧ U)) ∧ (¬(1 ∧ J)) Options: (¬(1 ∧ J)) ∧ (¬(U ∧ U)) (¬(U ∧ U)) ∧ ((¬1) ∨ (¬J)) (¬(U ∧ U)) ∧ (¬J) (¬(U ∧ U)) ∧ (¬(J ∧ 1)) ((¬U) ∨ (¬U)) ∧...
boolean
null
[ 18902, 25, 1819, 39, 75078, 220, 15, 8, 75078, 320, 39, 12264, 101, 1229, 595, 12264, 101, 320, 83193, 7, 83193, 39, 4489, 3883, 512, 7, 83193, 7, 83193, 39, 595, 12264, 101, 1819, 39, 75078, 220, 15, 8, 75078, 320, 39, 12264, 101...
1,523
null
539
null
cl100k_base
807
null
null
null
Original: ((H ∧ 0) ∧ (H ∨ Q)) ∨ (¬(¬H)) Options: (¬(¬H)) ∨ ((H ∧ 0) ∧ (H ∨ Q)) ((H ∧ 0) ∧ (H ∨ Q)) ∨ H ((H ∨ Q) ∧ (H ∧ 0)) ∨ (¬(¬H)) (H ∧ (0 ∧ (H ∨ Q))) ∨ (¬(¬H)) (((H ∧ 0) ∧ H) ∨ ((H ∧ 0) ∧ Q)) ∨ (¬(¬H)) ((H ∧ 0) ∧ (Q ∨ H)) ∨ (¬(¬H)) (0 ∧ (H ∨ Q)) ∨ (¬(¬H)) ((0 ∧ H) ∧ (H ∨ Q)) ∨ (¬(¬H)) Chosen: (0 ∧ (H ∨ Q)) ∨ (¬(¬H)...
boolean
null
[ 18902, 25, 320, 83193, 7, 16, 12264, 101, 735, 595, 12264, 101, 1819, 41, 12264, 101, 735, 8, 75078, 320, 41, 75078, 622, 4489, 3883, 512, 1209, 41, 12264, 101, 735, 8, 75078, 320, 41, 75078, 622, 595, 12264, 101, 320, 83193, 7, 1...
1,524
null
915
null
cl100k_base
1,407
null
null
null
Original: (¬(1 ∨ K)) ∨ ((J ∨ K) ∧ (J ∧ J)) Options: ((J ∨ K) ∧ (J ∧ J)) ∨ (¬(1 ∨ K)) ((¬(1 ∨ K)) ∨ (J ∨ K)) ∧ ((¬(1 ∨ K)) ∨ (J ∧ J)) (¬(1 ∨ K)) ∨ ((J ∧ J) ∧ (J ∨ K)) (¬(1 ∨ K)) ∨ (((J ∨ K) ∧ J) ∧ J) (¬(1 ∨ K)) ∨ ((J ∨ K) ∧ J) (¬(1 ∨ K)) ∨ ((K ∨ J) ∧ (J ∧ J)) ((¬1) ∧ (¬K)) ∨ ((J ∨ K) ∧ (J ∧ J)) (¬1) ∨ ((J ∨ K) ∧ (J ∧ J...
boolean
null
[ 18902, 25, 97265, 1209, 15, 12264, 101, 220, 15, 8, 75078, 320, 40, 75078, 220, 16, 4489, 3883, 512, 7, 83193, 7, 15, 12264, 101, 220, 15, 595, 12264, 101, 320, 83193, 7, 40, 75078, 220, 16, 1192, 83193, 1209, 40, 75078, 220, 16, ...
1,525
null
448
null
cl100k_base
662
null
null
null
Original: ¬((0 ∨ 0) ∧ (I ∧ 1)) Options: (¬(0 ∨ 0)) ∨ (¬(I ∧ 1)) ¬((I ∧ 1) ∧ (0 ∨ 0)) ¬(((0 ∨ 0) ∧ I) ∧ 1) ¬((0 ∨ 0) ∧ I) ¬((0 ∨ 0) ∧ (1 ∧ I)) ¬(0 ∧ (I ∧ 1)) Chosen: ¬((I ∧ 1) ∧ (0 ∨ 0)) Options: (¬(I ∧ 1)) ∨ (¬(0 ∨ 0)) ¬(I ∧ (1 ∧ (0 ∨ 0))) ¬(((I ∧ 1) ∧ 0) ∨ ((I ∧ 1) ∧ 0)) ¬((I ∧ 1) ∧ 0) ¬(I ∧ (0 ∨ 0)) ¬((1 ∧ I) ∧ (0 ...
boolean
null
[ 18902, 25, 97265, 1209, 16, 12264, 101, 220, 15, 8, 75078, 320, 83193, 15, 4489, 3883, 512, 7, 83193, 7, 16, 12264, 101, 220, 15, 595, 12264, 101, 320, 83193, 7, 83193, 15, 1192, 83193, 1209, 83193, 15, 8, 75078, 320, 16, 12264, 1...
1,526
null
146
null
cl100k_base
232
null
null
null
Original: ¬((1 ∨ 0) ∧ (¬0)) Options: (¬(1 ∨ 0)) ∨ (¬(¬0)) ¬((¬0) ∧ (1 ∨ 0)) ¬((1 ∨ 0) ∧ 1) ¬(1 ∧ (¬0)) ¬((0 ∨ 1) ∧ (¬0)) Chosen: ¬(1 ∧ (¬0)) Options: (¬1) ∨ (¬(¬0)) ¬(¬0) ¬((¬0) ∧ 1) ¬(1 ∧ 1) Chosen: ¬(¬0) Options: 0 ¬1 Chosen: 0
boolean
null
[ 18902, 25, 320, 83193, 7, 16, 12264, 101, 358, 595, 75078, 1819, 83193, 16, 8, 75078, 320, 45, 12264, 101, 220, 16, 4489, 3883, 512, 1209, 83193, 16, 8, 75078, 320, 45, 12264, 101, 220, 16, 595, 75078, 320, 83193, 7, 16, 12264, 10...
1,527
null
779
null
cl100k_base
1,173
null
null
null
Original: (¬(1 ∨ I)) ∧ ((¬1) ∧ (N ∨ 1)) Options: ((¬1) ∧ (N ∨ 1)) ∧ (¬(1 ∨ I)) ((¬(1 ∨ I)) ∧ (¬1)) ∧ (N ∨ 1) (¬(1 ∨ I)) ∧ ((N ∨ 1) ∧ (¬1)) (¬(1 ∨ I)) ∧ (((¬1) ∧ N) ∨ ((¬1) ∧ 1)) (¬(1 ∨ I)) ∧ ((¬1) ∧ 1) (¬(1 ∨ I)) ∧ ((¬1) ∧ (1 ∨ N)) (¬(1 ∨ I)) ∧ (0 ∧ (N ∨ 1)) ((¬1) ∧ (¬I)) ∧ ((¬1) ∧ (N ∨ 1)) (¬1) ∧ ((¬1) ∧ (N ∨ 1)) (¬(...
boolean
null
[ 18902, 25, 97265, 1209, 15, 12264, 101, 220, 15, 8, 12264, 101, 320, 40, 75078, 358, 4489, 3883, 512, 7, 83193, 7, 15, 12264, 101, 220, 15, 595, 75078, 320, 83193, 7, 40, 75078, 358, 1192, 83193, 1209, 40, 75078, 358, 8, 12264, 10...
1,528
null
359
null
cl100k_base
534
null
null
null
Original: ¬((0 ∨ 0) ∨ (I ∧ I)) Options: (¬(0 ∨ 0)) ∧ (¬(I ∧ I)) ¬((I ∧ I) ∨ (0 ∨ 0)) ¬(0 ∨ (0 ∨ (I ∧ I))) ¬(((0 ∨ 0) ∨ I) ∧ ((0 ∨ 0) ∨ I)) ¬((0 ∨ 0) ∨ I) ¬(0 ∨ (I ∧ I)) Chosen: ¬((I ∧ I) ∨ (0 ∨ 0)) Options: (¬(I ∧ I)) ∧ (¬(0 ∨ 0)) ¬(((I ∧ I) ∨ 0) ∨ 0) ¬((I ∧ I) ∨ 0) ¬(I ∨ (0 ∨ 0)) Chosen: ¬(I ∨ (0 ∨ 0)) Options: (¬I...
boolean
null
[ 18902, 25, 1819, 33, 75078, 350, 8, 12264, 101, 320, 16, 75078, 350, 595, 12264, 101, 320, 83193, 7, 51, 12264, 101, 220, 15, 4489, 3883, 512, 7, 83193, 7, 51, 12264, 101, 220, 15, 595, 12264, 101, 1819, 33, 75078, 350, 8, 12264, ...
1,529
null
918
null
cl100k_base
1,407
null
null
null
Original: ((B ∧ T) ∨ (1 ∧ T)) ∨ (¬(T ∨ 0)) Options: (¬(T ∨ 0)) ∨ ((B ∧ T) ∨ (1 ∧ T)) (B ∧ T) ∨ ((1 ∧ T) ∨ (¬(T ∨ 0))) ((B ∧ T) ∨ (1 ∧ T)) ∨ ((¬T) ∧ (¬0)) ((B ∧ T) ∨ (1 ∧ T)) ∨ (¬T) ((B ∧ T) ∨ (1 ∧ T)) ∨ (¬(0 ∨ T)) ((1 ∧ T) ∨ (B ∧ T)) ∨ (¬(T ∨ 0)) (((B ∧ T) ∨ 1) ∧ ((B ∧ T) ∨ T)) ∨ (¬(T ∨ 0)) ((B ∧ T) ∨ T) ∨ (¬(T ∨ 0)) ...
boolean
null
[ 18902, 25, 1819, 32, 12264, 101, 220, 15, 8, 75078, 320, 15, 12264, 101, 362, 595, 75078, 1819, 32, 12264, 101, 220, 15, 8, 12264, 101, 320, 53, 12264, 101, 362, 4489, 3883, 512, 1209, 32, 12264, 101, 220, 15, 8, 12264, 101, 320, ...
1,530
null
1,825
null
cl100k_base
2,691
null
null
null
Original: ((A ∨ 0) ∧ (0 ∨ A)) ∧ ((A ∨ 0) ∨ (V ∨ A)) Options: ((A ∨ 0) ∨ (V ∨ A)) ∧ ((A ∨ 0) ∧ (0 ∨ A)) (A ∨ 0) ∧ ((0 ∨ A) ∧ ((A ∨ 0) ∨ (V ∨ A))) (((A ∨ 0) ∧ (0 ∨ A)) ∧ (A ∨ 0)) ∨ (((A ∨ 0) ∧ (0 ∨ A)) ∧ (V ∨ A)) ((A ∨ 0) ∧ (0 ∨ A)) ∧ ((V ∨ A) ∨ (A ∨ 0)) ((A ∨ 0) ∧ (0 ∨ A)) ∧ (((A ∨ 0) ∨ V) ∨ A) ((A ∨ 0) ∧ (0 ∨ A)) ∧ (A...
boolean
null
[ 18902, 25, 320, 83193, 7, 36, 12264, 101, 469, 595, 12264, 101, 1819, 83193, 16, 8, 12264, 101, 320, 83193, 15, 4489, 3883, 512, 1209, 83193, 16, 8, 12264, 101, 320, 83193, 15, 595, 12264, 101, 320, 83193, 7, 36, 12264, 101, 469, ...
1,531
null
379
null
cl100k_base
538
null
null
null
Original: (¬(E ∨ E)) ∨ ((¬1) ∨ (¬0)) Options: ((¬1) ∨ (¬0)) ∨ (¬(E ∨ E)) ((¬(E ∨ E)) ∨ (¬1)) ∨ (¬0) (¬(E ∨ E)) ∨ ((¬0) ∨ (¬1)) (¬(E ∨ E)) ∨ ((¬1) ∨ 1) (¬(E ∨ E)) ∨ (0 ∨ (¬0)) ((¬E) ∧ (¬E)) ∨ ((¬1) ∨ (¬0)) (¬E) ∨ ((¬1) ∨ (¬0)) Chosen: (¬E) ∨ ((¬1) ∨ (¬0)) Options: ((¬1) ∨ (¬0)) ∨ (¬E) ((¬E) ∨ (¬1)) ∨ (¬0) (¬E) ∨ ((¬0)...
boolean
null
[ 18902, 25, 320, 83193, 7, 15, 75078, 468, 595, 12264, 101, 320, 83193, 7, 33, 12264, 101, 220, 15, 4489, 3883, 512, 7, 83193, 7, 33, 12264, 101, 220, 15, 595, 12264, 101, 320, 83193, 7, 15, 75078, 468, 1192, 7, 83193, 7, 15, 750...
1,532
null
424
null
cl100k_base
612
null
null
null
Original: (¬(0 ∧ W)) ∨ (¬(B ∨ 0)) Options: (¬(B ∨ 0)) ∨ (¬(0 ∧ W)) (¬(0 ∧ W)) ∨ ((¬B) ∧ (¬0)) (¬(0 ∧ W)) ∨ (¬B) (¬(0 ∧ W)) ∨ (¬(0 ∨ B)) ((¬0) ∨ (¬W)) ∨ (¬(B ∨ 0)) (¬0) ∨ (¬(B ∨ 0)) (¬(W ∧ 0)) ∨ (¬(B ∨ 0)) Chosen: (¬(B ∨ 0)) ∨ (¬(0 ∧ W)) Options: (¬(B ∨ 0)) ∨ ((¬0) ∨ (¬W)) (¬(B ∨ 0)) ∨ (¬0) (¬(B ∨ 0)) ∨ (¬(W ∧ 0)) ((¬...
boolean
null
[ 18902, 25, 97265, 7, 83193, 7, 83193, 16, 4489, 3883, 512, 83193, 16, 198, 83193, 7, 83193, 15, 340, 1163, 8477, 25, 97265, 7, 83193, 15, 696, 3883, 512, 15, 198, 83193, 16, 198, 1163, 8477, 25, 220, 15 ]
1,533
null
39
null
cl100k_base
76
null
null
null
Original: ¬(¬(¬1)) Options: ¬1 ¬(¬0) Chosen: ¬(¬0) Options: 0 ¬1 Chosen: 0
boolean
null
[ 18902, 25, 97265, 1209, 15, 12264, 101, 220, 15, 8, 75078, 320, 32, 12264, 101, 393, 4489, 3883, 512, 7, 83193, 7, 15, 12264, 101, 220, 15, 595, 12264, 101, 320, 83193, 7, 32, 12264, 101, 393, 1192, 83193, 1209, 32, 12264, 101, 39...
1,534
null
182
null
cl100k_base
292
null
null
null
Original: ¬((0 ∨ 0) ∧ (A ∨ P)) Options: (¬(0 ∨ 0)) ∨ (¬(A ∨ P)) ¬((A ∨ P) ∧ (0 ∨ 0)) ¬(((0 ∨ 0) ∧ A) ∨ ((0 ∨ 0) ∧ P)) ¬((0 ∨ 0) ∧ (P ∨ A)) ¬(0 ∧ (A ∨ P)) Chosen: ¬(0 ∧ (A ∨ P)) Options: (¬0) ∨ (¬(A ∨ P)) ¬0 ¬((A ∨ P) ∧ 0) ¬((0 ∧ A) ∨ (0 ∧ P)) ¬(0 ∧ (P ∨ A)) Chosen: ¬0 Options: 1 Chosen: 1
boolean
null
[ 18902, 25, 320, 83193, 7, 15, 12264, 101, 1630, 595, 75078, 1819, 83193, 16, 8, 12264, 101, 320, 57, 75078, 220, 15, 4489, 3883, 512, 1209, 83193, 16, 8, 12264, 101, 320, 57, 75078, 220, 15, 595, 75078, 320, 83193, 7, 15, 12264, 1...
1,535
null
1,271
null
cl100k_base
1,914
null
null
null
Original: (¬(0 ∨ X)) ∧ ((¬1) ∨ (Z ∧ 0)) Options: ((¬1) ∨ (Z ∧ 0)) ∧ (¬(0 ∨ X)) ((¬(0 ∨ X)) ∧ (¬1)) ∨ ((¬(0 ∨ X)) ∧ (Z ∧ 0)) (¬(0 ∨ X)) ∧ ((Z ∧ 0) ∨ (¬1)) (¬(0 ∨ X)) ∧ (((¬1) ∨ Z) ∧ ((¬1) ∨ 0)) (¬(0 ∨ X)) ∧ ((¬1) ∨ 0) (¬(0 ∨ X)) ∧ ((¬1) ∨ (0 ∧ Z)) (¬(0 ∨ X)) ∧ (0 ∨ (Z ∧ 0)) ((¬0) ∧ (¬X)) ∧ ((¬1) ∨ (Z ∧ 0)) (¬X) ∧ ((¬1)...
boolean
null
[ 18902, 25, 1819, 35, 12264, 101, 423, 8, 75078, 320, 15, 12264, 101, 432, 595, 12264, 101, 1819, 16, 75078, 423, 8, 75078, 320, 83193, 16, 4489, 3883, 512, 1209, 16, 75078, 423, 8, 75078, 320, 83193, 16, 595, 12264, 101, 1819, 35, ...
1,536
null
1,615
null
cl100k_base
2,511
null
null
null
Original: ((D ∨ D) ∧ (0 ∨ R)) ∨ ((1 ∧ D) ∧ (¬1)) Options: ((1 ∧ D) ∧ (¬1)) ∨ ((D ∨ D) ∧ (0 ∨ R)) (((D ∨ D) ∧ (0 ∨ R)) ∨ (1 ∧ D)) ∧ (((D ∨ D) ∧ (0 ∨ R)) ∨ (¬1)) ((D ∨ D) ∧ (0 ∨ R)) ∨ ((¬1) ∧ (1 ∧ D)) ((D ∨ D) ∧ (0 ∨ R)) ∨ (1 ∧ (D ∧ (¬1))) ((D ∨ D) ∧ (0 ∨ R)) ∨ ((1 ∧ D) ∧ 0) ((D ∨ D) ∧ (0 ∨ R)) ∨ (D ∧ (¬1)) ((D ∨ D) ∧ (...
boolean
null
[ 18902, 25, 1819, 41, 12264, 101, 220, 16, 8, 12264, 101, 320, 15, 12264, 101, 220, 16, 595, 75078, 320, 83193, 7, 41, 75078, 622, 4489, 3883, 512, 7, 83193, 7, 41, 75078, 622, 595, 75078, 1819, 41, 12264, 101, 220, 16, 8, 12264, ...
1,537
null
563
null
cl100k_base
834
null
null
null
Original: ((J ∨ 1) ∨ (0 ∨ 1)) ∧ (¬(J ∧ J)) Options: (¬(J ∧ J)) ∧ ((J ∨ 1) ∨ (0 ∨ 1)) ((J ∨ 1) ∨ (0 ∨ 1)) ∧ ((¬J) ∨ (¬J)) ((J ∨ 1) ∨ (0 ∨ 1)) ∧ (¬J) ((0 ∨ 1) ∨ (J ∨ 1)) ∧ (¬(J ∧ J)) (((J ∨ 1) ∨ 0) ∨ 1) ∧ (¬(J ∧ J)) (J ∨ (1 ∨ (0 ∨ 1))) ∧ (¬(J ∧ J)) ((J ∨ 1) ∨ 1) ∧ (¬(J ∧ J)) ((J ∨ 1) ∨ (1 ∨ 0)) ∧ (¬(J ∧ J)) (1 ∨ (0 ∨ 1)...
boolean
null
[ 18902, 25, 1819, 16, 12264, 101, 220, 15, 8, 12264, 101, 320, 15, 12264, 101, 220, 16, 595, 12264, 101, 320, 83193, 7, 49, 75078, 432, 4489, 3883, 512, 7, 83193, 7, 49, 75078, 432, 595, 12264, 101, 1819, 16, 12264, 101, 220, 15, ...
1,538
null
799
null
cl100k_base
1,066
null
null
null
Original: ((1 ∨ 0) ∨ (0 ∨ 1)) ∨ (¬(R ∧ R)) Options: (¬(R ∧ R)) ∨ ((1 ∨ 0) ∨ (0 ∨ 1)) (1 ∨ 0) ∨ ((0 ∨ 1) ∨ (¬(R ∧ R))) ((1 ∨ 0) ∨ (0 ∨ 1)) ∨ ((¬R) ∨ (¬R)) ((1 ∨ 0) ∨ (0 ∨ 1)) ∨ (¬R) ((0 ∨ 1) ∨ (1 ∨ 0)) ∨ (¬(R ∧ R)) (((1 ∨ 0) ∨ 0) ∨ 1) ∨ (¬(R ∧ R)) (1 ∨ (0 ∨ (0 ∨ 1))) ∨ (¬(R ∧ R)) ((1 ∨ 0) ∨ 1) ∨ (¬(R ∧ R)) ((1 ∨ 0) ∨ (...
boolean
null
[ 18902, 25, 320, 83193, 7, 83193, 15, 595, 12264, 101, 1819, 41, 12264, 101, 432, 8, 75078, 320, 15, 75078, 220, 16, 4489, 3883, 512, 1209, 41, 12264, 101, 432, 8, 75078, 320, 15, 75078, 220, 16, 595, 12264, 101, 320, 83193, 7, 831...
1,539
null
704
null
cl100k_base
1,017
null
null
null
Original: (¬(¬0)) ∨ ((J ∨ R) ∧ (0 ∧ 1)) Options: ((J ∨ R) ∧ (0 ∧ 1)) ∨ (¬(¬0)) ((¬(¬0)) ∨ (J ∨ R)) ∧ ((¬(¬0)) ∨ (0 ∧ 1)) (¬(¬0)) ∨ ((0 ∧ 1) ∧ (J ∨ R)) (¬(¬0)) ∨ (((J ∨ R) ∧ 0) ∧ 1) (¬(¬0)) ∨ ((J ∨ R) ∧ 0) (¬(¬0)) ∨ ((J ∨ R) ∧ (1 ∧ 0)) (¬(¬0)) ∨ ((R ∨ J) ∧ (0 ∧ 1)) 0 ∨ ((J ∨ R) ∧ (0 ∧ 1)) (¬1) ∨ ((J ∨ R) ∧ (0 ∧ 1)) Cho...
boolean
null
[ 18902, 25, 1819, 16, 12264, 101, 445, 8, 12264, 101, 320, 50, 75078, 220, 15, 595, 12264, 101, 320, 83193, 7, 16, 12264, 101, 220, 15, 4489, 3883, 512, 7, 83193, 7, 16, 12264, 101, 220, 15, 595, 12264, 101, 1819, 16, 12264, 101, ...
1,540
null
913
null
cl100k_base
1,237
null
null
null
Original: ((1 ∨ L) ∨ (S ∧ 0)) ∨ (¬(1 ∨ 0)) Options: (¬(1 ∨ 0)) ∨ ((1 ∨ L) ∨ (S ∧ 0)) (1 ∨ L) ∨ ((S ∧ 0) ∨ (¬(1 ∨ 0))) ((1 ∨ L) ∨ (S ∧ 0)) ∨ ((¬1) ∧ (¬0)) ((1 ∨ L) ∨ (S ∧ 0)) ∨ (¬1) ((1 ∨ L) ∨ (S ∧ 0)) ∨ (¬(0 ∨ 1)) ((S ∧ 0) ∨ (1 ∨ L)) ∨ (¬(1 ∨ 0)) (1 ∨ (L ∨ (S ∧ 0))) ∨ (¬(1 ∨ 0)) (((1 ∨ L) ∨ S) ∧ ((1 ∨ L) ∨ 0)) ∨ (¬(1 ...
boolean
null
[ 18902, 25, 320, 83193, 7, 83193, 15, 595, 12264, 101, 1819, 83193, 15, 8, 12264, 101, 320, 83193, 42, 4489, 3883, 512, 1209, 83193, 15, 8, 12264, 101, 320, 83193, 42, 595, 12264, 101, 320, 83193, 7, 83193, 15, 1192, 1209, 83193, 7, ...
1,541
null
427
null
cl100k_base
609
null
null
null
Original: (¬(¬0)) ∨ ((¬0) ∨ (¬K)) Options: ((¬0) ∨ (¬K)) ∨ (¬(¬0)) ((¬(¬0)) ∨ (¬0)) ∨ (¬K) (¬(¬0)) ∨ ((¬K) ∨ (¬0)) (¬(¬0)) ∨ (1 ∨ (¬K)) 0 ∨ ((¬0) ∨ (¬K)) (¬1) ∨ ((¬0) ∨ (¬K)) Chosen: 0 ∨ ((¬0) ∨ (¬K)) Options: (¬0) ∨ (¬K) ((¬0) ∨ (¬K)) ∨ 0 (0 ∨ (¬0)) ∨ (¬K) 0 ∨ ((¬K) ∨ (¬0)) 0 ∨ (1 ∨ (¬K)) Chosen: 0 ∨ ((¬K) ∨ (¬0)) ...
boolean
null
[ 18902, 25, 320, 83193, 7, 83193, 44, 595, 75078, 320, 83193, 7, 16, 12264, 101, 1229, 4489, 3883, 512, 7, 83193, 7, 16, 12264, 101, 1229, 595, 75078, 320, 83193, 7, 83193, 44, 1192, 7, 83193, 7, 83193, 44, 595, 75078, 1819, 83193, ...
1,542
null
165
null
cl100k_base
265
null
null
null
Original: (¬(¬M)) ∧ (¬(1 ∨ Q)) Options: (¬(1 ∨ Q)) ∧ (¬(¬M)) (¬(¬M)) ∧ ((¬1) ∧ (¬Q)) (¬(¬M)) ∧ (¬1) (¬(¬M)) ∧ (¬(Q ∨ 1)) M ∧ (¬(1 ∨ Q)) Chosen: (¬(¬M)) ∧ (¬1) Options: (¬1) ∧ (¬(¬M)) (¬(¬M)) ∧ 0 M ∧ (¬1) Chosen: (¬(¬M)) ∧ 0 Options: 0 0 ∧ (¬(¬M)) M ∧ 0 Chosen: 0
boolean
null
[ 18902, 25, 97265, 1209, 15, 75078, 220, 15, 8, 75078, 320, 15, 12264, 101, 220, 16, 4489, 3883, 512, 7, 83193, 7, 15, 75078, 220, 15, 595, 12264, 101, 320, 83193, 7, 15, 12264, 101, 220, 16, 1192, 83193, 1209, 15, 12264, 101, 220,...
1,543
null
238
null
cl100k_base
373
null
null
null
Original: ¬((0 ∧ 0) ∧ (0 ∨ 1)) Options: (¬(0 ∧ 0)) ∨ (¬(0 ∨ 1)) ¬((0 ∨ 1) ∧ (0 ∧ 0)) ¬(0 ∧ (0 ∧ (0 ∨ 1))) ¬(((0 ∧ 0) ∧ 0) ∨ ((0 ∧ 0) ∧ 1)) ¬((0 ∧ 0) ∧ 1) ¬((0 ∧ 0) ∧ (1 ∨ 0)) ¬(0 ∧ (0 ∨ 1)) Chosen: ¬((0 ∧ 0) ∧ 1) Options: (¬(0 ∧ 0)) ∨ (¬1) ¬(0 ∧ 0) ¬(1 ∧ (0 ∧ 0)) ¬(0 ∧ (0 ∧ 1)) ¬(0 ∧ 1) Chosen: ¬(0 ∧ 1) Options: (¬0...
boolean
null
[ 18902, 25, 1819, 15, 75078, 220, 15, 8, 12264, 101, 320, 56, 75078, 220, 16, 595, 12264, 101, 1819, 16, 12264, 101, 220, 15, 8, 12264, 101, 320, 40, 75078, 358, 4489, 3883, 512, 1209, 16, 12264, 101, 220, 15, 8, 12264, 101, 320, ...
1,544
null
1,896
null
cl100k_base
2,751
null
null
null
Original: ((0 ∧ 0) ∨ (Y ∧ 1)) ∨ ((1 ∨ 0) ∨ (I ∧ I)) Options: ((1 ∨ 0) ∨ (I ∧ I)) ∨ ((0 ∧ 0) ∨ (Y ∧ 1)) (((0 ∧ 0) ∨ (Y ∧ 1)) ∨ (1 ∨ 0)) ∨ (I ∧ I) (0 ∧ 0) ∨ ((Y ∧ 1) ∨ ((1 ∨ 0) ∨ (I ∧ I))) ((0 ∧ 0) ∨ (Y ∧ 1)) ∨ ((I ∧ I) ∨ (1 ∨ 0)) ((0 ∧ 0) ∨ (Y ∧ 1)) ∨ (1 ∨ (0 ∨ (I ∧ I))) ((0 ∧ 0) ∨ (Y ∧ 1)) ∨ (((1 ∨ 0) ∨ I) ∧ ((1 ∨ 0) ...
boolean
null
[ 18902, 25, 1819, 43, 12264, 101, 362, 8, 75078, 320, 32, 75078, 220, 15, 595, 12264, 101, 320, 83193, 7, 32, 75078, 220, 15, 4489, 3883, 512, 7, 83193, 7, 32, 75078, 220, 15, 595, 12264, 101, 1819, 43, 12264, 101, 362, 8, 75078, ...
1,545
null
916
null
cl100k_base
1,386
null
null
null
Original: ((L ∨ A) ∧ (A ∧ 0)) ∨ (¬(A ∧ 0)) Options: (¬(A ∧ 0)) ∨ ((L ∨ A) ∧ (A ∧ 0)) ((L ∨ A) ∧ (A ∧ 0)) ∨ ((¬A) ∨ (¬0)) ((L ∨ A) ∧ (A ∧ 0)) ∨ (¬0) ((L ∨ A) ∧ (A ∧ 0)) ∨ (¬(0 ∧ A)) ((A ∧ 0) ∧ (L ∨ A)) ∨ (¬(A ∧ 0)) (((L ∨ A) ∧ A) ∧ 0) ∨ (¬(A ∧ 0)) ((L ∨ A) ∧ 0) ∨ (¬(A ∧ 0)) ((L ∨ A) ∧ (0 ∧ A)) ∨ (¬(A ∧ 0)) ((A ∨ L) ∧ (...
boolean
null
[ 18902, 25, 1819, 83193, 51, 8, 12264, 101, 320, 15, 12264, 101, 220, 15, 595, 12264, 101, 1819, 16, 12264, 101, 356, 8, 12264, 101, 320, 16, 75078, 356, 4489, 3883, 512, 1209, 16, 12264, 101, 356, 8, 12264, 101, 320, 16, 75078, 35...
1,546
null
2,364
null
cl100k_base
3,321
null
null
null
Original: ((¬T) ∨ (0 ∨ 0)) ∨ ((1 ∨ C) ∨ (1 ∧ C)) Options: ((1 ∨ C) ∨ (1 ∧ C)) ∨ ((¬T) ∨ (0 ∨ 0)) (((¬T) ∨ (0 ∨ 0)) ∨ (1 ∨ C)) ∨ (1 ∧ C) (¬T) ∨ ((0 ∨ 0) ∨ ((1 ∨ C) ∨ (1 ∧ C))) ((¬T) ∨ (0 ∨ 0)) ∨ ((1 ∧ C) ∨ (1 ∨ C)) ((¬T) ∨ (0 ∨ 0)) ∨ (1 ∨ (C ∨ (1 ∧ C))) ((¬T) ∨ (0 ∨ 0)) ∨ (((1 ∨ C) ∨ 1) ∧ ((1 ∨ C) ∨ C)) ((¬T) ∨ (0 ∨ 0)...
boolean
null
[ 18902, 25, 320, 83193, 7, 15, 75078, 1229, 595, 75078, 1819, 83193, 48, 8, 12264, 101, 320, 16, 12264, 101, 356, 4489, 3883, 512, 1209, 83193, 48, 8, 12264, 101, 320, 16, 12264, 101, 356, 595, 75078, 320, 83193, 7, 15, 75078, 1229, ...
1,547
null
766
null
cl100k_base
1,137
null
null
null
Original: (¬(0 ∧ Q)) ∧ ((¬Q) ∨ (1 ∨ C)) Options: ((¬Q) ∨ (1 ∨ C)) ∧ (¬(0 ∧ Q)) ((¬(0 ∧ Q)) ∧ (¬Q)) ∨ ((¬(0 ∧ Q)) ∧ (1 ∨ C)) (¬(0 ∧ Q)) ∧ ((1 ∨ C) ∨ (¬Q)) (¬(0 ∧ Q)) ∧ (((¬Q) ∨ 1) ∨ C) (¬(0 ∧ Q)) ∧ ((¬Q) ∨ 1) (¬(0 ∧ Q)) ∧ ((¬Q) ∨ (C ∨ 1)) ((¬0) ∨ (¬Q)) ∧ ((¬Q) ∨ (1 ∨ C)) (¬0) ∧ ((¬Q) ∨ (1 ∨ C)) (¬(Q ∧ 0)) ∧ ((¬Q) ∨ (1 ...
boolean
null
[ 18902, 25, 1819, 15, 75078, 220, 16, 8, 12264, 101, 320, 15, 12264, 101, 220, 15, 595, 12264, 101, 320, 83193, 7, 83193, 37, 4489, 3883, 512, 7, 83193, 7, 83193, 37, 595, 12264, 101, 1819, 15, 75078, 220, 16, 8, 12264, 101, 320, ...
1,548
null
575
null
cl100k_base
789
null
null
null
Original: ((0 ∧ 1) ∨ (0 ∨ 0)) ∨ (¬(¬F)) Options: (¬(¬F)) ∨ ((0 ∧ 1) ∨ (0 ∨ 0)) (0 ∧ 1) ∨ ((0 ∨ 0) ∨ (¬(¬F))) ((0 ∧ 1) ∨ (0 ∨ 0)) ∨ F ((0 ∨ 0) ∨ (0 ∧ 1)) ∨ (¬(¬F)) (((0 ∧ 1) ∨ 0) ∨ 0) ∨ (¬(¬F)) ((0 ∧ 1) ∨ 0) ∨ (¬(¬F)) (0 ∨ (0 ∨ 0)) ∨ (¬(¬F)) ((1 ∧ 0) ∨ (0 ∨ 0)) ∨ (¬(¬F)) Chosen: ((0 ∧ 1) ∨ (0 ∨ 0)) ∨ F Options: F ∨ ((...
boolean
null
[ 18902, 25, 320, 83193, 7, 41, 12264, 101, 468, 595, 12264, 101, 1819, 41, 75078, 468, 8, 12264, 101, 320, 41, 75078, 220, 16, 4489, 3883, 512, 1209, 41, 75078, 468, 8, 12264, 101, 320, 41, 75078, 220, 16, 595, 12264, 101, 320, 831...
1,549
null
840
null
cl100k_base
1,293
null
null
null
Original: (¬(J ∨ W)) ∨ ((J ∧ W) ∨ (J ∧ 1)) Options: ((J ∧ W) ∨ (J ∧ 1)) ∨ (¬(J ∨ W)) ((¬(J ∨ W)) ∨ (J ∧ W)) ∨ (J ∧ 1) (¬(J ∨ W)) ∨ ((J ∧ 1) ∨ (J ∧ W)) (¬(J ∨ W)) ∨ (((J ∧ W) ∨ J) ∧ ((J ∧ W) ∨ 1)) (¬(J ∨ W)) ∨ ((J ∧ W) ∨ J) (¬(J ∨ W)) ∨ ((J ∧ W) ∨ (1 ∧ J)) (¬(J ∨ W)) ∨ ((W ∧ J) ∨ (J ∧ 1)) ((¬J) ∧ (¬W)) ∨ ((J ∧ W) ∨ (J ...
boolean
null
[ 18902, 25, 1819, 15, 75078, 220, 16, 8, 75078, 320, 83193, 15, 595, 75078, 320, 83193, 7, 16, 75078, 220, 15, 4489, 3883, 512, 7, 83193, 7, 16, 75078, 220, 15, 595, 75078, 1819, 15, 75078, 220, 16, 8, 75078, 320, 83193, 15, 1192, ...
1,550
null
829
null
cl100k_base
1,281
null
null
null
Original: ((0 ∧ 1) ∧ (¬0)) ∧ (¬(1 ∧ 0)) Options: (¬(1 ∧ 0)) ∧ ((0 ∧ 1) ∧ (¬0)) (0 ∧ 1) ∧ ((¬0) ∧ (¬(1 ∧ 0))) ((0 ∧ 1) ∧ (¬0)) ∧ ((¬1) ∨ (¬0)) ((0 ∧ 1) ∧ (¬0)) ∧ (¬0) ((0 ∧ 1) ∧ (¬0)) ∧ (¬(0 ∧ 1)) ((¬0) ∧ (0 ∧ 1)) ∧ (¬(1 ∧ 0)) (0 ∧ (1 ∧ (¬0))) ∧ (¬(1 ∧ 0)) ((0 ∧ 1) ∧ 1) ∧ (¬(1 ∧ 0)) (0 ∧ (¬0)) ∧ (¬(1 ∧ 0)) ((1 ∧ 0) ∧ (...
boolean
null
[ 18902, 25, 1819, 16, 75078, 1229, 8, 12264, 101, 320, 15, 75078, 473, 595, 12264, 101, 1819, 39, 12264, 101, 1229, 8, 75078, 320, 39, 12264, 101, 1229, 4489, 3883, 512, 1209, 39, 12264, 101, 1229, 8, 75078, 320, 39, 12264, 101, 1229...
1,551
null
1,297
null
cl100k_base
1,983
null
null
null
Original: ((1 ∧ Q) ∨ (0 ∧ H)) ∨ ((H ∨ Q) ∧ (H ∨ Q)) Options: ((H ∨ Q) ∧ (H ∨ Q)) ∨ ((1 ∧ Q) ∨ (0 ∧ H)) (1 ∧ Q) ∨ ((0 ∧ H) ∨ ((H ∨ Q) ∧ (H ∨ Q))) (((1 ∧ Q) ∨ (0 ∧ H)) ∨ (H ∨ Q)) ∧ (((1 ∧ Q) ∨ (0 ∧ H)) ∨ (H ∨ Q)) ((1 ∧ Q) ∨ (0 ∧ H)) ∨ (((H ∨ Q) ∧ H) ∨ ((H ∨ Q) ∧ Q)) ((1 ∧ Q) ∨ (0 ∧ H)) ∨ ((H ∨ Q) ∧ (Q ∨ H)) ((1 ∧ Q) ∨ (...
boolean
null
[ 18902, 25, 1819, 15, 12264, 101, 362, 8, 75078, 320, 15, 12264, 101, 220, 16, 595, 12264, 101, 1819, 15, 75078, 220, 15, 8, 75078, 320, 54, 12264, 101, 362, 4489, 3883, 512, 1209, 15, 75078, 220, 15, 8, 75078, 320, 54, 12264, 101,...
1,552
null
2,371
null
cl100k_base
3,573
null
null
null
Original: ((0 ∨ A) ∧ (0 ∨ 1)) ∨ ((0 ∧ 0) ∧ (W ∨ A)) Options: ((0 ∧ 0) ∧ (W ∨ A)) ∨ ((0 ∨ A) ∧ (0 ∨ 1)) (((0 ∨ A) ∧ (0 ∨ 1)) ∨ (0 ∧ 0)) ∧ (((0 ∨ A) ∧ (0 ∨ 1)) ∨ (W ∨ A)) ((0 ∨ A) ∧ (0 ∨ 1)) ∨ ((W ∨ A) ∧ (0 ∧ 0)) ((0 ∨ A) ∧ (0 ∨ 1)) ∨ (0 ∧ (0 ∧ (W ∨ A))) ((0 ∨ A) ∧ (0 ∨ 1)) ∨ (((0 ∧ 0) ∧ W) ∨ ((0 ∧ 0) ∧ A)) ((0 ∨ A) ∧ (...
boolean
null
[ 18902, 25, 1819, 83193, 16, 8, 75078, 320, 83193, 49, 595, 12264, 101, 1819, 83193, 16, 8, 75078, 320, 49, 75078, 220, 15, 4489, 3883, 512, 1209, 83193, 16, 8, 75078, 320, 49, 75078, 220, 15, 595, 12264, 101, 1819, 83193, 16, 8, 7...
1,553
null
805
null
cl100k_base
1,230
null
null
null
Original: ((¬1) ∧ (¬R)) ∨ ((¬1) ∧ (R ∧ 0)) Options: ((¬1) ∧ (R ∧ 0)) ∨ ((¬1) ∧ (¬R)) (((¬1) ∧ (¬R)) ∨ (¬1)) ∧ (((¬1) ∧ (¬R)) ∨ (R ∧ 0)) ((¬1) ∧ (¬R)) ∨ ((R ∧ 0) ∧ (¬1)) ((¬1) ∧ (¬R)) ∨ (((¬1) ∧ R) ∧ 0) ((¬1) ∧ (¬R)) ∨ ((¬1) ∧ 0) ((¬1) ∧ (¬R)) ∨ ((¬1) ∧ (0 ∧ R)) ((¬1) ∧ (¬R)) ∨ (0 ∧ (R ∧ 0)) ((¬R) ∧ (¬1)) ∨ ((¬1) ∧ (R ...
boolean
null
[ 18902, 25, 97265, 1209, 83193, 51, 8, 12264, 101, 320, 83193, 45, 4489, 3883, 512, 7, 83193, 7, 83193, 51, 595, 75078, 320, 83193, 7, 83193, 45, 1192, 83193, 1209, 83193, 45, 8, 12264, 101, 320, 83193, 51, 1192, 1163, 8477, 25, 9726...
1,554
null
183
null
cl100k_base
318
null
null
null
Original: ¬((¬T) ∨ (¬N)) Options: (¬(¬T)) ∧ (¬(¬N)) ¬((¬N) ∨ (¬T)) Chosen: ¬((¬N) ∨ (¬T)) Options: (¬(¬N)) ∧ (¬(¬T)) Chosen: (¬(¬N)) ∧ (¬(¬T)) Options: (¬(¬T)) ∧ (¬(¬N)) (¬(¬N)) ∧ T N ∧ (¬(¬T)) Chosen: (¬(¬T)) ∧ (¬(¬N)) Options: (¬(¬T)) ∧ N T ∧ (¬(¬N)) Chosen: (¬(¬T)) ∧ N Options: N ∧ (¬(¬T)) T ∧ N Chosen: T ∧ N
boolean
null
[ 18902, 25, 1819, 15, 12264, 101, 220, 15, 8, 12264, 101, 320, 16, 12264, 101, 220, 16, 595, 12264, 101, 320, 83193, 7, 56, 12264, 101, 507, 4489, 3883, 512, 7, 83193, 7, 56, 12264, 101, 507, 595, 12264, 101, 1819, 15, 12264, 101, ...
1,555
null
501
null
cl100k_base
679
null
null
null
Original: ((0 ∨ 0) ∨ (1 ∨ 1)) ∨ (¬(Y ∨ O)) Options: (¬(Y ∨ O)) ∨ ((0 ∨ 0) ∨ (1 ∨ 1)) (0 ∨ 0) ∨ ((1 ∨ 1) ∨ (¬(Y ∨ O))) ((0 ∨ 0) ∨ (1 ∨ 1)) ∨ ((¬Y) ∧ (¬O)) ((0 ∨ 0) ∨ (1 ∨ 1)) ∨ (¬(O ∨ Y)) ((1 ∨ 1) ∨ (0 ∨ 0)) ∨ (¬(Y ∨ O)) (((0 ∨ 0) ∨ 1) ∨ 1) ∨ (¬(Y ∨ O)) (0 ∨ (0 ∨ (1 ∨ 1))) ∨ (¬(Y ∨ O)) ((0 ∨ 0) ∨ 1) ∨ (¬(Y ∨ O)) (0 ∨ (...
boolean
null
[ 18902, 25, 1819, 15, 12264, 101, 622, 8, 12264, 101, 320, 83193, 55, 595, 12264, 101, 1819, 15, 12264, 101, 1630, 8, 75078, 320, 15, 75078, 622, 4489, 3883, 512, 1209, 15, 12264, 101, 1630, 8, 75078, 320, 15, 75078, 622, 595, 12264,...
1,556
null
1,131
null
cl100k_base
1,635
null
null
null
Original: ((0 ∨ J) ∨ (¬X)) ∨ ((0 ∨ X) ∧ (0 ∧ J)) Options: ((0 ∨ X) ∧ (0 ∧ J)) ∨ ((0 ∨ J) ∨ (¬X)) (0 ∨ J) ∨ ((¬X) ∨ ((0 ∨ X) ∧ (0 ∧ J))) (((0 ∨ J) ∨ (¬X)) ∨ (0 ∨ X)) ∧ (((0 ∨ J) ∨ (¬X)) ∨ (0 ∧ J)) ((0 ∨ J) ∨ (¬X)) ∨ ((0 ∧ J) ∧ (0 ∨ X)) ((0 ∨ J) ∨ (¬X)) ∨ (((0 ∨ X) ∧ 0) ∧ J) ((0 ∨ J) ∨ (¬X)) ∨ ((0 ∨ X) ∧ 0) ((0 ∨ J) ∨ (...
boolean
null
[ 18902, 25, 1819, 15, 75078, 468, 8, 12264, 101, 320, 83193, 16, 595, 12264, 101, 1819, 83193, 54, 8, 12264, 101, 320, 83193, 15, 4489, 3883, 512, 1209, 83193, 54, 8, 12264, 101, 320, 83193, 15, 595, 12264, 101, 1819, 15, 75078, 468,...
1,557
null
765
null
cl100k_base
1,107
null
null
null
Original: ((0 ∧ W) ∨ (¬1)) ∨ ((¬W) ∨ (¬0)) Options: ((¬W) ∨ (¬0)) ∨ ((0 ∧ W) ∨ (¬1)) (((0 ∧ W) ∨ (¬1)) ∨ (¬W)) ∨ (¬0) (0 ∧ W) ∨ ((¬1) ∨ ((¬W) ∨ (¬0))) ((0 ∧ W) ∨ (¬1)) ∨ ((¬0) ∨ (¬W)) ((0 ∧ W) ∨ (¬1)) ∨ ((¬W) ∨ 1) ((¬1) ∨ (0 ∧ W)) ∨ ((¬W) ∨ (¬0)) ((0 ∧ W) ∨ 0) ∨ ((¬W) ∨ (¬0)) (0 ∨ (¬1)) ∨ ((¬W) ∨ (¬0)) ((W ∧ 0) ∨ (¬1)...
boolean
null
[ 18902, 25, 1819, 57, 12264, 101, 220, 15, 8, 75078, 320, 57, 75078, 220, 15, 595, 12264, 101, 320, 83193, 7, 15, 12264, 101, 473, 4489, 3883, 512, 7, 83193, 7, 15, 12264, 101, 473, 595, 12264, 101, 1819, 57, 12264, 101, 220, 15, ...
1,558
null
701
null
cl100k_base
990
null
null
null
Original: ((Z ∨ 0) ∧ (Z ∧ 0)) ∨ (¬(0 ∨ H)) Options: (¬(0 ∨ H)) ∨ ((Z ∨ 0) ∧ (Z ∧ 0)) ((Z ∨ 0) ∧ (Z ∧ 0)) ∨ ((¬0) ∧ (¬H)) ((Z ∨ 0) ∧ (Z ∧ 0)) ∨ (¬H) ((Z ∨ 0) ∧ (Z ∧ 0)) ∨ (¬(H ∨ 0)) ((Z ∧ 0) ∧ (Z ∨ 0)) ∨ (¬(0 ∨ H)) (((Z ∨ 0) ∧ Z) ∧ 0) ∨ (¬(0 ∨ H)) ((Z ∨ 0) ∧ 0) ∨ (¬(0 ∨ H)) ((Z ∨ 0) ∧ (0 ∧ Z)) ∨ (¬(0 ∨ H)) (Z ∧ (Z ∧ 0)...
boolean
null
[ 18902, 25, 320, 83193, 7, 83193, 16, 595, 75078, 1819, 47, 75078, 393, 8, 75078, 320, 47, 12264, 101, 220, 16, 4489, 3883, 512, 1209, 47, 75078, 393, 8, 75078, 320, 47, 12264, 101, 220, 16, 595, 75078, 320, 83193, 7, 83193, 16, 11...
1,559
null
938
null
cl100k_base
1,497
null
null
null
Original: (¬(¬1)) ∧ ((P ∧ P) ∧ (P ∨ 1)) Options: ((P ∧ P) ∧ (P ∨ 1)) ∧ (¬(¬1)) ((¬(¬1)) ∧ (P ∧ P)) ∧ (P ∨ 1) (¬(¬1)) ∧ ((P ∨ 1) ∧ (P ∧ P)) (¬(¬1)) ∧ (P ∧ (P ∧ (P ∨ 1))) (¬(¬1)) ∧ (((P ∧ P) ∧ P) ∨ ((P ∧ P) ∧ 1)) (¬(¬1)) ∧ ((P ∧ P) ∧ 1) (¬(¬1)) ∧ ((P ∧ P) ∧ (1 ∨ P)) (¬(¬1)) ∧ (P ∧ (P ∨ 1)) 1 ∧ ((P ∧ P) ∧ (P ∨ 1)) (¬0) ∧...
boolean
null
[ 18902, 25, 97265, 1209, 15, 12264, 101, 220, 16, 8, 75078, 320, 16, 75078, 650, 4489, 3883, 512, 7, 83193, 7, 15, 12264, 101, 220, 16, 595, 12264, 101, 320, 83193, 7, 16, 75078, 650, 1192, 83193, 1209, 16, 75078, 650, 8, 75078, 32...
1,560
null
295
null
cl100k_base
462
null
null
null
Original: ¬((0 ∨ 1) ∧ (1 ∧ V)) Options: (¬(0 ∨ 1)) ∨ (¬(1 ∧ V)) ¬((1 ∧ V) ∧ (0 ∨ 1)) ¬(((0 ∨ 1) ∧ 1) ∧ V) ¬((0 ∨ 1) ∧ V) ¬((0 ∨ 1) ∧ (V ∧ 1)) ¬(1 ∧ (1 ∧ V)) ¬((1 ∨ 0) ∧ (1 ∧ V)) Chosen: ¬((0 ∨ 1) ∧ V) Options: (¬(0 ∨ 1)) ∨ (¬V) ¬(V ∧ (0 ∨ 1)) ¬(1 ∧ V) ¬((1 ∨ 0) ∧ V) Chosen: ¬((1 ∨ 0) ∧ V) Options: (¬(1 ∨ 0)) ∨ (¬V) ...
boolean
null
[ 18902, 25, 320, 83193, 7, 83193, 40, 595, 12264, 101, 1819, 16, 75078, 220, 15, 8, 12264, 101, 320, 57, 75078, 1901, 4489, 3883, 512, 1209, 16, 75078, 220, 15, 8, 12264, 101, 320, 57, 75078, 1901, 595, 12264, 101, 320, 83193, 7, 8...
1,561
null
508
null
cl100k_base
765
null
null
null
Original: (¬(¬I)) ∨ ((1 ∧ 0) ∨ (Z ∧ Z)) Options: ((1 ∧ 0) ∨ (Z ∧ Z)) ∨ (¬(¬I)) ((¬(¬I)) ∨ (1 ∧ 0)) ∨ (Z ∧ Z) (¬(¬I)) ∨ ((Z ∧ Z) ∨ (1 ∧ 0)) (¬(¬I)) ∨ (((1 ∧ 0) ∨ Z) ∧ ((1 ∧ 0) ∨ Z)) (¬(¬I)) ∨ ((1 ∧ 0) ∨ Z) (¬(¬I)) ∨ (0 ∨ (Z ∧ Z)) (¬(¬I)) ∨ ((0 ∧ 1) ∨ (Z ∧ Z)) I ∨ ((1 ∧ 0) ∨ (Z ∧ Z)) Chosen: (¬(¬I)) ∨ (0 ∨ (Z ∧ Z)) Opt...
boolean
null
[ 18902, 25, 320, 83193, 7, 15, 75078, 220, 15, 595, 75078, 320, 83193, 7, 15, 12264, 101, 735, 4489, 3883, 512, 7, 83193, 7, 15, 12264, 101, 735, 595, 75078, 320, 83193, 7, 15, 75078, 220, 15, 1192, 7, 83193, 7, 15, 75078, 220, 1...
1,562
null
231
null
cl100k_base
369
null
null
null
Original: (¬(0 ∧ 0)) ∧ (¬(0 ∨ K)) Options: (¬(0 ∨ K)) ∧ (¬(0 ∧ 0)) (¬(0 ∧ 0)) ∧ ((¬0) ∧ (¬K)) (¬(0 ∧ 0)) ∧ (¬K) (¬(0 ∧ 0)) ∧ (¬(K ∨ 0)) ((¬0) ∨ (¬0)) ∧ (¬(0 ∨ K)) (¬0) ∧ (¬(0 ∨ K)) Chosen: (¬(0 ∧ 0)) ∧ (¬K) Options: (¬K) ∧ (¬(0 ∧ 0)) ((¬0) ∨ (¬0)) ∧ (¬K) (¬0) ∧ (¬K) Chosen: (¬0) ∧ (¬K) Options: (¬K) ∧ (¬0) 1 ∧ (¬K) ...
boolean
null
[ 18902, 25, 97265, 7, 83193, 7, 32, 75078, 220, 16, 4489, 3883, 512, 32, 75078, 220, 16, 198, 83193, 1209, 83193, 32, 8, 12264, 101, 320, 83193, 16, 1192, 83193, 7, 83193, 32, 340, 83193, 7, 83193, 7, 16, 75078, 362, 1192, 1163, 84...
1,563
null
58
null
cl100k_base
106
null
null
null
Original: ¬(¬(A ∧ 1)) Options: A ∧ 1 ¬((¬A) ∨ (¬1)) ¬(¬A) ¬(¬(1 ∧ A)) Chosen: ¬(¬A) Options: A Chosen: A
boolean
null
[ 18902, 25, 1819, 83193, 57, 8, 75078, 320, 16, 75078, 386, 595, 75078, 1819, 44, 12264, 101, 220, 15, 8, 75078, 320, 83193, 57, 4489, 3883, 512, 1209, 44, 12264, 101, 220, 15, 8, 75078, 320, 83193, 57, 595, 75078, 1819, 83193, 57, ...
1,564
null
1,125
null
cl100k_base
1,821
null
null
null
Original: ((¬Z) ∧ (1 ∧ M)) ∧ ((M ∨ 0) ∧ (¬Z)) Options: ((M ∨ 0) ∧ (¬Z)) ∧ ((¬Z) ∧ (1 ∧ M)) (((¬Z) ∧ (1 ∧ M)) ∧ (M ∨ 0)) ∧ (¬Z) (¬Z) ∧ ((1 ∧ M) ∧ ((M ∨ 0) ∧ (¬Z))) ((¬Z) ∧ (1 ∧ M)) ∧ ((¬Z) ∧ (M ∨ 0)) ((¬Z) ∧ (1 ∧ M)) ∧ (M ∧ (¬Z)) ((¬Z) ∧ (1 ∧ M)) ∧ ((0 ∨ M) ∧ (¬Z)) ((1 ∧ M) ∧ (¬Z)) ∧ ((M ∨ 0) ∧ (¬Z)) (((¬Z) ∧ 1) ∧ M) ∧...
boolean
null
[ 18902, 25, 1819, 15, 75078, 1630, 8, 12264, 101, 320, 55, 12264, 101, 358, 595, 75078, 1819, 83193, 15, 8, 75078, 320, 40, 75078, 220, 16, 4489, 3883, 512, 1209, 83193, 15, 8, 75078, 320, 40, 75078, 220, 16, 595, 75078, 1819, 15, ...
1,565
null
1,185
null
cl100k_base
1,830
null
null
null
Original: ((0 ∧ X) ∨ (X ∨ I)) ∧ ((¬0) ∧ (I ∧ 1)) Options: ((¬0) ∧ (I ∧ 1)) ∧ ((0 ∧ X) ∨ (X ∨ I)) (((0 ∧ X) ∨ (X ∨ I)) ∧ (¬0)) ∧ (I ∧ 1) ((0 ∧ X) ∨ (X ∨ I)) ∧ ((I ∧ 1) ∧ (¬0)) ((0 ∧ X) ∨ (X ∨ I)) ∧ (((¬0) ∧ I) ∧ 1) ((0 ∧ X) ∨ (X ∨ I)) ∧ ((¬0) ∧ I) ((0 ∧ X) ∨ (X ∨ I)) ∧ ((¬0) ∧ (1 ∧ I)) ((0 ∧ X) ∨ (X ∨ I)) ∧ (1 ∧ (I ∧ 1...
boolean
null
[ 18902, 25, 1819, 83193, 16, 8, 12264, 101, 320, 50, 75078, 473, 595, 12264, 101, 1819, 50, 12264, 101, 220, 15, 8, 75078, 320, 39, 75078, 220, 16, 4489, 3883, 512, 1209, 50, 12264, 101, 220, 15, 8, 75078, 320, 39, 75078, 220, 16, ...
1,566
null
1,461
null
cl100k_base
2,292
null
null
null
Original: ((¬1) ∨ (S ∧ H)) ∨ ((S ∨ 0) ∧ (H ∧ 1)) Options: ((S ∨ 0) ∧ (H ∧ 1)) ∨ ((¬1) ∨ (S ∧ H)) (¬1) ∨ ((S ∧ H) ∨ ((S ∨ 0) ∧ (H ∧ 1))) (((¬1) ∨ (S ∧ H)) ∨ (S ∨ 0)) ∧ (((¬1) ∨ (S ∧ H)) ∨ (H ∧ 1)) ((¬1) ∨ (S ∧ H)) ∨ ((H ∧ 1) ∧ (S ∨ 0)) ((¬1) ∨ (S ∧ H)) ∨ (((S ∨ 0) ∧ H) ∧ 1) ((¬1) ∨ (S ∧ H)) ∨ ((S ∨ 0) ∧ H) ((¬1) ∨ (S ∧...
boolean
null
[ 18902, 25, 1819, 49, 12264, 101, 622, 8, 75078, 320, 41, 12264, 101, 622, 595, 75078, 1819, 49, 12264, 101, 622, 8, 12264, 101, 320, 15, 75078, 220, 16, 4489, 3883, 512, 1209, 49, 12264, 101, 622, 8, 12264, 101, 320, 15, 75078, 22...
1,567
null
1,281
null
cl100k_base
1,983
null
null
null
Original: ((R ∨ J) ∧ (J ∨ J)) ∧ ((R ∨ J) ∨ (0 ∧ 1)) Options: ((R ∨ J) ∨ (0 ∧ 1)) ∧ ((R ∨ J) ∧ (J ∨ J)) (R ∨ J) ∧ ((J ∨ J) ∧ ((R ∨ J) ∨ (0 ∧ 1))) (((R ∨ J) ∧ (J ∨ J)) ∧ (R ∨ J)) ∨ (((R ∨ J) ∧ (J ∨ J)) ∧ (0 ∧ 1)) ((R ∨ J) ∧ (J ∨ J)) ∧ ((0 ∧ 1) ∨ (R ∨ J)) ((R ∨ J) ∧ (J ∨ J)) ∧ (R ∨ (J ∨ (0 ∧ 1))) ((R ∨ J) ∧ (J ∨ J)) ∧ ((...
boolean
null
[ 18902, 25, 97265, 1209, 83193, 16, 8, 12264, 101, 320, 16, 12264, 101, 220, 15, 4489, 3883, 512, 7, 83193, 7, 83193, 16, 595, 75078, 320, 83193, 7, 16, 12264, 101, 220, 15, 1192, 83193, 1209, 16, 12264, 101, 220, 15, 8, 12264, 101...
1,568
null
242
null
cl100k_base
352
null
null
null
Original: ¬((¬1) ∨ (1 ∨ 0)) Options: (¬(¬1)) ∧ (¬(1 ∨ 0)) ¬((1 ∨ 0) ∨ (¬1)) ¬(((¬1) ∨ 1) ∨ 0) ¬((¬1) ∨ 1) ¬((¬1) ∨ (0 ∨ 1)) ¬(0 ∨ (1 ∨ 0)) Chosen: ¬(((¬1) ∨ 1) ∨ 0) Options: (¬((¬1) ∨ 1)) ∧ (¬0) ¬((¬1) ∨ 1) ¬(0 ∨ ((¬1) ∨ 1)) ¬(1 ∨ 0) ¬((1 ∨ (¬1)) ∨ 0) ¬((0 ∨ 1) ∨ 0) Chosen: ¬(1 ∨ 0) Options: (¬1) ∧ (¬0) ¬1 ¬(0 ∨ 1) ...
boolean
null
[ 18902, 25, 320, 83193, 7, 16, 12264, 101, 220, 16, 595, 75078, 1819, 83193, 15, 8, 12264, 101, 320, 16, 75078, 650, 4489, 3883, 512, 1209, 83193, 15, 8, 12264, 101, 320, 16, 75078, 650, 595, 75078, 320, 83193, 7, 16, 12264, 101, 2...
1,569
null
707
null
cl100k_base
1,056
null
null
null
Original: (¬(1 ∨ 1)) ∧ ((¬0) ∨ (1 ∧ V)) Options: ((¬0) ∨ (1 ∧ V)) ∧ (¬(1 ∨ 1)) ((¬(1 ∨ 1)) ∧ (¬0)) ∨ ((¬(1 ∨ 1)) ∧ (1 ∧ V)) (¬(1 ∨ 1)) ∧ ((1 ∧ V) ∨ (¬0)) (¬(1 ∨ 1)) ∧ (((¬0) ∨ 1) ∧ ((¬0) ∨ V)) (¬(1 ∨ 1)) ∧ ((¬0) ∨ V) (¬(1 ∨ 1)) ∧ ((¬0) ∨ (V ∧ 1)) (¬(1 ∨ 1)) ∧ (1 ∨ (1 ∧ V)) ((¬1) ∧ (¬1)) ∧ ((¬0) ∨ (1 ∧ V)) (¬1) ∧ ((¬0)...
boolean
null
[ 18902, 25, 320, 83193, 7, 83193, 49, 595, 12264, 101, 1819, 83193, 16, 8, 12264, 101, 320, 15, 12264, 101, 220, 16, 4489, 3883, 512, 1209, 83193, 16, 8, 12264, 101, 320, 15, 12264, 101, 220, 16, 595, 12264, 101, 320, 83193, 7, 831...
1,570
null
592
null
cl100k_base
801
null
null
null
Original: (¬(¬R)) ∨ ((¬1) ∨ (0 ∨ 1)) Options: ((¬1) ∨ (0 ∨ 1)) ∨ (¬(¬R)) ((¬(¬R)) ∨ (¬1)) ∨ (0 ∨ 1) (¬(¬R)) ∨ ((0 ∨ 1) ∨ (¬1)) (¬(¬R)) ∨ (((¬1) ∨ 0) ∨ 1) (¬(¬R)) ∨ ((¬1) ∨ 1) (¬(¬R)) ∨ ((¬1) ∨ (1 ∨ 0)) (¬(¬R)) ∨ (0 ∨ (0 ∨ 1)) R ∨ ((¬1) ∨ (0 ∨ 1)) Chosen: (¬(¬R)) ∨ ((¬1) ∨ (1 ∨ 0)) Options: ((¬1) ∨ (1 ∨ 0)) ∨ (¬(¬R)) ...
boolean
null
[ 18902, 25, 97265, 1209, 15, 12264, 101, 1901, 8, 12264, 101, 320, 53, 75078, 1901, 4489, 3883, 512, 7, 83193, 7, 15, 12264, 101, 1901, 595, 75078, 320, 83193, 7, 53, 75078, 1901, 1192, 83193, 1209, 53, 75078, 1901, 8, 12264, 101, 32...
1,571
null
314
null
cl100k_base
528
null
null
null
Original: ¬((0 ∨ Z) ∨ (V ∧ Z)) Options: (¬(0 ∨ Z)) ∧ (¬(V ∧ Z)) ¬((V ∧ Z) ∨ (0 ∨ Z)) ¬(0 ∨ (Z ∨ (V ∧ Z))) ¬(((0 ∨ Z) ∨ V) ∧ ((0 ∨ Z) ∨ Z)) ¬((0 ∨ Z) ∨ (Z ∧ V)) ¬(Z ∨ (V ∧ Z)) ¬((Z ∨ 0) ∨ (V ∧ Z)) Chosen: ¬(Z ∨ (V ∧ Z)) Options: (¬Z) ∧ (¬(V ∧ Z)) ¬((V ∧ Z) ∨ Z) ¬((Z ∨ V) ∧ (Z ∨ Z)) ¬(Z ∨ (Z ∧ V)) Chosen: ¬(Z ∨ (Z ∧ V)...
boolean
null
[ 18902, 25, 97265, 1209, 41, 12264, 101, 220, 16, 8, 75078, 320, 83193, 15, 4489, 3883, 512, 7, 83193, 7, 41, 12264, 101, 220, 16, 595, 12264, 101, 320, 83193, 7, 83193, 15, 1192, 83193, 1209, 83193, 15, 8, 75078, 320, 41, 12264, 1...
1,572
null
498
null
cl100k_base
780
null
null
null
Original: ¬((J ∨ 1) ∧ (¬0)) Options: (¬(J ∨ 1)) ∨ (¬(¬0)) ¬((¬0) ∧ (J ∨ 1)) ¬((J ∨ 1) ∧ 1) ¬(1 ∧ (¬0)) ¬((1 ∨ J) ∧ (¬0)) Chosen: ¬((1 ∨ J) ∧ (¬0)) Options: (¬(1 ∨ J)) ∨ (¬(¬0)) ¬((¬0) ∧ (1 ∨ J)) ¬((1 ∨ J) ∧ 1) ¬(1 ∧ (¬0)) Chosen: ¬((¬0) ∧ (1 ∨ J)) Options: (¬(¬0)) ∨ (¬(1 ∨ J)) ¬(((¬0) ∧ 1) ∨ ((¬0) ∧ J)) ¬((¬0) ∧ 1) ...
boolean
null
[ 18902, 25, 97265, 1209, 15, 75078, 220, 15, 8, 12264, 101, 320, 15, 12264, 101, 220, 15, 4489, 3883, 512, 7, 83193, 7, 15, 75078, 220, 15, 595, 75078, 320, 83193, 7, 15, 12264, 101, 220, 15, 1192, 83193, 1209, 15, 12264, 101, 220,...
1,573
null
245
null
cl100k_base
368
null
null
null
Original: ¬((0 ∧ 0) ∨ (0 ∨ 0)) Options: (¬(0 ∧ 0)) ∧ (¬(0 ∨ 0)) ¬((0 ∨ 0) ∨ (0 ∧ 0)) ¬(((0 ∧ 0) ∨ 0) ∨ 0) ¬((0 ∧ 0) ∨ 0) ¬(0 ∨ (0 ∨ 0)) Chosen: ¬((0 ∧ 0) ∨ 0) Options: (¬(0 ∧ 0)) ∧ (¬0) ¬(0 ∧ 0) ¬(0 ∨ (0 ∧ 0)) ¬(0 ∨ 0) Chosen: ¬(0 ∧ 0) Options: (¬0) ∨ (¬0) ¬0 Chosen: (¬0) ∨ (¬0) Options: (¬0) ∨ 1 1 ∨ (¬0) Chosen: (...
boolean
null
[ 18902, 25, 97265, 7, 83193, 7, 15, 75078, 473, 4489, 3883, 512, 15, 75078, 473, 198, 83193, 1209, 83193, 15, 8, 12264, 101, 320, 83193, 39, 1192, 83193, 7, 83193, 15, 340, 83193, 7, 83193, 7, 39, 75078, 220, 15, 1192, 1163, 8477, ...
1,574
null
61
null
cl100k_base
109
null
null
null
Original: ¬(¬(0 ∧ H)) Options: 0 ∧ H ¬((¬0) ∨ (¬H)) ¬(¬0) ¬(¬(H ∧ 0)) Chosen: ¬(¬0) Options: 0 ¬1 Chosen: 0
boolean
null
[ 18902, 25, 97265, 7, 83193, 7, 16, 75078, 220, 15, 4489, 3883, 512, 16, 75078, 220, 15, 198, 83193, 1209, 83193, 16, 8, 12264, 101, 320, 83193, 15, 1192, 83193, 7, 83193, 15, 340, 83193, 7, 83193, 7, 15, 75078, 220, 16, 1192, 1163...
1,575
null
236
null
cl100k_base
372
null
null
null
Original: ¬(¬(1 ∧ 0)) Options: 1 ∧ 0 ¬((¬1) ∨ (¬0)) ¬(¬0) ¬(¬(0 ∧ 1)) Chosen: ¬(¬(0 ∧ 1)) Options: 0 ∧ 1 ¬((¬0) ∨ (¬1)) ¬(¬0) Chosen: ¬((¬0) ∨ (¬1)) Options: (¬(¬0)) ∧ (¬(¬1)) ¬((¬1) ∨ (¬0)) ¬((¬0) ∨ 0) ¬(1 ∨ (¬1)) Chosen: ¬((¬1) ∨ (¬0)) Options: (¬(¬1)) ∧ (¬(¬0)) ¬((¬1) ∨ 1) ¬(0 ∨ (¬0)) Chosen: ¬((¬1) ∨ 1) Option...
boolean
null
[ 18902, 25, 1819, 83193, 15, 8, 75078, 320, 35, 75078, 220, 15, 595, 12264, 101, 320, 83193, 7, 35, 75078, 622, 4489, 3883, 512, 7, 83193, 7, 35, 75078, 622, 595, 12264, 101, 1819, 83193, 15, 8, 75078, 320, 35, 75078, 220, 15, 1192...
1,576
null
522
null
cl100k_base
807
null
null
null
Original: ((¬0) ∧ (D ∧ 0)) ∨ (¬(D ∧ J)) Options: (¬(D ∧ J)) ∨ ((¬0) ∧ (D ∧ 0)) ((¬0) ∧ (D ∧ 0)) ∨ ((¬D) ∨ (¬J)) ((¬0) ∧ (D ∧ 0)) ∨ (¬(J ∧ D)) ((D ∧ 0) ∧ (¬0)) ∨ (¬(D ∧ J)) (((¬0) ∧ D) ∧ 0) ∨ (¬(D ∧ J)) ((¬0) ∧ 0) ∨ (¬(D ∧ J)) ((¬0) ∧ (0 ∧ D)) ∨ (¬(D ∧ J)) (1 ∧ (D ∧ 0)) ∨ (¬(D ∧ J)) Chosen: ((¬0) ∧ 0) ∨ (¬(D ∧ J)) Opt...
boolean
null
[ 18902, 25, 1819, 16, 75078, 220, 16, 8, 75078, 320, 83193, 44, 595, 75078, 1819, 16, 12264, 101, 386, 8, 12264, 101, 320, 83193, 15, 4489, 3883, 512, 1209, 16, 12264, 101, 386, 8, 12264, 101, 320, 83193, 15, 595, 75078, 1819, 16, ...
1,577
null
1,800
null
cl100k_base
2,895
null
null
null
Original: ((1 ∧ 1) ∧ (¬M)) ∧ ((1 ∨ M) ∨ (¬0)) Options: ((1 ∨ M) ∨ (¬0)) ∧ ((1 ∧ 1) ∧ (¬M)) (1 ∧ 1) ∧ ((¬M) ∧ ((1 ∨ M) ∨ (¬0))) (((1 ∧ 1) ∧ (¬M)) ∧ (1 ∨ M)) ∨ (((1 ∧ 1) ∧ (¬M)) ∧ (¬0)) ((1 ∧ 1) ∧ (¬M)) ∧ ((¬0) ∨ (1 ∨ M)) ((1 ∧ 1) ∧ (¬M)) ∧ (1 ∨ (M ∨ (¬0))) ((1 ∧ 1) ∧ (¬M)) ∧ ((1 ∨ M) ∨ 1) ((1 ∧ 1) ∧ (¬M)) ∧ (1 ∨ (¬0)) ...
boolean
null
[ 18902, 25, 1819, 16, 12264, 101, 328, 8, 75078, 320, 51, 12264, 101, 220, 16, 595, 75078, 1819, 83193, 15, 8, 12264, 101, 320, 83193, 50, 4489, 3883, 512, 1209, 83193, 15, 8, 12264, 101, 320, 83193, 50, 595, 75078, 1819, 16, 12264, ...
1,578
null
1,082
null
cl100k_base
1,644
null
null
null
Original: ((1 ∨ S) ∧ (T ∨ 1)) ∧ ((¬0) ∨ (¬S)) Options: ((¬0) ∨ (¬S)) ∧ ((1 ∨ S) ∧ (T ∨ 1)) (1 ∨ S) ∧ ((T ∨ 1) ∧ ((¬0) ∨ (¬S))) (((1 ∨ S) ∧ (T ∨ 1)) ∧ (¬0)) ∨ (((1 ∨ S) ∧ (T ∨ 1)) ∧ (¬S)) ((1 ∨ S) ∧ (T ∨ 1)) ∧ ((¬S) ∨ (¬0)) ((1 ∨ S) ∧ (T ∨ 1)) ∧ (1 ∨ (¬S)) ((T ∨ 1) ∧ (1 ∨ S)) ∧ ((¬0) ∨ (¬S)) (((1 ∨ S) ∧ T) ∨ ((1 ∨ S) ∧...
boolean
null
[ 18902, 25, 1819, 83193, 16, 8, 75078, 320, 48, 12264, 101, 1229, 595, 75078, 1819, 83193, 39, 8, 12264, 101, 320, 39, 75078, 220, 15, 4489, 3883, 512, 1209, 83193, 39, 8, 12264, 101, 320, 39, 75078, 220, 15, 595, 75078, 1819, 83193,...
1,579
null
1,149
null
cl100k_base
1,776
null
null
null
Original: ((¬1) ∧ (Q ∨ Q)) ∧ ((¬H) ∨ (H ∧ 0)) Options: ((¬H) ∨ (H ∧ 0)) ∧ ((¬1) ∧ (Q ∨ Q)) (¬1) ∧ ((Q ∨ Q) ∧ ((¬H) ∨ (H ∧ 0))) (((¬1) ∧ (Q ∨ Q)) ∧ (¬H)) ∨ (((¬1) ∧ (Q ∨ Q)) ∧ (H ∧ 0)) ((¬1) ∧ (Q ∨ Q)) ∧ ((H ∧ 0) ∨ (¬H)) ((¬1) ∧ (Q ∨ Q)) ∧ (((¬H) ∨ H) ∧ ((¬H) ∨ 0)) ((¬1) ∧ (Q ∨ Q)) ∧ ((¬H) ∨ 0) ((¬1) ∧ (Q ∨ Q)) ∧ ((¬H)...
boolean
null
[ 18902, 25, 1819, 15, 75078, 328, 8, 75078, 320, 50, 75078, 220, 15, 595, 75078, 1819, 50, 75078, 328, 8, 12264, 101, 320, 40, 12264, 101, 328, 4489, 3883, 512, 1209, 50, 75078, 328, 8, 12264, 101, 320, 40, 12264, 101, 328, 595, 75...
1,580
null
1,552
null
cl100k_base
2,493
null
null
null
Original: ((0 ∧ S) ∧ (S ∧ 0)) ∧ ((S ∧ S) ∨ (I ∨ S)) Options: ((S ∧ S) ∨ (I ∨ S)) ∧ ((0 ∧ S) ∧ (S ∧ 0)) (0 ∧ S) ∧ ((S ∧ 0) ∧ ((S ∧ S) ∨ (I ∨ S))) (((0 ∧ S) ∧ (S ∧ 0)) ∧ (S ∧ S)) ∨ (((0 ∧ S) ∧ (S ∧ 0)) ∧ (I ∨ S)) ((0 ∧ S) ∧ (S ∧ 0)) ∧ ((I ∨ S) ∨ (S ∧ S)) ((0 ∧ S) ∧ (S ∧ 0)) ∧ (((S ∧ S) ∨ I) ∨ S) ((0 ∧ S) ∧ (S ∧ 0)) ∧ ((...
boolean
null
[ 18902, 25, 97265, 1209, 48, 75078, 1229, 8, 75078, 320, 83193, 16, 4489, 3883, 512, 7, 83193, 7, 48, 75078, 1229, 595, 12264, 101, 320, 83193, 7, 83193, 16, 1192, 83193, 1209, 83193, 16, 8, 75078, 320, 48, 75078, 1229, 1192, 83193, ...
1,581
null
173
null
cl100k_base
298
null
null
null
Original: ¬((Q ∧ Q) ∧ (¬1)) Options: (¬(Q ∧ Q)) ∨ (¬(¬1)) ¬((¬1) ∧ (Q ∧ Q)) ¬(Q ∧ (Q ∧ (¬1))) ¬((Q ∧ Q) ∧ 0) ¬(Q ∧ (¬1)) Chosen: ¬((Q ∧ Q) ∧ 0) Options: (¬(Q ∧ Q)) ∨ (¬0) ¬0 ¬(0 ∧ (Q ∧ Q)) ¬(Q ∧ (Q ∧ 0)) ¬(Q ∧ 0) Chosen: ¬(Q ∧ 0) Options: (¬Q) ∨ (¬0) ¬0 ¬(0 ∧ Q) Chosen: ¬0 Options: 1 Chosen: 1
boolean
null
[ 18902, 25, 320, 83193, 7, 39, 12264, 101, 473, 595, 12264, 101, 320, 83193, 7, 39, 75078, 220, 15, 4489, 3883, 512, 7, 83193, 7, 39, 75078, 220, 15, 595, 12264, 101, 320, 83193, 7, 39, 12264, 101, 473, 1192, 7, 83193, 7, 39, 122...
1,582
null
258
null
cl100k_base
385
null
null
null
Original: (¬(H ∨ H)) ∨ (¬(H ∧ 0)) Options: (¬(H ∧ 0)) ∨ (¬(H ∨ H)) (¬(H ∨ H)) ∨ ((¬H) ∨ (¬0)) (¬(H ∨ H)) ∨ (¬0) (¬(H ∨ H)) ∨ (¬(0 ∧ H)) ((¬H) ∧ (¬H)) ∨ (¬(H ∧ 0)) (¬H) ∨ (¬(H ∧ 0)) Chosen: (¬H) ∨ (¬(H ∧ 0)) Options: (¬(H ∧ 0)) ∨ (¬H) (¬H) ∨ ((¬H) ∨ (¬0)) (¬H) ∨ (¬0) (¬H) ∨ (¬(0 ∧ H)) Chosen: (¬H) ∨ (¬0) Options: (¬0...
boolean
null
[ 18902, 25, 320, 83193, 7, 16, 12264, 101, 220, 16, 595, 75078, 1819, 83193, 51, 8, 75078, 320, 15, 75078, 220, 15, 4489, 3883, 512, 1209, 83193, 51, 8, 75078, 320, 15, 75078, 220, 15, 595, 75078, 320, 83193, 7, 16, 12264, 101, 220...
1,583
null
560
null
cl100k_base
855
null
null
null
Original: (¬(1 ∨ 1)) ∧ ((¬T) ∧ (0 ∧ 0)) Options: ((¬T) ∧ (0 ∧ 0)) ∧ (¬(1 ∨ 1)) ((¬(1 ∨ 1)) ∧ (¬T)) ∧ (0 ∧ 0) (¬(1 ∨ 1)) ∧ ((0 ∧ 0) ∧ (¬T)) (¬(1 ∨ 1)) ∧ (((¬T) ∧ 0) ∧ 0) (¬(1 ∨ 1)) ∧ ((¬T) ∧ 0) ((¬1) ∧ (¬1)) ∧ ((¬T) ∧ (0 ∧ 0)) (¬1) ∧ ((¬T) ∧ (0 ∧ 0)) Chosen: (¬(1 ∨ 1)) ∧ ((¬T) ∧ 0) Options: ((¬T) ∧ 0) ∧ (¬(1 ∨ 1)) ((¬...
boolean
null
[ 18902, 25, 1819, 34, 75078, 220, 15, 8, 12264, 101, 320, 35, 12264, 101, 423, 595, 75078, 320, 83193, 7, 35, 75078, 356, 4489, 3883, 512, 7, 83193, 7, 35, 75078, 356, 595, 75078, 1819, 34, 75078, 220, 15, 8, 12264, 101, 320, 35, ...
1,584
null
675
null
cl100k_base
1,074
null
null
null
Original: ((C ∧ 0) ∨ (D ∨ D)) ∧ (¬(D ∧ C)) Options: (¬(D ∧ C)) ∧ ((C ∧ 0) ∨ (D ∨ D)) ((C ∧ 0) ∨ (D ∨ D)) ∧ ((¬D) ∨ (¬C)) ((C ∧ 0) ∨ (D ∨ D)) ∧ (¬(C ∧ D)) ((D ∨ D) ∨ (C ∧ 0)) ∧ (¬(D ∧ C)) (((C ∧ 0) ∨ D) ∨ D) ∧ (¬(D ∧ C)) ((C ∧ 0) ∨ D) ∧ (¬(D ∧ C)) (0 ∨ (D ∨ D)) ∧ (¬(D ∧ C)) ((0 ∧ C) ∨ (D ∨ D)) ∧ (¬(D ∧ C)) Chosen: ((D ...
boolean
null
[ 18902, 25, 320, 83193, 7, 83193, 38, 595, 75078, 1819, 42, 75078, 220, 15, 8, 12264, 101, 320, 16, 75078, 480, 4489, 3883, 512, 1209, 42, 75078, 220, 15, 8, 12264, 101, 320, 16, 75078, 480, 595, 75078, 320, 83193, 7, 83193, 38, 11...
1,585
null
991
null
cl100k_base
1,599
null
null
null
Original: (¬(¬G)) ∧ ((K ∧ 0) ∨ (1 ∧ G)) Options: ((K ∧ 0) ∨ (1 ∧ G)) ∧ (¬(¬G)) ((¬(¬G)) ∧ (K ∧ 0)) ∨ ((¬(¬G)) ∧ (1 ∧ G)) (¬(¬G)) ∧ ((1 ∧ G) ∨ (K ∧ 0)) (¬(¬G)) ∧ (((K ∧ 0) ∨ 1) ∧ ((K ∧ 0) ∨ G)) (¬(¬G)) ∧ ((K ∧ 0) ∨ G) (¬(¬G)) ∧ ((K ∧ 0) ∨ (G ∧ 1)) (¬(¬G)) ∧ (0 ∨ (1 ∧ G)) (¬(¬G)) ∧ ((0 ∧ K) ∨ (1 ∧ G)) G ∧ ((K ∧ 0) ∨ (1 ...
boolean
null
[ 18902, 25, 1819, 83193, 16, 8, 12264, 101, 320, 16, 75078, 480, 595, 12264, 101, 1819, 15, 75078, 220, 16, 8, 12264, 101, 320, 38, 75078, 358, 4489, 3883, 512, 1209, 15, 75078, 220, 16, 8, 12264, 101, 320, 38, 75078, 358, 595, 122...
1,586
null
1,495
null
cl100k_base
2,262
null
null
null
Original: ((¬1) ∨ (1 ∧ G)) ∨ ((0 ∧ 1) ∨ (G ∧ I)) Options: ((0 ∧ 1) ∨ (G ∧ I)) ∨ ((¬1) ∨ (1 ∧ G)) (((¬1) ∨ (1 ∧ G)) ∨ (0 ∧ 1)) ∨ (G ∧ I) (¬1) ∨ ((1 ∧ G) ∨ ((0 ∧ 1) ∨ (G ∧ I))) ((¬1) ∨ (1 ∧ G)) ∨ ((G ∧ I) ∨ (0 ∧ 1)) ((¬1) ∨ (1 ∧ G)) ∨ (((0 ∧ 1) ∨ G) ∧ ((0 ∧ 1) ∨ I)) ((¬1) ∨ (1 ∧ G)) ∨ ((0 ∧ 1) ∨ (I ∧ G)) ((¬1) ∨ (1 ∧ G)...
boolean
null
[ 18902, 25, 1819, 83193, 40, 8, 75078, 320, 55, 12264, 101, 220, 15, 595, 75078, 1819, 40, 12264, 101, 358, 8, 75078, 320, 83193, 15, 4489, 3883, 512, 1209, 40, 12264, 101, 358, 8, 75078, 320, 83193, 15, 595, 75078, 1819, 83193, 40, ...
1,587
null
850
null
cl100k_base
1,386
null
null
null
Original: ((¬I) ∧ (X ∨ 0)) ∧ ((I ∨ I) ∧ (¬0)) Options: ((I ∨ I) ∧ (¬0)) ∧ ((¬I) ∧ (X ∨ 0)) (((¬I) ∧ (X ∨ 0)) ∧ (I ∨ I)) ∧ (¬0) (¬I) ∧ ((X ∨ 0) ∧ ((I ∨ I) ∧ (¬0))) ((¬I) ∧ (X ∨ 0)) ∧ ((¬0) ∧ (I ∨ I)) ((¬I) ∧ (X ∨ 0)) ∧ ((I ∨ I) ∧ 1) ((¬I) ∧ (X ∨ 0)) ∧ (I ∧ (¬0)) ((X ∨ 0) ∧ (¬I)) ∧ ((I ∨ I) ∧ (¬0)) (((¬I) ∧ X) ∨ ((¬I) ∧...
boolean
null
[ 18902, 25, 97265, 7, 83193, 7, 83193, 16, 4489, 3883, 512, 83193, 16, 198, 83193, 7, 83193, 15, 340, 1163, 8477, 25, 97265, 16, 271, 3883, 512, 15, 198, 1163, 8477, 25, 220, 15 ]
1,588
null
34
null
cl100k_base
70
null
null
null
Original: ¬(¬(¬1)) Options: ¬1 ¬(¬0) Chosen: ¬1 Options: 0 Chosen: 0
boolean
null
[ 18902, 25, 97265, 1209, 83193, 52, 8, 12264, 101, 320, 15, 12264, 101, 220, 16, 4489, 3883, 512, 7, 83193, 7, 83193, 52, 595, 75078, 320, 83193, 7, 15, 12264, 101, 220, 16, 1192, 83193, 1209, 15, 12264, 101, 220, 16, 8, 12264, 101...
1,589
null
360
null
cl100k_base
567
null
null
null
Original: ¬((¬U) ∨ (0 ∨ 1)) Options: (¬(¬U)) ∧ (¬(0 ∨ 1)) ¬((0 ∨ 1) ∨ (¬U)) ¬(((¬U) ∨ 0) ∨ 1) ¬((¬U) ∨ 1) ¬((¬U) ∨ (1 ∨ 0)) Chosen: (¬(¬U)) ∧ (¬(0 ∨ 1)) Options: (¬(0 ∨ 1)) ∧ (¬(¬U)) (¬(¬U)) ∧ ((¬0) ∧ (¬1)) (¬(¬U)) ∧ (¬1) (¬(¬U)) ∧ (¬(1 ∨ 0)) U ∧ (¬(0 ∨ 1)) Chosen: U ∧ (¬(0 ∨ 1)) Options: (¬(0 ∨ 1)) ∧ U U ∧ ((¬0) ∧ ...
boolean
null
[ 18902, 25, 320, 83193, 7, 37, 12264, 101, 220, 15, 595, 75078, 1819, 15, 12264, 101, 220, 15, 8, 75078, 320, 36, 12264, 101, 220, 15, 4489, 3883, 512, 1209, 15, 12264, 101, 220, 15, 8, 75078, 320, 36, 12264, 101, 220, 15, 595, 7...
1,590
null
609
null
cl100k_base
900
null
null
null
Original: (¬(F ∨ 0)) ∧ ((0 ∨ 0) ∧ (E ∨ 0)) Options: ((0 ∨ 0) ∧ (E ∨ 0)) ∧ (¬(F ∨ 0)) ((¬(F ∨ 0)) ∧ (0 ∨ 0)) ∧ (E ∨ 0) (¬(F ∨ 0)) ∧ ((E ∨ 0) ∧ (0 ∨ 0)) (¬(F ∨ 0)) ∧ (((0 ∨ 0) ∧ E) ∨ ((0 ∨ 0) ∧ 0)) (¬(F ∨ 0)) ∧ ((0 ∨ 0) ∧ E) (¬(F ∨ 0)) ∧ ((0 ∨ 0) ∧ (0 ∨ E)) (¬(F ∨ 0)) ∧ (0 ∧ (E ∨ 0)) ((¬F) ∧ (¬0)) ∧ ((0 ∨ 0) ∧ (E ∨ 0)) ...
boolean
null
[ 18902, 25, 97265, 1209, 83193, 45, 8, 75078, 320, 16, 12264, 101, 220, 16, 4489, 3883, 512, 7, 83193, 7, 83193, 45, 595, 12264, 101, 320, 83193, 7, 16, 12264, 101, 220, 16, 1192, 83193, 1209, 16, 12264, 101, 220, 16, 8, 75078, 320...
1,591
null
130
null
cl100k_base
214
null
null
null
Original: ¬((¬N) ∧ (1 ∨ 1)) Options: (¬(¬N)) ∨ (¬(1 ∨ 1)) ¬((1 ∨ 1) ∧ (¬N)) ¬(((¬N) ∧ 1) ∨ ((¬N) ∧ 1)) ¬((¬N) ∧ 1) Chosen: ¬((¬N) ∧ 1) Options: (¬(¬N)) ∨ (¬1) ¬(¬N) ¬(1 ∧ (¬N)) Chosen: ¬(¬N) Options: N Chosen: N
boolean
null
[ 18902, 25, 1819, 16, 12264, 101, 473, 8, 12264, 101, 320, 48, 12264, 101, 220, 16, 595, 12264, 101, 1819, 39, 12264, 101, 220, 16, 8, 12264, 101, 320, 39, 12264, 101, 220, 16, 4489, 3883, 512, 1209, 39, 12264, 101, 220, 16, 8, 1...
1,592
null
2,577
null
cl100k_base
3,441
null
null
null
Original: ((1 ∨ H) ∨ (Q ∨ 1)) ∨ ((H ∨ 1) ∨ (H ∨ 1)) Options: ((H ∨ 1) ∨ (H ∨ 1)) ∨ ((1 ∨ H) ∨ (Q ∨ 1)) (((1 ∨ H) ∨ (Q ∨ 1)) ∨ (H ∨ 1)) ∨ (H ∨ 1) (1 ∨ H) ∨ ((Q ∨ 1) ∨ ((H ∨ 1) ∨ (H ∨ 1))) ((1 ∨ H) ∨ (Q ∨ 1)) ∨ (((H ∨ 1) ∨ H) ∨ 1) ((1 ∨ H) ∨ (Q ∨ 1)) ∨ (H ∨ (1 ∨ (H ∨ 1))) ((1 ∨ H) ∨ (Q ∨ 1)) ∨ ((H ∨ 1) ∨ 1) ((1 ∨ H) ∨ (...
boolean
null
[ 18902, 25, 97265, 1209, 83193, 15, 8, 75078, 320, 15, 12264, 101, 445, 4489, 3883, 512, 7, 83193, 7, 83193, 15, 595, 12264, 101, 320, 83193, 7, 15, 12264, 101, 445, 1192, 83193, 1209, 15, 12264, 101, 445, 8, 75078, 320, 83193, 15, ...
1,593
null
208
null
cl100k_base
330
null
null
null
Original: ¬((¬0) ∧ (0 ∨ L)) Options: (¬(¬0)) ∨ (¬(0 ∨ L)) ¬((0 ∨ L) ∧ (¬0)) ¬(((¬0) ∧ 0) ∨ ((¬0) ∧ L)) ¬((¬0) ∧ L) ¬((¬0) ∧ (L ∨ 0)) ¬(1 ∧ (0 ∨ L)) Chosen: ¬(1 ∧ (0 ∨ L)) Options: (¬1) ∨ (¬(0 ∨ L)) ¬(0 ∨ L) ¬((0 ∨ L) ∧ 1) ¬((1 ∧ 0) ∨ (1 ∧ L)) ¬(1 ∧ L) ¬(1 ∧ (L ∨ 0)) Chosen: ¬(0 ∨ L) Options: (¬0) ∧ (¬L) ¬L ¬(L ∨ 0) ...
boolean
null
[ 18902, 25, 320, 83193, 7, 83193, 39, 595, 75078, 1819, 83193, 39, 8, 75078, 320, 39, 75078, 220, 16, 4489, 3883, 512, 1209, 83193, 39, 8, 75078, 320, 39, 75078, 220, 16, 595, 75078, 320, 83193, 7, 83193, 39, 1192, 1209, 83193, 7, ...
1,594
null
573
null
cl100k_base
928
null
null
null
Original: (¬(¬H)) ∧ ((¬H) ∧ (H ∧ 1)) Options: ((¬H) ∧ (H ∧ 1)) ∧ (¬(¬H)) ((¬(¬H)) ∧ (¬H)) ∧ (H ∧ 1) (¬(¬H)) ∧ ((H ∧ 1) ∧ (¬H)) (¬(¬H)) ∧ (((¬H) ∧ H) ∧ 1) (¬(¬H)) ∧ ((¬H) ∧ H) (¬(¬H)) ∧ ((¬H) ∧ (1 ∧ H)) H ∧ ((¬H) ∧ (H ∧ 1)) Chosen: ((¬(¬H)) ∧ (¬H)) ∧ (H ∧ 1) Options: (H ∧ 1) ∧ ((¬(¬H)) ∧ (¬H)) (((¬(¬H)) ∧ (¬H)) ∧ H) ∧...
boolean
null
[ 18902, 25, 97265, 1209, 16, 75078, 452, 8, 75078, 320, 16, 12264, 101, 220, 16, 4489, 3883, 512, 7, 83193, 7, 16, 75078, 452, 595, 12264, 101, 320, 83193, 7, 16, 12264, 101, 220, 16, 1192, 83193, 1209, 16, 12264, 101, 220, 16, 8, ...
1,595
null
221
null
cl100k_base
348
null
null
null
Original: ¬((1 ∧ N) ∧ (1 ∨ 1)) Options: (¬(1 ∧ N)) ∨ (¬(1 ∨ 1)) ¬((1 ∨ 1) ∧ (1 ∧ N)) ¬(1 ∧ (N ∧ (1 ∨ 1))) ¬(((1 ∧ N) ∧ 1) ∨ ((1 ∧ N) ∧ 1)) ¬((1 ∧ N) ∧ 1) ¬(N ∧ (1 ∨ 1)) ¬((N ∧ 1) ∧ (1 ∨ 1)) Chosen: ¬(N ∧ (1 ∨ 1)) Options: (¬N) ∨ (¬(1 ∨ 1)) ¬((1 ∨ 1) ∧ N) ¬((N ∧ 1) ∨ (N ∧ 1)) ¬(N ∧ 1) Chosen: ¬(N ∧ 1) Options: (¬N) ∨...
boolean
null
[ 18902, 25, 1819, 15, 12264, 101, 220, 15, 8, 12264, 101, 320, 83193, 16, 595, 75078, 1819, 83193, 32, 8, 12264, 101, 320, 32, 75078, 356, 4489, 3883, 512, 1209, 83193, 32, 8, 12264, 101, 320, 32, 75078, 356, 595, 75078, 1819, 15, ...
1,596
null
1,021
null
cl100k_base
1,542
null
null
null
Original: ((0 ∨ 0) ∨ (¬1)) ∧ ((¬A) ∨ (A ∧ C)) Options: ((¬A) ∨ (A ∧ C)) ∧ ((0 ∨ 0) ∨ (¬1)) (((0 ∨ 0) ∨ (¬1)) ∧ (¬A)) ∨ (((0 ∨ 0) ∨ (¬1)) ∧ (A ∧ C)) ((0 ∨ 0) ∨ (¬1)) ∧ ((A ∧ C) ∨ (¬A)) ((0 ∨ 0) ∨ (¬1)) ∧ (((¬A) ∨ A) ∧ ((¬A) ∨ C)) ((0 ∨ 0) ∨ (¬1)) ∧ ((¬A) ∨ (C ∧ A)) ((¬1) ∨ (0 ∨ 0)) ∧ ((¬A) ∨ (A ∧ C)) (0 ∨ (0 ∨ (¬1))) ∧...
boolean
null
[ 18902, 25, 97265, 1209, 83193, 40, 8, 75078, 320, 16, 12264, 101, 622, 4489, 3883, 512, 7, 83193, 7, 83193, 40, 595, 12264, 101, 320, 83193, 7, 16, 12264, 101, 622, 1192, 83193, 1209, 16, 12264, 101, 622, 8, 75078, 320, 83193, 40, ...
1,597
null
289
null
cl100k_base
447
null
null
null
Original: ¬((¬I) ∧ (1 ∨ J)) Options: (¬(¬I)) ∨ (¬(1 ∨ J)) ¬((1 ∨ J) ∧ (¬I)) ¬(((¬I) ∧ 1) ∨ ((¬I) ∧ J)) ¬((¬I) ∧ 1) ¬((¬I) ∧ (J ∨ 1)) Chosen: (¬(¬I)) ∨ (¬(1 ∨ J)) Options: (¬(1 ∨ J)) ∨ (¬(¬I)) (¬(¬I)) ∨ ((¬1) ∧ (¬J)) (¬(¬I)) ∨ (¬1) (¬(¬I)) ∨ (¬(J ∨ 1)) I ∨ (¬(1 ∨ J)) Chosen: I ∨ (¬(1 ∨ J)) Options: (¬(1 ∨ J)) ∨ I I ∨...
boolean
null
[ 18902, 25, 1819, 16, 12264, 101, 426, 8, 12264, 101, 320, 15, 75078, 220, 15, 595, 75078, 320, 83193, 7, 15, 75078, 356, 4489, 3883, 512, 7, 83193, 7, 15, 75078, 356, 595, 75078, 1819, 16, 12264, 101, 426, 8, 12264, 101, 320, 15, ...
1,598
null
533
null
cl100k_base
828
null
null
null
Original: ((1 ∨ B) ∨ (0 ∧ 0)) ∧ (¬(0 ∧ C)) Options: (¬(0 ∧ C)) ∧ ((1 ∨ B) ∨ (0 ∧ 0)) ((1 ∨ B) ∨ (0 ∧ 0)) ∧ ((¬0) ∨ (¬C)) ((1 ∨ B) ∨ (0 ∧ 0)) ∧ (¬0) ((1 ∨ B) ∨ (0 ∧ 0)) ∧ (¬(C ∧ 0)) ((0 ∧ 0) ∨ (1 ∨ B)) ∧ (¬(0 ∧ C)) (1 ∨ (B ∨ (0 ∧ 0))) ∧ (¬(0 ∧ C)) (((1 ∨ B) ∨ 0) ∧ ((1 ∨ B) ∨ 0)) ∧ (¬(0 ∧ C)) ((1 ∨ B) ∨ 0) ∧ (¬(0 ∧ C)) ...
boolean
null
[ 18902, 25, 1819, 83193, 38, 8, 12264, 101, 320, 15, 12264, 101, 220, 15, 595, 75078, 1819, 38, 12264, 101, 622, 8, 12264, 101, 320, 83193, 41, 4489, 3883, 512, 1209, 38, 12264, 101, 622, 8, 12264, 101, 320, 83193, 41, 595, 75078, ...
1,599
null
843
null
cl100k_base
1,263
null
null
null
Original: ((¬G) ∨ (0 ∨ 0)) ∧ ((G ∨ J) ∨ (¬J)) Options: ((G ∨ J) ∨ (¬J)) ∧ ((¬G) ∨ (0 ∨ 0)) (((¬G) ∨ (0 ∨ 0)) ∧ (G ∨ J)) ∨ (((¬G) ∨ (0 ∨ 0)) ∧ (¬J)) ((¬G) ∨ (0 ∨ 0)) ∧ ((¬J) ∨ (G ∨ J)) ((¬G) ∨ (0 ∨ 0)) ∧ (G ∨ (J ∨ (¬J))) ((¬G) ∨ (0 ∨ 0)) ∧ ((J ∨ G) ∨ (¬J)) ((0 ∨ 0) ∨ (¬G)) ∧ ((G ∨ J) ∨ (¬J)) (((¬G) ∨ 0) ∨ 0) ∧ ((G ∨ J)...