Problem Statement
Definition
- Class:
- BinaryFlips
- Method:
- minimalMoves
- Parameters:
- int, int, int
- Returns:
- int
- Method signature:
- int minimalMoves(int A, int B, int K)
- (be sure your method is public)
Constraints
- A will be between 0 and 100,000, inclusive.
- B will be between 0 and 100,000, inclusive.
- K will be between 1 and 100,000, inclusive.
Examples
3
0
3
Returns: 1
You initially have 3 zeros and 0 ones, and you must flip 3 numbers in each move. Your only possible move is to flip every number. After the first move, you end up with all ones and win the game.
4
0
3
Returns: 4
This is similar to the previous example, but this time, you have 4 zeros. Here's one minimal sequence of moves that will lead to a win: 0. 0000 (the initial state) 1. 1110 (first three numbers flipped) 2. 1001 (last three numbers flipped) 3. 0100 (first, second and fourth numbers flipped) 4. 1111 (first, third and fourth numbers flipped)
4
1
3
Returns: 2
3
2
5
Returns: -1
100000
100000
578
Returns: 174
0
0
1
Returns: 0
0
0
2
Returns: 0
0
0
99258
Returns: 0
0
3
4
Returns: 0
0
16
1
Returns: 0
1
0
1
Returns: 1
1
1
1
Returns: 1
1
2
1
Returns: 1
1
2
2
Returns: -1
1
3
3
Returns: 3
1
9128
5
Returns: 3
2
0
1
Returns: 2
2
0
2
Returns: 1
2
0
3
Returns: -1
2
1
3
Returns: -1
2
2
3
Returns: 2
2
5
3
Returns: 2
2
29292
2175
Returns: 2
3
0
2
Returns: -1
3
1
2
Returns: -1
3
6
7
Returns: 3
3
2781
2701
Returns: 35
4
0
2
Returns: 2
4
2
3
Returns: 2
4
2
5
Returns: 4
4
7
6
Returns: 2
4
7
7
Returns: 2
4
7
10
Returns: 4
4
7
11
Returns: -1
4
44
50
Returns: -1
5
0
2
Returns: -1
5
0
3
Returns: 3
5
1
2
Returns: -1
5
1
3
Returns: 3
5
1
4
Returns: -1
5
2
1
Returns: 5
5
3
7
Returns: 3
6
6
4
Returns: 2
6
7
4
Returns: 2
6
0
5
Returns: 6
6
1
5
Returns: 4
6
2
5
Returns: 2
6
30000
5
Returns: 2
6
8291
8296
Returns: 6
7
1
1
Returns: 7
7
1
3
Returns: 3
7
2
3
Returns: 3
7
5
5
Returns: 3
7
18
9
Returns: 3
7
26181
17921
Returns: 5
7
98520
56001
Returns: 3
7
99128
70613
Returns: 5
9
1
5
Returns: 3
9
82
15
Returns: 3
10
6
8
Returns: 2
10
7
14
Returns: 3
10
7
15
Returns: 6
10
7
16
Returns: 7
11
1145
16
Returns: -1
11
6662
6671
Returns: 3331
11
99995
99999
Returns: 14285
27
0
5
Returns: 7
27
16
5
Returns: 7
40
40
43
Returns: 2
40
40
79
Returns: 40
42
1
41
Returns: 22
42
2
41
Returns: 14
42
3
41
Returns: 12
42
6
41
Returns: 6
42
10
41
Returns: 4
42
52891
41
Returns: 2
44
77
66
Returns: 2
44
77
118
Returns: 16
85
5
5
Returns: 17
85
66
28
Returns: -1
86
22
28
Returns: 4
86
0
73
Returns: 8
86
4
73
Returns: 6
86
86
83
Returns: 2
89
7
95
Returns: 7
89
8
95
Returns: 5
100
1
100
Returns: 1
100
1
99
Returns: 50
100
92
96
Returns: 2
100
93
99
Returns: 2
615
9214
2918
Returns: -1
615
9128
833
Returns: 3
615
10000
9999
Returns: 17
615
10000
10589
Returns: 385
680
311
36
Returns: 19
682
41
86
Returns: 8
712
11
718
Returns: 3
1000
0
10
Returns: 100
1000
0
101
Returns: 10
1000
0
501
Returns: 4
1000
589
501
Returns: 2
1000
1001
1999
Returns: 500
1000
88290
42929
Returns: 2
1000
98383
99356
Returns: 38
1001
17592
289
Returns: 5
1001
21789
22696
Returns: -1
1001
52795
53769
Returns: 1957
2392
2393
4756
Returns: 83
2393
2392
4755
Returns: 81
7822
0
1
Returns: 7822
7895
89325
15
Returns: 527
8000
3000
6
Returns: 1334
8000
3000
7
Returns: 1144
8000
3000
100
Returns: 80
8000
3000
7999
Returns: 4
8000
3000
10781
Returns: 38
8000
12000
19999
Returns: 8000
8000
12001
19929
Returns: 112
8001
5582
13401
Returns: 31
8001
63969
65993
Returns: 11
14298
12912
753
Returns: 20
15289
77124
13833
Returns: 3
16968
44244
60036
Returns: 16
16968
44244
60282
Returns: 20
16969
98268
61
Returns: 279
16969
98999
9999
Returns: 3
16969
98999
17930
Returns: -1
16969
98999
57930
Returns: -1
16969
98999
97939
Returns: 7
22000
65954
794
Returns: 28
22000
68054
1080
Returns: 21
22000
68054
1081
Returns: 22
22000
68054
3081
Returns: 8
22000
68054
13084
Returns: 2
22000
68054
33089
Returns: 2
22000
68054
53089
Returns: 2
22000
68054
87089
Returns: 8
22000
68054
89012
Returns: 22
23013
4
3
Returns: 7671
23013
4
7
Returns: 3289
23013
5
23017
Returns: 5
23013
8
17
Returns: 1355
23013
8
1573
Returns: 15
23013
50
313
Returns: 75
23013
51
77
Returns: 299
23013
8290
4009
Returns: 7
23013
9923
20011
Returns: 3
23013
9923
29661
Returns: 5
23013
14111
14111
Returns: 3
23013
14111
37109
Returns: 941
23500
1
23499
Returns: 11750
23500
2
3
Returns: 7834
23500
200
23600
Returns: 3
23500
24000
47213
Returns: 82
25000
25000
49692
Returns: 82
25001
25001
2049
Returns: 13
33333
33333
33334
Returns: -1
33333
33333
33335
Returns: 3
33333
33333
65783
Returns: 39
33333
33333
66653
Returns: 2565
34128
11
15
Returns: 2276
34585
1
33
Returns: 1049
35985
0
6
Returns: -1
35985
0
5
Returns: 7197
45902
56
57
Returns: 806
45902
56
45901
Returns: 806
45902
56
45931
Returns: 1702
45902
399
66
Returns: 696
45902
399
559
Returns: 84
45902
400
600
Returns: 77
45902
401
999
Returns: 46
45902
401
2999
Returns: 16
45902
401
7319
Returns: 8
45902
401
11474
Returns: 5
45902
401
11475
Returns: 6
45902
401
11476
Returns: 4
45902
71461
22476
Returns: 3
45903
100
101
Returns: 455
45903
10001
12859
Returns: 5
45903
89257
15299
Returns: 5
45903
89257
15300
Returns: -1
45903
89257
15301
Returns: 3
45903
89257
63939
Returns: 3
45903
89257
68938
Returns: -1
45903
89257
98937
Returns: 3
50000
50000
1
Returns: 50000
50000
100000
3
Returns: 16668
50000
33933
76766
Returns: 5
50001
91285
73593
Returns: 3
51020
6
5589
Returns: 10
66667
33393
9
Returns: 7409
66667
33393
9588
Returns: -1
66667
33393
95887
Returns: 9
88052
0
2
Returns: 44026
88052
0
71
Returns: 1242
88052
0
129
Returns: 684
88052
0
925
Returns: 96
88052
0
8225
Returns: 12
88052
0
25225
Returns: 4
88052
0
25226
Returns: 4
88052
68821
25225
Returns: 4
93851
0
3
Returns: 31285
93851
1
5
Returns: 18771
93851
1
5001
Returns: 19
93851
72517
5001
Returns: 19
93851
72517
16031
Returns: 7
100000
10
111
Returns: 902
100000
27841
21979
Returns: 6
100000
68963
9281
Returns: 12
100000
68963
9282
Returns: 11
100000
68963
9283
Returns: 12
100000
99275
900
Returns: 112
100000
99275
9100
Returns: 11
100000
99275
49103
Returns: 4
100000
99275
49104
Returns: 3
100000
99275
59100
Returns: 2
100000
99925
99999
Returns: 2
100000
89285
100000
Returns: 1
100000
100000
5781
Returns: 18
100000
100000
15780
Returns: 7
99999
100000
15781
Returns: 7
100000
100000
15781
Returns: 8
10
1
8
Returns: 3
800
48
776
Returns: 3
762
118
630
Returns: 3
418
155
398
Returns: 3
120
25
86
Returns: 3
450
82
448
Returns: 3
6
0
4
Returns: 3
50000
50000
99948
Returns: 962
100000
100000
99999
Returns: 2
99999
99999
100000
Returns: -1
99999
100000
99998
Returns: -1
100000
100000
100000
Returns: 1
50000
50000
13456
Returns: 4
100000
50001
79001
Returns: 2
100000
99999
99997
Returns: 2
100000
100000
59999
Returns: 2
100000
100000
91732
Returns: 2
100000
100000
73536
Returns: 2
100000
0
99999
Returns: 100000
100000
100000
99988
Returns: 2
100000
100000
9999
Returns: 12
100000
100000
49999
Returns: 4
99200
0
99101
Returns: 1004
3
5
2
Returns: -1
1
99999
99999
Returns: 99999
100000
100000
49494
Returns: 3
100000
100000
99998
Returns: 2
100000
100000
77781
Returns: 2
100000
100000
12345
Returns: 10
100000
100000
99997
Returns: 2
99998
9999
100000
Returns: 3
100000
99999
98765
Returns: 2
100000
1
99999
Returns: 50000
99993
99994
12343
Returns: 9
99998
100000
100000
Returns: 2
99999
1
50000
Returns: -1
85663
91743
87141
Returns: 3
100000
100000
19999
Returns: 6
100000
100000
49990
Returns: 3
9901
99923
99901
Returns: 11
0
1000
2000
Returns: 0
1
99999
50000
Returns: -1
100000
100000
34587
Returns: 4
7
1
5
Returns: 3
3
3
5
Returns: 3
95274
18257
71605
Returns: 4
6
2
4
Returns: 2
500
1
499
Returns: 250
51662
63673
1001
Returns: 52
100000
0
97865
Returns: 48
100000
10000
87879
Returns: 6
1812
55328
68871
Returns: -1
99996
99994
100000
Returns: 2
67989
83577
70925
Returns: 3
49998
50002
99998
Returns: 25000
65213
80521
9299
Returns: 9
100000
100000
40578
Returns: 3
99999
100000
50000
Returns: -1
98384
98382
98371
Returns: 2
100000
99999
3
Returns: 33334
49998
50002
97998
Returns: 25