Problem Statement
Definition
- Class:
- AmoebaCode
- Method:
- find
- Parameters:
- String, int
- Returns:
- int
- Method signature:
- int find(String code, int K)
- (be sure your method is public)
Constraints
- K will be between 1 and 7, inclusive.
- code will contain between K+1 and 50 characters, inclusive.
- Each character of code will be a digit between 0 and K, inclusive.
Examples
"01"
1
Returns: 1
"1001"
2
Returns: 1
There are only four possible ways to replace the '0's here: 1121 1211 1111 1221 In each of these combinations, the shortest distance between two equal digits is between consecutive equal digits (a distance of 1).
"1010"
2
Returns: 2
"01001"
3
Returns: 3
One possible combination is "31231". There are two pairs of equal digits here. The distance between the two '3's is 3, and the distance between the two '1's is 3.
"10012031001"
3
Returns: 2
"00000000000000000000000000000000000000000001100001"
7
Returns: 1
"00000000000000000000000000000000000000000012304567"
7
Returns: 4
"00000000000000000000000000000000000000000000000000"
7
Returns: 7
"00000000000000000000000000000000000000000000000077"
7
Returns: 1
"77000000000000000000000000000000000000000000000000"
7
Returns: 1
"00000000000000000000000000000000000000000713004567"
7
Returns: 4
"01234567012345670123456701234567012345670123456700"
7
Returns: 4
"11"
1
Returns: 1
"010010100"
1
Returns: 1
"111001001011101"
1
Returns: 1
"10111100100011"
1
Returns: 1
"1011100100111111111111101111111111111111110010111"
1
Returns: 1
"11111011011110110001111111111110111001111101111111"
1
Returns: 1
"0100000000001000010000001001011000101010010000100"
1
Returns: 1
"0212"
2
Returns: 2
"1200001"
2
Returns: 2
"0000000000000000000000200"
2
Returns: 2
"11012222211"
2
Returns: 1
"1202000000000000120000000000200012000010000010010"
2
Returns: 1
"00101200002020000000101012202200001022000000200000"
2
Returns: 1
"00200000100000000100000000100200000000000000000200"
2
Returns: 1
"00030"
3
Returns: 3
"2031031203"
3
Returns: 2
"30123"
3
Returns: 2
"313200033211031320021310013222"
3
Returns: 1
"0031213013232130313212313103231310123123123023121"
3
Returns: 2
"32121203232312121213232302121232310120021313032121"
3
Returns: 2
"0103023320020303201230000300321202100331002303212"
3
Returns: 1
"30002"
4
Returns: 3
"0100240120340"
4
Returns: 2
"00020400001"
4
Returns: 4
"3030443210030"
4
Returns: 1
"1000010200043040021000302403000200014020304001421"
4
Returns: 3
"4001000004000000000000002000000000000020000000000"
4
Returns: 3
"0021000010001001000000100430032400300000300004200"
4
Returns: 3
"000241"
5
Returns: 5
"000030124351"
5
Returns: 5
"50020000002300400035000000000"
5
Returns: 3
"11252040211024115544125"
5
Returns: 1
"30000321530040010040030105020053002502503024003000"
5
Returns: 3
"0000000000000000000000000000000000000000000000000"
5
Returns: 5
"0000000000000000000200020000000004000000000000010"
5
Returns: 4
"15620035"
6
Returns: 5
"5041320651342651"
6
Returns: 4
"560421500604020153"
6
Returns: 4
"4002502010050433600500220430425"
6
Returns: 1
"34152431653264152613246034562346513245013624361406"
6
Returns: 3
"1230465134026145362154602546130052314563241532641"
6
Returns: 3
"0654010000600030000000405000164200000054000060002"
6
Returns: 4
"00000506"
7
Returns: 7
"46015324671052003"
7
Returns: 5
"754362175"
7
Returns: 7
"3000000700030100"
7
Returns: 6
"00000000742003000000760000500000000030506000000000"
7
Returns: 6
"0147503261047521604027316542017653400603400567214"
7
Returns: 4
"5730000000204010003050600000500145070250360000705"
7
Returns: 5
"07405260"
7
Returns: 7
"01724653100206754"
7
Returns: 5
"6752000136245713620457106203001570004"
7
Returns: 4
"4463647315222557"
7
Returns: 1
"6723067512037104035147010520600007530701643264001"
7
Returns: 4
"0000000000000000000000000000000005040302010054321"
7
Returns: 5
"4526074350000504023000050200172003400060502340170"
7
Returns: 5
"200070000"
7
Returns: 7
"040230000"
7
Returns: 7
"20574360250000631"
7
Returns: 5
"40000000000000"
7
Returns: 7
"12345671234567123456712345671234567123456712345671"
7
Returns: 7
"2345643276136547632576324576321"
7
Returns: 3
"234567127654323456741234567"
7
Returns: 2
"00000000000000000000000000000000000000000001000001"
7
Returns: 6
"0603050700102400306070105020030406010000000007345"
7
Returns: 5
"00000012000001300000140000015000001600000170000010"
7
Returns: 6
"0000000000000000000000000000100000000000000000000"
7
Returns: 7
"00000000450000000005400002000000000000000100000000"
7
Returns: 6
"00000010000000000000000000000000400000000000300004"
7
Returns: 6
"60000000000000000000000000000000000000000000000600"
7
Returns: 6
"00012"
2
Returns: 2
"00000000000000000000000000000000000051004003100005"
7
Returns: 6
"00000000000000000000000000000000000000000001234567"
7
Returns: 7
"0000000000000000000000000000000000000012340567"
7
Returns: 4
"0700000700000700000000600203001005000000002500504"
7
Returns: 3
"00000000000000000000000000000000000000000100100000"
7
Returns: 3
"00000000000000000000000000000000000000000000000011"
7
Returns: 1
"00000000000000000000000000000000000000000000000003"
7
Returns: 7
"1002"
3
Returns: 2
"0021"
2
Returns: 2
"00010000"
7
Returns: 7
"10050000012345670002010000200700000000100030002001"
7
Returns: 5
"1201203"
4
Returns: 3
"0000000000000000000000000000000000000000000000000"
7
Returns: 7
"02003002470050020005003716450000600040700005000200"
7
Returns: 6
"76543210"
7
Returns: 7
"100023"
3
Returns: 3
"2212101"
3
Returns: 1
"1234567000000001234567"
7
Returns: 5
"1000503200501063010000705010203050120400052030450"
7
Returns: 5
"000000000000000006000000000400000000000000000"
7
Returns: 7
"00000000000000707000000000000000000000000000000000"
7
Returns: 2
"002"
2
Returns: 2
"10350247012345670052010340250700234000102030402031"
7
Returns: 5
"07650002"
7
Returns: 7
"0001"
2
Returns: 2
"00000002"
7
Returns: 7
"10000000001"
2
Returns: 2
"0123456700000000000000001234567"
7
Returns: 5
"00000000000000000000"
3
Returns: 3
"00000000000000000000000000000000000010000000000000"
7
Returns: 7
"0002000000000000000000000001000300000010000000400"
7
Returns: 6