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back to boardSome Hints to solve it without TLE Here are some hints 1)Try to find the number of steps for every number to the final position and put it into a array 2)then try to find the least common multiple off all elements from the resulted array let's consider an exemple 1 2 3 4 (the input is 4 ) 4 2 1 3 4 2 1 3 int var = a[1] (in this example a[1] = 4 considering the array start from 1). while(var != i) (i = 1 the first index of the array) { var = a[var]; ((var)4 = a[4], var = 3, than 3 = var[3], var = 1(found the last position) k++; (is the number of steps that take to bring to last position) } lets make the array of k x[i] = k; than k = 0; i++; this array will look like i <- 1,n (3 1 3 3) than just find the least common multiple for all elements that is 3 input output 4 3 4 2 1 3 and now the sample 5 4 1 5 2 3 the count arraw will look like x[] = (3 3 2 3 2) and the least common multiple is 6 explenation a[1] = 4 var = a[1] = 4(k = 1) var = a[var](4 = a[4])(k = 2) var = 2 after 2 = a[2] = 1(k = 3) (finish) first k = 3 steps x[1] = 3 after i++; var = a[2] ( var = 1 ) after 1 = a[1] (var = 4) after (4 = a[4] = 2 = i) finish k = 3 and so on until the last element I hope this will help (i'm not very good at expanation but i try). |
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