from bisect import bisect_left as bl def SA_IS(a): a += [0] k = max(a) + 1 n = len(a) def induce_l(sa, a, n, k, stype): bucket = get_buckets(a, k, 1) for i in range(n): j = sa[i] - 1 if j >= 0 and (not stype[j]): sa[bucket[a[j]]] = j bucket[a[j]] += 1 def induce_s(sa, a, n, k, stype): bucket = get_buckets(a, k, 0) for i in range(n)[::-1]: j = sa[i] - 1 if j >= 0 and stype[j]: bucket[a[j]] -= 1 sa[bucket[a[j]]] = j def get_buckets(a, k, start = 0): bucket = [0] * k for item in a: bucket[item] += 1 s = 0 for i in range(k): s += bucket[i] bucket[i] = s - (bucket[i] if start else 0) return bucket def set_lms(a, n, k, default_order): bucket = get_buckets(a, k) sa = [-1] * n for i in default_order[::-1]: bucket[a[i]] -= 1 sa[bucket[a[i]]] = i return sa def induce(a, n, k, stype, default_order): sa = set_lms(a, n, k, default_order) induce_l(sa, a, n, k, stype) induce_s(sa, a, n, k, stype) return sa def rename_LMS_substring(sa, a, n, stype, LMS, l): sa = [_s for _s in sa if LMS[_s]] tmp = [-1] * (n//2) + [0] dupl = 0 for _ in range(1, l): i, j = sa[_-1], sa[_] for ii in range(n): if a[i+ii] != a[j+ii] or stype[i+ii] != stype[j+ii]: break if ii and (LMS[i+ii] or LMS[j+ii]): dupl += 1 break tmp[j//2] = _ - dupl tmp = [t for t in tmp if t >= 0] return tmp, dupl def calc(a, n, k): stype = [1] * n for i in range(n-1)[::-1]: if a[i] > a[i+1] or (a[i] == a[i+1] and stype[i+1] == 0): stype[i] = 0 LMS = [1 if stype[i] and not stype[i-1] else 0 for i in range(n-1)] + [1] l = sum(LMS) lms = [i for i in range(n) if LMS[i]] sa = induce(a, n, k, stype, lms) renamed_LMS, dupl = rename_LMS_substring(sa, a, n, stype, LMS, l) if dupl: sub_sa = calc(renamed_LMS, l, l - dupl) else: sub_sa = [0] * l for i in range(l): sub_sa[renamed_LMS[i]] = i lms = [lms[sub_sa[i]] for i in range(l)] sa = induce(a, n, k, stype, lms) return sa sa = calc(a, n, k) return sa N, M, Q = map(int, input().split()) S = [ord(a)-96 for a in input()] K = [int(a)-1 for a in input().split()] if S.count(S[0]) == N: print(*[N * M - k for k in K]) elif M <= 2: S *= M SA = SA_IS(S)[1:] print(*[SA[k] + 1 for k in K]) else: for i in range(1, int(N**0.5)+2): if N % i == 0 and S[i:] == S[:-i]: S = S[:i] M *= N // i N = i break S *= 2 SA = SA_IS(S)[1:] X = [] i = 0 for s in SA: if s >= N: X.append((i << 47) + (M-1) * N + (s - N) + 1) i += 1 else: X.append((i << 47) + (M-2) * N + s + 1) i += M-1 X = sorted(X) def chk(a): return (a >> 47, a - (a >> 47 << 47) - 1) def calc(k): t = bl(X, k + 1 << 47) - 1 a, b = chk(X[t]) return b - (k - a) * N + 1 print(*[calc(k) for k in K])