import re import sys import bisect dump = lambda *x : print(*x, file = sys.stderr) def coordinate_compression(a): n = len(a) x = sorted(list(set(a))) b = [0] * n for i in range(n): b[i] = bisect.bisect_left(x, a[i]) return b def bit_matrix_rank(a): n, m = len(a), len(a[0]) i, j = 0, 0 while i < n and j < m: i2 = i while i2 < n and not a[i2][j]: i2 += 1 if i2 == n: j += 1 continue a[i], a[i2] = a[i2], a[i] for i2 in range(n): if i2 == i: continue if a[i2][j]: for j2 in range(m): a[i2][j2] ^= a[i][j2] i += 1 j += 1 return i content = input() pattern = r'^(\d+) (\d+) (\d+) (\d+)$' result = re.match(pattern, content) if not result: sys.exit("format error.") N, M, B, Q = map(int, result.groups()) if not (3 <= N and N <= 10**18): sys.exit("N") if not (3 <= M and M <= 4*(10**2)): sys.exit("M") if not (2 <= B and B <= 10**9): sys.exit("L") if not (1 <= Q and Q <= 10**3): sys.exit("Q") ijs = [] for _ in range(M): content = input() pattern = r'^(\d+) (\d+)$' result = re.match(pattern, content) if not result: sys.exit("format error.") i, j = map(int, result.groups()) if not (0 <= i and i < j and j < N): sys.exit("i j") ijs += [i, j] dump(ijs) ijs_cp = coordinate_compression(ijs) h = max(ijs_cp) + 1 dump(ijs_cp) dump(h) ms = [] for _ in range(Q): content = input() pattern = r'^(\d+) (\d+) (\d+)$' result = re.match(pattern, content) if not result: sys.exit("format error.") m0, m1, m2 = map(int, result.groups()) if not (0 <= m0 and m0 < m1 and m1 < m2 and m2 < M): sys.exit("m0 m1 m2") vs = [] vs += ijs[2 * m0 : 2 * m0 + 2] vs += ijs[2 * m1 : 2 * m1 + 2] vs += ijs[2 * m2 : 2 * m2 + 2] vs.sort() if not (vs[0] == vs[1] and vs[1] != vs[2] and vs[2] == vs[3] and vs[3] != vs[4] and vs[4] == vs[5]): sys.exit("m0 m1 m2 loop") ms += [[m0, m1, m2]] dump(ms) mat = [[0 for j in range(M)] for i in range(h)] for m in range(M): for t in range(2): mat[ijs_cp[2 * m + t]][m] = 1 dump(mat) mat2 = [[0 for j in range(M)] for i in range(Q)] for q in range(Q): for t in range(3): mat2[q][ms[q][t]] = 1 dump(mat2) r = bit_matrix_rank(mat) r2 = bit_matrix_rank(mat2) dump(r, r2) resT = pow(2, r2, B) resS = (pow(2, M - r, B) - resT + B) % B print(resS, resT)