using System; using System.Collections.Generic; using System.Linq; class Program { static string InputPattern = "InputX"; static List GetInputList() { var WillReturn = new List(); if (InputPattern == "Input1") { WillReturn.Add("2^2^2"); //16 16 } else if (InputPattern == "Input2") { WillReturn.Add("2^3^2"); //64 512 } else if (InputPattern == "Input3") { WillReturn.Add("10^10^10"); //226732710 206165314 } else { string wkStr; while ((wkStr = Console.ReadLine()) != null) WillReturn.Add(wkStr); } return WillReturn; } const long Hou = 1000000007; static void Main() { List InputList = GetInputList(); long[] wkArr = InputList[0].Split('^').Select(pX => long.Parse(pX)).ToArray(); long A = wkArr[0]; long B = wkArr[1]; long C = wkArr[2]; long Answer1 = 0; if (A % Hou > 0) { Answer1 = DeriveBekijyou(A, B, Hou); Answer1 = DeriveBekijyou(Answer1, C, Hou); } long Answer2 = 0; if (A % Hou > 0) { long ModPow = DeriveBekijyou(B, C, Hou - 1); Answer2 = DeriveBekijyou(A, ModPow, Hou); } Console.WriteLine("{0} {1}", Answer1, Answer2); } // 繰り返し2乗法で、(NのP乗) Mod Mを求める static long DeriveBekijyou(long pN, long pP, long pM) { long CurrJyousuu = pN % pM; long CurrShisuu = 1; long WillReturn = 1; while (true) { // 対象ビットが立っている場合 if ((pP & CurrShisuu) > 0) { WillReturn = (WillReturn * CurrJyousuu) % pM; } CurrShisuu *= 2; if (CurrShisuu > pP) return WillReturn; CurrJyousuu = (CurrJyousuu * CurrJyousuu) % pM; } } }