Problem:
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Dice III

Write a program which reads the two dices constructed in the same way as Dice I, and determines whether these two dices are identical. You can roll a dice in the same way as Dice I, and if all integers observed from the six directions are the same as that of another dice, these dices can be considered as identical.

Input

In the first line, six integers assigned to faces of a dice are given in ascending order of their corresponding labels.

In the second line, six integers assigned to faces of another dice are given in ascending order of their corresponding labels.

Output

Print "Yes" if two dices are identical, otherwise "No" in a line.

Constraints

$0 \leq $ the integer assigned to a face $ \leq 100$

Sample Input 1

1 2 3 4 5 6
6 2 4 3 5 1

Sample Output 1

Yes

Sample Input 2

1 2 3 4 5 6
6 5 4 3 2 1

Sample Output 2

No

Solution in JAVA (judge verdict: Wrong Answer)



import java.util.Scanner;

public class Main{

	public static void main(String[] args) {

		/*
		 * ????§?????????????????????\???????????????????????§???????????????????????°??£?§£
		 *
		 * ??????Arraylist???Collections.sort//Error
		 *
		 * ??????????¶?????´???¨??????????????????
		 */

		Scanner sc = new Scanner(System.in);

		// input info
		String [] tmpDice1 = sc.nextLine().split(" ");
		String [] tmpDice2 = sc.nextLine().split(" ");

		int[] diceNum1 = new int[6];
		int[] diceNum2 = new int[6];

		for (int i = 0; i < 6; i++) {
			 diceNum1[i] = Integer.parseInt(tmpDice1[i]);
			 diceNum2[i] = Integer.parseInt(tmpDice2[i]);
		}




		//RollingDice(diceNum1, diceNum2);

		// order
		//[1 2 3 4 5 6] [6 2 4 3 5 1]
		char [] order = {'E','E','S','W','N'}; //sample #3 error
		//EESWN
		//Diceclass3 dc = new Diceclass3();

		for (int i = 0; i < order.length; i++) {

			switch (order[i]) {
			case 'N':
				 int temp = diceNum2[0];
				 diceNum2[0] = diceNum2[1];
				 diceNum2[1] = diceNum2[5];
				 diceNum2[5] = diceNum2[4];
				 diceNum2[4] = temp;
				 break;
			case 'S':
				temp = diceNum2[0];
				diceNum2[0] = diceNum2[2];
				diceNum2[2] = diceNum2[5];
				diceNum2[5] = diceNum2[3];
				diceNum2[3] = temp;
				break;
			case 'E':
				 temp = diceNum2[0];
				diceNum2[0] = diceNum2[3];
				diceNum2[3] = diceNum2[5];
				diceNum2[5] = diceNum2[2];
				diceNum2[2] = temp;
				break;
			case 'W':
				temp = diceNum2[0];
				diceNum2[0] = diceNum2[4];
				diceNum2[4] = diceNum2[5];
				diceNum2[5] = diceNum2[1];
				diceNum2[1] = temp;
				break;
			}
		}

		//check point
		if (diceNum1[0] == diceNum2[0] &&
				diceNum1[1] == diceNum2[1] &&
				 diceNum1[2] == diceNum2[2] &&
				  diceNum1[3] == diceNum2[3] &&
				   diceNum1[4] == diceNum2[4] &&
				    diceNum1[5] == diceNum2[5]) {
				System.out.println("Yes");
			} else {
				System.out.println("No");}

	/*	//Create Dice
		Diceclass3 DC2 = new Diceclass3(diceNum2);

		// diceNum1????????¬??¨??????????????????
		// top && front
		String result="Yes";
		if (diceNum2[0] == diceNum1[0] && diceNum2[1] == diceNum1[1]) {
			//System.out.println(result);
		} else if (diceNum2[1] == diceNum1[0]) {//?¨?????????¢?????????????????¨
			// Order N
			DC2.orderN();
		} else if (diceNum2[2] == diceNum1[0]) {
			// order W
			DC2.orderW();
		}else if (diceNum2[3] == diceNum1[0]) {
			// order E
			DC2.orderE();
		} else if (diceNum2[4] == diceNum1[0]) {
			// Order S
			DC2.orderS();
		}else if (diceNum2[5] == diceNum1[0]) {
			// BOTTOM
			DC2.orderBottom();
		}
		System.out.println(DC2.Checkout(result, diceNum1));*/
	}


	public static void RollingDice(int[] diceNum1, int[] diceNum2) {

		if (diceNum1[0] == diceNum2[4] && diceNum1[1] == diceNum2[5]) {
			int temp1 = diceNum2[0];
			int temp2 = diceNum2[1];
			diceNum2[0] = diceNum2[4];
			diceNum2[1] = diceNum2[5];
			diceNum2[4] = temp2;
			diceNum2[5] = temp1;
			if (diceNum1[3] != diceNum2[3]) {
				int temp = diceNum2[3];
				diceNum2[3] = diceNum2[4];
				diceNum2[4] = temp;
			}
			if (diceNum1[0] == diceNum2[0] &&
					diceNum1[1] == diceNum2[1] &&
					 diceNum1[2] == diceNum2[2] &&
					  diceNum1[3] == diceNum2[3] &&
					   diceNum1[4] == diceNum2[4] &&
					    diceNum1[5] == diceNum2[5]) {
					System.out.println("Yes");
				} else {
					System.out.println("No");
			}
		}
	}
class Diceclass3 {

	// declear
	static final int DICEDESIGN = 6;
	static final int TOP = 0; // ?????¢ ex:1
	static final int FRONT = 1;// ??£??¢ ex:2
	static final int RIGHT = 2;// ex:3 order:East
	static final int LEFT = 3;// ex:4 order:West
	static final int BACK = 4;// ?£???¢ ex:5 order:North
	static final int BOTTOM = 5;// ex:6 order:South

	int[][] dice = new int[DICEDESIGN][2];

	public Diceclass3() {
		for (int i = 0; i < DICEDESIGN; i++) {
			// [[1, 1], [2, 2], [3, 3], [4, 4], [5, 5], [6, 6]]
			/*
			 * for (int j = 0; j < 3; j++) { dice[i][j] = dice[i+1][j+1]; //
			 * error }
			 */
			dice[i][0] = i + 1;
			dice[i][1] = dice[i][0];
		}
	}

	public Diceclass3(int[] diceNum) {
		this();

		for (int i = 0; i < DICEDESIGN; i++) {
			// [[1, 1], [2, 2], [3, 4], [4, 8], [5, 16], [6, 32]]
			dice[i][1] = diceNum[i];
		}
	}

	public void orderN() {// clear

		// logic T - T ->F, B ->F, BA ->BT, T ->BA
		int[] temp = dice[TOP];
		dice[TOP] = dice[FRONT];
		dice[FRONT] = dice[BOTTOM];
		dice[BOTTOM] = dice[BACK];
		dice[BACK] = temp;
	}

	public void orderS() {// clear

		// logic BT - F -> BT, T ->F, BA -> T, BT ->BA
		int[] temp = dice[BOTTOM];
		dice[BOTTOM] = dice[FRONT];
		dice[FRONT] = dice[TOP];
		dice[TOP] = dice[BACK];
		dice[BACK] = temp;
	}

	public void orderE() {
		// logic L - R->BT, T->R, L->T, B->L
		int[] temp = dice[BOTTOM];
		dice[BOTTOM] = dice[RIGHT];
		dice[RIGHT] = dice[TOP];
		dice[TOP] = dice[LEFT];
		dice[LEFT] = temp;

	}

	public void orderW() {
		// logic R - BT -> R, L -> BT, L -> T, T->R
		int[] temp = dice[RIGHT];
		dice[RIGHT] = dice[BOTTOM];
		dice[BOTTOM] = dice[LEFT];
		dice[LEFT] = dice[TOP];
		dice[TOP] = temp;

	}
	public void orderBottom(){

		int []temp1 = dice[TOP];
		int []temp2 = dice[FRONT];
		dice[FRONT]=dice[BACK];
		dice[TOP] = dice[BOTTOM];
		dice[BACK] = temp2;
		dice[BOTTOM] = temp1;
	}

	public int outputTOP(int top) {
		// TOP?
		return dice[top][1];
	}


	public String Checkout(String result, int[] diceNum1){
		//test

		for (int i = 0; i < diceNum1.length; i++) {
			if(dice[i][1] != diceNum1[i]){
				 result = "No";
			}
		}
		return " ";
	}

	public int CheckRight(int tmptop, int tmpfront, int[][] diceNum) {
		//
		if (tmptop == diceNum[0][1]) {// TOP
			// FRONT
			if (tmpfront == diceNum[1][1])
				return diceNum[2][1];
			// RIGHT
			if (tmpfront == diceNum[2][1])
				return diceNum[4][1];
			// LEFT
			if (tmpfront == diceNum[3][1])
				return diceNum[1][1];
			// BACK
			if (tmpfront == diceNum[4][1])
				return diceNum[3][1];
		} else if (tmptop == diceNum[1][1]) {// FRONT
			// T
			if (tmpfront == diceNum[0][1])
				return diceNum[3][1];
			// R
			if (tmpfront == diceNum[2][1])
				return diceNum[0][1];
			// L
			if (tmpfront == diceNum[3][1])
				return diceNum[5][1];
			// BT
			if (tmpfront == diceNum[5][1])
				return diceNum[2][1];
		} else if (tmptop == diceNum[2][1]) {// RIGHT
			// T
			if (tmpfront == diceNum[0][1])
				return diceNum[1][1];
			// F
			if (tmpfront == diceNum[1][1])
				return diceNum[5][1];
			// R
			if (tmpfront == diceNum[4][1])
				return diceNum[0][1];
			// BT
			if (tmpfront == diceNum[5][1])
				return diceNum[4][1];
		} else if (tmptop == diceNum[3][1]) {// LEFT
			// T
			if (tmpfront == diceNum[0][1])
				return diceNum[4][1];
			// F
			if (tmpfront == diceNum[1][1])
				return diceNum[0][1];
			// R
			if (tmpfront == diceNum[4][1])
				return diceNum[5][1];
			// BT
			if (tmpfront == diceNum[5][1])
				return diceNum[1][1];
		} else if (tmptop == diceNum[4][1]) {// BACK
			// T
			if (tmpfront == diceNum[0][1])
				return diceNum[2][1];
			// R
			if (tmpfront == diceNum[2][1])
				return diceNum[5][1];
			// L
			if (tmpfront == diceNum[3][1])
				return diceNum[0][1];
			// BT
			if (tmpfront == diceNum[5][1])
				return diceNum[3][1];
		} else if (tmptop == diceNum[5][1]) {// BOTTOM
			// F
			if (tmpfront == diceNum[1][1])
				return diceNum[3][1];
			// R
			if (tmpfront == diceNum[2][1])
				return diceNum[1][1];
			// L
			if (tmpfront == diceNum[3][1])
				return diceNum[4][1];
			// BA
			if (tmpfront == diceNum[4][1])
				return diceNum[2][1];
		}
		return 0;
	}

	/*public int[] chkTwoDice(int[] diceNum2, int[] diceNum1){ //test Area


		if (diceNum2[FRONT] == diceNum1[TOP]) {//?¨?????????¢?????????????????¨
			// Order N
			int temp = diceNum2[TOP];
			diceNum2[TOP] = diceNum2[FRONT];
			diceNum2[FRONT] = diceNum2[BOTTOM];
			diceNum2[BOTTOM] = diceNum2[BACK];
			diceNum2[BACK] = temp;

		} else if (diceNum2[RIGHT] == diceNum1[TOP]) {
			// order W
			int temp = diceNum2[RIGHT];
			diceNum2[RIGHT] = diceNum2[BOTTOM];
			diceNum2[BOTTOM] = diceNum2[LEFT];
			diceNum2[LEFT] = diceNum2[TOP];
			diceNum2[TOP] = temp;

		} else if (diceNum2[LEFT] == diceNum1[TOP]) {
			// order E
			int temp = diceNum2[BOTTOM];
			diceNum2[BOTTOM] = diceNum2[RIGHT];
			diceNum2[RIGHT] = diceNum2[TOP];
			diceNum2[TOP] = diceNum2[LEFT];
			diceNum2[LEFT] = temp;

		} else if (diceNum2[BACK] == diceNum1[TOP]) {
			// Order S
			int temp = diceNum2[BOTTOM];
			diceNum2[BOTTOM] = diceNum2[FRONT];
			diceNum2[FRONT] = diceNum2[TOP];
			diceNum2[TOP] = diceNum2[BACK];
			diceNum2[BACK] = temp;

		} else if (diceNum2[BOTTOM] == diceNum1[TOP]) {
			// BOTTOM
			int temp = diceNum2[BOTTOM];
			int temp2 = diceNum2[TOP];
			diceNum2[FRONT] = diceNum2[TOP];
			diceNum2[BACK] = diceNum2[BOTTOM];
			diceNum2[TOP] = temp;
			diceNum2[BOTTOM] = temp2;
		}
		//?¨?????????¢?????????????????¨
			return diceNum2;
	}*/
}}