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You judge it straight a thing impossible
To compass wonders but by help of devils.
While green rests your eyes, it will lead you to your demise;
Look to your compass which is grey,
While the treacherous red takes you off the way.
An order in the mess you must introduce,
So as to find the path that leads to the luz.
Cover the dirty stripes on the grass
In hope of unveiling the secret pass
Into the future so you can advance.
INPUT
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
_________________________________________________________________________
UserInterface Class:
import java.io.BufferedReader;
import java.io.IOException;
import java.io.InputStreamReader;
/**
* Clase encargada de mantener el bucle de ejecución del programa hasta el fin de linea.
* @author Javier de Pedro López
*/
public class UserInterface {
/**
* Permite mantener el bucle de lecutra.
*/
public void run() throws IOException{
String line;
BufferedReader reader = new BufferedReader(new InputStreamReader(System.in));
//Bucle que realiza las lecturas hasta que lo recibido sea EOF (null)
do{
line = reader.readLine();
if (line != null && !line.equals("")){
// Base64Decoder dec = new Base64Decoder();
//Solving the challenge XDD
System.out.println(24+4508);
}
} while(line != null);
}
}
Base64Decoder Class:
import java.awt.image.BufferedImage;
import java.io.File;
import java.io.IOException;
import java.util.ArrayList;
import javax.imageio.ImageIO;
/**
* Realiza la decodificación de un String en base 64.
* @author Javier de Pedro López
*/
public class Base64Decoder{
//ATRIBUTOS//
private String _decod;
private BufferedImage _image;
//CONSTRUCTOR//
/**
* Instancia un nuevo decodificador de base 64.
* @param cod codigo a decodificar.
*/
public Base64Decoder() throws IOException{
_decod = "";
_image = ImageIO.read(new File("../image.png"));
char[] bytesChar = decodeText();
for (int i = 0; i < bytesChar.length; i++){
_decod += bytesChar[i];
}
}
//METODOS//
/**
* Permite obtener la decodificacion de la estenografia.
* @return la decodificacion de la imagen.
*/
public String getDecod (){
return _decod;
}
/**
* Realiza la decodificacion en caracteres ascii
* @return
*/
private char[] decodeText(){
ArrayList<Character> arrChar = new ArrayList<Character>();
for (int i = 0; i < _image.getWidth(); i++){
for (int j = 0; j < _image.getHeight(); j++){
int pixelCol = _image.getRGB(i,j);
int r = (pixelCol >>> 16) & 0xff;
int g = (pixelCol >>> 8) & 0xff;
int b = pixelCol & 0xff;
if(!(g == 255 && r == 0 && b ==0)){
if(!(g == 0 && r == 255 && b == 0)){
arrChar.add((char)r);
arrChar.add((char)g);
arrChar.add((char)b);
}
}
}
}
char[] result = new char[arrChar.size()];
for(int i=0; i < arrChar.size(); ++i){
result[i] = arrChar.get(i);
}
return result;
}
}
Si, es totalmente válida. La razón es que al desencriptar la imágen lo que aparece codificado es un texto de un libro, ahora no recuerdo cuál. Tras leer el texto, evidentemente no entero, al final te ponía que escribieses ese conjunto de letras y números para superar el desafío.
Espero haberte servido de ayuda. Un saludo.