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ECS ELITEGROUP MINI PC BAREBONE LIVA Z3
ECS
Codice Articolo: 4711064006339
ECS ELITEGROUP MINI PC BAREBONE LIVA Z3
Disponibilità
Questo prodotto è stato aggiunto al catalogo Lunedì 17 Giugno, 2024.
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Notice (8): Undefined index: technic_link_url [APP/View/Elements/prodotto_dispo_new.ctp, line 256]Code Context<a class="btn btn-light buttonproduttore " href="<?= $prodotto['ProductsDescription']['link_url'] ?>" role="button" target="_blank">WEBSITE PRODUTTORE</a><?php } ?><?php if ($prodotto['ProductsDescription']['technic_link_url']) { ?>$viewFile = '/var/www/html/app/View/Elements/prodotto_dispo_new.ctp' $dataForView = array( 'sideBarImages' => array(), 'embargoed' => false, 'prodottiProssimeUscite' => array( (int) 0 => array( 'Products' => array( [maximum depth reached] ), 'ProductsDescription' => array( [maximum depth reached] ), 'Prezzi' => array( [maximum depth reached] ), 'qty' => array( [maximum depth reached] ), 'url_link' => '4540999', 'op_commerciale' => false ), (int) 1 => array( 'Products' => array( [maximum depth reached] ), 'ProductsDescription' => array( [maximum depth reached] ), 'Prezzi' => array( [maximum depth reached] ), 'qty' => array( [maximum depth reached] ), 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'breadcrumb_code' => '1432_687', 'new_breadcrumb_code' => '-1432-687-', 'breadcrumb_transparent' => '-1432-687-', 'macrocategory_id' => '1432', 'count' => '3297', 'date' => '0000-00-00 00:00:00', 'ricarico_effettivo' => '0', 'ricarico_impostato' => null, 'ricarico_euro_effettivo' => '0', 'ricarico_euro_impostato' => null ), 'Specials' => array( 'specials_id' => null, 'products_id' => null, 'specials_new_products_price' => null, 'specials_date_added' => null, 'specials_last_modified' => null, 'expires_date' => null, 'date_status_change' => null, 'status' => null, 'from_alex' => null ), 'IstantRebate' => array( 'id' => null, 'products_id' => null, 'sku' => null, 'dealer_price' => null, 'sconto_dealer' => null, 'promo_price' => null, 'street_price' => null, 'valido_dal' => null, 'valido_al' => null, 'created' => null, 'modified' => null ), 'Prenotazione' => array( 'prenotazione_id' => null, 'products_id' => null, 'data_uscita' => null, 'prezzo_uscita' => null, 'data_inizio' => null, 'prezzo_inizio' => null, 'prezzo_listino' => null, 'products_cost' => null, 'data_inizio_orig' => null, 'prezzo_inizio_orig' => null ), 'Prezzi' => array( 'prezzo_normale' => (float) 399.9, 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 399.9 ), 'but_uccidi' => true, 'hasScheda' => false, 'op_commerciale' => false, 'bonusMobilita' => false ), 'trailer' => '', 'snowEffect' => array( 'enabled' => '0', 'flakes_number' => '200' ), 'timeBefore' => array( 'Prima della generazione albero categorie' => (float) 0.0027768611907959, 'Dopo della generazione albero categorie' => (float) 0.00023603439331055, 'Prima BREADCRUMB' => (float) 0.00011110305786133, 'Dopo BREADCRUMB' => (float) 0.00092887878417969, 'Prima EXPO' => (float) 0, 'Dopo EXPO' => (float) 4.6014785766602E-5, 'Prima NOVITA' => (float) 0, 'Dopo NOVITA' => (float) 3.7908554077148E-5, 'Prima PROSSIME USCITE' => (float) 0, 'Dopo PROSSIME USCITE' => (float) 3.2186508178711E-5 ), 'urlSuggest' => 'https://www.alex.it/el/products_test_2/_search/', 'bannerFerie' => array(), 'bad_city_notice' => 'Il costo di spedizione è stato aumentato di 10 euro per spedire al Suo attuale indirizzo di consegna', 'gest_selected' => array( (int) 0 => 'gestione', (int) 1 => 'etichette', (int) 2 => 'tooltip', (int) 3 => 'operazionecommerciale', (int) 4 => 'operazione_commerciale', (int) 5 => 'amazon', (int) 6 => 'etichette', (int) 7 => 'tooltip', (int) 8 => 'vetrine', (int) 9 => 'home', (int) 10 => 'tools' ), 'prodottiNovita' => array( (int) 0 => array( 'Products' => array( [maximum depth reached] ), 'ProductsDescription' => array( [maximum depth reached] ), 'Prezzi' => array( [maximum depth reached] ), 'qty' => array( [maximum depth reached] ), 'url_link' => '4480123', 'op_commerciale' => false ), (int) 1 => array( 'Products' => array( [maximum depth reached] ), 'ProductsDescription' => array( [maximum depth reached] ), 'Prezzi' => array( [maximum depth reached] ), 'qty' => array( [maximum depth reached] ), 'url_link' => '4477819', 'op_commerciale' => false ), (int) 2 => array( 'Products' => array( [maximum depth reached] ), 'ProductsDescription' => array( [maximum depth reached] ), 'Prezzi' => array( [maximum depth reached] ), 'qty' => array( [maximum depth reached] ), 'url_link' => '4476185', 'op_commerciale' => false ), (int) 3 => array( 'Products' => array( [maximum depth reached] ), 'ProductsDescription' => array( [maximum depth reached] ), 'Prezzi' => array( [maximum depth reached] ), 'qty' => array( [maximum depth reached] ), 'url_link' => '4476186', 'op_commerciale' => false ), (int) 4 => array( 'Products' => array( [maximum depth reached] ), 'ProductsDescription' => array( [maximum depth reached] ), 'Prezzi' => array( [maximum depth reached] ), 'qty' => array( [maximum depth reached] ), 'url_link' => '4476181', 'op_commerciale' => false ) ), 'prodottiExpo' => array( (int) 0 => array( 'Products' => array( [maximum depth reached] ), 'ProductsDescription' => array( [maximum depth reached] ), 'Prezzi' => array( [maximum depth reached] ), 'qty' => array( [maximum depth reached] ), 'url_link' => '4619368', 'op_commerciale' => false ), (int) 1 => array( 'Products' => array( [maximum depth reached] ), 'ProductsDescription' => array( [maximum depth reached] ), 'Prezzi' => array( [maximum depth reached] ), 'qty' => array( [maximum depth reached] ), 'url_link' => '4564164', 'op_commerciale' => false ), (int) 2 => array( 'Products' => array( [maximum depth reached] ), 'ProductsDescription' => array( [maximum depth reached] ), 'Prezzi' => array( [maximum depth reached] ), 'qty' => array( [maximum depth reached] ), 'url_link' => '4562405', 'op_commerciale' => false ), (int) 3 => array( 'Products' => array( [maximum depth reached] ), 'ProductsDescription' => array( [maximum depth reached] ), 'Prezzi' => array( [maximum depth reached] ), 'qty' => array( [maximum depth reached] ), 'url_link' => '4562255', 'op_commerciale' => false ), (int) 4 => array( 'Products' => array( [maximum depth reached] ), 'ProductsDescription' => array( [maximum depth reached] ), 'Prezzi' => array( [maximum depth reached] ), 'qty' => array( [maximum depth reached] ), 'url_link' => '4561988', 'op_commerciale' => false ) ), 'breadcrumb' => array( (int) 0 => array( 'link' => '/', 'label' => 'Home' ), (int) 1 => array( 'link' => '/prodotti/lista/1432/1', 'label' => 'NOTEBOOK E PC' ), (int) 2 => array( 'link' => '/prodotti/lista/687/1', 'label' => 'PC' ), (int) 3 => array( 'label' => 'ECS ELITEGROUP MINI PC BAREBONE LIVA Z3 ' ) ), 'lista_cats' => array( 'parents' => array( (int) 1432 => 'Informatica', (int) 7 => 'Area Games', (int) 8 => 'Audio video', (int) 1 => 'Hardware', (int) 242 => 'Telefonia', (int) 102 => 'Consumabili' ), 'childs' => array( (int) 1432 => array( [maximum depth reached] ), (int) 7 => array( [maximum depth reached] ), (int) 8 => array( [maximum depth reached] ), (int) 1 => array( [maximum depth reached] ), (int) 242 => array( [maximum depth reached] ), (int) 102 => array( [maximum depth reached] ) ) ), 'user_receive_phone_calls' => false, 'navigation_left' => array( (int) 0 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 1 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 2 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 3 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 4 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 5 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 6 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 7 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 8 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 9 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 10 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 11 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 12 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 13 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 14 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 15 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 16 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 17 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 18 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 19 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 20 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 21 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 22 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 23 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 24 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 25 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 26 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 27 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 28 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 29 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 30 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 31 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 32 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 33 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 34 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 35 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 36 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ), (int) 37 => array( 'Categories' => array( [maximum depth reached] ), 'CategoriesDescription' => array( [maximum depth reached] ) ) ), 'theme' => '', 'myPath' => array( 'ajax-static' => '//www.alex.it/ajax/', 'images' => '/images/prodotti/', 'graphics' => '/images/', 'css' => '/css/', 'js' => '/js/', 'ajax' => '/ajax/', 'api' => '/api/', 'fonts' => '/fonts/', 'ftp_immagini' => '/home/www.alex-computer.it/HTML/IMAGES/', 'root' => '/' ), 'timeArray' => array(), 'timeStart' => (float) 1737843859.6776 ) $sideBarImages = array() $embargoed = false $prodottiProssimeUscite = array( (int) 0 => array( 'Products' => array( 'products_id' => '4540999', 'products_availability_image' => '3', 'QtaUsato' => '0', 'bad_seller' => false, 'products_price' => '79.9000', 'PrezzoUsato' => '0.0000', 'products_cost' => '61.0000' ), 'ProductsDescription' => array( 'products_name' => 'PS5 METAL GEAR SOLID DELTA: SNAKE EATER - DAY ONE EDITION (19/12/25)' ), 'Prezzi' => array( 'prezzo_normale' => '78.16', 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 79.9, 'prezzo_prenotabile' => '78.16' ), 'qty' => array( 'normale' => (int) 200, 'expo' => '0', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4540999', 'op_commerciale' => false ), (int) 1 => array( 'Products' => array( 'products_id' => '4541010', 'products_availability_image' => '3', 'QtaUsato' => '0', 'bad_seller' => false, 'products_price' => '79.9000', 'PrezzoUsato' => '0.0000', 'products_cost' => '61.0000' ), 'ProductsDescription' => array( 'products_name' => 'XBX METAL GEAR SOLID DELTA: SNAKE EATER - DAY ONE EDITION (19/12/25)' ), 'Prezzi' => array( 'prezzo_normale' => '78.16', 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 79.9, 'prezzo_prenotabile' => '78.16' ), 'qty' => array( 'normale' => (int) 200, 'expo' => '0', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4541010', 'op_commerciale' => false ), (int) 2 => array( 'Products' => array( 'products_id' => '4541009', 'products_availability_image' => '3', 'QtaUsato' => '0', 'bad_seller' => false, 'products_price' => '99.9000', 'PrezzoUsato' => '0.0000', 'products_cost' => '76.0000' ), 'ProductsDescription' => array( 'products_name' => 'XBX METAL GEAR SOLID DELTA: SNAKE EATER - DELUXE EDITION (19/12/25)' ), 'Prezzi' => array( 'prezzo_normale' => '97.38', 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 99.9, 'prezzo_prenotabile' => '97.38' ), 'qty' => array( 'normale' => (int) 200, 'expo' => '0', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4541009', 'op_commerciale' => false ), (int) 3 => array( 'Products' => array( 'products_id' => '4540998', 'products_availability_image' => '3', 'QtaUsato' => '0', 'bad_seller' => false, 'products_price' => '99.9000', 'PrezzoUsato' => '0.0000', 'products_cost' => '76.0000' ), 'ProductsDescription' => array( 'products_name' => 'PS5 METAL GEAR SOLID DELTA: SNAKE EATER - DELUXE EDITION (19/12/25)' ), 'Prezzi' => array( 'prezzo_normale' => '97.38', 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 99.9, 'prezzo_prenotabile' => '97.38' ), 'qty' => array( 'normale' => (int) 200, 'expo' => '0', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4540998', 'op_commerciale' => false ), (int) 4 => array( 'Products' => array( 'products_id' => '4561681', 'products_availability_image' => '3', 'QtaUsato' => '0', 'bad_seller' => false, 'products_price' => '59.9000', 'PrezzoUsato' => '0.0000', 'products_cost' => '42.0000' ), 'ProductsDescription' => array( 'products_name' => 'PS5 THE LEGEND OF HEROES: TRAILS THROUGH DAYBREAK 2 - DELUXE EDITION (31/12/25)' ), 'Prezzi' => array( 'prezzo_normale' => '53.94', 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 59.9, 'prezzo_prenotabile' => '53.94' ), 'qty' => array( 'normale' => (int) 200, 'expo' => '0', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4561681', 'op_commerciale' => false ) ) $scheda_alex = false $attributi = array() $correlati = array() $avail = array( 'immediata' => array(), 'mag' => array(), 'expo' => array(), 'arrivo' => array() ) $dispo_expo = array() $quantita_expo = (int) 0 $dispo_arrivo = array() $quantita_arrivo = (int) 0 $dispo_magazzino = array() $quantita_magazzino = (int) 0 $dispo_negozio = array() $quantita_negozio = (int) 0 $recensioni = array() $succedanei = array() $old = false $vacanza = false $count_assist = array( 'prezzo' => array( 'count' => (int) 0, 'email' => '' ), 'disponibile' => array( 'count' => (int) 0, 'email' => '' ), 'expo' => array( 'count' => (int) 0, 'email' => '' ) ) $is_avail = false $assistant = false $prodotti = array( (int) 0 => array( 'Products' => array( 'products_id' => '4534317', 'products_quantity' => '0', 'products_model' => null, 'products_img' => 'placeholders/no-dispo_%s.jpg', 'products_img_version' => '0', 'products_image' => 'IMMAGINI/null.jpg', 'products_image_status' => '0', 'products_price' => '399.7953', 'products_price_blocked' => false, 'products_cost' => '286.8400', 'products_date_added' => '2024-06-17 12:30:17', 'products_date_novita' => '2024-06-17', 'products_last_modified' => null, 'products_availability_image' => '5', 'products_availability_image_for_search' => '5', 'products_manually_availability_changed' => false, 'products_date_available' => null, 'products_weight' => '0.00', 'products_status' => '1', 'products_tax_class_id' => false, 'manufacturers_id' => '386', 'products_ordered' => '0', 'EAN_Code' => '4711064006339', 'supplier_code' => '95-699-MS5072', 'esprinet_code' => null, 'QtaUsato' => '0', 'PrezzoUsato' => '0.0000', 'CostoUsato' => '0.0000', 'costo_al_GB' => '0.0000', 'HomePage' => null, 'HomePageManuale' => null, 'TrasportoGratuito' => null, 'ToBeIndexed' => true, 'IndexedAt' => '2024-08-21 01:53:05', 'products_sort' => false, 'HomepagePosition' => '0', 'NewHomePagePosition' => 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'breadcrumb_code' => '1432_687', 'new_breadcrumb_code' => '-1432-687-', 'breadcrumb_transparent' => '-1432-687-', 'macrocategory_id' => '1432', 'count' => '3297', 'date' => '0000-00-00 00:00:00', 'ricarico_effettivo' => '0', 'ricarico_impostato' => null, 'ricarico_euro_effettivo' => '0', 'ricarico_euro_impostato' => null ), 'Specials' => array( 'specials_id' => null, 'products_id' => null, 'specials_new_products_price' => null, 'specials_date_added' => null, 'specials_last_modified' => null, 'expires_date' => null, 'date_status_change' => null, 'status' => null, 'from_alex' => null ), 'IstantRebate' => array( 'id' => null, 'products_id' => null, 'sku' => null, 'dealer_price' => null, 'sconto_dealer' => null, 'promo_price' => null, 'street_price' => null, 'valido_dal' => null, 'valido_al' => null, 'created' => null, 'modified' => null ), 'Prenotazione' => array( 'prenotazione_id' => null, 'products_id' => null, 'data_uscita' => null, 'prezzo_uscita' => null, 'data_inizio' => null, 'prezzo_inizio' => null, 'prezzo_listino' => null, 'products_cost' => null, 'data_inizio_orig' => null, 'prezzo_inizio_orig' => null ), 'Prezzi' => array( 'prezzo_normale' => (float) 399.9, 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 399.9 ), 'but_uccidi' => true, 'hasScheda' => false, 'op_commerciale' => false ) $trailer = '' $snowEffect = array( 'enabled' => '0', 'flakes_number' => '200' ) $timeBefore = array( 'Prima della generazione albero categorie' => (float) 0.0027768611907959, 'Dopo della generazione albero categorie' => (float) 0.00023603439331055, 'Prima BREADCRUMB' => (float) 0.00011110305786133, 'Dopo BREADCRUMB' => (float) 0.00092887878417969, 'Prima EXPO' => (float) 0, 'Dopo EXPO' => (float) 4.6014785766602E-5, 'Prima NOVITA' => (float) 0, 'Dopo NOVITA' => (float) 3.7908554077148E-5, 'Prima PROSSIME USCITE' => (float) 0, 'Dopo PROSSIME USCITE' => (float) 3.2186508178711E-5 ) $urlSuggest = 'https://www.alex.it/el/products_test_2/_search/' $bannerFerie = array() $bad_city_notice = 'Il costo di spedizione è stato aumentato di 10 euro per spedire al Suo attuale indirizzo di consegna' $gest_selected = array( (int) 0 => 'gestione', (int) 1 => 'etichette', (int) 2 => 'tooltip', (int) 3 => 'operazionecommerciale', (int) 4 => 'operazione_commerciale', (int) 5 => 'amazon', (int) 6 => 'etichette', (int) 7 => 'tooltip', (int) 8 => 'vetrine', (int) 9 => 'home', (int) 10 => 'tools' ) $prodottiNovita = array( (int) 0 => array( 'Products' => array( 'products_id' => '4480123', 'products_availability_image' => '1', 'QtaUsato' => '0', 'bad_seller' => false, 'products_price' => '39.9000', 'PrezzoUsato' => '0.0000', 'products_cost' => '26.9000' ), 'ProductsDescription' => array( 'products_name' => 'NSWITCH NINTENDO WORLD CHAMPIONSHIPS - NES EDITION' ), 'Prezzi' => array( 'prezzo_normale' => (float) 39.9, 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 39.9 ), 'qty' => array( 'normale' => '5', 'expo' => '0', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4480123', 'op_commerciale' => false ), (int) 1 => array( 'Products' => array( 'products_id' => '4477819', 'products_availability_image' => '1', 'QtaUsato' => '0', 'bad_seller' => false, 'products_price' => '2999.0000', 'PrezzoUsato' => '0.0000', 'products_cost' => '2280.0000' ), 'ProductsDescription' => array( 'products_name' => 'NOTEBOOK ASUS PROART H7606WI-ME045W 16 OLED/AMD STRIX 12C/32GB/SSD 2TB/RTX 4070 8GB/' ), 'Prezzi' => array( 'prezzo_normale' => (float) 2999.9, 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 2999.9 ), 'qty' => array( 'normale' => '1', 'expo' => '0', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4477819', 'op_commerciale' => false ), (int) 2 => array( 'Products' => array( 'products_id' => '4476185', 'products_availability_image' => '1', 'QtaUsato' => '0', 'bad_seller' => false, 'products_price' => '19.9000', 'PrezzoUsato' => '0.0000', 'products_cost' => '12.0000' ), 'ProductsDescription' => array( 'products_name' => 'PS5/PS4 KIT COVER STICK ANALOGICI STEELSERIES KONTROLFREEK - FPS GALAXY BLACK' ), 'Prezzi' => array( 'prezzo_normale' => (float) 19.9, 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 19.9 ), 'qty' => array( 'normale' => '1', 'expo' => '0', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4476185', 'op_commerciale' => false ), (int) 3 => array( 'Products' => array( 'products_id' => '4476186', 'products_availability_image' => '1', 'QtaUsato' => '0', 'bad_seller' => false, 'products_price' => '19.9000', 'PrezzoUsato' => '0.0000', 'products_cost' => '12.0000' ), 'ProductsDescription' => array( 'products_name' => 'XBX/XONE KIT COVER STICK ANALOGICI STEELSERIES KONTROLFREEK - FPS GALAXY BLACK' ), 'Prezzi' => array( 'prezzo_normale' => (float) 19.9, 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 19.9 ), 'qty' => array( 'normale' => '1', 'expo' => '0', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4476186', 'op_commerciale' => false ), (int) 4 => array( 'Products' => array( 'products_id' => '4476181', 'products_availability_image' => '1', 'QtaUsato' => '0', 'bad_seller' => false, 'products_price' => '19.9000', 'PrezzoUsato' => '0.0000', 'products_cost' => '13.0000' ), 'ProductsDescription' => array( 'products_name' => 'PS5/PS4 KIT COVER STICK ANALOGICI STEELSERIES KONTROLFREEK - SPORTS CLUTCH WHITE' ), 'Prezzi' => array( 'prezzo_normale' => (float) 19.9, 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 19.9 ), 'qty' => array( 'normale' => '2', 'expo' => '0', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4476181', 'op_commerciale' => false ) ) $prodottiExpo = array( (int) 0 => array( 'Products' => array( 'products_id' => '4619368', 'products_availability_image' => '5', 'QtaUsato' => '1', 'bad_seller' => false, 'products_price' => '299.0000', 'PrezzoUsato' => '169.0000', 'products_cost' => '233.4114', 'HomePage' => null ), 'ProductsDescription' => array( 'products_name' => 'NOTEBOOK LENOVO V145-15AST 15.6/AMD A4-9125/4GB/500GB HDD/DVD/FREEDOS' ), 'Prezzi' => array( 'prezzo_normale' => (float) 299.9, 'prezzo_expo' => (float) 169.9, 'prezzo_normale_vetrina' => (float) 299.9 ), 'qty' => array( 'normale' => (int) 1, 'expo' => '1', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4619368', 'op_commerciale' => false ), (int) 1 => array( 'Products' => array( 'products_id' => '4564164', 'products_availability_image' => '5', 'QtaUsato' => '1', 'bad_seller' => false, 'products_price' => '449.0000', 'PrezzoUsato' => '119.0000', 'products_cost' => '342.0000', 'HomePage' => null ), 'ProductsDescription' => array( 'products_name' => 'NOTEBOOK ASUS X55C-SX039P 15.6/i3 2328M/8GB/SSD 120GB/W10H' ), 'Prezzi' => array( 'prezzo_normale' => (float) 449.9, 'prezzo_expo' => (float) 119.9, 'prezzo_normale_vetrina' => (float) 449.9 ), 'qty' => array( 'normale' => (int) 1, 'expo' => '1', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4564164', 'op_commerciale' => false ), (int) 2 => array( 'Products' => array( 'products_id' => '4562405', 'products_availability_image' => '5', 'QtaUsato' => '1', 'bad_seller' => false, 'products_price' => '799.0001', 'PrezzoUsato' => '449.0000', 'products_cost' => '623.7315', 'HomePage' => null ), 'ProductsDescription' => array( 'products_name' => 'NOTEBOOK HP 255 G8 15.6/R5 R5500U/16GB/SSD 256 + HD 1TB/WIN11' ), 'Prezzi' => array( 'prezzo_normale' => (float) 799.9, 'prezzo_expo' => (float) 449.9, 'prezzo_normale_vetrina' => (float) 799.9 ), 'qty' => array( 'normale' => (int) 1, 'expo' => '1', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4562405', 'op_commerciale' => false ), (int) 3 => array( 'Products' => array( 'products_id' => '4562255', 'products_availability_image' => '5', 'QtaUsato' => '1', 'bad_seller' => false, 'products_price' => '159.0000', 'PrezzoUsato' => '79.0000', 'products_cost' => '124.1218', 'HomePage' => null ), 'ProductsDescription' => array( 'products_name' => 'CPU INTEL CORE i5-9600 4.6GHz 9MB SKT 1151 V2 COFFEE LAKE' ), 'Prezzi' => array( 'prezzo_normale' => (float) 159.9, 'prezzo_expo' => (float) 79.9, 'prezzo_normale_vetrina' => (float) 159.9 ), 'qty' => array( 'normale' => (int) 1, 'expo' => '1', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4562255', 'op_commerciale' => false ), (int) 4 => array( 'Products' => array( 'products_id' => '4561988', 'products_availability_image' => '5', 'QtaUsato' => '1', 'bad_seller' => false, 'products_price' => '109.0000', 'PrezzoUsato' => '54.5000', 'products_cost' => '77.0000', 'HomePage' => null ), 'ProductsDescription' => array( 'products_name' => 'CASE ATX MIDI TOWER ANTEC NX800 - NERO' ), 'Prezzi' => array( 'prezzo_normale' => (float) 109.9, 'prezzo_expo' => (float) 54.9, 'prezzo_normale_vetrina' => (float) 109.9 ), 'qty' => array( 'normale' => (int) 1, 'expo' => '1', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4561988', 'op_commerciale' => false ) ) $breadcrumb = array( (int) 0 => array( 'link' => '/', 'label' => 'Home' ), (int) 1 => array( 'link' => '/prodotti/lista/1432/1', 'label' => 'NOTEBOOK E PC' ), (int) 2 => array( 'link' => '/prodotti/lista/687/1', 'label' => 'PC' ), (int) 3 => array( 'label' => 'ECS ELITEGROUP MINI PC BAREBONE LIVA Z3 ' ) ) $lista_cats = array( 'parents' => array( (int) 1432 => 'Informatica', (int) 7 => 'Area Games', (int) 8 => 'Audio video', (int) 1 => 'Hardware', (int) 242 => 'Telefonia', (int) 102 => 'Consumabili' ), 'childs' => array( (int) 1432 => array( (int) 3 => array( [maximum depth reached] ), (int) 687 => array( [maximum depth reached] ) ), (int) 7 => array( (int) 250 => array( [maximum depth reached] ), (int) 2504 => array( [maximum depth reached] ), (int) 3257 => array( [maximum depth reached] ), (int) 116 => array( [maximum depth reached] ), (int) 251 => array( [maximum depth reached] ), (int) 2631 => array( [maximum depth reached] ), (int) 3022 => array( [maximum depth reached] ), (int) 1279 => array( [maximum depth reached] ) ), (int) 8 => array( (int) 1337 => array( [maximum depth reached] ), (int) 1338 => array( [maximum depth reached] ), (int) 386 => array( [maximum depth reached] ), (int) 446 => array( [maximum depth reached] ), (int) 6 => array( [maximum depth reached] ) ), (int) 1 => array( (int) 3140 => array( [maximum depth reached] ), (int) 1482 => array( [maximum depth reached] ), (int) 3141 => array( [maximum depth reached] ), (int) 9 => array( [maximum depth reached] ), (int) 1595 => array( [maximum depth reached] ), (int) 11 => array( [maximum depth reached] ), (int) 3145 => array( [maximum depth reached] ), (int) 1098 => array( [maximum depth reached] ), (int) 1349 => array( [maximum depth reached] ), (int) 14 => array( [maximum depth reached] ), (int) 15 => array( [maximum depth reached] ), (int) 3149 => array( [maximum depth reached] ), (int) 1336 => array( [maximum depth reached] ), (int) 17 => array( [maximum depth reached] ), (int) 18 => array( [maximum depth reached] ), (int) 3158 => array( [maximum depth reached] ), (int) 19 => array( [maximum depth reached] ), (int) 23 => array( [maximum depth reached] ), (int) 2330 => array( [maximum depth reached] ), (int) 25 => array( [maximum depth reached] ), (int) 3174 => array( [maximum depth reached] ), (int) 1335 => array( [maximum depth reached] ), (int) 2257 => array( [maximum depth reached] ), (int) 183 => array( [maximum depth reached] ), (int) 3178 => array( [maximum depth reached] ), (int) 30 => array( [maximum depth reached] ), (int) 2194 => array( [maximum depth reached] ), (int) 34 => array( [maximum depth reached] ), (int) 1770 => array( [maximum depth reached] ), (int) 35 => array( [maximum depth reached] ) ), (int) 242 => array( (int) 1062 => array( [maximum depth reached] ), (int) 2934 => array( [maximum depth reached] ), (int) 1052 => array( [maximum depth reached] ), (int) 2935 => array( [maximum depth reached] ), (int) 2349 => array( [maximum depth reached] ), (int) 2205 => array( [maximum depth reached] ), (int) 4 => array( [maximum depth reached] ), (int) 2853 => array( [maximum depth reached] ), (int) 2313 => array( [maximum depth reached] ), (int) 2933 => array( [maximum depth reached] ), (int) 1060 => array( [maximum depth reached] ), (int) 1061 => array( [maximum depth reached] ), (int) 1063 => array( [maximum depth reached] ), (int) 243 => array( [maximum depth reached] ), (int) 2306 => array( [maximum depth reached] ) ), (int) 102 => array( (int) 2149 => array( [maximum depth reached] ), (int) 517 => array( [maximum depth reached] ), (int) 1838 => array( [maximum depth reached] ), (int) 501 => array( [maximum depth reached] ), (int) 511 => array( [maximum depth reached] ), (int) 518 => array( [maximum depth reached] ), (int) 2453 => array( [maximum depth reached] ), (int) 1616 => array( [maximum depth reached] ), (int) 1840 => array( [maximum depth reached] ), (int) 896 => array( [maximum depth reached] ), (int) 2483 => array( [maximum depth reached] ), (int) 2454 => array( [maximum depth reached] ), (int) 2155 => array( [maximum depth reached] ), (int) 2046 => array( [maximum depth reached] ), (int) 2157 => array( [maximum depth reached] ), (int) 2159 => array( [maximum depth reached] ), (int) 1276 => array( [maximum depth reached] ), (int) 2489 => array( [maximum depth reached] ), (int) 2520 => array( [maximum depth reached] ), (int) 2170 => array( [maximum depth reached] ), (int) 111 => array( [maximum depth reached] ), (int) 108 => array( [maximum depth reached] ), (int) 2173 => array( [maximum depth reached] ), (int) 2174 => array( [maximum depth reached] ), (int) 2175 => array( [maximum depth reached] ) ) ) ) $user_receive_phone_calls = false $navigation_left = array( (int) 0 => array( 'Categories' => array( 'categories_id' => '3264', 'tracking' => 'none', 'reverse_charge_if_dealer' => '', 'categories_image' => '', 'parent_id' => '0', 'sort_order' => '0', 'date_added' => '2019-11-12 15:30:22', 'last_modified' => '2022-02-16 18:30:47', 'transparent' => true, 'visibleInTree' => true ), 'CategoriesDescription' => array( 'categories_id' => '3264', 'language_id' => '1', 'categories_name' => 'A Isola', 'breadcrumb' => 'A Isola', 'breadcrumb_code' => '3264', 'new_breadcrumb_code' => '-3264-', 'breadcrumb_transparent' => '-3264-', 'macrocategory_id' => '3264', 'count' => '0', 'date' => '0000-00-00 00:00:00', 'ricarico_effettivo' => null, 'ricarico_impostato' => null, 'ricarico_euro_effettivo' => null, 'ricarico_euro_impostato' => null ) ), (int) 1 => array( 'Categories' => array( 'categories_id' => '126', 'tracking' => 'none', 'reverse_charge_if_dealer' => '', 'categories_image' => '', 'parent_id' => '0', 'sort_order' => '0', 'date_added' => '2007-12-09 12:59:43', 'last_modified' => '2010-04-18 18:29:17', 'transparent' => false, 'visibleInTree' => true ), 'CategoriesDescription' => array( 'categories_id' => '126', 'language_id' => '1', 'categories_name' => 'ACCESSORI', 'breadcrumb' => 'ACCESSORI', 'breadcrumb_code' => '126', 'new_breadcrumb_code' => '-126-', 'breadcrumb_transparent' => '-126-', 'macrocategory_id' => '126', 'count' => '196820', 'date' => '0000-00-00 00:00:00', 'ricarico_effettivo' => '0', 'ricarico_impostato' => null, 'ricarico_euro_effettivo' => '0', 'ricarico_euro_impostato' => null ) ), (int) 2 => array( 'Categories' => array( 'categories_id' => '3063', 'tracking' => 'none', 'reverse_charge_if_dealer' => '', 'categories_image' => '', 'parent_id' => '0', 'sort_order' => '0', 'date_added' => '2014-05-26 10:06:21', 'last_modified' => null, 'transparent' => true, 'visibleInTree' => false ), 'CategoriesDescription' => array( 'categories_id' => '3063', 'language_id' => '1', 'categories_name' => 'Accessoristica e Consumabili', 'breadcrumb' => 'Accessoristica e Consumabili', 'breadcrumb_code' => '3063', 'new_breadcrumb_code' => '-3063-', 'breadcrumb_transparent' => '-3063-', 'macrocategory_id' => '3063', 'count' => '29', 'date' => '0000-00-00 00:00:00', 'ricarico_effettivo' => null, 'ricarico_impostato' => null, 'ricarico_euro_effettivo' => null, 'ricarico_euro_impostato' => null ) ), (int) 3 => array( 'Categories' => array( 'categories_id' => '3258', 'tracking' => 'none', 'reverse_charge_if_dealer' => '', 'categories_image' => null, 'parent_id' => '0', 'sort_order' => '0', 'date_added' => '2018-07-10 15:30:29', 'last_modified' => '2018-07-10 15:30:29', 'transparent' => true, 'visibleInTree' => true ), 'CategoriesDescription' => array( 'categories_id' => '3258', 'language_id' => '1', 'categories_name' => 'Adattatori', 'breadcrumb' => 'Adattatori', 'breadcrumb_code' => '3258', 'new_breadcrumb_code' => '-3258-', 'breadcrumb_transparent' => '-3258-', 'macrocategory_id' => '3258', 'count' => '6', 'date' => '0000-00-00 00:00:00', 'ricarico_effettivo' => null, 'ricarico_impostato' => null, 'ricarico_euro_effettivo' => null, 'ricarico_euro_impostato' => null ) ), (int) 4 => array( 'Categories' => array( 'categories_id' => '7', 'tracking' => 'none', 'reverse_charge_if_dealer' => '', 'categories_image' => '', 'parent_id' => '0', 'sort_order' => '0', 'date_added' => '2007-12-06 13:28:32', 'last_modified' => '2009-04-16 10:50:08', 'transparent' => true, 'visibleInTree' => true ), 'CategoriesDescription' => array( 'categories_id' => '7', 'language_id' => '1', 'categories_name' => 'AREA GAMES', 'breadcrumb' => 'AREA GAMES', 'breadcrumb_code' => '7', 'new_breadcrumb_code' => '-7-', 'breadcrumb_transparent' => '-7-', 'macrocategory_id' => '7', 'count' => '15066', 'date' => '0000-00-00 00:00:00', 'ricarico_effettivo' => '0', 'ricarico_impostato' => '10', 'ricarico_euro_effettivo' => '0', 'ricarico_euro_impostato' => null ) ), (int) 5 => array( 'Categories' => array( 'categories_id' => '3049', 'tracking' => 'none', 'reverse_charge_if_dealer' => '', 'categories_image' => null, 'parent_id' => '0', 'sort_order' => '0', 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Multimedia', 'breadcrumb_code' => '3129', 'new_breadcrumb_code' => '-3129-', 'breadcrumb_transparent' => '-3129-', 'macrocategory_id' => '3129', 'count' => '2', 'date' => '0000-00-00 00:00:00', 'ricarico_effettivo' => null, 'ricarico_impostato' => null, 'ricarico_euro_effettivo' => null, 'ricarico_euro_impostato' => null ) ), (int) 37 => array( 'Categories' => array( 'categories_id' => '1314', 'tracking' => 'serial', 'reverse_charge_if_dealer' => '', 'categories_image' => '', 'parent_id' => '0', 'sort_order' => '0', 'date_added' => '2008-09-08 13:02:58', 'last_modified' => '2010-11-03 13:40:39', 'transparent' => true, 'visibleInTree' => true ), 'CategoriesDescription' => array( 'categories_id' => '1314', 'language_id' => '1', 'categories_name' => 'TV E MULTIMEDIA', 'breadcrumb' => 'TV E MULTIMEDIA', 'breadcrumb_code' => '1314', 'new_breadcrumb_code' => '-1314-', 'breadcrumb_transparent' => '-1314-', 'macrocategory_id' => '1314', 'count' => '4074', 'date' => '0000-00-00 00:00:00', 'ricarico_effettivo' => '0', 'ricarico_impostato' => null, 'ricarico_euro_effettivo' => '0', 'ricarico_euro_impostato' => null ) ) ) $theme = '' $myPath = array( 'ajax-static' => '//www.alex.it/ajax/', 'images' => '/images/prodotti/', 'graphics' => '/images/', 'css' => '/css/', 'js' => '/js/', 'ajax' => '/ajax/', 'api' => '/api/', 'fonts' => '/fonts/', 'ftp_immagini' => '/home/www.alex-computer.it/HTML/IMAGES/', 'root' => '/' ) $timeArray = array() $timeStart = (float) 1737843859.6776 $contenuto_prodotti = ''include - APP/View/Elements/prodotto_dispo_new.ctp, line 256 View::_evaluate() - CORE/Cake/View/View.php, line 971 View::_render() - CORE/Cake/View/View.php, line 933 View::_renderElement() - CORE/Cake/View/View.php, line 1224 View::element() - CORE/Cake/View/View.php, line 418 include - APP/View/Prodotti/info.ctp, line 103 View::_evaluate() - CORE/Cake/View/View.php, line 971 View::_render() - CORE/Cake/View/View.php, line 933 View::render() - CORE/Cake/View/View.php, line 473 Controller::render() - CORE/Cake/Controller/Controller.php, line 968 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 200 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 167 [main] - APP/webroot/index.php, line 110
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