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ECS ELITEGROUP MINI PC LIVA Q2 MINI INTE
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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' => '4534741', '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' => '4541010', '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' => '4541009', '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' => '4540999', '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' => '4540998', '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, 'prodotto' => array( 'Products' => array( 'products_id' => '4016019', 'products_quantity' => '0', 'products_model' => null, 'products_img' => 'placeholders/no-dispo_%s.jpg', 'products_img_version' => '1675754028', 'products_image' => 'IMMAGINI/null.jpg', 'products_image_status' => '0', 'products_price' => '167.5237', 'products_price_blocked' => false, 'products_cost' => '119.8300', 'products_date_added' => '2023-02-07 08:10:27', 'products_date_novita' => '2023-02-07', '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' => '4711064007251', 'supplier_code' => '95-695-ND9A86', '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 02:17:47', 'products_sort' => false, 'HomepagePosition' => '0', 'NewHomePagePosition' => '0.0000', 'outlet' => false, 'ultima_fusione' => '0000-00-00 00:00:00', 'no_fusione' => '0', 'esito_fusione' => null, 'nonovita' => false, 'bad_seller' => false, 'dispo_francia' => '0', 'dispo_oddone' => '0', 'dispo_magazzino' => '0', 'dispo_arrivo' => '0', 'max_dispo' => '0', 'alex_notification' => false, 'to_be_updated' => false, 'updated_at' => '2025-01-11 12:02:46', 'Provider_problem' => false, 'notifica_delta' => false, 'ubicazione' => '', 'updatable' => true, 'data_arrivo' => '0000-00-00', 'embargo_date' => '0000-00-00', 'elastic_boost' => '1', 'elastic_to_be_update' => '1', 'elastic_date_updated' => '0000-00-00 00:00:00', 'Refurbished' => '0' ), 'ProductsDescription' => array( 'products_id' => '4016019', 'language_id' => '1', 'products_name' => 'ECS ELITEGROUP MINI PC LIVA Q2 MINI INTE', 'products_short_name' => '', 'products_tag' => '', 'products_description' => 'ECS ELITEGROUP MINI PC LIVA Q2 MINI INTE', 'products_extension' => '<p><span ><br /> <img 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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) 167.9, 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 167.9 ), '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) 0.0028719902038574, 'Dopo della generazione albero categorie' => (float) 0.19989109039307, 'Prima BREADCRUMB' => (float) 0.00015902519226074, 'Dopo BREADCRUMB' => (float) 0.0011260509490967, 'Prima EXPO' => (float) 0, 'Dopo EXPO' => (float) 0.020124912261963, 'Prima NOVITA' => (float) 0, 'Dopo NOVITA' => (float) 0.2175669670105, 'Prima PROSSIME USCITE' => (float) 9.5367431640625E-7, 'Dopo PROSSIME USCITE' => (float) 0.020575046539307 ), '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 LIVA Q2 MINI INTE' ) ), '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) 1736596966.1005 ) $sideBarImages = array() $embargoed = false $prodottiProssimeUscite = array( (int) 0 => array( 'Products' => array( 'products_id' => '4534741', 'products_availability_image' => '3', 'QtaUsato' => '0', 'bad_seller' => false, 'products_price' => '59.9000', 'PrezzoUsato' => '0.0000', 'products_cost' => '40.0000' ), 'ProductsDescription' => array( 'products_name' => 'NSWITCH DONKEY KONG COUNTRY RETURNS HD (16/01/25)' ), 'Prezzi' => array( 'prezzo_normale' => '53.42', 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 59.9, 'prezzo_prenotabile' => '53.42' ), 'qty' => array( 'normale' => (int) 200, 'expo' => '0', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4534741', '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' => '97.39', 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 99.9, 'prezzo_prenotabile' => '97.39' ), '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' => '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) 4 => 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' => '97.39', 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 99.9, 'prezzo_prenotabile' => '97.39' ), 'qty' => array( 'normale' => (int) 200, 'expo' => '0', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4540998', '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 $prodotto = array( 'Products' => array( 'products_id' => '4016019', 'products_quantity' => '0', 'products_model' => null, 'products_img' => 'placeholders/no-dispo_%s.jpg', 'products_img_version' => '1675754028', 'products_image' => 'IMMAGINI/null.jpg', 'products_image_status' => '0', 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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) 167.9, 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 167.9 ), '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) 0.0028719902038574, 'Dopo della generazione albero categorie' => (float) 0.19989109039307, 'Prima BREADCRUMB' => (float) 0.00015902519226074, 'Dopo BREADCRUMB' => (float) 0.0011260509490967, 'Prima EXPO' => (float) 0, 'Dopo EXPO' => (float) 0.020124912261963, 'Prima NOVITA' => (float) 0, 'Dopo NOVITA' => (float) 0.2175669670105, 'Prima PROSSIME USCITE' => (float) 9.5367431640625E-7, 'Dopo PROSSIME USCITE' => (float) 0.020575046539307 ) $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' => '799.0000', '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 LIVA Q2 MINI INTE' ) ) $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, 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'tracking' => 'serial', 'reverse_charge_if_dealer' => '', 'categories_image' => '', 'parent_id' => '0', 'sort_order' => '0', 'date_added' => '2014-05-26 10:49:28', 'last_modified' => null, 'transparent' => true, 'visibleInTree' => false ), 'CategoriesDescription' => array( 'categories_id' => '3197', 'language_id' => '1', 'categories_name' => 'Telefonia, Tablet, Navigazione', 'breadcrumb' => 'Telefonia, Tablet, Navigazione', 'breadcrumb_code' => '3197', 'new_breadcrumb_code' => '-3197-', 'breadcrumb_transparent' => '-3197-', 'macrocategory_id' => '3197', 'count' => '66', 'date' => '0000-00-00 00:00:00', 'ricarico_effettivo' => null, 'ricarico_impostato' => null, 'ricarico_euro_effettivo' => null, 'ricarico_euro_impostato' => null ) ), (int) 35 => array( 'Categories' => array( 'categories_id' => '3255', 'tracking' => 'serial', 'reverse_charge_if_dealer' => '', 'categories_image' => null, 'parent_id' => '0', 'sort_order' => '0', 'date_added' => '2017-05-31 07:30:23', 'last_modified' => '2017-05-31 07:30:23', 'transparent' => true, 'visibleInTree' => true ), 'CategoriesDescription' => array( 'categories_id' => '3255', 'language_id' => '1', 'categories_name' => 'Telescopi Catadiottrici', 'breadcrumb' => 'Telescopi Catadiottrici', 'breadcrumb_code' => '3255', 'new_breadcrumb_code' => '-3255-', 'breadcrumb_transparent' => '-3255-', 'macrocategory_id' => '3255', 'count' => '13', 'date' => '0000-00-00 00:00:00', 'ricarico_effettivo' => null, 'ricarico_impostato' => null, 'ricarico_euro_effettivo' => null, 'ricarico_euro_impostato' => null ) ), (int) 36 => array( 'Categories' => array( 'categories_id' => '3129', 'tracking' => 'serial', 'reverse_charge_if_dealer' => '', 'categories_image' => '', 'parent_id' => '0', 'sort_order' => '0', 'date_added' => '2014-05-26 10:30:01', 'last_modified' => null, 'transparent' => true, 'visibleInTree' => false ), 'CategoriesDescription' => array( 'categories_id' => '3129', 'language_id' => '1', 'categories_name' => 'TV e Multimedia', 'breadcrumb' => 'TV e 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) 1736596966.1005include - 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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