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MINI PC MSI PRO DP20Z 5M-001EU RYZEN 7 5700G/8GB/256GB SSD/WIN10PRO
MSI
Codice Articolo: 4719072811211
BlackAMD Ryzen 7 5700G N/A N/A-Core8GB(8GB 1)256GBWindows 10 Pro
Disponibilità
Questo prodotto è stato aggiunto al catalogo Martedì 26 Ottobre, 2021.
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Clicca per conoscere senza impegno la disponibilità futura.
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Pro', 'products_extension' => '<p>MSI PRO DP20Z 5M-001EU. Frequenza del processore: 3,8 GHz, Famiglia processore: AMD Ryzen 7, Modello del processore: 5700G. RAM installata: 8 GB, Velocità memoria: 3200 MHz. Capacità totale di archiviazione: 256 GB, Supporto di memoria: SSD. Modello scheda grafica integrata: AMD Radeon Graphics. Sistema operativo incluso: Windows 10 Pro, Architettura sistema operativo: 64-bit. Alimentazione: 120 W. Tipo di case: Mini PC. Tipo di prodotto: Mini PC. Peso: 1,52 kg. Colore del prodotto: Nero</p><br /><p><img 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'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) 548.9, 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 548.9 ), '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) 0.0082230567932129, 'Dopo della generazione albero categorie' => (float) 0.00021910667419434, 'Prima BREADCRUMB' => (float) 0.00010395050048828, 'Dopo BREADCRUMB' => (float) 0.0026710033416748, 'Prima EXPO' => (float) 0, 'Dopo EXPO' => (float) 4.1961669921875E-5, 'Prima NOVITA' => (float) 9.5367431640625E-7, 'Dopo NOVITA' => (float) 3.0040740966797E-5, 'Prima PROSSIME USCITE' => (float) 0, 'Dopo PROSSIME USCITE' => (float) 2.6941299438477E-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' => '4564164', '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' => '4562745', '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' => 'MINI PC MSI PRO DP20Z 5M-001EU RYZEN 7 5700G/8GB/256GB SSD/WIN10PRO' ) ), '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' => '//develop.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) 1736545633.296 ) $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' => '52.56', 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 59.9, 'prezzo_prenotabile' => '52.56' ), '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' => '97.38', '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' => '4540999', 'products_availability_image' => '3', 'QtaUsato' => '0', 'bad_seller' => false, 'products_price' => '79.9000', 'PrezzoUsato' => 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'manufacturers_id' => '6834', 'products_ordered' => '0', 'EAN_Code' => '8806091331991', 'supplier_code' => '75TR3DJ-B.AEUQ', 'esprinet_code' => '75TR3DJ-B', 'QtaUsato' => '0', 'PrezzoUsato' => '0.0000', 'CostoUsato' => '0.0000', 'costo_al_GB' => '0.0000', 'HomePage' => null, 'HomePageManuale' => null, 'TrasportoGratuito' => null, 'ToBeIndexed' => '0', 'IndexedAt' => '2024-08-20 02:19:49', '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' => true, 'updated_at' => '2024-08-19 10:03:07', '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' => '2021-09-29 21:52:02', 'Refurbished' => '0' ), 'ProductsDescription' => array( 'products_id' => '3237210', 'language_id' => '1', 'products_name' => 'LG 75TR3DJ - 75" Categoria diagonale TR3', 'products_short_name' => '', 'products_tag' => '', 'products_description' => 'LG 75TR3DJ - 75" Categoria diagonale TR3DJ Series Display LCD retroilluminato a LED - interattiva - con touch screen (multi touch) - 4K UHD (2160p) 38', 'products_extension' => '', 'products_url' => '', 'url_verified' => '0000-00-00 00:00:00', 'products_viewed' => '0', 'products_viewed_month' => '0', 'products_viewed_week' => '0', 'products_viewed_day' => '0', 'imported_name' => 'LG 75TR3DJ - 75" Categoria diagonale TR3', 'imported_description' => 'LG 75TR3DJ - 75" Categoria diagonale TR3DJ Series Display LCD retroilluminato a LED - interattiva - con touch screen (multi touch) - 4K UHD (2160p) 38', 'manually_changed' => '0', 'changed_date' => '0000-00-00 00:00:00', 'correlati_order' => true, 'link_url' => '', 'inventariato' => null, 'inventariato2' => null, 'amazon_force' => '0', 'amazon_surcharge' => '0.00', 'amazon_missing' => '0' ), 'Manufacturers' => array( 'manufacturers_id' => '6834', 'manufacturers_name' => 'LG ELECTRO', 'manufacturers_image' => '', 'date_added' => '0000-00-00 00:00:00', 'last_modified' => '0000-00-00 00:00:00', 'status' => '1' ), 'ProductsToCategories' => array( 'products_id' => '3237210', 'categories_id' => '2872', 'storia_scaffale' => 'esprinet ha spostato in ULTIMI ARRIVI alex ha spostato in MONITOR ' ), 'CategoriesDescription' => array( 'categories_id' => '2872', 'language_id' => '1', 'categories_name' => 'MONITOR LED/OLED', 'breadcrumb' => 'MONITOR > MONITOR LED/OLED', 'breadcrumb_code' => '20_2872', 'new_breadcrumb_code' => '-20-2872-', 'breadcrumb_transparent' => '-20-2872-', 'macrocategory_id' => '20', 'count' => '1182', 'date' => '0000-00-00 00:00:00', 'ricarico_effettivo' 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9999.99, 'prezzo_normale_vetrina' => (float) 4077.9 ), 'but_uccidi' => true, 'hasScheda' => false, 'op_commerciale' => false ) ) $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' => '3669140', 'products_quantity' => '0', 'products_model' => null, 'products_img' => '36/66/3669140/%s.jpg', 'products_img_version' => '1647536978', 'products_image' => 'IMMAGINI/null.jpg', 'products_image_status' => '1', 'products_price' => '548.5124', 'products_price_blocked' => false, 'products_cost' => '393.7700', 'products_date_added' => '2021-10-26 09:20:21', 'products_date_novita' => '2021-10-26', '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' => '37', 'products_ordered' => '0', 'EAN_Code' => '4719072811211', 'supplier_code' => '9S6-B0A211-001', 'esprinet_code' => '9S6-B0A211-001', 'QtaUsato' => '0', 'PrezzoUsato' => '0.0000', 'CostoUsato' => '0.0000', 'costo_al_GB' => '0.0000', 'HomePage' => null, 'HomePageManuale' => null, 'TrasportoGratuito' => null, 'ToBeIndexed' => '1', 'IndexedAt' => '2024-08-21 02:16:48', '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' => '2025-01-10 21:47:13', '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' => '3669140', 'language_id' => '1', 'products_name' => 'MINI PC MSI PRO DP20Z 5M-001EU RYZEN 7 5700G/8GB/256GB SSD/WIN10PRO', 'products_short_name' => '', 'products_tag' => '', 'products_description' => 'BlackAMD Ryzen 7 5700G N/A N/A-Core8GB(8GB 1)256GBWindows 10 Pro', 'products_extension' => '<p>MSI PRO DP20Z 5M-001EU. Frequenza del processore: 3,8 GHz, Famiglia processore: AMD Ryzen 7, Modello del processore: 5700G. RAM installata: 8 GB, Velocità memoria: 3200 MHz. Capacità totale di archiviazione: 256 GB, Supporto di memoria: SSD. Modello scheda grafica integrata: AMD Radeon Graphics. Sistema operativo incluso: Windows 10 Pro, Architettura sistema operativo: 64-bit. Alimentazione: 120 W. Tipo di case: Mini PC. Tipo di prodotto: Mini PC. Peso: 1,52 kg. Colore del prodotto: Nero</p><br /><p><img src="data:image/png;base64,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'categories_id' => '687', 'language_id' => '1', 'categories_name' => 'PC', 'breadcrumb' => 'NOTEBOOK E PC > PC', '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) 548.9, 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 548.9 ), 'but_uccidi' => true, 'hasScheda' => false, 'op_commerciale' => false ) ) $prodotto = array( 'Products' => array( 'products_id' => '3669140', 'products_quantity' => '0', 'products_model' => null, 'products_img' => '36/66/3669140/%s.jpg', 'products_img_version' => '1647536978', 'products_image' => 'IMMAGINI/null.jpg', 'products_image_status' => '1', 'products_price' => '548.5124', 'products_price_blocked' => false, 'products_cost' => '393.7700', 'products_date_added' => '2021-10-26 09:20:21', 'products_date_novita' => '2021-10-26', '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' => '37', 'products_ordered' => '0', 'EAN_Code' => '4719072811211', 'supplier_code' => '9S6-B0A211-001', 'esprinet_code' => '9S6-B0A211-001', 'QtaUsato' => '0', 'PrezzoUsato' => '0.0000', 'CostoUsato' => '0.0000', 'costo_al_GB' => '0.0000', 'HomePage' => null, 'HomePageManuale' => null, 'TrasportoGratuito' => null, 'ToBeIndexed' => '1', 'IndexedAt' => '2024-08-21 02:16:48', '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' => '2025-01-10 21:47:13', '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' => '3669140', 'language_id' => '1', 'products_name' => 'MINI PC MSI PRO DP20Z 5M-001EU RYZEN 7 5700G/8GB/256GB SSD/WIN10PRO', 'products_short_name' => '', 'products_tag' => '', 'products_description' => 'BlackAMD Ryzen 7 5700G N/A N/A-Core8GB(8GB 1)256GBWindows 10 Pro', 'products_extension' => '<p>MSI PRO DP20Z 5M-001EU. Frequenza del processore: 3,8 GHz, Famiglia processore: AMD Ryzen 7, Modello del processore: 5700G. RAM installata: 8 GB, Velocità memoria: 3200 MHz. Capacità totale di archiviazione: 256 GB, Supporto di memoria: SSD. Modello scheda grafica integrata: AMD Radeon Graphics. Sistema operativo incluso: Windows 10 Pro, Architettura sistema operativo: 64-bit. Alimentazione: 120 W. Tipo di case: Mini PC. Tipo di prodotto: Mini PC. Peso: 1,52 kg. Colore del prodotto: Nero</p><br /><p><img 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5NpiyT9X', 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'categories_id' => '687', 'language_id' => '1', 'categories_name' => 'PC', 'breadcrumb' => 'NOTEBOOK E PC > PC', '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) 548.9, 'prezzo_expo' => (float) 9999.99, 'prezzo_normale_vetrina' => (float) 548.9 ), 'but_uccidi' => true, 'hasScheda' => false, 'op_commerciale' => false ) $trailer = '' $snowEffect = array( 'enabled' => '0', 'flakes_number' => '200' ) $timeBefore = array( 'Prima della generazione albero categorie' => (float) 0.0082230567932129, 'Dopo della generazione albero categorie' => (float) 0.00021910667419434, 'Prima BREADCRUMB' => (float) 0.00010395050048828, 'Dopo BREADCRUMB' => (float) 0.0026710033416748, 'Prima EXPO' => (float) 0, 'Dopo EXPO' => (float) 4.1961669921875E-5, 'Prima NOVITA' => (float) 9.5367431640625E-7, 'Dopo NOVITA' => (float) 3.0040740966797E-5, 'Prima PROSSIME USCITE' => (float) 0, 'Dopo PROSSIME USCITE' => (float) 2.6941299438477E-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' => '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) 1 => array( 'Products' => array( 'products_id' => '4562745', 'products_availability_image' => '5', 'QtaUsato' => '1', 'bad_seller' => false, 'products_price' => '2800.0000', 'PrezzoUsato' => '1000.0000', 'products_cost' => '2185.7923', 'HomePage' => null ), 'ProductsDescription' => array( 'products_name' => 'NOTEBOOK APPLE MACBOOK PRO 16 2.66GHz 6C/16GB/512GB/RADEON PRO 5300M/MAC OS' ), 'Prezzi' => array( 'prezzo_normale' => (float) 2800.9, 'prezzo_expo' => (float) 1000.9, 'prezzo_normale_vetrina' => (float) 2800.9 ), 'qty' => array( 'normale' => (int) 1, 'expo' => '1', 'dettaglio' => array( [maximum depth reached] ) ), 'url_link' => '4562745', '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' => 'MINI PC MSI PRO DP20Z 5M-001EU RYZEN 7 5700G/8GB/256GB SSD/WIN10PRO' ) ) $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', 'date_added' => '2013-11-08 07:30:51', 'last_modified' => '2013-11-08 07:30:51', 'transparent' => true, 'visibleInTree' => false ), 'CategoriesDescription' => array( 'categories_id' => '3049', 'language_id' => '1', 'categories_name' => 'Assistenze', 'breadcrumb' => 'Assistenze', 'breadcrumb_code' => '3049', 'new_breadcrumb_code' => '-3049-', 'breadcrumb_transparent' => '-3049-', 'macrocategory_id' => '3049', 'count' => '9887', 'date' => '0000-00-00 00:00:00', 'ricarico_effettivo' => null, 'ricarico_impostato' => null, 'ricarico_euro_effettivo' => null, 'ricarico_euro_impostato' => null ) ), (int) 6 => array( 'Categories' => array( 'categories_id' => '8', 'tracking' => 'none', 'reverse_charge_if_dealer' => '', 'categories_image' => '', 'parent_id' => '0', 'sort_order' => '0', 'date_added' => '2007-12-06 13:30:02', 'last_modified' => 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=> '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' => '//develop.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) 1736545633.296 $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
-
Scheda Tecnica
MSI PRO DP20Z 5M-001EU. Frequenza del processore: 3,8 GHz, Famiglia processore: AMD Ryzen 7, Modello del processore: 5700G. RAM installata: 8 GB, Velocità memoria: 3200 MHz. Capacità totale di archiviazione: 256 GB, Supporto di memoria: SSD. Modello scheda grafica integrata: AMD Radeon Graphics. Sistema operativo incluso: Windows 10 Pro, Architettura sistema operativo: 64-bit. Alimentazione: 120 W. Tipo di case: Mini PC. Tipo di prodotto: Mini PC. Peso: 1,52 kg. Colore del prodotto: Nero
MSI PRO DP20Z 5M-001EU. Frequenza del processore: 3,8 GHz, Famiglia processore: AMD Ryzen 7, Modello del processore: 5700G. RAM installata: 8 GB, Velocità memoria: 3200 MHz. Capacità totale di archiviazione: 256 GB, Supporto di memoria: SSD. Modello scheda grafica integrata: AMD Radeon Graphics. Sistema operativo incluso: Windows 10 Pro, Architettura sistema operativo: 64-bit. Alimentazione: 120 W. Tipo di case: Mini PC. Tipo di prodotto: Mini PC. Peso: 1,52 kg. Colore del prodotto: Nero
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