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)
HP Adjustable Dual Display Stand
![HP Socle pour deux écrans (AW664AA). Access computer maroc](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQML4N-eAWz3y_v6iH1Q-QeWEWikystQquOqr5mburHq6CPGpu3gQVCoUrq-a6h2rO9Qt0&usqp=CAU)
Solution de premier ordre bi-écrans qui économise de l’espace et accroît la productivité. Gagnez du temps en utilisant efficacement plusieurs applications en même temps au lieu d’aller et venir entre les documents et les programmes. Réglez la hauteur et l’inclinaison des écrans LCD simultanément pour un confort ergonomique inégalable.
Avantages
Gains de productivité : les études montrent que la configuration multi-écrans augmente la précision du travail et la productivité
Positionnez simultanément les écrans LCD pour un confort ergonomique maximal, assurant le bien-être dans n’importe quel espace de travail
La conception visant à économiser de l’espace libère votre bureau et augmente l’espace de travail, permettant d’ajouter facilement un deuxième écran
Les roulettes intégrées de la base assurent une rotation à 360 º du support et vous permettent de partager ce que vous voyez avec d’autres
Tournez facilement un ou les deux écrans à l’horizontale ou à la verticale. Tirez parti des grands écrans pour afficher des pages entières sans les faire défiler
Un ajustement de la hauteur à 10 cm associé à une inclinaison de 35 ° vers le haut/le bas constitue le choix ergonomique de la plupart des utilisateurs
Facile à utiliser, installation simple et ajustable en un simple geste
Son aspect agréable s’intègre dans votre décor tandis que son profil modeste réduit l’encombrement de la surface de travail
Caractéristiques
Taille d'écran minimum
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43,2 cm (17")
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Capacité de charge maximale
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7 kg
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Taille maximum d'écran
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61 cm (24")
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Nombre d'affichages pris en charge
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2
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Type de montage
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Bureau
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Matériau du boîtier/corps
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Métal
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Etat
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Remis à neuf
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Marque
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HP
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Taille De L'écran
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17" à 24"
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Type
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Bureau
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Matériau principal
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Métal
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