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GERINGE OBERFLÄCHENREIBUNG
Bei niedrigen DPI-Einstellungen gewährleistet die geringe Oberflächenreibung einen optimalen Widerstand für die Mausfüße – beste Voraussetzungen für die häufig schnellen oder plötzlichen Bewegungen beim Spielen mit niedriger DPI-Empfindlichkeit. Das G640 bietet genau die richtige Reibung für Mausmanöver beim Spielen mit niedriger DPI-Empfindlichkeit.
DURCHGÄNGIGES DESIGN
Wurde das Stoff-Mauspad G640 für eine gleichmäßige Leistung entwickelt. Das Mauspad bietet eine schnörkellose, gleichmäßige Oberflächenstruktur für reibungslose Abtastung von einer Ecke zur anderen.
ANGEPASST AN LOGITECH G SENSOREN
Bei Verwendung von optischen Mäusen oder Lasermäusen mit dem G640 profitieren Spieler von verbesserter Sensorgenauigkeit und Präzision. Das G640 besitzt eine Oberflächenstruktur, die mit der optimierten Testumgebung für Logitech G Mäuse vergleichbar ist.
FÜRS SPIELEN GEMACHT
Die fest mit dem Stoff verbundene Gummiunterlage verhindert das Verrutschen des Mauspads oder das Aufwölben der Stoffoberfläche und sorgt so für geschmeidige Mausbewegungen. Der weiche Stoff bietet zusätzlichen Komfort für das Handgelenk, auch beim wiederholten Streifen der Mauspad-Kante.
Das G640-Mauspad besteht aus flexiblem Material und kann zum einfachen Transport zusammengerollt werden. Im aufgeklappten Zustand liegt das Pad flach auf, sodass Sie mit dem Spielen beginnen können.
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