Specifikationer
Jeg har fundet keyboardets specifikationer på Logitech's egen hjemmeside, hvor vi får følgende:
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)
Kigger man på det, så er det faktisk utroligt lidt man får at vide om keyboardet. Der er lidt fysiske størrelser, hvor vi har en højde på keyboardet, fra venstre til højre af keyboardet, på lige omkring de 50 cm, og så en bredde, fra bund til top, på ca. 25 cm (Med stor støtte) og 21 cm (Lille støtte).
Tager man så endnu et blik på Logitech's hjemmeside - http://gaming.logitech.com/da-dk/product/rgb-gaming-keyboard-g910 - så kan vi finde frem til, hvad for nogle mekaniske taster de bruger. De mekaniske knapper der bliver brugt, er nogle de kalder for "Romer-G", som skulle være mere "følsomme" end de traditionelle mekaniske taster vi ser på markedet.
![](http://gaming.logitech.com/assets/52605/7/logitech-gaming-romer-g-keys.jpg)
Som det kan ses på billedet ovenover, så aktiveres tasterne allerede ved 5.0 ms, hvor de traditionelle mekaniske taster aktiveres ved 6.7 ms. Om det er noget der kan mærkes eller om det overhovedet fungerer, det vil jeg beskrive i "Test" - sektionen.