Så här kopplas molnväxeln till Microsoft Teams

Molnväxel-guiden • Uppdaterad Teams-telefoni är hett och det finns många möjligheter att ansluta sin befintliga telefoni-lösning till Microsofts plattform. Här är 24 leverantörers sätt att ansluta sin molnväxel.

Så här kopplas molnväxeln till Microsoft Teams

I höstas släppte vi vår unika kartläggning med 22 molnväxlar på den svenska marknaden. Eftersom det är så många som är intresserade av Teams-telefoni bad vi leverantörerna att vara extra utförliga i år när de skulle beskriva hur de kopplar växeln till Teams.

Någonting är fel

Du är inloggad som prenumerant hos förlaget Pauser Media, men nånting är fel. På din profilsida ser du vilka av våra produkter som du har tillgång till. Skulle uppgifterna inte stämma på din profilsida – vänligen kontakta vår kundtjänst.

Sedan dess har vi fått in svar från ytterligare två leverantörer.

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