Magnetic Cables

Hvordan vi løste de tre største problemene med moderne kabler

How We Solved The 3 Biggest Problems With Modern Cables

Hos Volta er vi alltid på jakt etter innovative ladeløsninger. Vi identifiserte tre hovedproblemer med moderne kabler: lengde, portkompatibilitet og stikkontaktkompatibilitet.

Så vi satte i gang, drevet av vår lidenskap, og laget kabelen som løser alle dine ladeproblemer (Volta Max-kabelen).


Reisen begynner: Utskiftbare magnetiske tupper

Har du sett forklaringsvideoen? Hvis du har det, vil resten av denne bloggen hjelpe deg med å oppsummere. Vårt første gjennombrudd kom i form av utskiftbare magnetiske tupper, som løste problemet med kompatible porter

 

Disse smarte små adapterne klikker på enhetene dine, slik at du enkelt kan lade dem. Sørger for at du aldri trenger å fomle med forskjellige kabler eller adaptere igjen – bare klikk og lad!

Finne den perfekte lengden

Men vi skjønte snart at lengde fortsatt var et problem. Derfor designet vi skjøtekabler med forskjellige plugger mot USB-porten.

 

Med en utrolig 4K-skjerm og 140W hastighet og dataoverføring.

Power Delivery-teknologi: Sikker og effektiv lading

Vi visste at du kanskje var bekymret for at 140W strøm kunne være for mye for dine mindre enheter, så vi integrerte Power Delivery-teknologi i Max-kabelen. Dette sikrer at smarttelefonene og de mindre enhetene dine mottar optimal ladehastighet, uten å kompromittere sikkerheten.

 

Stikkontaktproblemet

Vi forstår at ikke alle har byttet til USB-C ennå. Derfor leveres Volta Max-kabelen med en innebygd adapter, kompatibel med både gamle og nye strømadaptere. Du kan til og med bruke telefonen som en strømbank med omvendt lading

 

Én kabel for alle dine ladebehov

Du trenger aldri å bekymre deg for rotete skuffer, mange kabler og lav ladehastighet. Volta Max-kabelen er den ultimate løsningen for alle dine ladebehov. Med sin innovative design, utskiftbare tupper og avanserte teknologi, trenger du aldri å bekymre deg for å lade enhetene dine igjen.

spennende!
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(/figma)-->data-mce-fragment="1">1 Volta Max-kabel = USB-C/C + USB-C/M + USB-C/L + HDMI + USB-C/USB-A + M/USB-A + L/USB-A

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