
Som mikromobilitet räknas transporter som sker med lätta fordon som elmoped, cykel, elsparkcykel eller vanlig elcykel.
Foto: Adobe Stock
Parkeringsteknikföretaget Easypark har samlat in data om tusentals städer över hela världen och rankar de smartaste städerna i indelat i tre storleksklasser.
”Städerna med högst poäng i indexet får bra betyg för hög användning av elbilar och låga koldioxidutsläpp”
– Många regeringar intensifierar sina insatser mot klimatförändringarna och innovativa lösningar startar ofta i större städer innan de filtreras ut till resten av landet. Många av städerna med högst poäng i indexet får bra betyg för hög användning av elbilar och låga koldioxidutsläpp, och när städerna fortsätter att expandera, får mobilitet en allt viktigare roll i människors dagliga liv, säger Johan Birgersson, vd för Easypark group, i ett pressmeddelande.
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
publicerad 9 november 2021