Enligt rapporten ”Framgångsfaktorer för funktionella förskolelokaler” har antalet barn i förskoleåldern ökat, samtidigt som befintliga förskolebyggnader finns i ett äldre fastighetsbestånd. Sverige behöver alltså fler och nya förskolor, fort.
Nytt förskolebygge sparar tid – men inte för pedagogerna
Skola Konceptförskolor visar sig vara kostnads- och tidseffektivt. Men en ny förskolemiljö kräver nytt arbetssätt. Det visar en ny undersökning från Högskolan i Gävle.

Lena O. Magnusson har varit med och forskat om konceptförskolor i fyra år. Foto: Högskolan i Gävle
Någonting är fel
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Skolverket rekommenderar sex till tolv barn per barngrupp för barn i åldern ett till tre år. För barn i åldern fyra till fem är riktmärket nio till 15 barn. Men många av barngrupperna i förskolan är större än så, och dessutom är en stor del av dagens kommunala förskolelokaler byggda för avdelningar om 18 till 24 barn.
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


