Hejsan,
en viktig fråga du ställer men som också är rätt svår att ge svar på. Kan bero på vilka studier det är: på vilken nivå, om de är på heltid och hur lång tid man studerar. Ytterst är det upp till a-kassa att svara om man kan behålla ersättning från A-kassa när man studerar.
Som regel är det om studiemedel som man ansöker, hos CSN, när man studerar (gäller dock endast de utbildningar som är "studiemedelsberättigade" och det är inte alla utbildningar som är det).
Jag har nu testat ringa till Unionens a-kassa men kom inte fram. "Det är många som ringer nu, var god prova vid ett senare tillfälle..." - fick jag som svar. Så, du har rätt, det är svårt att komma fram på telefon.
Jag förstår att det är snopet: är det ngn mening att söka studier om man sedan ej kommer har råd att studera? Det gäller också Komma in, alltså bli antagen till utbildningen, och ibland måste man lägga ner mycket jobb på att komma in, t.ex om det är arbetsprover, tester och intervjuer som ingår i antagningsprocessen... så, jag förstår frustrationen kring det.
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)
Ovan - chatt med den digitala medarbetaren "Uni" på Unionens a-kassas hemsida (uppgift från slutet av okt 2020).
Jag tänker så här: om man absolut inte kan få studiemedel eller inte klarar sig på den summan som man kan få från CSN, men har rätt till a-kassa - så är det kanske inte ngn större mening att söka studier. Å andra sidan, om det inte är för mycket jobb att ansöka (om inte arbetsproverna, tester och intervjuer ingår) då är det ganska ofarligt att söka studier; man kan alltid tacka Nej till erbjuden studieplats.
Ännu en lösning är att försöka få extrajobb/deltidsjobb som man kan klara sig på ekonomiskt under tiden man studerar.
Förhoppningsvis, kan a-kassa bevilja ett undantag och låta sin medlem studera med bibehållen a-kassa (men det går inte ge ett generellt svar på de frågan, tyvärr).