Hej KaK!
Är det den här utbildningen - www.uu.se/utbildning/utbildningar/selma/program/?pKod=FKF2N&lasar=17/18 - som du är intresserad av?
Det programmet (länk ovan) består av följande kurser, se nedan, som läses samtidigt:
![](data:image/png;base64,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)
Jag har nu pratat med en studievägledare som är kopplad till just den utbildningen och som är mest insatt och kan därför ge det bästa (rätta) svaret & fick tyvärr svar att det är INTE möjligt att läsa någon av de kurserna som en fristående kurs. De kurser ges endast inom programmet och ej som fristående kurser.
Hälsningar
Daniel SYV