Sluta produktivitetshetsa! Psykologen om att pengar är tid och hur du undviker de värsta tidsfällorna

Tidskultur Alla arbetsuppgifter kan vara meningsfulla. Men när du behandlar alla arbetsuppgifter som lika viktiga går du rakt i fällan – tidsfällan. Inför utgivningen av sin bok "Du hinner! Ta makten över din tid", har författaren och psykologen Jonas Hjalmar Blom pratat med VD-tidningen om produktivitetens baksidor och att sätta sig i förarsätet när tiden sveper med sig förmågan att prioritera.

Sluta produktivitetshetsa! Psykologen om att pengar är tid och hur du undviker de värsta tidsfällorna
Foto: Martin Stenmark/Stock Adobe

När ett problem har identifierats, är det naturliga nästa steget att hitta en lösning. Och i och med det, har en ny arbetsuppgift uppfunnits, i syfte att rätta till det där ursprungliga felet. Det låter inte helt orimligt.

Någonting är fel

Du är inloggad som prenumerant hos förlaget Pauser Media, men nånting är fel. På din profilsida ser du vilka av våra produkter som du har tillgång till. Skulle uppgifterna inte stämma på din profilsida – vänligen kontakta vår kundtjänst.

Men tänk om det inte är bästa sättet att hantera problem på? Vi människor har en benägenhet att addera när vi ofta borde subtrahera. Det visar forskning, och det tar Jonas Hjalmar Blom fasta på, i sin nya populärvetenskapliga bok Du hinner! Ta makten över din tid, som utkommer på Bazar förlag i slutet av mars.

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