OKR är en metod som har tagits fram kring principerna att formulera mål och därefter för processen att jobba mot dessa mål.
Konsten att mäta mål på rätt sätt
Målstyrning
En effektiv målstyrning är ofta nödvändig för framgång i en verksamhet. Svårigheten är att hitta rätt typ av mål för olika nivåer. En intressant och framgångsrik metod som bland annat Google och många större internationella it-företag använder är OKR, som även passar mindre företag.

OKR är en metod för effektiv målstyrning.
Någonting är fel
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– Man skulle kunna se det som ett system att styra ett företag, konstaterar Niklas Olsson som är operativ chef på företaget Questback och författare av den kommande boken ”Målstyrning med OKR”. Systemet hjälper till att ta fram mål, visar hur man implementerar dem i en organisation och hur man följer resultaten.
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