Det viktigaste vid valet är att inte bli fången i en arbetsmodell som inte passar för ändamålet.
5 nycklar när du ska välja strategimodell
Strategi
När man ska utforma en strategisk process finns en uppsjö av teorier, modeller och verktyg att välja mellan. Innan man går in i en strategiprocess gäller det att göra aktiva val.

Fokus på logik i strategiprocessen. Foto: Stock Adobe
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Fakta
Harry Wallenholms och Anders Baudes modifierade Playing to win-modell
- Vilken är vår ambition – vad betyder framgång för oss?
- Hur når vi dit – vilka vänder vi oss till och hur gör vi för att nå framgång hos dem?
- Vilka förmågor behöver vi – vilka är nyckelförmågorna som gör vår affärsverksamhet/verksamhetsmodell framgångsrik.
- Vilket ledningssystem behöver vi – hur ska vi leda och styra mot framgång i linje med våra strategiska val?
– Gå inte på slentrian, utan fundera över vilka perspektiv som är viktigast just nu. Är det till exempel att säkra ett snabbt genomförande i en förändringstrött organisation eller är det att göra en bred omvärldsanalys? säger Anders Baude, seniorkonsult vid managementkonsultföretaget Implement Consulting Group.
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


