Urban Ljungquist, Stratego AB, arbetar med att framtidssäkra strategier och förändringsacceleration hos företag. Han menar att det i huvudsak finns två sätt, vilka med fördel kan kombineras, för att framtidssäkra företagets strategi.
Förberedelser avgörande för krisframgång
Krishantering
I dessa pandemitider är det många vd:ar som brottas med frågan hur man ska bära sig åt för att kunna framtidssäkra företagets strategi. En stor svaghet i många organisationer är att de inte har rutiner för att samla in omvärldsinformation.

Det gäller att framtidssäkra ett företags krisstrategi så att den håller när det oväntade inträffar.
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– Det handlar dels om att proaktivt regelbundet inhämta objektiv information om företagets nuläge, identifiera en framtida omvärld och därefter anpassa strategierna efter dessa två. Det andra sättet är att skapa system i organisationen för tidig upptäckt av förändringar, hantera och analysera informationen och därefter förändra företaget, säger han.
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