Bäste kvalitetsarbetare, jag hade tänkt att vi skulle resonera om problemlösning. Dock inte så att jag vill kasta floskler på dig typ ’ta tag i den biten’, ’vänd på alla stenar’, ’jobba systematiskt’ och liknande. Istället ville jag diskutera fyra olika problem från tiden med tillverkning av tryckta kretsar.
Ingemar räknar: Är du trött på köer?
STATISTIK Ingemar räknar är tillbaka med nya lärdomar om kvalitetsarbete. Idag fokuserar vi på variabeln tid.

Foto: Adobe Stock
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.
Kvalitetsmagasinet premium
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Men vi väntar med det ämnet för att i stället diskutera ’tid’.
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