Ingemar räknar: ”Gör som Pinocchios farsa!”

Modeller Har du uppmanats att skapa modeller av dina processer? Ingemar Sjöström berättar hur du kan göra för att låta dina modeller leva upp och berätta sina hemligheter för dig.

Ingemar räknar: ”Gör som Pinocchios farsa!”
Foto: Adobe Stock

Bäste kvalitetsarbetare, jag tycker att du skall göra som Geppetto, en fattig snickare. Han skapade en gång en modell som gjordes levande (osäkert hur). Modellen hade ett namn – Pinocchio. Jag känner inte Pinocchio närmare, så vi skall inte här diskutera hans brister…

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.
Ingemar Sjöström.

Alltsedan du började på ’kvalitetssidan’ har du antagligen uppmanats att skapa modeller av era processer. Små trista fyrkanter med streck emellan, kanske till ringa glädje. Moderna datorprogram låter dig klicka på en ruta och vips dyker det upp nya trista fyrkanter med mycket text.

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