Konsultbolaget IRM har skapat en modell för att klargöra organisationers komplexitet, och den kallas Vintergatan. Modellen kom till i samband med att Annika Klyver och Peter Tallungs, en tidigare och en nuvarande medarbetare på IRM, försökte komma på ett sätt att visualisera kunders verklighet.
Verksamhetskartan förenklar organisationers komplexitet
Modell
Ibland känner man sig som en kugge i ett stort hjul, utan att veta hur man bidrar till helheten i sin organisation. Organisationer är komplexa, så är det bara. Men med en verksamhetskarta sätts information, system och processer ihop till en begriplig och enhetlig verklighet.

Cecilia Nordén och Johanna Montalvo berättar om IRM:s modell. Foto: Modelhouse
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– Alla kämpar med att organisationen är komplex. Man saknar helhetsbilden. Vintergatan gör att organisationer snabbt kan se var behoven finns när ett projekt drar i gång, säger verksamhetsarkitekten och seniora konsulten Cecilia Nordén på IRM. Hon fortsätter:
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fPDoDnKzatBh2RgDWD4cF7ItFFiD4VroLvV8OtNUlR9KafqL/IEVUjJVe39De3R4cVkoRiYJc9fgdd6E8cTHxY/e6XU/LQ9G1LcrjIFEtvzraw0j2DCIiOwuDHObkMRLJ8LHw+NvEq3Zt5GEiZLXY+FGCZNDcEVcK3VdQ3y08wJ+XPhye+bby0lkfhNbKyJg7x7NDQQkyHNDgIlHplrvmFqSudExo11t/m23PqZQfVpGptS2NlUAoEtrZuQn+jUO6Mn0Gn1nemulgj+KziCxLUbBYyvJYt3AdYdI1TYXrDuYF4zxVk1iEarIiaK9KvEVTP6UuV8Qdu5tbB7NUiRs/WxgFjDPNZQ1uSSzqiO3IKrawVNnUo49CApnC7RLaO2B+tK6746QD+FA9HSvlPgdxJSgZBrkGvE9vr2avej8iaYwb4/9ke8rSNrN7EMI7yJjhGS0qzIYz9IsgxYKpcudjqn8g6kSXuOaU0oJdRqgDJmwmeYJk94+oG+zr0X48xHxHBxFuZGohDZ1V63T97qr1//smk9fl2vaxcyQv/rREy5BrhpdugSjLgHIyGD2cmjlOZb/X3VSQKfeZ/17B5eeOoR9rDVDwdwkyZIkhctr9KuST7mXQ9DyV4DH5ZaY1TomYnr5Axk3VyosnwsIKn3YufXa5kLVOybm/2kcPZqV61J6xjhgDfuy9lE79LH74QveTp2irlju8XxAXGpE9Y6DKvucwsPoXQ3DQ/FGJnBn+oKCEXPzII1cFj1V5nEB7N+u9lGowf9Fn/egOAtRO5kBJL6HuikeFPI/daleq3EpbNwAWslK6DUTckV3lEvX6/87zp/D70Gg06Wj/6B1DjvqUPJTOZ9dyy1C0sdpCtyaY6ARrnAZwnckyCbG4QVqNgVZf/TK+mUuLp4u3amvoMaWp/l1YfCxIyxC2qszze5mE2VGxe7sMGZBxVZ0XJdRmtxZn6gJsK+/yNIRAL3NkfIvVwKmbjx3ZEtn63RpP5iv+7TdPaPwwjZCkQRnuRHRf+ys8wWj7d0vFCCQH04GqLN+gDCMeUQdd8BBXYdZmnq5dz4CbeP+u+D7hZQP8W0lJkjH4/o7VjlPUTvcT8Xpj8C2hTDBwIJIWp0WaE55Q5mrri3IlcjtqCqcMrSJwynjstIDA7zwZlmcEEscXc9jQrbEkfuBJu50hsDpqx0GDLenIhUT9AGUqXBX9PVx79PwylfmoUcpXLCFzh8o4BkupY+UDC00lMWbON/NRH+jW1joqGQXnklrzhzXiTA5ecJAf0dC6pRjDBhiAqborKvJarl/8CAX2qjaktfcLnRQR7ObRhbPdcfBpDBuDX1WacInk/I2Mt4vj8bSNxOdjuirOH5tPJlxfB4cc96z9iJ2q0e74bWg6u/fwEnVFdJylGQpFbCjC5XQhne0Opg1iyIE95xlrjkuqyxLs8IJGNoZiMgsGBUMkNd5bTAQzLVWTf/2lv/ErS7/lEvFB6IwsNd8RIy/H1Z7mUFnZtgyJ+9+vMB1F1C+s5BHOA3C1/An8R0JKzfPK1EEMXNA69pZhR7Lx25OD+BlOLw78YEd78QJflh9ENXhcioNRK5zuvSSSSgMEggNK09DNP3ENnrHvyNSPhPxg3sCinICw/fgWhs4zmbta2oEC/u2NG4UI+J5K2B6nGpmMo7UBwSY1eh3ZlzRfaOPt5VBm/0zmp2Gf3eElORuq+XYweamf3V0/Qa/c75BtfGvwbl8OvrzxFcCVa/M43bwoyat1awzSqKID6QoAIWZ5T0H9rDlVp0RRGzo4F9aYtUHWhaHY9XoNllwrYof/rkd3uyaUGVHsAnGo2sQvp1+agIE/Ujt6m22i+YZ+HR4p396ieOv3fC9HPTg4dy/ExpjCD4sIySgAKWPoMLlbLIslGXCrEinv4dGC0HWUL927BKyTgsJgGdsCF1IWz7BPBtJssPOQg/88NX0H6cdTXa+DJZiBpo8Rydpf2EqhR3tO7kFZYRjKTv3oWLuSJ9C+bVNb2nuKgjUJzfog0J5owO5s/L95hZD4LgpVQHQTXzn5J2gl2aNapu9ajzWkYLww2tYeyDsCDaoQJNIOTKas/b0+9FDLYn1KlrzxYPl/ZxFKXvZcdRRXFv6QfCXDZdzX30R+mMd0lIVsPneVjSfo8guQ5iJQn112qm/B0MYYua2KpWLTM5imqkabQhCNVuOfzXewI/yLM8AvDtCpiMwK4pES/MnQzQRzlkV75ZTd3kQhJG3QMr9zjKiWRB5eQvUlUcfoidzEQfgT/M0Cg5BAXsFfMsAHJN8FEuQbDTk0kbcQAb8+DTczlTt1P+/D4huhxVMts58vSy8+lmLWhgBQVWtZZQkk5We37B3/tCK4C1NWmppkjD5Otts/kuBlmBH3z1Yq4p0dErLMRuLZGhPvVnaIK62Ts8KOULiaJY2LZvXlO4XJSqVMvOwoimVkdaZvRKzCGick2RsUeNleq9stj5hkDm7aUGwYRU5aidMTuLqNAOMm3sKN5MbFQyi0QaApgWpKA/AhCYmFtdclcv6OU+QcNj7QhfwuY9+RNaeHhfbrd3MdRyTeQPAxDZWtN8FEO/yy9FWfyplD+UHsPyichgXYjfXhV0+yrkLhyLepCnVQI3FD9oYCfWJdnLe8MnB6gkKmDrgVI4IeWTiK2tseuEavzuh+4THIHGzHIEgw99GFkKt4sS9bdoRt/lU9LBdXhL2U/5VTlD4q8lwDVoO3tC6vlKr13WnIZ64523/4kPGbgwszyHaUK7VB6rsMkfeeW83JI33AWOO5nasn/WGleVH50P+VvdhOyWpWoEmlq8OKA0ul8ysWcHMAQUrPbuLtxCHrffZQL3ZqwTlORgqDMZqe/lP9hwWa42MAy8YxJ0s6kWx7xAJzSNOs9N9C9zwO40nxsXB9Tn/uLTk+l12jNlynXM+wJ7a1kAUfm/jLOsTIGJMLJ54Qa/w9lPaw9O/eGAOTSjUvIc3TBJhxK3y4So8OsSPE9EEklOUN1Ec9KqOO+DEzHu/W58rTT7Hidi8JphKFzGVQsz5oXjx2JY8DbBMFjueaZh6MLL50cn5aHuFyFKYn3j8u/j6ykAdf3/Ab5WVaVbJ11NXs802SqpFenhQPluCFZYh98IjQc/fHOK3qcmND6mPrcrO0q1jt7lWHPd6gi7kSAyBhH/24SvmVJez9NPB2+oAfwAjkJeFtKGUcIXOUCLb0g3Tk6Y4voisGf7eI9mldKdkm3zdUOmTOv65jkQeVdUczEyptnGTCCMrul6JBO+JReDNsFWe9Y2pwQKaAKbsCSD7mYjcfiDX0+KPUfFmJbfK4Bac54vNnlU9dsW4T5Nx8wQzEl/WNziKCnI69kk3Ng1pw3quUCCymYJDZiNHueNNjeYvEvg0exSBivtGeLJSw2yhoT/G3RbBRMNx0pTB+q9A/1PSX8+jLiRTJ2STrc5/oozKFE/SBzn/pClTKdNz9Noe0pFv/IFuUIJGIwKMCCTpA/+fuGPEr2IbyWHOQmWzRyg9qZvzcDZgC7jkW7R8uah5nav0POw/x0N9vuJo4Kqxkc71JLelZemkDk5MbMSwp4J2CIXsgq5YvZYZhfJnKsnWXhYrdGG4yMbX51ObH7X4HSJPmbDnTdkWwurXw4N9UC1XUc53JTwY+IIsIpEc4Yry/VhtjBS+gvEckJvCbGcMxfb+o3Ff69AW22R6GpYAI1dnQ7uyPV1i4lRViF1l8YMzB3M9qoc5DUZCfrXtOKFHn3dW29yx5o17/iiUVtclZahM8oveUGhdbx1NJYSpMaiFok+kTNyreweJMbzFy1g0uzfFRba3BRiMuIPZgldT62yGuiv861AsNeFN9Pd1L/5Cb5ZOHpCGl6Y2N7SBK8ZO7LuDf0fUdSBXreNnl+fboxjRM/BumlNWWF0bLBkE0Yf6PeGFDUN36jl+s8a8xssS+uvXH/KOFyyUC3IUMv+XzYyQnRVMULQrdQ/hrVJYD9ZBnhb8X55uSKivuDgDgsymh0o3Uqnk0pma89CXuSAbKM1I1b0MO/ZPYiQudIEUw7b+kVQMz54RipmU4t/+PblL7pp6sqKJ4rED55nHwvaaqomLVwEcIvshWIdv0oFtIB1H5iZOrEPyhyeqGUkQla8Uc3ZsbGClVPAJp3yhAxWTGUCYo+Rvq9tkax5YRqwllLSolkMSjZpF5RQdDgTEKp6IU6QbK95NavC0a+tvycLguoBTf89GTraITD0eXKB8bE00ODTDVkhK7ZmxljnqQ93mn/crKuAJccUnZenPmiMk9pCAP22arTJ125f9A/WVim3Qu+EAFat6NKvxVK9ySPPatrW/nCjlnuMR0StwM68SRwPQY8lrjlbn+w0dUVviDm1GNwuR4CV5qMnUAEg4xdn9RdrL0kEL7GLydRkrHfHDNwOmcm4Jm1Qi7iGexFJmrbI0xj0b9l65cHcwFpleh0Mqfq6jTgSpO+tNuafC8CTiblwXFpgfjqLp/WTxw47XbsALzFu1HJh8ZDCCigw+JPXQwhEDlcUB2xvnVdb+5FebFEATrygbg3ryG0QR+VDFHE8KZX8TVRlfwG/7KqkSiBYqEAnwWKXpAQP/ACmk3Scm6vW3OpPLrtFOUsEPBRoj3a4nPORjsf1J2sAawtOntQRw6+V42/HhNu8Har7vkwT57lp0K2n19by2Lx2m1VHP83HV2kpaBfabkqZiDupbixCR/5EPA/6GULcu1b0bWVs4KSiZAjYZqThTi/nsjgM8p1WmDVsgFouhLqGZQMnGquRL9kE+LvSX4jmnh7WFmnyGnfhywB+dxsVdZN/brAnwixrMA2i1n/Xd0uNEHNpKUOTYKj8cFNeqqjOEMwRSA45Fe+Y1kIKMR91+WZ4rm8229NaDg6tKjdM448iQDgW99aY+UivMsedLe0SbWbutBp421eKpYmMQ9CQrleVlKs9TqeCHC2ZRVhoqin0cIN9T2qAL/a/5sxE+irKtHcRUuTo2E743mIqAJVCaG7eRr+FQPbKB3MeCNAYj7OKYD8cA3o+UjUeooKi++278ZJuI5iOW6ltmSf0m+85wxEXnyhR18CNffqMLkno8QutJAbgaQD5RjzaXV0qZtigOOv90C3lCwk3r/Pv+zq11cT6oH89KF6HXYNrpb+mDBzVnB5tzfQA6TvOfoqR97Rg10rPRZRIIGRzOML5eGK4I/jisC03/edDp2Uv8TDib0ukDwBz4t/L1A/OBGBNmSp6Cfjb+u5MteGttotR+SrliHvJ1kV/lxQK6KW6bGofPe6AL2+ePESvEtsj52DcQQjmI4YIBsfBBpDORfPqxQBwlZy9jaNastRlrP0NJTSCAZFHC5yh3nIT3io6zQktLLjtLFN2Q5Njl4pVRK7Zlr9G/lqYP7/ui2U5f7L0VqoRXiFx3Xk1luZuAoqOMHBS0TaZxm1yEWF63pEy1sJD759eOev9FTJUPY0o6/ie8dg4uCug4Hmod5cABmJNhP5LkFl7rwk6Tca0MhfH/uRpTmFbNuFbAOCnSDm34F/48wUemiwSZzlswN3sV4wUZzNE5PjXY9ugq5E/MzaC8uROJzwAAANeW99Hh0Q1QeSlbl/dfJqaifSyoJAghGyGDIhloEaR6DRyvho1AoMugXhx50nK6Yzuz/hTU5mrAtcEkO0Pz3yaf+wT1SQvzCdRhD3lINuQEHb0VIXwJCadO8IStvESBa3I1uM0rUDmbhNDtDjuW2J3Lu/SIZpKSP+csNRkY1ToP+rxc5L0uMPw3EryTTVAGBvKUFDfPscEirCRyTVzjYthMDDyTcwP8VpJd40mER091oo0Q9FvrVa8tsmSDHSfNAvBVd/gbE0EOURGz/totYuJb/eLoK0rqxsjEIPjwmQshBnhRgvfui4YNknYPMVzVr5W0AEEQv5vvLh/pqIeZepnAGofqxkIBuXdk4BR2kmDXWsY5XVoBu4+HkSXTKMnmB0iJFdJbjAD/yYMgvZXc7t8cFB0yPArW1Vt4rtQyAE/Gt2gRCwA9pisepFKsunQWcffyE6UFAVEYlkqhRyE67QfWiJ+JpYQvj+/BruSYJjAgoTyxawt6F57OnajQZUeQiHeE+mwbZiUyvnkLhY7/HTBPIcCLmFoGR8zvMMG4vfN96eQduV/lM3BGJzczLspJPNsl8xgllTDoGMg1dvjduB54dPsA8H8ijjrpYQqizcvCsvwenZtFFOSHrY+1XQKEP6y8F+x2QreiXBcN8h1dUnycAclkT5TOpj3ZUUPYI7kZo1I55uSb7vZoxrW4H3p9K423xy+zfnUrmdhwC6u+h9I6Xi4ohce7Q8Gduq8kD4vC5NJhrnc0vLqLimiT5Kn3KkRqx9Y66WcQ55ITiQmslkmzOiCaP0dCrFnMmbCxFtU7ZzDS2M5L2LxZfjxopvHM473K+3pujH3Lm4KfnFrgwkQ2vlZd5uenX4CuZT7KwFbs9Zez02TpS4lW9HysX8Rdu2SKwdLsw4D1alE1D7bHiBbEOd5CdAHgPsB69esheOylfYDzDJUslpZU2Jeor/rZBM1dyEvCeOvvqaxFxxQ+BVIjfbVXEk6DntxuX8Gya44JfUoVtePSGwSP0+5pBQgN0TcOMbzbtFihks7Ne5Kgbf9ti80qDdr0yA+2JLX0boJ57IaQDAx4MiAIMrEq7K1Ghk0I+n9aopQKw4MpaOpGFTuxlnncx0u0bWIjXmi0XHxceTRMOgXUVUOg2AqmflkS1BLHWfhjGxQhGJUo/CIh0Yr9bBeZ+L6D591MeQiUCZJFtEDlORzyBLUg/8UyF8ch1dkBtfqvvc1xzhT2ezMVRNGGK5vMJoOYh2apAczBRKsCAi1rxAjtV7yggcLCFzheSUqm0btLA81w+hnxED6r0De0U60OIwmlx/3jaiKfSCG/vDUoiyxH2NxypY6mT0XjJ8z4AQ3JHu2yGNIt12Z9DCdb33ftfoUMlpoxvc3CF9KH64f+pljiaCyWjkzZY4eJsgn6l58Irj1MQIUOBlo5XoEsjVa702WV1PUHz0vvQqnedRfbE4N74a8scT/Ypw62opecRZtm9b0k8jX5AFUHGd7/1F5uIsWrUsLxv6v5sbXuOeR5ONdkBN6OmDgL4V1plmd2K88V3T/XGl4Nppld0nHxJ94MYG/y8FE3jBcV0ZEjXlGF73Ly1WFUSd2o9gX6j4Hsa94XpQEh8QvuqSZi5Zx/Y44j015dLnLwEkJAxyOeGOF25sy6mNa+UfgN


