– Benchmarking är vanligt i alla delar av verksamheten. Inom produktion, försäljning och kundservice är det nästan självklart att jämföra sig med branschkollegor. Men när det gäller ledningsgruppens prestation är det betydligt ovanligare. Men där finns ofta stor potential till utveckling, säger Karolin Kronander, rådgivare och konsult inom ledningsgruppsutveckling på Canea.
Benchmarking av ledningsgrupper är inte enkelt, men det är möjligt. Och det finns goda skäl att göra det.
EmR83nNtz0QGE7mcr0Hy9YXfp9vRL27lEYSr1BvW7mpg04ABsBOdSQ9U/HqTUej7NWhRI1BpeaxQDANE//ZITqO9/nqNAt6rY0agpo75QRrxj74K/tVwrrEMAHzwAMdYDBUE9l+q6IdfBiyQo67S5HZSgZRrF9VAZEcU7PyPNcVna3nbe+03JCznii3+bWzi5oerWrlcWE8FW1EWJjRLJGncxLNzrShzur5Qt1V/9XJUPgB85nuByBrKgtSj6QaDdMptaT/dqcC7AKcCrZL1h8Bp5arl6lnh8uXHOR+4JTscnVQieZEfVAVHnWUVu7NIA6IZ4ofofkRWwez5ButV37UvSAyUMMdZqqRg8mJ1hhCoCKaARQJrQj2VzfhdbrFRIGfpvwmAVe2Fdrt3awt05JmU5TGClhvUmunehdmySwbJtWOwUToXVYFZpH2zzZeg1pBhSUhErXPm03/QPFe9U3tpwesR4l1s+Z+pnh7KdMkWeyiC/r5dOoeLyHedpWK6uUeiGu19Fe9HlIURlKPsltg8vTwdUjWCCcmzCIxeu46YluARhK2KQmhLbx4hCJlK5cBG0/InXEAnaEOgQgUtJljIEpXgFjOcJYnimlSAMo1mgSAd2eZGuglaBU6bSJT83RGzT6OB5sh2MhJryBV2n6C3L4u7hr+nUdu7Ebo8w2Lo6qjGVClFBQ37vEv3UDGKKwUGFTmutOwfKutFQ82K+KuHMBqrYMzka0vs5qi0T8fAoDNJsnqktrp2gZC5kDbbIB0rGqjnwyB0XsCs4ENrhz3G8xr3XmH61Vezgzfxc4vPohuQy6XvxI1uywCkqYtgW8zrRMJt/qwZI3Et3UGI49+Xs3EVrCt1dGj4eSp42ewfwbOGCiykXc8CoBrxB8HoHgrUA9wG8hzjL1BcCsuTaHOkeRjRZzkUKJ2NtbvK7B/Kooy4PVZlXujbWfX0+vZYMR7jRUdC11chdOdMMVnL1FXJQ1LYL5B1CUJChWb/Rx2DXGxXNr5hDWAm4Kjse271wnu9nVjKBoqhSqiZsU17IOv7IRukKfFSIqUnf3OEZJeRSHx98jSOSlCjR49DSS39UTPUifPjpExz6AVLbqAEfKP/R8aYVwzFMWXL4dSQurM0o8TUZaEk/rYfyYe5O21Q6cm+7sDRMOoKk0mA4UC3LRU4T/yb0+tTYK08W9psG/nhMJh0Y1QV6TewSHeeDnIWSHkm2luSD2VT1EbC/W469vjhVYpFxeejtfBIbcr5fIoCGVDVaYF3A0RcU7nKVCtvxYH99qI00HZqixLS/WdWy0LAKf/hFfjhLUXZnB2LURxrgaD1hryRMlHU+K33VrGpN5e2AYUxZ9ACTiPoy26jgWdvCPsNW/KI4VLDsNYk0QRa+JZyJKR/N2zdT4aSdCx/yrb0hlAJw4S7J7Ww0c8dNdbEDBCqtkdgrzCejoqyy+D9FZvFScvrQQzE30bUtghXKFXqyHPAqDw09ybNWp2vMZdWkme2FMSJ7qxQssJ7wnaCvHUrTonEuXgJO+3XXrDvG9x4md1GaYoi2RJDiYSS6KRna2IiHtsS3mIcv1tGD0/Ba6HvdyU8r4kP+7EBiOXY8U70Dz0fCyVFkTqDNYXRmpdGRH+df2uzLnprA3X26iozW0xu+1Kjn7o9trjBBm0B4VF6cfCZ3LRJy78zc20ehMum0pHkQCKEGHeqdH4BYjDFc01FsqwMKwdHXCZrHf6r7rCBuYRShfmQRB2MAdTgDDHwLCYsUWixLnaK/FFb7TZrZLEzpCcbb6vONJa7Lzexa8ZyBRmMFxcRc8ZnxMnbPyYXfKF3PUS3o92haKGgB6Es9gs8aHztvcqO7eW9zwBy2mds26fkzsAwl4jJ1VQGkJsXrjhazehac3WCyvjHV8lI2FDoHpLXimPOTMdVMMLCI5LYHcjoMHDiX3s1o3Nv8p8ZUxJda1D8/vljQ50qXWG/h0un1iqXfU6Af3cO71nf7KecJ1KdD8HdPqAJXSdr9xDBW5AXCi4TZTAHXuViGibq8rcb9ZU5/aInSSBbNgdx+B3xnT/RUoiw1lMAp5VjON2TSLeqt7HGIpVNFuz9mPCsLiR9nnG/lKalKUQbYqma4xvnafTkRnliGPbyiZylrDbjw4xmkhpYtZsm95ssoCvm0jb1vIkJy3WH8EfrtYYdFrd+Bsfx+qnGLxVFZoswuH8qHk5Hq3ozWm3IYL9ry6dZUhujbIamesx4lAhcwkr7C9B9iwm9pYErQR6ZC7YLTd5EicqZzXouSwqGhapJsQ0hI6aegbbY7Fpm2NIBioAIdFxuKnSAvi3eJT3w0W3ePFzx09Gp3yBdxdvFN3xj7rvcxxxGDI7aAf/xd8Oe5Wr6UYM9h0ta1sqwiWjj+IPqAqC0gcLcqUIyoogFV8/t5n3fq5Ql2d73QYukZ0lMqwDbBTNgMIvMzls/K8R/HCB39fevi4UiOsZM/dgLGTPHl3Oq15oRtPoPrhfQmxJUeFPP44LC15vV/vJktW42GKPjANIJaEUlGBxB0alS6VHum0YntF6GwuFY5XZOYp8hpbFteiXYoVfxBSLE2ZQp1VtTFbDdeys0LJWOxZiT44HOFrs2d9JifCegu0M7Kxqq5iwOiMedhKFqhG2Ma2F24/dJZf2p80DtMVAN4JWsl2/5WsXS6d4rla7+w4uiOELbgc+CrmDyTc8sX7Js13EDwk8h7/rlwhyJ3FMXmplpNuCfamPPFRKrwfvtCruSnH3fIHQICb0aVq+Hi0efPAik1uElRzFCB5qu3lnhHn7IELlsd/HJQvBT4ooCQyfzfzpafyOGwh4X/nK0FUT+lyabR2kXLsLsVROp5He7aLUxyU3R4PwyAWBH2kmpS6mq1p17t5mMdOuiGlpoDEsZYpOJW7Lofr0LuiKYGlx85V8rfBxYjqvLe2Yp67anTmv1ozzvHPzO3AMzu/QCTzA7d9fNlxO6aaAQkrnZ9X6lS9LvXFbA5Ft9o5XJraY4YVsuIYdO/NKW/lrHRHunmSnDP6l9yHG5HDozzapBT8w+BiBJoq8W8FONBjMureQWiTYnbRI9ffnrgdmGXZOi4RDPhICw8gy+erf8p2xt67VjNEaCprmnPV9J3sEPhPTsBS5jjV09myKaO5qZuhwyQZMGOaDIqorFUggjqwcUOsWDcmX1JBClIbrYQe3eMyI6rbTWl2XZLrW2PIIZTQ2nppLnYGvcA5UL7E/Ph5YU3UhWGAz/s+7pAyBuAPaU22XTT7q7enrNPMHxUEGdcjiKvBmN7SxRChdGG3q5zJjisXCVTWBeKyeiDXrM/QTUZxeUus2xKrHTXgzNTfnJix28ACPv/K6NNtb+ABLRGtCvrOyXNERysGw0rF2BtnLaGElwkXg+Kf5hQgg40w2TpkRqjlBrGsRp28XbocZr2+mubpKfezd62VvQX/GRD3ESP0hZqXMosSdSyM5NdFCU4KlklOzdU+Axf1WoQbb/HAZr89l16y4HdvJKB2sW9m5vNYEZHZJBoN3RhnrO9UFMzX2OZ1QS2hpyp1bVqVP6eC6YDayWMOzP2IOnBKdHp34c0GVp02QreVoyyn+s4NX3MHZisO1KJr8Pei/MHZkD048CvMN81qX8EIqtEXD8lC0XkkJOG9M53O5Je52tBbdKWKsLFG01BolyMrwDJDheRo6jLaDLBLvSIrts/9mx6sIv30zgWS9drutH8b9I/PQ5OlRsSbTOOTaPwypxnCrB4wIp/EQS+ALNUz7DrEsSqhOHjb1fhKV1lKybSMaSicLgSmuJOX3kYOHYWA87lRJZ0gxze+IzZ10Ihzg59LoFWy/bgc+Kq5xbWU7e7E5yCi2iN1FeD209BsBBlycEUrJo2zRjps9IQbtCp5fkfKPvf6XMWs6b/CAKN09VCylV0mGBIyxz1lHUu+cfqI2bj77wcQLUSmR4rGOeQPleX68eOWTz1Rl69pGZfSoXw77WvQ84Rs7VihcHSaM0VIA2zbGO0UC36vGg91SglzK+nkstTscVc00PHRSDox/LkVgRj9UmGh3oSKf35QI4mrRsvc0RQ8MmR8idKRNQTN03z4dIguGili+BIaSJ2WhAxafC9rJRhR1XoY0zFb/FeF8UF8aze90ZBx//QizhWV6HFS6ha4CN5FkiqoAFf2v0Y54pRauQPOVuQHhoDyrXVutbdgy50dmMo+0YZtV8j/s7ocRjdZKOene3a1HOjDp3pkqZ92STpXLpfKxdOeBZ+etOJ/C+ULcZSBTXqoJtbSbYLpIJumNHuH1H1f5c+9HCrUfZPB8KWMXOVUdp1d1fwbSHOcYu/XFOZ4rsMj/awP4oOBBEsduTjFzc9vk7qwoegXM1nriV4iTZLzw3CdN97hbpoGOTVTDcjSYKMUGru/Li77dcj87nQ2L0Xffa0OnXMMP0vt0CSECzFGbBemd2LSJmH2g6upI8htamChsnHcYlJtY2Zb1Z3zxEYOkISISKcAo5TpSJ6iUMmmY8vNHVeeaLO4YsAoCy5w9P6scXp8nvoAm17SenoLyRKfR4YO9lq1i2L5lTIhr6utxABFRuhAexlVwA9vO4GpVRB5Wbt5RtIWq3cuhKyt8XEw0Axg7R99NphBbTUTs16oxtRwDuOAWJsj1rPaiDmOo2BX5GQUA1r12Us087lprXHYj4qnlLxsmGBTUPffDJpW8OaXkcoHC7iQdMDT7s3lQNMWl84FSFbkGgdHVxLI4gg+yC8PLZ3wKXAGy4GKl/+cAksE5fkyDlwjHUjuxtv2E0d5VdRZIbvJY4IaeyGpxwBpxLbT4W2oiYAADnqgfGceDFa0ipeDXFLAN/s0wmKuEfiKmQsv5xhlAVNhiymHJ5mYu+3G/QA4ubx+Y2PhxIGw56A/UmTbQvjBqoAtF+TmGS+2gblTEDVpT8Ox3wM2J6U7qQ1yctvrUnwi7F5ktvsrkrdqsWRUuSlZLeWq0N7uXesRpRSuEanK5Tn0Wv1DitCeDU7DsHhVc0wOLFvMHgWpI+xnW8phJzoXF1VvvliutV2NY/+lvHdtIIAFOyjRBZeFMvnJampbCP+4q1QWSkDBXzK9dXmdzbu2PscFEOoHWm5Cd+VKFdIRsknCIV1QEjPZ/mGIrBWi+vebId1y5WMZZMb1Ynb7JJdBOorkCqRnNQZq3PJjcRdstybwXTnhFniQ70sp+XYKwh1+AQy4XCN/uP0Zz7/swi0H5Pn7SuHSBQGCIoVhKQMueV42icQCf2vqZBBUKzjenR7/F0n9l4ziif3R2zOd4cVKWxHo5VlzEFn6g/33R9Gn9Jfh1I5CmWEAdIae7tSIfCdLuqssIG4a7WHSeIVB0bRZs13TazYOlVbr6nkBrk3gZ7u60KbdnFjtaHYhxejacIOsvvPmtZ2lRi5nZFka/fYUl7qJxgo3fvFH5mjCAKvnktAN5fIkRb5aOyDU+DSiIPU+hvoQlTDEIEAk02keodoOaS0sEPdzxJVLaOK3V3gweeCAd0xxspzACPTYQSZeGaGW8wa6THHFHakYgn7ftOvF+Itlyp+Wv/UL455Hhku3H7qGh05fMULRrk0VJJZVjt74NO6czRSEdeVr8/kpsY+WjYz0T30cqNlG2JXwNMYc32B845dEh3TL+Amo9xMZHJ5wIaFicNJyxlgn6iQhy6RgBlACMZLeZ8BqK4hlU0sXti2lfDCDDHy/bLel/yS0E5LB6ZX6t3Vr59s281aIYJsy6Lb3teMiLQNGEN0PJl52ncJgAIKrm2QOTedDgDYwag3D3cpclYNCF5IUjjvdZgy1Hg4+4mKXeViOqU/evLO4fhg+r4+Giohc+Kr3Y02CN08EzybiSaplszqD1BUnOwWSgGQmQV9HuQrfcaxUWz2KeDRqwjBPnTOo1xnTp3w1IqxZzCluBHxxjrkoLy1mrbbSEA1n8QVz63cNLR1FXm0fvGuXR6y4ogjFHY44jFXjBC9i7Fbe4Rv1M7rfJcu8fw4281/08KktP+wYBFk9baGhHyfyGlmSiM0nsN/lUJjGbJzIk6cj7q5K0wCVIEPm9m+hp6hcO2rHmMpL6Gsx2FVPGM/DgHKrEIOIA1k0lNHJ4I09pspnFpAIRIfbNZRx1n7xiN7SaGFI/WLWLgjuQEe5DSZi0520FENhrAyqvssPROIZEepYvUvEuqqShcWeQJFudkK2YR41FYCfh9TEsliQHKsAJSWMiY2EzF9Geo8Gogz2CdO/zoy1Z9hOiwpqT6dec8X/ewCst4TJUpUhxdZ5hc7W5H8Of3OXj3GHqepZ1KsKr9jhCOf821fnEXcDMM/sWuJUtTS+wR+MA0n8Ivzwn2skoc7QBf2MQ21XJ8gtX7SIRrLChAESt0DqpJJhD7HLcJxIOY3AcdybYyGdbDYgszYPvrD+ckCSVhzr6PS/OZNo6WKo1A/EeR+wkp1T5fWG3nU4+cy5XC0fy4r16v9mOx9p7LV9BznLE9Aqa8rL+IwrrkO/5xFDKAu6Mb2Np1eOTRyjlX3VJjoxixLdYtx7L9VyiCS/6RAMskQvA8CYbtNT0LYMf/HmZoRQ3XrLXrD9LZzgFXlv8ymz9I+bykR6eeWattGrbIQ4C244m6NOIrtOSBBBQ4VVWyU2JptXCzlONwbpemfVZX1Eo6kYOP5ezEvECnSd8j8UiGebF/PwmD1ATAZis6PIQZuCQN9f81wFB7a2EEieO4E3+bCvFmMidT342/ANy7lLsF3PASQDOpB3L3G1fM6sjKePcm2GArsIdgFh1tfKndEZ0Ktkzrvruw1I1+tPZ2bFD4p++TS4Cf19wWjDT9wMWXbrRNLiT7mv3npMYdTJ0lrPh5WbUKID/lPYRl0n1pvyiMMURsJNVO0mGWD9zNHahteNq9vuL7hQdljD5eCXMZ9tq/bjV6phn/GusK/GVEOKBgtei0/lsteCp2uuSxvfl8R2agC1TGyI/8mtCLjxAa2r/BhcCq5qrVR9Frk0OO6tI2eFpEmQEWr2D32n4HKQnAlj6HUmxzMwhzZvUEj8Slo0RMC4jmuHJW0ABQrZf6IfAJoCZfT4RGV61PuhaYCQkcE2ofMjAcu5ZPJwBzsNFfRtMWlFd1Tu7aQx4n1LDksbvyvlSrvhdfhIYftW/KcI5IZd/RfMnNwpa/iMTG8BVfhlGCZd+XaGLnIclipaFR9jm5+1bGNK/0SV0sf3KkQmMwyqUE6Fz7c/zjON1ZY69JNqcBnJqL95aSgt7faO8Y5Z4D06NgmM75HysdRnn1+FRWJf8P+fiwKGTJ2do5e7V1t0Ji/lSAjpA5z2SxviFvzdoTVJofIqb05LrNidFATKRn1C/6eCcAkIhfwwvPyXHVhlVB9emYDpfTtPS2EpqeFaLGuV8tsEwmBWZyI5qUH/fSJlLzQ7HFB9pGlaoVllLG5BIWbxUyT/CgNTKSTpbZxqJhD1rb2lpsX2S40mqE7lbfc8jmjwoQ8BFI7ai6WlXgn+h2SxxX4daDu+eJ7wMkZmYotsSSiwRxVf9CvXF+UFAuA7gv3chgBvc7jgIOxUe1lqR4FGfuqmdnqKUQqVW7skY5OO8Z6cpN94PSPV1ov0Hytb1xm3UC/KPwDAx38vNsJ7Ises6AXqSSUxQucaPmj8JaY34OhlYF7PQn2zo/sYX3jFQhTKCoMMbilFkFWTwQKbWtbmWXuQ8p6RcwH+dZjijR/EU7tCxMRJLn9P5kvRCfyrBWgZMGHZ/CyXpivtWZpnBEsJuShmRg4cH8fQ6kVwtv+lQdM+MaIgLG+9SJYFzhMiODa69FW+yj+8nv2kSdUOdNqiq5L6PJYqWzPe0bgCl1k2G8sIjiyH3wP+QvJ1mWrCgqpAKcfdDYerCfzkN4AKgnwDsHB3JqfLGiuiUZrqjm+bcd2O7P2xJahb9zRujr+zufI7ceLmmcO1L9pTt0UiEk/Nn/z9cKqijnduAgxiCuNqBp5voTvOtGAZgtVCNMuGC25m7WCfu78UhmpGbu6PGLGJAVejhfmhN91Sv9YdhHbGl2vv55Vlo9slYlaH8Rxz+jwoDLf0ti419p+wfoUhMG4djWBh5WWPFfwH8GwQ57ZIYwq2/5osijtaK3LNnGfPgL/P4QrtdTNbGaUrbkJe0asTri++VAMSFcMeE8sRuKpTUbc0L20jPAIFCNK4IImom877kQrOLQgHOssMCCdtLigimPLXgdXv2CEyua7Bg2qTeXPAkiJuxlO0qD921O8xDxUeMb8Db2RtgtPKddsYFPTwx9JlNZZjOguuFJa35bMAVsRlcC+5Ecc9EHQ9/lyp1C0gKsWFYkdaFeb+vOxI2vcKGEhpPSuaWIHEi3+mq30viXobUQHqVzjUlKvHwYNLcbbg0oviTZQ5GJU0ozunjzmiYyaPHYvYbRLmmutCWdwcXow5M4CsNGEXaXoLzOWyA+f8OEJFhUWuBk6uF/PojH1AFV1uVxnyjjQq40WhqnI/WUm5tO8X4XqPZNYOLk05UT3eS9wk6Y7xTONXik4WCHSEJpRpx2Ffkue30aWWZtuGfxNLzuaTXBbHXEFor7S+aeEs1ctNShanvOsP20BE7kCnXtIt2oCy+C9ur7x56xPNuy/ppuub6fzZ6rrWHJKAfP4N66BfSA6GR+cqRr7xZ0z8URdXXOGL9tVXPY952WjwnMB9koGZt0El5B8NznOqW3tvNSptyxCK/kWXkTkW+XTCh6LjJUnPLBqQTYWnChYX/GGQRuDPHSVsVjiGu9I+FxU0tOAMVMe4wgbxvWAv5rBldEQkTvhxz5RMT3d+htRTXYWaB0o2iM1T/keSLfcZkJmRhEmTYyXjs5jJgezgL3pjr/WtViSYFnzEDS0l3JLm1WdU05auTRaYR2dugacRapG9wxDdXu1liE78kLdth8iUliC0XTk+aFtczlxzlTrq5AFGhHEyCI06plO/9RlL0WVe3UQxDfw1B8xlIs63ie1VcEr+ZaU0YhY7ASONrQ6HpXMGS0pJVE63WrQORiSVjp+2COzs6M6alXUcWXhYy6qdtoREQvbJ5tGBwqru1cmf22KisoUzv88jNBGdwG81HC3eUKtiJRObJy9YDmWLxA5wp2rgpSfXdlOzdnP+yLVj8tJ9sXztuN9hDt/EnuNME2de0GJDbbI39ukCPo3ZCC8Uk385X2+0A8EYoRhQPzZdF5U9Xtd7bdi2eywcAx8X46XK0yLqfLbqbbHt5hqC22dPWkq0N6OLfN+md0Y3ykyyms/9M+j2KODmi/Yh8Qzd0ZrgWSsH2dexNKDzdHztKoiNk89Gc4HxS9W7QgwJgWZNix2pAyP1GeBI1vLtx+pDulYxpkGip59WLormhKzW46Z8RHQXU8CDKXuvHkhEErm9lOtX4ph4BePPdozeOQjOkFDfgeqrKqN9Co4XeKkkYR5zV0n6VRc7lkd+e7c6yjP6VkDKQsI8k/z0U2BhbWC9KDMCx4wwmb+u6EH6oJTA1N7ds+z/5ZfTtshYjpFQTeKULiatSZi8swJ6/dsiZrfiEbPyBDP6Rrb6ZHDPQROtTyh/kImt+8UCIYwp2n2SUccDX/jskujQJZiqhE65KZ8Q5axfZb7fudvHqjIGTWze63ADzJUUFYo4VTTtlZmUER9BnMNc7C5T1xEGjOkm8P62Jb78Sch0CkDUDpRwfwKAPygwmFWXliwqu/e5frmkDHjQmOc4bdC36ulE2B9TRNZkKFsi9IfIff/HgxtskxZHQdHXLaOVLD/gblGShNwo/YKGKunksd+QKWSAJyRQufFXfCL42pSRArBCjjXDjMgsNQwtHuYhyEWiAynJyijjPM+mYfXXiUSZvPOL8JhKEJ8ZycGK4YSonJBJh3vgWfU+mKvLMSEPDccIy0ofXICJ820fAiuzKFDeMbFwtnW36Z/Q/piWmVD6j2HyE80uk+VZxvI3EBnYyV4M/npyzgS0EENtWjOyLJkk2pt2N2EWDrQ0c1WgFRiMHu2ZgoO/YuDWaHzLohglp9GbqivtI/GMjlyoutVKg4F1tLkU/W7mmFfz5e6Ww1McoCsjNVtvSYmbjuZMIXsw1WWcwpvU+9z05qrqPnGkVrAEiPrbRCAI4Hf5OVqnsP30shajLF25PVyf3ySJME5+zWXX552T0RPQ2ktufELkywRnTFmjDC2cMnS0gznGA7+pS+f9JrCt3t4FAvt3y2gWzjOfnpUhs1w4noViE7GjT4gMAevWuEHb18rabY607wq/Nj3jbnpYTiYnp7/+XC5aATCgNXi3BN22tB/nzYEY7VgaxOh8vDvMh2uYUmvKl1vS6lrU8gOY5hm6T4CQchyMt9cQFivXLRYUIAXNSxZ+13MPSL7LyJqV0uCpxBQdcTjK3he3f9HbVO4WoAxnnkB3U/YksDk9jFGkhPlJpLF4uVGoqDxFZCt6D3KoJwu+I4fhI5el4wHjtwjVJp7Qqnm139FRKsSPBhx7qENtKV93d7ZRGvAmI9Ue+5ByH64kaDQwrgRP4tDJF/ShTYqkanKWHOFTTrt/mkKBYz+Up4aw1IV2TTffu+namPIIrk4Yojoz1+NpwlwnR7HXpWFii0v/kbE8SLeljt2QWoHjEzqhgogQRRWpJPnm5wtdjpr7Mrsp82eWPlvdtRnf10nJvQx143UdgIDP/QNZuR2sAoskXAdNPDN2Gkn54kIPrY5dajahPMWk5ua4VvSSDYZxJ8wJvfPgO5rdm0WIjzxUsPaoFaxbPbW5I/2S7FnwdLJXUQXMvuW/LwEGX+JUdaKLyYGbd0L/rYY1u1NQRhs+Si36AF0pnmY/a7ypXe7TdV3j+CufnvQ7puwhU5xEuHp0x2FH59rx+MWWiLyMTYfxdLe8YB8qWG8sUGjPHLUEb4emoZXAfHTEihmHUVTYRJp3+MYbDowFBllA3IxeiK9j4Re/wZYRQoKRMFiSBBac+B2IKwbpy25WcI7bl8veFsQeoQo9u0M0nyDPujTbnc1JzEKLUub2nxG8ihdb6V3MiqLoIYETZFHri52rstFose3ReagaWDHvs6dmrG7/awrLxVS3AopOwPt7swwArUXPuc7B3Ub05pKdZs0RU6rj6f57BBfuP6c1jLjkmvMw9cGPwlQm73wkYjHj+U5V/JYtOSRezzNBybKXgXV1Ys5X4Qrb7NYxHcX14J+KDAAVBvizGP4Qw376Wt84qcMkAIbWmIYsgB5bifRsQ1N+wJ/WReO5DthXtGXRpSOEx8wKX+xVTTpD3rmWZ/9IYIEcgjAYRaEvrnv0JQcSRqnP5saNzhDIyfV6VfV9x1mV9VM0CtuXfRCRoKTnmsVZwf9ao9UvQ6dNHcxgDo024w7Jl58erW5pedVWiEv/MPE6HLvwGUbOTJjbDUqhkr8aOeMAHAzJK1aLmP8iwlImkitvNOBRmJT0zFQKJmGrCHqWQayS7KGh9LamIZwHW3RjFbX9pFyU11HNZHpzazvSVie5qaIuH5SacZBIkl6ofi2rxc+Tj3A86ieB3tfgazr0Ig/BaQ6Ef8DdlDQiwU6Wi87AU0h9ASsoyRhqUHU7bRKzhekRIp0qUcWYWoAsYvFmUE3FdGuaTU7zwZSWYLIyooluawQ8iPekWOcFYVydX323xXGNPe0hKhzVBTuwRAO7yJlbEN+wYlB0o/1uU4LhnmQDiLUaYCKDIfeW+3UOWBP9Xg5+zJ5APhik9GYD9qyAPf2ahq1Lk+5sYVsNAvwlDwgB5tVCNvfd1gPTcMTPbbDwnQbqvXJb1hF4IIQa2ullpQ59JoFg9URVZAvJpaM7VxW1uyOnKDXzj9AaYCozmZplhLs2KyzNCyDQ/6WNAOYUSRpblm34r5leKOAtk/ZyQfrdpqzRYinY8FaH1x6j29o3Mrmk87RPnD8fBh1B0e0nPvlgTL7Smue2y/h89wOoprQT649SszcV96M10XMGsr1f20JtYOcPE2ByjgPdlJZI20SCVMPzB5QefIw8rbPEEvG+UtIXv2zxInR0MLJAhlRz2qcrt4Ew47qvMZzKCflkv9044/DGzT4eSfaFDRY5OT7Z235YcbHgwQoI6ucjKrZN7ARbyoEJprwu1G9aFO8Xw01kFVbHk7hEwDlfYGO8ahpY5Y/BNtVZYKPL/DX/gng1ulRwmTG2QDCE6Tpvw78w51i2kzlJrAAcOuZF+i/MA4UrUnkupraPLDqHm/Vv08we61UYywBargfZ3AqndZoM6km6mvir42foKuuCMV0t+7ei6NkSb3hiZBPH1ehAYOIJF2pq7PH+lyzvqpJWdIYcEufC1hhmZ+iy++UqXdg1uQr+l0yZDUTmFhMkCCgZdwTJkaWIDehDwMzJX0Oecy/NRscoQ9HYfmOzHO3B558rCKYG5EQ4G1lELyPEK7G7pLCs6WivCvVWbIrROhRjoDQ+CNqftDZBqyLt5y9c1tQmGlROzDBgorb9aTWJpQjlOFbkyvpUslRxE8N+37LKg+866vHNNvVQHgK6ERZsugEVkGHfdkB5rr8T5lP5fYNCopzT/7o/S6FjDHyHXwCMMycCVWk+aqMdHd3o1Sx31qKTfZTlN6LYfLsJi52nF87YlZQINI5GWx4x+a0OP1e1pyoCqv/dGPU4mqcjPFmyJUiGuI4rH6+VlOOFHJ3FwQJSWXV+MaYiWrheTaVVq68ZpEoQNdy+vZ9j3rfdnWuzfDEf8poEZoJru6ohgIu9TpdHdK4Obpvl83wEskNG8aCoffEtCR2JMkvT/xKSgVIW0rO0pCo3Udr3Iz4LUCOBaRh4ky3aJXYSLHuB4Ian4ktMyR5/1kwv05QvqWJ6bGWWD7QgovGYjwhSGJUUlT61eHxv3O213ZJQ8ys1KlQQPsaEH4xRB0K6vAyIDrenW7hHocW6dcPNGcn8DrR+HqDW+pjgW6LrkOawuSfKw8y7Aw
publicerad 9 september 2025