En effektiv ledningsgrupp med en spänstig gruppdynamik kan uträtta storverk medan en ineffektiv sådan snarare kan ställa till med mer problem än bidrag till företagets utveckling.
Ledningsgruppen kan uträtta storverk
Det är bevisat, gång på gång att en väl fungerande ledningsgrupp når bättre resultat med sitt företag oavsett bransch och uppdrag. Så varför är det inte fler som proaktivt jobbar med att utveckla sin ledningsgrupp?

Det finns alltid en outnyttjad potentiel i ledningsgruppen. Foto: Stock adobe.
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.
VD-tidningen premium
Läs vidare – starta din prenumeration
Redan prenumerant? Logga in och läs vidare.

HR- och ledarskapskonsulten Zorica Bodiroza har under drygt 25 år jobbat med alla HR processer, både operativt och strategiskt och haft ledande befattningar, bland annat som HR-chef inom Ericsson-koncernen, Astra Zeneca, Coca Cola och Hi3G samt som anlitad konsult på olika företag.
u4SioeAK3AkgL3q6Gn5Pj9HFQa9jIxLEsaB5WqMlpCJnX0ilWLpJwFADcrfSWZFH5fvXZvVGeQP5uitTIGOVhQiG2A2PaBuvM72u4Zpy1XulHIvMpL6EWs4kH+VEoTbU9M/a7O56b1ZFGM6hhHDy+uoTNR4mUMBSlRLLfILlz9Ug5Qfpy4zYH+aeQxX2OD0ymmoONasMjMd7dtjS/8UCb4bbCV4NnE1F3A8zEhgios5DKvZbs6ZHTHQFFely3Fp/E53TdnrQ56ZvykHNIeCeuSLUeUTKXj/jlWIwv9GqcXfiRFoldb5r5juMlmYz4pBsgbRuLY+T8XlxLw0Pk6XoJ1Cl6/9L1T39CPzzMo/rKN+DVLQolKUSeGFZGvjqfUCNzUVsuVEiK9XVI2U4LYfT24NHHKj9zMwUYu7L2bcKK8qnMBlCc54jHjCrfB/S1f9fqM3nC7LRCS+c4DoLcFuEXcjqfzSE7aPRkto4tO4o5rnZ4114mjtnmqC9Ch1ZhpjGnj1goZqk+fXiJtDkIxKXRniq7XKc17gMdJg1iauw81aPOYkvSeigLk9nvAQ5k+hxxF/EgrGZkL9zO511VoTvWa/PabwF3RcKtdljm4cDyGP0LZ9RKYjvuETC0Vhpb2VKmFQ38mj1h2sHT8Oog37EeQrUNBv7QzuxiuHjlJzcGIJ4OlgN8OYYptNjdyjlhiz0O7FtBhVjIdP9UqsCUX4EaHxUMQPb//HkhM6YPDb1VYgLyvzFMjgXevCxCLXFpjElwHUpAwAgqLcI7tGXaEFXmIbt//PooFWIxWy/BGaLi0Xd+V51OTAcTb3oziyd0nslPO8Rvih+nDQrurcLzuJuuXJ799G2t0yzPE+wpxb+UzeogZGG2D7tgrR7Qm0ztMtopjZAk2J04K7OgCySH4C9bh0/MnbOJnIXyhJjfLLb0bWur2vWG9TXanS4wKE79pnotZocHmVnPo6CKEIXLgFIZCDmti1rsJbkiw+uRAGlkY17n9QcbtGl7r2OlAZtUKWRvtkhxDK+XeNqh/2yM5GtPfaSM7F4356W3aewRGGIQyp/8b5zPssqZD51n74sRfHBprx629SMzYBjXIpgd1GTMRB61svcZgsq6vhwlzGdGv+tpOiEj5SX1W/4oEF2c8bpBFeyKREtPavfmSnD95PbXL/M24kKBu3LVVbolsPNp4vR3RtMu7Jl6OOA5/jCD2ncXqFO4Oze5jqDaqx5dXTWCOYVY6jXtaiuVs6Nw/3gOdEs6ptAbRteaGDEpETyOhGMZ9frZzDw0MFgUmMPu0UKv8Fhs12FSm/kbydlOj1p77ve2yfRmmiZuOzFSWWLJj+rkzw2vBXV4PxgHL1Dyz/4/iXPpmczNkQ1cCdGmy7adFz/W6QSgt2H2q2aaB+vZJmjGKg94+we1LGArwczusK7R6lRp3izlsVNFBrNmxm+hh82pXrny4p6YV7N6P8d+TWBbDa/6CDbPk0EymYB47VtGltWKhWRGiUlTbGJigQywZdMMDLRwipjrZIjNMYdRPY871FzlyMTnHWwpNmcbvhHODNY7Nv7k6o2rDpPL+E0AtnAPvRevip0lim5SCgyA151mZ4soGiaTNPNDtkD414FAeNDx5b/gJIpPPRsjuTT5FzlwnnFUkQ5TyEub1IU06/OLsGDcd8it5w3LIqx3QeiPnRA+fX2aDhmeLOh35UlOBlvTGGcNqbCDhoIhvvYPpA8g3RM6gb7ThML6qWK8Klt3zbMdlDbZ8r1RsXj0+nJadtEjLaY4V2gOBGoElx9dltaJJpfU7y+I7IoRvvecSEhyXAeyynhWohM+XvqLatazgzSxIyJA9PPxcahPnH4z3PK3EoaxUhdZkng8oQqYHH5mq1QUIEVUhtuhZjn13ByVzQ4ZxNE1wsIUg9oZMJoq25V3gqr+SwCP6n1qagzLEoAe6MGBjy9dHyu1GEDTC4g2JzX+yoVfG2I2gMwg+vusyt1Klb7zP+7XGBaE4t5Xo29D72iw5Xut9zeh3D1B4Tasx1o43kBoQHAHcyKMDNQxdFmUuCUjz9U0aAkVkgB4+K9XxhPt+I/yypJEqmPYIL6d4o+KtCHXOzIC4EijlYxQxsDjBDUUNmnz7ZUORiCQlRU8zYtEhamO+0xvFW+jzYnnRLFG9quhaV1y6XBPWrSTj+QtbjNsjszk0tdflq7Oh0jqSHbgyse6oJXr1jGd/N5Z4s93QpXbPsThaFEBKoYjw2i8sY0v8vOLiz7DU4hm4GJSSk2m43H8zZVZ5/ePP89df69UAu6PystudEjPxbtzGzUbDTeopLgabhcZxN6w3YMuqrF9NaqV+AGT1DTat6BVX2Ank0CZR3/wpwWEqtYCOgWvOK7myq+HCWFwG5rhW5nfltm6OXUZt+VRT2QydwOGrDxxvULua/G/QewyLzMOceJwcZsWxoVXOI35LxjrERARYtoTHJX86U+x9grFvTe9/6PlYnRuJW/oZu4bSb/+NTzeB2xpP5zKTZvRhxTdRuPDV/4ciel5IO2m0Ewo6aXj0slixiDTpNv9Bcj7eh3SznP9PdizJexaBI4kwn7qvvO1U6B6uLuYeVDOnPwa/NGJCI92fk6W77Limu6KbJDcYjCe6It7j9A5J3J1xZmtiXSZj+ktDiLRSFJtVKZaqvK+OUgwjJA1cCmsKqamfT3HpLOe4YwHczyem2MQjb4Y6e5MSChQR0+iCMv3oy+gmjVN/zael3XUqHQ2UpWRajfVX2d6mLCz0ePSPbImZqoKwy9N51h7+q4GHUr/Qy+SmG0/yH29UYZgI4dIpt22cCWjsbY5yBBSj9+oMlZEu97KTdSnIrXIVvmuBIJWUwVfruJ7fs007biLZmbh1CldIIvw545S7hzWLjZq/Pbg+pE4QvF8wFnSQuJ10z33G7oUty0fxirM3R/xtOgHqayCApWKStXWvnqrdN0MTL3T5ku81A3sjTg7qV67GUZ3cWxHA4xIb5D77ZszobLAIyYC83okz3DV1XcS3aCe+9q3lExy1JibGVVmTbbOi/g+Ryl/IMffiSzGGVaw0w2n81mWIS85Y1s2fSi/pbxvPLHouP/pIMxDphDhYXOJit6sgmHPlAwYp8q+kpM1+oqDMWreXgsozZBpkxJiJUbegWxTV5qwsc5ihpbAvHEWIpAzD3/n1/3/f5iRQeSzzTkC0yb3OSigpFSHrGTSbyKiWzj3hKKFxeE/6oKlMKcDJpZoQjYETFzoyn8UjsGKiVE3AXqZlWSm5MHEFERC12ct1IEJtIZI6kRJpYbjsWaclI9tqBd9jQhjjBkZANPgHVurAaxlnTv3vsezIXQ6J1hQcQw5HUaORjsLs7u8GD4L9O6Zduc2W0YHujbpw3tLOWefJ18QiIg1rvWYtPalqsuFsAnLJN+MWec9TLjcXcy16bmSyJEw8dusjUax6C8363P9g7H3CiXjjSAbYDFtk/4aHM5IVY0eBxZS1sQHyRr4IOxjPRKYi7nDrEBlfXY6fjeT7V3Qu8eVVwJtI1uSk/er+zha2hFlFIKe7AcT2SQKjjDIluCq+dhRfxT1nN8PHGjIpoGAHmw4chIA0FL7FPWN+g2RLNe0tEj3WWhvzVbOd2JUnMUsrfnEi6s9hthU2+V5aU5/0YJJZb5eZ1s+2G9m1GBHoD2pssvs1O5v5jWKuI7hGHBzp/LcSz/fX6bsiRGvUoDHQKHRMO6FCiSA7Of1kcwgX0b9Fhba83ROXmNZZUVdEfvx03euYiewAgK5w/LH81ZFcw+oadxznqs5jxDtOmcwkVLJBOFVd4IYc7x9cKkJq/ndas/psO4+QkiC5Suf2jW/khSsQE+TYOBbrJbM4MIsyBo4AyDFqUNQXEd8YTwi17S7bvQgFrTMNF3kc6za0Z/b2AWlDXGZYV6NjJN7RxJy5DdupIIhiyAd4+urRFTyMXbd3f/fsvd47Phv5jQQ9rzmK9y3rSAg0NG/wNMS8xChXyd+jtVnligvP87MqMgZLBRRbSyvrzHs+kd+BN83Hq9KZOcucXLDpwrigTrKMmGfyh2dbyi6KsM5ciJUSZnRRwUhp9bFBd4GQrWKslyqNbt9c4xbW7Hd4KWcSXW127UdYvBwK8BLJ/yiQDCDMIhmH5Rn7hOzWp+Sjdd45OGk/rYbeO0H3k3QjqIrhfFVBB9SQzf/2aFW5fXN6LjK/IZQFAPH3//SStQA/zpXIjaLhVhVnUQwiL9NSxQOH0f0D2icuIlnu+Ja8D9dlLM8QMQ9nsCDTWSLbo50tyRAKc7JoEm1F6JFLk/qa8FTD0VqtpwrFwf1OA+vn3KwoujY2MHi8diFoK1tS8XzQT1WO7QYpbVF2Q13+F6lC/bvk5BjrSvy+9w/QyUIiqWxgEPw2A0FRYMvkdP0doS9NSEuNDwka4T9OMwsQdR5SLlpT0C/BCJJXfSYJA2ZmXe9si8wptMfFf871vZwB9qZH6YPPfS1TVNrl/VFoi0C8C6dnbsAF4R5RIgjvGEDeYIw3aHLxig8JGzSFY/SPTIc4p7nMdnMppPeqYL+wFSwDTDONk6DvM3lKl5i96JqwlMnEnsKku+NObn9htlfITtcHttP97wuFyJM7n3VGbJV/Omg1cEVqQ911m87PQVv0GkW6Ivl+4OXD4NJvlE7bI8yvyp7kY59z/aVlOEXTO/R//do0LNDI88wSmTpADAYhneh0GZz1Qf7lYt+/nURTr5U46Cd2dz+giJWvFz/f2vYOcaQy84CLlai41aPUxTs8ReTaaW2IbXmhu7jw+PkjOc9GGV084I78qdmN+EMfc4UBpKPPg3p0NC5Dsa4ycrHcgMP8A4H281C9T+uVhTGYH+TMgRE1UA37stOMFTmD4Da17djiJasKZ1KoKsxJAuWfW5afRjwg7WGgHkzerkrfzm1Fvx/jaKxzhZiQalKv2Fl+UK6jPsa6jOrQf2hGmY+4iyC3FprhWzVkAr9tJrP//cR8v19i0b4u2M4Hp9t3q9XVpEWDDBcx3lHZQVr3CfLzVwbopYoA3NDs9VqbWxYcfrBEXsuvLQzcy7fJi6J4pjcH+QmXTA0AqYvAB0Q4QuaV9ZqnEB3N4jhTN+67Q3+cZRlgh5T0P5LktjrUoSLGUFf+lGSTDKEjEFasz2ZhB3Bdep2cgxm3qGhYjLXr94kQHrzPTJYmXo+ic6SXN/dtVKbmvRLnlBLtdSKUSF47ucfLn3/cMCgfUSr6NoDMQ0hTzF6auMqiEyMyLul4dWhCDM93Xu+P320jJahctAM28qvmz+cGmtCndG4qUbxrOR/naszaJ9xCp/TJAhzQwoHTEIfG85h9S+HRt0uA3ZmsuQTNfy1H+6Kb3+RuxrCH7ufk14BQHy5t3ppdavj8nw0urF49nNo/D7c33m9yLVYEU9FzTAYasB5/7FzAS+K/q0yKKbsfWPE5e8Zbe5hQFPz1oq3f4LC/yArXfgh4bHNcirvp6Ee/JB0E4NmhnsGN/vX4nVq4OTm/JRCrGcbpAsS3yChEPlm+OehbUplOU3dxdA8y0cPLRWksElITJou4/m8jfGyPOAeriwYXZAo1b7aI88A8RCbtslDOi0qVgtYDtU+XSK4p6C+p5OTNOYDEdwqacZwm+J6FHZJiSw+DiMYBtcUc2myQdcCOjT+5JhSIWNHNiRXmJKcWm/KsO52zpTEq21NxCa9dxnDyKpkDjKscfkBH1wM/gfcYs1pn/ARYZo6ldo/u8mCwRJjRYtRr5+szE3WRUjLq0nDAWE+SpNfGxbVy+QE2E/l0Z/kB9ZTDyFnMGCerzZDyfeMmDiLjgNO5yjYzZ28NtnJnxChu+3kwmFJL1HS7o8LxAjmn9amPQ0+xqdFduivKZJVCWFoBOCuww9GUQrvFMoR2RfyJdLQdcy/dD40SygOUpFEWI00A5mLc41AsBYzHAVSAmYMmh1vXxT5tJauvKAxAaOJVG0kTRmwUXWEWRYU2A+sN13e90GfWBZM4GACX7C39OwiCie0Dx5bz9DyKr1ilCKMmia6gJOjkxoQzWOf4mYuUPPO9d92NpYO/fH18zfss8M8GDXz7+xqst5Q8fu/GRSFOB8VsFlem+J6WtbX1BQpEzVDFNbxnPHKuJLTLpS9qltwK0lyAg30fAXqyDkbOR/zspojHV4KQA7iXzRBzAbWie2hQD/mlEgqckQZbTtE8JsrXCeSxz7PWuO59cQ0/d1P/94oqM7N8HabE1XbflT5O6nohtQn3T3VBDDK1CkdbJCZTa7t/Mfz9ns4N62K/UhRDjTw0YM0fl8OZDtf1e7jmvX8QjnT3HktjqcZjUFY65Z1xohQl2LoC02dD/miDeToiigTw5u7XOw+ld0IO1eLSpb9GAahFi1MNKlj1gUSC0GSoVZGZdtSGZKUD4Qxr0XnhC8FoV4sCoBZcltjN8C4tWtDgU1EqL3ACvMJqQ+1/4Qysw/UkIoLPVVd2TsY7Vdfl4iiXv68dN2Kc5lK/WCr+/KpW4brPag+c54B/4/TZz3oSILx7h9VGF2ALTPFTkEr7GJ5Rql8TBNH/ry0avG0slhMtVXG23f/oIvOxi0wLq5I1hvR0ShgXpKbX3+SLpg1MjX97RuPZXaeDHEaie/Ks/XEZImKwVUSgae6Z55NXum+4dga7JTAHk4eBLJ72EB9YBIInHqPhMSZeWqi0ZsQS692250taFbkPWVTrJJI0ughrwXizb1Fj0wn3qyhRtB4AQhXmIR79Xv1h4G/cN017oE+cusqDjOqpljhWl272vmZWxrMkqInFJp5AoaFOu7v+fQ3rrX/G/xDu5IoMB7kpO8VnPHPYunJTi4Tj51q2mcv8TCkYobNIJtVqNNc7QwLE350vFqvg3Pu/V6h5x1Cc+i4pVDCzMq9IsAc+Fpi9cgCe+psia+rrPme1iSvs24vD0NDAbMtECLWhsXMekReoqfLLRfGiJguPWpai8VYuH3OdSr6IJXJt4ApABRiw/s/7ukt5+yU6WgLsHXhDWV9kw/dmtPeGNniomHS+S0MLOdZwNUbD8vz8WR5LgtGc1xFaVLeK2Wp79gHpDwRx8OHpIvA8Lr/Rv6gDBHCQxKiD70LVu+WCJofPTrgxnVjYbWXTDBXb3y1fxh/VSvo9zUaV0U1VflDGTzVzL1nY68/xnulpkGzSHNusqrvKGsRywHzH3qWg+vCTkUZTC6bwv2rQr/vnTFeHpVDq8nRXA6S9ajVf7E0+se2poQpXw7bGsDBaArhqy10EaAUHWGtyaWlfstwXhaHrzjYuzgFSoxLEo+NRALsMLWSUFhHuWc+5twQdB9xuY8nJMbqkJyTx4VuRnZzxAybPxxA6/pJ5kDY+HUGAm26kr85d5w1abeYhOboR9O3Q7hYIU3KNIs+lv70SszliWyRTNny7B131GpyHQYYXimKiuvC4d74X3P6kImXTOeqNCvwLIVkziJw84OEQ4FcWwRKN5EXPJM6w3ds8bT/YibcQkhxUmV6kcVm2SbGHfwKfCpGbbQP7r8WnUAtOWLJDsX86I3H2fsx55dh9LqTzUomeFmHSg44D9XizAooavTNm4UPDkReBRhA74QuEQTAaeUix4lLX2tkUFFyGlCvasCxOFgzK9pDeVd9tqrcxm6WbwgcZIR7E4iLUkjpeeTChH8Z6LBqCKTIx0Tdegg24yMGggBmXbLSHDf0tLsbX2zFAyKSXT8XTLxYLT88Wiag3v4LeLh8iilB/VHS7/nMv4LwGdr/zyWZVLQiMMc6xdiO7JvTvfB3CoRqnyoKR4R2311UnTeHnD89x4bWWGDInX5CL2bP9+YzHuutdK+7qlcVw6FCrdPzCx6wejtgqVejSWQ9jECanjUruQ1/pkQal6Z4OVBzJzUwD1dfSsL84rqQ4Du9KHqra4o6sMCv8Tjl6TVP8vaWlKtFtiGJbK/iaEP4sQJpfjLb0M0g2gNAD3e0gX0Ngzg2JT1+ND/1mMNGFSCdJvHz+DFDGjMJr2g2iskoYO9hduvgGcTPhK7GqSy1M2lqGV/kBiLWhKLo3HsDcgNJ9Nx+NQ8sOuDyQ+cmw74MTrPEoAqKLUpvMFPLUD59pqLjb7hsBiQ9U7L8ViNEHC53WB6qBANlT9MGyzkCXO/jz/l0ZVaejbknHGFkd8v+eZ+ambaNrxK+pT1NLlqv35FZJIoKQnmN6pRy2zalkmND6lPZDcRMI9evGmw/lsdpLWVNqyJv6mWY4IDNu0cc+MH2fc53Mm6cMjH9obaqha6OWUssaOM0fFy9zBvl2XM89abGAr6/x9gCDjof8VQg+h2EaQmr+Ah0tqaIGRl+fkRdcN8y0874gPfdkgnM09e3K102Pzp7c5n0qrFGWG+994nDUgvj1Hxn6JybxFCsXTLWn0AxHFWvmhQl9NW4DbnSJvRYOeUONgFLSe5auiaBmRs98DiJiJuGJE/B2V2+91zoVnbSEWxCO6Z0yF6ARRoUB6ShGuo//FsqdmjyG3ULPsKp+f9qbA4wmt2DllEgU6zdQ15qPpjOSXGpQ2U0eT2oaBIgEEOmDrFOtbSSQhfthNT/egm8uuL4O0pJcNds3QnqY4gD+QsGsAMyig8RofqUSeOu/2476Ohetar57wpmJDk0oP17nRuu9Xbt+O5hyf7tgfWWkVUCgyGhn+RjWLWFjzon+lCsxrzOVfPnkMjCMPEtRbRG/gBWQL3/mWBEBm5KWl56pAgMjk9VM9dedhFL+o45qN+/5qHadBZuM3G0gpRfJQND4Zv5AMRy7ZDUfZA8ZpYuHh/DNEITG7mwm+z8hWNIbtT6l3/G77RNhyEaDR19GT0fw4jH8WGDrlqyrVECJNlCKgLecjYVM7ovFlpyVsYC1GnxBV80Gv1VZShiiD+IeJoi6CbQFQ6qArKiHrJQQHdOBcRhpPi8iMdEwiYzwXFlW1BxlO495yXNAeqMyMacT09hCGSpR0mtr7NtYgN4wIB943MvDkCN/KYtPDj8oVubo4uAhCszs4d0DpO1h6ltcYT/5gkvbSAHcAFXjykbnS7sRin9YVnWMfHr+eJhNU7glOi8HmI2SV60IJYxwn1L3gktiBiV44ZaKixGetqq9EPcTgl5nfnSfqa4WuVJNCqlT4lcbbQLdNOC9P6lX+iHPYQ2mfNYDMfZMFjmxzu9GaqC8fduab9MpZr7mqH/EMMV9DsaL1DngmJ2iPpEnXlTXlntjUMjUEug8d+B+DKJwJlh//DxHUwMIyNjwtYvWXRNULicXKRHVAKx7/JMOJNwVQjxbSFMqUcYZEqVWyZID0aOf7kKNKejHnTbWc6dXtyEg12a479oU8ivmNQcEFgzn35C7NtvB/G/n0kw52qUFMi53hM5AOGIFCCCVVsHiLOEk86OwgdJcobAgc/DPoqpdDVZaJ6vG+vKCwxPUaZN7RrDK+rz+FD/6x/gKegcUT/N7SfOr5BRwv+YxpztKjrpSK7p4HXK/564DEAdONDRMWkziQ7sIV35jYy+IkumqwTSX5hmZLjLnH3uuFY973f8NeZ8BJj8TNxLIWOBI4hwslR3t5DlwIMgDybvPiux2TlWqEJxHWTKTv7JmMQbnzz/T2YPczxmftBdm39cqcpiOzxOXj9WXTq36LoT0enbq2RrlWSqP+u5x+y4FY2a2orJZak43ZMbHCnYx04CNNzRa1P16RSZ6PseL85PeKW2t7/4AL1qdOpAB5EYmcMyS+rC8w/oPI9EqZ6yO9+8qNRrs79xKGpXS4LatzBEAvLXnEFdK6p3qsXsMZVRuwtqaV71sSEViSHdPShh57UZjiBDJT6H+1VL0AKS9uRhDAzzxJgvCVANM6LwIxUGy5L3PdVVfkIuh4xJCcIFmX4HjpF18vhDSEyvcjQBdgEtl/fK3UrQvSk5BwwTVdTIjIIxmGtkMmQfJgw5AsQYHnqpx4Nbvj6ssFxIDsZuU7t0OMr/8/pdOxYD91TGwQHGqIPi/zMA53Q8VcMc/l0bG0vxhVgLED5TiXGxKb4QK7xLgCmM9s+oaUHSMJ0bMJkbqBBfbMgOSo9QTgeWn/hxaVMxfB+u4Qkf5NkJFXjJ7DlcboD8S9un7Cf6wU39gpwMhHkG7v8vw==