Seite anzeigenÄltere VersionenLinks hierherPDF exportierenAlles aus-/einklappenNew pageNew folderNach oben Diese Seite ist nicht editierbar. Sie können den Quelltext sehen, jedoch nicht verändern. Kontaktieren Sie den Administrator, wenn Sie glauben, dass hier ein Fehler vorliegt. ====== Unterstützungssysteme ====== ~~NOTOC~~ <HTML> <!-- UNTERSTÜTZUNGSSEITE: bewusst reines HTML (siehe start.txt / CLAUDE.md, Abschnitt "Wiki-Seiten: Wiki-Syntax oder HTML/JavaScript"). Pflegehinweise: - Alle Klassen/Selektoren tragen das Praefix "ust-" und stecken in <div class="ust">, damit das CSS nicht ins Wiki-Layout auslaeuft. - Schrift (Kalam, Nunito) und BBZ-Logo sind als data:-URI eingebettet (keine externen Font-/Bild-Aufrufe, DSGVO-unkritisch). - Die drei Beratungsteams sind klickbar: Titel-Link fuehrt auf die Team-Seite, die Chips im Kreis auf die Einzelangebote. 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) 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) 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fN8hMDgZdYO8x1DiQMPNQWVgD2hayq64gPsQHphMHcbROw8ctacOLEsA9WuMN5vmLsmJIJpaylLgb93MmOU1NQO4M47NvIdF4PeWpJYoRx0xLiissKnKBRSI3WNQimCrMhhAjjowTue4/UKdwVX6EVXGGb/STFQRC+KvcP2bg+MZ2OWOy3PmcM1t6tlk4ixSLFlq/RUnyM9HuaYhEQw2TJFmK1Am5zafSWaWDWVrZYAQcl6Sce9YBISC9XAmGPfOAkIuS+IILoZepIJEUI8jY0+AqTtaEEeG+VhDBoLMMEbQTl1QlSa5uhOThng9nXOrxlGwhKoL4yRFFHgC2MoiIz+9DuyOWIR9ftiEIUIfLAc7pPnKuxxKU3Z0+BHeAc+h/19rxhsOwbqHXu/9fBhgOKv4A9DQgv3QQWJMFK18CFrTKhiUe/FtzGQBv921lQniNFrjdWPxBvngQmML5gUCBZi0Apw2Nr4WX15NVIWBgpliJivzzKKpgRvvq61o35sHxnJIL/BiIfEK+IBDCRFAER1SIEYlBGpGtbBQloqRfMzCTnzhJFsdXprd3I8A1Thr3GaEi9BelRAxX0tfNAxcD3aOjgP+v5LE8xv0C/Pdza9qlAD881d+kpn2RVHf0t//5/tZ5QIDjwdUeA3nB5exulGdczM7nCRdyIXvDNtfs9cRXN113zHF7vLTJQRvts9kW7731zg43EJmKho6ZC9fr0X9effjyEyBClGgxYsX5j028BElO2e+0z46GTqqaaklXR0ONNJYhXyGHJppqrr2OOumsq25666OvfgY64ZGTPlpnu/8989hzZW4H5o4Sl3xyyN2wue+DFVaGwRe37ArKcqUuW2qJZXYSMTzpUvnKpGaiZ2DkxZ0HT1r+QgQiwsWHeYpHTUFJxUBksG0bolht2bHn0IVTZ849XdP7nXosqySvoKLoTzkrpRlNrGVKBY5w5fAnBGcEXHDRGeecdxah/stsIBsBdTbIarB8F8CacwCGv0HbAlBYZzyl29SV91+M2HlXDtdQybHh25W51SHDVSUCgjbYyYLkYTD3sOtrEnKlLkU1ijY8zABwfr6+uxqBG4xYb5ZSqHMRJGQkmwF2DmzUwNcygdXjExZeFkP3FjBHzlHOte+KHAW4fKGB30TjYexQS4hfTu3GpA21LqXfpkAHVRItERToJjmtVe/3mSzZPWv0WzGDIX8IXQioBrXTkHcpUIFQQOveMTQnG5JrfdBnMlcjEOeAYAtWrAdpL9fZgLX0SZ1iFl8uXCThAK0BwNEyNR40FGN+8GKKZ2beYxB8bFqvz2R0Os0wSqUwGr+hYOyQU+XENjvxaXndZLJQOccHTuMftKGFrwDl0WW6Q6EJtg1GFkst8J2YioPbhnU2xrIBU6pnji/Cu4hNA4BjFLNRCEIdah7HfO0zHF4MAd5iVJCWfKHt4iruv6WBVSTIADvWc4KsnS/kPwt9UvhXVlXkO8Y+haoiIKCe3+lxtP7nw454QxFQnTv5gf3HIoDdlRDj6uMiQGPgro7Awp5nj8qJgGBVdUl0l8z+EWQNZ7CUhruY8juCoBeAfpregl7kmF6zkVil3HTML/CJ9f9fRqUzboeH5wkqT3q3FA9CoNz5Y+zWUl3XcUz3BdyZSDVIuHmPynJikXJKq/qgEKxS4MoeysVgDwCsC298/y4uVdHS6ZUQdr6+18r0QiaDKnwjcIdVGpmr/Jq33USCDF1HYMyF6+sXutCkFn1vBvcOo6IR7retE+dVYX5PFC/gjgF0iNlrqHMkyFevk0RmyjSdBjET2wxoMbxMb0u06T7u5Nlnt/2zZsYmjNssbuZdKjdpkjnrHtD3NOAurseZThCv1hI2puzd0MmU5+ajhBotMpAZ6wIuKbTVdrCSXHuY26DgP/Yanm1ftbXF/5f2Z5eoUpcoAgaVLpDEai/NIYIj40SnmEHi53VLCmkmDTels6pzdZVWikV/VR/TW4BiBZyHIlQE47kiKKD9/AayFPFgCTyWycNhb6O5doaJ64xtMC3oTcBP8o7ys+rRmsjdAD1D74Gbo5mrEDyoWvOuh8EAiWwjPq66MxCVYOlMbVp+ZSa9IXmROb/9SCM62qb6gtqOS9DMLnHuIgDKnkEcrvxfR6LayZoaSp41wyRNO3VOPEtLfBQd7CUMkUbU1jzV/rYLW1NAwEp6qzJTtpVwJmcZK7bCQoMNFUlWx0D2mewfpc6fnYMjDvmYMFClS04S09LbaR6pWSlbbW8klx6GBMc0TU2Q2OtBhbbKDRz1qiOqZKEnfOBZwDICivXLG8zs/D6JWsNNhA89DYWlko40o43agQPc1N0D4sa/DH/4/9MiEgKvv0tKksWtihbmEufLugQ4BIOW5uE8O6I6y82PiZpIN4LQ5S5qmvtuZu/RYQPeQTNDIPXAqo0+yzrdlG7hBNdngJBQIHIaQN5sARTVOzqRW/VG5FxBT4ZCzrpR7WW4cKsyVcNvyXcM22tKZFxh9H3RPH6DctmcuqodMHydrIGJQ1nvvp4qpJRIJoPY1ecMFCbkrtNZfKLPdsR+Tf4mcXgBc4yGqBrdXVhBKfbklTli+UyFYiYgJr0ogpesWPMG8t9vaj2TC7Qd5bVQsMglKiIsrf/iCiqA/50QSjccf40xh2M3+qAmPlYPZoCEYji8UY/XG+8e1sHsns+G59IC9ENbEUleuuo3JAzURq0coOclrRwHDPl5RLJpI2IkipyjK/Psjar5UKudK4JpWaFcspHJw1NQ6zErgqvMZ5n2vUiinBJilEyy1ELaT9jg0b/c3gXwuuGEngRClCaa3b/sOFYUN4UeHueQnvxSoKBFjYTJ6UbaKfX0XSpz7oBIdYqQCoVqHlpZlQf4oesMM/fRse3X3XAuxp2YmJbfaqe5Y5+aMLgX3Vaxrl3L8Z1+otFKT1C70cXMcAJDzRBe4egebXeoCYXRoxrSkqzazNSTaggtO8DYE7+RPh2w/rlTQrzPQifOQ+7o8adXfAWK7+7MDloBCgaXLUlhSUsK3V7DWww6upfABOL8WzOWte+AnqIjDqSrwGSsGnXA2WQRhBMS7QfgmDc+duRcs5xPH7jPy+kQhgFpy4Kbt2sMel2094Te6g4cnZp4Y6IaQAKqo1EsXFHXnT2NFX4Gq4FBNwgKii9i3MIVVAfDENQljnLQ0jUjiVCI8xWsuMCVIi5RgaHqRYGLGh4hILpQAjy0hukLmdftSfIH8wgMYgL5jjIcg5Our44xhJVnQhuBLlofdBhDHWbOT1uqZrTGpYrZyJBW4ItDQrtgWtJtl43VxrOUyKsCA/N+8VsJtjGjm3/pyp2hj7UUfDRcYGIXg5wZREbY9P7WqrOInIZRIeGu4neqsZx4rKWpH03AGJPSgj3sF6crSrzKZrZ2+QqEErL5KkIvVz9KTM+rAqGbKhJWaNyDZlRITre0/UIukIzRrqbiW93npO/qXa8hKawQiN1SgrAdq3MsAIDJjCsDWEwpTSlT7iPz4HXFjBfLs1cyzxITRNOTNMNMB8NzEcNNWkuJDHFH73uTYjmqgYRJ4n7aRLr9XyQ4XZet//BvD843XEz6phpc2d8BHU2n//cHXHo1yRzNdUVsFEr3sZZ84Q2opyHO6+tgxes9p4FcnqIgbNuIeDTQORonpe+WUjXEJj1vtmGvTfXNLpf3VNGUF5epaqxPDy4smXpeUra0jaXegNTQ/JEpxb+z1fWovVLy273h4uAXFgKorG8iqBrmQOBHPUx1EI07ehro9rKDgQg4RJCjgmvXpDOUby1lcdwhg8p0zReyM9FVISfFjXYjFMrLe2GM/EKOleZuwF89ZnF2Aq78RbKFuWnFmT6QOX/xpKVIhGqAAwHnXzHrNCalQ7GiQAxch1lTe1sIqriVSigH/XlnQGoGGw1O6NxRp+nQDlUqPaBQTLaGZ7iq58uJzzoUI3G4/sgvB2dEP2e2XXnxszaZIkObkA1pTxSpQS/wB6jH5Azx03gzShYV9bF/E6Y3CVzz4mi32VQ2tRHmS7rfE53GjnLjLw43d6OulULJHCzLZnZRf2Lrtz8gntjn74wsraShdEMYk4DyI32OdmFcP+htkhcKy35831g48k19DSvBT8wm0e8VoKDwmhy3KAe2dS5mSwz9Z3ymqisz/ctx/dbx68TM2OziFK861/hDEdJV3P9h00MCHRRuVhow7xKEg26k4PqF898IXdyWwMynkjjEJNync1GGQfl1pJfsByN8r/OXMFDqY7qWH+rozhsuM/t9OSr5OfnTJwJO0X1ydfpPSw+B4j0XF6wY3IqbVP0zYLxva4PYGb9dvej0OqP+J3KqoCgiOFO3IyNM+KQ3wCL8UyOzsPI7eto10e7Ckwrk1XPyVt74Dgec+NQApmT/z1tUaxZa/475jJrEmJQhIz/x203mM5DmzBx44DHFmU3Kb5HRB/KRnN2A3VodoC9ed8upTG9qM1tuxscmGnqWp+OVMpCToQGX4OuJF1BcAO+IQoXIw9VcwObrnUKcGIoUbhfeeJQ9snllk1YWnlIekc0T17nWWLEcZ7WV4SxFKG9/G2QIHVmq5nKUkdnkJKKxaSkIle9gcpHA4yLvpU3O14P0FXB5xd9w6XkojV+5/MJT21eea7SriYvw0jKrT6Men1BmsjGuW5MDpaBZN3OGZG2w8OTwsnd1Jg+8XD0t0iq/F6q88km+HdZkQxAz/94ur8bi0QvhvTFtelfKFK+r5Qy90DMkei65rI9uS08Z3OiQfkGBth7jjKMZkkawaHfjF3FeOkwBvSJwd7NsOM9itJ4olp6ayxcUw9Zl/vXShSRpxxl5xUudzuw1nU6HPCrpGfgox4NAdDJsdD9vI9nQZkhsbxVVQK7zSUuUVP1Vq4H4hV+bpAjnax317bPR9WDGThCxG9heL5nfIAXySa2BPaehNmPUWRSwPBe7o0yGdZyFavmZgmuY8pQRL/t6pr6qpG7B2YsiUeHqhuHi9Ghtkc7FrWMffbwlAIFOkkRYqbfFDSeZIwue3KeMlxjHOCbf1XmagdBRhlL98VMkPfWlqSVWE62Hu/xYMXye0XDpyA7+ePbecFHWLTqlLqUdVoto9WlGC9cXEFijUWo29RO9oQ+GeKQ5PVU03e88XWAWKfSFwe5X2pASCT31pX4lmIxPlquE1nXqE4UeBT/MQtBszotfi5wg+S9Cx3vI9TXshYgDJgNN3XqmtARvaWEFAF/3oO8rrKKraXZTgUIcIgYuX7pgxvFf8jc9DEbPXQ/58VoqjKacM02/tuqacfq9wG/ccfL1hvXj5eAoCosvV5v/U0IHWD8ZzJ+sERnqd8Jw1ksm8yWL/VXvbSeiY8PQ9zFnBYybmrf4Et/J2imYRL9qkYKFvEU8lrvav02sEmnTDFHx2S+Dbf6pOfGFEyrr/6lfFz5WKh0Tvq7hd+MosWiU8XewlFC/Kte5ekiGfFJBYZsqS+mmOmfSqra1tJ+zBKFWl1pSZrdJyl1qKxIddGdp29aKTwW2GriTk9X71+Hdm7KUrUW5M6R5w8cONWTALXCmoX5o3dChDZIFzJcMO5MJrfMSodlrJ3TRFXT64tP4vHqp81Lpv/Uj8yeD8Yv58Vo6WENoWZubtWpwprKtuHC6KkdbQ4ET71d2VM7wsAeL44vUUnfisNqGGm5igOP0ARfzBwR/Zy5jvmI+hlQtZ4aEgt998RG4ypmYjl2wXZhd2Ol737LdwqtqLRUMNyU4i0lZPftgfYtgBz4cs0vj26KlrgJFjHczS52YmDylX3gOJHlEUzn9UWpCMIimCCu9UJTBiwuAPb/hVWA+Pg3DeC041sJ744+wWWJ4BHT4ohrUipajTPzZw3WoSD3DGWgs0ELQj9hJ/sfxx2oyuWvV3iTqfBTrHZkTxzXi8Sz4MK+wB17NiePYU8LCJjPoA3gFPdBqrhbMJFQudTnXDM6QT8orHK9Krl6S61wdPFkxOa9o3Gky0ZSuFVfa6kqG5xozNKIK++CSkWDLn4f/3pipaC12tUtyiUwjmsOkrfNizonCjNAuDshnrKvXZciAhsMZhvq6IdM+JiLeFPxd87jm6upxLc0b9uBV+NiZ4Q/U6v7wmVXFowDG4y3AuW6mZHMHaRm92Yx9k+ozK+K+WtMfMQtsGfRl5PcjBz7FNfS2Ik1i6Y7mD7TBy8O4jg5zRxuKalUpQwXCx1UR9VdYDDZ7xveinc/WsBzH8Sp82ozIu0rF3cgZIJogdPonU+7mkeM7Kke1FZPk9hsoY1fNUEpRaH5xilKQlmiqZEXpa6BppvsxM7K3AnsQT7juEcSYZxxKKQkryncoeamJhiomCO980a+7WCFMVjDrhzsizBDWrq94FWgkJNbjSYl4vSNz3k/zLGeSMyHB4XRm8VowrIKXWR4ztc0KanyR9lPfZDd7XDAa+e+Nn8obv06VEVjYceXvr1qQ6IuM3X9M91+sFJHsWPtUtO3JfimDzty57jG24enySBZPc/GEfnshGyncv6yHumJ/TzKo92UWpwpucGP/pwnNxQxavGBtv3JNv9BJYw4xmy7QYq9zDeZiFjXeuOW5astzYTYw+eIjeCgr51nyBbmKTa2grXiIrHgojKMh8mDaYwczB00DTcyc4732mhsyO5vNYiHsuSzb1Qv2muvSXDbCQhA2uE3QZglk8RLt2DFQpSZZrXq6iUIvwxjHlzMbxI1y+HlhLkTnyCvupQdwkkrFinz7LUyHovEYVp5W3A2eEyJzBfJRpeMJNZJk+XDM7vGsYaJGGfQ9uYog9hTXxvMZAai1UFSIbC2WaDWZ7DOIyzCAmEYTJT9/IXAfZ3NYK6Q+yeb4eNrefTU8AzvYiGYS+ekjzDQzlV4aAyoJJpfxzspILJvLrcAMuBvjuvEX/t9zdUZLUYRmWEqKpqE4onYoErRdYTfFyJGAHjon4wCfkNocGdWQYuIUxFhK0HBWbGCI/o4y4bNBOI3IPH/PC402J5iIw42GL0L0Dj/YGgg+E8zFEZr+WIpmGOyn2Zij++73Andi3GbcgFX0XCRm/VmXMWAo+1dPN4qCbP8HkUVIrDdFVcRawwfVGuLEsdQBWxlJ8fXW1NnR1fDNgyNcgshPMGmPam3W5WNJrNA3Y4zV9Oc7RqZiKTyrGx0aHsepi00exDfVo36TOdoxGva3eVzdTKAnZI+OjK5PdkTV15vtmiw0wszKN4TWU4zJ338Imk+wMcV+ia8jLj6Oen1rtdbADk4gZhLBFl+sAtNy6S8g+nN66h5WTXVVBeHtnP4VqbbgsxnXxCjiYtygQzcZ8dokgPVoS0PSqmScxK+UrgQ/2Pwl3DHwRYHBEF0Srqmz65i5s1JRhcmlf7HCgLm5XCdWN6pt9CgTGtQtiAyPUaLMzYJIUyyY7IvNzNAvA4tdaqMpUYy54vpzJtd+l7yhcuDyGcrTSWCyD1bNc/KrMW4138lzcR3CPi7WJxTuxri77xwnELB35buelGx2KRffhDVzuW5sSbQwK1us/SGgIILeEcgDOuQFnrNX5thYrCB/7cLNhk29eFI4HZ2WMH9DicK8Twm52aWlvUT7/a8AZ/ie833ThzLHTpo9F0zhcDzKMDeH68TMGyIydAZDouZTYLrLaDLYxBzxfFxskVuK55jom+5YsD63Ze0kMJl2oIaVcpmLEVIaI4x1WnQRalK3tXlYSji3wGotRo0G1/umhQy1aBTdokyMjNfMx4VhUSSY7VGT55DOruySea8OPbCzCyCEpPrIyLYXdX50dAFqjKvQnmP1lBvMNne4fkhSaD1Vlfzxh8B9AuV6zJL4OizxseRr20bx9Cjb7plB5KXUG/9i33ebzE6HgypgM8WDyfswN05xRTiYE4tZ/8plNNkUWultWxRhMebqf/ifxN1zUGdFmoYXuPbeRPi7AKRc/yxO/KTfjxy90XUXM7mMt9fHYG4wvE8K3nwVld7sKb54y6zc0NWEvWkWs9eErYDZG1oyqULTjVWADwRxflC6IZAleMwbbw1gi6rJYfMmVhKvRcdolTpbKR4lSQxiU1+kGB7pfubTJKPJIe6GSqKZYDXrHc1O0EcQZIcpDa8tuZ/4wBpAY1IooQmSZHKUVUnac32LOySUAnPCI+Mt84znDBzZ2jFjcnQ+R2GWsPeyVVWtfkTXEFtYlF2rUiS4BEBIiM2XiLOt+4SWXUzowJu5mBN3FNGt+dSjF+0WVomCOleeJSLUd7rDfeAlITJNgufH3sPLudwm/KHYyBPVKk8H126sHC9LsnOzMevD9DQdGOjL6Dk9P29TfgIbph5qEiEjxeeoTOhpzT+L8s9sA16+zKVn2vO3jBSyIOofg7mUYYqWhzTao7YhitBa/v5sMv1Z4qYZ+T3bmIxtp1t0lkZtz3Iw+Dc6M0i/+N+YWTvsLAYdVryvnqqpnuqtgEqm7dApZsm/8SwZtKFejb+r7PF6ywH790Fw/sboeZE7OxfVJrBh3/NNImSE+Bx/FFesp2F348Eg8qV5mzzeY5yr8E2IfgNmw59WT/X4KuI9NujhGzA4Q5AkhdxKeKuO+MJv/0qTyYWSk1FaiMlg3qCI5WNF4u8RKcm2xMYy8qu7KTdheEd4RXqzxJwVHm7JXU30tklxh8qszXXLvSg1w9SUEw7t8tyRZnttIS4RwbWFyq3mpfBcGHckT/6PNsknib+ei63n89dj3PVgcqf6oUCezsuSKcTCEGJQJjV0ZxDZSL2EBGrauGOqrmKbyBSlBf4gmCkVk0eFBnm+7AF/LpDZMWGMXCaMsXNlMjtXGCOTb8cUk9qYBj5fz2TqBAI9EBHGt/XsaApf2ZieNWHy3ztN4dUNWVljjLr6MWN0g40Eg49tPViGhDBZLKS81z4nZ3D53raPBdMzHDtITCnin8d6/P/qYBaYjqEoOYuz97+l3FiOeKaWccAzL25x04f87gpIlVIj1eVahLQUbeqp7bv4QUgQiwUQABE0tdTmZXjs0ikzSmODOPzMPUzhIr2JjTCYCFuM3l9H51epkVtKV/aMQQNqNg6iqR01EkNmuIBl7ZgWEOeXUhAfFZXfrACLfLlTcMMdbCcaRqvzHO67CEbcvEkYm8lkBKGYAa8YCkIZF/Q4EBNUNbRjtQMq2itGs22hOJ77L0t+TA2Z/1zwg8i6QTey2YiFHcxiBrNf7cc70tgKa5leV26Ni6puMYE4gmtMhmXZ0FzhtJSiRoVdlE3JNtzPGm0beWcmrLHLuEXxlsBZ8uhEjjQ836hxR8eZaqsjkoeznk1E0dbnLNbzuSg67xnY7ssw5j1FKHIpO5jFCmaPQSaw4Ee7A75fXQBEhMwWWZTLrOQnxcv+g144Cq3h4VlDJY6kIZKIrHAJan/VRo0Z6CxJMEe5WmQZzZG/ZLKfkZE/ZbJfESp0wDRYOEulGicUDgVvCIPzFcdpYxVWn6nAX2F5tZqIuLzR6ZblAv2HBBnJej6Pjc57xmJdX4Oy19wA/3qn5NUO1lJSDz/lpbqqa7WUtL5rPGdg4e00NHYzI7DgVioa+y8YpFJQF9IM1+WpwpmDQxa0Z0h8rxGD83aHkBCVgrKJCoqpL6ihX2+68p1cIrkNCrzSZw8425U30xzAkkYz43DkuSojw3esUkFZRAV7vHFLwHb76rMB1bzsMOQ3EnE7JKIsIFMWUFi0VcSQw8wgnwfV9Nt/JGwzByDxqSa1oLI50HOBHFtgowMvL/gamTQehqnB13fOOdsO05m3mWeCQqaQockhQSTytbQ1vxOHrA0B3d5cs//MxDm3T1EE/1BYIgj+ggT7HG2M9w1+QdwtlR6iTCFTplImp4UFtDOw/UahjG9JZIMT3s682vJYZWmOxkQzCOwTTq/4+PFhsCTeSPIt+76dYoyN1YtwSyxHngy/hOk/ITiQDgeCaV5k74YjHTR0sZouM3epvtSQ/8e3BbaeA/96J+dH6wW8DQN17zFNToTNnh2hwe7HD9ygE+gLopOS0VwKxYWiCRSKnb2LPpBM+cxgfCZTBoLF3r0fgvFnVj789CFIEmcg+2b4L6ca4sRoMW7+7ULmzK9xxypLczWcZ3AQTA+E4Zd0+BeANf6+LRldFXVd/r7Do9eAVm/+Kxx7yeefxvAzYP6wu2HDkLd5H0g2PoOP3eILLimhzr0EdbyEXTmGDwzHmq8i62xQuPUKZYmQleXYLRHtdtBbCWeQbnbZ1LpPkrt1KuESCnkJxFQ51gs9Kb/THl4lt9MY5/sXh9W1B9Fn4dyDB5a1jdY5l08po4iiy0TaRBWL1Ch+on/PlZZRbnGte9TT+onha20yIT9B+5D3JlKaTqZMpVJPv9p4LIYEdWDsW2DG8HatZsbkIorAm38Lw2/zBWdw7DRo3c3jHB+QrUiTKlKUUmlqmlItT5coUlUKeUqaDIwucrgfmHILa3+b85lK/Tyn1ifFlPfQneBI3cjLJvKzFxY78p0fzpXJtT51vyUHl/IPWfn55g38XKIgd4MZjPeFo+yU0T7mkBF/BlH20NIMgsvGrJBRh4Mo/9Hcw2nj4o9QaIWusNoacnP2Hiq1zkVu4itDRnQFkTdBsSOFlwVZxOreYPIeqGIK3Gbb3XmpSiA31lDH6vsS/aqxQ9Wghlbej50/13L3QPl75N7ZFnCLdvdg87nz8vfldw+0nLvH7QexA/mvcPwlX3Aax8+AxrM0Ng1i007T2NDSBXBvh24MtbHNYQt948KwU3X5KH222noGX19uLtFdrEugzNJMF5oPHy827SqgN/k3REUFNNAbk3eZxv0DVi0//M944a46uPEWpUtD4S7R+O7DUcX6S3V26mz1dBDSJTj9TLidvwYpGU+ljC9mr+Fvj4qNjbLBMip1PxUKxcibWesOwt7wgXXIJjIWRrssRpXBwNoFRdX6aGGFNiHrzkLe0Ll1rM2iPBQqGgXZhD1PRdv5XSHFTMeUBHcVBuu7YBX0BVbCs+m/OLv+ous79dWTgbkLCtowCDJ0Gqw5l3fsC6SCbWahwZvPh45nv60uKTrC25YCmn8czN9xb3TIWxfYAPddVP793w2upOhHHrI3fFJ8jm/oHWHL9T8mr5RX77kJslJybm5QVMsr/3lepZ/WG9fwWf7Z3vDHdDBuJvmXIHST+hCXGkehhm4SvAIP15WsDG+oj1xW4javG968Pqqi5Y/8kg0NTvnYbKspMtaSl0615cXr03LLc+zaYUXmSI1F1Rs2ZoKKvtzB3MoO92OOpDD3U3MN+fZxU6JLapflZK8aUp2+qDOtIsINb3JAr+Y5To5Gq8JRA92hFDl4nHhGrFzeCtSE5HpFRLYJFZqNbziFC/AUoVqVUiCKdJY5E3iMmO+GoBVr2L2yi6aCFwzWvah8ShoaV+CZm90klTJhbyuXfaJZpWsURbNOq44fe7f9TPRAmmhn7FckEwnpWT38TdlBFQmRAfk+aAs0O7pMpy2NjtaWDNJav3BiUA+tRl+Gbg+5rQVBPZoCYrT+pdn2mf/CEcxm7hhPoR5ObTN96PoXUyrSAvZkNKEmU0a1xKbOJSqot+T6J7ZbcUFsxo5iCrXX0mYa0LWt0TH5sSG9hW00ZtZI/vSiF85rUhu8N4e9+p/IKFy9HQI+eRP3dj9YQEiapCst1U5MSnKUfJO0K03UnhaeqHMYLYMlqeniOotF1qWmbZZFjkpL86Wl/4g6K8c9vHHQoOHD3NCMf3+7HvRwoy+VT1S263UdSiKVl3v24GrjtlOdnOO8bINRjqDIKLsjTmdMCI/pRkadfjcXYYUtiKGkZ8wMUcGNRvA+gnEZhi8zIsDbUPglPSLs29ZgaNXFxsNke6n8bxVMZbAiTAb6LfohYsmKapq/H21kyYrQQ6ZyNgf9EgOfhOATcDB8HYZuwDFfUA7Y3yG18wXxUokgzs6XyuL5wjiJVBgfz5emIktQZCkiGtAlIC7wQ0TcFHuQyz0QR4XgH2D+Pq4be4m7o2Qz/tJhoLq0L9nnSORp6tlC+e/FviQQOYpGhAomfC2wKiotMnqa1uwQPWp1wyE02AMukBUnhdyh3ba4fPTCa2TmvXeAYTI7wkOPjaryFaFAcCYxtDgpC/IE3/ey98YlUxP4AmpCctxe1r69yMnYC3EUHi+OfFh9EjlxCj2ZVUiy8flke2H23qC93ci+rIvxVD4vnnIhZu+bF+1o6VcO92spyq4ncDmEUqAZBRFp6RtiPMoZIa4B+rFV7aOzoEhp4wQy0W8SeTAlLzS3OCncWFBpiBswy0EjQjQizTFhQiHEF/WXjXQv3fpGZjLLcHoJoY5SGOYqSDQZXOU6q09cBs0TTCYkNEUkNQdkRUSRukl2XmN2oEZoMx11itse4Exqqp7wBGEWVUjvbajU5MFiGlpdtV04mrQlLGwLqb1zgNZn3HR07o/4sr2qGoWe5edpqkr+oBOyIVACW2E4GlYcedQdQT5BIh8jR+xrtGrK6wwZ8mLq/fx3g6a5a1e0wxqirOVJ62U/SCfIDX++oithWEUHokeMe5I+jLaRQtlIGxZZHdcNtCzykgeHChEmlfxobj97Xv9njMqMivi06B45i7aBSKuPrNfRzPQ08DZmlVSMJD9/tgKImNA+qHMurZtmC86dBe+FoS3wrLnQ5rDIZmhuJ7QVlD6lvdMK2x0asDGd2HqSSpwwYeLEl+yn+71/tj7a0LkneWhEM3v1Sv51h9fL1gmg7Cm/yGw2nU+dZPxiMF7btF9MxitG238K5s+deYc1fnL9rL6NUz9OOSq0CQJDNLovNJk/b+vWhK1beP4I7atu/LIsDbxuC3isGb80Swev3YxtuqeC4O9tZct+beV9ZwmeANFUaB9UNAdi2wzNKZzUOoVK0Ur3pvYRjI8x6DxBlVvQjsCg4wfPK9Y1HEr/n0stZt/eFRR04sA95E9ToLQfPBkD7YOWpA5Z1OMhmQzvhU/oQEMrN3frsvGbeLDa4o/Qvipu6NxFaxfb1y1e1Aqm7eO6ccri/hR/IDbwRKOUp/AsjNuElyUlcAbBAs+5RzDWghNev83n2kGufxedUpnR5R78J8N3OJ1C9wuzixrLrMKidJXBWdxYGi0sTlMbisI23hdG/cYI23NeZP6ETGlvrqksWlSUBg1Q8rjisA0PCm/oF1o+glIbGoOiVquoVlY/OhxSINl26l7HknH8pFaYOpwNjh5FEyBaQvE9jTTIuAYVAC2HKZPDSJMpr72PFNbt6lw0EYLu0NPKpjUvpxCwc8tRThkXy+BwMoFGUTChN32hXdQZ1z6h53Yo0Cr2e90+PQEvxZ0i+8aM82BewdxtPe9WJtYn1q9817Ntrrn52mKYvvgaYHN30Thc6k4utpLK5dBWcc1wKASHwBAbhjhgnSU4VKMc+P8GBpT26W5o6H/RDklw8ACO/QiOJ8fyDTH0r3QDAmZjr0mWtW08uLeeGJCdO51+FoSl/26K/F9KDMy2V4ez5oinJILJveYQHHsR4IPiGUhp9+1I8Y6pJ/s7Fg/jO+b68Ycjr6UzQN/l3SLtMGB0qVhIKid9lYjCyskadP6wNn9b2ICujh5UtEXFPPK6q/t03Qij9U5wi4Deyk+etaSjv66zfcTN/o4lsw5nbitd0IK8BhxSXWDYU+ubAH9hiM/rVm5sQdEGHP+PpvmLS6u7VEH0LwDXuYO0p6Dfb4EsdC3J+1juYFJvgz+0NIAwMMznbHHJKquKPpBgd/gnJnU1EMRaDj9GDn5T+ZpY0rN/8q1Jad9LxzwCvwW5c+I4mkgzF5tmOuHDTOAzccn0I6+lMaCrc4iOgVeXd27hq2AXXdsVX7VizNpg4NXr/TJ47Zgd+5/3u3CxK/gV8P5/wG32qvb9UTk+6yF4vU9kzv7Rq9i3k5zgc0xJtJ+7wMMjYaduRz6C5O/Q7Uzw8ChwfyuNBm+Ad6j2f0U0qmP2SBX9zZ4JYZQLqXWyu8lm/rFFqukebeT7qYNZp019e002/9nsO9RQVWGfzhhLSl/brJRV5dirIno1qTme/W09bx1ytGMe4R1HXn8+zmb1IyQSWyPf5cSPom8vWywKKydRJcIwNxn4TAyEDDM9xaGGhw66FhcyWe8gLXy/ecePOm7JrH5njdG+NfCZ6HfWbh9xqn/WRGw/rZ/y4D1pcGBIf8rPgQP5IT4eQ73cBUnzSaQPsGoVk1J1PjOEUAPWiuk3IPgG3Ua/Tof8oQihwbxVf9AF0zL+kyZJrO9W+9LU/a+NqZmHpclS69tVPrh16lNXvmHlsvH+/G8TENYwDB+EU2YKwM9tt00YZanw3L5Lsr/NnB3A/z6ezRoK2CYITKKmAeCsalWjkqpURz1UaQWNhSbtwWnoQjXVVY1KVMEtVGO6alSiyv2EJIXhHjDw6wRSjUqqCj3tcL3scXavfUg1KlHlCTGWbCK39ubcjmxmiSAQZ1JzIpSiWqlO+DNe+kud+kN/84/XGi/4eh3zM9Jf6uQPZIY/jdRf6tTv/OFNk0KkN0/jNYT0lzr1B/90uxl0CfpLnfzh/WKmKgCRcwQJNzdnWurGBfHX2UyDhmlHxrYynGZ+2Go/HrKMOYETOYmTOYVTOY3TYzMyhJrwv8WZBkxMrDQgpScXK+uku1I5IdTGeANUmpL1MQ6gxjiYHc7k69Z1Bxd4ARd5EVfSVzzEVV7F9ZzX/V8quWvGxbkp5qWTq/13Un95PmlWJiFtM8P8Hiccfv36hs3hef/MacI/8PELaH0cfgGJj3gCgNU/ADC/08q2r+NOdn/qDPGlVIdmI9Y+17ROviegvuogdlTu2z6129UpJfsnE+F/JBC/7jd9cuo6nxblMTuttWz63xuXsdrt7pTArwJtI9VgBYPaXduJueZOa2MtNlBbbscJwizLp0WpanXdlFSfod4T0Of83w8EkKUIMS5VNbKb3JbUvwyF/9+jQND8/t0wY1mnblypK+8+oSZGs1hiDEQyLvULamUpqIGEFtOCuNS/scsUN/T5oRnhUBSW3rUo9ORzHSf2UPq8G5hCsqo+IgJZ0X94EZRbLpKVj0W1cbW5I/i4qUEdxBNWJYOnVUFggmr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format("woff2")} .ust{ --navy:#1c2a4a; --ink:#24324f; --paper:#faf8f4; --gelb:#f3c443; --gelb-d:#d9a514; --blau:#7f9be3; --blau-d:#4f6fcf; --mint:#79c7bd; --lila:#ab8fdc; --pso-d:#7a62b8; --teal:#2fa59a; } .ust *{box-sizing:border-box;margin:0;padding:0} /* Hintergrund kommt von .ust */ .ust{font-family:"Nunito",system-ui,sans-serif;color:var(--ink);line-height:1.35;display:flex;flex-direction:column;background:var(--paper)} a{color:inherit} /* ---------- Papier-Hintergrund ---------- */ .ust-page{position:relative;flex:1;overflow:hidden; background: radial-gradient(1200px 600px at 85% 10%, #eef1f8 0%, transparent 60%), radial-gradient(900px 600px at 0% 100%, #f1efe9 0%, transparent 60%), var(--paper);} .ust-page::before{content:"";position:absolute;inset:0;pointer-events:none;opacity:.35; background-image:url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='220' height='220'%3E%3Cfilter id='n'%3E%3CfeTurbulence type='fractalNoise' baseFrequency='.9' numOctaves='2' stitchTiles='stitch'/%3E%3CfeColorMatrix values='0 0 0 0 .4 0 0 0 0 .38 0 0 0 0 .34 0 0 0 .09 0'/%3E%3C/filter%3E%3Crect width='100%25' height='100%25' filter='url(%23n)'/%3E%3C/svg%3E");} /* ---------- Bühne (feste Proportion, skaliert mit) ---------- */ .ust-stage{position:relative;width:min(1180px,100%);margin:0 auto;aspect-ratio:1180/1000;container-type:inline-size} .ust-doodles,.ust-arms{position:absolute;inset:0;width:100%;height:100%;pointer-events:none} .ust-arms{z-index:3} /* Überschrift */ .ust-headline{position:absolute;left:3.5%;top:4%;width:36%} .ust-headline h1{font-family:"Kalam",cursive;font-weight:700;color:var(--navy);font-size:5.5cqw;line-height:1;letter-spacing:.01em;transform:rotate(-3deg);transform-origin:left} .ust-headline svg{display:block;width:78%;height:auto;margin:.6cqw 0 1.6cqw} .ust-headline p{font-size:1.75cqw;line-height:1.45;max-width:30cqw} .ust-headline p b{font-weight:800} .ust-c-teal{color:var(--teal)}.ust-c-lila{color:var(--pso-d)}.ust-c-gelb{color:#d79a00} /* Notizzettel */ .ust-sticky{position:absolute;right:4%;top:6%;width:16%;aspect-ratio:1/.92;background:#f7df85; box-shadow:0 1.2cqw 1.6cqw -1cqw rgba(60,50,20,.35);transform:rotate(3deg);padding:2.2cqw 1.6cqw; font-family:"Kalam",cursive;font-weight:700;color:var(--navy);font-size:2.25cqw;line-height:1.1} .ust-sticky::before{content:"";position:absolute;top:-1.1cqw;left:35%;width:30%;height:2.2cqw;background:rgba(220,210,190,.75);transform:rotate(-2deg)} .ust-sticky svg{position:absolute;right:1.2cqw;top:1.2cqw;width:2.6cqw} /* ---------- Kreise ---------- */ .ust-team{position:absolute;width:30.5%;aspect-ratio:1;display:flex;flex-direction:column;align-items:center;justify-content:center; text-align:center;padding:3cqw 3.4cqw 3cqw;transition:transform .25s ease, filter .25s ease;z-index:2} .ust-team 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a:focus-visible{outline:none} .ust-team:has(h2 a:focus-visible) .ust-blob{filter:drop-shadow(0 0 0 3px var(--navy)) drop-shadow(0 0 1.6cqw var(--glow))} .ust-team p{font-size:max(13.5px,1.36cqw);margin:.5cqw 0 1cqw;max-width:21cqw} .ust-chips{display:flex;flex-direction:column;align-items:center;gap:.55cqw;justify-content:center;position:relative;z-index:3} .ust-chips.ust-many{flex-direction:row;flex-wrap:wrap;max-width:max(26cqw,262px);margin:0 -2cqw;gap:.5cqw .4cqw} .ust-chips.ust-many a{font-size:max(11px,1.04cqw);padding:max(3px,.4cqw) max(7px,.8cqw)} .ust-chips a{font-size:1.18cqw;font-weight:800;text-decoration:none;padding:.45cqw 1.05cqw;border-radius:99px; background:rgba(255,255,255,.72);border:2px solid var(--navy);color:var(--navy);white-space:nowrap; transition:background .2s,color .2s,transform .2s} .ust-chips a:hover,.ust-chips a:focus-visible{background:var(--navy);color:#fff;transform:translateY(-2px);outline:none} /* ---------- Mitte: Zettel ---------- */ .ust-note{position:absolute;left:39.25%;top:48%;width:21.5%;aspect-ratio:1/.86;background:#fff; box-shadow:0 1cqw 2cqw -1cqw rgba(30,40,70,.35);transform:rotate(-1.2deg);padding:2.4cqw 1.8cqw 1.6cqw 3.2cqw; background-image:repeating-linear-gradient(transparent 0 2.25cqw, #dfe6f2 2.25cqw calc(2.25cqw + 1px)); text-align:center;z-index:1} .ust-note::before{content:"";position:absolute;left:1.1cqw;top:4%;bottom:4%;width:.9cqw; background:radial-gradient(circle,#e4e1da 40%,transparent 45%) 0 0/.9cqw 2.25cqw repeat-y} .ust-note::after{content:"";position:absolute;top:-1.1cqw;left:38%;width:26%;height:2.2cqw;background:rgba(220,214,200,.8);transform:rotate(3deg)} .ust-note h3{font-family:"Kalam",cursive;font-weight:700;font-size:2.55cqw;color:var(--navy);line-height:1;white-space:nowrap} .ust-note svg.ust-u{width:80%;height:auto;margin:.2cqw auto .8cqw;display:block} .ust-note p{font-size:1.25cqw;line-height:1.8} .ust-note p strong{color:var(--teal);font-weight:800} /* Wir-sind-für-dich-da-Liste */ .ust-promise{position:absolute;right:3.5%;bottom:3.5%;width:20%} .ust-promise h4{font-family:"Kalam",cursive;font-weight:700;color:var(--navy);font-size:2.3cqw;line-height:1} .ust-promise svg.ust-u{width:100%;height:auto;display:block;margin:.3cqw 0 1cqw} .ust-promise ul{list-style:none;font-size:1.6cqw} .ust-promise li{display:flex;align-items:center;gap:.8cqw;margin:.55cqw 0} .ust-promise li i{width:2cqw;height:2cqw;border-radius:50%;display:grid;place-items:center;color:#fff;font-style:normal;font-size:1.2cqw;font-weight:800} /* Logo */ .ust-logo{position:absolute;right:1%;bottom:3%;width:14.5%;z-index:2} .ust-logo img{display:block;width:100%;height:auto} /* ---------- Fußleiste ---------- */ .ust-footer{background:var(--navy);color:#fff;position:relative} .ust-footer::before{content:"";position:absolute;left:0;right:0;top:-14px;height:16px;background:var(--navy); -webkit-mask:url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 1200 16' preserveAspectRatio='none'%3E%3Cpath d='M0 10 Q60 4 120 9 T240 8 T360 10 T480 6 T600 9 T720 7 T840 10 T960 6 T1080 9 T1200 7 V16 H0Z'/%3E%3C/svg%3E") 0 0/100% 100%; mask:url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 1200 16' preserveAspectRatio='none'%3E%3Cpath d='M0 10 Q60 4 120 9 T240 8 T360 10 T480 6 T600 9 T720 7 T840 10 T960 6 T1080 9 T1200 7 V16 H0Z'/%3E%3C/svg%3E") 0 0/100% 100%} .ust-footbar{max-width:1180px;margin:0 auto;display:flex;justify-content:center;align-items:center;padding:18px 16px 20px;flex-wrap:wrap} .ust-footbar span{display:flex;align-items:center;gap:12px;font-weight:700;letter-spacing:.08em;text-transform:uppercase;font-size:15px;padding:4px 34px} .ust-footbar span+span{border-left:1px solid rgba(255,255,255,.35)} .ust-footbar svg{width:26px;height:26px} .ust-foot-small{text-align:center;font-size:13px;opacity:.7;padding:0 16px 14px} /* ---------- Schmale Bildschirme: gestapelt ---------- */ /* Tablet & Handy: Kreise fließen (Tablet 2 pro Reihe, Handy untereinander) */ @media (max-width:1023px){ .ust-stage{aspect-ratio:auto;container-type:normal;padding:28px 16px 40px;display:flex;flex-flow:row wrap;justify-content:center;align-items:center;gap:26px 34px} .ust-arms,.ust-doodles,.ust-sticky,.ust-promise{display:none} .ust-logo{position:relative;right:auto;bottom:auto;order:6;flex-basis:100%;width:auto;display:flex;justify-content:center;margin-top:6px} .ust-logo img{width:160px} .ust-headline,.ust-team,.ust-note{position:relative;left:auto;top:auto;right:auto;transform:none} .ust-headline{width:100%;max-width:720px} .ust-headline h1{font-size:44px} .ust-headline p{font-size:17px;max-width:none} .ust-headline svg{margin:6px 0 14px} .ust-team{width:min(340px,92vw);padding:46px 36px 40px} .ust-team:hover,.ust-team:focus-within{transform:none} .ust-smile{width:34px}.ust-icon{width:70px} .ust-team h2{font-size:19px} .ust-team p{font-size:15px;max-width:none;margin:8px 0 12px} .ust-chips{gap:6px} .ust-chips a,.ust-chips.ust-many a{font-size:13.5px;padding:5px 12px} .ust-chips.ust-many{max-width:290px;gap:6px;margin:0} .ust-note{order:5;width:min(340px,92vw);aspect-ratio:auto;padding:26px 20px 20px 40px; background-image:repeating-linear-gradient(transparent 0 24px,#dfe6f2 24px 25px)} .ust-note::before{left:12px;width:10px;background-size:10px 24px} .ust-note::after{top:-10px;height:20px} .ust-note h3{font-size:30px}.ust-note p{font-size:15px} .ust-footbar span{padding:4px 14px;font-size:13px} .ust-footbar span+span{border-left:none} } /* Anpassungen fuer die Einbettung im Wiki */ /* Das Wiki-Template haengt an jede h1 die Klasse page-header (Rahmen, Padding, Margins). Innerhalb der Grafik wird das zurueckgesetzt, sonst entsteht eine Linie unter der Handschrift. */ .ust h1,.ust h2,.ust h3,.ust h4{border:0!important;padding:0!important;margin:0!important;background:none!important;box-shadow:none!important} /* Diese Seite nutzt die volle Breite: Wiki-Sidebar (Bootstrap-Grid) ausblenden. */ #dokuwiki__aside{display:none!important} #dokuwiki__content{float:none!important;width:100%!important;max-width:100%!important} @media (prefers-reduced-motion:reduce){.ust *{transition:none!important}} </style> <!-- Wiederverwendbare SVG-Bausteine --> <svg width="0" height="0" style="position:absolute" aria-hidden="true"> <defs> <!-- Aquarell-Rand --> <filter id="rough" x="-10%" y="-10%" width="120%" height="120%"> <feTurbulence type="fractalNoise" baseFrequency="0.035" numOctaves="3" seed="4" result="t"/> <feDisplacementMap in="SourceGraphic" in2="t" scale="14"/> </filter> <filter id="brush" x="-10%" y="-10%" width="120%" height="120%"> <feTurbulence type="fractalNoise" baseFrequency="0.06 0.9" numOctaves="2" seed="9" result="t"/> <feDisplacementMap in="SourceGraphic" in2="t" scale="6" result="d"/> <feTurbulence type="fractalNoise" baseFrequency="1.2" numOctaves="1" seed="2" result="g"/> <feColorMatrix in="g" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -1.1 1.45" result="ga"/> <feComposite in="d" in2="ga" operator="in"/> </filter> <filter id="wash"> <feTurbulence type="fractalNoise" baseFrequency="0.012" numOctaves="4" seed="7" result="t"/> <feColorMatrix in="t" type="matrix" values="0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 0 0 0 .55 -.05" result="w"/> <feComposite in="w" in2="SourceGraphic" operator="in" result="wm"/> <feBlend in="wm" in2="SourceGraphic" mode="screen"/> </filter> <radialGradient id="g-gelb" cx="45%" cy="40%" r="65%"><stop offset="0" stop-color="#fbe7a6"/><stop offset=".7" stop-color="#f5cf62"/><stop offset="1" stop-color="#eebb3a"/></radialGradient> <radialGradient id="g-blau" cx="45%" cy="40%" r="65%"><stop offset="0" stop-color="#d3defa"/><stop offset=".7" stop-color="#9fb4ec"/><stop offset="1" stop-color="#7f9be3"/></radialGradient> <linearGradient id="g-pso" x1="0" y1="0" x2="1" y2="1"><stop offset="0" stop-color="#9fd8cf"/><stop offset=".5" stop-color="#b9c3e6"/><stop offset="1" stop-color="#c3abe6"/></linearGradient> <linearGradient id="r-pso" x1="0" y1="0" x2="1" y2="1"><stop offset="0" stop-color="#3fa99c"/><stop offset="1" stop-color="#8a6cc9"/></linearGradient> <symbol id="smile" viewBox="0 0 40 26"><circle cx="11" cy="6" r="3.3" fill="#1c2a4a"/><circle cx="29" cy="6" r="3.3" fill="#1c2a4a"/><path d="M8 15 Q20 27 32 15" fill="none" stroke="#1c2a4a" stroke-width="3.2" stroke-linecap="round"/></symbol> <!-- Hand (Fäustling), zeigt nach rechts --> <symbol id="hand" viewBox="-6 -14 34 28" overflow="visible"> <path d="M-6 -3.5 L4 -3.8 L4 3.8 L-6 3.5Z" fill="#1c2a4a"/> <path d="M3 -7 Q3 -10 7 -10 L12 -10 Q14 -12 16.5 -10.8 Q19 -12.2 21 -10.2 Q23.5 -10.6 24.2 -7.8 Q26.5 -6.5 25.5 -3.5 Q27 0 25.3 3 Q26.2 6 23.6 7.6 Q22.8 10.6 20 10.2 Q17.6 12 15.4 10.4 Q12.8 11.4 11.5 9.6 L7 9.6 Q3 9.6 3 6.5Z" fill="#1c2a4a"/> <path d="M15.6 -10.2 L15 -3 M20.4 -10 L19.6 -2.6 M24 -6.8 L21.6 -1.6" stroke="#faf8f4" stroke-width="1.1" stroke-linecap="round" opacity=".5"/> </symbol> </defs> </svg> <div class="ust-page"> <div class="ust-stage" id="stage"> <!-- Kritzeleien im Hintergrund --> <svg class="ust-doodles" viewBox="0 0 1180 1000" aria-hidden="true" fill="none" stroke="#9aa3b5" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" opacity=".55"> <path d="M88 420 c-26 -34 -6 -62 18 -48 c14 -26 50 -14 30 22 l-24 40 z" stroke="#1c2a4a" stroke-width="3"/> <path d="M630 120 l5 13 14 1 -11 9 4 14 -12 -8 -12 8 4 -14 -11 -9 14 -1z" stroke="#e1b234"/> <path d="M1040 300 c-14 -2 -24 10 -22 24 c1 10 8 14 9 24 h18 c1 -10 8 -14 9 -24 c2 -14 -8 -26 -22 -24 z M1027 356 h18 M1029 363 h14" /> <path d="M1000 286 l-8 -8 M1036 270 v-12 M1072 286 l8 -8"/> <path d="M70 960 l60 -40 M77 970 l60 -40 M130 920 l7 10 M70 960 l-8 18 18 -7"/> <path d="M440 470 c-8 -11 -2 -24 11 -19 c6 -11 24 -5 18 10 l-13 17z" stroke="#7a62b8" opacity=".7"/> <path d="M1120 90 v14 M1113 97 h14"/> <path d="M830 440 l10 -10 M842 452 l10 -10" /> </svg> <!-- Arme zwischen den Kreisen (per Skript gezeichnet) --> <svg class="ust-arms" id="arms" viewBox="0 0 1180 1000" aria-hidden="true"></svg> <div class="ust-headline"> <h1>Gemeinsam<br>für dich da!</h1> <svg viewBox="0 0 400 22" aria-hidden="true"><path d="M4 15 C80 6 200 4 396 10" stroke="#f3c443" stroke-width="9" stroke-linecap="round" fill="none" filter="url(#brush)"/></svg> <p>Unterstützung bei allen Fragen und Sorgen – <b class="ust-c-teal">vertraulich</b>, <b class="ust-c-lila">kostenlos</b> und <b class="ust-c-gelb">freiwillig</b>.</p> </div> <div class="ust-sticky" aria-hidden="true"> Du bist<br>nicht allein. <svg viewBox="0 0 30 26"><path d="M15 24 C2 14 1 6 6 3 C10 0.5 14 3 15 7 C16 3 20 0.5 24 3 C29 6 28 14 15 24Z" fill="none" stroke="#1c2a4a" stroke-width="2.2" stroke-linejoin="round"/></svg> </div> <!-- ===== SCHULISCHES BERATUNGSTEAM ===== --> <section class="ust-team ust-t-schule" data-c="schule"> <svg class="ust-blob" viewBox="0 0 220 220" aria-hidden="true"> <circle cx="110" cy="110" r="96" fill="url(#g-gelb)" filter="url(#rough)"/> <circle cx="110" cy="110" r="96" fill="url(#g-gelb)" filter="url(#wash)" opacity=".5"/> <circle cx="111" cy="108" r="101" fill="none" stroke="#e7b22c" stroke-width="7" filter="url(#brush)"/> </svg> <svg class="ust-smile" viewBox="0 0 40 26" aria-hidden="true"><use href="#smile"/></svg> <svg class="ust-icon" viewBox="0 0 80 52" aria-hidden="true" fill="none" stroke="#1c2a4a" stroke-width="2.4" stroke-linejoin="round" stroke-linecap="round"> <path d="M40 12 C30 6 16 5 5 8 V46 C16 43 30 44 40 50 C50 44 64 43 75 46 V8 C64 5 50 6 40 12Z"/> <path d="M40 12 V50 M11 16 C19 14 27 15 34 18 M11 24 C19 22 27 23 34 26 M11 32 C19 30 27 31 34 34 M46 18 C53 15 61 14 69 16 M46 26 C53 23 61 22 69 24 M46 34 C53 31 61 30 69 32"/> </svg> <h2><a href="/doku.php?id=unterstuetzung:schulisches-beratungsteam"><small>Schulisches</small>Beratungsteam</a></h2> <p>Lernfrust, Prüfungsangst, Stress im Schulalltag?</p> <nav class="ust-chips" aria-label="Angebote im schulischen Beratungsteam"> <a href="/doku.php?id=unterstuetzung:beratungslehrkraefte">Beratungslehrkräfte</a> <a href="/doku.php?id=unterstuetzung:lerncoaching">Lerncoaching</a> </nav> </section> <!-- ===== PSYCHO-SOZIALES BERATUNGSTEAM ===== --> <section class="ust-team ust-t-pso" data-c="pso"> <svg class="ust-blob" viewBox="0 0 220 220" aria-hidden="true"> <circle cx="110" cy="110" r="96" fill="url(#g-pso)" filter="url(#rough)"/> <circle cx="110" cy="110" r="96" fill="url(#g-pso)" filter="url(#wash)" opacity=".5"/> <circle cx="109" cy="111" r="101" fill="none" stroke="url(#r-pso)" stroke-width="7" filter="url(#brush)"/> </svg> <svg class="ust-smile" viewBox="0 0 40 26" aria-hidden="true"><use href="#smile"/></svg> <svg class="ust-icon" viewBox="0 0 80 52" aria-hidden="true" fill="none" stroke="#1c2a4a" stroke-width="2.4" stroke-linejoin="round" stroke-linecap="round"> <circle cx="22" cy="14" r="6"/><path d="M10 48 V34 C10 26 16 23 22 23 C28 23 34 26 34 34 V48"/> <circle cx="58" cy="14" r="6"/><path d="M46 48 V34 C46 26 52 23 58 23 C64 23 70 26 70 34 V48"/> <path d="M40 40 C33 34 33 29 36 27.5 C38 26.6 39.6 27.6 40 29.4 C40.4 27.6 42 26.6 44 27.5 C47 29 47 34 40 40Z" fill="#1c2a4a" stroke-width="1.5"/> <path d="M30 4 c3 -2 6 -2 8 0 M50 4 c-3 -2 -6 -2 -8 0" stroke-width="1.8"/> </svg> <h2><a href="/doku.php?id=unterstuetzung:psycho-soziales-beratungsteam"><small>Psycho-soziales</small>Beratungsteam</a></h2> <p>Sorgen, Krisen, Ärger zu Hause? Wir hören zu.</p> <nav class="ust-chips" aria-label="Angebote im psycho-sozialen Beratungsteam"> <a href="/doku.php?id=unterstuetzung:schulsozialarbeit">Schulsozialarbeit</a> <a href="/doku.php?id=unterstuetzung:schulpsychologie">Schulpsychologie</a> </nav> </section> <!-- ===== BERUFLICHES BERATUNGSTEAM ===== --> <section class="ust-team ust-t-beruf" data-c="beruf"> <svg class="ust-blob" viewBox="0 0 220 220" aria-hidden="true"> <circle cx="110" cy="110" r="96" fill="url(#g-blau)" filter="url(#rough)"/> <circle cx="110" cy="110" r="96" fill="url(#g-blau)" filter="url(#wash)" opacity=".5"/> <circle cx="110" cy="111" r="101" fill="none" stroke="#6684dc" stroke-width="7" filter="url(#brush)"/> </svg> <svg class="ust-smile" viewBox="0 0 40 26" aria-hidden="true"><use href="#smile"/></svg> <svg class="ust-icon" viewBox="0 0 80 52" aria-hidden="true" fill="none" stroke="#1c2a4a" stroke-width="2.4" stroke-linejoin="round" stroke-linecap="round"> <rect x="8" y="14" width="44" height="32" rx="4"/><path d="M22 14 V9 C22 7 23 6 25 6 H35 C37 6 38 7 38 9 V14 M8 27 H52 M27 24 V30 H33 V24"/> <path d="M58 44 H64 V38 H70 V32 H76 M71 25 L76 25 L76 30 M76 25 L66 35"/> </svg> <h2><a href="/doku.php?id=unterstuetzung:berufliches-beratungsteam"><small>Berufliches</small>Beratungsteam</a></h2> <p>Zukunft unklar? Praktikum, Ausbildung, Beruf?</p> <nav class="ust-chips ust-many" aria-label="Angebote im beruflichen Beratungsteam"> <a href="/doku.php?id=unterstuetzung:job-coaches">Job-Coaches</a> <a href="/doku.php?id=unterstuetzung:bildungsbegleitung">Bildungsbegleitung</a> <a href="/doku.php?id=unterstuetzung:berufsberatung-arbeitsagentur" title="Berater:innen der Agentur für Arbeit">Arbeitsagentur</a> <a href="/doku.php?id=unterstuetzung:ausbildungsbetreuung" title="Regionale Ausbildungsbetreuung Schleswig-Holstein">Ausbildungsbetreuung</a> </nav> </section> <a class="ust-logo" href="https://www.bbz-rd-eck.de/" aria-label="BBZ Rendsburg-Eckernförde – zur Schulwebsite"> <img 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" alt="Logo BBZ Rendsburg-Eckernförde"> </a> <!-- Mitte --> <aside class="ust-note"> <h3>Hilfe finden!</h3> <svg class="ust-u" viewBox="0 0 200 14" aria-hidden="true"><path d="M4 9 C60 4 120 3 196 7" stroke="#79c7bd" stroke-width="6" stroke-linecap="round" fill="none" filter="url(#brush)"/></svg> <p>Du weißt nicht, wer passt?<br><strong>Sprich einfach jemanden an</strong> – wir leiten dich weiter. Es gibt keine falsche Tür.</p> </aside> </div> </div> <footer class="ust-footer"> <div class="ust-footbar"> <span><svg viewBox="0 0 26 26" fill="none" stroke="#fff" stroke-width="2" stroke-linecap="round"><rect x="5" y="11" width="16" height="12" rx="2.5"/><path d="M8.5 11 V8 a4.5 4.5 0 0 1 9 0 V11 M13 16 v3"/></svg>Vertraulich</span> <span><svg viewBox="0 0 26 26" fill="none" stroke="#fff" stroke-width="2" stroke-linejoin="round"><path d="M13 22 C3 15 2 9 5.5 6 C8.5 3.5 12 5 13 8 C14 5 17.5 3.5 20.5 6 C24 9 23 15 13 22Z"/></svg>Kostenlos</span> <span><svg viewBox="0 0 26 26" fill="none" stroke="#fff" stroke-width="2" stroke-linejoin="round" stroke-linecap="round"><path d="M4 12 C4 7 8 4 13 4 C18 4 22 7 22 12 C22 17 18 20 13 20 C11.5 20 10 19.7 8.8 19.2 L4.5 21 L5.6 17.2 C4.6 15.8 4 14 4 12Z"/><circle cx="9" cy="12" r=".6" fill="#fff"/><circle cx="13" cy="12" r=".6" fill="#fff"/><circle cx="17" cy="12" r=".6" fill="#fff"/></svg>Freiwillig</span> </div> <p class="ust-foot-small">BBZ Rendsburg-Eckernförde · Standorte Rendsburg & Eckernförde</p> </footer> <script> /* Arme mit Händen zwischen den Kreisen (viewBox 0 0 1180 1000, passend zu den CSS-Positionen). */ (function(){ var R=192, C={schule:{x:590,y:250}, pso:{x:280,y:700}, beruf:{x:900,y:700}}; var G={x:(590+280+900)/3, y:(250+700+700)/3}; var pairs=[["schule","pso",.62],["schule","beruf",.62],["pso","beruf",1.3]], out=""; pairs.forEach(function(p){ var A=C[p[0]], B=C[p[1]]; var mx=(A.x+B.x)/2, my=(A.y+B.y)/2, dx=B.x-A.x, dy=B.y-A.y, L=Math.hypot(dx,dy); var nx=-dy/L, ny=dx/L; if((mx-G.x)*nx+(my-G.y)*ny<0){nx=-nx;ny=-ny;} // Normale nach außen var off=p[2], aAB=Math.atan2(dy,dx), aBA=aAB+Math.PI; // Ankerwinkel Richtung Partner, nach außen gedreht function rot(a){var c1=Math.cos(a+off),s1=Math.sin(a+off),c2=Math.cos(a-off),s2=Math.sin(a-off); return (c1*nx+s1*ny > c2*nx+s2*ny) ? a+off : a-off;} var a1=rot(aAB), a2=rot(aBA); var P={x:A.x+R*Math.cos(a1),y:A.y+R*Math.sin(a1)}, Q={x:B.x+R*Math.cos(a2),y:B.y+R*Math.sin(a2)}; var cx=(P.x+Q.x)/2+nx*L*0.16, cy=(P.y+Q.y)/2+ny*L*0.16; out+='<path d="M'+P.x.toFixed(1)+' '+P.y.toFixed(1)+' Q'+cx.toFixed(1)+' '+cy.toFixed(1)+' '+Q.x.toFixed(1)+' '+Q.y.toFixed(1)+'" fill="none" stroke="#1c2a4a" stroke-width="7" stroke-linecap="round"/>'; [P,Q].forEach(function(h,i){ var c=i?A:B; // Hand zeigt zur Kreismitte des eigenen Kreises var own=i?B:A, dir=Math.atan2(own.y-h.y,own.x-h.x)*180/Math.PI; out+='<use href="#hand" width="60" height="50" x="-14" y="-25" transform="translate('+h.x.toFixed(1)+' '+h.y.toFixed(1)+') rotate('+dir.toFixed(1)+')"/>'; }); }); document.getElementById("arms").innerHTML=out; })(); </script> </div> </HTML> unterstuetzung/start.txt Zuletzt geändert: 2026/11/10 11:10von 127.0.0.1