Wenn studienbedingte Belastungen und/oder persönliche Probleme auftreten oder Sie Unterstützung bei Ihrer Persönlichkeitsentwicklung benötigen, dann können Sie sich kostenlos und ganz vertraulich an die jeweiligen Studierendenberatungs- bzw. Supervisionsstellen in OÖ wenden.
Wer kann sich an die Beratungsstellen wenden?
Das Angebot richtet sich an Studierende, die
- beim Einstieg ins Studium Orientierungs- und Umstellungsprobleme haben
- einen Studienwechsel oder Studienabbruch überlegen und dabei mentale Unterstützung benötigen
- in einer Studien- bzw. Sinnkrise stecken und Motivationsimpulse brauchen
- sich in irgendeiner Art und Weise gemobbt fühlen
- psychisch belastet sind und über persönliche bzw. studienbezogene Probleme sprechen wollen
- Ihr Arbeitsverhalten und Ihre Lernstrategien verbessern möchten
- Ihre kommunikativen und sozialen Kompetenzen verbessern möchten
Was wird geboten?
Allgemein:
- Orientierungs- und Entscheidungshilfen bei Studien- und Berufswahl
- Studienberatung bei auftretenden Problemen während der Studienzeit
- persönliche Gespräche im geschützten Raum
- Psychologische Beratung und Supervision
- Coaching/Begleitung von Studien- und Lernprozessen
- Einzel- und Gruppenangebote
Detaillierte Informationen zu spezifischen Angeboten finden Sie auf den Websites der jeweiligen Institutionen.
Wohin kann man sich konkret wenden?
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)
Psychologische Studierendenberatung des Bundesministeriums
für Bildung, Wissenschaft und Forschung / Standort Linz
Hochschulfondsgebäude 1. Stock, Altenbergerstraße 69, 4040 Linz
07327/ 2468 - 7930
Psychol.studber[at]jku.at
www.studierendenberatung.at
![](data:image/png;base64,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)
Private Pädagogische Hochschule der Diözese Linz
Supervision/Beratung für Studierende
Frau Mag.a Regina Schörkl, BEd
Gebäude C, Dachgeschoß, Salesianumweg 3, 4020 Linz
0732/772666 - 4765; 0676/87764765;
regina.schoerkl[at]ph-linz.at
www.phdl.at
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K190fivWcV5YWamBTDGUdXd+//+kr4JNdNz2Fh+tIf+/kEpURsdboA7P2RvD/Sr/H4uXEogbk/96WkMO/jG+rhsDBtIZ52xJj3X7u8P6QHVE+BkxzOwugZmqPdQm9dU7O+pWKGDgvTl/7Yvz+A/QvDzyfS3h/m/Z53IzsPXZr8CERod9vA2KVZXDy5pql825rqjDgsTF/6Y3v/NWXvj+T9kB7qLdJb+9z5CVhFsXRm2rKVKCIOlcDEbfW0fJIzW5jY3n8t2vtTr2diPdB+Bi4SQ5naSQVnTe/cWL+koTSzQjzt1GLeH/N+awH1sF/qgb0dQ+BCvTPbSeWW1dXrl1aqk1Sy5hPb+69pe38k71dyLwZDdAbo+KWPXm9TMwPTWDy56rqyW9dmxic5sx0ntvfH9n4lUWHeH8mOuocu4hwNtQ94ep/KUvgkN9RUTGfZYXo5zChUzPtj3h+1d5NYPEbYT81E14e6R19vG8ChkUlEDwTnEzc0LG0sTWdnkRmJ8Awix7w/5v2peX+kHngTiyfbBuE0Gha/baurr88yih/t4Tyb9v6M7d///R//7Ps/+pmugNlrnbZsEXuwU+14i3WuK4XiZxzDS4S3bect3Omv/F/u3mwS5HT/6eHH/ulHj/FuzdF7OHN0OdqTyVDB7X/yOpigMUt6G9aIvee50K74rujhPepz244d/4u//R/PPP8KN6RpJ9dmpn1tU3sNvn1NzV/c1YITEaVgYdnh53Ys3ri8KqtGtwnVg5Sm7N2/3xXfHLLChy/hAR+jQWF8RWu226cndEYLBUp9Xguf3cJJUsKh/fs516gTWzK1f789R4abQS7UFeeOuLLw0TOu0H7FbXuYFE0isoqutlRn15SuwatK8/90c8Pf/dny/3hH8yeur/3Pd7XceUP91Z3ASijokQ+kIJg2S8zUUp3XIlsIuWXu3C5XdNVb246d/MGPf9Z5uieE/RboI+rqtAUeanj0EJgBU8WU2M8pSQ0Q4XzLqsNBN19RAjM5t8uWx5aFCjM6Nv7Qo0+8uXe/KXI4J4H9Jq6ouFBGcvczqS91yUXNzaWLqR7iXOj1zeU71tXlJdgv9sokci5Dc32kjkySv6x3MIqhHU7KIP2EoPLAQnlClT1HwwINn6rkwZ3sjqoDPvvCK23HTrz5zn4D5+65rwf8eggIS6EHHnpk18OP7YJsnTzdA25D4iWw36oAkQFXlKvrKs4RvVoEmzjpuV2iBRmsdPyXXntr3x8P/fTxX3rF8xubW9bLwDSFbDdXIE9fqpSl1kusBy5cmrwEh+n59Yk6v5Fq4IhC4CWbx6JVJB0RnCRjvF8UQHWxz9yzc8uG1ttv3jIbvL/rdM/+g4f3/fFw38Dg/j8epm5mwVWqC4mdEbRdaoEg9meG99/98du2blz3nx74rNUsUgO5PAnvxTMDUD6Ee+fSCJAXQyyP94tE1OX45fkm+q5VQm0jyYEVvqt2bpdAJvSu1lXLvvKF+5cubgphfwZ4f8vipvvv/fSf3/tppP/JHbd95p47ce1jf/jsXWb9PuLPNu8vKy356oP3375tS4RydbpI4phUHRGDB4t6UtMJODPDHhHTDQfm5a5B85H3W1SbJd4PTL17x20QhfLSknvv2Ylu4GN/1OjiavB+LaySltMNMSqZE97P0CR04XzhP7PJ+/P//hvfwNvg1XSWUCVoJn8UBtbxi6d+86sXXxsbH+8bGMJDojpAmz3v7H/imRdaFl9XVVHBU/K54Cq/eOrXz774Wlf3mdZVywsLaX5RDNnYrt15+sy//OLJ0fHx536/+6nfvAxus6F1VWEBwtOqvxyQHwR49oVXke/Q8MgTzzy/fdsWgCltmgYi9OiuZ17d825BQQHyQng8tbvo7HrmuZ8/+Zt9Bw8tXXzdT37+JO4vXaI6Dz4YSKgSvvDqHw8fuXT5MpJFastM18rFGAMRn0R5jp64blFddWWlylGXGQX++ZO/+u3vdnec7OrtH3rqty9BQVVXqtN4vvfwoyiW6p+6oqjUU7956clfv/zqnneGR0ZampuKCgvIcWHfB4d+/uSvYd+EtWDrDesRvLd/EHVZt3rF4aPHH3/6+Vf2vFNYWIBi23ZDSET51//3q56zvetWrcBTrz1Vv9Nl1LxqeGJy3p0mU++d3qWromf0TOflaytDprYUMMG37fjT5/2w6jz8sycgLh+7efPuvfvbj52wAIOyQSghsmPjExb78Z4efuyJ3oHB+tpqDFIfe+IZCm/4tQNJFQMRER3CV1pSsmVjK7rND378r5b6jY2NY3oBCd6+bTO+n3j2eQS23QgleXTX0xjnIOKzL75C0m8Z/jMvvvLS62+jWy5tbvrho7sQsW9wkNsud9fTz6MuoG31tTVIBDLXPzBI5UQwTGgcPtqB8uMb1zqiMUE/9OjjCAyKjwZB7zp89AQKSRFVFv2DFu8fefyXL772Fl4N0oE8d3b3UOne++DwQ4/u6u0fgHC/98EhyfufeUH3h43r8BQDaLQtRcGw53sPP3boSAegBFFUNzOKxrdukNKzjW1f/ry4yE57/5t796H17r/v05/51J1//eXPi5b0rDqW9wNQS0uKv/lfvvT1L30eUWjMilie/cIN49UVXuqD998Hio/weP2dpyAo6v7ud/ZDyHAfnOfrX/4CkqXcaUynZSsHbBtPv3j/ZxHSPNQcH0YYiN1Xv3C/Kvk9O100AO3AAIAWhOr++/7kgfv+5O4dt9o0cfH0c68gqb/5yoN//ZUvfPXBB3D94qtvESmFVQcSiSj3fnonHqFryYimZXRQxELFoSH/4WtfRshvfe1LZSV6ueBUzuNP/xYF+5a+/7d/+aA0f6Ed/uqLDyDxz332TxEWfYCivPDaW0gQgf/qi5/DIzQR+kACY5GwCs0LobeFzE7eD11fV1uNF4Ny1tfWtjSTOsbHm8212A8rDdALo0DAkBoFKqE5HHgRBvD4LhKnO1D9KvxBhFc3QDzwvWXjevUsJwccw2Ss/3R196Aw9XU1uEYKtm8gKMoMrXL7tq1k/zEUgrVo12mlJdatVjXCZ6tO334g4kgWBAbB161ZAUlF+SkqkF6Gv5ELFq4dBBQ3G+pqKCJSI9IFDYD+s33bVmqfpYubZVPo6quGhEZSgXU5EQxMCRVURcrV1A4lOXbCgDxXyo46dIbubqBs2fuT6+OUl5z5CJVb1jsYJYP2fjAKvAw2oU2V4rWZTwT2k3zol6ee0lsk7JcfCXi437p6Od2hPmZnJjDMwK+yUgX5CLCUOx4VBmKkZIh1Cg2IKTqzEWP/MY/YPgRaj1DgWhS6VKdPH0Asug11DDLVoMuh/HRNMs3hQWlqTDAb3+SPrrUCvRHdhtvNKKzDR1T7yGomgHBTGKoOakq4QGYddEiox+T2H79E8+FXttr7VdvJA8y5LaOxH08hlBgttHecIJpOWBvJ+y1PlS4yOpbJEG/aDOY4CfFXYaqXriypRlzCflNgVwd1B8Cs7+txKpeDilpWWso83wyF+0HBQ8nU16FsIZjlXIii/OMPfozhr60O9efGemQtfVlkS5qWsAJ7+NhxXPcNqvEV/VPFi3k/vTzdEIm+dQj10Ho6RMzvSkru+aB4kGEIpRZH+kTzfjzY9czz3//RYxgv4tumwRhNMfmLrdkRLjI6JqkRFVoUxl4rGJYPdNr2jqLavp3flFuHIOT2i8cVs9E4Z9hk6Jkmfl6WifIHRcFoBB0AU9SjY2MyUh1VSjSCSET6+VAzq6/df9j33R8++t0fPoJvUkEJlIZ5TbJq8+M6O3m/33a5xhCh7ibE/q9/+fMPf+cfHv7ON+kbA9bACwjwfuasYfO4MqQ47OdUPFYbprh8R/FmH/spgRR+PtJuolEF/xP74jqnmX/O9lu2YPYXwgqLjdQRZoBOkEWpugYKsV39DCP7n3z3W//yvW/j+yff+zZGwDHvN23mz/sKwXRNOxM/HwtAjDgm24TYr9+uearsgKl4P6DRaAbDa2skhDvsZ4S0SNnXPyQVF5fL/B0dV4jrdIFTeyoBQlAkzsYi9YPIjMPPKYwE1KlbasCt7yKWTYZGF0Hs96Nj3A/BRazdf9hvJVwbtUy1kvB+Cm+MRVRWHfrwkeOqGCamfTvydYQLZTPP1ovs5P1k5EmT9zdo6dHsWXVJCBb4j/B8NBhnmJp6EeoOwtMdWNZZBIN6gFGY46hha7HqVzyeYCH2I0bx/obaWqRiw4thiaFDytbE/vxQIMiIkiGyZJuCbDJB3SNbSl9DAyAYQQBZn/TURLq8n4xFFJ30Auz9//bL5+TkukE510ZhhZitQm/LlZ32fhB9zCsRBAJ9MPnKBY7A/rqaGphHYfQkRKJRr7CNGEwK8H5GsqnOU0qe6msgZCok2UYszSUDqE5YfTBaVWKkf0CUebZLQTOMSCaixn4TkQGxZfEiPLV2WEGjVVLIFEmNjo4jOL5RBdhbCO9JdmESpWIEIppm0UEhrKp36WuD9Ppx66oVnLV6ZpVect4PCzJKiwTRbpSpLpJqiUg/nyiFZEqXvX+yk/eTOfyJZ1/AG4XzAgyC3ILRvH/7zVsAio8+8fT+D9v0JG7xlo3rAo0eILv7D7bpDjbx0htqAmvrDQivgrRqM9+vXnwV3whAfQkfQjbMJUEgnn3xVXxjGthloSEQQgwHDdjXx5Ds6ypZi9LLFjfjKW5iMhhShRRk8bbfshUJPrLraeSoF4vlwNeIcoSdHtXBI8RCdOo/keMOjJLB9TFxgTI8o6f/SAOUlZUgNe3O8ByeIkw6vP9TH78NRUIUwMpPH38a6dxxy5aY95u3Nqu8H14G8GEGe/nmd/4Z0y5itiua92Ni9ZM7bkV4+Begw2CmVlnl/Y+grOoB0ocHwdf/+3cB0g/++b3aEq8hfNXyLRsU7H357/7xp7t+CXGnZAgpQalRGHgHfO3b34W0GSO6eTwFtg2Z+5//+yf/9dv/iyZl7QgASX/xgfsQd9fTz/308X9HFp7037wFs78AeIgmgBbX8KtROU6psS8maFHthx55/MXX9gCSbWFkCggMcypyQbD/88jjmLLF2FcrNJXIfffsRFExUY2nDvsd+Et/T1NbID36DFwz/vmn/4YiYbJZzcDEvN9IQ2r//tyB8xe4r2jxAXTwVjHy2nqq4R3L6/aOk7hDHACMVT/VSVDk0DdMQxB9vCQ22JvdSuh96v0IVBzMWcIqCgcHvF1oDAwbwJ04X5PwyVM94+MTSrgjssptO3ocdk8482hSbEqiSqiGsxPgaRBEkDG6E/kNJAbG33vPnffec5cKox3oMALp7RtsqK9RUpugouh4+Pc3X/mC4jO2PaktdNtiWg0jY2gwzpfKp56jshfGxtavXhndhtQE/ovp6x9Aq6I9G+pqqf0pF/9a3ekavjQ239zcZnU/n5nY+4mCL9PgatgZCbH06Q/490PuW1culzZ1girurjq6uAO8Vz5nDJDSzgO2zZPBJj6lQtHJBcDcIIjm/wDVeArRt3cp95OnuyHuEHoJ2Dz1axJASZCpGYGw4Wj33n0w3vcNDMiIYcpu76BPKvLGpeJCq4qjUlApthFEU0h7v7ythk/oZg713SsQjeq1kCxm1l9nJ+/3mS2bQlRjyjVK4T0dohgxv4IQ2WXLjSGzKnETlu0Ykl67UCKgb5ficrLNR9p+yktLQbHsqBfuqEjGOUr4RhtK1pYGfca43yhvORVxvR6c6I8x1buihicwnFmGqijt/SEmb+1ZURnEvN+2upAaI1n0x76Tmdj7CbsMwBgkc8BjzN8B7PfNEUHgCfB+Tl92fzknzQVwhdDZc4nGJy4OnMepb34UqQecRlBxoA2U9/U7++GOisErhua4acYGOt3zo2Mjo3oKwikSdb1u9TLcwygWDqTgPBjbYPAQxH4uGEXvh2v/qDaXOYXlldM0hQ4tm2VgeGRgWO/TZuvJIYzWE6FFItwowSbP+t/Zae83GGXgLwL7BXz5/iq+NcR1R4N4Jh69FuHn41SKxH26lqhvEszN6T7Xv+/DI9aCbsCaIwS1gA73lw/ejzExJBiGFBC4Lz7wWawdMwKSm9N+4lTbiS6ZANv7a+FQjVEsYiEuuhCGs6KW0lmJkD3nvYPtSCqgl7zKUu0DeiA353BHJ4qhH4oGEkoztvebtknDz8eOegETvlRaUFCDMf5B1/rbjkF5jBV5h8bBNNrjyBQh8ciYMqARobimbN3I2F2b9M2Y0ibfcarn+KmeT9y2NWFWDIhqpMiVRL4Yd8J9DagfGA2/+2E7Ytx4/RoaoaJsPBo25YTPGW4r52rTKGKo67fby2+9V1NVcfOGtV7rRQR3b0UnkLtn/8G8vLxbN5HxlxOV12JkrEfAbofDruGLY/NtYfus7uOZuf18HHPNEO8XsCewnbuoxH/RNy0mir4cmmUNaQGjZzgOTLGO7ksUILS1/wveT3e1LavGYTJrDamaHGxzrjJRey3RPJSgLUdEBkIlmAykFrK1mTcXXB/XhiGPJ1kXV9lZtfc784vKPMLmI2ioP/UoGHHgHUiC6837Ev1lxk0Z+v/zPY8PU/Lp8n4L/yZWVOFsrsz8uRRs/7FNkZz3u7SvkPcHI1JDuETC+y/Ffj5WdqRMqSab/rre2eb9gr+y64tj3BKBE/J+FhSf4Sfl/ULgCXw9FWKw1Nwnzh85fFAhkvN+v2xs5+GyOZtPiPe7Esa8P9DM+qdUEdR44W/9ZtXtmdr7nc2CwdjvaOyyL/Hex37Ce4PSwsRhQC0Z3ossBVybBF0urJckXDNUO8h2OkJ0AakOOEGndUJ4L2MGsT8qqYBeEiUPzdiahvTKZlsu+fyuaOHEajeg6LLn5zVq788o7x8cHhm/eDFo/8nJmZi4NHjeGB8l0NPbh1ESEY0kiBHH5cnJweEL+Hb3dGlHLtjwHvZPTFxEOvgOJIWfKBWMmHYwQQrHYT//9pWJTobzPo9Mz49cvjxpDNn0UPJfJ8pCIWWPfCcvyWzyfth88HavZD8fho+oSXfP6kJ2npDNx7f/pLL8pG3/CVqckDDZfNYsX3KETIQ5OdevWtbUUGcNJD3n+j88dpIeNTXW4akWKtUak5OT77d1kOjDOEN2HrL5lBQV9fT246IgP//GDWsqy8oA4ZcnP3q/7RiFx/3rVy9rVJYflVz78a7OnnOUy62b1leUl+I+bD4VZaWFBflK9JFmcdFtm9bn5+ejVfuHRt77sH1lS9OqlmYy2Ly05z38XNmCpe5Bm08bJ15QkH/T9a2V5bDPQl58AxPZ0HJz56fNp1i8WmMU0zY6/SHPjoT2r2i7mO1uC5/3Q8Rv2bTu9q0bIZToDwZlc3MA3hB9iCAku7mhDsF6zg3Ydmk/fgqiDJnb1LqyskwfYKhBCDfxd/uNGze1rgL2d3WfowTbT3Th0drlS268fi16C5QAYda5/iGIfi36z4a1S5saL13W6kI/g2Kpqaq8c9tm5IKJOcxOePMCOktzh645oimkntBA4s2NdTdvXIs+eaDtqA0nJk28RGwF581Fdvr3O8av+6A1wmQb74dEVmDDieJCCCWEzJRzCqLTh3JDuGsqK65fvRzo29lzlmRCyWJvP7TEyiXNDbXVa5e3UBXps2bFEohaY20VoowpNqWeQcrRkZY2L4Kgb163qrGumoIjTfQ6dJXayoq1K1rw1CaF8KtamvB0WZNaVzA2MREesUjK7kY5VI6pnJPdZ1GGDauX11RWQlGMTVxEMShK7N/vuZvJCWNhi1z49n7gK2EtpE39YbsKoBd3SouhWNVt9AHcAZzjmggMJNjIO/3hRArz8ykRSB4HyAXxkIErysoI+5FUY201GA4n4JIyUXJz6MI4PvjhdCLCuCPzyFVRGmlZWa4p7fnR0VBobwTi1Sjrf6ijU2eT92evn0/m7f30stmIBNGB2Fk7EIkyGAu+AaL4Nr3FiogGVR2FVJ1nAwJ3QoKgItLebzk9BXXf0vQSvhbWKuHYKdBcpzYwpLx9CvRpFPYZOlty+0/WC7xXwLLCPDt/4Yx/XFt9J2jFCjaeeeHC3Uw00MLn/c7OQw3L2I9LEBhnshfNrgiSHommsPeLBMF50Fs+PHqis6dXGG1UiIpyrQeCLqIcWZhhrpT3Iwn0t3cPttM/kyKZjJzWmMe8vwR9O+b9Adh0Fvfg4MNCrG9dl5TZYYiSbwvikrpo26iBa4El9p6bZeYuMwX6ftOGNegAGP6iD0hQKsjPE3kKLUCFFeB1pbxfYT9oGFcagwoUYMHw/uvKC+pK1e7WhPFCcwbx3gHXVTu3y5kkstXPJ4T9MJNbJ31lL+cPdILQBHzJIM0VlbZzlUxBfsGtm9djbA087j43YB+DERnuahP1owbzck+lu2vIu0UHw2D3pg1rb97Yiu+bNra2rmhZALy/oih/aXVRdXFBUKbkXEjEG1K3ZOO5ZjcN6WlEBL52eb8Dd4G/pAFoDODmuTio+xvi/XYksLl1JYJ19/YBoGiwi341E95//sIooXskw8Uw1z471tmNjjeveX9JQW5zReHiioJSNZ7x3HJi3q/7tltK4FBYgqthvAIEwjOpuMNWeZMgmVxopFuJCakctZYlfd5vywUNQJ0H+SM1MJNz+lyPafN+MkOF7f211ZW4Oz5xiZ5hrNLR1Q2z6Tz178/Py20oK1haVVxZDJMavcOwi443pKIBjqcDYj+fMHsWcxHO5gNDPgRLWf2nlOj0DgzhDjUlLiC1XT3nCLa9RViO83vGmu6z2tqjAyO10iKMKNQHZlPcwUouPIQpKZBUJO/HzAAios8Q+NFKLsy4ycGLVgY5sKWeGxhUhZzCtNqgDlY2H3l/TUn+sqpCsHx98g7rOenUG/P+CAiXPM+ahkmEg9jPGME4vLixHiKOdVIH2jvIhWGpnnWiD2a4IMRvHzh0oK1DL8JyCUby/g+PnXj7wOEDbcdge0Gy2itBfXCBn7iPf0gNc71+2fwKcMmbG+the9W5H+vo6oEyqa2q9FFORUTikJa3DhyCk0XbiVMIhs42v3h/eVFeS2XhovLCwjw79WQR3ZvpDpJ4+6r8i5j36/aYyiktLsIclsVX9RNTrcwf8/Pz4KWDO+D3kBv4O9RUlduWbG6shYMQBBd9ABBLCYLJWAwG88e1Yko6QczmYswAhzMkiAEoppYJ+5EybEEoBngU0gGnovwRzDhQ6HD4yUmppxtWL4NbBHJHgoiFBGHXtwmqc750IkgN88pIB2MDBLt5Q6u6LdFTh5Pzvglk5ircLs7PhVVnSWVRKYz6VB/7YQMPWXtcJdj+QwHdU1F8l0oq+w8izXQ/H/Zj411xUu3no7EOJXTf2qvMVMfu56NCRK1XJK8vSkBe+0kSeBgGJFdRhlZLRu/ko9Yr+qsWeQUjFZzWCoar4t0JegFGR6V2o8TMX8o90Eom6QSuhe4tzIf9fDCDW1tSUKsHtq49rUQLHZegFRK1jh4p2L6eRIDMG5yaH/79ygUNbpXMfIN/I6z+Ufb+Gfv3p1zPJTEoCGXRMxB8V6CcwDSDe4R0gvebjg0LT0dnd0q8Zxjw8fUqwL3Ksqo4f1l1cV0pRrkM30buqcFi3k/N4Yb0ufA5QweYKe93lpfgoizOMEitPQkJTtbaqQJdVh4NcBTPu0aapKhqclRiK2viioqT7YOaw8dEdRtD9mNdSvrNs+jQ2eLnA7eFJVVFTeUFRcqP2334WtZPVJkvr3Hez+jnMELqAIsbzB8d4nn4anm/v+KLogu89q4NKsmcU+qBCBprwS28zouqIjKAmWgcXp+S+TqBEWhOaUbgpgBSwYW9/jxXPwrzcxcpil9YXuhNe4tS6+rbz1zx/nnk5+P29mGcdX8luBoEdEAYXNfbOzDcdeYc3YVZU8/4BhHZIK4P0uF1vNNe1xtVdDdH3tl9Dhv+vHOw3Vi8LfYbfBQgL/QCW8m1MhDVl6aTuRJ4p8Zgx4Q1swbzWKaRnerzNKanv6j0sb0/BIoGJXzclyhigFECHidCgA0zIgydsKNjaYiyeLZ10LvysT94C0u0lOnTLWRw6M9RPdUxE96P9V8w+MCMIyl7mPcHsFKMErLCv7+yKG9pVRHmsPK0kSD0jsSbTKC/3MuP7f2Z4v1YtgJDJDz74RaGC6xpJDEKr+uVSEnbGOpg/L+LkGHeD+v+zls2t65Ympz32+JlG++HERMOC82VRc5Vx2f3Me+PUMJiwO85eQhLgE/ijdHXJOXxyMS8H4tub9+yobi4ECb227duWLtsCUdMyvu5vL4i4RI4zx/fKK2VShD20uD9pinmG+8HzjfCYaGyqKLIuuZ7hvmgLnd8/5rn/Wd6+4+fOnNKrQEPu3XnTFy8iKfHT/dgyblAYIXEuIMF7CdO9bBDpYHloeERREEAcH34LVuaDq6vkjrVgz0dhAeOgiSYEXEfbvrKwUYngwkv3MG38qXRK+X1ffUfouNOx6kzJnFWIfDxPN6ljhLq7D4LVxyVCArfpRLB5Bp2ErAKBOYszObi21aZqganHSyOkby/t3+o41Q32Npl2oOf8ROeDj29fUgE35otW8pMQebOv78WDgvVRXBb8MxURi8K/eSsZ9wMXG4ebs0R78//+2/8N8NwhRXOg+WwljJlo6blb5qH0nd4MoH2dLB3eNiDTi5VNc9d7P2g7fTZPshl/9B5eN1cV1+bZ1a2TWG9OaQHI9SLly4jyNn+QaylwlNaz49e8db7hxALcZECEL2czuuFTVB1px5w6EPHTjbWVJeUFOE+pg7g3QApxD+15LyyAst+qcoYA5zsPoP7/UPDp8/0LV+stmIeGR3H+nd0Br2RiYqF9b7ALNzf8/6HdAd9pr6msqiokOQSXv64g/DoG/AaKikpxqwtvCFQEiQFL6Aa+KhN5eAOpBZSjvqOjI4uqq9VbaRb7N2DR8DKsCyTWu3g0RNHO08jZN/gMCoOaoRsYPFEd0JReweHQcyQI+gcFtPwTBkJvpkgxPXwxOQsHV4BpIcpE7b8fGFzMO/b7Lmgd16ga/6mstEdN3kZnKUKz4jRCSncxXT72CG1fu0RU5H0fp3o6Z/Zsq4XEgnYXrGk6a5bt65ZtgTXehcQNl1oH0asQN92wzrsO0Krzi0DhwChJti44eM3b4LoHzkptjjWlYSFB24LFRXw3My9/NEkRroIhs0UEEWJY4fZ1AT6AVKIfoWNb7dv3WiX7WJ4gDtwRsC/T9524yexLa5ufHjXIAzSQWC4OZitlQVyQFixXr6S1nbpDyqFHRyaF9XjDp5CXrEjw90fuxFL77EgXS+MdAMLW30KiUHwzm1b7rhxo95DxWE/CrzjphuwIQruoT+wzNlyzK69H8uvFMWvKCwppHU2EUMVgfCeyFIR/REB3RKVsH3IBvZmC0Rze6mxzjPNKZQJa0SSfsdjOSVvfB7yG7FzycIIIUwh7FhiEhELKil571QvW3ZMZkEQIf0I0NLUCKmCIFonDyQPea3WTjtqQx6cEIETeXXJL01C7/cDXxEA++HAPQZ9Qw1PBY1cuaRJuc3k4fVMISIgGT/h54MoGPIivHJmhkuz9qRvaqzHNxx14AUUbFqqgP4fjvWIiKKi2AgMEYSM6iWRjtTDCw3CbdZ26bj4iZtYPYNEevSmErRhBBzskM6gXqprMnBtNUXbT2BLCPQxcmXjYOovFlWikfEIvRRupHPm5wOKr32SCxXF1y9Wlz1opmLRMO8j5v2eUFGvBGmBLFqaSzssOM6qVk7RDKHijPYpfl/Q69DJEQ3PCbB5dzSTkb5pqDoJOg4CI/JJeyKAOOCbFqPQol6EV4sGw2Ygtu7Q2hcFw7pUismY5fAujnGP44kKBDB7PeggKAnk1e7sAJc12lmMEqQyUJXBmvT2E2qdMd23X+Y34ycKPze8H+Qecq9WHnKJwwMOobkDSGw1gNAK17i9Hy6WdmoTaEpCaQHFuWfqF67XfCgc0RKTA9THN36rYHo5lcR+vWbFmOdp1wboAUIp2hOBljVCD2if5y63uUh4CoDt/RSF3UJNuBGzDotk0n6ci45hUzp46OwW6nhuQsGqPoREzxSqVuCrzkSu+xLGIiqA5ywUKNk0fgLpW6oKYdgB9nvbaqciCQT+8luqucj5aqcoFrC930qbYWfunTjer+5J/si/Key+Q0d+99a+37+9D98mtuXaehsSF53HR4SxhkPrOIX5BcR23jt4RC8uif5QKUhFILuX97z38lv7sPcgfvI6rEDEEFFl9QAdhS0NsVEhvmn7E7+absbWDn9tCGmkCFN7cSdjvB/G+ya17LCIvDN1M7A6Vj+4Zc2bsne89yYCBV6UeGHXFO+3K8oNbjnhYdzSICCJpQ7iqD0GynDQ37p+DX2DXkvsF4DjhjTOz8cB0hS0BJzpkTTmg/XAI+JDgITxBv4iO2xdaL+xKkXyfo4sodkOs9RDlBPRkaP95moZiBSOnWF8DzYT/Z4N3g/SqSl+UaVy1HHNLtsw5v0eW3XGUHY7IbwIICHiqO3WzDOLIV5SQA9sE2t5P792hxZY4QHOAxpN3yW8Q5uAFzbR+9iv7P2WZWuQUjt7blhDy76S8H5amwLLI8bb9tsOMPxOI+xzrMCoFOj2OnoFJVJXDdoWwfsRkvYPTcn7ufky6edTXQyKXwRbPuO8w/uEu3fw29MvnLA/G+39WeTfj21lLe8nXmFHAoAbxdcF89Vypn7TOnRCYvyGlPzu7X2YKgphv+H9FF4v2FXRsQwc30SNLKohDFBZHfk4NCJMRwStshTK8kN3Ya/02Isn/tI13yWCKiimxET43YNtr/zh/UjeTyHnnvcrn2QsOywrMMZMrwFC6jjm/bp9prOfDwTOTtMCKmACIhw11g3wbOwwxeiHkAZl9XJvBY167Ivn1G3UpgyCRloTA4LY8ARJZLrRk0ce0PMuUZ4U0w8qBekrGkPjN+aq8Edt8RkVQ5aFksAdVJm2jaA7yrCj95LwbD76N5QDnrrt/xPbfExsR7n163BFChYkqrTqXmGe8UlWewn6kYJur77Nx7NHcc5Ca4lXwXlz8tcq70c7wIoPeNMzXFP4hhBru77j/YTEuDM4NIKQDTUwcSr4KdaLdzFdgC4BDaBnwbTlR4K2MzRM6ZW+OZgguzQJBaByREcq113oZM9Z6gw0m4YOYLZc9mWEMBh6CRExlYtU8B9mo/BTi2+EnShYFh0ExlbExVbpSA8OESiMXUBsRyKkNWgKghbXoxt0dp9RJRKJemMCMXgK238Sibu8D5LTUlUAwhMw0FCmMe+ntnL8L5Ktps/7ER3WRpqm/f3b+/GtdwNvlGoEsnWo4+S+Q0fhpAC5bF6EvmEwZe2KJSjNHw4cfv2dAxBfTJlhU50Q9hveD2cHzPuiq7y29wD+QeYwz8r4m/Peh0dAYN7cdxAdAM5wSXg/kqN9H17d+/6rew/gQrs/6GYJQX0Q/HQQVAGjZGxxDpsPTT9jm4nIlqyrqkBIkKuX9ryrNoaY9Px8gvAuWDZpTjvsKM4X+yZE9QNYM2HFxwC3gHZYsO1iq2Q9pQSZNxUOTTRkv70/i87rBYLCnwffkN2mxlrYHzXM4A1MnekdwBUccrBHmuoqDXWY+sFT60c0Nn4RM74QZRCb6xrqyL0FUaEoMCGAuV6dDCVm7p8bHFI+9BhplmKWzZzXCx0COUYQCCKcQPFeVS76W59tMQUppDuUEOgILTgGEarFlhDKR0Wl3322D1RN9QcVUHmzjI9Dn/Q1N9SXlhQpqNYJIPjps/3jFydQEuSYX6BGluQZhSWL4GNQYrYrnYZ+uzBWinll7MWiBirKzweTuzgEgJKD/kF5Vi1drFWmukOr3cnRivx8zly4HAn/sGbWFOfDUYfKT5HMhxJL9fEbWKzWp/N7eJcAfZYPnehjspHX0kXM3z1AFGgG57WoqlBBCagGzl/gS6FMRVW4kOGCeacSGSkRezpIKfFET4qhf63biARDnkod8JzzSuK9LSHf4s2J6opOICU7rWtqCCu25jLh/g7B4PJ8b0olGDVif4dk7SYyCEi5lDAWftOePRcujVzUqoM/ZocFNumkEnKl2iz58dot81JuwMRIanoyRIG1lKfe3yFb/HxsoZnrh/37p3NeLxFfwV+dhTp4FSTskqubFhXDB0OAaQzAdJif6zthWu5HF8gqEjGvzlrtXVKJ7P0iM0PzdRqm5vrSFWUK7mhwUlA7g8MrpCBPOyxoayavvmLLjYsfGEEtJN4f7+fjuE2EBmB8JV3Eimq+7ufDesCxGo/hJIN9pz/TxPsww0mP1Xgsy2dTiTmDpbRp4L0kEllk72fESjy/65CWEdcaR1jfGRhNYJlgi4Wx/VvQZs2TEO9ZhbgEIvFeyE8I+6MwM6CXhKZKYDw3BQwCc/L53RCMS90klYvUF7Iq3KhCBRrNKaffY3u/bp/p2PupsY2Nwv1w9n5+zOMvNqPI8ZgzUXBaJlVpu6CI0nbhkkw6uGNbjsvZWXfkBK0pvUhLesB4JbJ1ZvOVbQVhMGPLi0zQRTQtLppP3qHX4STZa6FgZqb5g3ECQ97Y3s9Y6cbJvmciU2EFGgQugnpKVBQIoy4FcY15v203Caqu5ZmOXxnv1/HdAMTo0Ailc03w/nm0n49TKRL3Gcp9GGWjOykTg6xBxPe1QNBQL6KyLgon4KsQRladcBD7fdUhFQgXXepMxn6XlHQWMmWzKO1pCorigkQvA/T8bozOlZnJLHQbykawbWoK5XS2zDj77f0x73d8PDxJGxo+xLzfNEnM+33KzWgW8/4g8fY83w3Zdm0nxySMr6w6BIKH6XuCgYVJT2QQ837WQp5GRGPH9n7nueJj/8K098e8Xy6AiHk/U/eY9xtHHRpNxLxfjvulWcCMgHzTARvj2cJj7Dwhm4/wp3BAxHZsYX2mOVRpUDazqr6tP2i/YMORmKH0Z3XZHiXvsiUltvf7djdnYRI2Ozu5HXg9sb3fUF5hiJGef9ZuYC5Cf5ztwJgZYnu/tbeEzPYx748SIzneEUMqYdUSs0ox7495v1hFYR2EhJ/QAvbziXl/zPs9i4icaFjw/v2xvT+293sOpd58e8z7pf3YESk3termAHlGMPbziZrrlc6Lvq+MnesV46LYz4fbkOUvSOITjB1j3h+wJcX+/VZSoi1kvletCswGOzE94Oxi0fafeD8f2U/ZZCzcToRFyPVcYVgmAuq7uDjzUeznY9WHNMbLJiNTfcBeH/v5WPcDT77QTDHvj3l/zPvZKdIzyQchRtgAYt5vlwhQUzg3JzMQSmCOJ/0nfOZjPx9P5gw/cH9i3p/GvK9mq5KmioVK8bpeJpox73czGmiT/w8JjB7Xk/zJgQAAAABJRU5ErkJggg==)
Die Pädagogische Hochschule Oberösterreich
Kurt Mitterlehner MA BEd
Kaplanhofstraße 40, 4020 Linz
0732/7470 - 7388; 0676/7276740
Kurt.mitterlehner[at]ph-ooe.at
www.ph-ooe.at