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href="http://strikeplagiarism.com/en_GB/"><img src="files/150/strike1.png" alt="" /></a> <br /><em>Strike Plagiarism</em></p> <div id="simpleNews"> <div class="title">Partners</div> <ul><li class="l1"> <h3><a href="?en_general-founder-and-publisher-,20">General Founder and Publisher:</a></h3> <p><p style="text-align: center;"><img src="files/100/image004.png" alt="" border="0" /> <br /><em>Centre of Sociological Research</em></p> <p style="text-align: center;"> </p></p> </li><li class="l2"> <h3><a href="?en_publishing-partners-,19">Publishing Partners:</a></h3> <p><p class="MsoNormal"><img 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" alt="" /></p> <p class="MsoNormal"><em><span lang="EN-GB">University of Szczecin (Poland)</span></em></p> <p class="MsoNormal"><img src="data:image/png;base64,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" alt="" /></p> <p class="MsoNormal"><em><span lang="EN-GB">Széchenyi István University, (Hungary)</span></em></p> <p class="MsoNormal"><img src="data:image/png;base64,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" alt="" /></p> <p class="MsoNormal" style="text-align: justify;"><em><span lang="EN-GB">Mykolas Romeris University (Lithuania)</span></em></p> <p class="MsoNormal" style="text-align: justify;"><img 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" alt="" /></p> <p class="MsoNormal" style="text-align: justify;"><em><span lang="EN-GB">Alexander Dubcek University of Trencín (Slovak Republic)</span></em></p> <p class="MsoNormal"><span lang="EN-GB"><br /></span></p></p> </li><li class="lL"> <h3><a href="?en_membership-,18">Membership:</a></h3> <p><p style="text-align: center;"> </p> <p style="text-align: center;"><img 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P4iuH/m/X7DNO8JxhYqKyemSg8l7/aLbDvpaE9p12VVQyYsIoJubGP2+8z1eSLQVsK1f83U1M/olIM1cv3pMzeBW8DMdyAEBwhhLHbYwws2Rd2H4ShgFHrbtuGPozDJTQAQDKdQKAI8AsZ+Rs89IJQvQ7U6qMgU30Na/0QBw/9MIfe5K7EUuP8iP7z9NTCPjHiAOiiGeE44xkMaWClmYZqvUdSTGH7P0MhMx7xgjdzTPH7CDHHkCq6/5mOlfsC2XIm1UOCvSw7uYExuG2Fw2HBOC39LvQEvZYIX/nOyHw/Qi1nkJRlmilaj/RKZpVSqzkNrbBn6QwVE+kppObMV2QqCfF2t1HyJJhMI7TSyHeL9gGoHavWDoCJIxQr3raHl7BLI1KPA4EgQfiX4kZEaECxWYHMh7ugQyCA8iJUhp8di+H2FUO/oqtM5xWDarYrs6BzHe/9XgJJRWsik3zCToMKrNT3vnmBTVWCjbRXCE3iklfn58t4PcScYUqAa+V6OJv/jPTIy0QmxtUIQBkJ+2P97JxhdpP5o+j7ly3uP+MrmFAa9OqxIUwbCJjMmkjJ8n0ktF5K5Tg9xC2hqZSMb2RU5fkuU3zWxsWfCVgeX8UE+w/KUbw7aofysX672FbzOPCr+csvem0+ieIgaaGpn1+B5WL6cdLBkHfYrfWIiO6BZguJIs2ksqT0nFGmCB+eoKkj4UVHStnJhd3Q/xA0QaC2YJDZnbvG1rLJLzYWf0DM2/C4xFX8VsXDp5QBLwTC16TRpUjayi8c0tgcc8ZkYFD2qSD1w9G7NiqJvXldnf+a7StWi+PlIQ+K4CKPzYKTReRKsiQORRscq8gf/qxAs3vtY4IxdxOZrOFNMZigMK6BIR0xGhW+uj4/pUcnYbJV0Uq5dMjlvj3RiySXZ2Lx86Qgbpw2b8XVMt1WcsePSSwPeN3NtqdVD2usdk/z0zg8FBlei1OAsCTcmpWBa9xIsy3bmnQ8WRMakM0KDs1Koc5a06zn9B6HOtVbzvvl7v1BXfM9x5rVivdOqMjizuxicv/QwOK/E6BxbIkOWdVXrHa2bd3K91aF/mqj9+JXLfScn/RScsIULnLQnWzZ131CJpYAs5gE27xWEOq+dhFMHDK1IwyYoHlQwZea9/xLYwgsN0WPDoz3vVQsUpaBpir52Ts29hkjvIjOfJbYi8udNbcyZvtrV6j6j4n+M0Du/iemyrDRC5xw+KDylIYb/FVQHfZ4JTAqsejae/rqpOdIkit8V0737J8ckU/IOiAek3rAfAlpDU6F19hO6oXXVjG99kZYfDaKRy2szE/t4oZVnw75dvA4OZuRwIqMPIGQW4pNRbjJcBC1BbK1BelrsPIJw72xuJphhsZXHX95dSHSOPBxC79VrHQcMqwp+d1Jed2r160NK5Cd3n32jO8f53NZKrzUHA3qMLVFd8pvUN/2lSZ0PvTCu81AJm+YrNRes56PUAjRNsaOFgzb/KBDIC7w3CJb5GZqsu2manefpuIbr/XB8i30HOmAsCIcMcEJQA0jjN2jKZsN9G0krS6EIgLjn4TjNMu4uQ4wLAn4N3dg/K4itMXHwbiHK4EpVGJPIjDHfjw++jX0Gz9opqc8o9b8H7lCdyaoUXLPM8VZw7txL/xw/cg43/EDgFqFqdeFT00Rx4rhMb0dMXYAATXCQUQOGUfwOERvgy/PB2HHzOzBNjR03OKqAfth7hme8B/3wjN2LmBa6UfDA3PUg3ByMh6DlTC4wea1cLg+BjPDOmLuriDAu7ywxOH39jcmkbzLAXEAmTj5pYsYPyFadyKwQ1pqRfDvoEZKUu3W/pIodOWPFiCJJimjCkdwmdvlpPtgLSkq1DG8b7h2vQtYhu2oKF3TxVRAIg8LFPmH0A0F2BAE+ygvySRy2gbMUizstoxWoj0GYG0G4mSQRAHbquNUOkwfp3fqCj/ogqqOLJCzUu+dDSi2FiXhuZGEOAXOrMisEt7Zwow56GZfJozs53/BVrfq0+HSrteoZhatiM/Rz3lqoumZwFIp4HOmJwnVFNPMHvjz6A+sqiLoANeDxg7hj+DG0z/Eed4WmI2dgdxUf/6gnYyADxuK9apXauxAQ4lzBDOQv7z4iDA4ytwHQQKBzpIWncP8IMu+xNLYy+wblavbuqPBfyIffFiD98tadXM/56ZzG9pP20ENXTVtQWu2/9PEpzNn3i1Te0dqaANa9iAd/SeDuPry20qk5mgHh3rqBj1+r5YhTMZUCtypBAGtTwYK4t30kYPCTRVrAXmtb6qOGUOF8+ZTV34bCLTzagaySuF1E653bhXrXtz4c1wDSJTPSH5vK7t18UFj53g61t1ldFyZTXJcpFvs9sVtBDXQBPfsjMr5teD2HzW8XfY2bGoG1QGbLg4B/kszcI3nNNDk0crv69+PnWtzaosoaiNAnili98z1hu1n/llryyXhYswT2q+fGBDZCd9xut9lVF5NstuYg3Hp3a4JejsLRAzDL1qIJx3vXAlgMfrw1QYDDSrzzGhgNHeutKoD93mlUN0QPo8svUu+IExuSmvsxi7oEmIv3MevvbEpQlMFR7BeSeFBqLSR9FM0SFKTbMtzU9vFBO1SXcyo71FpYgsDZNRZb/Adms32c2Rbfx2q1tjJbbQst9oRwDLdYLAEmk9VotsWRbSXQFGMZ9g9+rZJNF6rnMA0MQ3gmh4Bp5+vR16AuatnrqKd5J0HNChShF+hrrYsCkPgCveBpsEhmQp1wsqZK4lF7tk8vg6M3NBY6A3vLZPbDs1rOl92RcLt3Ws2JJ+YkshPKXmia4F7ePrxEs3hooZbo8dRDwus2KCZPnkymK02fPr2RyWons7/j4uJeAHe0yWL/CYTnfRF4sXxgzufwck3xGoRJpkGBmZWvVChxwPIPOE4o5co30Y0VHVZilJw5jvHA75y7otOA5eDWvx7hotDRHwT4K6loZTTpbsVxOkpOf0esGchcXrhaT8nA2ZyYyeiuhUiDc8FoVdLzQoPrQMs5k25buNFg3sm6JH8vtKVObRzHVsTtVbceWqD5UrDYbaxnHBb2SKsQTieR6wDYKgABNp1qjvPMvCEA4RaYrfEF/CWBXq9/GgR2EV8MhQTsXQre/6ipAlhWhXMX3vZYBthAwXCplP1XTWvBc09N4Sr4mT5Q/J2QEWTyjDsj3PMiwB9Hsk/W8H8F/KahHY1+1wAEfMBP5XwvyJbh/eNbRaR2aX5788bPnzAFrhqRpzrUL0vTEf3TKkWrUsuEB7cekN5w3Y5HuBZLfK25YVMt9q1mS1zdAU1v8QMWReGKlMBA5ct45r0JQC+396gF0L/P4WpAVsa2RSaTCAAUDqqROnb1FyDUH8Cs2w+VYBH6oT1NAgEetYBuYP5ieIZFCkZ5FYVMIlwPkaFJp+hIJ/evOcNua7wsvNdmzn954IkBOZotBdVCalu56FzGEXG9RlJBr4rGjx9PKiazxX7cZI3rZLHFbZ07d+4TINxaFga89GW0Z6HJHAOMWeAtmu4iuwaOuXodmfP1el3hohvPtJyOBwGtROG6/aARIqMi4R4tSYdh2oGAf8K+CRxhriNcE/w/zpXQoq6HzPpZwdbe0eMa4CSR/j2cXIeodZt5r3qD7rluZ9iy8J/XHZQUZB0R56eXC//NB90TIGPhJV0KRjGG9yIA/wksrcIMbYACVTJK0qUKgnhSrQ7xLvlnWcVMaGqT+Q0IaAB2YVnlDHQzlMLOMOwaFKqSVa6Be/+pVqu99yLwfux1QzcI+gL8782Xm24vF9ATdwfNizBsuHku1IHf7NmZXUPXcLu/aNWH9/qfAM5vgNbih3Utjetia5nog8E52tgXLIaDPUOSSaf5jYAr9ZLLghy+y8I4Ua/NP0YbHLUqnb8CFLs3sJ8A2HXd+bweQNE8jJUFf0kALBkD/qRJi8UWrr0bQ3mAbIOiXGvemcytbz2t0zuGQqbAzb8GgrOWWXddQKWTHZUe0r1JvNDGDMn+IlKf+CEf5EVmldCYeVh0ZMpOJdcsLui7QPOeY/LQxMQoo+svd5CpCdRxICBcNfg96jOFXEGm5NcFhB/DCoS/JIAXGg/+pIUJQuwB1sI16/lRuB5d7IEAbFcF8+cOXTcDrutAVcJf3jm2VQhzumfo1a/PZtq3iV88j9W7vos2LI8sOf3KU5nVkg1Zlf6bR+UpFg3KUy99bKr0cJBl73mhJrEwxuj0rmGuL7AowcMT2xXsz3VQvPbBUQ1+E9AP3BtBqInuioudB4z7A3TiRXzhmsKF8ErwGw9HB/D7BeJwWFFhawwzDVpxH5IRDoqZDbbo81CBXcIWHcT9CuJtwzDIHJJ5cL0Wt1GBmp+DON5ppHcFafvFbZfuDdqsLdU2bpbgb+08Z+WRzuHJ3MLV3T+kUkJfHLhDfXkuhDWyyz+VWQ6sl0av/dfbxmRdpNFBRoRvBcgqqESioZUVy7/gaBAULhwhUz5BuAVEwCBcEATpewWhZoOwzoAgR9QQ7im4ZxjW+nAm88Og5k5H4XpqfYjfGs00HI1AgeMoBoaBAFtAuADv9fQJ4/0UxfaoaQvfNaQe8pMvqFRwr0yXfyUx79rRNmD19N79Zv8yaGvHiT69dM2a2ZkCuaXKILEUhgj0zi8GhS57LaJjYr0WHtcEvghLs0loJ7L8pGYQJgqXDJQCW/N54VZTjFvnQlgQCoKl2AE1hQtCn0IFUwMwTaJuGHYFCNQzSkEaBugGP9TDRLieMLRxPUKFTP4Z2LsD0r6KLEa/u47BOYqu/k4NNyijV3p0av9tbytX74vRJZ96Oj7oA+OYrxtJLYVbhZplrfyNSZIIg/OaGYv1AaqFugsAQVBnGTlL1lO42cxs4JlL5uMCy0rh+jzU0sPg7FnLcAqENhkETDIAt2FAlkokEtIiQz8If/RGwhUIBE+jH2YGlgq+z+GaydV3HU+bAz8TW3ZceWlEeP6/hgwa2Uez/JzIVkxGLYT8cqkIY2KtLR7rC3i5L+sKF2eOg279AQR7hZbj0A/jAOGVAGO7stACgrCv8R4UIMS5COFboQVVCuHDQae+D+GcGlUBZArGA6GR9QsoXHRjHwROO0Wd6wlD5qrVGuJWKdRkGike90QtXIOhPk/IrAeKpb23cuIxWadjQpadFhlcZGuKqE7JRbH6xXV7j/6WgFIR6+nEQaD6qdtzdk8h0Ltebad3qvsYnLGRxqS0cOqjeg27/12Ay19JJUgzvwLbb8m0vGeoqmrVKKtCmJFWLjy7/Yg4KrVMIkg7LIpJrRCl4ZaoYOLZTQ/ijl0P8b+FcVnKJoN3qHKGFGjODMpRLRyTx8yftVPOjShUfzogV5M/OE91zTDYtoOit9KrRPuzq8WH0yqF122MPcRD3BM8Yw1q92wcM+0ZM72t3ULl1VYfKVb7vE/2IW6w/4T/6OwqYYY7po/PoNzQF4fkaeOH5GmOD8pRrx60g2nHBxFsKxNOyDwq/iH9iJjsLfcQD3FP0MgiD2hqpy82S2Bi4fIfE0pV740sUFX4mNo+3ngS80ZDGzNesIC69Pps5sdGVraomZ0d19hee6PlYTlqAWjozTj/f9AO1ZSYXPfo4raDvm+llgkrM4+IK9LKJA+XDD3E3YHUmveOxJr34Tu2pG8E5s0HAy07t0pMJUnaBYvzu68cd1YevyVAMG5vk6Ri1dvplf6Hr159vC1/q8/j01u82cQaNLppApvd1EafaxqvyGxsYyb7vOf+bMKU3aqQEYWa/OHF2oIBBSFkxDX3sP8I0Mi/p1cJb7hRplY794kexmUv405SZGoAnKOggcMHP8T/OgLN+RFSc+FXgZa9pEexUZz4wBPTWqtIIGBIjurd2PROZxULkkVB9kJpv+Xzlg5dEf+D2Fy6RWIpLJNaiirwCLAVVwZYSnbKrHsXBdurBwTE79K3jJ/W54Vp0QuaxWsOPT1dXuRjFa5otkAwrluaav3A1M4nen84MGHsCNO0hOljucExH5+M0jsro43Og9EGx54Yg3P5u8akPgMNTt/xuo/JgHFFeMrjscZlwhijozDK6Nr5bthS73Y5D/E/BunI9JbSYdvPiMNXzxManHaJPimuTYzlaJto6zGJbvU8f23S0uDoeSXKYfafxJ2WpfuHJG3W9fvgpKH/7K/BnS/UOQv9Qhw5fqGOTD/t8hyBZvlOcajjiMzg/FppTOI6hm/gwrtv4iK7beCiuqzjeujXXO0SsuoPvX4lx3ZcxQV2Xs1Ju6/lJBEpnDQqhZPFrOKUfRycMnrJb5KOrkphqGMXHIUCbWKWULN8G5zT4Dq9vd65vJPBmdut8ypOaEi6gs8Or3NXemgp3IiFYdQUxYbL5XKVrMZk1rsNnBFBU2wxGWPBxQoM04oPuiXg+n9Mi7/874bA4Owp1DkuiTuvniWdkFMhthSReUkES5v7NkwIrPbZ7ENWh0y52ixg2C7ZiRFZihaDFa7nlq/vcmrSuKmbI0OS1sYYk0qiOxJteTza4EyPMbhsvQ2JXXrrE/1jlYu9M5Lri8azg8WvTI+c3HxGdPVb84dwb34wiWttmX/Cz7J1n9Rcsj/YdjAv0FqaJ04o3R7y3pa9PcNWnAtO2NlbFL1uARSkYy19bm+vwkCGeYOmmeM4xIE98gzN4kdNdgKhPsc+ShzKYChmU1hY2HX33roTBAUx7VQq1Xs0rdTcKgFxcwqcegTn29ot6m8HkT6xl0Dv8m4YLLQXdQ2emHMqLCw5LDokcUiEwZnUOXz+lYiOju8iQpIPR4Uvre49wv5jt26LTLPmDxz1SRFdtTbfvTDkXmPXJcVzE4qYubFZCo5ao+JemCE/9ZhJWtrYHOTo2XnR4U7d5hN7OTyWayIyJB0JGLXjjNRelB1s33PTDZPqgqZoMq8MyHpBXWO/bA8oGRUWJv2TuME03RFIXo5jgTj0hHPWWIa9TMmZRTjMxEfzkcsVfgzD7sRwHNfDNR5YGPDe4GAmEONQFDNXpdL8ztBMWRg/9xj8esJ9RxUKTF9D0mdoxVfgT6Z3gYbuS9JhSUHDQVuyiBILGU2zKVB7vAjvdBSucV9N3AvfWyggrBOk9yvc9yt+GYD3fvCBW9d06eja0Auq6yi947PIjkmfwHmMdsDmjcHjsr0fxntspjAKtC+ZsjCihPUfnKM+S6UbWu6o9DPj5B0S6T6jtLxD+7Xl0v0fH5NxA6ZOvdCz2+L9b8ylO/okdBjdYtDIE+0j53NA6k9eixsxV2ou+EFr+vHGsz7rAPctAnIcQgLjoiKeYEiMYwzFOoGs3n1IaTmdiESE6v7T4OBgbyEBYpn5AvAdEpiiFEocF4V0rgLZuvDRcIpGlIJV7cRxWiBSUyDXh4R0FIvyfgQ/N4ED6OBfa/NBLGC8v3dPPJxzQ55FXjsuAtKWwvP/ju9C8RvTg19DSOck/p+cpq9ZCPDAAlrrYyOMzmO433N7XWKSv8FFNmX1APc1lVry56C7yXhZs6Y2turxiXJD4jFcf6k+NbJAoc2sEGxNrRCMJDf8h9BJslHQv+eiqyt3qC47jvruDps19JvgmKVcv5Ru5EtzLUdvaiu15XEvx8f83NgmJpsV3gpwgy4Zy7ZlKTYMJ16BVruMBABSHmdZ6b9AQ+5xk4glO6N5AMToAHF+IlpSrugF4aORzFgABDUWddUFkP4jt8ZkyiCNf8J9FW5N7l6U4DlwpjAWBPiP87ifIN4L7g3ugsTkoN1LEqwBSLs/X6DO4sIyuI5D7Q//9eB+YOl66A2Nm6hOS9vwl7iWapZI7zriq0oiszhkEwr+T2ouPB1gLiaf+2lmY+Y3tLBJk3YT8lbbiuSjMssFJ9LK/ckHE/8TwK9PRBgdR3vqnOSjfEHhi80R4xZymw8E5OV91cQvJrXbtJBleZxxyZx91k9bvNnITJc1s918QzEgzJMMaC43CWiocpUynH2CZEDtBQ23UiQXkPA0xgXNOw6vgUgXcWYL2qmggf8NpN7ojsd8gZPaZDJFC7jnBzd5cHNJ5Zs480Uup+PdZgB7GjU3aOJZhLwUUwmP0wDIayPbqUI4bjrpfkqisYeqFKr5oMWJuYEAv3U88Y/Bs73CP3OtVZWQ3jw+ThoURJzbVXGz9WUPJCINjgVgz9bStgJjUjiQ+HvfEBfZcVlqyhdLzAUXjKYfX348vvlbjS3MOf8lSunAHHXZ/NLA0qxKweaUinu8WvEmAOJOizA4yD7mQr1rmtDg9H71dYBzZta7G0q4ORlRZPro4O0a+vX5ql9azWM2kAh/AbmcVTGMwgGZfBqIRb7QB8e3YMvmAbm91T4CCPQakHQhC3YoxPkZiPw9uIvlcvk1w+SsXB4CaWyFeN8AeS7CfbhB81gPgUAbWoBcn4F/Jn67GP0I8RlmEdxD0ofjOzgK5XL8/PCfa+WwMFAU7YL/xwU1P8H5azA7vF/b9AAKZQb5KCW8E04Y573/XoDMHxNpcH4fZXR55xoIjcmtkMBifnt0qaVwRIClqDIlnPtHI0vwxhemsQuGFWiK151iuPxKwWRy038APTs5xUDcb0bqnP/y07nmAnnJztriaaWvSM35X4mnFiTgdfXZNn7OXaLD7ZapuYZT6Q+HF4ZEg82eH5N7j/fMfICA3Xt0MK2BAtAOJ5ECaYntC5r6ls2oBwqxsVD1GlxpoIkre+pXkkX3bcNTGgoNrmogMVkTGWAucAVZ9ic9bvXt0sRK7+qTrvp8yf6g30sOd/BWY/cTMZTjSSh0e6P1zpEd9ElLgLhEm0qshQvBVj8TYComNuAzVqZds3j2+NNmNt+4LLDVzmq/masOBfwyMFt1RJumvaX+Woslzm6y2CsSps+IN1vtCbNnz77r3WSABjU16a2C1AAMuw7s4fWQjoz39iHLH2lFCpgioNHZ/Wjr1uwFuRkg7mSNSrMRiE4WXdxNwPNGqSBtbC/cyXv7RGiTXwECn4nQJ3r3QUVSCHUusplMgLmkVGjKtD5tFZd2SdNyC/YEH+M4n7u/U089EGV0xMGz5gj0zh0C1dKZAYvLWksshVcCzDvJgrkmVqpTUzv7U9N4xVIf059CGZCjiumfrT61piLg05zDQrKOoD6YbJ3cZqrFhjboXQWaCpScWaNS4ezsUA5IQlaFEzfaywxbCqZHvWfg4XJ+MBXcXWkM04v3viMwFJtOGqT8Jw3uJoC0M/mempP1/sbEzRDV0aUBYvwOmo18QRcIPEYYmnhCOCrLD7Tv/hemDs32S2a5+FJmNbnhPqO3PlEUZXCeloU6z7cPcZilcSXrAiwlZGV547jgyaBp/2gaRxbpEQzK0SqGl4TsHlasPT4oR6lAv9RyYVRqmYh83+JmwFnoZrN9ij1u2hqzNe5bsyVusdU+bR5o4ckmk72v2WI7Dtp4mdlsGwjnERZb/J6pZhv5xCyEi6da7FkWi30OhKWAtp4JaWDPDBn5w7SBnLn4BRewb/egX00AEcMVjPIQkBf7Xsk9Yi3atNT7+DFI0KLVoEUPgEacDkQljWYPebGPFxqWYRA3jGUVuHVYFdyzHuzbWpOf4L5WcP8sINEOWs6UM7RiC7i99jfiRuR1Pz/TF/4vFRuX8A5V8F8r4T/JFxE8wMVGSqU6g6aV+LmgYAWr2gz/cRAap2I4m5C88B4nyOgiTcdAeDrY5PCssloLRcHcGaVQKNOgsH/Ee90YQN4JkQbXlX6hjg6tjC6hMCTxS8l7GWaBZcfp5h904nQpgbVWmN4fcA2ijY4Src71u7DvxqJA+55TYlu+ulG8cEkTO3PJZ7ScfDpiaKG6L5D19LAi7a6BOcpapk3qQX/JtnLhhW3lolofW7kZyO4GFvthEDCZDTfFZB8BRL7uVgxA5KFmS/x6IK/QbLEfsyYkeD+8WBeQeZNQ07o1JYskPuTu4WCG4kpZPhoB+E1xZ7TiEpCmC5CkKZxZ+F1CfwjHdZGvAxEIeYFQ3wEZIoAw78D/2MDvD7RzIc4ASK4BkHGHu+CQXhO9XK5sA/EHszT7G9GGtPsrEvBM2+uSNygo6FVIn4w2IgGxUEB8CtKqwrjQaFzJR0Xykw+H4YEkZynlAGjwRuMWG3BvgkfzYmGA53gUCtFO8n9y9/e0EExwsBoKBu5hAg1MWS253ASmR4DEqdCgO6AMdbXx0yQekA3cfqzDByu5t+bLV/CR7hv6GBxju3dawwUMzbviF7c5o5E1aN+TU4OzxDODm48t1EwYkqe+NCRXvTky48+Pjm2vav86kHU4HAdyPpUcSbuNfum65AUNOheur6sBTHFxvkDsnVMsdgNo24K6H9G5HoCEYKsq+4MWTGUZ9owns91dWmw8LgDDXg/STwwk5W+7BjXNBiQu700+m4LE4nemmMoEMe2ReKCNMR6pjTyg5exE0p1HM1/gqj4g36YbmQ3kezUU2w+OFCD5CfiPn3EgBgogrmYko3hIXr5rzruXoQfwbteYDfAO2Hf+FY4kgpv01gDp9xEziv+uwi0B7eEoo/OzKGPiOrF+SVbQoB1cm7i5x3xMt7cD5+2gh3aZX4RuxR+BI9Zzja3dLrw0S7JlYI5q7dBc9Zd9s7XWth+FN7x4sX3T7eWCsVnVkoLUMuHZ7ZVCZ1ql5I73IkTygs1b5SEv+XSWxX7GZLMpSQQei6HxC8QuRRMC7mkDJN51I/KiloHDDBlVghnGe3sBGZZGNC3FlmE1jiTgr/Mg2DvpCDTuLLCZ1wMJOypBe6LmRfJCgfDavLgTiIe8uO2r0WjE9L4iJJXTZNcPDyBerptQNOm9wQV9SF54Tu+Ke9DmbeD5yMZuDE0vxd4M9IdnmU0KCMV495Twkhfeh/fyAp/dQ17eiwDeJchde+C2s8w093OySXzw7aGHIZHt133Zj8ZuC38X9dnE+U5dRb4vdq8hifxE0k2X8oNsiJmTraF+GpynPGAuohOyqsUjM8r9CzOOiI9mHBG5cIeU3Nw7aLXeAEDal02W+CFwrtW9NsVioYCgS4HIa8G+XW2xxw8aPXo0GeQBgv/bZLXHwj3XXZlKbEaK6QNkOY4NNRzpwuW0uDUX+YwOo/gdtJUDCO5egGnCoWLaCpn6PZIJMx3jKUHTAbFW40CKQq54B4lCyMYw3t1eII1/AnnOG/WdUHstQj8kHBBrHRLdkx6eMX38H3hut+ZkFOQ7SJgubgkGz7QQ7m0GxKrAoXO8H7W9W1uzGfA/noGYk/i9Uoi/Xa8zcozcvYFTTSBJ4f3JrrV82mj7k4IJNvsArB1Ilx7NlGEtgP63jfyTrV/K/PSd02PiR+7vHrqKk3de9dtbvdd7P1F2t/HSFsHT7UenrNN02coNGz6DSz4U8GPmYb+yzArhx5mHhVRKyn1c1vsQ9xVA7K5QaLAA/4KFkve+faRWCGOBOJljSumpEdsV55W9bT/30qf8Rhlc9W78/BXKzsta9M8UJvgvir0gmrKDCzas+COyo/PbSPWa624Z/+DB9IgyUPmyUql8FTQeMTNuBPyIJMZDswHNCN6bdKHhvn/grNeUSNSSmIZSqX/Vs6/2jYBzGsCGxrTvynznu4gGqKVR+6Mmdps+bLpE8udG7XeE1DLRuowywZyYbG2PIbmqyobTJa5W461XonukcREhy9bfyrcXEdkVHdrmHvYbueGQZPf8/dQf/XKV3CuzVFwbazIXMDzvW0Go4wiYKkcjDYk331HtDgDVqBmqpq+h+oKDuQxnOMj5C2jQrAxmWX8+ar2A34qEe09gBoDwb/q5RLA/J5J48N+4Pzn6YQMKGyukGqXoXdebYFMXxCyARg4xF+B9eO9rgJ86wCodd+OHd7ylvc5uBrCBRTU/b/7AYW5ayye2lQkL8w53iI7KDO0yIl919LnpVFRDu7zYz7q9mIna+Fu0cRVOray1haAH6WWC1lsPCRNyqsXFmRX++5P3SQsnFbJfD81TVwQ6FUXPWCWnXjdbDgTa950S996U3EGTmN1N55gdaXSUDNWm3dak8voAMnsWZjrYasfBTmwFWu9lPIP/QCDVd25yuWddYTcNdgt5GigeAHmeRJsTPxWJ9iDEr8aJ7NhTgOGYHpISN7ojN/CA/xiPZMKCgp+QRD/UovgMQIg3a/a3IkC7+kJaRvy+Rs1GHk9eshc8pElGwvCL4OCvh/gCEgmAaYPfK5g2TqTnu6daQxxc3U00MbzH2/i9DvC/7oYgGJeFcDiHMnImFOR2GuzuDLiOvc6+xQ8OUsuF87MrBel9MzW6wTnqL8LS1c82ssnKXrBEDgu0lWW/E7FpuzJk1S89tckXPlz43kfZJ97evb1C+GneMdGM7CN+vrFZCm2/LPW+IbnqsjFFytCnzMz0py2Bx1+yRvWSmfZVBMSXzhOEJA7x1zuLu+mS2kcZnF9GGpeTL9rcK3jJK2dq7aeERISMKUHyAjF2Qmbi3NdvSFya9i4SBf8nQcOWYoMLW+bY5QP3HSWtZZr5AY4LQOYs8KvExgeSFe7BZUrYVTSuLnmZAOY1iPs5/z8TsaECjZ8jhJhYO1DMJjiKsJGE2hla4x+54zBnSRcZxXwDx3n43xw4yCc+VUpoVFFsJ4jXBMJ+xLSxvxX3ZYI0L2NacP7efS/ZQewLvI+kR9P41YwGDE1vwX5hTBP+sw88Q0+IX803qKrBXHkZn/+BRma5f79NVdLfRhcqf196QDbT6JTt8Fsg/WJRbsRn4Ys+4WJnTtgk0iWe76RNrgoTb8rs44gaMbiIPj0kR10ypkTj79Oy5RMNLey2pnYgi8nneZmpcqLUUng5cP6+l4WaZRMFQFz8HzAVSnrpEmt149wLIHmRQJiB7ox2EwxJi5sYQot8BXaouzvVmS/dZP7zk89IXvAvQHLBeaOHvLirJBDB21mPYFkqHEmNBy73gf8eWJe8OBEe7j9F/kdOj8JreDbyCVPwPw6ET4DjXaimsRHDt8z/1Lxwzzz049EA7skhnzqRM+swHvzXRVKbyBWxuFMbXH+N9wEhvaYZ/w77+WdI5AvyeUwHNKzXFILnmOQhOaRNNs79WyA2SysDDfpN103qRUDGCp/hDdvIJ1f3DUrI3BezqrtLOTSR0421ZMToVhT3ptetbva+PqBxXHB1UxuzAfuHKdOJ1gGWop8DrIXuL9zrnB8J9U7ygYoIg2NEhMF51HSLNvTtAMmLmggy8aY72WFDCAjyFZIS7vHalZBpoJGZw25SMxs85CVmQx3yQsaTbic8WByVktODePJ+jhoX49Qib41CAuRuhRtpAmE+hv8px8Kmdf/nQnwGSOMMT17vnA3wfxSeIYP4U2Q50A3JC+l6p06iJgdtutNNXnf/KpgaAeAHtQhbjUSG8zdwlMP/Qe3wAJsLN8O0UuoVxWrFmBdmKrnApMBC5ay81eIpFWQFhlSdktsmembmG+PDDkZ2Sf71Xc2qCT4m7hGJuWiD1Jx/ShZXQGxHod61Vqx3f0Wwl255CyDvhQjdrW/meTsAIs5xN47Ipw5utqkdTgxPwb5NJB9o5L04txcy8lvIxMu89kp1k5c96a5O2ROQ4V8xtOIT8PuUaHU1mg3ufSyBzN1Qa/Et68NA1uVgM/vCfWfcpgw9FuK082g3+K/dQFacY5wLcX5zf/eIXUIGMYCEZFWEvJZJ8yhYx7luf2Yj2uoQ7woprJRioEBAyHzZvZqCHc3f5iHvPvczKBy8Hf8Tyyp/gXMuyGwTnLfgAATctxae+120n/nb/55oYpX7NbKLbW3tC/ID5hRyzePGJvnrli6UqFbtbD8hJ0g/aMvh2H4FnDFmHZkg/pJ+y9NA3AMig4tosgjNopdA4357P79eDhncFDKnhUajwfVnf9l9hIRQyBUiONOoDdEPTQrccRzJgdeYFoS/bjK5u7qCg1l/aAQx2FDC65rATAf/d4Ck2Agj3UJoP2LjDp+NRAKgG9IIBu3bDRpKvSC+tyGGaWADDu+p21WGQ7h8WjjSRxps/DUWVO91ncZhA3wW9MfROUJeilkEBfAgwyhGgnsMEHYsEh41M05shwKFy5bu24jrPYfElPt6YPzO0ICpheEiQ/JHAl3Sfj+dc5/amMxFd/2Eiwhbx/Xo6EqM6uiaC9r2XGTHpKoI7fK/58z+/2JAQVF72gSgqY9Bw3Uz1B5rsCbga47foEB146PfY/j4/D/HjDwy/XLLKAAAAABJRU5ErkJggg==" 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/></em></p></p> </li></ul> </div>  </div> <div id="content"><div id="page"> <div class="tS"><div><a href="javascript:txtSize( 0 )" class="tS0">A</a></div><div><a href="javascript:txtSize( 1 )" class="tS1">A</a></div><div><a href="javascript:txtSize( 2 )" class="tS2">A</a></div></div> <h1>Vol. 4, No 1, 2011</h1> <div class="content" id="pageDescription"><p>DOI: 10.14254/2071-789X.2011/4-1</p></div> <ul id="products" class="productsList1"> <li class="sort" id="sortBefore">Sort by:<div><a href="?en_vol.-4-no-1-2011,27&sSort=">Default</a></div>|<div><a href="?en_vol.-4-no-1-2011,27&sSort=name">Name</a></div>|<div><a href="?en_vol.-4-no-1-2011,27&sSort=price"></a></div></li> <li class="pages hide" id="pagesBefore"><a href="//?en_vol.-4-no-1-2011,27&bViewAll=true">View all</a> | Pages: <a href="?en_vol.-4-no-1-2011,27">Vol. 4, No 1, 2011</a></li><li class="l1 i1"><h2><a href="?127,en_editorial">EDITORIAL</a></h2><h3><a href="?en_vol.-4-no-1-2011,27">Vol. 4, No 1, 2011</a></h3><h4><p><a id="<h1> Dainora Grundey </h1><h2> Vilnius University, Lithuania </h2> Kaunas Faculty of Humanities " href="1.gif" rel="lightbox-page"> Dainora Grundey</a>, <a id="<h1> Dainora Grundey </h1><h2> University of Szczecin, Poland </h2> Department of Microeconomics " href="1a.gif" rel="lightbox-page"> Yuriy Bilan</a></p> <p><a href="files/01%5B7%5D.pdf">DOI: dx.doi.org/10.14254/2071-789X.2011/4-1/1</a> </p></h4><div class="noPrice"><strong></strong></div></li><li class="l2 i0"><h2><a href="?128,en_a-note-on-the-causality-between-health-and-education">A NOTE ON THE CAUSALITY BETWEEN HEALTH AND EDUCATION</a></h2><h3><a href="?en_vol.-4-no-1-2011,27">Vol. 4, No 1, 2011</a></h3><h4><p><a id="<h1> Tiago Neves Sequeira </h1><h2> Universidade da Beira Interior </h2> Departamento de Gest˜ao e Economia " href="2.gif" rel="lightbox-page"> Tiago Neves Sequeira</a></p> <h4><strong>GUEST EDITORIAL</strong></h4> <p><a href="files/E&S_4_1_guest.pdf">DOI: dx.doi.org/10.14254/2071-789X.2011/4-1/2</a> 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