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ADGR+lLl6McZPQ7rTNfDWfnR70uYuQwYg7s54I/p6CtDUtcg1y1SeArbX0fDhCVV8DAYDsw59jnt34bR9YWG8LPgnG3GBg9Ov4VLre2CYy27bQzZA7bTwPyrNxd0Ui3rHiKfVmguGZxdwfK7A8sRgbs+uBXsfwm+J/hu8t7qPxg0izyOAJ41D/usMxcjcCzKwX5ScMC3IIFeG6aPtVxGA3zsQGyDnk4xn15/Sq8tm8bToeduVXBPbOAPy/WsqtFVFY3p1OTQ+pvA/wATbI31vatFPfXiXqPYSM4IlhzI7RSKRuZixTH1kHcY6rXPGV38O47LUopilpq873DzWxASUhflUjbwyGWRWwBnfJjhhj4o0jVbu0uoGic74X3RsrHK4I759fyr3TSPiUPEngm70fWVke8LCSzmQjKSEMWI4zg/NkZwdw9BXBVw7pPXVHVGopI+qNF0e78YaPaXljpa3aCBrm4SAMZX/eECSIkdASFG09CpPTI8S1j4D6npeoR+INJvydG1bzmgjWZWZFWQfu5yDkDdt+cDBwvSm/A/4zeJPDus3CRa3cpZiBoAzS/wqFCoeeh2hQM9gOnFe0a18Sk8FeMtO1MWNmV+woZooX2BpbiM+Y8ar+72DYqEEYBIBHIq4VVT/dyQSUviR8e/ETwvqtr4wmTX7UaWfkP2GBMJDG2CAoycDBzyTyTXJyWP7uJLd2CDklwPbp+XrX2d4h+Gvg/4jLpavrfk63rEC3fnTEln3TSRBQN3ygFFxuC9WPIC583+MH7MN18OYxPY6lb6vBNI629sJAt1hQd6NCT5m9CCDhcDKnI3DOkoKqvcfyHCtFNKR84/YZlY4lXHT7v/ANem/wBmyLjMg/75/wDr1avtUgFwU+SGRBh15znPUg+3p6VXOswbT++GOhrhcaiZ2qUWgGnzMeZF9en/ANeihdag6+an40VPLPt+AXR4zOwbJH5UQHbKu38s07y4GOPtHf8Aun86kSO1ABNzjvhVNfSbaHzy3uO5jYEjGOueadbEreRHAOG59D/nmpN9mVwZ2btnZ+nX6dqFe0SSKQTMcEHGzHf1qdS5NdGQcLcuPU44NMhheabZjIDdB19z+VSTY+2bwMb23bc46nNX0tZJFEcMZQkfN0555J/z2q1otTGW9x7X009qluoT7PAzSKNowGYKCc45B2jgn19TVnT7YJGf3fmZHXsc/wCT1qhtjht2jMhLqeqD5eM55z/SnNdBI1Q4DA9Qv0/z+JqfQWnU0E015PnRMMP4WwBjHWnG3fy1dXbJyG2kkYI4APr/APWqtJfEECBmKhQNzKF6gZ/Wn2Hl7jvfJ4AXJ5JOMn8M099yzc0/UJ9PURpLsRm3bQwyx7cY7f1qaW8GoXUa3M0jbRjYcnPf161bv9H0/TNHjnnu4/OGB5KDLnJOR+GPXvWQupJDPHcopDsMLk/Nggjk57gmo0ve5KOugt9M0u3gvDZkSE4/eHO5gcnjHAII7/WrNne2mm2F5qVxEs88jblVuFBPQY9M56Vx9ms2o3O6U78kkLnAFQeIL25vpkSMMlsmFVVzhmAJJPP+cUWcupXoTyPb6zco93crDbSNhmUFtnbkDt/jWJq2mxrMfsbiWMHAZT154OPf+tWl064dXVMk/ezjB4AyPrVy20x7jdNGdskeTgggEgZPHoQDWi03JtsjDhtpI4xKVIAbaWwOw6flXWMwutBCE45+Veoz0z9fp6VZGjG58N25ij3StcsW+XkEgDHT1X9avSQWa28MURYhZAOc55Zctj3Ab9KmVi0tbHPaREbq4KsSd2B+Q6/pW5eWLXMkIT5lbaW7AEBSw/HJqrpcAGpOUGxGk2qxzgDufyH866KGOC4vJbk/LBGPkUkjgLx36hQP0qG1uO9tkZGg2c/2iXyuAxzuI/hBB49DjNP1YSW8CIcmfJO7GTuJ4z9OlX7zxFb2cMAhjUfLkqvHAAwM+5/lVy1urbV1soJ0UXJYFuAF25JOR+VCl5Cu9NDhordrW/jVcuzEH5f1ArtNVt0tbyBrfMR6YGPlI68+5P6Vn63YHS9eQIWeU/cdOBuyBnPoAD09RW02mSrZRNLhig3HjluAM59AT+poe2prF7M6zwO5s7ixQukbs4YEY5y2Srfiv6GvSPibeXF9olhqhxc21q5jeNjlotxIIYZ5UlTj0yPbPFaH9ka2ga5cb5GXjhcZYZBPsCT+JrX1XXl1DRzpzGNoLqMll24O4SMwYn1JkPf+H2rypwXtFJHXGpePKyrpvxAvrzW7OCA26JDHFBG9vCieYgTYocgDLkMcsTnknrzX0Nc+Bbf4w+IJra71C0ludFg+xRXFi6lra3iSeQledvzzgbpHJY+ap5zz8caTqyWN8UubYuI2yjKzKQyg4UjPQnA/Cuw+EvirU9L8X297a3ZUW7MG7DG0gKV7qQBwfSr96m7xIspFf47fBPXvA+oCXUSt+Gt7a7/tWEnbPHPEJYzgjcSAHBbH8I79fE5cbWAT5PXucdz/AJ71+g3iJp/G/wAJ59L167sG0qN49SkhTZFfKojYQtG7DLIzTZIBJwjD5QDXxR4o8HnTbuZ4ZsxZJEbKVdVzjJHp9O9bTqxqpSSszppXtyyOQks1+VduwbQQR34oq81jcORmTG0YHBorL2nmb8qPKhDbR5y0p7cKP8aFhtP70wI55Uf41caOOY7Xwj9nXgdB1H+e9U5IGgkdG5b17e1exFqR81KLi9iQRWeODMO2MD/H1qexSy+2xY80/Nj5sY5NUuxIHfn/AD/9epIciZNq5IbPHXgj/A1VlsSnrctalDv1KUZZzuIBPTjoB+GK0luJIbA8YLHaTjn/ACeaqTeY2uFI+HZueQQAR1/Cll3rJ975OSRjJ6/zrLeyZr5odHCnkqEjcs3AbPA9wPxFO/s+WRcbxnGCOcDg4GfXinW8xW1wqHaedwyD6DnP86jlZ4GbBcFuckD8yf8APen1dgt1Yx4Wt2RuHBGcA569ulaej6HqOtNJNBD+7X7zYOF7f1qm9/LNGiO2+PdluDg8cj/PrXXeFfFE0McFoGEFkjE8Lk5OAT+QH5Uubl6FW6oqw+E9Qurh0ZJHMQLc5PQA/wAjWvZ+CjdMF3lnxl1Vfun3PoBir7eMZX1INbwInJOBkjvkH26flXongfw/PeRm7ScBn6xhieCPX3571hOpyq5tGLkcRa+BZrNfOZWAIwW3dGAGCfatNfCvnW8DRxq0kVxnBUEEEdCPoR+Zr19PDLRq48sYfhlUk9eox3yCe3rTYfDaCZ5GPkSsFjXj5WGB19//AK9cX1lXsjt+rSaueUp4FimYiIERfNIm0HPUkA+pGf61u2vgBI7jLxh454tq+zEDB/AkdfU16dpfh2GZgkirG0efl/DqPY5P610Wj+EY4D1DxyHKsMMOTnj261DxaSLjhJM8TTwabWPUWMTJC378A/wnBBX6A4/KuVvfB80asyx7c/MM5HGDyfrz+tfVDeEkEcqMFJcbSOowe355rM1jwSby1dVjQlWD4K5J+UAA/ke3c0li4t7m31OVrnyYmg3kUhEcTSbVJOFJABxx+JxVC8hu7PzRKcbkIx9f/wBVe/694C1OVpSjYQHlQMD8BXB618ObqNpWILjB+diCDg4wB7fXtXXGqpnLUouPQ8iVmZ0BOePU9u36VZ03VJLO7klHXbjkZ7c/z/Wum1DwlcWSgbQhB3ZHU56AfTBrAvtHnhR5thCs2OAMHnoBXSmmcziupd1XWft89nK3DLHh+uWYnJJ/AgfQV0EOvG4tXnMvlukfkp0+7t25+hz+lefzNJtjJ4ZOD/LFWPtUixmDPytgtzx04FJxuLltsdZb+IpCw9F3bV9AQAPx5FbEOrLHfQb3z5ZDM3IHAAx9Dx+VcMszwwgvyWJPOcnPStaa6Kx2wdQSiiWQ9D1AC/gQfzrNxS2D0O51a0jvlN1a7vNLYKdBuJ7D8up7Gm6HMbPUrrEZNsfMZz8pbacHg467Sw47E1R0HxIbtfKAOT14AxgHnp0AzXQw2dkqoPPUfLlxyTjByCfUcf5PGU0mtSqcnF6o9Fs/EGpSW0FjJ5R+3Is0qFA2W3sFC4GVbB7f3mFeV/HaHUdM1BdOmuFntluJrq3mWMAtuYq+JMbmXcmQrHgk8DJrfvNYkt5rcJudNihxvwfvbgp9+nXpmp/jBrknjHwek8zSiW0iWWDzXLMi7trRg91IYNyO2e5rmguWR2edj5/tbiaaR1eSXpxtc/Sinww/Z1y8rRlucJ/Xmit3KPYaicND97JOR0IHepriMXFuVwA6fMpHXHcdahhXYDxgnt/SrEa7ZkOcc449CMV08zU9Dz+XmiQyWAEcQDFywyw4AGRnOfanPYJB5hWRiAcAggHoDn6c9qb9luHYBZGKbtgG7GO2cfjQbe4jIHmMQ+Sc57cV1p9zjsa2mwK11Pduyxjbjc4J7ZwPc4A59faj7K8947LH5rDjc5yO45/L9BUcsZt4QjSZJUMPReAenqT/ADp1o8dvC7lZHdl3bUyAepGSR6+1ZPV3NVpoyW4a5s4SA6oshGUjIIOOnGOvPaq7XRkc+eARtGMAccZGR69O9Vpb+6UDJVVxwAoPHp09hVm1hF9ICD8+CR05p8ok+hAtj9pkP71hg87sLn26/wA/Sul0HR5btp3t1+W3RhnBIdicHn05/QVgpcMsyFUUoDtx2z2J/TrXZ+GZo4JhGXU/7vqQM8e1S5WRUV1Oi8FeEzMXeXbtB+96njGPYnFez+E9OWxaKIKQicEcDoPp6+vpXndhdNbRokACJ/z0VhnBJPJxxzXZ+H7wtMqNLxnJIbjP1rzsQ3JM9DD25j061j+UMjt156HoOvSta10qC4h3SKrDbj5R/n/JrB0mTcdgPTjjn39a7Cz3CL92vGM46Zr56cnFs+lpU4zVyrDosVrICU3hfunv7g1pW8apGNoAG3GSaWPzZD8ylAeF3cE8dMU8RSKoyFB69fSsHOUjvp0Y6WEjbyxknnHU1MuGO8rtPQ9c9Rj+VTwKXYRlFOO+PY9KteUvLqMEn86z5rG0oRXQxr6xF1EYtnXrx69q5jUPCCYdPmEEnMgRiOmcAcehNd7cL5jDgDbxwMZ/zipI7aPy9rDO7jnH5VvCvKNrM5Z4eM1seCeJPB8UK+Xb2pQf35MYyST1z3PqK828QeEZ7PcskauWyFZj+ORx1HSvq3VPDVvqNu6Sw7nbn7xGMAcg15/r3wtM3zI3GcgMST06A57mvYpYtNbnjVcE09EfKOoaKImcSglyMKF55B5J/I9vSqMGjSJcOzpkkZ569R29frX0n/wqeB3LzxmBuzEEg/iPx61yes/Cu6t5HMI3jk5C5Hr6V6EK8ZdTiqYaVPWx5PqFsLYb5CPM2gBFXoAMfmayZJTcNt7A454Pc/zNdd4i0htI+SZDndls8Hgjrx0x71iR6pbQmVliBXgjOM8nsc10qa3PMcXF6lvTYJLaEkOVzyd3147/AOcVuaPJK7hjGZYlONxbAJwcADPQE9vbtXO/2w10VgSFIyOSByTk555/kK7/AMH2b6gDECu9V4BX1OPzyR+lZT7lRunc6RtKtb6xPlTvLdblZkniCO4K/MQd3JBz0ByCc4rP+IGkz+G7O9hbzHRbUyL5ijLrLGAHIB44OevYVo2t0IdRisbiRoLaN/NZ16MyqSpAOOQSepzyao6sst/Z3/my5dtqzMEJLRMCQwJPJBUcEdxXJ8Mlc7PiTPB41dWJlVmZuT/nFFXtStUsr6eJX81VbCucgMPX2orZyXc0jHQ4R8q0bDdnbg8UsOGnCnJ5Bz2GDzUTN5zA84Xpu47VI8n2eEyE/Owwg4J9zjHSutq8tDyr2i2VZryTzGVD8u8tU1pcT3V5AmVIB7+5J5/Ws84LAY5PbpVmzBknGTsGeWHYZ55rqtZWONXbNO5kS81MtCqRhm+VNxAx2AP09abuaSZkuWZAq4VR0z6E/nTHjVpirJsC5XdjOSMkZ4+laNtYxumya5KS42rvQ/XBHqD7Z/rnsjbcrxyW7MPNVx2ACj0wO9aVnDHbybopATtIbngZ49fT3qrbq1mSoKzJnHOBg4GSMjr9B61Nb6iPOk8qLZg8syg4AHPbrj2pX6DHoYY5mJXHzY3duDknH0xWzo4dg8qREjcV+0MMJ14APr1/KsKOe33M80nntj5VU4HQHk+n0FaFnqUibI3DJH1C447cD9PeolsaR3PS9DEUkEawQmWRVUs7EtlsdR7H6V6R4aguGKSPlwuAVyAevbj0P6V5p4Q866nACCANgjA6AYxjn0r3HwrpKNCCWYhh/GQOh/8A1V51d20Z6VCDctDpPDsR/wBZjBzj5gO46V2NhGOCWAK885/KsnR9PdmRZECov4H259a6mKxBjG7kL7D2r5+rqz6fDx5VYasnGWwfTGM+lXYLENg556EZAPXGP1qSztYlVC8eSD94Ag454/l2qxJCQwcZbJxlScD3/lXPqjvTWyIltxxgAdx1H4flViSP/Ri3IPT/AD+X8qWL5W55Cjv+dTsd8RAUHsTz74/QHpWfkzS1zPkjDKc/e6e/1piQrHjv7dB2q4zRqzHB4464H1qMKsmRnoeOOvvSK5VfYQqM42knHPp0qncKGYIBkHvjgYx3q8VVlYBspjAPfnjGfTmqP2cWsQRQcehJP65qldbEONyjdWgbhRjHOeMfSs2+0dLiEgjDE5GOfwrbKFfmG09gvT/PFULqR/NEZTIYHLcYGOMHn0raNRqzMZUk1Zo+ffix4DkuFeVOcHccAjoOlfPd9amx1EiRSOeVb9K+79d0gXlqVkXHc5xgjHIr5S+KXh1La+kkhgZI1YnJwDx6fX/CvoMHX51ys+Yx2H9m7x2POY7c3F4HVuScBd2D9f8APqK9A06+k03RQWjxKz43M5J2n2xyOD+lcDDvaYsg+f7qqvX2A9810lneXMmnm78jzxHJhlwcZGARkd8Zxg9q9OS5keLaz0O3tb+XVYYbdnjdI1efec7mOCdpPsBgfjWlaa1EmjaxbzqSn2Ro1IJU5AyBn2bafzrltP05ksY7213yxFkcMeD1GQ3vklfw96q38s7R3AO4SyRY3f3mJOT9RkflXBUidcG27WOO1gTS3Mk0qJGZGDbUAIB7gfjRWp5UMcYe5Ae4bqoA4HaisParqdnIeTCaOOPdJnOceWMfz9KpzTG4ky34DHAFTNB5zEnqenTH+eKqsvlsQV5zzn09a96PKtOp4FTm0QeoC/n9a1NMBRnIKuGjxgDPUjj65H61lqfM4454AJ9/rW/pccEeER9lxnbuOQDnjg+39aqUrLQyitbmtHfW80ckM0EYQ8qzYGPQr+P8qrrqUCoIjk7VwC/PPY59MetSPYpN5hdlIY7jIAzM/TgfT6Uz7JBa2ySOUMW44Tb859yOw69ay6XNUtRs9/5LEEK+R0Vs/j0rLluEl3kKgZu3p7dKt3E0cQLQxhHIxndg/ljrj3qGysjNIu5ePxp6B1GWsUzlFj4HQkDH4H6e9dl4c8L3OpMqqjyyZzk5A/z/AIVteA/CrXbhktVkXPVh/nPHrXvHhnwOlukchRYWYZ2qoxz2xmuWtWjDQ9Ghh3PVHPeDfCk1jCnm28YwMfMQe2T2r2HQbEw2sSALnHzevQYI4+tVIdNitztRVyeoHX3OK0Y7yKzkRQ2Cei9c/X8a8OrVcme/QoqG51OmbchXGR0Pp+XrW7b3EZ2LxkdBnnp/KvO7rxRFp6GaSdU5yQWx0z7VQj+LFgJQWJJ/vqpYHGD1zXJyOWqR6CnGNk2evnEjLsbB6kAHv+NTRkQ4Qghvcg9a81sfiTBMweKYOMZ6/wBPwrYh8arIuQoxjB5z+tZulLsbxkn1O0kjjK5SVY3wRhs1TaZoiAfuHldrZHXAOazrHXIZpghfJxk7uh47f57/AEp9z81wZkf92cEYbHTqfr/hWMotaHdT5dmyy14si479D2z709JBtJ6jHX8aqSJjexO/3PNMhu2UOD8g9MZ78fpUctjZx6otq3l55985pJJGZueePaqccm+X5jj09anmYR8gbjjGB+PH1qbakTSvYWSRd4BKggZCjqenP61JY6b/AGhdRxqrM7sB+Zx6e9VyyMQe57MPatzQPKjYPg5zlemO+ST7Y6U4rWxzz0jc0dF8CDXrj7OnUxNKd3ZVUk456gc8+hr5z+Onwpl0y6lWdG5XfhQTjIJUH6gjkeor7A8HzRjU4JGk2W/zF5WkCHmNwSDnoQ3bnGfWsv8Aad8E2Vx4LvdZimSS5g2W5iY4YIAwUgZPQKo4xjjjpXuYWy2PmsTVblyy2PyquNKH9qGCM8k4G4gfh/n1rrtBLzRXmnTAW8krrKxYYDMFIxnHfP6mst5Fh8WTRLt3rMGDsM9Gz0/Lt0ror7b9tEbsECx/LN0IYlTnHpgEcnPNey3pZHzz3sdh4GvNPhkfTMg4mVUWRBncpYKSPXLDv2z2rl/iZap4b8VXkFtN58cMh8qRAQpBOTgYGBuJ/MV0/wALdEbWtcnvkhN3FYxy3s+GKlo4l3tk+nGTyOA2DkCuE8dX39seI7zVGbd9qkMjdOrYbtxzkdPSvOrOy1Z34eN5aGPJYxSKty8u0S5Plk8qfT/D1z9aKqtcR43Su288BQe1Fef7x6lkeU2vR5CMbeCDyMmqd1GWXI5PpzV3csUKpksM7sDpntk/SoZHDKC/yHsc5zz0x+dfUa30R8w7NWbM5eMnr26+/pW5p1s1w0aIjOSM8E5ORnAGO39azVt1MjcZ446gf/qr6c/Z3+DcPiDw7c6zewiUySLBAhJxxyx/D+lFaqqUOdmuEw7rz5UeDW/nttgJXyumSw3LkgZ6+tNvLjbcbVck8D5QB8uOw/AdfevZfjD8D28O+JT/AGbtMM5OxWOFLAbigOeuMnk9jXjWpeHLzRp5be+s54Z0PCtkFeecisqVWNRJxZVbDTpNoYtwFwBHGRIMhUIZ8+57Zyf0rqPCeixXTsZT3xt4zzjk/r09q5bT7M3Em5I9qq2Nw4AJGeT+den+B9P2PEyqfNbht3HGAQR7ED9a1k7K5jCN3Y9j8C+H4rGzRsAAj+XbP+Fd/FCVkDZ+6OBWJ4dhX7OgGemQM810/khlKoGGRkMME9f68V89Um6k3qfT0o+zgjG1bVl0v98VX5vlLbvyHSuK1LxZcPI8Fk4bbwxDc9eoPP6Y6V2C+GZ7m4kguo1limkLREY+Tj7pH4d/eppPAsLsGa2jRxwVVQCMdCPY/wCFXCnFayKcm9jy6TTdX1qPzRcNjBIKybhkH9M4NXNN8G3UkMeAWlO4NH0A24Jx74Fes6N4PtrGYPnIHzCNcAZI5BGP5+prqrPw9bXGxo1jEh253Y6g4BHHp/Kt/axjokZewlP3meBR2r2MaO5aJ2baUk4A54P6EH8K2bTVptOjiRp1QlsOWyAuOx469O/evc/EXw10HVrRzMkiTttZWVQBwec8+h/8dFefXnwxu7FS0f8Ap9qD5mcDzEYnDY9QcdCw4B71unSkjkca1N3Wxkp41vLPdGIvNCqG/dEMcH+LGenI5HtW7pXjpb1Z7ZWkjuETIVlx8pIAYf8AfS/ma4qDSzpOoPI3LxLuUBSocbfmRhnqAfpyfSreqacbeM3MTDzVUHevHyndk/UDaOPWsJ4eD0R00sXVhuer6H4kOq2MEjptkO5WXr0HJ/H+tbMVrvU5H3uB7e1eYeGjNYMx+bO0lIMZG4pGFP4j+Qr2HS7c/wBm7SCSzYHIIOOhz9TXk1afK2kfS4fEc8UY6WpaYY4x+XFSsjrMQckA9eBV+1t92oGLAztYndz0Un+lVb/Yl5hjh1PODx1Pt0rl9npc7ZTTdhFVpH4wdqnjt0/pXWeGdEWTTnupBh1Yqm1iMsFHUA/7Xf0rlY5IpSEyAe1ej+DVzYJbNjyHYFmU7j8xAJx6cjOM+1VTXvHm4ifLAf4dt5YL1JrHZcjzI91lKq4dGcK3J6gPhfxqx8fvENhN8Lbu0ggjMl1Isit8wKBQmTj3EYHOf6mnd2L2khnEgt59vCAhcnA3EH3POfpyTXE/G7Xguh+WAUAgY7c9MArkHPQ4H5n6V30m4s+frJT97sfnrrW7TvEcl9IuAZDkduTgj8Pr3rTk1Y3VqfKKl3jCYPJ2jacj36j6A0/xxao1gnHBfGe+cg4zj04plrFBp9vFCY1Loo3TKMtuOOOnTr09K9xapHhs9J8N6o/g/wAAXupWE8kV3cxtbGHBXfC4ZJNzehBVSp67z6c+R3981895K7KS7eaR0+Yk9B6YJ6e1dXJ4gurXw/qdpJfBxNGoaENtzGHDbCuf7wDfhmuEkXfIdzZReTtIwc88c15laSlI9PDR5Y3ZBcTGRl2xluPu7elFdj8PdLhkhudQuI1ZZD5USyAY2g5J/OiuGWIhB8p08rlqjwyZlDuAcgfxAce1Rna8OCOnAP61EwxtUHrwRx+dOjIWN8euM19gt7nzF7ml4fu47G+lJ0631IywNEgut+IWO3EoCsMlcHAbK88g1+kHwt8NweGfAuhWk6+QbTTGvrwqo4cqWJJ9yR/30MV+ePw708ax4w0iwySlxdwxtjBzlgCMY9/TtX6WRWZ1bxJeaXblxbKY1mO4gGNMFVx6FgG4/u14+ZSb5YH0uVU+WEp9TF174Yn4leCbi3QImsFvtdq0ziMb1O4rvJCgldyjcQOR9a+O/F+k6295eQz2v2aNdySGZCQACRwSOo57V+gmqQ2Om6ekEk/kcY3dcZGOlfLHxqjhs/D9hICVne6eKLkKFCAlnPPJyFxn1NedhJtNROjGRTTmfOGlaHDEkpnJTy+BwAWbGSSP/rV698OdEW42SMgKKeQeSfQn/wCt7V5hp8f9o3yKrEx44RgD3OSee7Emvof4f6YtjYqmMs2CfU8cmvWxFTlieTg6XNUuzsdLsY7eMMF2uePlyQOtdVo9nGdu5wuf4uPbr9K5mGUfImRgev8AOujspookG7GcZAwT6CvC9D6BpbI3LO0HnYuVEsfaRRk+nIrP12a209CVZDzkbcZ+hFFteTCT92nmJ1w2f8/rUOo6Pc6ifMGCehB5OOvHH9KuPNbVhyx3W5wmsfFCz0GXBjaSRjhEUFmY9MADtWNr3x51zwhfQW76EscjqJES4YqdpJAJA9we9dtL4BtZZJGNurTn+JlBxzgYrI8UfA6bxRHFPNcSeZBH5cUnJAAOQp56ZP6mu2jClPSRzVHUi7p6D5f2lzp8ltp/iLwvc6dcywxTxvC4O6ORFdHAI5VlZWB967nRfGum60qSRSSRbiAVnQxuOOhGeD9TXiFx8JNSh8UQS+ILq6v7C08qEMWMkqW8aBIkAJ6KkagYPAHFesfELxToOuW9nPpcMkd7bxLE/mQlDLGBwrepwTz9K0rUaf2XqJVqkpqMY6HRSaPp+uNveNTu4zjHGD+hzXOar4Vitt9uVWWCXaJDIOFUMpJ+hAPT1qt4Y8TNNBGd5IIwrn27Eetdd9oW8jEjqR823OPY/wCFcMak4bs65YeElc53StPjjuImAJkjJUnGBuIAAPqQoH5Cu+0u+ZLHdMMBVyuAO5IAxjrwe/pWNptpGsvmSzF1AwqYAx1GOB6Z71Jql4pieC1yjbeo9uMjjtWdSpzvQ2w9N09EhYdaETXdy2A4+Ve3cZrl/EXiZrfeykAjrn3zk1X1a8NnH5W7bEuZXcnqPTPqefzryHxBrd7dTSP5pLSHdtRec46sMemeg7itqNLnepz4nEyp7HoVj8RYreYLLNHGzNg7iSeuOPxr1/wP46tF02SRZlkDBRngjqeOnrjv3FfGFz++uJMs0wjbJXBUHrkdemcd6nsfEGqeF2KwzukR5HzHAOev4f0ronhLaxPN+vOXuzR+isl/b6/4fMkcqvPDGCreYWDYDHOM53ZPpz+FeD/F/wAv/hBry+uLgC4+0LBHHx+8Uhi7qfYhe3euF+Hvx7n0lfLvF8wYBZfvZUjkjnqQT+Zqz+0/4usNThsI9Jk/4l7RxzR8kFgVBYkeuePwqIQfOk0ROquR2PAteslup4wJFMULFmOBncCAD+O79DU/h6xu/EmtWWmWMHnyzSiNY1j3yFmIAAAGSScDA9RWDFqM8wMcbB5ZmYDf/eULjPsAR+ANS6Bq5i8P3l5I7JPtMEaKyghmDHcT3AAPb0rvm3FHlRXNIwvFtwjatJHbOJY4zsWQAjeATzjPGT6msq83JajGASOnfn1/OpVZJrgbmyJDg7sgjP4U/ULfa0MYbzAJFXhcfxCvMk9dT3I6R0PXPDNjHZ6JaWpVfkjUnvkkZP8AOitTT7VWhXcV3BQKK+UqXlNyub2Pj9VfkGM5zzSxN8pDH34/wqx9oMkwPCcZHTt/X6UsqqZAxUHPHTj/AD/hX6hG+zPk2luj0b9nvSRqHxM0Te21Bcq4wOcg7gOvTCnPtmv0e8ExRW41u/c5nmuNqg4JGABx7cH86/Pf9m+3/wCLiaPIrME8x2KhschG5BHTgmvuTTdXaz0u9i3MBFcbwOT95QSfxwa8HMZNTSPq8tjfD/M9L0PR7Bo5dW1l0ESKWjib+NuMADHqe57V8tftDWsfiTWBNZCL7NHPJKYQTt+Yxgpj1IDd+xr3zxF4qeTwikCFABGzg8A/MBx+QrwT4gXexksgeFVWbqPmIzn9T+dcVKbTVjWtT5laR4R4P8FXVreGVgGTGAcnrnP0xkV7roqrZ2KKxGVUAE+wGTXO6bbpHI/QIByCMf5HNbt5cJbWZKsM9MAcH/PFdNabmlcwo040tC+t6PMJTBx05/Wul0VTMoMjE5/hXGfp/wDq9a5PQbN2AZgPL9O/I6n3Nd1ptmyqmQqIpzzn8T/hXK7I7aUHN6nTafCi5JCn0PGOM0k9zOJhskkTqAFYjPviq1veMsu0p8inAO7JPStCFopAvy5PTNc8pvoz1qeHS1aKa64bOQLOpkHQs3J+ua2bXxYsa5RVdCM7SAT0xxx1rGvbVJjtPBB5zms+OwiVyUd0Gfw49frUxrNFVMJGSvE6DVNYhvmYtbfvGGPugHpjnjrj19PpXDalpUTNJsiC7+uDk/yrckWWNeX78fLz+eaRXRWclBL+Q/z0FdCrd2ciw8oaJGPY6SsP7/yghjOWHQPxggiugtY5buwuZniEUK7Si7j1B649cntWbM/2mQrn5FOWXI7dAap+IPEYttP8iM4PuR3rNzd9CvYy2ZNHrHk5LHKdPf60NqgZwQ+B3H/164uG+d4cnJH4k/8A6s1o6Lb3GpXaW64BkO0M3Qe5rPW6R2qNoXJxZp4jvC97K0FlGdoA/iI6nOOlbC6H4JjtjGXgLd2PUn3PrnNYOo2eoTQ2flLs0qAiO6WHBmEgYB856EEHqK8s+JmizzeKkuraPULbw9tTay/vnVQAWYjcAW4PUgdK9SlCUrK9j5yq7vU9gj+Gfh3UpPNtLhZEYEMIXH4jr9aytY+D2lTxuimVXxtOWGMdMdPTHf1ryLwbIbn4oR2fh2/1FNJuL547aWUhJvs+8kNInK7goBIGRkHmvb77xdceE9Vj0rXhHJ53NvqFvkJIvOA4P3XHPGcVtL2tLVSucsfYzlySWp5jdfDy88Lb5beaOaPaSi7jlMHqT9c9vSuE+I2vXX2LRFkdXljZolRsH93uGFJx1ye/bGK+m9Wht7rw/JKAHLHa0ikHgjIJHY8noa+WvHlk2qaxbCEcRZKhiMn5uMn2449q2oz9o7vc4sVSVLRbGNptu3263nkicW5G4yAfLluCRyOQB3Peub8QakLrWp7aBvLggbGVAHzYAPHsR/Ous8Ya9d+H9D02xuLKZPtVgstpLdq6soaQfvYx90qWjdQwz37153Ys32osQpZ+uf6cVVSSa0MKMHzXNZdttHtDZ55xj8x71ajkWWa02hQhmQHBz3/xqjdN+/8AZSM447fzq7ZRH+1NPBBRWnjByB/eHevPlrqenaysfQlnYwzR7mZu2B+FFWIQsmRGGwvHQc0V8Y277nSfFUi/MCRgelTTAeQG/iHXjn1/wre8e+A9Y+HniCfR9ZtWtruI5B52up5V1OOVIxyPWufkj2bMHPuf8+tfqqlzWZ8m4uOjR7F+zjOqeO7OFjny1kbdwfmKEEfhk/ka+w0uvs8dxL/BNGVZCeNwGV/Pmvhb4IeII9B8dadLdMEhklETOSARu+Xr6c/oK+4dLP27Vo0LfuEwzDOQWHQfgc9favGx0f3l2fWZZJSw7gt7lzVrHUtE0eNluHuImULJCeRtJ5Hsea8r8XsJNYKgNtCovzcngAHPvnNe8eJtRs7XTmknbcGXAA5OcAY/P+deBanIbzWJWbkl+nX6/rXn0jpqrUktITFJk9s9vqP5CoHka6uFgU/L/jUsjmGLBOSR/wDq/T1qTw1p7XE/nHsceprVu+pypa2O20Kx8tQuBleP8TXXQwAA8ZOOcdP88Vzmn25jhYwt++cAgN04zzXUW8amFF3ESMMN+fH5Vyy1PVo22HLaNJMZFYk9Auffg1cit5t+VwoXqpGe3BH0Gf0q3p1m7SRoBvxwWH1x/Ouw0/w6LpcuoQYBzgHqAeffBFZqDkemqyjHU4OSzdpMnrjPX24/Sq80HlylSfmPB9Pau41Dw/IihhHgAkkYwcYz09cZ/OsCTSTJccrgdWK9e+B+RqXTa3OmFaMkYT28rYAXJAyR/Xr0pi6TdyQ4KHd1BXpjsPwFdXbWUNnCrTsrZH3T16cd+vIrP1bxta+Grd0SIGeQEbNozjBGc/if0oUexhOo+hxur289hbu2eOhzwOlef6pJcX1z28roPU+/06V0mt+KLnXH2iAxpnJyMfyrJhhMkxPTBwK0UbGDk5NKxXtrOaLDY47Y6/jXU+F5Bb6pbzOgxG27oCPUHGOxA6iq0MbqwUjjb6cDk9asYU52qUderdBx/Ws/tXZ2xheDiXZFFr4gvTBMsdrcXDHfjcqkkkE8kYIx19K2N4jtXtbq2RTINqnaGQkHI6jr07etZVmm23zIPMic4LEcZ5x+OKtRxGKNI3PmxdFY849BXZ7blPBlh+VtMxIfh6mj6mNR0pYbSZ3ZGaOMH5GBPA9dwHT3rE8V/DLXPFsd5MLjz54V3xxqpJYj7oAA6k+nqK7hfOhbENyR22uMqK1tG1i/sZyzOi8YV15Oc8HOOlX9Zd7s53h9Hyo898C6bqF34NkMlrJI6kIHwWVsgnOemCD3rwT4nQ3GlX2sMkEz/ZzIrBF3IMqAWJ7dzn6V9iWPhtby0kS3tMwMVLIMh4HJ4dCD0Oe4P3q+Hvi5eSQ+NNYtor2ZQJ3BVWIGT1A56DGOfQV14Z812jxsWveSZwFhLDe2hWdWF4OVccgjGACO2OeQfTin2to0MhTKks2Q2OR9D9BVrS4TLJtLkSE4O4Z/HpW1cWMkU0YYK+OSVUdu/WiopR1RNOULIx7mP/SMcHPccEe9WrNj/amng4z9ojHGefmHNQ3cZ8wnHOevBx0FXdOhK6xpxX/nvHgk5/iHvXLKSUWdL1R9ANM6MVAwM+lFaklmGb94Bux6UV8a5K50E91a6X8S7OLSfHdjeajYNCbez1a1w11p/HytHkhXUEDKMeRnGDzXxx8QfBt54B8T3mjXy4lhKsrbSA8bqHRwPRlZT+NfWF148TwuqWVraLeyt88k05xDbJnlsn5dx96+ZvjJ44k+IHjzUNWkvJdQQJHBHczOWZ0jQIpBPO0BeM9go7V93gZzbt0ObNI0r80dzkrdfstiLlXGTJ8oGQRgAg5x7nv2r7p+B/ihfG3g2xv0lBumXbcdDiReCPxP8xXwPNcCO3jizn5i3GO+Ocetdz8HfitrPw71omyZZbKZsy2sh4YgcEHsen5V34qg60LrdHDl2Ljh6nLLZn3l/YbSXQmvZWkRDlVcjA6np9B3ryIyhrqdyPvyMw79849+tdFJ8UL7xBptpcvbraRyKSV3biflbBzjpkf41zFnuZiw6dARkn27dK8OMXG9z3qtTm1RZuG3KFPBYY47dq6Dw7bi3jCBSBtBJP4k/wA652EtNfbNvI/ziu30q1ZbcsVC9lJ56f5FaPZHOpWaZ0mnxiPOM8rgt6Z544rZtVZSMKMddx5Bx1NZVgzeXnaccccDPYn6V0unxeZjjCkZxxjtxjHsf1rBx1uj06MktWzW0lcSjY2PmBzxg/X64r0jT/EFnZxhZUR2zn5j0wcnBx0OB0PpXmtvmFD8rDt09Md+3/16hvLpkhxyNowO/Qcc1Kk4HW4KrZHdax40huAXeNSxVQQOPc/qW/AjFcHf+JCXKJy7cKmTkDGB+lYF3qskzhIyXlbhV/z+NbGmaSLeI3NyweXGfmBxwOg/I0velqzdQhRVkXoLabyPNuTvKqTsyPXv7ZNcBHZjWNYup7ggEt0POOTXcXOrBISqjJxtKnGeTz+VcheOLG4aZEaVGyX289O498Hv71pGN42RhKfLK8iC+0i1kVjA6Hb1ZT056fj/AEqHStDTztxXPYDg9f8A61Znjbw2utaZFqHh+/l07ULYCRn5ClQCWVl/iBPt3rnfDfxGvY7cDWLT7IVdVW6jJKnvlh2yPStFRajdGP1lc3K0evL4XMkLsFJI5z26ZxjPtWJJpLxu6MpK5yQeD/nFd14L8cRJYtvlint5lyHyCCpHBBHsf1rEvr6CTVCykEMCxOBjOelYyireZ2Uq0rtPYXwP4Xm8RXU2mW3Mso/dL6sASVx7gHt2FY0kbWM7xEh8HkEHA55GK0dP8UXHh3V4bnTZXW9iYMkkY5DZBH61JqEH22Q3LAC4kZmbGAOTkj8yaymvdREZc1Z9jHihEkjlFZQeeuV69PbFS29tPFcFSC4+9nnHHapfLe1m8sD5W6nnjitbSIGurqOMp95gAfXPGM/n0rC3Q7JJRTPVPhV4aQ6NfX0hwGZYFzgElwRx9CB/kV+VfjpjfeNtYuJmVH+1EEB93TI6/hX6lWvii40mxi0yIxp5TeaqquAzDlfy56+9fm/8TNBt28fa4LUYtmumZD/skkjn1GSOPSvcwk4wTufEY6DnVOb05LT7UiGUA99vToSe3rXXX1raf2f5iHBVs4xn04rkV0+OzbfHgEe9XbfVGZXhmUsrjBOMfQitJ1IyOVUJx1MPUEVbokcpnjqOvt71JpCFde01WGzNzGNp/wB4D+Wal1LSZ4289PniPIdQCB06/WptNZbvUtLDqBOk8edoJBw2c/lj8q4nazOvVKzPpZpE88q55A7UVHdJ9lkR14Ei5z0or4l2Og+Svjlb6p4V+IniHQZLy6NlHcF7eORm5gcB4wR6hGXv2NcPb4khHPG3PPt2r3f9s6TT7r4i2DW0gfUYrBYL1FXG1lkcJk+pTHXoAteDwk8A9lxj8a/VKD5qcWlY+bq3jUkm7la6jPBBGOnTB966/wCGWivqmsJ5UMUxXBZZGIHft/h0rl5FLZC59CoPPPr/AJ7V6H8JLKb7Y88fzbWA2fQ+v0z+Va1ZcsHYVCF6quj3mOwaw0u0hJUFwVCoSe3Wty3iRlLp8ozgL0/z0rNedbg6dGNwKqxO7ryVAzx65rdtYwmwOflIznt0/wD11882fS7JIraWvmXzKRlunr25rvNNgZrdAHwrZH1/H14/nXC6fEI9cC9EbjP6V6V4cVXjKYIC8r+XJH4AUadQjr0NTT43klideVwQ3OMDIHp15rrNLVI+qEAA8KcAYGMfr/OsHT4QuAxMuMHkc9Oe3fNdZp0bKobYCWXr0zweM1k+h1x0GagqRR7uNwJHByOM84+uO39K5a6ludRke3th90/M/JCjHU8+9dXrygW42jqMYGMdev8AL9K5/ctqHiZSBIApfsfcn0GfXsaw+OZ2qsoRGW9rbaPJGijz5G5eRsZ3dcD2wf0qe+vtymOMN97HQA8jGB+Z/Oq8VrEvmJkbVGR6Bgcj144/WpLO6tY5ohLC58ssSQQCx6nHPclfyNdqiurOeVddDPEMkzIJBufOWC/pzn0x+dPjsTmSNlxGM7WPXoCD16ZAroobWzmmLTTKIoyfLVUwcFThj7Dauc+pq8kemrcvl0DsijgnO7kHA9M55x3FbpRS0OOdacnY41dFOlecZUGwrs2swBJycjHpn+dcvrmg2Fzb3lr9lXEm4NGwxw3XH59fpXdaswktSI2b94QPKkIHcDk+mP5VyMNrLI+9wTsjY5ZcnoOAPbH6Gm2mSlO2pl6fpd54d02K3tgsUCjCqeCvGTgenX9aL7VJLNoFcgszKm4sB1I5/X2q9fPK3mO3Kl8Ko6AdAD7njp6ViXcJeQSK29VGCWAIznt74rKyfQ1jOcElc66z1QLDbrZgpKBhpNoweOcH0x710sapNaoBw/RiOucf1rzi3umt2t1cr8wzj8s5/wA+tdxpN8Vt0H393Gep9682o25W7HtYaMbXW5buLVe5ILfLkdenA+laOi3aaPMsxLDy2yGyMjk8g+uKoTzo231xnH5/5/Csm4nMaFizf3eT7cf596yW51VNY2Nfxd40FpoOuakCsRgsJpFK4+8I2CED1Llfzr4StdaGpX7+cx8yRsgdew6c8Cvdv2gvHQ8P+AxpEBYXusz+UGXHyxRFHkzx1LtEOO26vmXSozBqCMuSI8H2xnmvdo0ualzM+LxNSKxHKjsJLBWbrkH15/HOabJZeX0AxjHy9a1lRTAki4w3PvzVWUvMxWIYb+8B0rjs+a3Q6m1yplG01uDTX2TspjwUIYdj1GPrWdZxxQ+I9OkjYtC9xGy85/i/pioL6xsv7SSORmd/4tzcbjWlHpps9Y0ghcqs6gH2JGB+H9a1lTUY3RySlJn0Zcql1sKozqBgbjzRT7Xzo1OY8jpgY/wor4lrU6D5q/aq8HN4f+IdzqaSPLFqx+0neclZCAWUe2enpXjMKjbnPPQE/wCFe8ftcG7l8Uae8sUkdtJbh43IOx+FDAe4IPb+IV4jpdvLfXEVvGGeSR8KoHUk8AD1JPav0zCNypRueDWjao0iPZhAfve/TpXp/wAJMRyIEwsm7OTkAjHIrY8bfBq3+G+h6empuZNbvLNLoRhgAhJJZDz2Uxnj+8aufDHS1RYHMILbs89DyMjr3H8qMS+WNjbCLmndHp8aiXVLcgAARsAoycYYc/SuphtymXJ4C/dPAH/1q5+1VV1e2d1ALKwK/lj/AD7muwgt+u758rgjnn3/AEFeJq7M9mVjnL2MwatE7HAOBn8v8RXo+iskcMWTg7QM9+QP8K8+1+FvNhkHzYOOPw9uv+Fdp4ecyW8fIJ25HIP0pyV0iqMlsdxp8wbyuMSkY/Tkk/X29K6iwfzMoDsUgDdgDjHPP4D9PWuMteJkEThXVR8v9MZ9Sa6fTLnYg80BTkDC8g84z1/nWUrLU2WjZf1aESWe192QNrEnk9TkD06fnXM6/JaQ26Heqkc4GR9D168CujvLpHglx6HHPfOMf59TXH6hpq3TYY4Rjjg989Dx0rk5nGV0WlzWTOfm168aLfHZF0U5Xc2CQTjp6H39azV8dKkgV9OlEq8YZgfyrtI7BUwioAn/ANasHXvBwmR5rbIb+70ByemP8K3jVT0Z6UKCdjNt/iPcbflt48ZwNzdcnkdOvFbFn42CKWNuiMp5xz6DA9selcbHYvHJ5cqGCUttAZcg98ge/vV2+8IzXEIns5GgwACqMSQwyCduORkHoO4rojyyW52OjGLV0jtF8VWt4ziZAi9Pmx264FMaSPchDK8Uh3Ag9umPp9K81NrqscwjmaKcKdobBRh1H51XutUuNNuB9pjmjiX7x2ll6dyO31qfZyXwsuVKnbVHoWvRrNCBEQi9W9/Tn8D+lczJFJakFvlyxVtvIGR1rJt/FMDZaO4yg6AtnHt9Oa09N1qPVN0afJLu3OuQd2emPampTjpJHk1sNFLmiyK5LSKh27CrYbr/ADx/niuy8Kyu1uM7gvRT1z71zd1atIoDtgsMBfQZzn68CtjwW0klw9ouSIyOR7kn+WKzrrTmDDVeV8rOivpBKQQQGAxzwe9c7q9xJxCrZLNn9OlbmsQmOQqy4I/AdfWvKfi94wbwb4VvdQjOL2Q/Z7ZdxGJXBwRjuoDN6fKaxpw9pJJG+IxCpQckz55+NXi3/hLviZcG2fzNO0sCwhcMCH2Md7gjqGkZyG/u7apaXApugR9xkCDPvjk/ia5/SNNEI+Zgec4ras7hb5hEilFjfO89uc19SoqMVFHwU5SlJzZ3NlDuso16+WSp79CeadI8dvbyY4OOuPzOazdJvTJPPCrEpuwpx+taS2ZkHzdOua8equWVj3qMlOByer2MTyR3MbBmibdg9Pqa0bO5OoqAxG/aBtIxzj/PT0rXnsYtpVY+enSsO9082syqCyI3LbeOO+KSbkuVmihFPmNG08Sa5ZkxQapcOqjAiZiVUe3OfworLsxcXHmCzaKEBvu4JYj1JI6/Sij6vDsjGU6d9T6j+KXwoT4vfDMWOmiK91hmjmsjvC+XIXCnccfd2F859BVjwB+xX4c+FsWlXWr6iuveLZZFkS3gYiG1UE5cjqTkBRuIzk8cVb8F2txo+lQ28UkkbNGPNYuCSxAyQcD5c5x9a9d+EPhuaKxe9u3MtzPIzlnYnjdwMk9AAPyNeng1L4Y7Hh4mrFyckeEftwfDO7sdB8L+KbWAy2cLfYb87eULY8tv904289yPWvHvA2kRxWNsyjYUblhk4II6/wD6q/TjVvA+m+N/Cmo6HrUAu7DUYGgmh3cFSPvD3BwQexAr4S1T4a3/AMLfFmqeGdSy8lrJuhmxgTwnJSUD0I6+hDDtVY6LUOZF5bNc7izOks86hAxPzq+SR0weM/mDXXQ24aPcgA28HIz17flVXUNPWS3tp1XAP7tiOAW7fj1rW0y1aaFYwxBxhT0B9B9c9q8WHvI92reMrHPa1Yh4ZGXgcEcnjAyf5Gr3hncyxc4PUFT7YA6+4qbUrF/soDZBDHgkY2kdR+P9Kr6Kfs8u05G044+vSt2tDlhK0jvtPUvbvMu3zNuGJz2B5Jz656eorbt1eNcswfHJ5JAwAfy49O1YeiyyDY6AEH72TxyOT9a27fYyn94zjqGxj2x074x+NcUn3PRScloWWYyLtU/u8Btzc9hwOff+dNby1jJIAccEDP5/lRNdJIoVV2OBlcKfzNVXm3bEBOzPB59P8cVyvzNqa95EkaMZgQA6Hjb0/H+VWGsVePJXJBzjdx6gdfpVqztAIQ2cbud2BnnjGP8AEVInXhRzwG+gzkfmOnrQo8uqPTUr6IyL2ys7kRrNbgSsMhduOvfNQWcEGk3ltIJZESNvMXBJYMBgEH1A/nWtqC28keGUAgde/Pb+VcXrEMnnboJCgycAk9fr9T/KuuEefYzdVw0ZZ1iwstRvHuUihhLSNIyw5C84O0Ansd2MnvWKNLha4lWX7snzL0PGOB+YPbuKikkkVgroWwODnHXPP86tIpLcxu/y8McZx6U5QnHW52RxUHHlZwniXQ4FncxhS393HPT1x1/Gsvwz4dvbXUhPHdMEzlQy5HPY+1elz2Ud0xHl54GeB3zwfoKs29rDp8Y2rtI4Bx7VDrSWhyztJXQ+40xbe0DzFWl29Bg9fSuk8AaCIbWW/lj2m4YSKGX+EDAJ+uT+YqrY2H9uXUaCPbF/ER1256f59TW5rGtRafZ+TBtiKrjKjIwPT26fkKxlUc1Y82zUtDn/ABVdKJRsODnnHp6f/qr5D/aE1Jte8eWmjo5eDSokaZBjAlmAcnrz+7Mf0+avorxx4sg8P6Df61en9xaxNIR/ewMAfiSBn3FfDtt4quNQ8VX+r6jIvmajM0sxThdzMTkDsoPQZ4AAr0cJSlyua6HBiq0XUjCWx19v4XtrSb7Qd7hDjjAGcVevPDarEBETHuGevqM5zjrWlHM00Martw3PGDyR1HNI10sCxRu27b8u9uvU4FX7STZU6MexX0bTZLWIB/vr79f0/SuhSQLH/tkYGPpWdDdKvXpnHc1cgZZsqAcgZwvPAGSfwApSlzO7MopRVkM3dM889a5PxFcTX16YVXyxEMBs45xyenpiu0fhRgc5/wA/jVT7CtxcJMke90bcE2g7mwQAR3GTn8DTjpK4VJ+5e5HY6LZ6TpsSahM0CcGSRULlpSDgABl4AzyOM59qKsao0IkSPD3EEK7AVwGkf+JyCD1xjJ5/lRXUqXNrc8OVSV9z6y0/TCoHQDoevr/ntXs/wdRLzTZrNz+9tZPu+sbZII9gd3515laxjuMegHFdd4D1oeGPElneSsEtX/c3PBP7tiAWHqVIDdP4arD1eSpqYTjzJnv1jamMIBwR0OCOvbHvXnvx6+DafEPw+mpWUWfEOmqz2+AN00Zxvgz7kAjPcD1NetfZhDgjBGcgg5z05z+P6irEMZO0AgH/ADj9c17UoqcXF9TkhN05KUeh+etjZG6sntCuCPmXcCCGHI49ef1qxo8bRw5cLu6bl4Gc8/kK+hPj38IW0nUJPF2jQ/6PO2dQgQcRuSB5uP7rE8+h5714zqGm+ReJIqt5Nx1Po3fnPcfyNfK1KToVHB7H2Ma8cRTVSO/Uo6hpqXUYygzgjA6cgc/rXG3lq1ndBsfJng4x+vt/IV6RDGGQqUO7qSRzwf8A6361ja5oTtG7JGybeOmeQP8A61Un3OWSaehQ0u6McQVjkA5zjIHP/wBaumhuDtEgKhVHPqef5YI/KuN08eXOqSLjHHtn/wDXmukhkHk5G47eTj6HH+cVzVItM7KdRtFw3TYOeOQAp6denH1qrLdpdTbSxQIwO1W5OCD/ADFEivLbuPmznGCfQg+vXH8zWbJK+93A3Ernr+ZP4Vko33Nozs73O20m+jkV13eUSg69QQRkAe4x+VV7q8ktJ2bDEKc5AIH4D0rI0m6EMiZAAVTlwcgZHXHqM9/St+6hS6twUAYtwexwSeSPr/Oq5L6I7adZReuxh3mtSyOR5OM8M2Bzxx+mKx5kd+c89flyM/5/pXXL4c/clG3kgYKtkHn0474qtqfh+2a1lKyk7fucDnjkn8umK0UXFG7nBo4/aUkDliW6j1+orZhaGa3DHDEjBXvknrn8qpLaq0IZxv2nbxn1rRtzDLahCFWQnhjnPA6Hjvn9Kzk29DRci1SIkt90wUDjOcjArP1pnjuooyuC5yFGOcZ5/Ot9LcLau4+Yg4OMZ7Hp9Af0rmdUuPtGpRgc+SuPbkkk/wAqwjF3bZniKqUbI3otWTSbUKjkFvvNnH4df85rCudQlv5GZ34JwAcDp/8ArqrdSFZBk5K8YzkDB5zXmHxn+LUHgHQWjtmV9WulK20XDbOxkb/ZB9epHTrW9Ok5NJdTy6lVRjeR5r+0z8TE1HUB4TsH3wW5V75lbhmxlY/oOCfcD0rwO4jEcagyEp1AyfypjXcs9xLdXEzTzyMzPI7Es7E5JJz1JqeyM17KEVQN3rjt/wDrr6enS9jDlR8rVqOtPmZ2PgnxFfRyRW+BLaEEB36p6AH6etdxcbZljJjyGbcc4Pbt+dcl4Y09UgRi6uV/hC456dfauzt4d0a7vmHQce2K8us1z6HuYeU/ZpNjd27g8Ec4z79as2t41u26OTY/K5DYOCCCPoQSKhuLRQwcplwPTmqciychcnA+nX/P61yrsXJG0l9sYrIRj2Oe/wBa1tPZLG1lu9yl4hmJGckGRiBg+6jP69K5W1t2Z/3hwBznnHbAPt/9ety8tw1qlsrKmDy7MBv3H5SB7Kh5/wCmlbxXM0jiryexLZ339lTG7ewS+WbcqLPkrgEZYAEd+OvGDx0oqprGtDS4EkT9zDGRbx5lJyADkkjnJYFsdt2KK7LHnaH3Db2MyoMofT5v/wBVW1jdVAK4APf69q2Ps+9x2GfUn26Y/r3qKWz3EgH+LPTGO+Bz0rz7u9yT2f4S+Jv7c8KJYTyZvdNxCdxyWh6xv+ABXp/CK7+wj2tgj2/z+I9e1fN3g3xA/gzxJbagB5tvjyrqNQctG2NwHPJBAYe6ivpS1ZLlYpoXV4JVEiSJyCpAII9iMfpX0GGqe0hucdWPK72NH+z4b63lhljE0Ui7HjkGVZWGCCPQ/SvmT4qfCaTwbcSNbbn0W4bdbSYyYH6iNj7diexHfr9TWKjaOfx7jHFP1jRbXXdLnsruBZ7eZNrxuuQeO4p4ihGvGz3NMPXlQldbHwPbSedvZlKSq2GUYOGzgj8Oe/pTmh+3Rusp2OvALDB4GAM+pwPyFdn8WPh/dfDzxIJVjMumXjECdgMI2BjcfXAH14PrjmEha6kO3aD19OM4z0+v5CvnKlOVN8sj6WnKFVc0ThtU08xF3RT5ijBAHHTI7+mabpshWTYG4bj5jz0rq9Y09nWT7uQxJBPrnH5571zElu1vLvG0SBv68kmiL5lZityvQvyTMNplHLcg4I9sYqhJBGihlZtgJw3Uc44z6fX1qfzT5IcoUcHBwAe/U8fX8zSwqsilHw2eV/PsM9uOtZqNtC+bXQksZBHhs+WSc4XCluvGfTBrptL1Viw34LxrhWAAGSAent7+lcj5n2VlZyxwMAsuc9/yqS31Bd6ZfGTnkY/n3FVyvdGkai2kdfdalLt2JIIgvy8HJbAOOfTr/k1zl7ISxdHdB0x0HcHPHT8KimvlmUDzQW6/MB07YOPeiG6WIKFYPtbOcHjtSt3N1UW1yJ9scWCdoGSWGT09P/r+tU4JDuO1VG4np34wT+NWNQvUkYBVJ3DAXqefb25796w7q9aF2BYCTP0+XgYH61El0RrGtbc1ptZe2heEHLN8vAyfpWOtxHCksshBkI4BPsRjp0qnJdJbqJJW/eMcbffufrXf+D/gefHulyy6xq91okU6gwmxCCVefvEOpGDjsO/Wjkvoc1Sur80j5/8Aih8WLPwhaNBDtvdTYEJbq3TPO5j2HP6V8peI9T1LxRqVxf6jL59xMdzOSMADgKAOgAxwK/RbUf8Agm/oWrmeS18fX0MsjZ8y90tbk89ckTJ6Ht2rg/FH/BMXxzbJ5vh7xB4f16Pb9ySSW0mbgcbCjLk+7/416NCKh8LRwVKtOrpJnwVFbusyRCPc5IGOp9M16z4N+EGpa9p8k0/+gP1iQgc8d/r7V6mv7DnxX8IeIorjVfBF7Lbxkkyae8N6D6HELs2PqK9DsvC954flFpqNlPp1ygAa3u4WhlHuVYbv0r1VK61PJlBRd0z51u/DWoeFWW3u7dol7SYyp9SD9K0rNGZRjgZ6Z5/CvpGbQ7bULcw3UCTxNwVkAx/+uuK174SiIvPpLZTqbduv4HP868+tQbfNE9LD4mK92Z5uy7lBPXH4VRKBmzxz+X1rfuNNltXaORGjdeCGGD/+qsO6jKpgEDnHp9TXnq6umj0JpP3k9AiTd5ZyqIvzOSwUYyABknuzL+Ga12jFvsuCRAPvqNvQnOMHsQRx9TVHRbdmmj3rhsZHr8gOQf8AgTDr0yKueKrxbPTbeFGEYc4ZSuDgHP8AIjpXVTep5NTU878e6g0moRWrBB5S7iDxgkDg57/5FFctq+qi71S5ldsAtgH6cCiuxR0Mlyn6vW9+JFLlsg9D26fWrbMzLwACcHkjGe/5DNcTo2pEKiu2Ocf54+tdNa3wdhgfw4GD79uP515PkZuJPJAXJG5T3/UDP/6q9e+CXi83ED+HruT9/DmS1JJOY+rJj/ZOT9M+leVRSCT+EkdOSeeOn6U63uptPvoby0fybq3kEkcik5Vgc5x+Hv3rqw9X2cr9DOUeZNM+vbVdqj8v0rShXIzXJeAPFtv4y8PwX8G1J1/d3MPeKQAZH0I5GexFddDn16/4V9DFqSujzmuV2Oe8beC7Lxfo1xZXkQkikXaQeCPQg+oPp6fWvj/xJ4M1LwDq76XqLkqf+PS85AmjB6H/AGwMZGfpX3Pt3DmuT8feAdN8baTLZ30O8MMpIvDow6Mp7EH0965sRh1XjrudmGxDoS8j4uuofMhA2t5pPKuPmLHjI9D+PY1z2rWRjZx9xyN23Hrz/M/yr0rxV4VvfCerf2ZqKF26w3m0BZlBOCOeGxjK+49a5e+hFzuWQFdqYZ88EEZwPcYFfMTUqUuVo+phy1I80WcVKp8stnGBgtg9s8kfQjtTWAijxtJCgsD65IPX8PStbUrFo2WRVymdp2sSCO+P8/SstomtvlZiUwQOeMY6fjn+VXGd9zGUWhjIohJkYhyOvTr6Hpms9mC5IODnheufx/PsKmaYHcMt0ACspI64PPqQDTJJkuGDnomdvzcc+31A6itLWM7t6CSKd27eB3O7oeBxVO4vlgbJfgHPy/Tp9P8ACi+usepC9TnJ6Dv+NZcztMxwQCW79Mf4/wCFVqPSIXGqStny87mPU9eazZ75oLiOFEa7vp2xDBEuWc+3PT3NdN4O8F3vjbxNZaPp8X2i/vZPKjDEhU6kyMccKo+Y4GcA12nxG+CUHwm8a3liss128saT22oOQsrwsMYGB8oDK64/2c1TptR52jGVZRfLfUw/Cfw1S3mj1LWNt/qQw8UKnMNv6gD+Jvc+temWesT6ayBnwg4Oeg9AR/gfWuF0e8u9LYM7SXsWciOaZiO2Oc1sQ+KbKQbrnTpI3xgmKUjHTsRXNdO1zlfNJ3Z65oPihpjH84G0jKk56HP+c+1dvpuuBlTnHG7I/TB/xr58s/E2lw8x/aon3ZA3KcDnjG31/lXb+HvF0WobhHJIUA3MxAwBkAE89ST2FVtqiGnse0x6ucY3A/7xyBkDt+f5UXbWuq2xtrqGG8tSuGiuEDoc9iGBBH4VyNlqIkUBnGMY7k8jtz06VsrcFl3f8B5Pt/PrVqbViXE53XPgd4J1xT/xKf7LkJ/12lsYSOT/AAYMf/jnavNfEP7NmpWsTz+Hr+LVUAz9kuMQXHToCTsY9epX6V7mt0zL7dRwCew6496f9o3Y+8HP93P+fQde9dEMROLIcUfGPij4L6rq3mW97ocxvIhlktystxHkDGUUlhwR1FfNnjzwhd+EdWNtcITGjneHBRwqgFlKno2D0PqPSv1Y1rTdP8SW6RapbicR8Q3KZSeDPdJByACTweOmQa83+IXw7sdQ00xeJ9Hh8b+GhwLudQmoWIwQAJV+ZAc/eU4ORnrtq3WjN+8jWM5QW5+a/hzM1xjAbELMWJP3mJwc46nAzz3rO8d3TlZZg0h+z2uSzgEHJCrjv0x1HcV9H/EX9l2bw/ZajrHgSWbxRo7oom09lUajZqrKxJQcSqApG5Bn5jlQBur5U+I120fh+5kDhnuJ1jXrnC8lh9c/pTpxvJDlJWujzPT2M80hLEDGTjPc8foKKqwyKqsvrg5GOevt70V6VkcvNI/T61m2NkYJHPOPTOP8iul027BVVJz0+VSefYjNclCzbRjgeo9utaFvdtbk7uD07+1fPnR5Hd2r7s8Ns24PJPYjr9amkH7x1IBPoG579vz61i6XqSMqj5d3QcD8v8+lbSSI7AqmRnOePcfpmjUzsdN8M/HEngfxNHPMzf2ZchYrqMc/Lk4cDPVSSenQkd6+roWV1DKwdGGVZeQwPIIPpiviq7jCq5UAbRnPvXvHwD8ctfaZFoGoSf6VAu61ZifmjySYz7qCMY7A/wB2vXwde/uSOarC65ke0R4/OntGrLjFMi56VOvvXrHIcV488C2Pi/SZrO8iJBGUkU4ZGxgMp7EAmvlDxJ4IvvBeqNZXyb0ORDcDBWVRxn/ZIBGV7ZHrX3FJGJBg81x3jvwBZeMNJltLhOvKsvDK3Yg+o/xrhxOGjXi7bnfhcVLDyt0Pi+8sY5JHUp+7+mRz3x9R6+nSufvNPE0bhl2OOgbp0BGTj0r0bxv4N1Dwjqgs7uORkKsY5l3KsijuD6jI49/xrkrlUfkYBOQUbBJAxnH5ivmJRlSlyyPpYyVZc0XocdfaLKow20gDPt05A9v8msC8tpVyDu24BVgPQ8c/nXoDzRyb1YgJyfU9eOP8TWVqESMkhVcg853c/h07VUanciVO2hwUtvM7bc/Jn73c5PPf3qWCw3MoJyOvI46df1rfmtYo4yVwCfl6+h5/zmtTwn4THiK6dXV5LaPAbZgZLHYoBPf5t30Vq7qV6j5TCaUI3Z7n+zL4Nh0O0k1eSP8A4mN5tRZGGCkQJJQH0JAJ/wB0f3a7/wDaX8JHxJ4Ht9ZijL3miy7mxyXt5CquMeisI2z2AarHw50/7HZxKfk3bZDlhxlif5Fa9SbTbfUtPuLO7RZrO6iaGaJs4eNgQy/iCa9n2ScHA8GpUbnzH58bd2Awzzg+nX0+v8zTJoyy4AwOoPT/ADitrxV4dfwl4l1XSJHMkljcSQF2GCyqx2vj/aXDfiKy9u1eeff+vT39Owr5qS5ZNdj0E7pMoCExsFVuvOTn16dP8/y7XwnIbXRrmQsfMM8aqeoIIcsCPqF/M1ycaCSTI4A57YrqtOi8vSbfByDNICTznCxgZ4Hqf1oW9gltoej6BqL7Bsc7z94LyOwIHsfY+tdbZXhePjAfqM5OeDyfwHY15RpOoESoGYoCwG5jkjI4H4e1dha+Iba1VTc3MMHHBdxkgdwM/Tp61pojNeZ3MN0vlgMcE8Hj3GT06gCp1kRm4Bx1x3/lzXCS+PtHRgpvC7YwPkbIwBz0789D6+1aXh/xxputSG2t5SJMbljkUruAGcrx1Az3z1peoNdjq0l8tgV4T6ADrgj8v50sdw9uyyLkP3GPlPBBBHcEZ7d6ijdZF4Iz2P0/of61Df3lpbqTcTwRqwOWkcL6jJJPTJHXsDT21DyOJ8aeDTpcj67oO+z8n55bWEgGIDGXj4+4Ocr24xx0+TP2lPgXa/FPSL3WdEhjt/ESq0rW8ShYrxsklwOiyEg9ODk555r7NufFFoqAQXAkKtt3RsTtPXBPr1615X4k0c6XqYkt482F186xoOY2OcgDqAcHHHarhW5JKSYvZy7aH5EXFvNp8rwTxlLiNijRMMFMHBBz3GMY68UV9uftC/sq3XxB1ODXvDFukeqzNtvYGk2LIMHEnQ4bI2kY547g5K9mOIoyV7mPJNdD1PT2BUDHPUdxzWo1q0kZbbk+35D8M1k2f3T/ALtdRZqMIMDG3pj6V4Wx1NGbYTGOYKQU7En+db9rOYWDb+PXJB+uPSqVxEn2hfkXr6fWtDT/APWUS0JaNWGVrhkJGUABYtkj6A565x2ra0+8n0u9t7uzlMVxC4kjYEZUjBH/AOrPSqNgqm3OQD857fWplJ86T8a0i+Vpox6n1t4F8XQ+MvD9vqEYEcv+ruIh/BKBlgPYggj2IrqF7V4b+zrM/na3Hvby8RNtzxn5hnHrXuC19NTk5RTZ501ytpDxQy5FKvf60jdK0JOY8beCbHxhpM1ldxbw/KsuAysOjKezA/4V8k+Nfh3e+FdUktrrKuxJhukj/dzgHrjsRkZGfT619utXlnxyt4pvA+ptJEjtGFdGZQSrZHI9DXnY2jGcL9Uejg60qdRRWzPkW/08pvEkUchPAcLzggjHTp1/Ouf1CXyY22xyNg4+7gfy6V00jHzG5PWsDVv4/oa+Vi7s+q5U1qYjKWGZmVEXkgt6ZOT9B717X8MdCXTLWwS6LLclW1GWJ4iuzK7IAeOqr5pIJ43jPIrwDVP9Xb/7V0it7jcowa+pPCaj/hPvEMeB5cUjxxpjhFEIwoHYD0r6PAQTTkeHjpOLUT0rw/biFFHH+qU4B5GWb29Aa9As5DjB64ycdOeMZ/A/lXG6P803PPCdfxrrdP8A9R/wJv5NXqI8OR8uftOeH/7N+JDXyRt5Wp2kVxuKkDzFBiYA46hY0b6v715JNp9xJhNhiDHGZOO3JA/Lp6V9L/tTMRH4awT0u/8A2hXz7J9wfh/WvnMXFKrKx6lFt00ULa3ih4xvO3I5wDye2On1rVN8I7G3hjTGCWZsZBzgAD2AA/Ws2D7y/Uf+hVbk/wBXH/vf1NcqNHq7E8N9I2/MrYbk7cL0ODmo2ZC5J3E9QAuT7n6ACq8P3m+v+NeRfGTVr6CYwRXtxHCELCNZWC5x1xnrQmNK7senX/jDSNMZBe31vZk8L9pkCBuccc4Jzxwe1ZFv8efD/h/UYZ7a4kvJYpAY/s8EjxnkgruC9Dz3718qSTOdWLF2LbvvZ5+7XW+Hv9crfxbhz36VpKHIrt3OtUU+p9W6h+1AmrWjroGmX3mbciRoQCvPGM5OMZz8vY151qXxM1nVJlk1G0vIrZyVNxOpYPyBxxyT9fSsjTfm8SaDGeY5JZN6dmwSRkd8Vv3ka3zIlyouEWBiFlG4AhsDr6DiuOU3ax1xoxjqdz4W+IVnq1xaG2tGvZYvkFxqEyAoSRlFGc7CB03Y4NdvqmoarqEZm0po7CBfmaxTZepwCSFKlmibPbHc9OtY2m6XZReGdM2Wdun+ju/yxKPm81Bnp1wSPxNcv40uZl0iUCVwPOXgMe6DP515s46nfGK7FnUPiJdtcGx1GDTr0w5IW8sZVkTpgtsGckH+9jA6ehXk9nql6b2VDdzlERdq+Y2Bx2GaKEtBcsex/9k=
ΤΜΗΜΑ ΚΟΙΝΩΝΙΚΗΣ ΚΑΙ ΕΚΠΑΙΔΕΥΤΙΚΗΣ ΠΟΛΙΤΙΚΗΣ - ΚΟΡΙΝΘΟΣ
Ε-mail: mfefes (at) uop (dot) gr
Τηλέφωνο: 27410-74-991
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Σύντομο Βιογραφικό ΣημείωμαΓεννήθηκε στην Πάτρα το 1965. Είναι απόφοιτος της Νομικής Σχολής του Πανεπιστημίου Αθηνών, διδάκτορας Ενωσιακού Δικαίου του Πανεπιστημίου του Λονδίνου (University College London) και δικηγόρος Αθηνών από το 1990. Από το 1999 έως το 2002 δίδαξε ως Επιστημονικός Συνεργάτης στα ΤΕΙ Αθήνας. Από τον Οκτώβριο του 2001 διδάσκει σε ΑΕΙ της χώρας μας, ενώ από τον Ιούνιο του 2009 είναι μέλος ΔΕΠ στο Πανεπιστήμιο Πελοποννήσου, Τμήμα Κοινωνικής και Εκπαιδευτικής Πολιτικής (σήμερα στη βαθμίδα του Αναπληρωτή Καθηγητή) με γνωστικό αντικείμενο "Νομικό Καθεστώς Κοινωνικής Οικονομίας". Επίσης, διδάσκει σε Μεταπτυχιακά Προγράμματα, ως μέλος ΣΕΠ στο ΕΑΠ και ως εκπαιδευτής στην Εθνική Σχολή Δημόσιας Διοίκησης και Αυτοδιοίκησης.Τα τελευταία 17 χρόνια ασχολείται και ερευνά τον τομέα της Κοινωνικής Οικονομίας με ιδιαίτερη έμφαση στους αγροτικούς συνεταιρισμούς. Έχει εκπονήσει, μεταξύ άλλων, ερευνητικό πρόγραμμα για τον Ευρωπαϊκό Συνεταιρισμό στο European University Institute της Φλωρεντίας ως Research Fellow. Έχει συμμετάσχει ως Εμπειρογνώμων στην Ομάδα Εργασίας Συνεταιριστικής Νομοθεσίας στην Ευρώπη, που συστάθηκε το 2006 από την Ευρωπαϊκή Επιτροπή και στην Ομάδα Εμπειρογνωμόνων για την αναδιοργάνωση των αγροτικών συνεταιρισμών στην Ελλάδα που συστάθηκε το 2010 από την Υπουργό Αγροτικής Ανάπτυξης και Τροφίμων.Έχει γράψει πέντε μονογραφίες και 28 άρθρα σε επιστημονικά περιοδικά, ελληνικά και ξένα, από τα οποία τα περισσότερα αναφέρονται στην κοινωνική οικονομία και τους συνεταιρισμούς. Τέλος, έχει συμμετάσχει με ομιλίες και ανακοινώσεις σε πολλές ημερίδες και συνέδρια στην Ελλάδα και το εξωτερικό. Ενδεικτικά αναφέρονται τα παρακάτω:ΜΟΝΟΓΡΑΦΙΕΣ• «Ενεργειακές Κοινότητες», Νομική Βιβλιοθήκη, Αθήνα 2020.• «Αγροτικοί Συνεταιρισμοί. Το νέο νομικό πλαίσιο μετά τον Ν. 4384/2016», Νομική Βιβλιοθήκη, Αθήνα 2018.• «Δίκαιο και Οργάνωση των Αγροτικών Συνεταιρισμών», Νομική Βιβλιοθήκη, Αθήνα 2012.• «Ευρωπαϊκοί Θεσμοί Κοινωνικής Οικονομίας: Ι. Ο Ευρωπαϊκός Συνεταιρισμός», Εκδόσεις Αντ. Ν. Σάκκουλα, Αθήνα – Κομοτηνή 2007.ΑΡΘΡΑ ΚΑΙ ΣΥΜΒΟΛΕΣ ΣΕ ΣΥΛΛΟΓΙΚΟΥΣ ΤΟΜΟΥΣ• «Greek Agricultural Co-Operatives: Legal Concepts and Tax Legislation and Treatment» (με Χαριτωνίδου Μ.), International Journal of Cooperative Law (Special Issue on Taxation), Issue IV, 2022, σελ. 225-243.• «Co-operative Journalism: A Greek Case», Journal of Cooperative Studies, 2021, 54(4), 72-81.• «Κλιματική Αλλαγή, Ενεργειακή Πολιτική και Ενεργειακές Κοινότητες», Κοινωνική Οικονομία, Τεύχος 21, https://isem-journal.blogspot.com/2021/07/blog-post.html.• «Χρησιμότητα και δυναμική του Εθνικού Μητρώου Αγροτικών Συνεταιρισμών και άλλων συλλογικών φορέων» (με Μπέκα Αν.), Κοινωνική Οικονομία, Τεύχος 20, https://isem-journal.blogspot.com/2020/12/blog-post_41.html.• «The Greek Anti-Paradigm: How Legislation on Agricultural Co-Operatives Caused Their Failure», International Journal of Cooperative Law, 3rd issue, 2020, σ. 46-61.• «Φορείς Κοινωνικής και Αλληλέγγυας Οικονομίας και Αγροτικοί Συνεταιρισμοί: Νομοθετικά Παράδοξα», Κοινωνική Οικονομία, Τεύχος 18, https://isem-journal.blogspot.com/2019/12/blog-post_43.html.• «Νομοθετικές Αστοχίες. Ο Ν 4384/2016 για τους Αγροτικούς Συνεταιρισμούς», ΣΥΝήΓΟΡΟΣ, Τεύχος 131/2019, σ. 32-35.• «Λύση και Εκκαθάριση Αγροτικών Συνεταιρισμών», ΕΠΙΧΕΙΡΗΣΗ, Τεύχος 2/2019, σ. 115-125.• «Νέες Μορφές Επιχειρηματικής Δραστηριότητας: Οι Κοινωνικές Επιχειρήσεις», Κοινωνική Οικονομία, Τεύχος 17, https://isem-journal.blogspot.com/2019/05/blog-post_11.html.• «Greek legislation on rural co-operatives: A concise presentation», Working paper, CIRIEC No. 2018/09.Τέλος, ήταν δικηγόρος της Αγροτικής Τράπεζας, στην οποία το 2012 ανέλαβε καθήκοντα Υποδιευθυντή της Διεύθυνσης Νομικών της Υπηρεσιών. Ακόμα από το 2012 έως το 2016 ήταν δικηγόρος της Τράπεζας Πειραιώς (από το 2014 Manager στον κλάδο των ομολογιακών δανείων των Νομικών της Υπηρεσιών). Έχει, επίσης, διατελέσει μέλος του Διοικητικού Συμβουλίου της Ελληνικής Βιομηχανίας Ζάχαρης ΑΕ.
Γνωστικό Αντικείμενο: Νομικό Καθεστώς Κοινωνικής Οικονομίας [ ΦΕΚ 9/Γ΄/09-01-2024 ]
Επιστημονικά Ενδιαφέροντα: ΚΟΙΝΩΝΙΚΗ ΟΙΚΟΝΟΜΙΑ - ΣΥΝΕΤΑΙΡΙΣΜΟΙΕΝΩΣΙΑΚΟ ΔΙΚΑΙΟ