UOP staff
ATHANASOPOULOS MARIOS
LABORATORY TEACHING STAFF
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yruwvXp/D/nOPrUktsyytL5a9yeRnpwehHTPTnmi5ia5wxwoVRlsHJOMgD059fWnstTWMI7jJEaW6ZA02cspBIXaec4prQrNC6qp+ZcMTx2PTbwMVMqsEDN5ahhxyTkg9z19vpTWZXtlbohzjYcryex/pjIqea+jNUtmtiPylEDKv8QwPl6ccHj06VDIsj3CyMu7jbGRzg85HPQcf/Xq08bJH8rHaeR8vTJ9e341Xn3QSkSK2JOhC9B3JzjHP16VU+jKjHqiOVvNuW2qw2kk7zu3E98dvTp3rh/j3+0j4G/Zn8KSa94216x0W1iBIaZ90k7LgmONM7pHORgICfwFZn7Wf7Uvh/8AZJ+D+seLtenhh+x2xeztBJ+8v5eiRIM5JZiBnsMk8A1/P3+1R+1Z4s/aw+Ik2veKLkvtaRLCzjIWDT4GcsIkAA3AZxubJPHOAAO7BYH2vvT2OfE4pw92O56z+3x/wVJ8aftna7/Z9vNceHfBdirw2+mwTENfAtnzbgjG5iAoCjhQMckkn5bkbdDuaXbxkqaLeFpwdi89CT0FEulRsV868WL1+UtX0EIxguWJ5fvS1ZBHqCB+MY9D0P4VPFYx32XhcL2IPBjP49aoz2EW/wCWbd7lcVPYO0e7LljjAYHnjp+VaSt0JXN1K97LcWrhJCVYcqw9KfHfNdx5z86jJx2qaeH7QNwHDdRjpUcVk9pLkL83PNDaDkkiWDVZHj+UruXqCen0qza6x5kO7JVs84rNSHy5V2/N79Klt4fMZvl2rk96nlRUXI1ft2YzuB3LjHNevfBr9rDxd8H9MjXRdUjtbPIaSF4RJFcsCeZFPU7WwemQF7jNeIxWzyAYzx1FaCzfY7ZY8bjj5Vz9M1lKEWdMZSV3sfqN+yj/AMFntS8DCGT4heTq2lXDeWy6PCBJaAEYkVNzbgEbLIRGTgkMT8p/UP4XfE/RfjV4BsfEXhfWLPWdF1SETWt5bOHiftwcAjByCpwQRggHIr+Ynw14oudI1aO+t8W91EcqwOCTj69D/LNfpR/wbx/tHX2l/E3xH8Opr5f7N11pdStrBzkW9wsYfzIh2UpHKkvPJ+zYGQxPlY7AxcXOJ34bFPmUJdT9c43ZTHG0ahAMkqQMY6DPpg1aW28vy7hX+RgBkDGRxjjofpzniizhTZIqqI9oweSrHHQkf1OetSvwVPmqu7BIBxnr1XHJ4/CvK5bK53WV9RHHnWbLkKdzMeMsM9CPbGfWnRLIGVGXY0Z27TyuCD/X1qPbG8EnzIy7dxxknI9gc4+vH8qmt1Uz7lVpBtBBXhQD1/Pimrtmcl2EhRstHJ523aQASBkE/Tjv1qWGLyk+UfKCCSTnH9e/5U6G1xAHULtZiYtxyGTp2qSBlgZVXdmVcJjAGQMnmqhDX3jOW5HK6/KVVf3YyyqpOT6Dvn6jinRb5mP8SyHpnq3TBP1AP1pj/uXZcNDIFIA/h56Y9P61NaQKsZPzN5S5AX15zwcc4/lRGPM7GU430QwJMsatHI+7odmP8P1ooax/c4UYwR/Ao45/n/Sip99aJs55UtTk2jWXci52INzMU44wPwxj8Kc8UkztEzsokIY7W+6eufbH6CpIGkSFlbcrfe+X5iwPOO/IoniKT/L+78w9W424OMkY+gqZRtqzq0WnUb5nnSf7w3DJ4JAH5UXCK0Ub4XbGeP7w7+nfB5psjsX/AImbPIX169fTGOnrTs4KxsN3AY7/AL2ecZ9/06UubuXbqxkpZ1D/AC8LkkEjg8Y+uP6U2SbPEnDKDgnn8j+PWnxpIkkgcsY1Jbk4yOB27cdf6Vz/AMUvHcPwy+GPiLxHeKr2fh3S7nVZVYELshheVl5B5O0jpg1rTvKSS6mmiV2fjP8A8F6f2uNY+Kn7T1x8NYZmt/C3w98sLCox9tv5Ig8lxJ3yqyCJQegDkf6w18G7VYKSudvYd62PiH4+1b4reOdW8Ta/eSXmsa9eSX97csfmllkYs5+mT06AADtVOxsDPIONxY8Y719RFKnBRR4fLKrUuFqGVGZgG7YFOOm5Ib7OzDGRg44rr/C/gO4u5N0issagcEc16f4V+D0d9aL5luWhQBiB/EfT6Vy1sZCGrPpsv4ZxGJWmnqfP/wDYhZh8hx6Y5+lWdL8OTX5ZYYfnHp7V9Lr8BvPtkZbLy1kBVMjGfUj9Oa9G+EP7KcMk1qslquZgzGLu4ztAB69SOP8AGuOpm0Evd3PeocCzc/3ktD5N0D4PX14kcgh4Y4KkdAehzXSaV+z7feIZ5oxEFaIYJ6ZHcmv0a+HX7CllPZtNdR7ZMCSFVHDlTyCe3r9RXceB/wBjaHwxrS37w+XJIrJ5gI2sT6gdMZz78+tcE84m1ofT4fgSgrcyb9T8tb39kPWLeWFVt5zJMSFJj46ZH6c/jWTdfswaxY/eh+Vf9YNpGOcfzr9fr34EafaTrvtITIrBN8a4w3972P0xWD4x+A9jGfMks4Zs8tt+/wD5asI55VS1OuXh7g173L+J+ZPgv9li+nt1c2rTKMb+h57YU8496w/ir+z42j2Ml1FDMjQElkbrx1xX6VWvw9tfDECTxL+7YYTbjKKP4f8A63b0rzX41/CaHUtFu7ryw0e0sMYYgn9foOeKqnmk+dSbOPG8J4VUHTjDpv1PzRe3U2ijGNo5YD5h7V6h+wF8b5v2df2yvh74qa4ljsdP1aOLUPKPLWcn7uce/wC7Zj65Wud+MfgCbwH4ruFWNvs8jFiMH5T3NYfgL4eal8RfiPpOh6VE01/rFwlrbRKSMu5wOnPfNfURlGUNdmj8fxGGnQrum/iTsf1L6Zex6vpdvcQ/Obght6HIOe/PTqO1XIZf9HjdVPTjIxkZ/wA965T4H6dNpfwo0G0uN32qOzjWXOdySbRn6gtnqOM110UTjbCvPlncNp+YZ/Dt3zzXzFrs9yUba21GjaXIk/h+X5uh5xwf1/CrFsVnWP59oUlT8xAUYB9Ome3WomG6WMFm3Sfdx2wB9OPQ1PJDtlUqrff3HdxnnknHWmuZa9DFxb1I1gMpJbIbgcAkk/0xxzUkkOS2wLub5h5i8FuMkfX+tOskyyqzCN2JBxg898n8vfmkkjxJjyW2sAqY6g+v6Hj3pxty3MZR6CoI4Lcjaw3MBk8E46+3X1pjs0/zOVWTueoLdcn9etPe1jRPNZdyfeVcn5QfQZ6f1pDFIpkiXd833g390+n6UpRfT+v66GfKPEv7zbIVddgIAB+X2/n+dFNtyqn92A7c7huxnk4P+RRVKTsCjI5O3hYtI6yK5VcYDbe2Tj1478daclswlC7d0bHcQpBJAwT645FRIkbx7tv+s+Xazc49fbPrT4bpphlkCs3yktgbcjufz/Ssbx2CN2tSbfGI13qskanBIB+UHkD2/AdqbIuyUsI/M4wvOdw4/l0+lRR3vlt+7fdGXyHILDOMdMc9xzVmaRUZWGTlsAOuAvf2HbPT2pwkmvQ2jF2sRC2+dXfI25Kkjrzzx/npXzN/wV7+Icnw3/YF+IFxbwNcPqmnrpmEyAouJEgJY/3QHLEE4bGz+I19MW0zyMqNliP4M8j6H/Hpk183f8FfdAuvEn/BPv4kfZYWJstPS8JwDhI5kZ8/8Bz0/LvW+GjF1IvzHUV6T9D+fFtOVht4WTaABjoPSvUfgp8LHu42lljyrAMGxuIHtXncVu13rC7Fy0j8Z7Zr7X/Zp+GhufC9nujXMcgG/O5iRjgj8f5da9LMsQ6dOy3Z6fCOXQrV3VmtI/mcxY/CZjFZRpb4aSQKDg5bjJU+/tzXsnhH4VRafZg7EVVfYBy27jk4x6/niusvvB4OoaTNJ8sduxZtp5wQOf8Ax0fjXc6J4ThNw1rHCyl1wHye4B4OPbOT2r5etWdnza9j9eweFd/dRxWj/DmHyY5fs+Y+BGdvBUHliD6npxmvavhr4MsLbUov9GhjWSQCOQKC3QHd0yMZB561RfwhLeWtpBHHvhV1BaP5Rgdzz049/wBa9M8Aad9mgjkeHy5FOwZTIUcjAPsO9csZX1PoaOCt0PTNH0KO80a3aGdVltigCshG4nofoMdB14rU1fTf7OtSLnybhJId6eVHt3EsRz+H8vauRm8RyWr29otzIy7Sq5OFAAwRkdf51dTWf7Yt4BIo2wOFDEnkFcHjtjJ7VXN2O/2b3Zja/ZfYSqqig/xfLyfTPpyK8/8AGV4+pG4ihWTaCp3ISBnOcf1+gr0bU4Rf3UaxzOGUsCD90Y7/AEOTXKeI9AURMqqw3YyP4dw68deh/Ws5Wtdm0oykrHmlrZO+lyeeFdt25gFJ47g8575rlfFOgrBbyABfKdP3aEk44HQ/5616R4gtn03zZViw0iYYSHG7r054HArg/EtxJPazj7skY4O0AbuvT26evIq6S1PnsfCPK0fCX7a/gv7FqjXsULNEzEgn+DpmvOf2SfGMvw8/aZ+HuuQGGO60nxHYzhpP9XIi3CBlP1XI+hr7J+OvgO18c+Fb63kj/eGNju252krnp+HX3r4m+Efh50+Pfh3Rmh3MuvWtuFLbeGuEB5+nfFfX4Co5UuVn4nxZgXSxEay2lp81/wAA/plsLdbncse/ytmF3MquuM8H/P41oQRbYFYMny525BJI/wDrdKzfD0SQ2FvD5TmN0A3NjzBjkZPr7Z96ub9kDKrZBUlwDn68+n1ry4tWucktWSW5YR7mD7Fj5BBGPwNWri4Z3yu3OzsM8YHJ/wA96pJaieJTI3y4K8jdvz1J9uOlSWu6ykZPKXb12nGTj3oUmlyvYzktSWK3VYQjL0wWYDHPse/49CaeFml+aSTaYxu5BBOMnHfPaoUVQPL/AOeXvyRuPf8APrU5Z037pFC7QWVPQcfyP50490Y1EtyNlZ97Mx2DK4xnPfr+PaonkZVGwyI4+bAOSPbgH/HmkVzKzb492d21R3Hr/OnPI0vzbQ0LDhcZ5PUHscY6dOlJ2exnZrUhW4eHcF8yOTOWLZOCckj1/wAminyS/aGjXr8m/wCTtnseh9fzoqoxdtDPlOaM/wBpfbuaNdvDIp44GPy46CnELDHHIxl3IgxzgnOOnH1p0ESK7Nu+Xyyclsgn3J9eOnoaZO6XBb5/uYxu4BJ4/LP4ms3G2repUS3eoYpAqryDk4I+YcjsP8aZfRiGPaxZpHJZsHdtGffr0PFPEcksbSGNIwrYOWOTg8HHXpUcRjl3ffO7OdxJIBz/ACqqiTdu5pC402zrF9oZvMVVG1QwO0dsgfl+dcP+0v8ACa3+PfwE8SeDZLtbO18RWUlhcyq2WEbn5wvbLAYB7ZzXd+cZl2MFKx4wc5zjg5+v19KguwoijRDtUtjceQR9OeB9OoohyxkpI0cXNWP5gfAmmtd+ObOym4f7QI3AHAwcHHfqK/RL4QWMmmWEFvDHGyxkFN23B4B7evvXyL8dfCK/Dv8Ab78b6W0cax2Pi+/jjReFCG6dlHtgMB7V9Tap4n/4QvSobhYTJ5kGVIORnuPwGfet8396oo+R9Nwi/Z4acuvN+h7ppWhw6wsLLGjRYzMc8jBBH613Onab9haOQSIispI3Z5BXj2/D3r4Yl/bL1b+32ltI47WKAbEj+YA4Jzk9O/pXovhT/godZ2NtBHrFuqzR4yUwVOBjnnPqOnPtXjSwVR6pXP0TL85w6b9o7H17pMKusMf8LHYdvG3j68ZGa7zw9Ha2cNrZm4hjCnKJu/vEfpwOtfGui/tzeG9Ufct1Lbtu2kyYO/PX8Ca7BP2q9H1pN1rcJutgXWTI+Tvx/nFZKjNOzR9XQzDDSV4zPqDxLDY2kcKQszKwKsyvjpnJHtVe08S2ttalWuI4xIw2tu+79a+bYvj39o0jzJLp/PjjLKFfbkDnJA9ayv8AhcNqtrGkkioyuWf37tjJ6en1qfZyd42OmWIpr3r6H1He6zZxzqyTRrkt3yBn37D9ay/EGuW1nH826Tf90quW9OMfhzXzLfftZaZopD3DLcbW/wBX0GR3HbjFef8AjX/gplpyiVbOxVVYlRJL3xnoPwB/+vW0MJUlpFHn4rPsNSV5P5H1D4lkt5jL504tWHzMjnbnGMEn0x79RXjnj74xeF9N1ZrJtUtIbhVCMWY/OdvX06+v+FfM+tftLeKvjXftb2r3U0T4AZc8jPc55wOMmoNS+CurzOs2qXAKyktsMm4cAE4x7Y/yK2hg1F++z5fFZxKs70loe73Oux6q6iEmWKdSfMVgy4IAP4Dua+MdViXw5+2JprgSKIdes5QY+HAWaPp78V9L/CS3ksrxtPUvMqxnaxX09D2B6/hXzf8AtTWM2jftHTSws6zLLC6H+INxg5+or1ctupyT7HwvFSlUw8Xv7yP6N9GuBdwwzyMhZlyBjcCMc8D8P/rVagcSCRVk3Nv+RwxO7HNeX/slfHmH49fA3S/ESxSWs0iGC6tmXm2uFUF1HqPmUg8cNXpilXlUI0cbJ3I3MM4/D29K529rHg1KcoyaasSybpdy48t3XdlTznP+HpUiRTJbSFxtdssN3BGPT8uoqKNVjIk2hmVzkD+HsfzwKsbVkm+83JwAuNwz6f4U1FP3jHUdK3nWqyAbXZSFbJJ46g9x3/WmTFYIk2yxbWUAhjgE/wA/WmBvOG4sw81sjJHzHpjnoPzqQ20ks+Mqyrnkgk8evY5559/xpPW9jKUW2rgs/wBpELIzSK5K5BHK+oHv7U3AmXc/zMAPmK5bPYYAA44zioSVgiRmVm4IdSf5Dp9cGppDIkKyLtZScZbAwewPPrjn0qr9yXTdtwkdcfOu4j+FflAPfnn/ACaKryxSXSjbwV4xnJHXtmipnJ30IVNrSxztzIpZlwrK2FyevXIxzx/TpT2WONmaXzFdWwxYZwBx9M8imLumBEe7dgjjHIxyfr/hRA7BmLMzBRhkbqB6/rnHSp5bMmKRNDN5B3NJtWT6Hae2Tjp9P8asNEqIi8R+aDwBwOTnBx7/AK1XeNdrNnBK7cA4z/nI+lOmdkkj3LM56FTnLD2/lVO9rs3ikNiRoOVjUyEYC54bg/r0P41l+O/EEPhrwZealOyxw6fAbmR2XzANozwAP04rTgHlQ7XVtqMckckHjH9f8muE/ap0O41b9nHxlZ2bstzNpUrxkcLlAHPvwATjnpWcYtavY68LRjOrCnLZtL7z8E/jXrV940/bj1zWr6Ipda5rz37grtx5kmQMDjjP44r618W+GZNa0XT44ltzbSfP5n3ucHC47EH9TivmO48Aapofx98P/b1fz2uDtDp3V8kg9SOTX3T4B8M/8JFPG1tHNHJCp3OsixgE8gYOQcfQ10Y7EfDLy/U+uyjKnhpVsMlb39PuR803svhvwfYyS6hHbzXE0nklDF/Fg9FxnP0rzP4p+OPhvbW1wt1b3SXcgyEjTBiPbnO4dPevav2nvgRdanqu/wAxbKeZtqGCQytuO4E9AFOARnA7CvPNB/Y70y78K3Gnyy7lu8GZ3+WV3ByCHI7Hk9qnDSpL3pSZ1YjC4qpFwoRjf+937WX5/mfPGp6rY2erwR6XqDbbiNZYleXPDKCvPODjHBwRxkCut8M+P9Y0qPdcGUrjDHpn3HqK9j0H9iXwd4HRNQWG8kuEJYGW6Ei5xjOAo55J5q54e+Dvhe41X7HosepXV5vKkLIHtQnfcCOBz2PauyviKW628zmy3KcfRXNXkovtG9vuPUP2QfAX/C27RLq71BvLuEwqHgFSeeevvivTPj9+zK/hLw1cXlpqDIbONnX7vzEqTjPH0Hp71V/Z5+HzfCbWtPhtW8tWX96ijcpbrkfj/P2r2r9oHw9N4w+Gt1tZlWS3YKMfPuAOBx+PPtXgyv7TmjsfpOFw/PhHzL3kj8n/AB54o1LVr66jsjIyWrlZJJOme4BzivMdbe/8OMlxNbzXUMrERkZ8slcdPz/SvvRvgfKPAETadY2upW7ETFLhRlW6+nqMc88+lYEl7b+EbwW3iHRpNJXs32IPCcgEYPIPB9q9yjioQ0sfA5hw9PF+86rjLppdfcfNHw0/aA1m7inWz0SSOK3iy7WspRyvpyOfXHevTfhh8Y9T8WX6rbtcXwCtG6yrtmgbGF3diOg4H/1vRJP+EMusNFfWbyTHKgFY854Ix3wOee4NdX8HP2aG8VeLbXUoNHEemhi4ZbkebNyPmPGAOeK5cRWpfFy2OjC5ZiqaVOVT2nfRL7rf8E6b4afCjUNM0ODULiKSXzFXdICF2HsAPr7HpXzz+2r4WaH41aPftGGjugqhj0JUkc/y/Cvu7xF4YtrDQmt2tJLe6tUyoboOOQGB6cZ5718z/tHeD4/Ft/oN4iiNrO7UY2HLruGR1/kKwwVdxvcMxwKly05Lqn9zPvb/AIIy6FqGgfshLPqEjM2ratPcQh2yfLCxru/8dPOR0xgV9V+Y0USyNLIi5CnOPu9eO/r2/nXE/steG4fCvwA8G2doscNvHo9vMIxgZeSMO2cY5Jck9Oa7VJGkjwzfJuDFioIAxnA/ziumfmfE42XtMROa6t6fMtFBbmNlX7/3cD7xxwfrx79amSeSYKJG3ejFepPHTHFU/lWUMqmTGTy2Gdvfp7D35qxCrocRszRjOfl7np/LpQlfQ45Rs7okz5bRM6uNjHn+EDnqevepJJWjMm1S7KTtXHBzwOv/AOvmq7OwkP7wttfOT/h6Z/KmT/LGFXY2w4kAc4H1/P2oe2hi0uYldVFuokJ8xj0GPlPIGB+NRebHLufefMXnbt5Unn05/nximQTbCRHkOwyg3fxdh3z681GrmPy13LJIVI3AEHjnnH4ccCp32M3Fbkktz9njby/u7h820Hdx3Hr7/Wiopd0S/vN0kbfMu4A4+gook431M/ZtmEk+2yVmJYSA5JbBQ8cYz14qSGdpoVbDqJSpO88lRwM/SqYYCTqUXGcjnHv6dKfZOrxbWwqMqqgXAw3pgmpvrrsZxv0LEyrB5YXczcDaO5yBj1//AF0siybo13MzKeTnkjHf+XShbzeytu3Koy2eCO3T9aDtLMrZLZyFPBOR24wO3ftUPf3TeLdtSd2NyIWz83RgflY+vHFRaikN7ZzW8sf2iOeNkffjbIrAqQR7gnNAdyxUx7fl4fpk4A/THaiZ2WVDtjXzAcgqCMdO3T3p1G7aG9Lc/K39t74MWnw7+L2nyaejqug6q0akD95Irn5RnvnK/iTXonw81CTSpJGj2CSTBywBx8vIB69yOmTVr/grVptx4U8Ux6gkEbQ6lJb3SNjC741MbrjuQUVu2A4rn/hJqn29bN5AHkngSbg/IxbGOvbOT61w4i8oK7P1DA1Pa141E9ZWfzsrnrNh8OrHxzpQttQzJ9oTad7MgPXjCkc85GfSuN8Q/sJSXs/+geJNU0+FtxdFKzDBz08zOPX256V614SvEWK3LCP92A27ABHsea6zTfEVnChmYK7cld3fqMd/f3FctOUoKyPvo5fRnFSktT5gT/gnnpulyRSat4i1LUI5Hz5UzZjcY7qMA11WnfCTSvCFh9n0mzW1jhbymBXLOBkkg+nt0r1Lxl8SNF03a00sUl1GOAQM89x2GK8x1nxBqXjGa6dJxDbWg/hON4IGN30Fbc1Se70I+q4aDvCN395S8K+H/tHjKJtrSquGK5+VeT2/x9DXqvjPSpJfCiwtJG3mQ4VDxjg5A/CuC+BoZLX9/Os0szBvPUc454yev/169X8S2QtfCq3jqtxb3CsqgAckZ6+mM1T30PUwdGHsrPqfOXw8sWsNQmtwY32ysSBnhcj1APX1/rXrmn/CvRvEtqi31nHJt6oABnHfpnPv1rxiy0O6134q301rJItvAhZlGc85A4x04GfcZrr/AAx8fI/COozW+pTRs0LheUCshOMg+uPXvVSjLdHj0adODftFpdo7w/sm+Gnl8y30rToZGIlDx26luuV5x688dePSul0rwBb+F9OCW8catGSCCAN6nnAqj4f+OOlX9sJYbiNlAyjq20g89OvuayNa+LsN20jiRUbdtQkDLHqDjsMk81jKm2+Z3PSjRoxjzRscp8Xrd1ke8j2qYx8+wDOP/rV80/GDUo49Qs5WVVRpQdiHClTxhsHrk8fWvcPin8Qluo5pFkXG0A4+XaemOvuefpXz58Y9TN54dSSF1lEm5VLjuMHBPsPSuzD0rI+EzyUFV5on6yfs4XMn/CgvBf2tFWaTRbNZSTkkmFAPzHp3zXbzIbgKi46ZwVzn0/HtXB/s56vPq/wE8Hz3EP2O4bR7RTGVCsjLEq4x05C559hxXaF3uFLqCpz8pByf0H/667JS+yfl9T3pua7loyZQOz4MigHA+4B1+vTFWwysPMzuXqEX5cZ4HX+VZkcRtZGSNT0yVUYzz9T7+1WrRlEjsy7+3zEMpwRwM+vt0xVQlfc53ZaMlMm3cqttDMAf4iMeo9/cjrTH8u0k3JIsm4l05DL17H25psc6SM0fG7coGI+vTPPPQ8/hUkku35WjV2UEBgNwXHPPT2z/AJFCjpczlrsQwzopVWZdu7cCWCkEZ5P/ANf0poP2E/LtHz/dwffPI/D9abNcKVmt+vmEAtnKsOhHuKjXdDFHjaqr8w4B3HGe3cD6dKUTO1hJzuuHJ8sncTyPXGetFNY+Y/8AeDDcOdjD2OKKi1yOV9DCtTlvlOI1BWQnPydOST27YBqSHcwVmkWTcpBIUANxwf06iqNpc+ZGvzK+0sDtHUdgOOR6/SrDCN7XKgNGwUonqenQfz96oyjqtDQVVVvnZ1kC7RghgfXp24PqKC6puSNh0GGIxjpURTzoxIq7flHcjn8vWo/PVl8xSq/Lgk4P16eme9TLc0hdKxacjEbYaQRZ++flB6n6c1MZGniky6bmBChB3OeBxjH1qpPedE2quVGWJPT+f5URtCLmONfqwQZZgM+vP4jNJys7G9OOlkfIv/BY3QI9U+DPh25fylSw1OSLDYVi8iDb1GeiNntwPSvmP4d+K4tB0jR2XD+ZaxsS5+ZjjGcfTmvuz9un4It8bfgPrWn28ck1zFF9st40+V/Pj+aPZx94sMc9iR3zX5u+CdeTU/Dllp8+4XCwmL0ZNhOPbovUeoz1rlqR90+1yTEe6oreJ9HWPxR8mFW3tGjAsck7T15/Md6434uftQ/8IfDJ++YzKo8tVk28jjGM+vevPdZ8SSaVoN0+yQ3ERLshz8w6g/Q814ZpupSeNvFMmpapIYLWGYpDH90ADo3THFFPCxXvSPuqmcTjSUO59GfDrxJrXxAu5NRvlLrIcQxeYd0S9ckE56cdzxU+t/tB3fwOhvrVrGTVrO6OGEM26SLgbs59uma5nw549ttM0yNYfMuAysWkXhJABnhu54xXD+LPEMmqlPtSTyToW3hWHlxKVwFHuCQMdvXg07pu1jjWYcsbwep6Z8Nv2vYfE0k1nYiazkVWKwTjbIo9j0J9+/eui8T/ALYV9pegfY/tDTLADuMhG0+p/Dnmvjn4g2culxW95pcskGoQ5wUGCD0wf89K5O5h8XeJREt/NcNC4JbC8EDjoB9a7qeFpy9/ocEuJcTS/dKLb7rY+nfCP7dSeFPF15dpa3GoXEwES+V8qgA8Fj349PatXRbq5+MV/qmvXjPaR3zfLH5mNi8DIAOe9eH+AvhzHpelmTy7iaWRd8LmPO491PvxXceH9U1LTrVfJVY5IWQFT8rEEnjHXr79/wAs5Rgn7iOzC46q4WxH3E3iLxJ4g+DOpfaNNvrq609juMfmHdjPbn9eDg12fgH9pf8A4SXSo0juk81gMlhyreh/+t615d8TviBay6t53ktuYFWAxvYjjkdM+9Yfwm8Mya/8UFks1mVbhPNdEGAyjnOPWtJRi1exFPMZuqqUHdP8D3jxD4+n1TVlsZJV2MgZgFORg9f8P/rVi6gselXOmadPlkaX504OQWxwcdCMj1/WrGl6fHfeJLqZsq9jFHCMthyRl2/HA5OO9XdC8Op8R/i94ZtfLVY5r2OMqCF85dzA9ehAz17EGs43PLzSb5H6H64/DS1i0fwLpNta5a3trVIYjvDExoiqCSRzke3X8q3Im8uJlaZtxx85HcnPArH8PQpbaZBb8N5cQCZGCeBzwcZzjj3q1BdBZWLqGVmII3AE9hn+WKIySep8HK62NCQ+Vceb5XmKwwBxyex9fSpLebyFZ8bcgsnXHQ/596omfd5a/dXAALL1HrVgXHmoyuduCMlu+P6D3q426GMr3uy1tKuv71sR9CSBj3PqetOgu/OKljIgznaMnJ/yPaqqRMAsayfeyMkkZJ68emKINwl2ssg4LEH73BHWrjo7GN2ya923cRjZnZW5HzDKD169PxqrIWDIreYuMbWbkHHfGcen5VB5i+Ru2tHu+Tao6d+tK4eWRNy7vlyu8Elu2eM1DV9UTylwHlm2svONxbBb8f8APais+61DyH8yRo8ScZJ+XIA9e9FRKSuTys5+wk2OVO1V44+nqD/gKtx7TasvmbtrYDNlsjrx09B0GOapWrSeagchlPBXjOen6np0zipTMsrSFwm6M8cEKBkgZ5+nX1qqlkctN30LMEsl3D5isdxJJOQw9KmidoGbarLKp2jGSpXg9Pr/AEqu7IIdsa7ZG5VVG7Az1/zx1qaOSS2TKfMvGVH3j+XTHvWfLrqdMWmiRbmPzZPMVmlkzkNxj159/amtIQF4V/lCEk89ATVdLgNaiRl37m5DAc89uB7evNNkv5IjlmHzAMQR6d6V9Ls1jG+g3V5o9V0yaDcu+RGwS2Npwen+TX5M/H3wPcfBb40+LtK+z4hsNQW9tU9baT5sDIxgdCfUH61+tDruVmkhCjkxKyDAyR0Ax+fvXyb/AMFQf2ez4w8BweMNLtfO1bR/9HvkVQ0l3bEgbc5/gOSO/J/HNxlLc9jKcQqU7vbY+WfC/iC18aeH42kVFSOT7JOzgDfuPBJ6EKSPYZry3xl+ztrWn6pJYrdLDly6TEbeG6HAOO2Mc44rsPh/49s9MjNn+5HDfLGmAqcHp6kgZr03Qdej8Y7LWYx/brM5B2f60c4x3xg9R6URk4a9D9CjGGIglLc+RPGXh74vfB6LzobK117So1+XEbZUdeSCOfw5rM8FftA+IfE9xLBeaJ9juLcLH5Lqf4jjgMB/Ea+99U8PprWhHcFiuIyzqqx8YwBjBOeeeCO/415nq3wy8MardSPdWFvDyA0Wwj8jnI59+fyrqjiKU1ZxV+5zvIKsKnNTrtJ/Zdmn83qvvPG9KOpabqkNvP4V+2SZErbiMPg5I56fjxXTQfFG58S6qdNs/A6x3kaiKZGTCIckjHHHU9PWvQNF+D32fxhJfWfi2SK5ggCCK+ZZcKM8fMCCMk4P55rQtPglJpl7eX9n488meaRZpHxCRkLtOML6Vqo6XVjohgcdzcsbep4d8QvFXivQoW+1aPHp8NowgABwrg9PqcGvJPEXxB+InjXxBNpGgWahEkEb3PkcZ9mPoT2r60u/g1pj69JqXiLWbrxBIw2D7QfkfaMKVAwMjjtzR4d8CWp1mOOyto1kmdUDL/yzHBBx7+tVGpGnHnsmZ4vJqtSKjWrOOuqjZN/PoeTfBn9ji+fTZda8Vahd31yqGQqeI1I7D0/KvW/AHwvsfhb4Sm8QNCyz6lAYbeKT7yxnoSO2SOK9C8ZyRaPoMlvIypbxQmIKcABiMZ49iPpn615l8f8A4kS6gn2JZR5NhCDtU84wOn0OPxriqVpTlzM7KOFoYSPLDdL5379yDTki07w9PqwjRo1P3mwTK+7AHBBwMn8+hr1L/gnx8MR4/wDj1ZXUkcclnocLXchI+WOTJVQeOgbP4Yx7fOQ1+9uNPsrf5Wt7jCKiKcnLDHv26+1fot/wTT+FcfgX4Jf2xMsf9oatMXkj4LRIAMZP+1kk++DThezkfJZ1inpTXU+nLebCMHWRmCg/fHA7Ec9ieo65p63qiNjGzCTOw/PkD0xx1/wNVYrrZGwG1nzkAjawx+POORzzkCnQzLJLIzfcILCPHJ/wq1K+h8xJssSTb03Db+7IJYE4bJHQY7fnVjYzxsXLOWfpu6D/ADnt3qmsrBuV+98xT7oA6AVJG0aRHc2GY4AJzg4Hp/niqsk7mMlJaMsNdecgyyL8wY5Yt26fz+tNu5t8zNGzbkAUq4PXAxUcM5iVlj9CN4x838uKC2/actu55znPfrz6Cm5cyMpRa3JNvmWrSYXtxu+7jqcdPSo1LQPvUszN8ysGxs7dQP8AOab5kf2dV+6zLu65zjOB+vJpts58ndJ5cbRqMZXK9+Bzmn7t7IizByolZciVYzt+cjr169fzFFMhZftEgBUTLw/8P64oqLrqZ+pg2kjGd1b92jcHIA2nr94deO/1qwIhG43IF4ODz1bnr61labOt2SfL2yKCQFPG0c8k/wCIq4ZliuNqRttxhgBnnjgj2xn86TaaucsY/wAhbtp5CGVd6pEvyEZBJ/P6n05p8kvl27yr8vTLBf8AD6/Xiq88mLdt2G3Lg4G7J7fhgelNCiRmEfmYI5wOAe2Qeeg796z6W6nRSve5JbOoiYiPhgdmZOnOCcegIzzVyQKAh+dVC7sr8w49B7j09BWaLtodm5vM2LjAycZx1P4dKct3ksySNHtGNuRgEDkfr+lOLVrI6IxRKbnyLYyf6zB2gHgjofr2PXNVtY0qHVdKmtbq3hkhuY2R1ZA6kEHsc9PcetamjeHNQ8Suv2WzkaN2I3D+IfoPU8HpVjXfh3qWkXK2+xVkCFmKKCCByec55B/StqdGctUaxrQUuW5+MH7VvwxuvgN8Zr+0tXZbTdutZs4EsRJAHPptI57DNReCPiDeWfiWx1J7hWihdIdp5Ujn5fw9fxrsf+CmvjKHU/2pv7LjL/Z7jTpAqq+NssbqQ34gnj27jk/OKatPpEaGZpMq+5Fwdu4dKqVHXU+wwWNlGH9dD718L+Jl8RQSNDbZ8yLeqZ+bJ56+h6jvxXL/ABR0W40qZriS1mZo/mTyULMrEYOR6D+VcT+zf8QWg8PRMpj3QsqMrHAYk5DE9zjivoKTX7PUNLhuJI4TJN8v3d2zPTJ/+vXn8soSt3PucHJYunZy95Hzjf3jPJDDHu+1SAh8nAPzZ6dfTjvVVNXuEvrq3hkm3R4IfOcnPPGP7v417pJ8Ff8AhK7mSRfLMm0K3lqEdHyNuW+mR69PTFSeGPgHpvhaaO2uArX0ysS0vJKnIJx2x+ZJrSNRrZ6G0cvre0s3p3PIbfVLmeOMR2ZWb77EsSJc46A/h9MivQvhz4Mlha4vpFRTHHlnz68D69xXQaX4K02wlVWjjaOEgKwxhCCSO3PHrnpWT8R/iBZeBPD80caqysmBtBwfcADrj8KipKcrRRVXDrDr2tV6nI/tI+JI/CnhOzbzFmuY33MD8ylyPun1BGBnr0rwG815db00RyKfMuW8zYvLcgfmCePbFP8Aj18U/wDhMr61jVplh2hypYfLt4P1H+NcZb3bzapBc2zIWKHyhuz3/wA/lXTGl7qufJ4nGc9RuJ1Opa4uiWV5NukZNGieZSMbVZFLcc9cgflX6P8A/BMz4oXPxF+G8bMzSIIIwQBlVUgY6fr/APqr8tvizfSaT8KtbMxZZJLOUY68sp5H1zX6Hf8ABEW1ufF/hDQ7ONmb7RaRh8jIK+ufbjr+favRo004HyWcSUa0YdbX++/+R9u/aVDMFkXKHy1DHkfh+H8qV9S/cIpYBcgA8qR9MYOTiut8ReA28O699hmjjc/ejYrjdwO/1/rXUXP7NVndaVHKrz21yfvtEd67vmHQ++OaiOFmePLFU18R5Pa615O12VlYk/dPXn+nT34qx9tjjkVVMjeYQFIHynnofc4/zzW5q/7O/iDTmkmsfs+q24XgR5WTtg7T/Qnoa4vU7O80O5eHUbW6s5Iw3yzKRhvb86wdFpWZrGUJfCzauLxiY9vmM2cHOB+PpjHFAukRiiMo2sSUbI49h3+tc3Fq/mlWdlbbuI/iCD0/Wr51TAZmdQyYUAcDGOP8+1QodWZSia/nLLC8eFY8hWbtjtTYy8skS8rkkGMHBU9Rx+OKx7W8UWv7tmQMBg7unp06VJ9qPmxyPHu8nJ2Z4YY7nNPkuZa7Gl5uxisjMSTkFcjjt6+9FUba53naVdVQdCflGemOvvRV+zRm4tbIxo5lkk8z+8cqpxhePbvj/Jq3byNPMvz/ACsOduevQZ9cfnis2A+XGpZlZyQA2csT19cfd9PSt/wx4E1bxpeeTp9nNMrOFkkYYhQ5wPm/LOM9qx9nJuyRipRglzaCPcsE3M33d2dx4VeSSM/yJ7VGbeS7KpCkjSArthUFsg9ABnPevX/CH7LDCSNtaunmdckRQnAA+6QWIzxkHt9a9F8M/DvS/DdjJ9hjghACq/lkMzN0OT1OOCOfWuqODlL4jlqY6Efh1Z4T4V+Buta8RNcD+zYcjiTmTPTIHbpjBxXf+HPgZpukMkkzfaJlJJaZgdwwM4A44J5OOM16tp3hv7dbpIdscMg3KHK7mPQtyeB356etEOhSX8lxN5f7vdsjJjHzKOrZ24xx7np1rsp4WEbX1MHi6k9L2Ocs4NM0NbdbdmM27BAjOR0PGT255HUVz3iHULfURfamttGI9Isn+diDjOSepxgDPPvjoK0dYDtdyW8f7uSQHzn6CMc9MDqQPSln8Oyf8Kn1aWParXUbogHuvy9ie/8AOtFK7slYujdTTZ/N1+314om1n9sa1vlXyVmubuJcjhtuQ34Bj07VyupoZFVGYPuAA/iwfr+OK6D9uPwfq0f7V9rPNbTrYxXl3bpMc/6wytIy+gO0jA9AfSq914cZ7JV2M0kYJDRjpxxmuPENJx9P1PusnTnCon/N/wC2xG+BPHtxo921qkvkSEBCzuQu043ED1HPPUg17v4B+Jz2mk27XEcbQlBIpdtyq/G0MOfmIyeen1xXzxDYSPM0kG0eYnAPLZ7nn8KmtPFV54Zv5vLkZo5IirKPubiAPrxyMjrXHOmpM9rD4qrhnzI+rrD9oO+00mGO4jeSR9ioqFYjxwc9TjGfpWxb/FOGS1+3TXQ+1Rx+WpLl1Axuzz/s18TwfFG8sp42kWSRkPTp6AjP0FOn+NV9qGoSHypFW4RfNZSWb5Qentyc0fVmotWPWjxR3ep9MeJPj8NEg1CeKZmkmjIABOBjIzgfXI9hmvGfil8bbjUVW3+0+YoXbHIEw0vTggccZP5V5jf+ObqaR8NMIygDYO0Y/u/yqpatN4ivU2xyMFXbGMHIGff3P6VtRw/Krs8XGZxUxD5Itj4buS6u5Gbdtb5vVn7Y/wA+ld58O/DIk/0iZTuUfuom4/M/jR4C8DMNkk3Jj65j5Geh/wA+tehabpInh2whjIuMEjOSR2Hv+FVOatcMLh+X4jyv9ozRmh+Hd9heGjzz1J7gYr9NP+CI2izeBtD8EtIrLcanpaLJuXIUJkMRx/sj8a+G9Q+HB8feJ/D/AIfWHzFv79Y5AQWXYo8x/oNqkfjX6XfsLeGpNE17wSqqrR24nj5XriRjz2I46e44rsw1uSx89ncb4jn8kvxf+Z98fFHwzHcXWm6ht2bZFIcdRnI59uBx9K2fD17d3AhVGYFV2gfeVu+ecDPP+cV0+r6EvibwEu0L+5UOGPZgM5H1rk/h5uk1GNfmWVGAI3YyAfrz2rq1iz5aVpR9Dei8NNZ2kNza5WOV8tgZ2njOfxBqz4j8M6b4j09ItQs4brcASrICvOScdh1x9cVtiBbC6nwu6OQFjGT0J59fc07xLZs2ktID8w/hLZP88Z4qo2e5y3ktUzwX4l/sl6PPMsmmfaNL89ggEHzQg8DlT257YHPSvL/Gf7NXifwcHaK1/tS1UBi1oNzkYzzH17npnpX1RcWUcsJH3GYByCRj6nJ9e3tUd/qk2nQJJlN7jGVH3QvB78fl61hLCxk2dFPGVFvqfEKS3FksnmwtFMmFkUrsxwf8Ov6U2e7aRUVvlVwADuB2+mfX+v4V9deLfhzpXjXTmbUdJtZVfI3QxhTnr26cZxzXlfij9kK1mtfteg6g0KSZPkyrvzxu2huoUevPb61yVcPNbbHXHGQ+GWh41HctAFji2wrjK7vmAHcfnRW94m+Fuv8AgW5b7bptw287RJCPOD9T/Dz+YorNxSdmzWMrq9z1vw58OPCXgZkjaOTVrzbwSPML5PXJ4GNoOQOhrrLXxBfLeNHaw22nowJKLH178MenHXt3wDUNloq2kgYru6s+R3JHHAPH0ra+wqlzID8u5sLtIXpx/s/mQfwrqhdPQ+flq7ljRtTk1W1kM29mUNIQzlsg8dz7YzXS6BoT6j+8mt2W1hwVGDk4HU9uue9c5Dp0lgY7qFNzKAGUKcMvUgHp+HvXpXhV7XVdJWWILvUNkMBuznp0Pp/9aupX7mem6KHiOT+zvD1wySSKzLheSMkkZ6n/AOvWWt0uheFlk2CaZlxEdoALN0H3f681q/EG38myjRY2jVgoIUfe/AKM/Tnp27YI3arqFqNy+Tajnp97A75AGfdvwok+gR1ehyV7p0eh6cn2yVI2kc+fJMwRUBPLMWKgAdMkcV5vrX7f/wAF/FqXHhXw78TfBupap5bxrYx6gP3rYxtXcQrk9cJuPsKt/wDBQnwteeJfgfrGl2MvkrqHyS7HILpjJUFcZ3bSME49eOK/An9rv9n26sbq9Eduz20c29ZQuMSZ4wM85XnjpVU4x5bnQqj50z6i/bW+C0b3/jhpoVaSzkg121CrjyiOHK4wMBWYH0BrwS+8JeZo7tJD9nLKVKsuQ3GeCM/4V7n/AMEwvFmoftGaDceB/GWraleeJrSxmPhu5ux5g1QIN0tjPITlmMQdoySxbaQTwoOt8QPgvcfDC8k0rVNOvFsVIeCWWIr5aclVY4wGHTrg8EV5GLpODv0PvchxyqqUdne9j4r8TeE5tOvPOg2vCec7+nAOKz7TTrfV3aO5YLO3KN97eeTzXsfxD8JT6FcTeZbvNDJKdkqfN5aZ4yB9cZHpXnGraDkebbPzkBGGBk5579q5Y62aPopU01qc/efDu4hn+byLvedqg8HnJ69vxqOPwEzQ4uFhV0UKBGQV64ySPxrptG8RT6TMVu4TKq/LkLhxj3/xrSuJ4dVjZoY/Mbk8japHb/8AVWvM0jH2KTORT4QWt1bK0sh2JJlo1OT7Z7df51taL4Yjt1ZbaFdykxthf9Z2wOOntWnFp0rrJ8zLuYO4bo2eeAB14rc0/S98XmJJuLyYwSWwf/1VPtFbUuNNJ7FTTNMNtAAVZVBGFI2lfSur8L6Klu7T3QEK5IZGYhsHA+vGcVnxj+z5AzR7pGO3cy/KoPp1/Xv9a7b4a+ENQ+Iviyz0fTUMl1qDfIeQMYO5sYzgDJ/Cpp03IeIxHs43Nf8AZ+8IzXfxTm1UxtNHptiwQ43LFI7AHtwdgY+2a+hPj3+1/p//AAT4+HXh+5XT49f8bX2mtd6dprSeXFBG0r4lnIJZVOCAoXLY69TXpn7LX7POi+DbHVNWvY2bwn4WgfUdZvpHWM3KxLn+Lu5XCrycEDvz8F/tdSa5+058Q9a8YaksMdxrRC29uqKI7G1QbIbdAOdkaBUH0B7mvaw9NJI+DzLGOdR2djY+DX/Bdf8Aaa+JfxbaObxjpljp7KPLsIdKiFqqbgCuCC3cc5z17cV+2H7Hfjy7+J3hHT9a1KJLe6volmkWNiE8zbhiOQACe2B9BX4C/s1fsr33h/4nWupXUayW8YwyRglvXke2K/cn9g/WFh8J2drJgFbGBuCdrHaAccZ/PjjtXRKz1PEp8yum7n07eT/Z3DNhjIwHPP8Aj6//AF6vamsc+i7dx2xjJOeo9etVZ4vtEcatmQRkYduuM57gdP8AOetayRNJb7XVuFK8Ht64z/WiEbK5nKTZy8dusds0OGVRlfvYx74yD+lYOtRM95bc5ji3Bkburf4H3rqZoDDesq7Y16tk4zkHrj+tY2tgrHO4+9tKhgW4I9cH/H0qZMqNhuiWofQvOdVXzHbHQY9MEj+RPTrWLfW7aXdtCPlSTDIM5KnoQQOef61seHJDJ4Yh27pGaQ8cEsM8dGH5kDrRqEY1C3kj2spHclvb6/XHJrO7a0NJIxjqFyx5gjuJF+XDfMFA69Aep75oqWMiMYaL5l43sTyOoA5J/PFFT7Rr/hjHlRQj0tTKGZd2xVcYUEY7nhTx+P8AjV+GH7IN7Rv1JAIPzceuQKribEjRsJZI/LVWLhsnv/Ew/Ij68cVNDfraX6K5j8uRgSVC5XP0yf5E89qNW7o4b3Ze05o7rjbkOi9lOcnjH3uff+fWtO1s7jTrnz7P5c7vNj24HTP93rn/ACaoaZM1ys0anLEcfK7j14wVHOPYn6V0Vp5fl7X2bg+3kJuJOMY6nt0Pp6Vdu5N+hMPL8W6WrxjaQRvDD5l4PBG36dx1rFjsGtrnezbdvAJKtsHsc4z7Ln9a0gJtJu47mJd20ZZQBhhzk5xgVevII7/bcxHaLgbSd2GI7AEEsRjPA/wpxS2DVPQ86+PWm2+qfDXUGvE3KsZ3AjrzlSCeeG5yBX5hftKfs8LqWpyWEdrDNCpfUIp5DkyBtoP0Ckn0+9j0r9bPEnhmPWdEuLBldVulGRtKvyeuFBbqOhx9cCviX4neC1s/GE/hvUhDa6lDNIdMeQlFkRx88eSTwBtYZIz7CtL23OmnrG3U+V9D/ZA8SfCGez1mxaOzn024iurW6ty4NtMjh4yDhQNrY7enWvuDQ7Lwb+2j8ILXUpIrDS/ENsPsmraeqxrHb3A++gUtny2zuQ9NpGeQQLC+A4PE3w1hWTy99vCiXKsinDoNrjLHjIB+bjgnnmvm/wCJfw48TfC3Xv7c8NX11pl3txO0XltvTORuUrtcD5dysCM9qnmWzOmm5QfNSdjjf2kP+Cet54MvJm0qOSa0nYjyGH3c9lYj24BPevjjx9+z/J4f1a5bypoZoSY542UqyHqcj8P0r6r8a/txfGbwZEuk6q2i6joOqsLdZ2sBvWQkYUkNlN46Mu3ByMcg1qa98VPBfxW02G38SeG/Enh/UxGkQvEgS9RW65LoVfHXhkJHqetefWwfWB9fl/EKSUcS/mfAviT4PXtqqzR/vIUTLyKOp9TkCsGz0u8sXkzB8qsGVSB85x27V9r6/wDs+yalpkl7oOoaf4k0m2X99NblvOt0zjMsTKHVVBGSAVGOT1rgNW/Z8s31KNlm2rjIBRVZJCcZJ/unOPx/EebVkovleh9lheWvT9pSal6Hg9rpjQw27TS+T9oK8nkg8ZBxwD1GK7nwp4Ha9MzscwADnorA8Hj6DP416bZ/AC3tbmNJYWkWR97BUzyPp2yce3Wurf4WRix8n9xGFUlVblifQ47479al1ei2K+p1ebmkjxm58HTeJ9QCxR7YQNg+Xltp6DoOlfY/7L37MTfCL4RN4hvYY4dW8QBYBcSbVOn2rKHIHf51GcnkdqvfscfsqL8RvFcN1cQxyafpzI8gZPlmlwxVBx0JXmvaP27tU0Hwn8IdRt/OvlvHxZ6Zbxz7YfOCrtYqcglFkA/4Ce1evRptx5pfI+OzbMIxqewg7tb9j5f/AGiP2mbj4iaKPhn4Y8q18M284k1C4ibMmrzKQRub/nkpHCjgnucCt79n79mW18cXsMN5B/o9mPMlYjbz2UHb9OB7nnmsn9mr9l7VPFjQ3htpGtxhwwDDPp7D+Vfcvw2+Fo+G/hO3tXjZppmLSDaRzjjBz7fjyRiu6B8rV958zPFviL8AdE0LwRJJpumwxzWzAtJGh3MDkfeyOMH8x0zXr37LGjro0mk2Ucibo/KgYlFG7aMkdc8Z/wACah+JdxY+BfB0l1rG1Le9lY7QwEkpAyFX9ee+BnFd1+x/4QupNDj1a+hmg+0EsqMMhS3Ixlem0jv+Ipys2kZzcYq69D3GEtJerj5dq5G3BP6E+/1/Sta3XbKzMD3PP4+1VLSEjLNleTjof5j0H8u/NSX7DzsL97LDhQSDj6GqWmhx+pkarBHFeBju35yMjlcc55yf0FY/iYQi3Z2YL8roP7rAjPTaBz9cZznPNdPJE81t90n5duFGAcevI9/rXIePCYdFn2rumkBxgnavB/2jkfhWcttjSEtSLwnM3/CGWKlQSASxySOvbK/yJHuaZ5m5MB423Bs/dx/Ie9R+F7v7N4TsVZQu2MIeOE4HUA/TqPwFMW82XE0ySKvLOcFwre/Q9h9eTUuJo5t6IJ4pA4UfvtowMIGGOO3zD8gKKZHfj7zbZN3O0qDgnrkHH8zRWMtXuSpMYtqiTLLHsO4MAV2Y7cceufqfeo5YFlhba+Tyx2/NyD/sjnt35xjFXLeTy4GV2/hViF3HOR7L/npxUiReeu5FkbOQd4POePXoB6/QVro1oebqndGbp18tvcNujUmTjdszlT67257diCcDgCuwstQW5EaxyR7mw5CSdRjH8A6dOpIJ9AK5M6Cs0inZGjsOHYIjPt6Z4J46c5A9c1p201xpTeTNHK0eNoKlmXsecYHOex4HfJpvoTzJbHWrP9ocZLMCMKcHv6Fmzzj6cHGBU1nN9lnbPzQzKCQHzx0P8ePT/wCvXMw6tvuRlfLXhyQERm6A9STnkc/hniui0rWo7yLyZGkbAZdxLsQ3HXoM9Ov096qM+4GlJYx3MO2P541yMDsD0+VfT3I/WvG/2lv2etP+KehLcx7rXVrcBoZ4+DG4PXavJ688n09a9nsbtopY5FbiRSxDkcEf8COKl1DRYtWSZQNyscBUJ5PvgAD8enWr0aOiM+V3R8q/s/8AwM1z4W+H7201jV01Bri5aZDxhUIHyg8njt05z0q/rPgqVLh0aPzFjJU4DsHHK9T354455PvXseu6HJp0zR8qrZQnO3p7IP69O3Ncv4p0KOK4WQon7xtjlosbvlwc7j/QYHrmspWSOiM76s89vvgn4Y+Inh+80rUNF0+4hvItrhYSoUg8EMBkHgY2nJx+NTeA/wBlPw3BbtpN5oVlMbePbFJPCZBPGeduCQoYep5I+lbWo2Enhi5jkhVPLZ8sh28Ht0PHy569AK7fwhqMGrw28iqkd3Z8xnYMAY4HU8demT9K2p2tZhKT6Hk3ir9i7RbAf2p4fsf7J1C3O4SW+7a34EhFB56V8r/tUfs6z2+mN4m0OCGMWMg/tmwjQLJboRgzooHEeSu7B+Xr90nb+rWmT2ut6THLJGr8EOjKCYyeo+b8+B0rz/4l/BWxe6bU7eFWDLtkJQSKykdG3HaRg4Iwc5rDF4GNaB6WS5/VwNfmi9Oq7/10PyJ020iv7SKQ3XlKkYSSdTtLkdeO4/WqPgTwxffGLx/Z+HdHhZrW4n2yTdCsYPMhJ7DnHvgV6J+2d8FG+AHxW1DRrWF28P6xEdS0Z1fd+6d2BhJ5y0ThkxkkjyyfvYr6q/YW/Zctvg/8Ov8AhKvFEcem3t5B9olS4YJ9lhVSdrEkYwp3EEd68XCYP961NaI/Tc+4hovAxqUJayWnf+l1PSvhJ8MbD4N/CiHT4bZt0MPGAN0uCC3PUsHOfo1fC3xp8R3H7TP7U0Oiaa/2vS9EuTZp5fzJNcMwEsg2j7u4YBzjC5716l+2T/wUUh8Tw3Xg34bzSXkLbobzWY1OxiCV/wBG4ycrgGT/AL57Gtb9gb9lr/hEdLXxPrEfl3EhD2yOoLKcfeOT78989q9+Op+UynLd7s978O+ALPwJ4Yt7Czt44VgQAbYwrHAxuY57+o/KtJdJEl1aRSRLJgYwUXOCeOMn/IyCea0rSBbuXcgVlkYYYMnT1z+B56etbGlaQt94kjjzgRqq8nt1OOO+RwePTFHK73MubTzLNt8KNK8c6bDFq1jDfRxSGVA4zsYcZ4HX9fauvOlQ6PZ29vbRrFHGAqqqnA/DOPxqaxt2ii27JNqrtAOTnnHcjPGPehv9Kuy21fkJAJ2r2/P+v4VUtjK7Joi0dp82N3Q54Ge/G7j8T+JqGWLdOzHY3z45wcg/Un61IJVTb/u84YHofYHjr+VMnufMDbVf5WGQcnNTd21EVLmSMW6riNUIJBG36c8fr0rifiYzPosyt5bsWHygrujHYnv/AF64OK7S4izLtzMuOOr+vHPXv+nFcX8SpNtlt+bnnDZ4GCcYIx+v61MnpqEZamDot5s0K3GVxGQuZNgwfx7/AIk/ypZbpXg3KrAL8wKIMd/Q/XpVPwjcN9jCr5iiNxjL/cIx6ZH4AD3xxVj7QsRjjKxMvzHBZGzjp1A6jt05olHTQrm1LOn3e5WVhJGq45Gc5I6Z/wAKKp25Vp8IS3yA/IgPHuEPuR6cUVaiCkaumSsIkLK33Tu2h/m546ng4/E+tW47uOOY/KIdyhjxGpBXOM5z6jnj2rE0i7E0e1m27XbaXVRjP1OcHHXvx0rQtJtjLiTarKTs84DkZ7KvbFZa7I8pSN/QrcXeoRHcw3PyyPkZ+iqOf5Z710954d8+FoynyCMYLK3y9em8gD9DnnmsPwfC0lwZD5m5DlSyyPt9wOAPftXSXJhWMCRlXhlXAjUE/wDAiT/PPfFa+oua7scZqOgto8ztHIrITtCh1XaCO20Ej2zg96i0u+IQFo2+Xa2WDMwxwR8xA/8ArfWuvVftsB2s0ny5Uh2bGSOm0YwfTvjoBWRqXhpXbdtCnJUNsXkkerE9fpzjoOtLS5USxpniWSwh8vcrYkZdoKrtz04UZyAK6PTNSgmQyGSQMBk7/l565+c/0rhU0+a52/NltqY5ZuR7KBk8Hv8AhVmym+wSyKzCFVAIJCoTnrgknOPzyKk0U76Hc61osWsr03LtV1blvpnGB19zXE+JvC6xqflVVU5AVVBBOQeOTg9fc9a6jTdZa5iVWjb+JSWLv3z1OF79x2q5dxR6jZhXK7njIUBgoHAB4UH9M1V+hpCTjoeZtoY1jR9u4tMihh8xwCD3IX0zn1PpXGz2914av2nUfu4XHy8bkPX+7749ga9ZOjvZ3rN5chVvmztfDYByeT6fgKoapoMOoHa8Mnl7dhIUkD/a+979+tGjNlIb8M/iHHLOjK21iMSpuA3A/wC7jp1//XXoF9f29rF5dyF8m7OFkO0bc5P8RPufyFeL3nhG68N6h9qtXmQod6hUPHZgcE8Hk+gpPiL+0RN4F+GDefps+papJ5iWlpFvG/YNxckD5UHBYnoTj0FVTqcq1ZEqfO7o5v8Aa4sfh74JTSPEHjgw6hb+Fr43mlxEmWaadk2vbIp4YEFXPQBokYkYr4u+L/xj+Iv7c2vDStPtbrTfDS8Q6dbBmjkVThTO6qPMYDtwoPQdz63onwF8S/tN/FC11TxheXUkEiedHECfIijB/wBVGAD8oxg9zjk5r6f8P/B3Tfhn4aWy0rS1t4Uj25MBbg+pb+VVzKS5kb+1cWovofNP7On/AAT70j4fXFrqXiSSG+vowjJbKuUR8Dkktyeh6A/yH0XbQpJP5MUcccanagXYNoXgYwP/AK9bcWgySMV2QKFZcEhPm46+vFaOl6S1ssanZ/vI/B+mB9fpWctNUU6l1qUtE0NoLGFtygseArn5s98gf59K39GsfL1aRyWDrjbncfb8v0/Gr9tp0luYwdwY5wRuPGfp7duelFxAsM7OvzBm3ZKHkYx3PHTqOvSi76GXPrcnuZfLPlL8hYD+6CPp1/w96WKOQ7t0nzZyQrHj9Ov4/jUMU+V+Z12suVJI9f8AZH/1qc4zJ91sZGDtZs569Mf4U+ocyJDIzNhWZty9Dv5PT25/Wof3i3HIwpxtJByBj6j/AD2pu7zSvy5b7uCCOD9W/wD10xirRswP3Quc7Rkj3z/P9aSsxSlsLcxeWGyFMbeqgAH88/57Vw/xBHnWz4j/ANWoyQDjoc9Gx/T68GuxmVC7HcI2zhWZkAOeOnXn8/5Vga7CrX6jbHukQ8Nt47H09evbJ47EnG+jJ9p2OC0Bmii2yKzMp2Ag5Pr7HPf9T1wdeUSXMEm52DsxbLFsEevQj2zjFSNof2cBdp+Y/KAvUHI5HPr+APJ9YVj+xRMo3LiTPUbvT1BwfUjk8DpUxjy6srmuzEkm8mVWEkYmZcMCVHQ/Qd6Kjv8Ael2Y2k2bc8yM6knPoQeOlFV7z2MvaLqW9OTyt3zxqrOrsWZF9ugGcduvUVsWkjTxsu2RpI5NqhWchhjB6D34z096q2SyW+VW4mCgbBjAwDtzyB3z/hirBj+y3ysGdj5yD5nPGQf8Kz5rK6POTadkd54Qs/KsPMeMfMM5Mef1dvyz9avXso+2cHb5ZXo685/3VJPrycn6VX8DoNRjVGVI1AKDYgyAc9yCff0PfNWLhGjRm8yYlgufnK98dsda0tdJk6rYms4WKrujLLyCpWRsHp6j9evY0s8IhYrsi+4rMDsU5zgep/8A18HvVaDDlflX77jP3ifzzWklviBjvbaqkBRhR9eAMfhRK2xpT12I57XfJv2iTZJwuJGBX68DGPXIHFQR6EirJtAjLZwF2IePXbkj8+PrViK+b7fGuxP9ftyct0QEHkn1q7a225GmaR9ydAoCL0P90CqdkaR6Ga2msWVtjMOGGFLfXqQM/TpWxZ3gaNQ7KPLJQgOcHj0VcdPUg1Ts8XV26sqk/LliNxPBPfP51oeQFdUZndWIfBY/Lx047D0NS46Fyl0A2CSSbZI1kJXJPk45HThm/Q8+9VtQ8OxuzbY9p35Q7EBXjr1z2IzjP86gsrlm1OFQqL5kWPug4GenOa3pNxDnd3/uj0+n/wBeldp2QryRxeqeFcwL8qbmD8YjXGQe+f5fjivLfHuhXmoavPZ2qw/vrVYsKW3BSxJGF4/mM4r3K+ttqP8AN93OPkX+79K8/sEWHxffXG3dLDGApLHAAXPTOB+AH581fs01ZlxqO4z4D/BWbwZqf2k3jNawj91AI22xs2SctnkBiegHUcmvQ/E1h9osWXyY8Y2kEDJGenzE9KxvCWsyCCd9kO5WjIJTJ+Ye/wCVb8E8l1bXJZseXKcBVVRjI46VSioxsg53Kd2YY0uOKIqSvl8HhhhvTOBkg9P61KE2JkLuw/3C7fKvQDp2/wAas7WVZCZJG8pigBPGD9Kr3ku2Sb/ZdcDccc/jWb1ZupaE33oozsJYLhlCt0/E/wA+tZt62bgbowMnklAvP4nr+tWNOmDzRL5cfLFc4yenvVVoVvb6Fm+VpByVA7E1T0DmJLVhcL+7kPIIYAk4IP8AsgcjgdiMVJJA0MRbYrKvHMXHr1JGKjs8rEp3SEEj5SxKjkDpUUd4wRgAvMb9RnGCPX6mp5kPpdEzqyjb5a7i5CgovU9/89fSoheCKXbuUFhjG9c8dO3t+HpRaSM0QbdgtuY4Vewz6VVvLiWLdiVuMtjAA6DsBVIiU7bDrrUP3m7ftwNzEORx74H3e9ZeruspbbI0h2nqzNn8cf8A1hzz2qxeXLwqrbmbcuDlj6E1l3d6zHHPOxSd7ZIOc85o5dDOREsMd3p3mOq+coyQwC5UnvkDjr9TXMXwe11GRm+bBLcc7Tn15HHfjoQBzXR2l9IjbdzYYsv3246e/v8A/qrO12L7U0u5nDRQhwwbnnAx6Y79OorGytdhGV3ymPqCW98VkbaNuVyQVxznBwcD1x1/lRVeKAedLHltsLsiknkAHHX8M0UOae5T5rn/2Q==
DEPARTMENT OF PHILOLOGY - KALAMATA
Ε-mail: mathanas (at) uop (dot) gr
Short CVMarios Athanasopoulos was born in 1973 in Sparta, Greece. He holds a BA from the Department of History and Archaeology of the National & Kapodistrian University of Athens. He completed his PhD dissertation, entitled “Philosophical views of History on the work of the Byzantine historians of the Conquest of the Constantinople (1453)”. He has been employed as a school teacher in secondary education (2004-2018) after being accredited by ASEP. From 2011 to 2014 he taught in the MA program: “Moral Philosophy” and from 2019 to 2021 in the MA program: “Byzantine World: It’s connection to Antiquity and Modern World” both offered by the University of the Peloponnese.  He has authored five books and published numerous papers in journals and conference proceedings. He currently serves as an EDIP (Teaching Staff) at the Department of Philology of the University of the Peloponnese.  
Science Interest: His research interests and publications include the philosophy of History, teaching of History, Byzantine History at the later Byzantine period, and Modern Greek History, especially of the periods of the Ottoman Empire, the Greek Revolution of 1821 and the 1940s history.