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DIMITROPOULOS PANAGIOTIS
ASSISTANT PROFESSOR (Tenure track)
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ysyVqBGmUd6cQcCnOXpoOhqzdKihODDhMHz0+gpFup5WFLeI9flSeEu4JMDy3mvYHAIik8PWrUU7w51GYTI6jWnLaHCrfcdq5BAMLzO1IDiVERvn50T5UyEoScKcXMiTT73LJStvwda4cgvOqGGPEAiR13q3wW/4SE/iwJc8yBTDaz4nDirlJ6UmxDgkSKVYYUwc8jXFrD2c81sHCqZ75fvSwUeLWdKUXcOkZ70C5A8SfkPLzptRGQyGsU74zCvFi06A+dcDtebce6IQM++VItsLiifzU2AE0lIJzpjpTjUgRFcXtptHiQMh/IpYB+GnwpSQUkGvgfl/mlHDlhA7VIr0abhl505ToTXMTJjrTemmVJOcAUytKDBrEk7/AFrjKCqweCdYpxspBmjkCflQddgZfalKStOMHcb0EY8CUnxLMVwsOt2CW0DEsqKf805wviWIqDuZM4SQmNPOrJN22nBcDEBuDNOKwNqLSStW1O/6w44ooxJzy2/WrG84jZuD25Ki0RGPWDRwPs+E40rRJ+IriLRS64EBWSlCEiftQdx+5JwyDIIzGuRArH/T8xTDaeUDGautMNqQ4nBKlFQCO6q4bbOttoS6g4sOhMQSRnI3j70vgjDig4t9YV7x/EOW9IQ0yhSELKwBqaS0fZw4BpvTvDrm4ONt9TQ8vtTdhdtJwuvB5ojNK0yfgevSm5QnAnJIz+36VwOwb9ovOJ3iAWmVXGFK/cI5ZIUa9o5l3cqSkIacedKQNIxxlXs6elIQeWnPTTtVgpft9rhTIS83M7+KneashaEkHL6Uw1dPHDB708nCcA2EEjrTSQbRCdinOl47dao0nITAq3WX8lTTqMANcZu0sej14hskLWnARpkpUGOpIpLScUoyMyRBGw69pMd6k02MKEp6JFWKwxdtOqzHMQY2hJzq3wKQMgQYV9B+9O8SbbUW0AADJRG9Mht9ZKDprJ7VzmW0htTmFQ6H4/rS7q3mFFKhtOvzpvlgAoymNKuSFAidxl8pr0ru7YW7ds08lTi8KihOcDKaI+e1Qf5FI/2W85MZ1BkKJyBFMvYre2W2TDjCDl5gUq3JQpxtPMc1KPLeKQ7ZjwuLftnFKgy2vCPhE/WlBjIJvEqkxoZOcb0WMbigMQA0UdFdt6tnC23hJJjer+65NpcPbpaVHciKUSolRJJVKiTmc896M7VgnP8Am1OP2z9w6bRC0MD3ArOBluAK2jY16P3IftOSVeK3OEf0ZED/AMmkOYDikg0Ltkn8ZsOTuoJJ/tpNxYAQi3SVbSB4SfhTsmT10H5aT4Ux0r0idU3ZJSn/ALTp10/zWu2WX6UchkJmvhQAGQAHYR6rG9XYvpdTMEgKSNCJH7UyRctpeSSQ4MXaYy+GlFpW3XvTYKe+9KV50PEY616T3IU5b24/4JKj3mB9KxjSPKsQ60COg+XrX/aZ/nzrgb6jZNQcXLGEx3oXn5kCPIdqN5slGu8U2lS9d9qv+KtcMaIQtK7tUhCR4onc7CDsauXi86pxZlxapVvr9h5VFQMQmsKevrXr9K9HrwMOch3JtzSetYUKAiI1rlowkmIGpOVcW48y0FMWXjd91Tg91Pad6W6pwla1EqOZkznQ1xb9ak+ok+vm+I5bzTX4rWP3VtnIjLoKsOMOJtyHElZayBB101maveMXN4MCCWGxqlKsz8cvtW57mT1NeVDIR6zrX//EADcRAAIBAgQEBAMGBQUAAAAAAAECAwARBBIhMRMiQVEFYXGBFEKRBhAjUsHwMqGx0eEVM0OS8f/aAAgBAgEBPwGVZMR4pjsTEDFhJpJFOZczrG7AsqEje/zLqPWh4fIkPxEDTpw8t1BZGNvIW0IrwXxMy8CAxDDMmgzcz4ja7ZrdNiL9adYkGdx6g618Yt8qaLptpXxKfv2psWgtSYu5306DSsVg/wAVsRGt2lQKSD0BBqKPFR4gtxJMuXSzXu3Y3vp9KwJxMMjwwoFVpHlmMvI7lvyNqC3S1PPzNfPe+vrSQBJOHeBH1yvwQQLHXS9hr1o46LCs/wATHfDmLmnLLzyDcWHRtkHevs8Rip5pWgEcGHPEhWTWQSPa+U/kI1t0NqmzTEszWQm4AqRsvKvTrXEemxzIcra/sUuNZiLWrBYni8h3INqnJjBAUs3QedYnF46NAoSzmZNQNkv++tDDO4D8ZRm5rFRfXXvUUGHjLh0DDXU782u5rE4OJ+HGIVK8TiR5lzLcdTmqd0wmFQhFVpiufKNza36U8/IvoKJv92JAvekky14biPx4xepoywBFh59qaASIQ63a/vp1q8a6cObTTlXT21rlMcZKWzbW3FCSMsVa4KAFb14s63w0Sm/KGt60EOUegrKe1EGsQrHYVlYbg14ZpikPY0dYyBudR9BUg5SwW7AUskhAutjWJMEcN1KyvBayBhe5sOh96xDK0aycucNEo267isSsZxSGTl4cSe500/falx+EAA4Wa25tWImglN4xl62tSiMtzNtuP35Uk3hyrzBT01tvpWKw+AxSMYGVZB8v5qVTDN2ZW9rXqObLhOI5tlW/0FQ45MWubDuxyGzcpsx9SOn61xk+aSNT1BIuDp51iMMiYxhBh14f/I3761DghEZnmdnTirJGrfJ5elY2YSSsUF7H19qh8TaIFeGutt0B/nTyNKwcoFJ+UUZbS26af0FJPhVFmjVvWpsRhGN40KONiDp9K/3NSbm4/rXiGLaOBIoyLcO7ew2rwbxEtiZEfhRQMiBIlNzmFgzabX86bw3BSMzsLs7FiTuSSDfahxbkycr35gD+lYqZdYzy59Bf+9YZAA2Yi/n7U4gTXS/Yf+VGpfn23qVSszMehB+lRok8YOgHepsOsexFu9LyvpSxrMQjAtdSWHUgDYVgfD8MJTPBDIksbWCTXjBF9x38u9BobC8bXsL6ddKkN3Zh8xqfCRyfiOeZf4R28/ejIbn1+pqLCNKokbTqKduGtiPKnR5GzKt1NLDIAMt1v06U7ubhtbd6G9+1YJAHDMCoIsD51yh1AtnN99fQ2pv9SDEBoSL6G24086EqzjioCoc3yNuu1Spe5zhVtTR2lcX0Df2rDyBrIXK6afypjJazAEDW/wClGcX0S5HTbtXEsoJy6jbqvkaxBzMSOv8Aiox+JHm5QWAudBc7XPmdu9Qhny8tgotlI6jamiszSkXe1gK+GnY340wvrYbDbQVgPEfjTiE4TpwJMmcrYSHrYWFre9GJpFtkJHpXieFbDSqxTKJBpUW9Z+UAgW9KmZF1UAe3pTSa3vema5NeF4JMZK4kBKItwR0e4yn2P60UK6DpYE99taI2Pasx7D92pI44wciIuY3NgNT3+7FYZcdFwTcn5T1U9LfWmhbDzvDJ/FG2X1AOhPtagwtrrU/N0t70fKt/WvsxgXOCxc7qRx3HDv0VAC1vItr2qSMkHuP50ZFOmlxvXv8AfgYrs2m7WvXj8Ii8RclbLNYg+orhK2zGjhRe5e4Hn/mjkQ+n+K8M8Dl8RlSWSJkwiasT8x7Ab696kRMNhLIvDVIuGgGmnmO/c0DoKmwN5GmhFybXT9RQ03DA9eXr9+DQRwRE7ycx/SvtN4ccXhkxMQOfD/xW6joKIkG4YUAzG3Mb7BdSem1eC/Zd5cmK8RsqXDRxfMy9C46fWlijjXJEoRFFlAAGleKykukQ2C3IHeutDe/UbVYHqKH3YTDx/DwZhmIiT+9HDQzwMMtivXoe9xsax/2bEuKzYeSOJHazqwY/9bbV4b9nsJgM01hNJbdxceym9vrQ1APlp0t5aU5yqz/lUn6CpGaR2djckn6dqtrVr/d//8QAQhAAAgECBAMGAgYIBgICAwAAAQIDERIABCExEyJBBTJCUWFxI4EUUmKRofAGECQzcrHB0RUggpLh8UOyU2OEotL/2gAIAQEABj8CWThF7JFllruJ4eQSV2utZWfQd7m0TVc/2nmfoGSN7xRafSpll0jURjVa8rhmAY23EBcSxvxZXzbCSKIUZRYRFxHbWr6FzTl0DE4zMs0sk7pbxkQNPRCfhxuisqUqKlda7HH0aCXPfQlpwY5qRwpaTqI4gIohTZedvtYOSzM8VO0oTaiE1MmVuYNQ6VslYaYVsrA+az2TzkE+XhhUvO6yExTcNBzEBCJDQEKtzNQLULL2v2mMtmOMGOVBAjkiCM8kUt6h0kvVbilwCE7FwyPk8hL9FTMZhIbY0kvkjYTNbWMLwspWK6Zz+0TvchosN7fRsunP2gaHMxL8JuMRZR1S7gwZdgSsnMWlmkcXkUfKRXKMvmUjyVDo30aLgytcx14jvmZLa1MrE9WODkkcs00s8sjhArcNMtIsagnUBqMx16DzNOz4asjZTKRZW8blZczx6GuxR5UzBpQg/djMFyyNLCWLK1VSRPOlDxDpIadUkXXiaETxsJ42Chzu1jVBH11ZBJr1Bp1OFheFJSUG4ulXlF9rUDhY2B5B7KGLYIkuEMorUoW0qbSHXw3VFbabGtpVmmkzeW+DOOHW2rw6Wo6N/wCw2O2Ey3Z+U4/aGbsg4k4EhgvBvkijblDGhIrqopTH+Hw54jNZXlky8iO9Z2POOKlUu+zSg2JBxl+xciHzOcd4WZdKCBVDEu9QoN4oBvphhmss8PE/dNupH2SKivTQ4KyxBnvJ38wDTfpg5rNqrcGs7xxkUmzCUtWhrySeIj7NMHNZhrZ+BNIwI0ykD3VdUNQrhKKGPNRRSlDXM5jso/SFycPBuhlWeWWj3yzM8V1oLHntpbTbGZycrqrZmFgilvErAqLm3bU24/w+ZGy85U8DMBlAlK6Ex3A6j7IPtjsufNAFOMWjzSVZ+G3wyDWulGqbTaaHyIGYU9nr9HykcUUWYnDfvCxiZlBkEPEZrrbVzBVV54hzJj6Llo0k4uYR5Mwo4pWPiXay8OtAaaLHE+lQiqBhMx2uWzUslqshoqRuIbY5FjtuPK8q1PMXo5qzMTJFHl/hu5aNgAOGpCRsqJQHTkC02RcZKE2hoHJY9Hde0lOtpqRw5ZPUewpjixxEJK8siOWC0jRcy1fKxhJxHG+1tMXojot6nmJq1Vbg8QLpyzLqPcbDE8TxXtI0YXl3PBCSVIFRWeRyTp3Ti7grcYguxrRGkAZaru1Qvor6bYrDG/DHPQluJEau9FcUNaUbfxYpVsvKsgjlFDHESwIVnppqAVpovdFQWXBL+C1qNqoodw3iF1AtV1F1WuAJftGcxSStILcuY+8HVrpiQRw+GbKBa3Anyw8zrG8nGeWXOAMzuXbS27ZV8PXqcXOJiyk0kQc4+0LDePuOPo30ybM5RSoTigVGtaHSvEG1d8VZFUglTexDafW1xLlsvCmZgipI5AJlFsdrR0FIyqstxIVmAGprqIstms3DkuzsrE5YxcSKaapZrs1KVrMQGKx1agBt13EsHYWczuadcu5LIOG6v4lWO66WOnfLJ/pI1wFHw5xOYpeOhQKT1koRIpqe8NPQDDZEo0XbH6PXTxRyc0cg3dF2HOouWm5oetcdn9sfpHk1ig7PimeHLZuksuYMrBI5EypdXsQNRmdvhjmoWtXH0XK5SQZOKQmQz25mDJq9TSwxqvFavw2UePiMWbXCJwI+KqrdKYlD3DRtl1YnUsa3bYoiCo60Ffav9OmK/Uus28W4wpWOOlai8eK+rUP2vGCGDHouFDRr8MSJaBQqCW9PEjeZ00OLPSIcw0ql7A+9Xap9cDiFT3akUBJHr9quNgDTlHQU2PrvpiRBCpU1uNOZmAI5tPFptgtHDw43SxuSjScRixkNhV9NEBryIulbsGCZ3uQsGB0lI+y4Uxund771NNAti1y6Kq8N1+GaCjemnj6WtQ18uq5cgSmTvAcwjpShan8vvph8wqvE8IrG8Nwufazl0qw6b+eDm5byJllCpbRozH4j9qo+Qwt47LVtyJc58T/UBJQGnTHZIgNk2dPEzUuo4egEcXqCWLSNQjVQNq4y830uTOQuSqq8xkVJPGmhoNO7oMLmm7KillB0kikeLMq3SgZmVq7sFCjTXGWzU2Vnygy0L/4hE0ZibMtVDleZdw6O1zDmtW3GbyvZmSZBHmUyfEi5C6xqkXEMnRaiyrbW/fkP0f7PyaLm5uCs7gVZpHrYkjNIbxDzSVFOHzFkrtFBDCv0h4g2ZmYczytqzGuugNq66Dl6YJH/AHirGg5vc40/HBVtjsVOo/AfhrjmPWtTqevtgkHXFQw/5xSt3nX0xzioO+JqrGGK6P3pAKaBR1PTXGYQJK/DEb8VTTlc906GgAvqSeU2lidFwY80siRxROIY4+aZqfWkNyoXHKXCLVDoF1qcxFDGhluiaE6utaLIjHxd0VaorWoAwuWy9CY1pDFBGIhGEWnLbu1vVtcQ8QSceESCRXJKmZm5i/w1C8tBaK0pUl22eOLuUVhw2uTnF3KSFamviAOFNkayQRR5ZYpQrB6VKG6mg2qKb05sRPmBAmYib4YWMIJLd4plBCk0HLJZdpqTpg/sboTDwwqCt0nNWXoQNQanyxNDlczlcqctGIs7mJpViaSMJZGkRPdmYXXGtQQNanGfzmZkJgTLTODJFxo+MhuAhV3Ec2YahTQMU52NCVrm+15+Zov2aEszyc/M88nEetTd8NtG0WgfXA8qHU7nA9Dr64JuGn3f84rj7zg+f/GNBpudfIYqPL7vPTGlbu9jQUNMMNzTHGgQjuhwK8yBtVYahh5EjlIXvYd0jklDLFKWHNwaIt8JI8FxUxttap6XUETBRC6m97m4ZelQyljyi022g+Wu2Jp4G0EhUdeVmIFG3FPQ4mDzXXMQY5wsiMet133b4eSTKgMx2V2KgdKV6eWLZ1vVtKSCn3N09McKcHLb2T2ly6dDoAC1BrUqK9cPF/iK2pVBJIsqvad6gBlqOmvzwiygzQ5i58u8ZQR8dV0MnIWLENeGUg60xH2nFGsmZmjjLSRluIeJJI8WWTRJIMsL4hYlqyTmSWrxlmOSEzl8xKrTTtaBdNISdEoLUjFFRW1tVW2Ioo1HLvoP545fP3xWuxr/ANV6Y3/PrjX7/LHeAPSlfzXrhlHe39Pf/vBX0P4+2GqQCo1PXAY/kHGmvt5Yap7tW03NutvzphJoMsskGaysNuo4qi5YpQGUGtfjC01B5rHBvGMvIxmW+2MJMnOq071QxtQqFUUuG1NMQxBHq8pFFbXl0B13HmpHzGDHShJWu2m+uFeeWKKRSY2VrQeWmvzriNlj4RTqHLC46Vp4fYYWNsxI7BfHXTTXvdfzTBM1sjrrUoFJ9KraD7nEOXidmyyTCQo4Pw3tobDqClPuI9a4/Rfs7KGOMS5bs8WZOqIn0lYldm0F8kg00ryK1ZWe7EKsdUjT01t2p7aU1+e+FA9N202xQaffgjQnrrv6DGie9CMagjy0P8/fBFfw2+dNcEVoRvy2/fUDDa+Y+Wm3zwep6+fp+GD5Y8q64T6pvuB3oRoR5Gu2m/ngTRXcANDSznVGjZjIgr4EmkbQmgqAxqC2Mvnbw/H5GVircN+aWi+NQputAATpqEU4XzBKqSK2k+KmCl1xNat6jFD5CmpGmDCsi2DhyGgNSzdK70HKafa9MPmCoujA5jQC1tDqfbzxJAbLq6L9YdbfUemJ4YkuUqWyplUFWbe3nDKW3Ax+h0FuiZf6RPECWKfRss6RCR+Gg5WLyqkSWIrhAcBVXbX5+/qMXSuB5Dz9Md4DyxuOuNOv4YYUr5aY6AfjXFG69POn5+/DDSve1HduqANsXoe7Wv2j86nFGGtf5DFaYdyuhFPMgd5ae7Yg4j0izYfvHQMw1B1FKswrQ064d3ikf6NmKExqxRSvKocJUVdXD1pUHc0xdad9+lfL3GIj3jxBcdhzYPBqyKqpd0JHep6VOKSi4xW3fb5QV/8AYY+jgUnzVhk6hIVev3tT5YZo2oA9669dDvXEJ58ssJjHFU3txK/vLeSoXW1anr6Y/R94onjkfsSTNTu6Ws/EcIHaiiiuSHVBS0Wg66tJn8/mUiRAxC155CPCi+J9qepAwydnh8vlhTWRo7mF3SJkYjTTfTHD+kLQEm9gASeg5W/07DbCx9oS25i0c1rkHb6gZaV2P34EiSXhhVaU6660qcMCSbRU6aj29MO0soW3uqK3tXUn5aa9NcHhPIzCi13rTva+WHYfFSuity6a9Wrp6UwPpEFn1iGBp60A+7euEzWXdWU6kjpXoRoQflgUNV1/nphlpQjc+lP6Yjy7atDxIwPMuGi+4Ag+hphoY44phNw0d5iRJl1FwHePxaDRPEDtVUrjhE8jHWmtf7bY4kQJGlAuoB8/PGvKeoxm8xFlpJ4haL1Ulf3KAkW6m0+lARjOsyKH4YMZlG9p1T5hvD7YLNKL3fuKKUA8VdremMh2S8rwQZrtHLJLMVuSONW+M/QEsoKqLhc3LWlcZ5obzHBllyMLTCkhhizExE0vhLSRrExIFutqrphIOKI8jHciwqFFi6XMZDqXcLcy6EXW9KYVcxBl+KBSRm2bzuDFq+4p7jB+h52DJslaIk60r/AxJHtdTFyZhZTXllVtCDtsSNdtNcELK3DK1HMWTX7PSmJizXSCuqEmo6Cn89MStfzlipBPkNCKdPT+mmKwJxLmoPT7sXTyxwr5czafPAMWbuPiBGg+X98cGS45Z6rIpQ2Hm7wrQD0pviOdCaOvdpqCNCD6188Gut1fz8sCSMAOsrNIRtw5Xi4Wm551rTrrTGbyqZNs1Jwr5OC0SNDRWkVor/3oZa1AN6V81oXY5iCAIO5NN3aeG/u10xdG+kb0kCmobpVfT1wJI0c1FGtjci8b7DfGbyMISWFGQLfU0vRSVuBHU7eWKzhMoxBljNOGsganIGPi20rjMSOvB7QysDS3KABMsYq91KAhxW6niocfo9k8gHyzL2zkBNMrG6UNm4q1KKzIpXe1bttaYk7rVRWVUTfkHE0b94TJfV6np4Tgdm/o7k3btPMva0s0MnBy97880pAoALmIxLN2h2q2bj1IaGdwrmnMIo1FKBqj1pgNxCD1rJIG/wBamNgST67YsEMsoJ1bL+Lu3XQcq6a8yAEjw4yseYNUzC1C+JPQjSnzFcTSRi0681TXzPSmJZyjnLxMS5G1OlTtrhEygzNC9scOSThqB9afNMtq+Zpth4IYJlMbFSVmzeZvI251PDOnkp9xgLn8tLIdmSWCpI8lNI3X/UrjXfDfD4OZQc8EqqrrUV0u19iNMNlXNUDchOrsLh+GGbYeZ0Htr54eTVTFMwFFqJTVXjWm7SIvGso1KkUr07OymS+HK0sa5pqaSRWqOQ9Ekpz1JN1y7antzKZ/LSIzZzMvk8xY4RQJGCqrUCEU127pxPlW0aKRo2Feo5f6aYhyq5LiWA3uWUXOzEk7Y7QkzAZo4pASiAVdxGlgJOynqfSmIYBDHHDG1QBrKabVf6voNOtcSxxRRxs0PAvQtday0cHzuGmOzGy1ZJx2lkTClWF0v0lbFqNeZtD1K6DHwyxXhoup1ZgtrDyC3BvZbQMEUjQahliW6Q1/+xgyA1+vG4rTBGUZli2UcQyGnX/xgfcuLWlNp86KfwH4Uwryy2kd97rmp6f0wSorbUXUHlTfz6nDA1UGqfM+fnXBhS2h5rXAZHIPVdj6VwzLkYpEGhVYwAwp5adMW5ns3MIakmySinfcV9dvTBXK9mRiRj4lUuep9Om+FzFk3Zmb5bZYiFBj8Oq1RgPLCt9KGZdBb8SXg3e1qOPkbcSpIApFaIpBFQPNSR/tr6a4WMGkxzMcp+ybRHcvm1Nbj4tMJmrQRAhmOgCgx6j8aD8MO+Wy+XKh25pZCAf4UTT01b3xNms3bDNLKS8ZFqVO1hBPL5164IuT78dq5iIiWBp/hPGfhMLEW5TTmBoaV+8HTFT06nAUbD8cfo9Ew0OeE6/x5OGbNj7jBX+IL64RPEGoK94mvnjmRSTr/Fvt/euKtUAA9wCv8umLliqfWtdepxwo0tB39cBQtCqkn8/muEh/10J820GElUUtPywpMYa5Pltr0wG+hwlDrW3XD/smXjXzCJxOvWg/DFloNg7hAIAIp682GMVEpXUa1A6FTodcZiF1+GBG0RBNGOoN3XSlem9Mdn5mIkBWkSS3u83Dt0896YyqW3t2kXX3jVOYE9A1yg/84RDHl8utpXg2R8OttUcyaEarYa/Xr01GYiyMPCVwz5rLZi8f60ANPcEj1x0xmcoS3Cy0/Ctt0raCCRtU1PyGKhSVoGPt5+vTbbHFzj0ZmokSqWZvJQdqk47H7QdRwsoc9MkIrcJEyc7QDSug7ztJaptsuq1rB2pduBXvEmta9MXEi2gtShLeor+aYq0g9MNHG3EnfRQDWrbeWlMDP5xGhGZAkhy70qImFySE+HiA1CtrSh2IwZpGABWnn67U/HHw9igt8yR59R6YpLpTQdTcevypixZ4+IlAfPb3wmqM1K6DBOxK/kYOumu1dfQ4Nmxrp/LBbqVC1/796YXK7Rra/FYVS/Xk3HTWvljsPJuQIMusnF1pycQI8nzCaYmGWSUSvVYqO2m2r81tKjbGZyQQPBLVXSQ6UYaMpqd99MaaY7cXh1BzQajai8FBp9U2ncfPFqiinUHevtro3mNvTBzEhPw2pHXTmHiqeg9OuJsk62TP2Pmlys0loMuYMmWDxCprdwePYfJmxb5dP6Y3FPKutOvXBCyG7ZRX+zY+nZ5rzcGCt4BdWnNXEQhMd8YRLRSqUAFKD8eh010GL76hlpQa0r+fljqpFefSpGlNfTDmSgLEsCfSv9P54rkZCGHxFCnlqNLSBTRtxXAukMcq8rxE+LqaV2xqzeh+WO8RXmrprpilx18tKf2xvUDc+uFmVmDTBT6badK/jjM5aUmmX/Y+vK0Z7y7crMxOtcJlj1ADEfWxHEpLXLygsOUdNT0/HFPgHr+9H9QP5Y7RjibiF83IZX6AiykQPiKmtz7VoBtXBHrcPfr94xSvKOnTXHZE+WlaKWDP5V1dWodZkRgCNwym0r1RnrvjTfp/PFSSNDp6eeJXU/suVkMQYkc0o33+r3emuNuipprrua/3wmYgLpbRm1IWQVqUf/Tt1B1GIVLa2gMa/eN9KYsXm3ogo0j+3l7tpikUCwqdr2JYjptpg5jMG52pcTtQbCnQDphM5l1J7vFVfEhqNvPy88RsNSRWnX29xjenvjve2Haun53xQZhJM1GlkeWgIaRpF0ANpNg+szbDYVxme2pWHEz08sr/ABFuR2IJFneAXwtjhxHiZ2rSSyA8m/dqPlTpXGWmW/iNdFKK9U8XnTTAjvU024iB2p/E2tPLHaka7QZ6VajxM5LGn2QQQvmMU9QSx6Drgi4UvArUDTUV+VObEcgQO8bxyK53uRg1Rrptp60xl5U5lmjjKkbGN0Dqf9uJUVaFoyBSh3HyOPpKOWhjed8xEAzMVvYuyWgksp1I10wiHOJFI3gmrF1qNJFjuJPsfTFA/fBYcoYUp0pXpTUeeH4LWoFHvcdfQ6jXDGQKZB4nkqaHXd2r+OmKvbp0rdSmBaDyAjU96uDxrEu0S9xrpQCl3vtjM5WIEwtAMwPJXL2vbQ6Bu8owEP5P9MN5a/L0rjPZr/4svKy/xlLUHzdlxfmHo0s2/Vifw/pgoZqraHRWLd1rSK6+4+WOOaRIEPFI2PWtK718sCOEUCzySBtiValo/v74D5zMWTHwB6UXw9MTojGYvJxp8zU/EnZVDRnoeDQ7BbWkdALQMJUte1DqNB/f20xe1te8oqO6SWqVBrQ6YsSpYpxA2wA9a+HX8MdjSOfiQZWHKSUNatla5Zj7nhq3s3rgqNNCCd+ldhqvzxmxapXjOVGmzjn30oda++Oyc/l4+AsOfyc+aShtzGSjzCHNw6nlk4WkbUO++BYIUmi7LlzBMTmKyVw7RXlSKWspSh0B35cQ52Htjj5uWNGly0sICKZmASNJo3DVW4XMVatDXGVRMxkc5Lm5RGRFxaoDuwMlA1tdaUFFOM20mcQpl3ji4iBUvkkWPlAJPcLrU/kN2Z2VPI/MqPKkcVKlULG51I69NcSZztTNHPZ4gMgPdgp00ot9dSaUUYlz+bqc3nQLSV/dwIPhR/Z+s2g52PQLg01PmN8ab+9d9cPDDab3V5taFYY2BrT1kKf7fLCjcwortT/5G2XyqvXpti7MNWiWCo6L0+WFUuLKVrXlI3+/0xIAwtQcvTTz9caKzdCfM1O2u2M3lZM9lu1Ic3XO5HN5Jy6vlZHcKssXM2WljKMkkZLLcGdXZCGIcmoPL922LSK6gLroMMVAZqWcU17qDRQBpTc+R8sZ7sidgCzfTsrWutwWOdaeEikTUHmxxQASGlKmo5fx/lh+UitTT8+mLZ4rkp8xWgDD1Hp0wVZFnhpbVgBIF6K6ilaEDvV22wE+lzcGJ1Kxlw5UpRhQHVtuta4inbPEtlWbhAKNQyNGemzK5UjEyZiSVopJxmDxX04gttNN9LFtGw101wvBjF7alzq+/T6owINeHG18zHYkHb2PXzwkI8KqOU2nQ1G1MFzqSW3/AD0/HBp1pqPTGbyQ4bwplIYpY6fETjIJC9ev7xfbHDBojEBqbEeZ3wOKiyBBRRsCfMjTywwAsW69S1SKHwW7AeeKxxcCUd6ytDXz10xzHXHaJbmeT6U80jc5WIDljVm5kij0CKulAK9cKUS9SNNNjg8Ls/OzKdLlyk9mv27LR/upi1kgyqN3/pOYjWzfdY+LIPZULYyfaZzyPJlnqYctG1jxlSjo0shViCpr+7Gor0xDPE9yMFIKneutf7+tcA+QBPWnocHoy6g08XQH09sLHcUaxtduJzaXliNNR697AVJVHIkn1gS3g2waUUIQC+hOu58gME97um+tRQaVA+WvrXCiIc7il3keuGvK3byHrX/vBfw9PQYKq1NdfPAr51A88ZLNqzNl+3exuzu0UrrzcEZbMx9OQzZdjTokgGOLHXhSaqvVW6p7fV9MFjXiMeVemmm398XBObZlAajfL+fTDCwhm3FPwxRomr88EzNxGYnmalfWo10qK0xygb6sDaf/ANbfxrgqjXVGxNx2+QxzPVq9PDuaevrg619/TXEnYuacLJHdLkST+8jqzSxAfWi76gboW24ZJQjxaP5VqRqfShp8j1wWSvQV3PsbT186Y00rWlTU1py0ps1d9MVMZU2oOICNANbdywSgO/XfD8VSvXmYddtB94J1GLVGg5S3p79STi4gcTuj0wUBNT3+bSo6e2KAmrCnlSu//GKkadP74W0VLMsaaeN9BT5HH6K9rwr8TseR+y538Ry2ZjieC7yEc8D021lbARzuBT0PQ/39MPI96srW2UopPerX6n444hqTXu1NCd7vO0YSVxWS48pNAK/+Rh+fPbFZGQMddXt086YNTtgDzO2np/XBAYNK1QxGw35V/wD63wfvwRXSmgx2/wBu9p5Zcx2f2J2U2RjSVKo+c7cSbLNYToJIcjHmakcycaP6xx2j2IZuLHlp7stKyj4uWkQPHf0vUEK9o1IJ8QwpJGpIcD+XkSK+uHFRoag1e9Ep4asou2A0OpwQjFKm6lVZtOmwKjzA8+uLHIoaF6UupTzpSh6YISgXvHTYgnT54YAniMSKV136enthiW1NfPf541OmKDujvN01xExSuU7P+M5I0aT/AMQr6sLv4R647RhkodBIARXnjZXr8tcCmFr+8Xb7S9UPv0xxFWkUYpQjdhpwrRrp4umGkvR6dxK8zt/K1eo36DTa7l1+udfb5dPT9TeoK4MUu4FVJpQpr+Iri1KiNfF4n9h0X1+7HproP6+eMlnWWmZ/SHN5zteaop8PiHK5RRXdfo+XVwevFbocZ6RWtkPDmiPWNkVFm9SjAxqKfV011wI5LlYedKb+Cu4NP6b64qWHDs51rSp89Nivpr5Uwl97kjvE6JoSKi6o21P4YrFbsAQDuDtrXfHDi1Y00DXfxBqdB0wXYknUXeWK1LYuY2jyP9P74iyeSjueRgugr5BmYjYAaltgB0wmWj5n708uxll6mnkNl+zh8sDzZyRIEFablTIf9qsT+qowZijM6r3FNLz56dT4sSq0ZjjRgpC15fqommp9+lScMbSNaUGgFNKfqr3V+s39PPA0uYdSK6+mDiDKQ80+amhy0SgFiZJ5FjXQb6tr6Vx2N2ND+77O7NyeTWu/wYI1LH7TGrN6k47P7UJP0eZ4uzc19UfSVkEUhPT9oMKV83GD3SDzKd/kPQ4P7xSDrbcP5a1x++kPTmJO3v8A3xRpioX7QUU+RxSt59P7415QNqfnfA5a9fbC5TJoZJDQsaGyNfrzNQ0WmopzEarjl+Lm3Hxsw4FfO2PQWx12Xr3jzYOtPwxD2ZG90XZkZ4tDUHMzhSa/wRhV96j9YPkcRyrIY28ca/u2r/6vtzD2xJbGzIG5GvbmToTyHXzwvvjU/Lp+v9HIWF0GSzDdpTClRblIy0Vf/wAloaedpGKeWM1lNQZYJFjYbxZheHmMvL/ongTXoMHL5vkz2Ud8pnIz3o8xlyY5R96nHn9rr/z88GsYb1oAcVI/P59Mab+g1p9+K+lDXAXKoY8oCBPnXWq0BAdMsD+8k+1+7TrcVtwIMtHTYySHWSSSnM8jbszda+woMHGe7QlOmWgMlvVnqBHGPWRyqj3xmM7mGvnzMryytrqzn1roNh6f5KXdcCtT/l7d7YdOXJ5TL5OJ/t5iV5pgPZYYvv8AXFNz5DCx9pdrdmZEklgM1nstAxtIYACRxXu6jpcK4i/SPs9Wn7A7fihfMzw88MObFqpIzrVbMzDw5El7khBAYtuCh3FfycaDGoxtVjoo6knS0Aakn0FddNtFzPaatDBoRldLj1+MwqBXrGCdO95YWOGNURFtVUFBT5afqP56Yy36PwNrKfpeboRpEp/Z4z6mQGT0sU9cU/6/4/yH2xvg+39f8mcTJZPMdt/pHn87mMy3Z+XRo48rCtuXgOazbLwkV1h4gVbn56eWJct9Ml7GyFbfoHZrCBQGNKSTqFnkNBuXA1wD2txZmzCMRmJ5JJNQDfcatKTCWhzCxR1adgsa0TiHGX/QX9LoxCxjOU7EzOchpk85ll5P8HeZ6wtmIKfsRZz9IyyxRV4ixnMtPk4Gm7Glbuxqf2Grd0rU/BI/dyLQA8reFmDxmtRtTbF8cIigB+Jm8wRBlY1+uZpDTbwqHc7Khwc3k+0sn2zmoDSSWCRX+jtzA0y+rwitVDMnEYAsJAptxygAbU/P5+f68xmp3EcUMTvI7bBUUsT8hjtHtSWv7TmGKD6kSckKD+GJUXbcH3/y/L9TfrOJpvo8fFdYQ726sObf78Tngp+866/zws+XRYpV7RgVZABcoIzINpNbagAEjUgDErS5SOscJkSy6GjrlM3IGpCyCt+WgNetmtQWrmuxO0O1cxnuzMt8OHL5zh5kpHqtn0iaN8yyW6WtMRTTbHamdymVhizMOYhWFyglWISxK78OKW+FKsTS1AV2Wg0w8jzvI5el0lJCBtRbwbdPq0x/iXY2ezHZ2ey8lYcxlpCjLVrSCO5IrAm9JFZX8QOmOw89m5OLms52dl58xJaicSV0qz2Rqkak18CqPT9faAikKcRoI3p4kkmUOvsw0OPz5/5NGpgk7/q//8QAJhABAQADAQACAgICAwEBAAAAAREAITFBUWFxgZGxocHR4fAQ8f/aAAgBAQABPyE00Brwqi1EiPSmNqgdDqsBUNIMKbssJ/zzNSL8Hjqoot8Yt9I0Aty1NB0YLoRVpXHdp5eAAKgadGs8jc60yaZAu2R9yDqgjgPKXmlXkbwhSvJCNqyp+P8AJECgi0oG4cZaceNWjTPuazPk1heg2EzHFcqZ2U5QeZjFTopkIIs3XNNFX9mjmVH6IatTYx19QDLAUF70jHYrVAIt3IQi+xCh1Ykg8sOkIR6KN9btghBujI4Bu8q+jIpzAiyYBeuqumYSilA0iNxKzt645CjrLFi0HX2WDm6Uh4PKulMDuWFLLBRhALPRRDyVuUxCkRE/DWDR3uBxf09i0YisuQXboEVPI/OKqAIiogt/bfc21CVpIPZcsEGA6vfG9M5lUTYQfYAgZWIRSoBJyWljUEcAdHAnE2jIGHVqbSTDfaHe5RYLuXYd+2uvTgjHFDckiq9xgXEkC0KAG1BRtQlnNiTdBowodOCQgJ07cSREkVaTsYp0BIDBAh6NuS9RrQkZTLqxJIwewki5OZ1LIAT7i5JoMCzbCUZLSYqTZz1bDbauLbsKT1UHbvh9FzToPUZC2k9KCWadBaBO60PX+pjQKC5IquijRBkVMe8XFo+JITAURWyK0FPemzqwAtrOEFSxDFh1C5unYYY9lF1CyFAKlkCfgUKEcVFfJLGnqkXGFXA0R8uR8sD/AFwN4G1Z2OxeH6iaTePiI3vaTbW9n5uOFWsCLReHwFpPaMAgECMdnQOKw0qk5EIRNHENmCNCbs9t+CF0Xbl8Y00rJ/UbHzgnka7ShKoS+pox+lhdGxAH4lIM5FESBvEOBgJLoLHY1Un2lcegEXjDpHSRY9rht2lONdY0U69LXDte4rkZvjAjhjbtA1Xl1hLBEH2sWlR1r3eKNfNSbRCshjeFg8jwxIy8Jom451/Li7rf22GAykjAQFpBqnwvZM7+Han36kVorapgsyDgB6NuC3p2NqhCPfYSAWmaAB9IhaBw6nu/PcsXlaXprT78ZIjtB2157Rfu5aIG2ae9CXbXyPcJSNWwpxGabuyhN6xDMqh8af8Axm4A2TVdG2eAT7O4H5Ya7DaD3bkaOx9u83TBNg24SBFJNaJJDHaWqBURjOaqAuQuWjdq0h1LusrCOQoDPpc6DakaOBqAoKrJHuoyq5PNs8dwGWLCzdMSkaJdSqh4ReJJhlG7mEFKoTWhfSYRulwbAYkDAMCoZStLBAB1B8vHO4kvt10Ach+TVdU3TZk8qaAzYFh8gCG2UgRZGVgvqB2IV55f4z8CGPy6/GMyEEWD2Hy13NmAQ/zf+Md/zLQ2+OsYHoLF23xHzGG2QBBu17/GrhDWfRIR0684uCtzUHxp/wAfXmLEY6DydSnr3LQ3K6YzkuLkjqItBQ6sBCRg1RFVHhvgEAtxAilVI76rwIiopkK+TCSHtI6KflNWaUI0hW19H5zS/SYIQ2MeJohvuBSrNsPoyr0NnussSOyDzcLhqXDuL6NWOa3QtX+Q4b1Ai9n3aGnomtXCXgApZchbDm2ZUWWijAakNHDMkgeDrvS/eKNiQKkv3RdfOGyz6KzfhPy7h5b4E/nj1utYdle1EFaGlv6c2tSkNZyF/U+ZPY+xxJt8dSjv1k3ejVjR6jRZM7SWnYcD6SZzD4YtppX69PjIqhPnoe7594Tp+HenwqofW8gQaBEKAetrgORgXu2fYgBS5G15TuVI9VgjtfgG/XYJAQW8Nvdy+dy+H8hyljDX+PMRaPpsQrN9Hl9zAoZoB/PNpU+sEWincOaj5vp857IAGh0saoOipIE6BvoZwlRVspzDIZnwrcDk5tIVpbt1e0Bpt9X4DIACC8r+p+8BHR3RJ0VOHvy9xUog+zZqcVk+p7kMR0aH1vivG5iDV169l6dHn41kc0Burc26l+XPxOnI1tEtA/gwkNBoGvyvvH1i3Kk7Ddhf5dzNIsDqsHgj7kgSKRwGzUG6uPkOowgkwDpLGyMBYFFKUWFBCN8hcg8XXgH6Be44U8H36d6+pvHNXYiiNPu2bfnFpyfzSWCkqpV7jeTsvoGB0Io3oMKZ9QBuXoG1OrfhQ8Jgk1JEN0e3ub2g8lCKyzu9FwZhR1xyxdhreAVRGlUAUFPx85smv0bjy7f1cmBr0DoWdebF/eMvbMs0dX9vzeYsAdFH5vq3hvBe9pNUPPrW8oOqE1YGlvT6mDtHp9g0EH9pu5uLNC6gddAmi4oAbj08H9fGbvBaP18Px+MTAkcJRofGj690ZIarQkQG2boBQSLjPaCkLEI3ZSch06AxYx8mulHHnsBNIo/v85VMUKD7GfAPxlvEdtqw/Q6TVL3EYTwhomPxvGmOzBykAQwg9NzkRKOPi6ndg6QoBtDZWM0UcS8eACam1mfX5mhc7Uo8tgc1m1OCGqK3JXQ8zvwQNmsaRvSdJ3FtLQR5U6tK/mFSILt6kREH30PHALEkPoSDf2fMDjtGyiKPw2gVVxMwQ/zxuLqFpjvkm35XufxH7ymP4ioI2QtG3Dge7tCqqrbfI/GUY0pA4v8AQYmoVH34vFWz5xQ2u9oQyS5PjtdZ3FrJLyChTYYmjxQDVC8Th0VPnuTqpCtAVVa9D6uAgcNJpvz++/nAzsFn20UrX0DNZPdnwEXbwCq7NOZS5AffAjX6UfHEfOFQkOcq1iq8Cu2gAoEd/VCJPrbrtVqxuWt1KyT8K350aiojMG7vnFSa/aD8JvAhtzTGzBBEgjY6ca3BekA0rxX9bHC6pSAWlGyGwflh+21wXw46+CpHBZrFBdLDS/r97wb2AXQi1RH8LgUXOPCt+lgRyt1jSgA4ttNhWv5shMBuNIXT4AJMRHJF5x96fbh85bE4wEsqUZjyKWZ0FcsEctTdRpQwSu4e7dcnEIPeXBpGv0Va7ts+msQFxU1pKw8U+zNnCYyvFovtYIXJAL1tKVhs27XDvh6arJGNgw1SmObrNu5RSSoB7sijwE7GEZ0zd1DNk+tZBFCQVPB1m8iAqpBzM7jaQdBQu/JdPUYVaTIWIU6BDLRFIFbcpW5rY11GPD5V3haYWBFPSkb+sIz+rXwsWmzv1kIEIPPm6lVC24H0abAIjWFBO8CaHiT0Eif+RVRog3khHD49J3LCTTUETTxap7cTreG+OQ1vnQ39OGYA8kTiY42L0riBJ6JuA7dZFILiauD9DBZgwF9EuA6nJor69FrTn1lh16zKYWtge6wTsRtNWQb89G3cp2YEmBwh7v3aMjtFamYAs3FPnuEod7RxVCMQ6N0MsTLIkYNQQe+6mJc8wMNfa0KQPryirFwIordAX91kO1UC+xEA2VT85IACqsR3DS+PO5GeQOlNhG1Ldbbk7IbNnKp15HxcNEpWveHHwYPDHg0BAw6A1R8fjIDnYgY4YOpxOMRgRDiIe/kPuFhCvG0dj4vZum3Gtwh17Q+vv7XwiWAqtndtmq26ONG5igVjXvf5iqIyqFCBwIVAFs0hrG5KKlfQwMj4tu5JQKB1WB2tdYTWws02XthT4c2wu34vAh2JpoI1AoP2dNf8ZLMN0Xfyf9ZJoSs7OiSE+4N0ZptdUaSv0rvup3DZI0p6UsdTSqtTDjkB1mmhP09+3B7iTdPqX+Zh7VShfttnTz4wsgHPVJXVpvEuvy4GnT6p+MPfI7abzHOmyzb0NneunMSGyldFZEa7o4gXdaiIHZt0jCOEIGV4wg0aLcSEjZoQCM7iRPsyHGrhZVwiUh4ZtgxQgKihEs1pXE8vqzZgbXPj1wrC11+8K2ZvfUowiiIL45FOkZd1nxvhxf8AeHpoLHAvt2W6I4keSUoJ1Trv0pjiVQQiWdGkF8rg0BDuPiQz9hmZGiSm6oocVz4+MflswOqJzKdmNUEOnWrf405RYrD5wi2VrMPB5II0d1RnNxJKsoVHgQl1Opiqh4zYzSbFa1rA29A+ivBdbMBOABkJsIh72YnRsNSHLWvfHeSGfpNbdvbmt6CpTYtfPf1hHQ1BHcAHWdh+eZd3UWWCm/hXy3MR68pcbRYdVKePjLFcmx2B3+ThjsDXB0oSQupvuFK+wLSOYUe2+73jRQhbBE39uC4Xgmhu5c5K8JhasHyGliuUPx6i+SZUGFVxWTQBxxcHRCirfgdnIZuE0HaAHBsp+zFgSa1U27V86T94LpuRtUApRl4d9zc/W1PoRXXuvvK0NdJeT2kino0s1rgfG39asbBq8yVruz8kVzkNaxpZyEKIb5ZdO8weKkbTbT1Uv3hHaVQkS1dVI9DLm9aEd8f+9wHxO1SvF7gVeIqI9Plvp3dzxAelg8nzdXluO2kWjUFLPQfbZ7M0vSNhaegEwFe70MtNmKDvt1DS625YGloC6j2N9+BGGaQQSFB35v8A70+MCwMxp9mhEG40Ui+RAvk8P+T8GQnhoFK2s/zc1ZeIcbFJ5roQ2W0Qb2TbFPA+wwevj78x/ckw1J6kIJRU5cITpQFoNDYavxfzlXJwUBY0jJ5Wl3iruyPOBEejRgN36dITRQfgjm5gZI3DzZAUfBA9xw4NgQaN3uTq87UyeXELKI8BW/lrEg1u5QFl3RmDW800j9hv+jmCnZ4h78rf4zwxbv1u/Tfc1FyqyogdBi2UVHc/QOaWoojEB7vCBp2F1ppuTt03j/DYGV1GhupXYacdM3bTkOspo88x/wARjLbKVqMdiPMD2h/UH1VP+sN9DNKKPwR850HYSikiLf8AYyXSMjxSrtUfjuWjIFQTlhY7I/eBoY77EthEzcOmacpLouwC+Bo4+MWn05D7OvrUh56MlrLDotRLHQR1Z0xSxA2pQb1JwFqalQLcpA1Ucb8r5M6/qBfZeHHQ8zaNhJYqsUotGPMORJXZe4cGgeGdjYVErrYu438vzjDSKV1osR8Nayk2Xvv5KfF9cdUSrUD6RNr708ysgSoYAQOi3+2XRfUzujZQCd42vqWDReSLh14VisCEqsVv2fGKOj7wVXeaAJJfltYQhsX4ctVi7YAkKKcbCkX4zaI3InYRvEXfjZiA7AoAGvRhfDD1fXVdSA9H6P5zfEvEOghfGIjJp3g1pLe6aHAbrEmhJZ+ruwKIi3kOeUKK1sagSlO8NdCGk8QVCxEhcRfFEKFqgUNtNYhYEgDSDLIDgqcc3NcD0HkilMtjlBiFLzph09nSqzR32pF6Q1+fjBotwU1eChxc6ZO0CQhpvGKfnKhGHXHr+Rs8PnLWqPdTVPIjb84z5loU/SfWvnzNDNHFh2/gBuzmeShGEDZs4k+DRzDZNopswEvMX+UuQdk0zoSz/rBwG2o+CroN7+chTPRaBpQPa02sSMHcmZr2bYN81qq6U2q002WUpwG/cMVKGzSV5L0E+8FyUXSO6Aa4p1WsJLjFT7BIDAipLkkVAJJayUqtjr4fO2UbZPUzr+MOG+0jjrbSFRQHSLmvYlNtmwoF0btpKdoPYc3boXQjjcNgKmxaW4L8muGWjoHC3db/AJYKlRdG+P8AGFG5VC3BYqOkk1lVD7yj22hvypwMgko0DAJlbOLvzNUESj0vsGNO599mkPqzq7qJSEyZX8OTCpqDkNcMNaJe0YiNIj6jA+HWy2HxmuGwo51sJeKK6zI2TV4h9wR0T4xGhC11KNIhBIYFffdAUTJ97eHmOtTqGjoR6P8A7mAKujVsXa2os/hm1GStGAA8Kpr0dGBx1ixs6eU3s/lMbJAV8eBBbEtxsXchB41z8mDcegQFEE+zd/xlPULNJj87+mCqtaXhQPwG7k0JACgnynn51nmIP4B781B+t5tBf8RwAhgW02Q3RPaK6xS0b63p0cnTsQBEBH9D8vcgEB1IWb1B+RtwwuAAcD6VddDfuu4bnD/B2Gta5hNlm3Km0DSpofkyI2wVr8aFOiNvrWbwQG9ta1B/AP7MZ6typLYjsCHi68w3Xy1fTR7uR+l8yo3IW6cdu3DjjC6ACd2Hxo6r8ooKOwAEaW5bqe8Pw4HaYHQk6Q2BFSyYKrdhWUpwt+BHmA7RRo6xBXnE+D3EaZm06WDHR+91yShBT0+l5o2/vGpll7b0r5OudxuBvvQUChqdY+YHD6fPW80uZnR0Hyds7TAmp4NHbnCWkUdOWolGyO0WkGcXeJjIOYUcPJ/OMTeU21Y0+Ir+ETcuGhG4QRKKmyDxQHB+blCVz4bv89wVglcdp5/rBSx02G9Fqk3/AIyt0ZCJHhCjdkXzGa6N9eQ5rswsU9Ab/qf7yrkK912gT22QXLruEjYZC3yh3hjtyhMOlMAAO+PcrxSCGqKIT3UiN0YAtaCYuwGxN2XpnSElZ9QKbRs5iMhB3SV3Xnfo+ZAZUeZtBTw8ZvAum1XxWo+YYYePxX+rhMYwdRULs/MMvcBsgu1ryN7TUOCsMlIE1NKq9WmsIIkP12gfXbhqEGOGz2sfHwwUAuAi2FXuPwS7zoPtI9RaQMbr4Rg+/nVCjGt6Qn0GG0uiau/w4r8SPp0/jX+t5NyXMJgMfRWNgYayy114qfD1s6N5AF26KkF69TV7wnMZmiKpjAQnZU9GKZ1H4VAwWxtO0CNQVVtBtAjAiX1ax4J/A0x0evTjZYofcSH1YBPo43ntlc/cv7CtIb5jwBHYX0/QR4nc0nqL5tQ+vvLIofLyfj257K5GL7A7qaMIUELQMCO2dwGkxtTawo96fIfAdtzymklAE6z84+ByGz+PjfP+sAp+un8YkPhuNd+8vgibmMoCCahpWj7Xy8MipPT8MJ56u1ufEe6rr93/ADjefppH8e/LVxcluuIdd6PzlhZTbu2/fDAnQyBGCWg0K695ac9aNDQI9EsmSeqso8bdfbJezJMradde8nb96wHAvmG70mj6Os5KIRoUvPe0cDHGw0HsTjzH0Otjd41b95QF0D0fD7XPxk4UTae9/hnzlnNijfLK0EQAjc1d7G9nVHt+S8Zc9B28B9H4/Wbj2jfiwxeDom3cMck+cJzYc0z7fh9PjCGA4RTtRPBfRWPBYBfKdS1avTNwfDp+B5+J36x/xnHF6TmTMI6+8WrzNoo1Rq5zb8LQxYzrX/n+8N1pLiWk/klmZaXvj4HdXDv2ayo1UpT/ACbT8FQ0TBqyt/uNxGYPb0vNFOf9s362kQP8j/vAek0BPxVl395O69JoEk74irqmPkiYwT+W3BwAMkB5rdus4vlNftIAtfbmOtT31OqWiNZgzzi2XEZRpdzXdOH3T5F55zOPkGp3if3kK/P+8Hzkk/WIMUwa7N9Nm9a6wY0/YN0yfO/4xH4S3TWNYQY0dYf9YHyan/3fxYFChVplNP8Aw1g9pzvjp33E2J/z+PnDW1AMXWKjqQRMFcFrcvg+Bn2TFILkvnApj6iPwZpAebmFYyVfQ/Sv8YCGRNkvQbvTa5qyoR9aJ+E/DR8f/C/9+8MkDth/1kjsfj/9xfD/AOE9f++cRRfrWCxUk9tubqHB2hQU/MkbY1JIbuNPQ3wBXdBif8NW04muYyJ4xzD8Aq0poFTc2ALKd+Ivaj2znu/8mTgI8Pu0QpVCMbwEA+zQNGCa0QIjgGguvrtA3Dm62sgdAJ+Z/wC7ibPh/wDdxrBNbZb4B/M+caivqtMejjQ9Sqg0/P8A+/nASD/74w2+sPRmOta67+N5oLn9B/rO3Of4/vOPwf6zu71qRStdXmboFKoV1+TjaD1jiOlEEArDHw2BkV6IuoWJJZi6w7zlSAIswcYUwYAg79JCd5gA2Tcg+A6ga9ThgejUsXawNocvI5UJfahAUp+kGa66uJnfv+8Khad2iqLCQmv3j/z/AGz0/Odtxo79/oxkHD8Qf5l/zjUSp2qrnh+M/9oADAMBAAIAAwAAABDE6yVZrJqfV4NylK3cPzdoAU1UIFUhz1jCtfBAJvH9IrcPzUDcaXiGQEAdhEOp64hcvzUxL0CaCNdN/wBZMfZCDfWFc+0X1sgyjNcvbpW34qmyVcgdW7rWTQnBnem0iGPa2PM8sU55yBjxlvdBcs1kqx8Y5aTCCZxgddqqt6ky/8QAJREBAAICAgEEAgMBAAAAAAAAAREhADFBUWFxgZGhsfAQ0eHB/9oACAEDAQE/EBpfhJrRRG9a0zqowS4QKpaLGYJ4q71ivlkURkwh7ECZmZTnJM66cTSGY97PfCSVgkkaL+K+fTCsJJ+4iK/06qlkEiEk9PLxH/ZByUqsgUSJfZFvjm6AASoCroFNFfdekgQJBqE1BXmKud7yigLGY6fFy/jEllex6f7+6ACKMGk3sjn88GMpNBRTMARYx59tTgZSZoKQlo2CTx5yBw8mhB35WQ6MKEJIg1xD7xx3vBI8tRe/bz9XdAOBZRvVVGoJ3cxxgOiHZzIBVTuYmbjrAtJ8IJLtgdOJtcjpWTC1aIry6mb+BOUos0mUDcLpWLJObxqJqEi7rlCW3jkxWQKgWJEiJX9+cUcYhBJBEq/F8uDUE2BFKKs8L5jqpcZMq4KBGvSJqRl9cBQGiZ8g7I59smYgEiOYh2ve+Y+wRIEre7jrk/tyTBWyMzFD4e/2cA5AoxfmSxVDOoyZGYc8IlOo7D0fjFweE9vauMVFCMoj0eH4Nldip3oGU3HNeP8Ad5Ais6Staeq4b51wYDeSKAJVC68cU8kNEhl3RtDfwfDjgrDQdike1UrzFeTTcksIkk5jjrwdYBW0KEEhNzXHfnhwIkCeEKTHS3Z/RlhiMB5i3/TXrgYwYap6AY8vz8CTSUOE36Q8wdT6ZrGYNIuuEnjA5YggCz5LquH/ALlEIJjfA/H/AGPGDchgJYBhGpNTyajhepoEAUvbjV9PJIJiaqELIqlJ888qykggVIS1Fj6njjKtByWCImduwirajBGtTIZIlVs5gKNzePZQSKgEL5E/7F400zBbCQIFr5iGMnqhSYCACgIkRL7RgUGL9k8cLW9f7A9eSQhNCo6jirw4ezZRwiOpqSD2wEZgEPxgWFm0usI3BBeVAvgIp0EXjnAzdMx49TnrEIhAPagGNIlLPxbheWBWKurcEM964MSrRFyIShYLl6OAegQTQKdRLCI8BWLVThiV3REkR2Vukz6MZMhFlCITsuIrJ7YzfDuPH7fbE5igJQwqPni/WrxnkcxRFdc+ckBEFmyFgRR4JxSkgJTQVMq8HXT6YjRKVBNJqBSJQ723UcBGDtYHrlaOdbxABXFWBSIedQPJ6ZVwObYiTT6d1bDk9ijmO66rZJ/bBRfGHomSxEm5iAxZniIAoJESduwtFDCI0UVERqv3tzSlOtbEuDguTKXDaQB8tQUeTCCAElgiSWOtoNSDc4wLNo1Cr9uO7xGooQAQIeb3674jJ8IAlNoCmpBqd+uFNIlTKpnZ3xD0awGYJJsMhEJ8X6awsSbBEwWM8B1iL0XkBCUaCEhv2wG4pt1O/mDO9nzI68l10WHswUC2bYNX3fV+2NPGJnpF/wA1bvFVCPlIpY4rWpfEYAkFgKotC5Y4NupciQU2QhmQEQ2qBo5FIAAYyBKLCnNb8mWAECVUq2j2Try0UmtBKsjJvqfrVmGcSSNKAI2yMscywMY1pULJZdgJCNF1nQnuvJH769UpNCWb+31MeI5xqQWxJoBw7oxtK9hw4RsiBlXRl7AgiHcyYEYH8VZOvjrCEFRSFRplDHJHTE4zWwZkgNbgrrqpxuAKqgAVMRcRVe0GqCmVL7I7/wAxAUodLCv6VuQmJglAsRLWk9Hex5I3gGJmy1ERHPP59cFAFSAMWca+/wB0BANwA+g/hDZEkKRUKkBe/vBBOJNgr2OzE15hMCmg9OOLe09dxlQSoLGin8QzPOJVOevGBCzKJOqHWJ3R0eAkizwdzMGsIBSQtDwAX6eesh4S7EKPEk+vtGQRZKbtw8Hg/lAngaagrXM+jmMByXJLFGyiIPfV4xrLSiKU4P2DBiUIiDuYNxH1xduMEoUwmOpYa1N+95BEF0CI7SyCU+cTi1MyGFFxJMCjjrJkLFQ+Y3grMBa7qJ/GC6McfXnyfPx/DVgvaOfj3mPWpDDCiVuGDG97l3DAss4bwAD3qed+fmYwJYmqAaGZa6Tcx4sWqFDQEkCs6kYjV4tUZpEAu3sqIqiDDM1opeOTjnguW8k5+j+sQUUs14wCgse3h/fT+FgXonBSA4p8V29+3ePUvXujwPk9NCGATAIibWHY0TW8teqQViUSSHmjCkxeDQysiKsgKz9Ysvdgn1j+/wBmhBshv9/v4/nZ+6rP/8QAJhEBAQACAgIBAwUBAQAAAAAAAREhMQBBUWFxgZGhscHR4fAQ8f/aAAgBAgEBPxDJkgWJARIAETGVD09T8xkWHhkKOSmTlYCmiBYa5QV9OJKtKEDjQ+89/EnNaMhABkHJlZVv24XGOz7/AMre344Wi5Y69fy/bMzBYckoILJmUzn+C8oxitIAQ6j4HGsZMa8otLWGYYAxvEeELnBhq2rBpM4FcRJEMycUXrpuPXvjYtNi0hioBBX0JwyqioYwGUqICK6F4TtlsI8WO4KoGo8kcwk9TveZc5zZwUZBZ8tez1qSY5kx97PGd3z+3qTBEz1fAk7M9Y+rAwUwTJg68zHj7ogGEKnQhm2TB3ne+A/FkYVooRylnjM6KwwWUBgTFVGdpBzxmIIkgkQrSld5xnNlKnYFQ6IXC7OoeXj5qAIQEBIiZDVkDBx7RCg4KTQGBjczJysG0JmjAzGZv974rrL6/wCLyqi5xX+4a6DgKFXu/SaTrvOa83ZHEPp59fkFLwGEJFhwGud09T88Schc3BjlXH6JNas++nGGWxhj79cLeDhHyCuxWvdx54AeOgCQMYiguDKa4qiVRHDF6BuHq964cY+z4B/bMzjiO0enH68IuYTVfH24IqJ0lfHev34uoo5Uep28YuwLvyn8f68TkkEt1AzqxMPb5eMPhcHaB+swXfbxTqBRgjjD/vHh5U0MiG8hgaPHFFMpQpIGLCxzcZWvIeG5lpVTBYp6+FODmAouj1NdmjPDiFaxMTx2XM+eWBghwaIoucbfX1wDJfgZJrP7eU5k5KWGgkx2kd5WnCoKCQuhMzKx+PHGaULW5Ks71cg+C3kIlOzAJAdteB7BI4DE7ARLRmwfVnEJ04i1YYzg9B1tjOG0jaNAKN4WA4+/GTS1GEk0Kdd/EOBcYALri6d7xo1rjyAMKJgXxjXY6vVvtmBHfZjz3vfDeAVaM414xtj91eKXcVzUgRpd5O/PKJ8BSumb119Dxxl/Hrigqc4dI9PbzTCIrOyJFmShvXCK2DUQvJt/wggRSHVd2MCRPdz3wgym1QUhMst6OzTrjAZMRzGW8vx9c7EirQSC2EzT7xc+OKCAQF6wfx49+OEQtx6QDS41jw75S2EUCril2bczr1ODVCCIM4KmB6PeGPNGoiV06esj9/HijWaQwgtGKCdlYcjOeZKlcY5p7SE49SJAWEXM9OvMPPOiyEdklpmXrevPC6U16mZQ78MD9c8k/DCdEwdZtu++LIvQagiV3kyueMTmSgUwC4Bv+I54gaCvVAiAzsSTWuNEgkeALvsN7/HM44oGxAz+MY/XFABVBPNQwd68/fgBkrFFFGmr51344CIUTOWCWjMzV788iU2LDSFNaT4vrlpOLYSLMWPz1MXiFKQRYrjX6fX08xAyADrLvNyTx6McWSsBWCfKR2acPLCIEc3XwmfnlUaDDaZQ0X423inlGzuQYaT8528ATKrL2YZk1feTlSQqNGEpgcARomMwhZK5NFSaZRbREkZUAhXAECnx/XXFDOtLIrIaIh9PUIQELDtzhxoqaZMHM0ClqG0xk6fknixzCGQYqCF6wONY844ZkFJ+ox8/wb453UOBXHfkxr0cUo8Dcm6XzmHaakeWyA9eNZ+3854GA1hD4A87+vCFi1ErwqxHrT2iSfAcAMGnT31rkVFqoGmTffxDlc7I/wCfT5+ocOAYZqyrG1l8svCGofE9f1+OLGCAAMsS3MNIac8LZHNXIB0Bfqd5cktChCl6SH+/bjRESDazJrN6j+byiZN+Xx5vABVdsjEnZkBMT6cMgIBgvMSDuQN1YoQRXRcU0XtJp43mHQDpYRPL9M/lWsU+fXqf9Ji+xzLG+NCYjnhGWNeQFZ3RXf1eahkjdYwec3H1fc4jCCgg0HTUZ9tdcCDDGgV2BndZ/wCcb18VGxAJ4GkNzYChQICyFBSnORba8GDlQzO2Z36/LjPEgSqQINQuXz9NcwAJgKYIOTee+58co6R4sF8F4oECEzKCewevJc44gcIwkUQmWe8zzyiMDG/iwx9/ScAAVwDdIA5Vx11XipRyK3EGZHtnCeQ+KAhB4NO3pHWeGGyqYpBVoklmr4qIIBIiY5JoNixLufMLwiWjlwevT/uund+P3P8AgVHI00twziCHzcaR4kaCBJBC2hgUZsmuTsMyRUaCHhl0ay83ApZVNLQiE0UszOIG1gIQJAYAdT63kuyhnlsH4/PrOEQa7MPsOKaxsftOCqTHnhgDwHP/xAAlEAEBAQEBAQEAAgICAwEBAAABESEAMUFRYXGBoZGx0fDxweH/2gAIAQEAAT8Qid90WGiQ24gPJUmpSyZCDTlnNov5P8DXNIPYs3Yfv6AMQrFNT8Tkkro4guoapy+5iE4S0k1TGayQr2L1vKHSXs8LVAezOt5xwwyoQdPGzLciGEsSZQcnf8s4FvHntAgjeox6Jng4Jm+fwi5ePPqWH0IxCqQZJ9X8UquDQpJOtCId49IHk0ZrxGhinz2QhaLujsr/ACX8+dNw8qBNvIgaOKqCYBa9ki1JSA7JypTohKyOCquY3Q3EqFNyMWjTeOF8p0YtqB1RVFo6lPMlDAKyeaxo6PF4ms3EA+HSQdS2sJE7+AiGDxpSBUJ1Iz4lCOEKUJKUwhJiktczfvB4ydA7EGkE5nclJ4aGkQexyyZ13KuJspwqXCGkO+DBppIfvUQ5nJbhWcaTsTEKFaqS4Pin2cJbQW4IO/CX0YJi/HAQJQHzqrM4IZ0tFkM4wwkVsBN0pNlrU8W1CVT38ATwStIs3alR0MEHhYFg2qiGI31+Cwdn3HjGAYq3CYBO4Oy1dv0VOQrLOQ1RPccGAFJJG1VOxbXBwPvwHULi8IQikXgnaW0ITXdgmJ+7yt3/ALFpaFGUvHnGYOhN8rAmcEgye6RfAGPXXVsGb10yAuGI2HTf3PKYD2TiQseO24GMIzO+27OvFNiiWMO8DIgxOVIAj1xtOXpgCaEAATSSg564QKy+zsOOwp4PIJxSu2zkWxCrvDvxAWGCAwyAlWplQADKnawWswWp8rqYU3xJHoNdSOiNufKI/oqbT4RMXZMmHy1JwNM/0xFlOJQTLQyStpIHKFjQdxiHOCczZAAqYskccok7VDSN6KxlrWBQbxGUfAWLSWUggrNKhgFWiQVUXTFzJZoRAk5S3VHCa8Qgkx1WmhcTlUVgFC8v3bpLCRP0UZFvthaBl5CAhxiKhlk73VTqfUIVNtRgv2Ct2dopIIRbJAD7HpDIJSCW09CaMQfXeUeB4gAehE0/Q/xxMEhAMGohEthDUPnPRtbD+Rh4Z4hlKdqPLAsK7SwSqVa0iUugExjfbueHJKBUAcOvgur8DT2in6Uj9pIBA8ACYviQBio0lwEMCehjTZSiRILHuiWUbpV+xDEYdPXsRpmPCyana0Et5Vqnc98mYWtTJwGLUJMFESFDTULpehHw482cQRhbUNYzDYxLA49/3S/RJqKY68eYXJONb/WRIoRXZCXTAJBADwjTO4MIDgJgne3d+aX0C/rAcUCPu3VgA5Tsuo9wRU1QIK4BE1ceIVQUQMmIMxlHffvCPMBzq44nRijZyBTY21SP79H6nnAAwFJ/SFFS2Rm0aeHXJQfCx/UhnhLnaxdTtNyhVB0A6Dy4IPyMhmBFAhTKC9+nNlTJUrahAEIBTpu0FATfwlEIUp+cwAXqCbShEwiSXJUpEzvDGmcG0Miprli60KYF+PDLZJInfgUUQXIWKwsOkhRHyIEnFbr4BJBexAmj25VMHsGWFMW4hQ95jHorv0CUQsTGFayiM2MfYSEc22i/+lziqAU1Gs13pJ/PNpIPM7QUkE+k5vgUiAzIx8H7LM4o2gFsRoU1qobPALFAs14IoZwuBYifwRRWUgRbULRkhIDwkCIF6hQcogjVrE5e8rZVNMiKLo/CBx8OjjhaUofQAG/naoFFmYKiFMIFhNPMEAiQSVhBswBDLOdnBUN5YbQBSrx0RKBNkMcIvp4f4GXCyCgUcbjNXzazg5hBbXrkURFIUxeDnV4CnQHQ9Sp5RJ+BBED6qQhMAhAfJS/ZxCcC4IKltHBDouGHjmFa4dKgAY+NVRJzlA2yM0U9AMIJvYSyL1Abm19JaT3UXGDOjV6sTg1a/Sekjrori6V/vEAA+65yrTeEjARypfkEjdxhwoWGUn+UfRWTHiUZe0FEHUvsSkV/LZwbIoBkIScBaQOahaoJLh4YgMZQ9ZDEjCCIKlXpK1zeDCY4LaqClPPzBjEympHzFyBGpqSj7Wq99YwXUAoVqpEXes/GigDSCl9DunK0HA1FWKawHtUDjA3AEoWEC9L8JNOJCv0cS6SWpBh5KwtHrG6IDPnpMvzOkzbiud9g0tIQANlVJ0xridfrDg0Skq80APWcELzw5E0LNau1QTxIPjrCTMBqPOcrNOMAZlBRoq4BSgjAkoEqSgTg4tNNaVXVfLoa8odfusGBaWMWQdCRcK1E4QVFwEnEeZWdAaBgmCqNnKSmAAZsxAdKX4SXm6IIKJWAAIQNSuK0hxUAErBj6CYoK8MHgFeGrY8PX5t44SuglBQlJwQlxL0IW4pvHBECH0bnWCy7qoJZSpopH1zh1cWihGArwNgenRiAQiCQQnr8Cz0ziqC124KQBoMR9+cwDLFeRGiEngNeGPGQPuRTc0cIOCzjOJeQuVvqYBKNTUUo+mVDfAkMoqDEWECukEFgVdY/9POoLLa015my4DxxRIKWn2OtJUkMfiU/sO51Ty6u7ilP1QEcmk/hTdfmkIICSkHs7c3tHeyKraJFU8pBe/o6lO7q8jMu76JrloRzsBYOmuANVyYYGIqQDZKRQS4lIJ7NIRRjWILQjwLXlSKwjKKSgF9XmQTpMgTAEkGNAOae1b22AVCqkDc5K0EiofCApm9QGIupKYVKPrfRMKelEcCxYUAImtgCdTZnpou6eA76Pl53CuAow1EmthCWHCCoPHmOx2oCiuYcXeZswZnZJugrVCENawYGAMalBxBXAs/oAnkCC8Ng5SYJsRaYv5OHNUyrwEfMI7UtCiiQaAHWUkChJEbU6b21JWEIpU4uZ8guSYPEr7VakanZlVuzE4JTVlgicjpYUHkdKgOEM8nYCJi0rAksykw0yRpS3hr4Iisp3T6FjxUEr7Yypp5a64QMeuCPwJEA5YYWEB2UCJXNCjBoT1kPVb+kRqgxI9dFZwywsQiqCwhi7ep4kiAQj+MGCOP37Q7EKhUAEoG9lu4bCozJFiDClM5ag/AEEoKLIxYc4wjNFpbkuVMDciMYxc4YYHBXcltSBTWzIoUBAU5hytr6SYcpRUC7WmQGSEtSDGoUd4Q4FatFgYJsPRDmNWPaqJGOhKdkqliiXzRxBdicJCIIImwnK9GYYLMX1RQVjIVu91e/Zy6Ci4lDKToKhU3NQOulXhwEpcv2Q6KcOTCGAAKjxceRFBl2pizriA9OCZALB5GwglPp3nDH8pasB0to/pxc+55zRWClAJFS1qIIQy6UoGSdT86oke/5LmD1yu3cMqmGq09AtAiIS1Un4FG0hjFOh1tYKJJEQXfMQFx4f0+DuwSuhzE8uV8Or9iXAAzVOwjg2IczYkyCmVgbowkRq8q0JS55xDy0b+chaf8AAjdBI4pg8XmZ3FaOyvzIHI4gRRjtZQo0B1IHx3sp4USyJdMjDSNooVCtorBlqqKzBeV5uKo9ZSBQQIkKS9EANcIQlwYPpRAoqIDrOZCG9IFgpQDXp39ecNmZFDRrU4dSvBgxgFQoskX0Ns0QpS6yriBA3WBQf4BPgmtfD00mgIcFWo5pSAAVCRLhUpoxDGrOHkx2eetzOnG5x9QFS9BcJtaAoHnrK9AJGlGiQK8w8m3qNCplkmOsTLPcMyQECKjR44sd9HYEQIisecV0HREgMgELpfgWAQS1FAAREhUPXjYehAMI9kK1l0GBR2jfUga/J/pwhEilN0YFoweLMNRa/wCrvf4RHpyANjGaBHtqZKDSC8JoEW0I29tV2DBLnT2CYlEhSirQeeoIpabhRURAGnmrwaCqlq2QJDA5LxR7giQ0RQBqRYj5G0qtFAUCQEUmRs6h6xIKRI1bQoPvnG9mFqQA9AfCPi144S0hZEOmoh8PnJUGz0AjCEpDVK9P/Wc0MgsGISM6T7A4lAsCZCoKQoFoQk0IRASQHWK8vwlkzRBJkV5D8UjejIQB4CGkdJhdOMZJNHQN6WPv80LyhM4OxWYQiHiKn7vm2EnRs6TyJIVUXhbxEQgFgQAFswyaXh5sdX/JPKgwzE6RcAoAseGkOa1xjNAYVQoQERkYslyEB8QikSxGnnpigCpcqiAUWh7H79MzH5UI0oB/j3ikDhbGBxkImkIbjEWyVypEFd8QQ0ZS0CImtMBCxOdwUNo1Eixff5ucUdrvrENiKWAFvVyHQRP5SgUH6Cb294EFE2YOoWG/j4DpEViXkAgf4aNrXadcpUS++B1VxpAyT2AT5tlOjeNufnCJLQS9RpHl3coZQAiZTMkH3qpPYh0gzbGCBCHmEIzBWByDqEBSDU7P4SzwJkD7eIY4r4ED8q7KQ2JQRQYiwc3ApEuVReGMEp01hBqAhFVIXvi7rTIJajU1gmCtQgqmI0nBa2UgjQgE0KR/kpQIvkkoAeDQMTI2stlIdGwD9GcE1V+gsIR3/VHZuNfgx0ihHpEfALN0zwKiDQCqhZ866NII13f1oyiKxzdPyvOglEDq9cKh2Lk1CTAq95a9VUIShsCCp5T+cJkBf0LSRfqDKThztjzAhDMA0TGJwTG2KX9yilCaMac0IgKQgSRhlI60GZBS+z4H1Axang0s6k7FhAwangByS6920WBdKaoVFEOwGA3CMmwTVJvLLAB5nKIKAA5oT65agXxLH9klip1rS5KIJ+FZEPlsOSjgCqNX21CPtmLoFYlJNDasFAYbWc1ktBCxp5cqTBEo8V9hDA0tNdNSDsO4dT7GdKAoMfkDKMBaGICMmuX4FgWKIgFiYIFQFqvF9ga9JA4jdcsWW+ZmcGnZFUDiZ0UCix2sZoBDM5HgejwDIkUtStB+OSnDZRIOzYqvDsGkD83CwhhQBP55zRAuSQf0DMLfAEdRTqRVIQqqMqQkVQKWhupwbf6LCScv8afRG3GtXhIimtAQmFSlAeS8tRDACVkpoEiwaUTOHjAGK0CoSAJw6XKbfzoKANV5QN1EQVGNCOXVIvyZEDFApj4NX1tyb7GlW6IWfooIRyd+GbBvFW40oQpaxc+MhW3aYIfBN/mHl2JecOFK3QaOMMk4kjBTl9ug9KmugInjzFSEOUbMG0G1A9952UaIDBwAQOFHrHGRUIzFq6KcZ6CTap4h8PSieMiQxdlTggX84IDFlnl/0tsDRh523paICG5QCSVh2ByCJaIIMBgLfgactWGRFB4oq5VRDTvvkkckAPRCBvycvh0Ds1pJPAyW+KjGJlIYoACtKRvNnaSDBdIHpiWu86d8iX4GqF6BPp1WCFXQOuc41iCtnyRgkFpIUuMVqMCF+EQBhQC8FsRhZLEEQovDwi0qEvJbSm2+BYwCaBZyNyhglEGq4FYBwWGmTzoglCscVy6BhkAOHOo35H33j8uOvc5/3oBCWkoPF3NjRJ7zPOvM39RYbkxGp1Uzr2w21CHCAFFy0MlFkxHqt8KqtuFDRKqII4g4yKMMAw4w7CLEgoIoHBGF1Z+lkLl/PnpRLp08WB1VlIetX5qBOREEGQoIh4cGn/FKErBC/pU56IFzHMsgABlPrHJVDIrsDXMLVUaLywNumF6my+uQAACUGqVxXuw9mQpNMtgNCEJM2qZxPe5jDYAbTyqkBB2DGQg8RT5IaF4e3EDBoCjk+YcQEc440AGggFo43NKaZqxCIioFKEeqSiDVrNoXV4h8ZTXhI2yEao6yIwEAFFxGMEDgazwugsIQK0trrxkcpcyxSgkRyZMFwnEYMFWe8uJr5gLg1IS0YqY8azDAiJszQP8ABLW0IwEEKiFYrRCtoOB8iSghWNSpj8+cpT3VcS3HDBKHsjkSXZBF3qr4AcIuuNoLreRW63VzhWEkhCBJG0C8JgIiBu1JBFpReWlYHKYEhD/zIu717RlI5hWFak8UCW8IkBqoAgPpB2+IYEg2A9WAIq9SAkeoNhlnH5EIGPeVVEpcDpGQ1Vvg4gFKv4UPIEPR1LDxa8qgEvgNhEogGAi7BaAgwXGHCvEGACgTJc1XVx/XCEUrWF0cYrP6NQohYFL8RxcaQLTgedOgMBOPEa8yNVVIkwvgeEolK2hGIVFSIT8E5c9QNwvoPUbPEONbd/YwoErXRT9+7IXMRhZnGQCBebyDfECF21HjjlyJQm/HQ2C1MIli2KStSm2gJo0LrkjAlLWUG3aqLhaThXoJh1+sFRW/Ai16oQABbQXVWiPkFSgiEjQ6AhJZAAwzomgQSw0baPDRb0zwYXgNM9EB76KQOrBe0EhetcqblCuzC/eCogSp28cSplGKaUOgIwB20yqBvvoMLwQIeCABEJWkAwqcD02gohHqnP6aC1QC49CKdXMNeakUQGhEoYRQKBQmDBnctoQS7YU2jgoZd0AUCdsQfHghqboFG6UyQohZEOEwE2pIAEtCn3H5q8yQZQqK0KsKtgHMAD5O7jYKBrwSnFZu4fNQC2yDPYuhD2EEADwrq1eT0btRAmJseJ1ibS0l2q5ZH6LUB6TeClgLLXFEYHguTkAPCwArhAAAN5TVnigUB4raYmgt3mT6bQXUCAXVnpfnCo0YQFSIxFYG9S4oekaInU9m+34vtpgyRSrEw8rjzznkfpd24AgIvmErPQZh0jBGi2H4YfW2/ewH9DzKBUOjVUxkx65TgW+QoQH70E8BJV0atugaNbmsfqkya43RZIwJM58ecoGiSBIKUv4xqBY2c9VqUAa37yNDVCR8F/KQaS8v9KAGQUytdTI+R41CUsYCFlBqUUdmorfEbZDjVYUryIU0MYVuWBtYuLCcuQZaBqeGSgkoUmMz+z4jrFtWbtJuLgYtvnBgDIYuQUJ2UUOgZSZgzlQUIiOaf3T6Mw9ceIFVgVAdX9CgZuLQcOC8YAj6hsUtbztBqAjFRKCqmKVPGQEbxrapQTe1NJx6a9xXnyboztaC7ZjWAJ7gQXAIRICDjYgVwKg3oUQpNbb1EbUqUXpEjolaV20QCi2RB2KKV2xA2BRPTkfAs/ANoApVPOH1AsqW0fcTUATLx+ZIKID6Oq0/yZO29rR0SwhKp/Ya8ekAeOLZAgqIvx8kQVD41mrEKkgSoW2UkhmC+lOVBE9a2dYuGs0F/voaFdR+lK/TPY/p0cqrVRIBiEDSjnC8ToIs6Ktk5nJDoREYAY1QCxSneaSihCoDdn1Sv0r4PLtRn1CAiItCAiXE4YY6hFfyFBzY2flIr+q+8xH4fMnELuLEOtOylGDjHHVGaSteCXAM4nddm3aFRaXieL7gHeoC9QZRwoHiEq2whKDnrBA57HZojPh0Z1iSqUYdW85WQKqFIVDfm9Nk5sGF2gi2M3f+aHsQgCVaG11UEpHeBhxCbh7CIBYah6de7AjgU2yauphjCnR52lJq8BwJwl1GHipV8GZ/DeAGTSC0gzRg2Gm0+ZnyeP8Az+/eYP0XjM31/P775TQo6KfQMDX6nIp3mU74KytwIQECx+yJhAYQplqsgUWBR9I+oSsU/wB9YjAJgAgVAIhlJ/wagqjaz7t3NX6+fE2KD1/lH+LPM/8AB2zYN48hlQIoD6H2Pn0qBWqq/wCxkznFhWDgZ9giqmL1pEAUGTVWQNXDJIyYgjJiK+pIB5YAsIFSIGRNFt/jo48kDLTBz8KiYORrazsJSunr5df1ylxI1M9O0x6czx5+PwBxFdgVQBchtBAeBCmKOkHWrKChSWpgr7AiBITOwSjX0TmeUAdRxN6AIMaJuVMoK0eJr9/6/wDv/wCcFQfaew++9JFEcBJ/q/o/b5snK4hwJXP7BgS42PCSPQ28aoLPYci00lX6AZVr99vheGZR17aUX3c/0XsLU3/MX/Zv9e/2FiB9O276++yb5OBB+laRlDv5C6K8aQWCq0AGvYfhbqgKhgvqcorEtCQ9dOARCgoew5uRq6AmViPoxLT3i9ShUgngxj/X09PVQMJfSgQQNQX+t8vT7a6ZgeSwq3zkNckTABTAleirH0AYoAADAGIQgHG/4B0yKRDUu/hfvRWBQiD1lBLgVLP0abwSvtEHmlWr1IAEAsGABV8BHIHb3qykz8/994PCjs/f/o/OWG7v9+vDNKBxgfr5NN//AIiFZBiZ4cLoo78Nxv8ATfP53O0nNHz+L/5/x5ymJ/kfH+x+3nnASMMxptG/e3qVOAVBZ5EAuC4PItm+cA4KOhils0Df3tIeifyVzQJTzS4Xyl8ngAvLCuL731dFa1A8fwENEFQHRy2DYH6oZQJJ4WdHmrS7Bk3ibCSEaBXKFfYcdQzBNAht1N0q3zXVaQoT/aIRj75+fmkgHJhiTqK2hgry+c2RjIUECAEexLxXI01pF+6yfCfzwPomPhKAr9R3z+t54Xx+P6Zfy/8Av7zA8An7W0v55/voW6MhQrwie/fcPvLJKhCfh/ntCfkP43x+cn3/AH/vvH+v+jkkWb/8UcS0Eg6xkoU4GtuELZJBEm3xQh4Qnhy2rvGUADowYhEQYtxHIbLXHEF86mBMw7wKOHalbHwsQfJ28dIMMiJDigAOBgaedCRDu3LIFywEb25forVIMCAgQagFqjZLgcoVQj/AgP5A/eFB3RYjSaUkIJaAMCAk/g8OApNRf9v/AHvQAFIsf3N5IqZJY4kN+H5/zzpIBlhmRh/B6r689HgsCmapMMnBP8j/AG9//9k=
DEPARTMENT OF ACCOUNTING AND FINANCE - KALAMATA
Ε-mail: dimitrop (at) uop (dot) gr
Short CVPanagiotis E. Dimitropoulos, PhD, is an Assistant Professor of accounting in the Department of Accounting and Finance, University of Peloponnese. His research interests include financial and managerial accounting and financial management. He has published several papers on top-tier academic journals (European Sport Management Quarterly, British Accounting Review, R&D Management, Journal of Economic Behavior and Organization, Corporate Governance: An International Review, among others). He is the author of three books and has presented numerous studies on international conferences.
Science Interest: Financial accountingManagement accountingFinancial statement analysisQuality of financial reporting.