Ρομποτική
Πρόγραμμα προσομοίωσης του Πανελλήνιου διαγωνισμού Ρομποτικής Ιούνιος 2018. ".........Όταν ο αισθητήρας χρώματος διαβάσει κόκκινο και μετά άσπρο χρώμα σταματά η κίνηση των μοτέρ και κατά συνέπεια η κίνηση του Ρομπότ................." Η δοκιμασία περιλαμβάνει τρεις χρωματιστούς κύβους με κενό στη μέση τοποθετούνται τυχαία στην κόκκινη περιοχή κατ'αρχήν μπλε-κοκκινος-κίτρινος. Όμοίως άλλοι τρείς στην μπλε περιοχή και άλλοι τρεις στην κίτρινη περιοχή.το Ρομπότ θα πρέπει να συλλέξει το ίδιο χρώμα κύβου από κάθε μια από τις τρεις αυτές περιοχές.Όταν ο αισθητήρας διαβάσει μετά το κόκκινο άσπρο θα πρέπει να συλλέξει το κόκκινο ομοίως για τις άλλες περιοχές.Στην εικόνα που ακολουθεί φαίνεται η τοποθέτηση των κύβων στην μπλε περιοχή.
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2GJ6rWiq65Qk0Mn8uJ1+Vi3GRj04NdJNe2k9HQwTn7u7jgQBcXHexizeEesu7uRf6LXtT3aSh8QMPmh/q47BEtVz2m4/rf6bnlqUHueHaYHS8OUPrSILWvjHDg9SEOvznML94d58H3R3jkxCiPNk3wVMskz7WZeLnTxutdZt7rtfLoy8fIz89FmpOFIjsbRVbmEoJJKFSreeOVd7C4AlhdHuxuLw63D6/HT8AXZNoXZMYfYDYg8GEgwEfBIB/NBPl4JsinM0E+m5nmDzPTfDYT5NPpIJ/NBPjDrMCncwE+mZvm47kgH88F+GROOBF8MuvjwzkPn8z6+WQ6yIezgTAfz/r4aNbHhzNCDfj4r+6lOFSLhIp+hYwiuTSquSGkU4/++kEhMwgI0WbOHxDxM+f3c0pcTk/7CU77CAaFui5EtFCBaU8YQS4hek37/Uz7RPxRdZbfR9DvF5eiaH4xNfS5mfZ5eOqx31Ccr6ZAraBAraAwilDUKlDJyVNKKS/djdlkwudz4/W4lkwJ/5mdw7MVzGox/XPk8jod+D12+kbNrDvSRVx1D3E1vcTV9hBX3UtcdX+EGq1AtUbc7o8sa/qJq9MQV9dHXG0/cbUa4mq1kWVdP3ENGuIatMTv05KwV0PyXg0ZDRrSD/Sxctvj5MjykIXlWjx6qXKyUMnz2VjzHJseNXLl4waueWKQLU8NcduzQ2x7foxdL45T9uooFa+NUv3mBPveHuHu90a5//0pHjg+wUMnJ3is2cJTrWaebjXxXIeVl7stvN5r4c1+G0e1dhr1dpoNLtoGnXQP29GMuNCNedBOujFOehme8jNq9jJm8TJp82Nx+LE5/VhdQaxWLw8cOUi+SkKeGK0KVDKKlDJBMIUsLFehWsHvHnlQiLwz05ya9fPRTICPZgJ8PBPgo1k/H836+HjWzyezAT6e9fPxrJ+PZr3ifi+fzPj4ZNrHx9NePpz18eGsj1OzPj6cEaL4h9M+Tk17BYLeyPp01GB7KPKKTaGZgIeZoJvZoJtnnnyc4nw1+So5+apIKjiffKWMXTu2MzU1ScDvxedx4fO6heU8hGjmFMe9fkiuxWuu5bbj/4/JtdjYVsBj4ZjOxM/2dhNX00d8Xb9AbR/xNf0Ctf3E1WtEgbTCer2GuHot8XV64ur1xO01ENegF9hrENGJ21Hs1xO3T09cg07YbjBwwc0PIpPKflAupWQ9UsVG0na8Kj6/VmCfTnx9o8A+g/Aae/WR+/friDugJe6AlviDepIO6kg6qCXloI60wzoyDutYcUTHuXfr+Nk9Oi74hZ6V9+m48H4Nax/Qk/UrA5IHDCh+pSPvIT2FvzZS9MgAGx8d5LLHDVz5OyNXPjnMtY/1s/mWCnKVCvKVMgqUUqGRoZCGBStQyoT7VHK2VR3mgfdH+fXJKR5vHOWp5kmeaTXzfIeFVzqtvNZt540eO2/22XhH4+A9nYP39TY+MDppHHTRNminY8hB14iT3lEHmnEnukkXhiknxikXg2Y3I2Y3YxYPEzYvUzYvJrsXi8OH1enF6nJjc3uwe3w4PAGc3iBObwC3z4/X5+fZ3/+e4vxcQSwxSuUrZeQppMJSKSNfJSdXIWX7nVsxTYwLg95+DzMBj5DqzmPG72bG745cj+d3M+N3Me0TLjYVlgJBryOCx0HAbSfgtuNzWfG5bCLCutu5vOu/5ku2fLnE9rs7qgW/1NiWz+Vg2mPj6dZxkmq7SKjRRMmlIb5GG0YQS5Arvj5CQp2WhHotCQ064uq1xDWI7J0n1T6DwH6RfQbi9ulI2Kdl1fV3I8uRIM/JQp6TjTxbkCsapSQLZU4mkrxLOHfPu8TtHyJu3wDx+43E7zcSF81BQ4QDxoUcHBAZJO7AoLAMcWCQuAPifYcGiTs0IBB6fOjfHopaDz+3gfi6TtZduYd8lYICpYRChUQQSiEhXymlQCmlQCkT7lOpybxxL8n7ukk8qCH5SB/Jd2tJuVtL6t1a0u/Ws+IeA+feo+f8n2u44B4tK+/RsvoeLRfeq+fi+w2su1/D+l9qyHpAR84DOmQP6pE/ZED1kIHcXxvJf2SA4keMbHzEwObHBrnssQGueNzIVb8d4JonB7j2KSNbnh7khqeN3PKMkdueG2TrcwNsfd7ItucHuanqIfJyC4TULypK5Smk5Ily5Snl5CplXH7lFg4+28Iv3x/hoWMjPHx8jMePj/G7E2M82TjOU03jPNMyzjOtE7zQNsEr7ZO80jnFa50TvNU1ztvdE7zdM8E7feMc7Z3gg/5JjvVP8oFmig80U5zUTNCsmaJFZ6JVN0WbwUy70UyXYYouwyQD4xaci0SxkEj/MLnmj28tFrl8TuHy9J+/N0RcZRcJtf0RuUKCLUZIrjpNjGgRsXQLiN+nj2yH1/UkNfRz4dUNyLOykedkIcvJQpadiTx7/QK5VNlZZBdcwbnlx4nbbyR+v4H4/WKUOmBYPgeNEQ4ZF24fHohiUGRAuG/B/VGPOTJAakMPWVfsolAhp0AhoUghpThKrhCFSgn5KjWZNx0k6YBWeO3DoecWl4cGIstDQ6LsIYaE1zxkEDhoEN+f+D4PDhF3cFhYHjAKJzTxBBA+wcX8XXTE7dcK7BPZa2DVzQ+hVheRr5SSJ4oVIiyX+Plkxddxzp63iNvbT/zePhL29ZO4r5+kff0k7e8neX8fKft7Sd3fS9qBHjIOCpxzsIefHewT6eFnh7q54FAPqw/1svpQn7A83MtFd3ez5kg36490s+7uTjLv6SbzFz1k39OL5O52DrxuwOJw4lhG1/AnyTVfrKXk8rpc7HxJT1x5L/F1fWclV1yUXAkNuh8hl4HUmj7WXlqBIms98pxsZNkRuUKEBFNlZ5JduIUVVS3E7ddFxPopcs1nUXmWyZEB0uq7yLlsJ0UyQa5ChZRCmYQChSBVnihZoVJCvlJF1o2HSd6vJ/7gIPGHB4g/Mkj8kUHijgwSd/dAhCNDIoPz1gfDrx9/2EiCSNwRI3FHDMLysEHgSJS0MYhiH4o+2RhIODjARbc9jEpdFI5UC8RSyshVCmmhougKzt/9upim64TlPvH7Dq+LqXzDPPZqIjRohDo9XI70i2iEfTX9xNX2ivQQVyP0CLY8pWfC5sJ5hgsqF5PtrOQKDxwv0cTwitt+pwOb08VVj/cTV9lDQk2sUAk1ERaNXPVa4ut1xNfriBOX8Q164hv0sXI1CLVV/N75DJJa3cX6km3IM9chy8pEkZmFInNxudTZ68ksuY20mo5IXRXGSNw+o5gmGqIwLsJADEKquDjxhwbCnFkuI3GHh0irayfnkjvIl4sHokJCvkJCoVwQrUAmpIqFcgl5KgWZN99D0kF9JOrMj5bziD8Suz/2/Q2GCe+PirjxhweJPyQQSmnjDw0s/rkPGkg8YGT11sdRqIvIlyvIU8jJVYTSQEGoXIUUtVJOrlKKsuBSzt/9mvA33qsjfp9wUo3fZ1iAcGyIokWLtVdDQoOWxAYNiQ0aEsRlYoOG+Po+Eur6SQyjIbm+j+T6buJqe7n8tzqGLS6cdhs2qwW71XxGuaJb8mfV0DiTXKEIFnQ5GbE4yHugm7iqXhKqf4xceuLr9cTV6Yiv15NQbyCh3iA2LObJ1WAU2CuQsHeQ1Mpm1uffgCxzLfKsLJSZAvPTQkVOJsqs9azbvJ2Uui5RJn0kEoblGoiItU9P/L6FMi2Qa79xycgWH8XSaWG0XC3kbL6FfJmEPDFS5SkkFMglFMokFMqlolwy8tRyMm/+BYkHdMQdNkQEPtPrHIl9TPyhgaj3F7kv5n2LnytmX9TnW1wuIwn7B1i19Qnk6iLy5Ury5DJyFTLUcrmIKJdCilohQZm7iQt2viQKpItCHyZy0tUuToOWhProjCh0nGlIqO9bQGJ9L4n1vcTXdFP4aw36KScOux2b1YpjEbnOOi30Oh0LBo3PKJc4f3Da7aJnxML6wx3E1WjEzuCPk2s+i8kVIiRX/F4jqeXvsl59BbKstciys1BlZaPKWtjQEKJYJmsvKyelvldsioTkMiwqV0i6nyLXgpTxjGnjIOk1jUg33UihLDssVrRcRQpZWK58tSIi1yGDEGV+SK7DC+WKvL+o+86U+i6D+XLlyRWoZTLUcilquQyVTCquS1DJJeTKJKhUG1m5/cWfLFd8vSZMQtR2YkP/QsHqeoVlTReyB/rpGbPjtNux26w4bZZldQ6XL1d0neU486Ul0x4XxzRTnLdXlKt26ToroU4bXg91DpeSK6Ehqi0fxrBAsLi9RjJ2v0mmchPSrPXIMjPFyJUZkxLKs7OEDmJ2Fmuu3k9ifb/4HHox/YhErrh9RrFDqYuJXNH3LxRsfiopyrl/aeEWTxcHyaj6ANnGLeQpssXmhVhjyaUUSsXopRQoUCpZc+v9JBzUE39IL9ZGUXJFSRb9ekulcjHvL/Q5wh1SkQPzPusBY5jIvzcQd0BP/IFBzr/j98jVJUKkksnDYimlEtRyKSqZsMyVyFCpilm5/RnhZDe/zp5Pg474aGJO2FFyxRAVseoEEmr7SKzrJb6umzX3dtM4ZMYtyrVY5FpMtDOmhUvJteilJdFyeV082zpBSn038TV9wtjWP0yuMyPIZeDcbS+SLc1HkpWJLDMTxfr5ckXGvuTZOVy05V7hbNagF+QKnRH/CXLF/wi5VlQeQ15yHblhuSLjXIVyqVB7KSUUKnMoUiq5eOsDJBwyEH9I90+RK2GBXLGfL+GAkYTF5DqoJ37/IOff+Qxy9QaUchkqmRy1VBqWS4heMtQyGbkyGUplPivv/O2y5Ipv0JEQxY+VK7G2j8S6HuLqell5pIt3DBY8dgd2mwWHdXmNjWXL5XXY8dkdAktctyVcCCnMcL/vvSHia3tJrBW6M0vKFRIrSi5BsPliiXLVi4PLMVLN296r57zbfossRy7IlZ2FMisLZZYoV04mipwslDnZKLKzkOXIuPCmh0loMBAflXbGyLU3JF3ofkOseIsS2xxZVK6larJ5cp1TcQxF0bUUyLPJV8jIE8e1wrMzFLKIXCola27/FQkHDcQd0hF3SL9QrJgO3hLMf18HzhCBDyx+ElnwWUNybXsWuSpKLpkgl4AgmEouQy2ToFKouXDro8SHJhCciYbI+GisXJplyZVQ20tCba8oWRdxtf2cd6CPF/ttuO0OIWpZf/in2M4ucjnsCxoXfqcTn4g/dGmJy0XA5aT8BQNx1d3E12nF6LVIxKoTB5FFseLFfUL9FRJLR0KdURBon04UyEhcwyBxe4fEpTFCwwBxDYOcf+P9SLOkZOWsIzt7LfLM9SiyMpFnZSHPyhTIzkKZlY1Mksvq235LQsOQUNfVG4TOZEPkecNNEzHdWDBDJIbYeiASBeexXx8+SBemUEbiDwnEHRrivPKjKAuvpFCRJczKUESmPhUrZJQoZBQppRQppRSq81h7+8MkHhSHEg4Z50WoUBRZpA5cTJQDAgtOEIt9pkVOJBEZ9STsNxB/YICf3fUSUvVmlDIpKrkCtVyOSi5HKZWhkkVQSuUo5XlceOuvY+RaOvXTLhKxQhMTNGESo0io7Y+iN0qwHuJre0lt6Oa3bWZcDjsOqwmHzYbdfuboZbdZfrpcEUJyOXG6PFzzWB9xNd3CzIvF5JqXCsbVCcIJaWJUWiimaivqtBSUNZFfegJVWSOK8mbkFS3IytvJquhgbXUnF9d0cWFtN2uqOpFfWUfJWimFa9eKrKNw3Try168lb/0actdfjCrzItTr16DIyWf17U8Tt2+QuPqBsKBxDUZRMgNxewfFpTYsfXjsbZFxuPgQ+/Th9ZgzbOgg3Kcnfr+e+AMGEg5EzQA5aIiSa5Dzyt5CXXQpxcpsilUSihQ5FCklFCklFCsllKiklKgklITkuuM3JBzSipJGnitWLMPikSok1w+dHOYT9bliRIv69wn7hEHn83a8hkR9KUqZBKVcgVquiJJLjkomRymVopQqUcnzuOimXxK/V89i6d8CkUKdQPF4Ek7kgnu+6q4AACAASURBVESJ80hYQG8UfSTUdpNY18H9H4zjdDhwWE3YrTbstjNHrzPK9f/859/xuZzLlivgcglRzGVn2O5G+csuYcJt3RIDxovUWQlRf4yEBkOkO9hg5JKyY/RdtovBkuvoK76e1uItNG64nvZNt9K66TaObb6ddzfewbuXbOO9K3bxVuFlHJVIeF2SyRvSbN6S5fCaTMLz0hyel2TzojSH56XZ/F6SzWPyXB64spZ7bn6Ywzc9Qv2tj1N121PU3/o4tbc9RcXWp7hx+xusquwUBrnr9ZEpWUvI9YPMi2CRaVyhWmaAuANDAgeHWbHndZT5myiUCh3CfFk2+fJs8mTZFChyYshXqbnojkfFlDAkz0CE/aHpWKFpWgOLyvWDMi0m12KfL4qEfcawXNLcS1HKpBG5ZHKUUlEsmQylVIpCJkMlVbL2+vtIWEKupSRLqNOSWKslsUZLfPViIv2QXL3E13YTX9fB3ndGcdidOMNy/YTIdfZyOfE7XfjdTjpGrFx0uEtM9/qF6UzRQkVTpxXnFeqIr4sQkkvYP8T2Xa/yafHlfKyU45FJGM68mNGsdcwqlczIpNhzshlZdzFOiYRTajVetYIpaTYjkkzcuQpmVEo8cgXjkiym5NkE81T41HJMCgnDskysSgWz6nxcuXmMyAswyjfgyCvGlbsRi7qYpqJb2Lj9XSGVrdeJ7znUfBFz+QbhrBmZIaCJTEae3xoWZxbE79VxwYFO1h1pZd2RVtb8vF2kjYt+3sGFP+/ionu6UVQ+yeWbC7iucA3XFK/hquKLuLr4Yq4quoirioT1a4rWcHXRxVyxUUrurl+y+kgXFxzpYeXhLi443MHPjnRy3uFeLjjUyfkHOznvYC/pB/uEiLlfL9ZQeqGj90PyzI/QoVq1IXrSsziJel/o5BFKhY2ct/MNJLmXoJZkoZRLUUvlqKRSlJIcFBIJaomEPKkElVSGWpLD2usOk9CgDz+/kA7qSAgdI/VaEmo1JEaVHPF1wnZijYaEmiiBavpJrO4nsaafpOp+kqr7ouiNooek6m4SqjoofXUEm82O3WLBZrVhs1mxWS3ioHLU+nJqrjPKFZMOClEr4BJ+Di3o8fBOv5Vz9/bE1FIJi0SrxRoX0Z3BcPSqG2LvXU/x0YZLmVXlY5VIGVi3lrGcLKbVeXhlCsazstBnr8OiUDCtLsAlVzOUmclwVja+XBXTKjXWbDkDmZlMyHKYyc/Dr1IykZPNUOZ6nColc4UFuNVKBjKzGMiSMl2Qj1+dh00qo1V5BVfe+ZowfateI5wRF8vdxfsXIyxd1Hra3l5+88aTjPXdyWDndrTt2+lvuQNt650YOu9C23YX3S130XPyWkbeyWb47fUY3sxE//oajG+sZfDtHAbezEb32nq0r63H+MY69G9L6Tu2hbYTu2k7WUpXUxltTbs5ebyCY0eraW3cTUfjbpqO7+H3b96N9O4mcf6fnvgDIovVjGfozAl1qMjekAB64uuNxNUbSKwzkFSvJX6vjoSGAc7beZTMwltRyguRKYtQyAtRyPJQyNRIpGrkklyUklzkciVSuZyLr9lHSm1/ZK5pvY642ii56oRx08Qa4bsJy1XTvyiCVAKp1b1L0E1qdTeJFR3c8dwgUxYbVotNlMuG1WrFZrVit9qwWaxnI9d/4ne7Fgwgexz2ebVWlFxOJ0GPm981T5FU3yNcOhKV+0bLFZlHqAvPwlhAgzgzo07Pr257gIBajTdHji1HhkUiwySTY5EpsMoVmOVKzAoVDoUau0yNWapiUqrELFfhlitxyZRMSZVMyuVYlXLcSgVOuQJTjgyTTIlTlYtXmYdVpmA8R4ZZKsOnysUpVWPKyqEl90au3/oiibX9xO/VkVyjIblGE/MlJYlnw8RaYQpNYm3sdsK8LlVcnZbz93Wia93P/+vK4RuLhNOjmfxJt5LTo2v5b7YsvjOv489DK/njwPn81ZrN91YZX01l86eB1Xw5vo6/OhR8Z5Xy+cgaPhtcxffWHP5mk/HV1Fr+MHABfxlaw9/MUr41Z/HHwUzmetdxeiyT7ybX88XYxUy0b2TjfW9GJtXuFy6jiZZpKbniFknDEsJXN+hJqB0gsXqQpCojKbt7SNnVQXKFlqQqA+k7u1h505tcdOPLrLr5ZVbf8DwXXvs0F137BBfc8FtWXv84K697lIuufoCLr36Q87a+TnpFL8kVfSSW9ZBU0U9ypZakCg3JFf2klPeRXNFHcmUfSRV9JFVrSKrRkFzdT0p1f3gZWo8mtbqXlKoeUqp6FperspNrfqtlxGTDZrVjs1iwWq0CFis2iyBYqIv4o+XyOuc1MlxO/C6X8GMzTuGHPA+/PUxcbV/sH79OG04Fo/fF14qp4GIzMcQzYlqtlhduOMisUoVXosAukTORJaF71cW0XbwOjTIfY8EGjLklDKiLGcotYVhdzEhuCWO5xUyoCwRyi5jMK8SUX8BUXgFTeUWY8kswFWzAmr8Bm7oYW24JjtwiArm5BFRqXHI1LoWaluI7uPWWF0mt05Gwz0ByTT8pNf0kx6QUIfrD4oXkSqjViPPXxCgnpsqr9rehad3H350b+GYih8+Na/hMs5rPR9byH1YJX4yt4xPDKj4xrOJrs5RvJ3P4fHAtn2pW8fnQev7DIuf0WCZ/1K/kM+1Kvp+S8Z1Jyr+PrOET7Wo+H1jH38xqTo9n86nuQmY7L+SrEQlfj2fzJ8NqhhrzKbr3VXGoQRtF1HcQasiIaW+Y6Mgc6sLV6oiv1ZFQYyS1dpTkmmHSK4yk3d5K2q0nSS/XkVplIH1HLyu2tpO+U0NyzTCplYOkb+sm/Y520soMwvZuPSu2dpCxvYfkKgNJVVrSt3eScVsraTt6SC3TkLq7hxV3tJFxeytpu3tJ3dNP6o4e0kr7SK6OlquPFJHk6j6SqvpF+kiu7iG5upvkqm5Sq3tIqRZES6nuIqW6i4TKDjY+1It+wo7VYsVqsWAJCWYRBYuKXlaLBZvFgsVk+mG55g8SR0csvyvyo57TTidet5edLxiJq+lfUGDGDhILXcHEah0JtYvIFT5Dalhd2Uvrllo+zcvHJ1djksjRrc3k2LmreGfVOk6qimnM38hJVRFNqiJaVcW0q0roUG+gK7eYntwi+nKL0aiL0eUWo88vwZC/gcGCzQwWbGa4YDMjBZcwVnAJ4/mXYs3fxFx+ITO5ebhUSmxSFUeL7uT2m15mRZ2OxHo9KdXdIuIXU91NUlU3yVU9JFf1hqVLqOkjMYqkUJeqTiie1+xrQdNazf8wK/huIpMvR9byl6Es/jKaybdjOXw5mMUXQzmcHsnhm4ksvh7L4fOhbD4fzuH0mIxvppR8MSbl34ez+XI0h28n5HwzLuPz4Rw+H87i9GgW307K+HI0i38bXM+fjes4PbaWL8bX8qeBC5jo3MiGe18TxodiiDQIQvvi6zVR7WzxM0S1txPqNSTVG4iv05NYPUBK9QjJlQMkbdeSurWDtNuaSS/VkLqnn3Nv7+C8W1vIuKuLlEo9qTu0rLi1jXNubSZjj46UCiNp2/o455Z20u7sIbVygOQyLRm3t7Pi5mbSd/aTUqEjbWc359zaSPqtTaTv1pK2R8uKbV2k7+oIn+jCdVVVTxS9Ij0kVXWRVN1FUlUXqZWdAlVdJFd3kFTdQUJVO3n3ddE9YsNqMWOOlisaMYpZzRYBk2X5coV+1HNxudxMu5zYHV4u/Y1WGDheZKwh+pKShDPIFR8eB9OhKGtj4MrtfKzKxS2RM54lQb82i2M/W8U7F66nMW8DJ4ov4Vj+Ro6rSziuKuGEegMnczdwMreY5txCWnOL6BBF683fQH/+RrQFm9EVXoqh6DIGiy5nqEBgqmAjHxWV8HF+IW61kskcFW/mb2frlhc4t1r4UlLLW0krbyO9op00kfSKDtIqOkmt7BLpJrVKIKW6m+SaHpJrekiq6SGxtpvE6i6y9n3ASPsu/mrO5vTkWv4ymsmftJmcas3iVPNaTrVk8lGHjE+6pHzancVnPVI+7ZPzWb+Cz/oVfKpViij4o1bOnzRS/qSR8UetlD9qs/mzdj3/rs3iC72ULw1STg9m8tXEer6YWMfnYxcy1buZjfe8RpzYDEisDxGaId4nNgKEmjKpZmkSavtJ3Gskvk5PQu0gCZVDpO4xkLxTT+qufjK2dZJ+Vx+pd/Ryzp29nLOjl5Qd/aTs0JJyZzcp23tI39FD+o4+Uu/qIe32LlZs6yF9u/CY5Nu7SL+9nRXbOkjb0UfKXT2kbm0l44420u7sEB5zZw8pd7SSuruDtMpeUir7RHpJreyJojsK8fuq6iKtvJP08k7SK7tIq+wgtaqD5Ip2co500GQwC3KZTZjNZiyiZCGEiPUT5QoPHLsiaaHP5SbocjJqdpLzi95YuaK6N/FidzBO3JdQI0gW3SkU9gvFaXyNns1lxzAXX0dAqsApVWCTKTGsz+boeefz9qqLacotoTFvM8dVGzmp3EijagMn1Rs4qS7hpLqYxtwSmlXFtCiLaFEV0qYupl1dQqd6I125m+jN24wm7xL0uZdiyL2EifxiZvMLOCVX45IpmJKoeaOolK3XPct5lV0kl3eRtruZ9N3NZOxpCbOitJX0sjbSytsjVHYIVHWQWt1JapVASnUnyZUdqPa+jr3vdv67XcbpyRz+PJzJqa51+I/m4H03B+97OXjek+I5KsH3fg7+YzL8x6UETkoINkqZaZIz26xgrkXBXKuMD9ukfNQu4+MOOZ90yvisU8qfu2V83qPmL31Kvh6U8L1JxpfjWfzbyMUMNRey4eCLJFf1kVLdS0qNQJJ4Ekiu6SG5upfkGqGDlly1ECHdEmvOfQNCnVw7QHz1EKkVRtIrjaTu6eW8m4+y6vo3ueDGtzj/lnc4/7b3+NnWY6y89QNWbj3OuXee4LxtjZx7ZyPn3X6S825v4tw7mjn3jmbO2drCuVtbOOf2Flbc0UzGna2cs7WVjJsaSb+lhZTtXSTv7CN1Wy8pd3WTvKeHlMoeUit7Sa3sI7Wyl7TKbpEu0is7I1REUd5BenkHGeUdpFe0k17RTmp5Bxfta+ftvkkspilMJhMmkyBYiGjBLGaRM8nlc7vm/c77QoQf9hR+6HPG46Z92MQFB7uJq42ttyINDS2hS0ni6nSxY1tRj0sINwz03LL7VdwFV+JX5uJQqLHJVRgUeTRL1HyQu5HWG7bRcd3tNF9xA82XXk/zpdfRdOl1NF1yHY2XXE3T5itp3ngFzSWX01h8GS1Fl9JadAnNhZtoy99Ee/5mOvM30523ma7czYzkb2AuP58ZRS5+ZT42dTGvbKjl5i3PcV55F2l72knf1UL67ggZe1oFRMHSy9pIL49EtbTKdtKjyKjqIK2ijQ17n8WnuZm/O1R8O5HDnwcuJth2MZ53svC+J8X7ngTvUSme9+R43lMIHJXhPSrD+74M3zEZgeMKZhpVzDYpmWtRcqpVxSdtKv7QruSPnSr+1K3kTz0K/q1fxtcjEv6bVclXE9n8cWA1A8fzKd73HGnlXWRUdZJe2UF6ZcfCM3tVKBr3LE5FL6kVfSTV6Umo0ZFUPUBi7ShJNcOkVwyStr2b869/k9XXPMfqa59n9XUvsGrLi6ze8hKrt7zEyi2vsOqGV1l902usuvkNVt7yNitvfpdVN77LapGVN73H+Te8x/k3vMv5t7zHBbccI/2ad0m59gNSd/eQUtZH+u5u0nZ2k7azk7TyTtLKu0mr6CGtopu08k5Syzsi0WkeaWUdZJS3R9FKRrnwfa6sa+W59jGsk5NMnUGu+Zy1XNH/eYLf5RK7hS5mvR5e6ZsgpaFLiFTz5EqISvUiU5tipQpNjUqs1ZJcoyWlWsPeO55mruQKptV5OFRKRnJUjN+yk8GaI4w8/jzmDg1TrX0MvNfEwNsnGXjzGMY3j2J44yiG197D+PI7GF96C+Pzb2B4+nUMT72K4cmX0P3uOQy/fQ7jo88y8PAzGB/8PQMPPIl9Ty2niouYLijAk5fPmKqYpzfvZ8str7OiopeMnW2k7WgibVdzmLBopa2kxQgWRUUL6RUtZFQ0k1HRQkZZE5cfeJoZzXX8zSrhu/FMTo9dxGyHBMdbcjxHpYJI78twH1Xgfl+B55gSzzEFnmNy3MdkeD6Q4v1Ahu+EHP9JOYFGBcEmJadalHzSouSTViWftiv4tEPBZ11STg9J+H4qh9MT6/nT0CrG20ooOfAMaeVtZFS2k1HRQUZUqptW0U6aeECmVXQKB2lF1AFb0U1qeRepZd2klPaQVK0lsbKfpAojydUjJFcNkbxLT+pdnfzshrdYde3zXHjdC1y45UVWX/8yF17/Mqu2vMwFW15h5fWvsur6V1l146usvukNVt/0FqtvepsLb36HC28WZAtz63usvPUDVlz3Pqk3NpG2R0NGlZG0Mi0ZO7vI2NZK+q5O0koFUks7SCttFyjrILW0PULUdlpZW/j7SyttIa2smbTSFn5W1cSjJ4YxTZqYnJxkamoKs9l8xihmNpt/ulwhpj1uHm6cIL6+R4xQ8+QKt+K1kfRPnAoVI1etsD+pVkt6VR8P3/wIHxZtIqhUY5VKGJGqGC89gPGexzC914p9yolp3MqwYZhRwwij+jFG9OOMGiYYMYwxoh9lVD/KmH6UccMYE4ZxJg3jTBpGMenHMOvHmDKMYtKPYjaM4/3Nk3y8aTNzxRtw5eVjkBfy6CWHufTOoyRXa0nb1UrajkbSdjYL7GomIyTXnhbS9rSSXtpGemlrmIyyFlaUN4k0sqL8JBmljWw5+AQf6q/me3M230xk8cXEWj7SXYO7eRuepqvwNl2Jp+lKPE1X4WkOcSWe5itxN1+Ju/lyPC2X4225HF/rFfjbrsTXdiXB9iuYbr+c6fbLmWm/ktnWa5htv4a/DBTz7eR6vpy4mL9MXMR45yZK9v+e1PIWVpS3s6K8gxUVHaRXtEUo7xDO7mUdpJd1hUkr7SR1j3gA7+kiZVcnyZUaEsr7Sa4wklQ1THKZgdRdWlJK+8m46W3Ou+p5zr/mRc6/9iXOv+5lLtjyMudf9zLnb3lN5FXO3/IKK294jZU3vMHKG99k9c1vs/qWdyLLW95l1db3Wb31BCuueY+UG1tI3a0jpcxA8vY+Um5vJXVHK2m7OknbHaKDtN1tAnvaSBVJ2d0aWe5uJW1PC6l7mknd0yLIVdpC6p4Wzik7yT3vDjA+McX4+DgTExNMTU0xNRVJE+dLZjpTtzDgcS+QK0aseXg9ThpeHyGuoVdsUiw+znWmaBUioVb4ibXzqnp44YZ7mFbm45bLcEgV2AqLMNX+nKH7nsB6sg/XpAvTiIlR/TCj+mHGtMOMaYYZ044wph1iTDvIqHaQMc0gE9ohJnXDTOqGmdIOMaUdYjIKk24Yz32/4sO8EvzKQmxSFQZFCQ9dch/Fd50kucpA+o5m0nc0kb6zWSCcFraQIa6vKG0TU8QW0stayChr5pzyJs4R5Tqn8jhpZSe49cgj/GH4av5mkXJ6Koc/D67no5HDzEw14x87TmDsBP4ofKPH8Y0ewz92TFiOvo9/7H18o0cJjB0lOHaU4Pj7zEwcZU5kZuJt5sbe5NT4Ub401/K9Wc6Xk+v58+jF6Bs3UNjwDCkVrayoaAsTqjfSK9rJKO8gIyxXhLQ9HaTt6RTY1UXqjnaSK/qJL9OQWGkksWaEpKoBkqv0pFTokVQ1U1LzAUVV71NQeZTcimOoyt5HWXYUedkxJLvfJWfXO2TveI/sHe+Sedc7rNv2Dmu3vcPau95hzR1vc+Edb7PyjndZtf04q7efIP3at0i+uYWUUh2ppRrSd/SRsquH1D3dpO/uiry/PR2k724TaY1J6WPY00z6nmYySqNpIWNPI7WvaBmemGB8TJArFMF+lFzzI9eZxAq4Xdjdbm5+Si80MxZNC0Nt20XkqtWGr05OqtWSVCM0Py6u7KLx6hrmVLm41QrsChXmTZcz1XAvg/f9Dku7Duukg6mBCca0w4xqhxnVDDGqGWJMN8KYbpgx3aCAdpAJzRATWgGTbhiTbhizbhirdgSLdgSHZgjPgYNMq/PxKfNxq/IYyr+a+y99kNwdzSRV9ZO2s5G0nYJcaTuaItFLrLtWlLZxTlk7GWWiXOUtrChvZkVZoyhXMyvKG0krO8G2+37N5xOX83drLqfHcvij8SI+Nv2aGdckAfsIAds8rMMErKMEbGMEbKPi/mECthGCtiGmbYPMOoaZsw8xZx9kzjHEnHOIj+xDfOQc5bTjfv5mzeX0ZBZ/GFyN5kRxjFwZFa1kVLSRUdmxQK4FgpV2CF25PZ2k7e4mZWc7ieV9JJRqSCo3kFg3SmLdMMlVg6SV9VP54jgvdVl5rt3Ec61TPNcyxbPNEzzTPMkTzZM8fnKMx46P8uixcR55f4yH3xvhV2+P8Mu3hrn/zUF+8foAR14bYP8rgxx6c4qfvz3FnY/pKLhHx6p9RpLLNaSWaUgr7SNtRydpO6Pe3zy5olP5mNR+T9MCMkqbSd99ku3P9DEwYQrLtVj0ik4L/2FyBd0uJu0eih7REFerWzCAnDCv7grP/xKbHPPlSq7RklSjQ1bexuBVe/g0Px9PXi4mqZKRTVczvu+XDN7/O8zdBkzjVsZ1I4z0DjDSO8Bw7wBDfQMM9RkZ7jMy3GcIM9JnYLTPyGifkfE+I2O9BiZ6jZh6jJh6B7B3afFUVDKbn08grwiXUo1WfS1HLn8U+e5Okqt6Sd95IixX+s5mMnbNb2qE5GojvayV9LJWVpS3ck55MyvKm8gob+ac8kbSyo6z+8EH+Xx8A//DrOLrMSl/GZXyJ9vvOOWcIGAdErAMRdZF/JZh/Nbh8HbQOsS0bYgZ6xCz9iFmbYPMWQc5ZRf42GbkI6eRL22H+G4qhy/G1/DH4QsYbL2Uor3PkVouylXeRkZFuyhXx9JylXaQXtpJ6m4xMuzuImVnB4nlfSTu6SOpTE9C7SjJtSMk7TaQtqub/a+P0jho4bjRxAmDmZN6KycNAo0GG41GOycNNk4abZw02jlptHPC6OCE0cFxg50TejsnDE6OGd00jU7TZZrmqQ4Lu14aR3X/EElVRhKrjWTs6SNjW/sCucJp4e420qIaUrF1s9AFDkUwIYq1kLr7JDf9tgfdqImJ8Yhckz9aLo8bn8sp/rc/S4vld7uY9jgxTrpYd6/4i7n1+qixLd08otrz9QubG4m1GpJrDSRVG9hQ+j7mK7bxSX4BTrma8UwJo1fewNihBxl5+DmsulEs41ZGdUOM9A8wqhlgWDPAoHaAIe0AQ7oBhnXiunaAYa2RUc0AY/0DjPcLgk30GZnqNWDqNeJo62V6+y4+LSpiOr8Em1xJi/p6Gq5+kpzSblIreknfcTIcrdJ3z0sF97SRXtpGRlm7cKCWC3IJ6y1klDeSXnmS88pPkFZ2nOqHf8lfxjfxvUnCtxMyvhjP51PH08w4RwlYjQSsRvwWI37LAH7LAAHLAD7LAF4R4T6BgNVI0Gpk2m5gxqZnzmpgzmbglN3Ah7YBTjmMfGHdzzcTOXw5kcnnExcz2n4F+XtfJL28lYzKFiFyVbaTURHqokXEyijvJL00RBdpe7pI3R1adpK8s4Ok8j6S9vSQVK4noWqE1PIBUndqSS/VsPd1My2DThoNFhEnjXq7KJmFkwYLJ/QWPtCbOaY3c8xg5pjOzDGtmWNaC+9rHbyvdXJU6+SDQS9t40F+32Ziz4vjFD4wSmq5gaQ9WtLuaBfkCokvypW6O1JrRdLD1pjGVGwUi6SIqbsbufyhTnqGpxgbH2VsYpyJyUkmp5ZODc8sl1eQK/hDcnmE//T7hMHGuQf6BbkadFEj+9GDxPMvDdAvlKtOR2Ktjrg6Azfufg3HhqsJyJTYpGrMMhUTN9/B6N0PMf7kK9iHJjGPWhjVDTKqHRCW+kFGDENhRo3DjBiGGDYMMawTBJzoHxDqLc0gk/1GTH0GzP0DOJs7mb51K7N5BXjVhZikcpoKtlK15WnWloty7YyVKz1KrhVlbVGt3JBQLWSUt7GivJUVlY2sqDrJeRWNpJd9wMHf/ILvpi7he7OCryak/HFQyUeW5wjah/GZ9FEY8ZuM+ExGvCYjXvMAHpMRn0mPP+pxfrOegEXLtEXLjFnHjFnHnFnLnEnPrE3Hl9YDfGdS8MV4Nn8eXYPu5GWo975MWkUrGVUtZFSG5OoKt6ij5coo7RLF6iRtTzfppT2klwo1TsquTlLK+0nZ3UVymYb42mFxbuEAyZU6ql+ZpMng4KTezEm9iUaDVZTMLO4zc0JnCnNcbxLFMnNMY+I9jY13NQ7e0dg5ZvTQOh7k2U4rpS+OseHhSdIrtaTu0ZC+s5fU0h6SS2NrrrTS+XKFmFd3hTORZjJKm8gobSJ590ny722jfWCKsfERQa6pf4BcZ45cwn8IPuP38mzHFMn1/cIIfcx1Nmcrl56kWg0JdQZqtz1LMP9Sggo1DpUSqyqXqTt3MfrzXzP5wtvYR82YRy2M6YTGxZhuiFH90KJyjRiGGNUNMa4dYkI7yKR2UJBLM4ipbwCLZgjn8WZmr7uBgLIQd24hzrwCmot3seemZ1ld3U1qRQ/pO5sWtODDkWuBXBFWVLSyorKJc6oaObeyiRXlx7n/8SP8d8tl/M2azxfjEj4zKvnI8jLT9hH8ZkMURvzmAXzmAbymAbxmAZ/ZgC/mcYJcwWi5LDrmzIJcp20H+Zs1jy/HJfxh6GJ6j12GsuFlUitbyahqJaOy7cxylXWTUdZNWmkX6aXz5eoS5eokuayXxIZhEv8/1t77vY3rzttGb2yi5K5iSVbvcpFbIvcWOy6SKDZRXWIFQLBItrNpGyfuVnNRl0iKvaIMMDMobCIJkpId29kkdpJ1nGTzZJ999732fZ4/4H5/OINCikr/4XNN4QAEBuc+33K+c86uAOaSeMaQ6gAAIABJREFUAKbtnWx/LcCZ7n5Od6mc6lI53R3mdLeqHYc51RXmZKfKqQ6VUx0KH7UrfNCu8kG7yok2hWOtEY61RjnaEuF41yDnpXF+1BRjy48D3P2KgqOoC0tBF5b8Dkxbm7FMs1y2bY1Ytzb+Zbi2XMC2RSsO2HYBx7bzmLecYWHpBc72hlHk0D8HrtGRYcZGLhOfKYmRXF51mMn4OFUfhtCVtGHY6cWkPfCYei4r9SjJzI+ZpI95dWIp6sRS3If7mVf5fM0GJpcuZ3DJYoKLl6C+WESgsp7wkVMMqIPEgjGCvYEpMM0kuU9C6Q0g9/gJ9fgI9XhRu72o3T6inRLRbomx4+9z5f7NXF21nrGVq+hfvorT67bz7cffIru4Dev2FhzTsoR2bVzEkdeIfXtali2/kYyECi7iKDyPo/A8GYXncRSeIzPvNPU/2M9/RtfzX9EVfB1awG+kNXw++A5XBoJMxLxMxHyaK+gjHvMJixX1MRrzCyUgS7qNfUzEepjo72ayv4ersR6uxrq4Gu3hk/5uftu/lz/FFvNbZR6/9N9I97kHWLbrbSwFTTgKL+EoaBLKb05q6mBrS1K2vBZsea3Y8lqxbGvBvKVZVKtva8aU146pJIhlp4KlwIt5SwtbfxTgXF+MCz0q53qinO8Jc07T2R6Vsz0qZ7oVDbowpzoFbCc7VT5slznRpnCiTeV4m8Lxrn7OByb4yaUY+a8HuO87QTJ29GIt7sFW0IHtpSZsLzSkwZWuxhnhsm25gHWLSMNbt17Avi0B1wWs285x296znOiUUUJhQrKKokZQ1WtjrnT9ZbhGrw/XxIhYkGx0NM6WN33odnRg2OnFuHNmuKYU55Z0XxcuU1E3mYUd/PixKn6xdgOTS1bSv3ARgSXLUfL34ne9QvTkRYYiw8SCUYJ9AUJeaYpkXzCpkFdC9koofQkFUPr8hHv9RHr8RDsDxHoCjL35Np/e9w0+XXsX8VXrkBev4si6Qp5+6ig5Ozqw5LWQ8eLFKUkM+7SqjBRcDWQUXNR0IQVXwTnshefJyjvF917bw39Gl/O/I4v4Q3geX6kb+Wz4BBODoTS4fFPhivkY6fcz0u9nVDsXj/kY10CciPUw3t/N5EAPV/unwvVVdA//EZ7P1+F5fKXchrdxM8t3v4NZKwX6W+GybkuoGfOWS5gKOjBvFXAZdwQx5wewvtSNeWsnz78W4ry3n4beMBf6Ylzsi3KhN8L5njAXeiNc6AkL4HqjnOuNcrYn5SKe7FT5sCPMBx1hAVlnlIuBOO+0DVD8eoAH/yVIRlGPqJR/vgXbt5uwv9B4Hbiarmu5EmAJuFJuoXXrOW7ceZ7XW/yE5DDyXwHX9S3X//n/GI+PzgjXxOhIcoHw+KiAq//yKA98rw9dSQ+GnX0YdnZfF67UQ5AzwyXGurq5sbCNMw+W8OmSFYwuWs7g4qWE192JsqeSQO2/MNDYzuXoZWJSlJBvKkyyL4jiD03Zyr4gYW+QcF8QtU9C7QsQ7Q0Q6/UT7fbT3+sn/sMf8dM77+GTlRsYXrqGwKI1vL5xJ49+632ydnRgzWsh46WGZBLjenCJBtqYGjtKgyuz4ByOovPkbD/JG2/s4b8H1vCn8CK+Vuby88BaPh06ycSQwmS/j4l+fxKshEZjmuXqDzCWdn4i5mMy5mOyv5eJgV6uDPby8UAvV/u7uRrTLFdsD3+MLOS36jx+HbyZjtP3snTXW1i0sqcEXBkFLVMAS4HWkqbWmeHSLJdhRxBjYQBLgRdjgZdv/UjhvHeQhj4BV4M3RoMGWWNvlMbeCBd7IlzojXK+R+hMT4TTPRFOdoX5sDPCh50RTrQpvN8ZocE/wrHOAXa+EWDzd2Wyinoxb+3C+mIHtq3t2Le1XBcux9ZGHFsbsW9Nh+s8Nq3CxrbtYprlOo9t63lmFV3gXy72EVTUfxyueHxUW8lPgygJk9DY2AjxkVHG48P4o6PcUaNNN71Lm/5sp5gKTa9Blq5U/JUGXUm30I5eDCVdLCpopeue57m6ZCmXl6xgeMlyYvc8iFxajXzoe4x0+BmJDhMJhpMQJaQG5BkVDsiofhnVFyLslYh6JWJ9ASJ9fvr7ZOKHv8OV1RuIL1vNyLJVRFds5F/vOsh9z32AbUcP9i2N4kdIrynM09LVWm1aagD2Eo78S1ock4pnMgoacBSdI6fgA46/V8L/ubyR/4wu47fSXD73b+Cz4dNcvSwzOeBnvD/A2ICfeL9Pk5+xfj9j/QHG+iXi/X7GNYl0vJfJfi9XB/r4eNDLx4NeJgd7mOzv5eOBTn43sIv/GljB1+pCvvTfQOuHm1iy622sBU3Y02oLHYUt2AuaNbVgLxDlTtPhsm9vw5bXqpU/tWAu6MSc14wprxVDiYRxhx9TUQBjXjdPfFfinHeYRm+ERm+UJm+MJl8/l3wxmrwRmrwRGvvCNCQg64kIuHojnOoWcH3QGeX9jgjvd0W5GBjig+4h9rzp59HvS+SU9GIs8GLd3oNtazs2bRDZuqVpqramlUJta0wBtfXCdeASlRpZ+WepPe0npCh/Fq6/XP40Ha4ZlIBrMn6ZJmmUOWXtaXD1Xheu6z7aX5JQH7qd3dy57Szq3U9wdelSLi9dQfj2xYQe2IxcVU/olR8y1idzOTZERFJRfKG/Cq6k/FPhCvf5GewJMu508fHqdUysXM3oipXIq+7kX+6u4K7nT2HZ0Yt9SwOOa+BKT1c3zQBXowaXAMxeeBF70TlyCz7g5IlC/mdojXigMTCfX8r38W+XG7g6HGJyIMDEYID4kMTYoD9NAcYGJcYGUnBNDASSg8hXBvxcHfSl4BrqZXKgl08GuvhtbAd/ii7hK2Uev/Tm0nXmGyzZ9c41cKXAuj5ctjwBWBKurc2YC7qwbGvGvLUZY4mEaXcQY5GE6cV2HnvZyznfZZr9/TT7Y2mK0uyPcckfFZD1xWjsi9LQF+VCX4zzvVHO9kQ53R3lZFeEDzvDfNQVpVEa4mTvCPvfDvDkDwLM2d2HqciPpaAXy9Y2LC82XWu1tlzCurVxZrg0zeQW2vLO48g7w8FjfUgaXLIS/jtjrr8SrvHRUSYnRjjSOYJjX6uYSiu5GqM2C+4McM2Y7NDgEnMH9vH4S0eZ2PQQP12xkstLlhOctwD/I48RdL1M6HuvMyJFGI4NEfUpqF4NKr+ARwmEUAIh1GlKnvMHUTW4opqLONzlZXLfPj5bt4Erq9dwecVKepbdyaFNbta/dAFzSS+OrQ04tl7AnjZgnD7IKmBKxC3XWq6MwkbsRRexFp1ndsH7nP9oO/89sIw/RZfxH8oSfhN5iJ+PtHJ1OMSVQYnJQYnxIYnxwUCaJMYHg0IDAa1CI8CVgQBXB/2aUnBdGe7lykAfnwx28VWskD+o8/mtehtfqTfjvfjwFLgcmmaCy17Qet2Ehi0drq3NWLY0YywOYCwJYMzzYXyhnc2veDnvv0xLYIDmQIyWQDRN6cAN0OwXFq3BO8CF3hgXemOc741xtifCme4wZ7pjNEuXOeeNU/lekOdek7h5Ty+Wgj6sWzqxfvsStudngCstc/iX4bqQLIGy553Dtu0shW924ZNVQiFFwDXDIPLfDtfoaFLjY6OMx0eJx0eJj8X5eGKUl89H0e9uZcrSpskZgdJmxL1O/KXXZtHV7+zFsLML0w4/+c//gCtr7mR8yTL6Fy1GXriQ0HPPI7lfIfz6CUb7RxgZjhORY6ghoXAoSiQURZUjKHKESChCWFMkGCEshYlIYSKSSjggE/XLRP0h+vsUhru9XCko5LM16xhftZr+O5bSsex+au6vY+W2i5hLurBtbcDxUgOOLUKZeU048i5hSxS35icaZnqCoBF7YRO2oktCO5qwFzZyU9Fx2s5t4/8dWsHvw4v5KjSfnwc387PRDq6MSFwZCnJlKMhEEjANsgFJK30KJsGaHJS4MihxdTDA1UEvHw95+WTIxydDPq4O9XJl0M/HQx183b+dP0Tm8xvlNn4duom20w9y+853MSWfN2vCWngJW1GLeMyksBl7YSuOwrYUYAkrli/Asm9vw7a9Deu2FgFXXhPmrY0Ydvgx7JAwFgUw5vfwwCsBzvuGaJX6aZH6aQukSYrRGojSGojSEkhZtSZfP03efhq9MS56o1zwalasp5/m4CgN/jiuY0Fe+onMvAO9osbwpTZsL7Vh39r6V8LVkLa9qBXspuJo4SKex77lLM//sAuvHBGWS1X/zgqNGeEaIz46loRLaIzJiTh7jsnodnVMXSUkfTWSnZoV+yvg0u/sxlbUi/uZOq4uX8PYHcsYWrqU2PLlhB95FGXLdgbLXIwdOcrw8eMMvPseg+8dY+DICQaPvc/Q+x8x8NFJYqdO0X/mHNFzF+k/18DQuQYGLzYx2HCJwaZLDDY1MdzYxOXGZi43dTJ84QLxbz3LxJJlXF66nMEly+hc8wiV33iZJdsbMe3owratkcytjTi2NWHf1pgsCboWLvEkqy2/UbhZhZemwOUobGJuyRF8TS/xf0fW8sfIUv5dmse/BR7mZ6PdXLkcZHJISMAVZHxYIj4UYHwwUVsYStYcTg4G/yxckwMCrt8NFvCfA8v4rbKQLwI30/DBvSzY+R6mokv/IFwiuWHS4DJtbcBYEsBQIqHfIaHP7+He2j7O+wZplfpplQZoC6TpOnBd8vVzyddPUxpc53pjnO4Z4FJwlCZpHM+JIHmvh1hc7sW0vRtbfhf2vE5sM8AlyqGmwzXdil0Ll2PbOexbzvLoq+30BKMoSvgfg2tifOwauMbH4mlgjTI5NspIfJxv/cgnLFXa/Oj6xMLc0+CantwwaK5jwoXU7+whq6iDNx6v4LPlq4jfsYzBO5YQWrgQZdFCLq+4g6GVywkvX4l35XLCq9dwef1GBjZsQF6/luD6tcTuupORe+9j8N57Cd57N/J9mxh88EEuP/wQsUc2ozz0TcIPPczwY09w+bGnGHzsaWKPPM7wmnVcWbaC0RUrGVq2kpa1T7Lv4e+xML9VPAKzrZHMrU3Y062VtnXkN2PPF2A5ClvEY+IFmkXQwLIXN2Pd0YS9sIlFu99FvvQt/u/QGv4zspyv/PP5Qn6an435mRwOMzGoMDmoMjmkMj6kMD6kMj6kMjEkzk0MqkwMykwOykwOyVwZVLgyKNzJj4ckPtF0ZcjPxIDEx8PdfN1fwH/F7uB38jx+6Z1N80cPcPuu9zAXpz6jUEtSCbimA5ZIaMwI1xYBl3mvgn5nEENeF/e4ujnnHaJNGtDgGtQk4EpoqovYT7O/nyafgOu8N8q53n5O9wzQJI1wKTRJ/QcyBW8EWVbZh6W4F0txN/a8TiwvahUaaZUa1q1TExr2vMTgcsN14bLnNWjp+PPcW9dChxRJwhWOXDuA/FclNKbANaaBNRZnfGxMU5yJsTHU4TE2HtaW9EnME74ntdLjn1uVJN1yJUDT7e7jhqJWzjxczC9WrWVy2Qr6Fy+l55Z5hBYu4uqaNUwsW0Fk/u30zL2VoTuW8snyNYwtWYa8YD5982/j8soVTK5YxcjS5fhvX4D/9gWMr1rDxKrVDCxdgn/BXORFC5lcuYbxZSuJLVpM3/y59C9dxier1jG2YjXqkmWcXv0Mux75MbcVd2Mp6sCx7RKOrdozTdubceS3YM9vmdKjWwuaRc8/Rc1Yi1uwFrdg29GMrbiJ5XuPEmt9hv/uv4M/RhfxtbqQX0Ue59+GfsJn/W/zafQNPou9yWexN/g09jqf9b/NZ/3v8Wn/u3za/47YDrzLJwPv8EnsHT6NvcvnsaN8HjvC57F3+VnsPU3v8mnsHX7W/2N+qzzJ7+W5mm6l8+wTLNh1FHNRI5ai5uRntRW2Yitsu0aOgnYcBe3Y89ux57dp23bxJPL2FkyFXZi3N2PdcgHTjiCmEglTgRfD863c6erlgjRGjxKjW+6nSx6gWx6gNzRAd6g/ea5T7qczGKMjEKXd30+bv59WX4wWX5RGb4SL3jDne2O0BEfpUCf5/mmZkre8rKnyYi8OYCnsxf5iK9bnm7Bua07GhOmATYcrdZwotk4Da/tFMvIuYNnayJrKZhr9EVRFyxSmgfVPgiulyfgYnZERFrpSs6um4BIL0f3tcPVwR8EFejZ9m0+XreTy0qWoCxfhnTsPeckixteuYXTlCpRFtxNYNJ/hFcu4unotI8tWoCxYQGjh7cRXrebjtesYWbaS0O0LURffwdW1G5lcvY7BO5Yh3347/UuW8Ona9VxZtQ510RL8CxcxvHw1n6zdyOiqdYQWLeP9NS9S+Phb3FDSg7mojYxtovwnEdQ78lux56d6c2tBC5ZC0Ugt6XAVt2DZ0Yq5uAVrSSuWHZdYfeAYl7u+xf8zsITfhefz69B8fuFdyhehFXwdXstX8lq+8K/gF96l/Luylq/DG/lKXs8v/Sv5ZWAlv43cyVeRO/lSXsfP/Sv5VXAdX6v38lvlbn4lreUL3xq+ku/i68g9fKmu4xeB1fzGv4A/qIv5vbKQr0PzufThU9xW8gGmouYpn3cmsGyFbdgLOrAXdGDNb8eW354GVzvW/BZMRV2Y81uwvXQeY3EQU34flq09mF9sZ+HBLpwfxXj1XJjvnY/ww4sKP24I80ZTlDebo7zT3M+7LQO809bPkbZ+jrcOcLw9yvGOKCc6Yrzf0c+JjhjHO/s53tnPad8YF+WrvHomQt5rfayq6sO6vQfLlk5s375Exkst2La1JOFK1URe3y1MhyoFlwDMuq2RxQcvcaovQliNEP6H4IqPER8bES7gdeC6Oj7GGf8wc8o60e1JX9p06kqP6UpfAmgmF1G3q4cl2y/SeufzDC3cgHzHeuQlq5EWLkVevILoktUoS1ajLl1FZMlq+u9YTXTZGiLL1qIuWU1k2SoGl61icMUaostXEVm6nNjylQwtW83lpasZWLKS2LJVDC1fxdjytVxetY7IstX0L1vD0PK1jKxcx/DydYSXrOPEhmJeevooObt6MRe14djaTMafgctS1IqpuAVTcQouW5EG1s5WTCWtmHd2YCppZX3Zu1z1Pcv/DK3j9+GFfCnN5WrLLfw6cDt/HFjB1+HF/MJ3M591z+F3kTv4Q79Iof9b9438su82/tS/ij9El/FraQGfd9/Ir4ML+I/YGn6nLucL3zw+77qFr9Vl/CG2in9XF/B5z8383DuPP/av5feRlfxaWsCFDx7n1l0fYixu+avgSk6sWdiOraAdR0EHdg00W0Er5uJuLIVtWF86j6lYTK1mzu/DmteF/YVmcrc0M6ukm9xd3cwpauWW/GZuKmnnlr3dzNvTzfySDuaXtLJwbyeLS3tYXNrF0v2drNzXyYryHlZW9rG6vI81ZR1srOrkvhofqyt6WbCrlTn5rdjyurBu78Ge14E9r21KNtOuFR3bt11KPjaTsF4ppUOVViOaJ552uHVPE8c71Wvgut5cGteB6/8wEY+n4ixNE/HxKccfj8d5vTmKdV8nuimLvk1dHG7KQnG7e1OaYb0t/U4v2cXtvHrfHjrnPcCF+Q9wfsF9nLv1bs7espGL8zdxfv4mLizYRMP8TTTMu4eG+XfStGAjTQs2cmnB3bQs2KTpbloW3EXb7ffQfvvddC64i86Fd9O58B66Fm6ie+EmuhZvonvxvfQtuZ/eO+6jZ/EmehffS9+SBzm6oYRnnv2AzN0+rIXtZOS1kJnXij2vFWt+K9bCdiyF7VgKO7AUdmAubsO8QwBmLm7DXNyOqaRDTFW2sx3jznbMu9sx7GrjXufbfBp8gv+5vJrfqwv5lf8WftZ2A18FFvCnwWV8JS/mC988vvTN5w+RFfwxtpLfBG/nS+88fiMt5E8Dq/lDeBm/8i/gS+9cvlYW86eBdfxWXsqX2uv+I7qc/9W/ln+XFvGF91Z+FZjP/xpYw+/CK/jSfyvNpx/ltr0nMJSImZ4smmxF7VgL24SK2rAWtYvvmgaXtbADa0GnsFoF7dgKOjAV92Ipase65SLmYgnrziDmkgCO7T1kPNuE7VuNWAp96Hb4MG5pxfZUA+bnW9EX+tDl92F+rh3rEw2YX+hEl+9Dt60b89MNWJ68iPGlbnTbezG90I7pyQsYnm7A+GIX+q2dmJ+/hO2JM9hebMNS6MWS34VlS4sY19qeekzmWl3S5s5o0pSYSyMxg5d4KtuR14Aj7yKzd17g9UthwqqKooaJhAVcydmf0uYx/Jvhmq4rE+M4TyraVMgzrxN83cXhds+wcJ2W1DDt6OPJR1+jadETnJp7P8fn38+Jefdx9OY7OXHbPZyYu4kTc+/lxLz7hOZu4v25d/P+bXdzYv69vD//Pj6cex8fzd3Eh3M38dHcTXw09z5O3nY/J2+7n4/m3s/JuQ9wat6DnJ73IKfnf4MzC77Jmdu/yZkFmzm7YDPnb9/MkTUFPPXsB2Ts9IqeOr8Vx/ZWrNtbMReIntxY3IFRmz7ZuKNTzPe3o12b/LMT/a5O9Ls7MezqwLCrA/Oedox727nf9S7xrsf5rbSCX/lW8qV3OZ+2LeDnPUv40r+SX/pW8kvvcn7pW8EX/lV8GVjFL30r+cK3gi/9q/hVcDW/CqzlC99KvvSv4FfScn4dXMOXgRV84V/Ol/5V/Ca4hl9L68Tr/Mv4MrCMXwdX84V/BV/6ltB++gXm7z2BqaQZc0lrUpYd7ViKxZRq5qJ2MfVz8TQVdWIu6sRUJAqtrYVdGHd4xSy3Wxsw7gxi2RXAviOA9aV27C+0iBR5cQBzgRf78y1kP9uCfUs75l1+DIXd2J9vJePZRux5XdhKJCxbOsl8poHMb13CXuDDUuwn44U2sp9uIOO5S2QW+7EX9JL53CUcj53B8UIb9qIA1u1d2F5oToOr6a+EK03bE/NRijpR+/ZGsorP8+q5MOGIihy+1hVMh+vPuIXXh2siPs5EfJzJeJz4RJytb0ti2Zl9PdeFSz/TsqZ7+jBoMdkUt3FPH8ZdfdyY18C/3rmHhvmbOT7/QY7Ne4Cjt27i6G33cPS2e3lv3gO8O+9BTffz3rz7eG/efbw7/17enX8vR+fdx/F593N87v0cm3s/x+Y/yNF53+DY/G9ybME3ObrgmxxfsFlo4cMcu/0hjs7fzInbH+PE7Y/x/oKHeW/ZVp587jiO4i5txiPhBloLtFl1d3QmJ800alMbiCqVxLTP2gonezrR7+lAv6cD075OdHs7WH/wXXqPP8HwyTsZ+PBuBj+6G/m91ajH1hL9YAOxkxuInlxP9KMNRD9aT+yj9UQ/Wk/0pPhb7ORGYifvov/kncROrif60TqiH91J7KON2v4Goh9tIJbYnky9Z+TD9fSfWs+7r23jhl0fCcu1oxWLJtOOdkwlmnZ0YNrReR11icUPijoxFXZh2OnDXNKFdWsj5qKAGHfa0o1lS7uYanpLF7at3di2dIrB3m3dWPK6sW7vFhOHvtSJY0sn9m0d2PO6sL/QhuPFVuwv9WDL82Hb2oP1+VYyXujA/kIH9vxerFu6cDzbiv25JqxbOrDl9WF6vgXbC804trX8WbgceVphct4M062lzSNiK2jAln8Je34DVR+FiMSiqBGVSCw8dWLQfxpcY2MMjk5w/790i3WlEkt5JhakTnMHZ1zxfk8KJn2adHu8GPb2YNjdxUub67gw/5ucuPUe3r31Lt6+dQNvJXUXb912F2/emq67efO2e3hr7j28fevdvH3bPbw9dxPvzt0k4Jt/P0c0vTf/fo7Of4Bj8x/g+IIHObbgAd697X6Ozn+EIwse5diCRzi+9Ns88633sBe0Y8tvxVLQhqWwTTSqEm2VjV1iWVl9YrXJPT2p8b69Ykke3f4edPu60e/rxrS/B+PeHlbsepPm158keuxuQkfuInj0Trxvr8P3zjqkIxvxH1lP4Oh6/Ec2EDi6HunoegJH1hE4soHA0Q1IRzcQOLaBwLH1+I6uxXdkLb4j6zWtw39kPf73xOv9723E9+5GfO9uwPfeenzvrkd6bx2vvFpCVskF9Ds7Me9ow1yiubHpU1YnH3pNf6pczOBl2NGtzdbVjb64B91uH+Zd3dhfOo/j+XYyHm8g84lGMp5swP5kA7YnG3A80YDjqQZsTzZif7IRx5Pi7xlPNuJ4WpyzP9mA48mLZDzVgO3pBqxPX8L+1CUcTzVif7oB2zNN2J+5JPafbsDxdCO2py9ge64Jm+Z+Zjx7EduWRizbNZjyrpUjr0WUrCUlssD2/ObkNAf2/EashQ1iMteCJnYflwjHBohEokSj/0S4EmBNxMe5Eo8THJhgeU0Huj3eqWvk7p0h1poBsmvP96Hb68W4tw/Dbom5zx3hmQfKeXrTAZ64Zx9P3L2Hx+/azWN37eKJjUU8eWchT91ZxHN3FvD8xnye35jPC+vz2LJ2K1vWbCNvzRYK1rxE8ZqXKFn9AjtXPcuulc+yZ8Uz7F35FPtXPE3p8meoWP40rmWP4bxjM5VLHqJ6ycMcuuNRDi97lgeefh1zSSemkk7x8OcerTPZ40W/14d+nw/9Pq/Y7veJheQOeDVp+we96Eq96Pf3oj/Yi/VAD3cU/ogzrzxG7L27kN7egP/tDQTeXk/g7XX4316P7x0h/zvrCLyzAemdDQTf2UjgnXUE3l6H9M46/MlrNuDXrhXnNuB7Z6PQ22K/5821dL++mr4319L35hq8b62jtG4v1pIG9LvaMZZoS/SkL4uaWHx9b4+WpPKi3+0VS9nu7ktbp7oXXUmfBlcXmS+eI/OZJrIePUfW4+fJekwo87HzZD52jsxHz5HxyNmkEseOh88kt4n9jEfOYn/oNLaHTmF/6FRy3/bwaawPncL60Cksm09ifegk9odP43j4FI6HT+PY/AH2b53Fsl3LGG5vwbY9VdlvSyptYtDCNmwFrZpakrIWXsJa1ISpoImtb/lRooNEI/1JlzABVGJpoYT+7pjr6sQErdIwt1S0o9sbQL+TjmaGAAAgAElEQVS3J7VA9Uzx154+9HvEvmGfb8aER/LafX4MeyUM+4OYDkqY9gcw7/NPWUPYsFdYAOPeXmx7urHv7sK+uxPL7g4su9ux7ezAsauNzF1tZO9sY9auVmbvbOKGHU3cuKORG3dc4OaiC9xaeJF5hRe5vfAst+d/yO0F77Mo/32W53/A0u0fkL2rGV1pEMPBAPqDfnQHfegO+tEd8KM7GEjtH/CL/VKfUJkm7Vhf6sV00Iu1zE/mgV7m73ibnxzegv/tb9D1xv10vHk/nW88SOcbD9D5xgN0vPUg7W89SPubD9L55v10vnkfXdq288376HzjXrreuE/odbHtfuP+5H6Xdk3nG5voevMeWl7bQMu/rqfztXvo/vE9tP/km2yvrsewqw3dXuGy6vZ0aStbJhbCm7rguPBQ+tDt8yY70PT1qPU7vZiK28l67jTZTzSQ9cg5Mh89nwQo6/ELZD56Xuixqcp49ByONOAcj5zF8cgZHI+cIeNRAZxdgy4h++bT2Defwrb5JPaHTuF46BQZD53CsfkUGZs/JOv5i1jyW8Ugd36LUHKWYHFsK2hLylrUJqb1LhIeikVLWCWm99YVNvP4D/uQI0P0R2LE0qCarj+f0Bgf//NwjY9zpD1GxoEOdPslsSh1cslRr7YsqDe5PKh+X+q8fr/Wy+/zitfs9QrtS8FlKpcwlasYNekOBtEdkDCUyhhLQ+jLhAxlMsYKBVNSKoYKFWOZgqFcRV+hYqwIYyhXMZYrmMoVzJUq1qoI1soItoowGZURMqoi2Coi2JwRbK4INncMY2UUfYWMviyAsSyIoSyIvjyErlxCVyGhqwyiqwiK47KAdk78TV8RwFAeQF/uR1/ux1Duw1wewFbuw17mJbO0jwdrzrDjlTcpeuV1Cl9+g6JX3hJ6+U0KXxUqevVNir/zE4q+82OKXtX0yk8oevUn7Hj1R+x49V8pefVHlHznR+z8TmL7r5S8+kNKXv0hu77zA/b+yw8orv8OxXWvsPvll9n98mF2vvxdNrpOYi7rxVjqxVDap1lYH/oyP7qDXvQHvegP+tCX+rQlYH3XKvEb7/Gj3+3DuKODjGfPkvX4eeyPn8Px+AUcj53XlNrPeOwCGY+enyLHI+dwPHwOx0NnpyjjobNkbD5LpibH5tNkbD6N/ZsCJMfmU9g1ZXxDnLc9cw77djE1gzW/Tcx5nz7fvXacWAnFXNwpVqIpbsdc3K4lbrRp1bXz+sJWNn2nh0BkiMH+fvoHBFiDg4PX6C/ANfFn3cKr4+PUn4ti2N+J7kAgDR7v1Bs/5UfwzvADTT2n3+9Df8CPuSyIsTSAsUzCWCqh3+/DdCCA+aCE+UAA44EAxoMBTAclce6ghLlUwlIaTMpWHsJWLmMrD2EtC2nbIPaKEBlVCo4KmYwKmZxKmVynSk6VSo5TJbc6QqZTQVcmoS8PJrf6iiD6ipCAqjKIriqkKXGcOqevDGKokDBUSOgrAxirAliqgtgqJBwVAWwVEhkulRvqIsypjTCnJsINtSndWBvmptowN9VFuKEuypzaKDfURrmxJspNtTFurotxY63KjbUKN9eHualO5aa6MDfXqdxUp3BTrcKNdQo31yncXK9yg0dhjkfmpjqZG2tlbqxVmOWWsLj8mKq0z1khoS8PaPsB9OUp6cr86EoD6A4G0GsyHAygP+BHfyCAfr+Ebl8A3T4/pl19mHZ5Mez2Yt7tw7TLi3FHH6biXkzFvZiLe7EU9mIp7MGc3415exfm7V2Y8joxb+vEtLUD05YOLC+2Y3mhDcsLbVifb8X67VYszzVjfaYJ+9MNWLWYy/rURSxPXsDy5EXsj13A9sxFzAVtGLWVWcQ6adqyrokVXXaItdJSC4WIZZKMJWkJm5KE2jGWtKMvamX1oU56lUGGBrXlW68D1593C/8CXJPj45QcVdDt7dKskO9aqPZd29OJH8M/BTT9Ab+2nfb3fd40S5hyL8U4mVb9sVs7ThtDmzmRovWue/zo9/jQ7wug3xvQ4qY+DAd8GA/6MR3wYz4oYSoNoCsNCKg0sAwVIQyVMvqqEHqnjN6Ztk2eE8eGyiCGSglDpYS+UsJYGcBaFcRWFcTmlLBXSdxQH+XWVyLc8rLKzYcV5tRI3FQvc/PLYW6uj3BzXYRb6qPcVK9yY73KzYfD3Hoowm2Ho9x6KMKth8LcUq9yyyGVm+sVTeL41sNhbjkc5uZDCjfUB7mhTia3TiW3XmX2oTBzDkfJrY2Q4Q5hcYcwOUMYq4RMzhBG7fPrnEF0TgldZQBdZRB9pdbBVATRlwXRl0noSyV0ZUF0pUF0B0LoDoTQV0XQu2IYnFEMzhi6qgh6ZxS9U2x1zij6qgi6yqnSV0TQl4fRa96GoUzFUKpiOKhgOKBgOCBj2B/CeEDCsF9Iv1/Ard8nod8XwHhQdMb6vX3JxdzTS/L0u3uSMuzu0ZadFcvNGnZ1imkq0lcC3dWOYVc7upI2Fla30R4aZHhokKHB/mugGhoaYmhoiIGBgb8VroTGGRub4PEf+TVXMA2k61qoaXD9mb9d7+8J91G/T4Msob0J1zK1r9+X9ln2aW7nXj/6vQF0ewOil93rF9rnRbc/ETsFkvGTvlTCWBHCUB7EUBlCXzkdrqkyuBQMLkUcV4UwVAUxVgYxabJUBbE6Q1hdQUxOiQyPQrZHIdsjk+2RyXKHyPbI5NQo5NbI5NaEyK2RmVUjM6tWIbdWIadGZlatzKyaELm1Krk1CrNrVXK1c7M8qdfN9sjM0d5ntnbdrDqFnFqFnENhZtWqZLsk7O4AVpeM2RnCUhXC6pQxV4UwVQYxOIPonUH0lZL43glrnbDeFRK6sgRckhaH+jBWypjcMXSuKDpXTMCkAaV3RrXzUXTOiFBVFF1VFENlBH15BH1FGF1FGF1lGH2lONZXhNGVq+jKFfTlCroyWVNIbMsVdBUKxioVY1kQ434/hn1+9Pv8U9umFqqIDrs3tTTtnsR6z11T13/e04l+jxhWuaWqjQb/EGPDwwwOpWCarr8JrsTY1kQ8zpXxONHhSVbVdaLbH0C/PwFDGljTLJN+Gjz6A2mJgDTpDwZmPK9LA2665ZvqYnqnWMMpOuBL/Z/9M3+GKS5PuSSsVUUw2agSIOmqQkmQZty6ZfTuEEZnCHOVjKkqhKkqhMUpY3GGMDgD6KoC6BOqDGhWTmxNVRLmqiDGygCmKnFscgbRO/3oq3wYK/2YKgOYK8V1pqoApko/ZqeEqcqPqcKPrUrC7gxirZKwOiVtG8LkDGJyB8nwBMmqDuGoDmJ1yZhcAn6LU8ackEvIlPj+2j2Y4hJXBDXAJOE6lvrFvauU0VXI6CtC6CtkdBUKunIZXbksYtmK9H1xjaFcRl8uoy9Pi6vLZQwVQvry0FSVhdBrVlNfLn4rc5WCpUrBcCDhtvrQH/CmkjNp7SVZsqcp8VTHFGlrRev29jCrvIMPewcZHxphcPgyw8PDU5SAa3Bw8G+DK6GPx8foCce5taod3QFJwJX8ItMguI5l0s/QoBO6HnSJ1yV9/XRLOO3/Jq6Z8lnS/1fC7SudFkOUSejLJfRlQYyVMsZKWVitBDgJeLRGlrBWSavlUjC6VQzVCoZqrXE6hVUwu2QsLjnZkPVOCZ0riK5KgGZ0ShirJEyuIAanhNEVTCpxrHcFMDr9WFwSlioJS5WwiCanhMHpx+gOYHAFMLkCWJ0BLM4AZmcAizuI2SlhTv5fCas7hKNawVotY3WFMLmC2FwyFpeC2Sm2QgKupIV2Kxg0wPROWbiICfe5XBL3sExCd1ASyS5Nuv0BoX1+bRtInUsc70u7Zl/gOvJP29c8kP2ptmUoldLamoArpZQxMOzrS0I1HbQUcN1aFVIPjgOd/KQ9wujICEPTwErX32y5JuJxxuPjfDIxzqm+IbJKtWTG/oRF8KU0g5s3k8XSH9Ss1cFEajuQdpx2bjoEaSDqNRduOqTJ904HSwNKVyahLwsIlQYwlAYwlEmiF9aygOYqBXOVIqyXU8bgSiiU3De6leS+ya1icilCbhlTtYLFLRqn2RXC4pKxuIWMWiPXu4PoXRIGVxCzK4S5SgBgdAUxVEkCOO3Y7BYAWNxBrK4QFlcIsyuIxRXC6JIEVO4g5uoQJpeExRnE4pSScJlcGqDuIAZ3EItbwVatYK1WsFeLfbtLWFarS8bqUoTV0qyX0aWk3QPR0eidIQxVwl02VIZE0keDTFiydKW5jkkXMiAg1JQEMR2c/f7U/j4/ur2+mZUeCqR5KWLfm5T+QMrL0Scz1r1/RinLZdrXxeGmMKNjl7l8WeifAtdkPM54fIIrk+P84FIU04FudAmTmxgsPZj4AjNYlGmWKQmK5kroyjRrknQv0pRwO/4K6Us1Tf/btPfRl0up3jbRIDRXR18VwuwUcBmrBFBGt4zRFcJULY5N1Yo4lwCpWsHqUrG4FKxuWahayOZRsXlULB4FU7WM0R1C7w5hqA5hrpYFONUhjO4QRlcQi1uAY3aJhEPi/exuBbtbwVIlYDNXy5jcqddZXTI2TVZnEKsrKFxCp4TZKYnr3CHM7lDyM9kScLlk7NUq1mrx+S1uGZNbxuiSMbkV7X+I+2BwhTA4gxhcQYwueZqrGErGY8ksa/kMv1Xy9w2mdEDSNNWDmeIV7fOmhnJmGBrQp3kqSbgOptpnuhWbGov1Xkdapc3eHnT7uqg4HSM+epmR4eHrAvZ3uIVxxscnmJgY5+BHsqgn/EtwJSzWNdYmgKFUwnBQ0ixJSon0t1DCVQtOASL59yQYQrpyCZ32g+oSr9EyfenX6ae9TlyTiq0MTgWzU8XkVDG51GSDSoCU2JqqFUweNQmXxaVZq2oZq0ds7dUK9moVhyeMrUbFXCMAM6TBZdVeb3KHMGlgifdQBbTp7+USIFg1y2OrVpMwmNMgtLlk7O5QUja3LCyVW4Pfo2L1aJbLreCoVnFowFk9Cha3jNWtYnOrWN1q0honvr/BFdQA0+BKKJHsqAyJ+15x7T2fClpIk4BLfyCI/mAwBdgMibCp+1MzzYnhgamWq29GuJLx+96+awfNE9qvaW8Pur2d7DimMDw6xujlFFzTIfub4BIPR8aZjE8wNjbOt18XmUL9wZS5TcGVSCDMHFOlxz3CcqX89GuUHF9KpcMTICQ05ZpEHJDI7iVT6ELGhCqCmCpDQhXatlIW6WinjMmlWSGngsmp9dyaxTK6ZMxuBXN1Sia31thdirAebgVHjYqjJpx0vaw1qmjQNaqwVtUyxmoFs1tA46hWcbhlHG4Fe7WMrVrG7hH7CbfN4VFwVCvYtXgpo1ohw6OS6VHJ8KhYPMJS2jXAHNUyGdUyGR5FO5eyfg6PIt7fo/1vTfZqBbtm0Wxu0THYq1VMbq0zqRauosmVsmxGlyLcxjS49JValrU83YKldYLT4SoPoS8Noi8NYigNzmy90mLvpOs/zUvSa6GCqJ7xpVmuvmTnn3IRNUj/Grj29aDb08W33wrSPxJndBpY/zBcV+PjxIbHuefVXi1l7b1WmrmdHv/oEoFmwoKVBUTVQ5kk0t1TLIvmSiQGa6cM2obSBm1FD5n+d+GiTLs+PSB3ypgqgxgrJcxVoVRmTJNFizfsbuHiGTUXMNFjm53i75ZEgsKtYq8OY6tWsXtU4QZWi8bpqAlj92gN1xMWjbcmjL0mLFzEmjA2Txi7J4yjVsXmkbF5ZDJrVBweAYWAQ+xn1Shk1chkVAfJ9MhkekJk1Sjk1ChkeWQyamUyarTXJV5bLZPpUcisUcnwaMB5FLJqVRw1MvaaaXC5BYiOahWbJ+XimqqFS2z2iFjMqiU8zFWh5H00OkPoqyR0VRL6qmDKXZzpd0ym82V05SF0FaEpHWvSfU9zIWcKGWYKN0Qc7rtG09vq1KRb37WaDtfeLh78kYQ6FGf08igjIzPDNTQ09LfBNR6f4Op4nO7oOAs93Ulrlfrw2v5B7wxfNpB0BZPZuhniH10aXIbKtHGVmQCbAtNUgKZLV6Vl/LQe1lQl4DJWhUQDcQmrZXbJWNyKgKs6jNWtTnEBjW7t79Wq5l6pWmJAxVqtYqvRXC2P2LfXhrFXq2R4wmTWRIQlq0m4XirmWhV7XQRHbZjMWpXM2jCZNSpZtWGyasNkapAkzmVrcGXVyGTXKppkMWZVI5NRGyKzNgVSVo1Kdk2YrBo1CVhCWbVhMmqE5crwhMnQ4E8AJuBSky6pVXNfrdWKSL5oGcVEnGl2iphU7wxqSZ+pQxfJ38mZHqOJdH1C+mkdrC7pQmrtZYrVEwkpw0HpmjYmElTXwqUvvRauREbxL8K1vwfdvk7Wfc+HfyDO2EgKrplS8n99zDUWJx6f4MpEnFO+YWZV9FwbKCZ7B5+WqdMGY6d86cSNuNYFTFivhIwVoowo4WLoKhNuXyjp56fGnwSIyfPJCoqQSI07U9k9k0vB4pSxOmUtAZCIY9Kg0vatmvtn8aiYPcL9s2mWyl6tYqtWsbjkpNVKuFR2j4hfHJ6wtlXJqAmTURPGURPWXEaVzFqV7FqVnBqVLE3ZdZEkXAKABAzi2hRUCtl1Kjm1CrNqxeBwVp1MVq2qKay9l0pGjUxmjZJ2Tntvj3APM2tScIl9NZVB9Cji83vCwiVNxHna9050Mla3gtmtYHCL+ywSQErKZXQr6LUsY8KFNFTJ6KtUdJUKukol6b4bKoIYp8lQLmmamvJPtqtSCX2pX4A1Ha6DKU31slIx218F1/4u7jjcS3s0TnxkZApcQ0NDfz9c4/EJJifGea0pjO1An1YhrhV4lvowlPmnmF5DWeKLJr58YErWTl8eTN4scTNF0iExcCvOSxgqAhgrg+irguiqpFTVgNZD6qok9E4pmb3SO7VA2ykyWsZkOllJjjXZXKFk0O9wKWS4VRyuVGCfiEuS8qjJXtuhWaJE8G+rCWNNa4CZNZGkJRDWSsWmuV+ZGlSOWoUsjwZUbZjshKVKQFSXOs6oD5NZJ67JqQszqz7MrHqVzDqF7HqV3FqV7BoBW05dAkDtPevCZNUrZNbJZNeHyamLJCXeL5K6tkadss1MgqeSXa2Q41HI8ig4PHKyw0jEYzYtaWOtVrC4VU0J11l4BCa3iF3NLhlLlagGMVWFMFQp6J0KhioFgzMk3EnNs0jUZxoqJO04kMw8Th9bM5RL6Mv86MtE8XGiPQq4AlPcxZnCmakDzelKdw17udXdzfngGOOjI4yMCP3DbmF8TGQLqz6UMe5PwWUo82MsD0z9MppScGn+cnlahk9LNuiS+0FRXpRWamRIFMBWCWh0TklzN1Jwpe8LiWOjMygqI7SqCKtTxuYUFsrmEtkzu1shszosAKtO9d7J7JkmW1rWLgFXuhwadJk1keQ2syZCpkdYgQwNrOxaLbaqUYS7plmShDVJdwmzasNk1UXIqI+QVR9hVn2UWfVhcupUAdEhlZxDKrl14aTlmlWnklMXToMnrJ1TyakPT4Eqp068ZwKuhHLqImTVqGRUh8ioUciqCZNTLQDL1JIqGR6VTLcqvl+1SoZbFfdRi9fsiXS+5lKatYSP1a1idanCa9B+F2NVEJMzhKlKlImZnWLQ2lgVTNVoVkipWk2tgDo90SUkoSv3o0s8iVDm16xXKjutLw1M87ISz931TUvRzwSXeAwnp7Kbo33DxMeuhSuhvzmhMT4W5/LIGC++nkhYeKeClA5XmU+zXCnrZawIagO3iV5GwpB0B8U5kc2TMVaEMFbIojavQsJYEcCQsFpVEvoqScDjljVLJokxGJeMySXGYyyay2d1ytg118/hUrG7UqlqR7VKliciLJdbZNwyPCnL5agWjcauuUP26qlwJRpXZrVKlgZSAq6U9UpruJormFGrkpPeqOvCSWuVgC2hzHqxzUmDa1adSna9UG5dmNzE+fqEZYuSUxtmVl2Y2bUqs+vC5NapzKqLCPg08HLqwsLSJVxS7XziOLNWbHNqVHI8KlkezUX1qGRXq+R4wuR4IuR4ImRVq2RVK2RUh8isDuFwyyL9r8Fmc6vCBdfutd2lYHeK38LqDGF1hjBXhpJWLVHfOFVS0qsxat5OymXUHvMpS4CVkoArUUSQluC4Tor+enDp9/diL+/mh50DxOP/RLgm4nEiQ2M88J0edPu9GEv7tCSGF0OpqCo3lvrRl/vQlXvRVfiTX9RYHhCqCGAsC2jnJCHN9TNUBcRzUMk0rih8NVcJWZxaqU+lpBXApkqJEgOoFrcWbGuVC1ZXiAyXoqW3RcPP0BpBpitEtkcRSQMtq5blUackEbI9KrPcKlluGYdHFo0u4c5piYKMalk0wNqIaHg1Ktk1EbIT1isdrjpVFObWhclNNu6US5ejxVSi4asiptIsUU59lNl1EebUR5hdJ8CZdShC7qEwszTl1Knk1oeZUx9OXjenLizgqlWTml0nCndn1Sjk1ohtuhLXpR/P0iDLrlZFgXG1TI52TzKrxX3M9ihkVctkudNUrZDpVnC4lKQLnulSyHKrOJxi2MKqVYZYnDLmKlE4bHMp2KpCWCokLJUS5koJU0VAdLaVot0k2pVJ208AZijzY9TaXaLjT2h6Ei4Vf/WRnvFOwdaH/kBfEjBjaTs1jQNMxK/NFv7dcF2Jj9ETGWN5bZf4gGU+9AcFYMZSf0pJmPzC4mhf3pB4PqhCQJZ+sxIAiWJU8eyTKEgVj0CYEjA5Za1yO5SsRDC5gpi0GMrqUaZUOdjdMlnVYbKqw2RWh8nyRMmqVsmulsmuVoSrU6Mks2lZ6T24R/TW2Z4w2R5Vq2JXyalJxCWp2CXTo0x1rWo0K1UX1pIWwiLNqg0nG/dsLX7KqU9ZHBEzKUnXb1a9Sm6dwuw6ldl1KnPqw9xwKCpgORQm91CE3EMR5hyKMueQAG+OBpLYT8GYW6syp06AN7suTK4GzewkdFPByq1Rktfk1qrJ+zGrJsysGpVZNWlweRQyPDJZ1TLZbiV5b7OrFXKqFbLcCg6nTIZbuJBZbpVMl4DMnox7xb7NGcJWFcLmlLFXhbBVBkWBsiaR5RWdr6kyiLlCwlQhiSp+LS4zJNrftHDl2tBlhqGkgynLdQ1cB3rQHWhl36kIo2NjjFy+/M+xXFfHxzjtHWZ2eZc2COebWem1gdNLmLQ6M31Z+lO6AXGDyiVMZQHMFQIwq1PcROEqBpNxkyhW1cZZnIpW16dgSaSEXamg2u4O43CFyXSFyXILZVeHyXRrcGluTtINqlFE9q42zGyPInrq2gRQYXI8wmXKTrhTmvVJz85l10U0OBQy62Uya2VxXX2EWbUqc7RGPrsuTG59hFl1KUhyD0WYVR9m9qEIufURZteHmVOvMLteFtu6MLPrIkKHouQeijJLg+imQ/3cfHiAGw9FmVMX5oakBUsAJYC7oT6SZtXEa3PrwuTWivfO1axaThp0Yqtdo3UQs2oVcjxyMtOZXaOS7REw5aRZseR91tznTLdCdrVKlltYr+zqMJkuRbNmITJdITJcQexVIaxVAjSr9riOzRnCVCnCBFNlELMmU7k4TnhBiWsM5X4M5VPhSgI2Bai+ZOylO5ieKRRg6RPjXPu70e1vY/tRmeHROCMzWK2/z3KNj3OuJ8Ij3/ey6fsyd34vwMbvSWz4boD13w2w5jt+Vr/qZc2rAVa97GfVyz6Wvxxg2StBlhwOsPhlP4sO+1l0yM/Cw37m1fuZd8jPvEMB5tUHuKU+wE31fm6tl7i5NsDNdRJz6kPk1kjk1ooH/ubUBMn1SOR4JHJqJHI8ATJrAjg8fhweP1nVAbJcAbJcEhnuIHa3hMMt4XBJZLiCOJwBHE4Ju1PC4Q7hcIWwu0I4nMHUfqJ8SHNXEilni3ac4Up3ezSXp1rB7pGxe2RsnpBmDeXkNmkNayNCdRFm1UXIrQkLV3AaYLPro8yuj2hxkngOa/ahCDccEnDcUC/259SHBYCHwtxwOMKcw/3ccLif3Poosw9HmXM4ov0tnNzecFjAO6c+ws31UW6qi5BbL2C8qTblRgoJy5lbpzCnVmFOjdjOrlPEs2F1MrNqVHI9YWbXRMj1qOTWqORqcGVqyvIo5FTLZFeHhDupuZTiXFizZDKZ7pCQKwWVrSqEo1Iio1IioyqIo0rCVhnAXhnAmrBoFQFMFQGMlQEMFcJjMlaI6RX0aTKU+TCW+jCU+gQ0Wlgj4OoVSoCmxVrpcOn3i4Hkp94I0T8y9s+Da2IszuXLI8iXrxIeGkcdiiMPjRMaGic0NElwcJJA/ziBgUkC/VcI9E/iHbhKd/8VOmOTQpEJOiPjtIYnaVGv0hK+SnP4Kg3qBBeVcS4o45xTJjgbinMmFOeMPM4paZSTgVE+DEzwfmCC4744x3wTHPGOc8Q7zrveOG/3jvFmzyiv98R5rWuM17rG+EHnKN/tGOW7HSO80j5KXesotS2XqWkeobppDFfjCBXnhyk9e5mDZ4fZd3qYnScvU/LRMMUfDrP1w2FePD7IC8cGeO7EIN86NsDTR6I88V4/j78b49F3IjzyVpRv/iTCA6+H2fRGlLtej7DhNZX1r4VZ86Mwq36gsPIHCsu+L7Ps+zJLvq+y8LthFn5XZeF3FG5/VWHuqyFueSXEra8q3PKyzC2HQ9x0WObGwzI3HAoxu14mt15mdr3CrKRkZtUp5GpJkuzaENl1oZRFrRGWZ1atzKzaEDm1QfGQZF1aRlCz0Dla+j2nVrM8NREhT0SL+8R4WnZtaixuVo1Kbk045SJ6tNjNo5JbE2GWJ6K5xqmHQQVU4oHOhHI0yyasWEi4lC6ZbJesWbAQGc4Qmc4QWVVBMiolHBpYGVUSDmcQW6WQVXMfLZUSpnK/AK48gKnMj7Hcj6lcC1lKfRgOejEc9KYKH9Ih00DTp8OlybC/F92+Tu79nldUafyzYq6J+DjjExNcmRjn48k4n0xM8NOJCT6dnOSTK+N8ciXOT6+M88mVCXJMKjgAAAnESURBVH56ZZJPP77C5x9f4WcfX+FnH0/y+SdXkvrsp1f42WdX+PzTq/zs04/5+Wc/5Ref/pQvfvpTfvHZZyl9/lN+mdSnSf3iZ/9/e2fWG1d1AOAUNTuEqoAQKiqgCtENqa1aWnWjEmpFxQNqq6o80FY0JYkdZzFLCEpKIWUpbUpooKGAAgEKCbZDvI1nbMd4Gc9y17POeOy0PwKJ968P9854ZjzjGTsO4iFX+jR3zrnn+Pj6fGfzzLk6RlGyuob5+HXBGhaMZcFa5q2hWNAUC1HakonyL2qN1gZjNMYYlDZIqZHK4CuNJxSu0DjSkhcR2cAy6xsyviHtaaYdxYeu5LyrGM0JUtmQ4VnJwKzi3Iygb0ZwZkrw/pTgvUnB25OCUxM+b4z5vDYmODEa8FLK558Jn2ODHkf7HZ7rd3nmA4cjZ3M80etwuCfH46czHDiTp/vdLPveybD7rQy73pxlx8k0D5yc5revTXH/qzPc90qaX59I86uXp7n3pWl+fnyau499yF3/mODOo+f58d/G+dFfx/nBs+f57rNjfOfZcb55ZJzbnxrlq0+muO3JMW790yhfOpzilsMpbj6U5KZDSb5wMMkNB5Nc/2iC6x4Z5rpHE1z78DCffzjB1Q8Nc/VDw2zrTrCte4Sruke4an+CK/cPs3XfEFv3Jdi6L8mWPQm27E2yZd8Im/cm2NQ1zKY9CTbtGWHznhGu3JNi6+4UW7tSkVh7U2zuSrBld5LNu5Ns6oj2IdnQMcymzmg/lM2dSTZ3JNnUmWTj7iQbO0fY0JFg/a5hNnQk2NiRYGPHMBs6hlm/ayiSbccgV+zs54qdA3xmZ39MfF7puRalWvfguViuftb9sYfbH+tlaCK7SrmW3RQ0h1PZedfFczw8x8Fz8viui++6eK5L4Hn4nk9QhfBCQi9AeAEyCBBlQg8ZRKgwQIUBMgyQYYgKQ7QQaBFiRIgRAh3KCiZUGBGhpUKpCK2i9yZGK41WGiM1RiqsXExjtaagNVYpCkpR0IsUtaZoVIW5GiRzVjFnFUWjKWrDnLGx6Ip5qyjF8aWCplTQLBQMCwXNgq06L5gYy3zBUioUKszHlKylZC1zBcuctVhjMcZEaItRFi0NUhpCqQmFwhWKvNTkhCITaNJegRnXMpk3nHcKpHKakZxhMKc5l1H0pQU904IzkwHvTQS8NSE5ORryeirg5ZGA44mAFwYdnu93eeasw196shzuyXGwJ8+B0xm638mw560sXadm2fFGmt+9Ps39r05y34kpfvmvNPe+OMU9xyb52bFJ7jo6wZ3Pj/H9587zvafHuOPIKN9+aoxvPDHK1w+l+PLhJLcdTnLrwQQ3HUhw44EENx4Y5vpHBrime4Br9g/xuX2DbNszxLauAa7qGmRL1wAbOj9gQ+c51ncMsH7XAOt39vPZHf1csaP8va5YnvL2cdVfK3nw3GLcA32s+0Mf67b3sm573+I1289xS3cfp1MZctnaxYz2Prjbasddx8Vzqs8jfNfDd70aoaoJ/aCCCMKGyFBECIlqEy1VQ4yqoixa/F5LhZISLWQcri+OSt5L43SL/O2KUHEjEDUIUWMQn+uqcK2xWmONpmA1BSspGIG1goIR0QhAS+a0omjjxiNuFEomahRKVjIXM29NJLixUQNiDCVjKBoT568xRqGNQhuJtIpAKQIlCaQmCA1BoHF9TTYwZHxN2lNMupIJJ2A86zM2K0ikBQPTkt5pQc9UyHsTHm+PuZxKObw5kuOVkSzHh7Ic68/y974sz7yf5ckzaQ6fTnPgPzPsPzVB58kJdrw+xfZ/T/D7E+P85vg4v3hxnHteGOPuo2P89PkRfvL0MD88Msodf07wrSeGuf3QEF97fJCvPNbPrY8O8cXufm7Yf5br9/ZybVcv13T2sa3jDFs6erh53xlODqXJZSOhLoFc7iWVq12xlpereYVeybUXy2ryb1auSpmbiNwchdECrUK0DON8JEZW3z8Z9/wSpSRSSaRSSKVQSqOURkqFqh4RxO+VVNHfQkT56Kp8lZJoJVAyRMkQLUUFKwOs9DHSpyB8rBTxiENipcAIgZFBBS09lPLRMkSJACX8iNBHBT5h4BMEHqHnE8b1znU9cq7PrOMz43hM510mMw4fpl3G0w7JmTyDUw79kznOnc9ydjzH+6kM7ybTvDEyy6tDGU4MZDj+wQzH+qY41jtFYmKWzOwayVW9j0a9ZNViLSdYM6kqvVUVSsiGojUTabVytRZCoZVEK4lRsmnvtNZy1aez2mC1qlAZ9pbFURKj2yifjF6VXERXUBgpKiglKqItJRp+S6WQsoxEyrABIooXCln5u0pkKBFCIoQgFIIwDGJCgjCoEMb1JPQDgsCPCQj8AN+PJXI9As/F9zx8z8X3XLz41ffi+ul5ePG0xXddfCeP5zp4bp7AzeE72ZjoKT6ekydws/hOJiaLn8/i5nIN51uXTK56wVbTczWSrFkvthq5ViJgTZyWiyiFlu1LuqZoFZXB1EukqspXLuPKeu5GlAVqRSRV+wghGhKG4bIEQbAE3/fxfR/P85bguu4SHMepkM/na8jlcjVks9kK5Y86ZTKZpkvw7e2h8SmR61IPBduWIq641iiM1hW56vOx2jRMH/U6pml8s+sbyaWVWNpDaY01i3JVy99uD3kxcq1GstXI1UiwslyNJGslV71g9WJlMpnmgjX4XOGazLnaGRo2E6vZXKterks211K6pkK0U9FrFkaUxihTUzGbVdZq4aoFq5envtzV8bXX1y7S1Aq4WL525FrJ8LrdHq5anpUIVy9XWZyVyNVOr9Wq91qJXM2+gdx638IWTzlZjVzLzbk+zXI1Fm41aZr3Xu3I1SzP+rS6DZk+CblW04PVS3Qxci0nWjty1Q8LP3G5VjMsXCu5ViPWauRqNeyrD2skUbMea7lr6q9vVIaGwrQp11r2ZLK8shj3WJdy/rWSYWE7ci0n2Urlajnn+uijj8hns2RnM+Qy2Ybks7mWw8Z68RqtKNZL2M5S/VIZQ6QIYpqvMlazUokbCb0a8VulbXxNueILVNXvt5J/VbS6D/X3pFlYK0S49nOoixGnfsGi2fCvmUTLCVT/EIbq53M1fbLkxx9/jNXLLx9XWlVjayjYRYq2sIS5QnEJpeJchfm50iKl+ZYszJcpxcxzYX6hEn5hfqEhi+maX1PmvwsXas7LtErTDsv9jAsL5ff/i8IuzHOhrrzN8muX6ntQfU+ahbVivgGlUolSqdQwrjq+zNzcXFOKxeISCoVCDdbaCuVPsFSHVYcbY9BaL6GdRZrlGhHf9xvLdfm4fFw+1u64LNfl4/JxiY7/Ax+a9wW5aFueAAAAAElFTkSuQmCC)
Άρα όταν μετά το μπλε συναντήσει άσπρο θα σταματήσει για να συλλέξει τον μπλε κύβο δηλαδή θα συλλέξει τον τρίτο κύβο απο αριστερά χρώματος μπλέ.
Θέματα
Θέματα απο Ωριαία διαγωνίσματα.
Ασκήσεις-Excell
Προτεινόμενες Ασκήσεις Excell
Virtual Class B (right)
Ελεύθερα Βιντεομαθήματα !