tag:blogger.com,1999:blog-11458625471569016782024-03-19T04:07:49.185-07:00 AMPA Antonio de NebrijaAMPA Antonio de Nebrija
Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.comBlogger98125tag:blogger.com,1999:blog-1145862547156901678.post-17368181596228429562015-02-13T04:47:00.002-08:002015-02-13T04:47:21.327-08:00Taller de CarnavalAyer día 12 de Febrero realizamos un taller por motivo del Carnaval. Los alumnos que asistieron se llevaron su mascara africana.<br />
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<br />Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-67429209257199370842014-11-17T11:36:00.001-08:002014-11-17T11:36:47.475-08:00Concierto Solidario<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }</style>
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3GNezRiXaukBbFTX+qhYxq6aWi9OqUW0JTZi3QcmlqckP1mNcGq57mUjPTUv7UUaI9ZJ45OPZuotM23nkU3pXU/UkUXZTXWcm0Fsc/FsgrMx0SClWD4IIFTVHHfc4+r69FDwIbY7N/OwXc+OzT4MXEVZ4VE4iATX5ZHUaqC/VbjK+p26y81rhh1Al/FpyqOD7qxbr5X0lZk4FVdZatJXaXH2Mzav1U28LvKISxmRSy34AUCONpsJko/1Y/W5t5a5VdSXdT+vIu55ELQ7n4TwVETH4rFrVo2GrTweM0NxK/zIrGlPE1tyW5drsars+vY/z0IGUmpQF7Htr8Lr0oVuq7lfVbSbepo2PWnlu4IFu41OzfatLrBV0yyyDpVSqKK6zi36TdjR6uSoPeBb+o2iWB7K/GVekLwnUPTYVgFgfctJFaMDknOrrF/UmcKNs1TEJiu0ODYItUoYJAgMbEV54uBoYoyzIQFRKW5K67B9HGfYYEjhpkX6muGkQ0Q48qp4kfzs3ZmCCzqlKQdYPKrqNVgyrTkWY3GqjIqAjuGCuRKsbIyDX0hZbiV49+NYtLraxOnaZ1fjbHfx5fNYXlyOMzFr4ZQVQP8AWX9Mmi8eEOzTqR02EyIG6kiTIz3uFSe7KXleI7xsKxZVtTQ6PBWJZiK0CyhyjCZK8lH2FP2Rl9f4241n2PuWJ+3EWH+X2hXW3YmoVnGa/AwuBM/Ka9+n4taU5VNTln5xYnybYvS7rJf00UKyVVOmQs3a8zaN0lxwrb6mxRMxWtxxvaogAM6h6dbFXNF+59zMn3lpkVUVP1WW2PkWV0lg9D8lw7CPjvWajwlJSweMS7DGuO5j2lwJkr6/zWn7Iw9b4XYtn21uX1/uxk/bMmwB8e33fkaU83dCFUWpOazYmxNibHdv5nX6nBollmvjZds/4izhXjqaKsirxfIdo9VlyhZg2eSjYjsCoRzXhLyp+gDEtW3qJkJ4xa7TqCPKVT5TZ1VUu6ozKtbOz47BRU7E4tuqkbdFqwICGoVhZjeA/wCEqs8ij+ZK8G/xdfYdRxrbT4bnfHcur1kYw1dMuwB8e3725PFUVsi2x0oXHzK7bLKq+N1vC0Is8c8bTxvPE88Vk4WTk6yzIs0MbKulPSuJrREBuSF3aXVmnMxCEy9mfUTK/Xn9PD+QIqzmJcWXNwHRavkrGa51ZftW1NNb9TrWZOW+S9dVhlicSlbtOLq1bWIKRVYPFLsJHgWVWvQ49wgFT+q2pjXkAS5N1ht0YlhenjuGsLl43q/kJlXgW49u7LMnipW7Jsx8RkFtbWNbcKEvyS82dnMvav7E8Kmnx54nE2ROYnNYgDnxUAeShB8lSWa1gKoqgQ7M6mi/HaxvkIjMNVpOqP8AXGfecbK1hyCZl8zlYFANXyKKZkdVXgodyarCPQP2EptslPhyCuMoBxlZXobGPHUpyPMAPeTSrpvy1YlhsXjM1P12tuquzlWQSK69Pg+k3LrgMjHsJtvyeCBnufHxrtJhqIEVJ/ZbxRM1iWJixWELTg4gsKxciC4GaqaHGraDCHL4VYi1UrBuEevIu/u04S8V+E27w6m3W1yKeoWl8aitmylqrSNmY9Uysk5GQj3cHrYT6iJcQUtruCYCT4qy3p/GKFtmPmEQEmcNqy/FvZvBem2HGWfoy638Obyl6F6kr3h4g/Qf4bQtmJZpMnLCJ5WslNGQRX00GJj11zYENkUFozrUuTkG1n00egCM0qXmf+PtaeQwFWHiUzwzTrOZi2Da2VcQ3KFH34lheus+YkeQAWZEPLhRQxqC1IOp5NZSvIdbXfIuniaI1STHvpJswvM69PQB+m+gAWrufCs8qsPbHKxeUbV1OLf5EAMyaOdS6vw8C7nRynUKzq2vV6/yz/r8ijGx7NU5WYK6zeXAstIr6abJVh11z6iF4XhaVoWjMtSZGQbWJm5c/rW5j6V16mEHksWc6mnH0GsAFizQaeMbp8az5CiWZLafKE8rllFtkXFj+Gio2/RuoXFN32FMUk1Y6CZIfiuAWjdPsSVLRfFe7AZDW6cxq/GXJrq3KW+NerTRMdRj5aH42fyjHYx1YZWAnG4ATqP/AE5Fg5i/1nZfGvzbj5Vun5OR9R5CDidSKsH5AtC8LyqvlC61LkZBtYmExQbWvSpKtTfY1xqAYaNTdiTzwNUYvOC91nkcwYtlkGIiRrcamN1ZK2s63uW5eRlLThEwYtVS2ZAYvXkNFa6psXPGwmxwWZWIl8pvZ5p8G5NFQ3rOqZltXzYmFaLcflOpjdOSGamoDhqL/wDRxWHy/NMzJ8tyWr53zbDGrexhwQNZuF4Wm5udPyedL2x8iVKzk6qW63mSYTHeI/EEtay1blfSLLWTo9CrwI7eoUjY6mPimFLEi3sIuUwjZdxjtY88DOaemcp/xwWDGCwVw0hwMRBPEI+JXauVinGOLnWURW5xBM6kMnP5mL05y4AAlmimIeNnTeQsVBM0f+Jb/wDLqsUVPkqqjI++PctaW9QZglFtjCumoNeI1m4Wm+25ubmJb4xZlEzEpZoNUpddzJM3HfsitYacOVUqk5TcFgM9GeMTge3qFI+MjRsRhCtqQMsqQGV+pucQZ44KzOKrHtAALOWrDrfT8e3CvIiKxnARD8XqJb4/VFLNPFCor6xj/wD1OQE6jkqMe13NflrpXJzi4qpsti4Q09PgR8ktC83Nzc3N9wpaVYzNKcQclUUpddzJMJhOz4dQIbXx8UVqqa/A1CcGEDkQODPRhrE4EdvRhSNQjT4morW1xb0btuM5mo+gFaaZpnY3OjycIlgK89zqdTK+egRk/kutH/LY9hszGuVZlZXltRLbXGCzyvARYmJqcqapZe1oy6TRbubm/wAFpd5Xg7leEBNIsrrFK3XcyTCY78QmRxieTKfGxVqUDubAIcgbW1HmoUjJNlYLoHUz+w1icGE3Brs1StPG6ReWi0+zTxRdCFo7bC1sR00B8QCdY/8AzdQYcPOeNuSEQZHuo2hBiXWSvpyiJSEi1+vKqR3Jj52LVLOsNL8p75ub7BGaLjStKxErqAbIVYhaxkrFQuu5QmE9mJ3j0G58fGWlOxbUyMsVh89zDkOT4pysSDJYQZCNNI0NMKEQOywZEDq01uGsTi4nk1Ayt20sJjPF8jQVCaAijfUOkkDD806lf5LXuWzKszXM8d+RKMDjEoAn1SNfFxnZbM/Gqpt6nY8ax37epxZoKDFx9zwos5ahaF4l5U1rzNVS0pddzJMJ7Jj/AErwQTVQlQ3Oca4LL86WNY88buVw7ddtQrNMsF9iwZKz9dkNMKEQWOsGUILFbsalMYvSBmWWxFdhpVEEexUVbTrEdaMW7qMCW22U4Q0mMogqAhatB5bHjACbZo1D2g9PqI+DQgNC7+GTPj1rPAdHxJGt3C8LwtAjNEo9k8AcqxZXeLIT28/G1fa71DbGyRAbbYMPcGJSJ8auDDrnxpqampqH+TU4wPYs+SZ5annjBjVlYLLUi5k5eWxdDtdwacm0bFWZ3UP11VtdBhGyJ05BExtTxhB5xCtjz9aTjbZFx1WcdDjNRtCctw1xspElmQzQ2Qt2FRM4osX7n/AO8JgbRD7W2zUrHK1D9eLGHHYwY2ovJZyeB2nmM+Q0+QZrtqampqcZruVgGp5LBPMpnFWni4scli7W/r8yAX501lXlOmWtMbE8IAnuEWCOoLDc8JaaRJs9tw2CasaFESW54EsvZyXm57MFU2qRrYu7GGq1d4T3D8K9Fpj0HeIvEM9hs/fOV88l0q+RbLBl1j5GTPkZM+TkfhrtqahWcZwhEFZ4EahWGucrFiv+ryo6Lj+WV4KSqlUmpxM4wIBGV3niVJyEJ7Fp7aeOaVYKneZOFS1dyvW8rqsubG6HoMmIleXS1DkwbYoBWrvCe6JyK0RawJWsS4VPVkpUfnpPnpPnJHuPyBc5b59c+fXPnVf+hiFHnr4tkPay0WMyqEUgMLauJ4sT42gXdHhXSL+3xxbPDBcJ5q4CGh5LPI2pucpxYwIolt9dQTLsynVEojXvZPGBOp1VPRidFseV+LHU1WPMjqGHjTL6jblp/TVWK1doe6LyK8VAaLqIJk/9xM3OXrc5Tl65TkYD6321+F2SlIuyHuNGKXldSVjty93tFjehx4rGGrBLRsqH2vKcBvcLan2aeOell/UqKZd1a6yYnSnti74PbRW5yHMqdbbaqVqNvCsXdXrrTIysnLAqVZd/jVVxDvCe6rua0ApMRIo1EEyf+49v9dv9dl/n4OwQXZu4eRIsqomLe1uZOQ7WWhLSWsIGpzrRvMtlnKqHJrSxPFZPEm9ATc5zixgVVll9dQv6wol2Zff26d0mxw2ZTWluRl5EPFJi1fLuc4uJXbn5TqyDk1taz5E5XPKaDytshPeusuRTxnjgTUVYiwCZX/c0A2UqTl8au5J/rsP5ZkV1Szqaw9Sshz7o2ZY8W8a8nKDBZjVStUFvMgam9Bl52KhlygS3Rrx6LVNdHKDHqnqbgG41ez6UX9Sx6Zd1a6yMzOeyI5IvynTkyCxnaeJ2NWNYs8TRq318N2i4Ai4aLLuNcss4qT3qqaxq6krX+wVbgogp0eBE4+rsW25nrdJj+lqUlavTfyf67D+flqY1+ql+4SsL2I3Ao7MJoTWpvuBNnt1m8+bslfKeD1VVSr10Jx8M8AngWeBYEE4zWoRqahUtD06iunL6fxhlVL32V9C+v/H+CoA7WqKm4BANwCcZr3yeFVd7bdMr86+HOGhNiijQQXN8FZ9IGqANiznP8ofUXbmqv3Uuh3PqcoNTfezISuUWLYnmrUtlRr3Mz9PYmK7yvpzMXxxj2I2OssFNq9Osn8B9zU4zjqanCcJwlGgttxJy8rgLKLEq6PUExu11Y8iz/epqcZfctFONk/IUW+aM7bZ4m2nFxBbas8haUn9nOW0tWwfjPLOc5bleLdbKMHjErC/huM8ZpW6mFtRrZflcR5GdksdEaxoFy7JXhXNEwK1i1qAy+8vesXDqtORgeJarfFeh8iBZxnGcZqa7EeR7buRyco8qMdaDnZPlHTEKYXbJBgXYA9AS21MetclONrNn3XZHOI64uPi28ktwwxTE8c4hYaxLBxGMux4wYaF22JWT8CjYw6Fi1VqAs1+DWgQ5AnlYze4I1uofPaVwIMZVngWCpRNegPtqKsKS+r61Fqrtc1zMfxXYKkU/lY3BbW4qKvIrGutnZmleEzSscaiZvcf/AAX3BNTLx/lY9dhAvN0qVQGZrbK8tsZMLNe2+y1K42TVqsI6eP0o9ahhHbXsps69didTIygGJyLSnkqQvcYKsl5ThtEoRJxmpqATjAs4zXdl2Miso1OfUyZppso6ZZsflbkgZJNVZtyGYeO22VY/EcdStvq381on7RU1NCah9TJx0F6FOGQtZxUQJXbdzNW1at6YPFaCtVTVbesLBP6D/BD/AAtB2Yz2Zwhr3PEs4iaij1r8B+A/A07dKKkN1Fd6U41eN+RlloQVMzrVi+1UAcfZSKAB2Wb72f4sDvJo5Nr29m0VVMp6da8x8Nqq/iqZ8RORX1r8gPXYdzBNdh3Hb/f5r3P5MNyzHqF2gs1AJrsYtpNn+x+NqiEAzOUBcepXKY1Syn1+Rn//xAAwEQACAQMDAwMCBQQDAAAAAAAAAQIDERIEITEQQVETFCIgMgUjQlJhFTNx8DCBof/aAAgBAwEBPwG5cuXMi5fpUqKCJamXYdRvk00vzEKhBRufBdinTjYxsjUR2v1n9puiVRR5FJS3Qp1MicHMjRsYoTsbmIrIui5f6UVJqCJzct30hRqS4RptFNSUpE4bKximzTtOJI1MoxhZmaHUVrlWpKcdinGdyVFS3IwUTYuWZYuhzHUN2WMh1bEazFUMjJCqX4R7arUd2R/D4/qZHT0ocLpcpyTpXHqKORLWqHxpk9dOEtpFStOSf8kEz0zZGXguzE2RlYdVF20K/cxLXFTLdJc9KdOpLhENM+7I6eKFFLq5JDqIlqHcUnbYwlyYXPTsXSMmbssZJGZ6jZLIS8mIkxUxDEWHo6T4P6fTvds9CnD7UYoQ2ZIlVSFWuSUmyMWKiWUTJdi76bHqIc3Yu5D5EkJNGPkwEMRiOyRGT7HpyLmRcuZJcjrq+25lKXI6WQqdi8TJ9jd9HNR5PVvwOUheSKuSV+BJmNzEQyKuONuS8bEZPsOLZeKFLwOUh6WlL7WPRT7M9rWXk9Cqu4tPL9RgkXXYu+myHWihzk4/E+UuWSSuJFnc3MDEXRGPkbRG7MPLFbsi5Um7bFOp6kbiLGdOR6a7MXqrhk6tUbb5LDmkKqpcGVSX8GPx+RFJcErsRhcwLdbCj5G4ik+w4+T1IrZHyf8ABGIoeSpNLg1GodT4x4KGafxF0dF9mWnEWoaHqE1uOtJ7RRapL7nYjp4PdjxjwK5jcUWKJbrYx8l4oyb4Me7HUpxJV5P7ERUv1CikUnlsKJX1SXxiV9S6nxXBSpObxRT0dOhStzJlfSelFO5iXLjinyOhHsKmlyYU+w6aPTMBR+jEvFGTfBg+43TRPVWdol6s/wCCNCK5+iipOXxRqtTLJ00yrVy+MeCnTbdkaSjDTRu95Ck08nyS+XJibrp/gv56NFn2+hRbEl3M/BjKQ8Y8nu0tkVNRKfBGjKX3CjCBlfrTp5uxT0UP8mu1mH5NJ79/4KtS/wAY8EIX4NPQdPfuRjY5HaP3HrR8F78mEWOk+xaUTYxfY/yWT4MfJklwi8pGy5JVYpEtS5PYbnPYhQKenQ9O2LRDowh9zHKP6UX6e6rxpOnBmop1IrbghA0WnUfk+RIw8jklwTUW7tn5fVMTHGL5HSXYtNHx8GJdIbkydKUnye3Xcjp/BCgiNNISsOvGPBPUTZf6eSlp8XcqylRouS5Peany/wDf+j3uo7ti1Woavv8A+Huan+2PdVPovYeoiuNyFScuY2E79MUYEotdIwYoDcY8kq/7Rzb5/wCCEbkUj8Q/sCrV0tpHuK/7j16/7j3Ffye6r+es6sYE6sq7+TsjTKOPxVumAxLYtv0sluOtFcEqsn0sKlJmCWwqMj04LljatsusYXFESNf/AGSO49PJfRLVzfB69R9zNvk0cabeNhlrkqgpXViOysixKVuCp56R005K49M4/eLFDinyKyGky0Yk55vpGn5LdLlamqscWQ0XpyyTKdL0p+rVe/juKonyczUI73PY1vBPTzhyekyGnmyhRVJD36JCRhtdl3PjgxSJrJWI04nxwUmfGUfiXsZmZmVJuWxGLlshQxfRcDZKok7FWpd37FOttaZT0Lv8x/h9PsyjpnHVW8F0XNi/RuxB37F0RmkSncchyHIyKEsk4FNTpzs0Vk4zaf0QhkxLaw4JcdHsXJwy3sN/L5EfzZFF7Yjfjpl9C63L/Vlbgzle9zJy3fWEchbDkJ3ES6RZXpq2SKNDJbGKg9jN9Ln/xAAtEQACAQMDAwMEAgIDAAAAAAAAAQIDERIEITEQE0EiMlEFFCBCUmEVMDNxsf/aAAgBAgEBPwHNmbM2dxncO4jNDdylSc2RoJGCRUjsSdpWMW1yPpqRjNLG9RCIUpT4HCUXZjp08SnPtk61zJnJYckXb4MJfjcuJlKm6jsiEFFWXSU4x5ZX11NbIUr7iH0dLubD0k8rEdJ68bXNPp6dGRUlBojVcVYc3LkdxI2Rl8HqZ22Rgh4xO6zsr4FQTHpoMenifbo+3+GfbNcs+6o0VZE/qj/VEtZWn5Lt8liEZJCpzKdBzlZk9KoooqESbTexmXZZlkZIu3wKLZ2S6g7MnVitkT1MkhTlIVN33Zj0QydWEeWT1cVwiesk+CVST6JEKM5cIjpZPkp6ONrkrbRZKvG1jOzuOozdmJsjL4LSYofI4JHdguSeojwiVedtiOb5Oyr3El0uXI/UqnlH+TdtkVdXUm+TuS+RtsjBy4OzNcop6W64HpIohjFEn8DqsuWZibFxwl5FCI7RPuI+SeoUna5KdTwKMn7hUo9bmRuzE2O1L4HTZgzFlOjKbshaR448I7cILYjUtsOdzcxLLpjJ8Cp/JjEqVFHYeoiOpfdMyqPgwcvcKnFdWy9+C0jFGyNyrW7b9QsWrkdXcWoid6JKrD4HX/irDm+mJZCv4O1JihFPc9MeEfcR8kqt+CU5rkUpt8HZvyRpxXW5l8CTZijJFSso8ktU37TT0/M92VYOErEkpc9JRmvdEyj82PX4dyKk+UYisYyY6TW7Macf7HUSexPUR8u4601wOvfncspcHY+RQXVsy+C0mYIuhtk9VFcblTVfLHXb9po9I/fU5NPpsd3yV1DD1Fiwq8fKPRMlo4crYjp6ifuuKjFbyYpU4+1XJ6hrgqaix9xN8FnP9i1ThEYSfuFBdWzP4LSZgi5dmPyKKXTX0LRzgQoykaP6bj658mn0yjuyUlBXZX1TqP8AozXk7sT/AK6RqSXAtQ/2HO/tJOp5J0sh6aS4I0G+SNKMfwcz1MwRcyvwYNijFF/wqRyjZlDSxgsmilS8slJQV2anWd17cGo1+9oD1VT5O5IxXgylEVWLLfHSM2jJPkaXjq5JF34FD5NkZX4MZMVP5LpcFpSHG3S/SxSpJeqRSp/tIbUVdmr1Ual14NVq8/TDg5KGinU3P8Z/Zxwd2RnCXIl/BnckvchVIyLfBdrky+DFvliikOVhXkdr5PTEnqYrg+6+RauKHrkRrTn7UKD/AGZa3SngneRQlCct+TaKPrGuntCPBOpUqCoPlkZUYc7lLW5bQid+p/HpbqqkkdxPlCf8WZy8imh1d9hN+RNDq2J6oqV3yyeqXgdWdR2iiloKs957FLR0qf8Af5XtuV9U5RsicI1qiTFQorhEtPRlyj7LT/xFTprwYx62GixX1Ha2RR1Majsd9Rdrk9RBOzKmphFlKpGcbrpqK9OO0mT1L/Qhpq1fexS+lxX/ACO5CnCmrRX+iUiTZTdpmZmZncM/w4NdUmmojv5NPReSkSjerYru82VVemmyGpUI2Q61at6UUvplSW83YpaOjS4XTJDqxM2OrEzk+CKbe/WUjIlIh7vypfS6UfduR0dFfqPSUX+p9S0caEc6ZWpqau+TsSvuU0ydSMJXZW1Tm9kNt8mn0d/VUKFo+lLo6iRKvbgzbFVsOo2KozKctinDBEpJbsevo3xTHIv0TsZrk/a5mh1Yo7yIaqhUW0juUl5Kuvo0zWa16h/0SMbs7UbWZWhjOyKdCU3ZENLCir8s3I1FF3HXkzlbiiONxUztnbKVNLcrVlTW/JrKk3p/X5fTTyvTRGJGlJq6RS06jHG3q/8ACvpmrun4FZdHu+t389Ywzdh01Hhliok2KTXBuxRFAUD2vouq3ZVnhH08m0d3uzWylUSMPTkaKm1DcSKdTHa5F+i0SpKNKFkV6d3kdu/gw3O3+D62LCRbrYxvyWQ426zlgrkptmBUikiVFRZR9vSaKFV3xZWr4vcc3UW5gixY/8QAOhAAAgECBQMCBAYBAgQHAAAAAAECESEDEBIiMSBBUTJhBBMwkSNCUnGBoTNAYnKCkrEkQ1BTwdHh/9oACAEBAAY/AuOrk5OerTHo5LFi7yZTuWiWicl5su80L6Fzk5LFi/RZHGVyyKdFs19Pk5ypx0W6nnSRWw0uldWldPOVkcFWXOOlNZvo/n/Q0XXUtntky/TR507l4ssVfRY3FcrLKhzlYplXNiyouf8AQ6Y9d0Mf0alGUhya585WyqbstKyf0HkxHJpWVisihwcdHpZwzucnrR6kc56Y5WWV39K+XGdy2WmJuZcoUyqX6FXqZdlIljkq8rlllzlYu/oWkz1Moy/0rdFirLm0sVbsbjUhNZXNWbKMWSF0cmmOfBcucFUXL/T4+pVmmC1HFCssrnN8tMTezg9maFk6kl4EWGKvQskhVZYr2z4Lm7OhR/T4Ls4+lTlm2FEbo1KRdjUzdQajeJY8I3Opqj2IziVii5q7oi+2VkX7jRZDKCzRSJqZbLg3F1nQ0vKv0bssqnH0azZ+HhtnoqPT6/Bco6UKwf8ABY/DVjfLKcJGlLg8DqzEwij5RYaoUl2YsotjLDKvKkSrLHGV+SklnpZpfHU0Uyf1KydEW3M/xl9svDHKtuwko3PmQellfzG1XL1SNzFX0scOxtibmRxF/JTtI5LIXbUTjJllkyNMlVjkyxpVkclrnBXKnDyquTRLk0Syse+bQ45P67jF7InzMSjbPw1SRpxLSXcuUhGiN8zUr05MPEjwbYngcq1aMLFiv3EeSVImFJv2F3LIw5PyJ+UbUeBqojYjVI5KUODcXujblqjyWtJFHzlqXIpLOURxyr02NTKHqRycnJyc9FI8l7CjGLkcaUOTlcbXrgxeTZAeuRi4f5o8CscjSVTGw/03IuUiyHYafaQqG2JHU+5fgsUgjU+SpaJwc0ZpxVcsUZqjeJ83C47orlrQpLh5zwyUckx9Op+nLRI7DSZyz1s9cj1y+565fc/yS+5/lkf5ZFFqkenSasR1OyLFoi1PbiE8Nqvg8F2KUV61QxMOtKMuyyMTtqRuZtVR9kOr7iqbT2yoy0S9ist0SsaZeJHysVX7M+XPjs8rmn8rNHZ5Mku6FkyWbeVaWKyNK4NKyqjTUueCzy4y9QrorRHMTZFstHSb51LRy1L1RZgY0VTUqG6WWHKK9MiVXSqPJsibuaDlJ5NYauVKy4yqkWuXVJHBRo1R3YfdHz/h/wCUe+XuU/NEo+VlqXKIYq5QnlioeTJSHcqk2XNxbJle3XyXijihZrLdJ/c2wqWSRuZY4oXZKPsYa/8AbmJykWuemiIr2NzOUOUTRGpWbytE0T2s4KUNeFZ+Cj2YyPlYqpLK5/skKcfTIrkvEhrtLKRKvYjliZO46KrKKxXEuWXRc9i5VZUKpWLrLgs8ro5aLO5aLKt0L3LULI3SNkSfjURb8F2hYeHc1rng7m6R5PDNVbHBXDtI+T8RHTLtI0Yu7D7SE45fMjaaNXGJEp3WTGvzIVeUWIS8MwZZMkRHct3FCLoVxJVLLque2dsqs0m6NS9mbZl41L2OzOD05cU/c9TkVjGmW5kpPsSX6pVFGJepveWnAgb5XNULmjEjoxCmJuwvJrUqli/Pkfw2P/DPlS9PYtkq+mZT8s88aHYxYvzkv3MGmVKiSKRsbnlZmnE48lei5dntnTsW56eCxybonLibZpj1QNqNxuLtGyFUbML7mh2j7G41YjsacDD/AJL1OWjRj29yseC5ttNdx/DfEq5T/wAplcvmx5iLGXqRGSy1r8pg4wnlP9jG/fJQfCNTukUhE1TZ79VHyvoURY9iiRV2RR5X6NrODn7loo5oXk8/ScZUaqcULIpiI/Vh+fAoTerD7Mrlrj64lKbkPDk7xyaZjYHYxMLw8p/sQIjZi4w5yd2Uw0apFzavoMsapcnv0UWWmJcsuu+fBskbo1L267li5plwOH5HwPCfPbK5LD/LMquJ5XLd4mNk4LlmHgMVZGjDRfg3GpYToePo2yXdnv0aY8lZM0w467F+ixdZ3ibJUNy1I8POxfK2Tf5kYXxEe1pCZtRhYr8nw815Fkn4iYuJHg3SFRWRqN7OC9kWuzSo2Lqz+jexpgqsq/Ue3RwUXXz036brO6Nk/ubs9zLZNK58RhfpuRkyyF/xHw671FQblInJXlIpGPJuZfKvCKYcdT8lcXEUUW3s/Diom916LG7KrZtWWqXPS6mlIourksWZuWdsuTcizzszciz6LXPBcsfF/wDCX8liGE+OWJ12wNiZcq8rlIKpqnKheTxGjZsRullwcFyyL3LWzp2y1Pk9uj3NxtVM7spEqyyOOmzPJuRYscUOam5ULPK1irdUfg4LfufipoqqUzbPiviP1WFq5NvPsar3Lo4y5NsaI3yqzaqH4uJJrxUocG2Bex+pnCgj9T+habPfONBdFje6npPSWS+lZm6JextZ4/Ys6m9UI6JJrwWy0N0LF5Dw4LkUY+lG5s9JZFWUgtTN8tKNqqz9KL3LF8rmyNSuLP8AgphR/ku+i9srdFUJnuIt2OP7P/09P9no/s9H9n+P+z/H/Z/jZ6H9SzPJuVCzFJWfsK1+43qoJ2/c27iyojcdjsdjlFcSVTZE3Pp8s/SjVN/cphl3Xo3FsqdXvlUZLTrs+yPTif8AScYn/Sfn+xtbK+pex6Z/Y4l9jiX2+pqRdZWLMlOS9houy5bPjLwi5ZF3nZG5li1l5Hvlr81HGWWnDi5P2NfxU/8AlR8uOFGh/tfGVF13z0sdFyek4OCOLhT0+3ki8TFqk60R3OGcfQqzVqsUwl/ItUyiLlixyL3kcGk9TNLOGeqhtmWxMr3y8njKs5pGn4bDqv1vgriS1zKQK42IoilhJuSf3FP4l/Lh47mj4fDoVxJaUfh/iz/opKMVH2WVXz1U6F+2SzWa+h7nsbrIsuhZ4cfauWrPabkmV4yuyy+5udTwj1an4RTD2I+f8bJqP6e7Pl/DYemBpnP5mJ4RWWLDBw/C5NOBGvnFxTZF4mJ+tmv4nGS/k/8AC4er3KYs6LxE4+5Q1Pnqt0r9slms11VZTD+5V3P1SIV9PQ1l60hPExarwOVUqn+UrVNFYwnp9ytM7bn7F7ZVxJpFMGNfdm+bp4yWNiVh+lHEsbEVjc/l4f6UPdyaIUS7spGKk14/+xLDccNPxyasSeqXmTOTbEsaplF0W6/4ySHDQ5td62JfJrHEjfQ+4s1leRSKLHJuqUKaqF2KhpXOVRypknKo1DCbfuboVXg3YaiJ6FbovdHhHq1y8RKQ2IrJtvNUQlOlB3rU75VTaLtssXLnBoitxpXRRFMqPo5NeGtSN0WiU/BRc8kn7UFmsr9aTytlf6NzjKOEnZK+dziQtRt4yucHHVbkri6sTFl7mrBl/wAryUMONZM/Exr/AO1H4W7qo8vB6q/8RKsKwfixaNWKPzEqPhnpjMupROZVNDZ6meo8lv8AtlZZUQvHVzQ5r0cmuj/ke5VLJyPUkQfLpcsjcKP5eS49DQ8N9vpPHn6Vx7mp8/8AY0q8mRxZ/mY8X803nXz1OciWtUp3Hp/x8V8mmLsvVk3l3KtJfwVy8o4OF9srHpaL9d/sW56KxVfdlGWhU4SN2J9jyyyyT/SOvJqwxSXcTXf6GjiKvJiatFehHy8O82fMxt+L48Cw/epH+s4yXHQ8Sbsam6RpWo8RvRgQ7sWBgLRhL+zXp3O0S6km/PctNpHkvwW6OC8T0H+JFoJdXOXNM7s2x0r3KzdXnx1xceU9LLns+P3Fetb9dT5f8z934NUnSJTBilTuUh9yrILxHNiz+W3TumSwpY2mK/sUZel+mnBWXpX9lWPuvDNGI7SKO79hVqaleLKUKfTcZ15tBf8AybcJxX2KSobUzsisp/YsvqfNiuOaG5uP8FHNJ9iUeadei9Vx7e43iyT8QXcbk9K8IsqRL5UyoU6ZSjhvS+yZuctvYjPBapXuzVJn+3sKUeUQlVyr/RZDlCVlacSLfjO/XbL3/wBEmmVjCKfmhoxFVDUF1yk36rpV/spCHezK4jqyy+lYuOWHZjUoVt54FCu3La0KGuyKsqW/9Hoeksupx7fRqjcKkEW6/wD/xAAnEAEAAgICAgICAgMBAQAAAAABABEhMUFRYXEQgZGhwdGx4fDxIP/aAAgBAQABPyGHiZ4Weye6ef4F/GCcJdyf/Gi5aqe34CWEBZExGc6VNgvximWXb0Jzr7nA06zP5YRdg/FoRWvMf0JUCEV8AMiC9SnGCER4wJAmqzqEc9MLxCzMWsxwlib6RTnEUEWxohie7alMkFoWXm9MKuLIm28kv+QqVKiSpUpmTSwDlAu0BsGVQZSpUQbZU3iWdqwgwfjMJe+YC5i79yojXZBRWDiBKmkwv5+OVA+Ki0SiaFWY3oxbWWI5ii4MpdKuhysw5iCKoJQwrAIb8YJjLhFWw+MMXFH2w7VLAzuElb/EVPb/AOAkqPyKlfCpUOpWYgXEs8fAh8EJeIxAV4S24JcQB7gFjthKgxBmCBoQuKC1meh6EN6HdRLzjDmgayw3hmawmi4m5QMiZKFwJghoVLIuGZDp8BtCKNmpWjCuUj4nilg8fCUqKGtYCPCtW3KqVKuVKiSpUqVKlSoMRAtip0cvwPiyCvE8HwAAQcSgYsYy4m4O1IJXwW4iK0YHMJ36lktrKsaGL8QloFqDcMWoY0yuUXiYol0jRFSvMWW4BqHQCXLIWrmRmH9YGeYVwnpKAZuIbaCXRuJd0Q5IItzzCHwdyL6ihuiW+biMYVy5APqL6+5o5axvuD6D9/FC7FTo5fghkZw9RGAeIPiC4hcJa5b+YMzJLzJhEGrlRtOBNLiUtiEZ3KvRDMkyEy+Uog9QKxqWyXrrBPymIkTgSnVM4l6cyvMtNShNwBy1Kbl+GFx0z9MbaGGLMUZ8S4YPUo7IlQw5CBeYI0qbEfgjKnXwvw0NLGMP7gtN7mbcS2OAJxxAECVAgSoCmBFTbcW5LIA0EJKFRJAuZCOclFxAFVSossIAY3BBw4hthUrYgg3hEUplaxmEAOIalzEP4mCqhY1WwoXiGbTNXiGax15ZlhblirZVmzGcYPmaKXNICdI9QpQpOZUqFOPnlnEqZSz4WOOptCVbIfCDBFQJUCVAi1QCNVrxOrZyl5m4XcFqC4dp9EUdcwlcXG7ZmRQ3KIUiGot2JSFxM3K8RyvJLLBnpiOXsjCnHEoWIGzmB6cUF4macDKqCNrWzOlcCZCKrNIY0XaGwU8wzgPmY4FS9BLEuoQGzANKg3cRxZUt/FfLUbQgLh7jZv8ABAuU6BKMBB+FSoECVPxLkzPmGGwh2TBI9xjwy2snIslVxKttiGlopADlAD63UOYETeqCrbJCsssMK8N+ofBAvEXDumFEM26m4XTDwHEe7rEFrbBzBazUNY5liuVhpqaIxEu0xA+5jhV3ALASEWFMbKnXnEAwxAjAkoWWcA9JYZZ6mOyC2StOSsNAHCX8NGo5+AfFSqQ8Ss4jmpkpBsNzIERVuImfdtqzClHcVRo7gG53slWQ7RS39TIMvcoqvYwsscIeKlSdsgijJkhKcFqFNl8QFUEjYFQEtXibMEFghfu4owj2tYipLLgMG0OI5OrmSMrL07je0yIR9aJTGPNQ+zIwqwpjfCpykalKuWIMkS5NkYZYkr1jMKiiK9mVyLxFcfFllAzGnyM/FFgcsti4dEVQue48LkQe2yhKdFGVjCDbRzMPUN1zH7S8yDBussEqOH1NvlknFjuKtJ4hXRzUcJqslG4sM7ErTCF5V+IGXrHTu7bjaFtQLBUrP0RqS/MYQ3HuUlsDZD6TfUmjNQkvZxAih0zpQRGoFEKGmJdHDGVBtGSWs4RoZliI138okDDiQC5UUpt7Y+H4pAjJWBj5OJuWIYMHtlI8mDwS/EXJKlRpnmIs2rVRUM7I5ciLUWErJXsiAufqbhRjIPLgOYVIrWFk7BeIHcVwupZtGjaYJXYVUWdsgRqyNarSZJbOWBNl1CBLWWR9SkkBobL/ABpSHcZiJ22nqDGQiUNCFFy9RRhlKh4OEbwpIqG4OET2kZ60VCBgBMoCMvMzHiIuSy7s8QCnMT/ZBOP5njfmeN+Z4U8CWdks7iB5gBe3jEFEdFtuJqEUdQTAhYK6mLrIGXsopkIApfbiCBg8EMFty+kNQBMMq3DMbFSjFWwgWpidogQUKiuj/wBoXeag9Ie4rvwaysHMZqj6iKtfMVpabl92+pXEg7CgaWPhhGicF5gFBXiUtGLXPKSlEBUwCAMfcF8uIaW4xE/WEX1GWg4AxYD4ea24CpMmAfuUkq5Z8F1ctUIbDsRoPuHT8s/9KMp/6yAf3ID/AGw2PyTAd/Ud0Pncr7fqaLRA4VvRBNR2zEXuruXbRlMFKCkvFaxOK7F8ztIKj+5lJV8ANI1nKOpgq94JRBi5iO8Zu+XUwouB8UNEtHljZxZsiGOPlAQfxw6KeoFdQGzwJDF/zjBmZwxDeJTKMq9emcUZyYdwyePjl8KYlxPIBAB8xA3MVzUS1xLyssShkWstZehruYcCRtziBFETNwwK+YiFKs4zaX3fHh3HYcQ3ZGjA+4RXHOYwyEYJ+lEiygdsJyyeCaOJyGiM2RIwWAr2gxqOiXDlhbqDcdWxTatph3YLuEMWS5oqTMoiriGjluXETyichhRZIXI9IcQHYzBjHQZn5+BmU/sZn9DZLsoieGRjer/dNXMDNdwytywUmQuVRyR1BchBHDEBuKxmjcszhmlRibIMTCqrmYyfMKoBCsaxE00Yjc3FjBWWV3UC45dXEsiRTH7TZyW8qGsqUANXyMx1HiF6tepStD8RBoFfBDcVeYXLvmOhtEehzQM5HS4UraPjY3M37yYLZfcB2V1BKo0QGIPEywIe9lcJ8St9ncPSBO4canqIr6/oy9s/fjmE6e4JAVZXAuN+TphAOyMXBjczKCrjh3vOS6YIFeIolswvqiBxauIquFmFo+4NSJqAbrczKC/MNwkdeJF74lxQVKRdcSAKFwpgmpUwEjAFOThEQwyPlSqaS+pcVcH8o4zP1EgA6Jyt9mV38EdBHbGx+khKlmNss6Vn3HtoRL79yPUK7ajgtKRTdWeK+4npUpePJHv3Wgn8qwG0hD3UzmBFV+iFQUZYeoZ7SJCf/YSvpxMSQr2wsh8GfslKXAxTpG6NMLdLiEpiMF8QD3tZXnGJjJfuIMlg00VrpLKYGkJRPNLWIWmI6VQTc8dHxPKLYHwVCVUr4upUqABgwFnd4mBXpG8lOIwc1deI8AB9Syl36hsAO1CYUdEt6CYrNRDOKDUQ3Lwn8CG3QFYjmClno9yqwJBkBe2B2tuIpgpmmXtR1xAxKOOsFgCXiFikUBrj0mQd93MZ1y2ZY4XE+cEAn/ZA4Z2e4Gty0A3NBVmpc7UgNRgC8Ic8keJgcYluKLGu85upQnQgtO/cZQEyVDC+ZYIEQ4ZRKuZe0S5bjVAqb14nzAkc8sqAMIMtCLIrAZwCdoeppFjzKVRvqalkQyD5jIsI2ygeiKWmvMdFFeYNkPj4xCCssVcE4EqkZlHAJnKOxFrH0m3/AMxBCzrgzFBbmVOdsynOAjHTBeZuqrjxEEOGAYZhEKzS+N55vgrMScxjFtXctJkTMcpuyADU2/GHS4SENBWaKaOARVpHiXZ+mPGLjwAgRY2mEoU4IJzAuhth3t34i3Yq5x8pcwWnCVC2kY5fwBwuV7joTJpKUF4nG1B5gjt7Ijv6gW1QOqHwTeL7nMLFFtQ2o0VJVMITpmhHpOF3yykiPxt9couET6IyzsdQLmtWQSFnVzI6aqFamCFJUWluzUNmouqAM5YVdcptL1M7mpwECW2avBL7D21EFTzEaueWZjthSjCKssWLixhli0XVxWrLFgrejqDf8mJRePjfhFcyhmOWHRGqYUKCL+Mx8RSJamTSZQHi5sc47aemcAuyIasvMYsRhpPKPCiVxAG6m0omrBFsR6Ao5gqt5fCMZAgC1qY6yucK5iVWmyELwUQG3cBBxmhoNCDDfYol4yIZhq5QrqNEY4DzDAsQcWU6gq0OamKMPEdi2MMssXFiWE2VkEVQuzWEZAcfHZG2CmLClT/JhgrPLAgK+LipyU0b4auhiPEd5ctIVyQHiaQme2fUw/lCYm/Ay7yMsTVwl3KWbBJc43Oc1BF02T2VRLWlJcuqR8zANRGb46xLxYlgZYAOTNEqyxCbt8QZpDZ9EdtXxKrZhi6Sp4UcxnlMYIsKMhGGGLly1cFxzVEZFlsDuolEsOpyfZWPQPwrISdxWpZeYDXVywGBnlhHxYTmIPaDYEqmGM8RDRB24xpOdlA4YrxHRbJi5iWaZU1bfcvWidQ3gPqGPbF1FEbt2TXEAMoQzDYqUvq2MdW0xCCA/GlXZoYIBrHMNmNYIpxxLl717MftQeIyItgVUEVs9zN4fhQrwRcHq0WiCeYFdg+bPUYoLE268R+q+2GyvghNFMuvOibuP9R2g4+O2ZdfGgy1nL1CA55YFS6giO28x54loihnB8Q5D7n8YzFOHzKuEjG0Z0nqaK3uFpCawiB3Fax6jyT3LYOeZoCZJQXWZSdEO6svEHBSbzVhrJhWAymZOcpVC4y7BwS6yrFx2mHiKsUI62sIMSithBu2mcXS6GqnBIqO48hPBuLWi+W5V7WUDl7jqz4eP/kMN/boiBRIE5uXy8FtGBdTCJZ+I6A/BvgK+4xdMonTfiUY4oRBCrgORtidbUMgzp3xZEMFm45NxQisITFkRdsSP3byJr6OmaqQRgYgmY5eTsjkg/mYTyLBLcz0ZIZ8diFrjEobYoHAXKUSnTzKXZZbgUjg22cmEGRnH/xBtBL8hTgjheaYladUFVU7lC9ED8QvlR1HkLDYf3HJRA2s9BDK9hOJ7nUYbo6JRLOfg4CoaLywabiWQdLZBa0ePjsMsKrLOYhHZKwRzCYG2IUaO4WaxxqC4r+IYsX1K8RjFjDBYDESkqOMepsV8MCKs9S1hb8R1lOmKXT5Rpk9MLTvviOqg32miQOpS7ZtnkpMULRyznN6JUGE0vITJAyPlgAODiN3tBoRzyERbfggF+AIaH7o/wAQiF5PMrgBGxlMCibbD3L4v5OpUVw6Quh7Rm3fEZiPMyuMzJYIB7Y2nAilJuIy2IaZIXcynQ5/qMHm4zXJBgj1sI811F66XACgfBBOYB8/wn/oE/8Aem0rEpUpG5K6jC5caSExcmJzaE04kGN8MtYQbGCoBT1fMfBII8ejZ2wERK6NRyknUWv9oglRUagtqDLAJdB4xLFZ2wyGfEMQPxFNFEsPMYK0egnh+TcCyK5ULTPbHC8I8xkFwXOdV4laj9xGCo+2GublzuWRfih76g66VYLhYl9tUhuEUZmpY/tT/wBFKevtwM6O7KqMSI7cqn/ofm/PPwRhG45/MbkYpi9zOiJwIDORI+Jb2nmIZcJhG4aU5lJVw6uCbTAAc9yeAZR3CFlw5BgM7+ZRiSMLDiAbYPVdsz5PBAFAIT+UhY9H+iA1SfuXCLTwIRUvP/ljXHKuv5lDtci/ieeAeyU7nmWssiy4mKBhynATFEQbpmmR255nmfmef+Yub/mMasKWWe2YxPByhfzADXwy/lKbhkllzj/4fKBBWBSa5+0OmzuoQOglYAyzNHUKRURqyJTr2P4xPZdxBWSXf7IS2Xm2Lz+CHMvaB4fzL36Kl9Cr7ii2rR+sRdGXRDcQzI1b2z7elly4bwiCeudTGj6Il9EvMpFSF3bxCf21f1DW/kGWYPeVgqfn4fco2DZwQEgzc5kJasUX4peo6yGssqA4mPoxLg69pb8pfuC5RVcy3cOZHYaFwbIc4Pw6mQt9Zk6nAJRLt47hsO5jojguJKQAhiszaluULvbOIxiKy+4H1Q26VFSAsJFDR9wMqIPR94QG08DUsOIWR+Wx1ITGMsqUrImDAAWLCv3PMyaz2wbpLIpkUOEa9E8+jw+uoq6+sJSL7ywQKHrp3nzCB2LcATHmX6nEfAs3Hc0B8CsraleJf6MOYH7R/wAvgjj8EaYlk4h1AploqOYlzYN9ssyD/TO1D+JcEam5eHNy56DUv19mYRFtBuWiV4zxEdiXYQ/mOwZai4B48wHX6J44lVq/RlDfB6MsygW9uZUw+WWiX6z8RD6RgjEL5AC/bepcXTRpf8Q2iblr8sR281YuDfCz4oec2jbfmCZFaix4iUtt2Ga63qONI+46BPUyhdfqAELGX8AQSpVTBjq6jmZg7JRLVvpNo5XcA3NEf8f5l/o9ksHhhDr8EaJpq+icxncbpUU7Qikjq4ay66hfqMMrVLscnMxZgW+IOsS64j8wYfhhAF6jdPKMpflbnHFl9bYJyeikw8xTEggq9F4YOCAfVS0MDyfuXQnjy/mIWrlb+XZ2nkjF0Gv9QyQlbMcQ5wY7bXdS8/LMXsqOUsTeVxKGAK36IFqeXuXsX4Bn7epSxnl7gX1CSECqmCnVxCuSPqBKqVjH+Y99skAuYOP+91M8FZ/96jbUBRXVs4GXh8Ulq2YmiIraVmJUplMoYPiItusXDyVcBwpd+Y2R+6ANShNQE4xPFAR4ktdywlj/AITFoEUqJdlkDhWXKYotNeIFgAC+5TNGmEgEqcIjFRkE6MrWpVagxg3WJTBy1K9odzP1xAKhDaX+GWGdXSdQqLX4wH2xdT8rKWMX7iOYOVZICVyTlbJthjiiokqWzkahq/AH9zWB8LY59ZgZVMF4A9b/ADX3LIbZTi+8FEWqaHWX+4Gnjo7a6XAqANVxK9friNu/4mdFu0lLAIQv+pdqyym1ToDxHQDCUcNfKBG0Ei4X1qXLDcAzGFjNFI4EebBMId6I+2DozKkdNPvECy/cI3olELR+m4nSH0QMtVjhGI2cwhbLmyE5SyuLjaZFRAKuAzMuDEaypzJ8DgQrH/ChkJdh3KaZGfBiv8y1lsDWHN9ypRNTmXz4hfPMskdHWA7epngjbxI3FLTk/PR0TiOZfx/3843NzCKq+WGVWOxmPGnTmWVBVYpMzoQKR2AwVafZcU/wQxZUFfGYpqdsQZwfBKoguvincsxuVIsxqQURlrmBtBDEXA/6meK6I1uy25xFuNeppA+YDr9Jl0exmBhFMMQOrdr+uZk0h1fHEfNY47jacv3yQ0VguUvxBEMrEkoG4WRQ8IhAKddJ37hKC6qM1/uWDtybnv5gEcWMsMobfSXLg3wCdRpXaT8TKgB/zEsnKMP+5oBY/wCMrKqCMvPk/wDf3MAzAjl8vZK60FUbvI/xLOi4CHYV6XAVD+kJl8x7ra1niXimX9wN1GNdph434l+lizkzjFzKYOiUVRMPzKnqXWeoHdc5KzLyAqcR6xXEVfL7JjlTDeCH2HQTBeY3/ENbfmlBRMF0TOggTCUeDHOcPwkvFxcHCAuzjEBSLsi1BntRd1ap4lYm/lIsFaW6Dt6lHe82H/AP+5j3TtNvr+480w/7w1sV2ohlgC6APxHIVSjdDTgkFZlIKNQ+x5lzp5AX0OIXVKwjDxU1oyPlGSyy6r8EpsdGNMUE8GT/AKhGDvZWYJpVQ9PT0xOg+4FKVWp5EF5mrGZQ64mOu4GWFKdS29X2xfjWGsjn+V56jx4Bj+Ubard7tjFK/Uzr9isCW8msIReXldzDiV+FoQxlRURKJKqVcJSZ2tDt4YeuNKqo8pC7GY93SjZ27+NMqaY6niEgLaC7c/TzKI5u2/6y/GYOI6i0E1h3DHkSjKxLgyk1MLOjcyraal0HXMaRibVA5RpA26iPZ/UC8zT7Z9Tq8TIeP+8RDQ5liB4H/MtAiWJxDC0NrW3TNYIemVLcB2+K76gCaUMzQUZzBcKC6wUVMscSrBlmDlu46ntReGd8cLr4gVtZldIENPhEJg8SipWYM1x8G75n+JtOYajuI5HcVJGwMzdy3uphCHvMub9MNfHFSoW4Dmc9ECn29cdyxppW8HufThcotEwtUB4lCcscc2S15+oxNUzT4e4FXKXtLjCAdjzKmNEVgLuLqZ+2M1aeyUiAeWWCeAiqy3tIHaXn3cAFMEonwc/BOGEfByTZInw6JtESsTSVmHw4+fHwuSEHMTMMWKwWTn44+OodlkcJKSYdLcwAAlIFSlStQ5idCkr4TZ8Xicx/ENyTSpcNQuCyJ/kJlrTqX88/L//aAAwDAQACAAMAAAAQ/j7f1a73CjQ7HNooMDMW6Zo9k8voyUKDqrZusLg3CwYXYB8ZlUo5NVtAydHd7Ii/Tys9cLWviOMnDAZJJs1s9+af24f1YzqM7CSNE3l5UZnTa+iN7jFpDzZN0qKeq0GM67P4bmljTsHP9ha6aq248Z04KXkxNphBxSLFNacNp3nQCDa5dRu7b4M3CaIpRChNth1fmppAggx7tNqGboufdAyKjo5SruYP/Q30MxmNZOODq1fFtraCLUsbIgd2mdYNJUz+0XbCTL/1FtRteGGgc97kxhA8iUI9gLLg4UVPJYJCuix9G7fhUb0T4EF2gMwyrYCFisDcjZXw8T8T+yIPlpUvFuz0AEMNST/NqHyWRAw88qDq7jJ2YMPyR9HUBdIM5M1IX4IcCmGam30+5J7avbuiZDowyz6+PTLHcXSfgbp3E2UV8Jl3B70WZkSIxq/PnQRX1TNByw9c2pS1IxXGVuCrsR4iXW8OnvwTSoEwqw0qXCBbZkHL7pmbMiwkhmU9DYAWG4PKkuRFiUdL5yt9L0ot41BQulV+3ePnKYpqWfjdhyaBwzw5a5cttJ0sH7GDjdaLpXPmcPrNZkOrRhe8MqrIVScnVRoP/8QAJhEBAAICAQQBBQEBAQAAAAAAAQARITFBEFFhcZGBobHR8MHh8f/aAAgBAwEBPxC0tLy/RWAYsuDPETbpiIdZAohAQiExMXqdKBomGcMsisDHQe9lOYGky1BcsCXG6IlZd9biloYxBzqK5o7FVxEu0huZWh1KJL6ZmG7gMlSgSK6xSxNNLOoLglm4EyyiARguD4zpu8wsNwbnUBgYluWMy+px7C5umsYUYIZQcnW5iLgw43yzZK4IVnlKdM3tgboi8JbPKAETHeTMEGzlRurg9iIblZUx6OyEf/lMol+5piXUWbxgIRhqLTz+8seEGNQO09qWalbGUjE50QwTcoQGBythVsIrcAzADUENkXc5gQayYGoJ4IAMQDcu0xirqJpmXJJUzBMhDnSgwi7K7yxG+iLwxDQgutwBQw6iDYAQUwQ3glhzPORmBL83Ewhv0J7UyIt+IOdJYuoO7UoixhUXIsAGBNqiKVWKbWoAyZUy1KdKUahzQJ0CJpLGUQwzEtCLZZRrcsMalrc4h9zv70xmd4HyscCl9/8AYb7K3CLETlYqXFkuAKZ8wP8ADgAbimYFdgLiA3AEBEgUwQQ8IUxmJ6IlzBDF0oH6hMlVDAy5pqOUMF/UNjEXKSlnEz6iDLE9x5Hc0gBFOS4JgE1AxMSUyCod8CSoSzolW1QmsxphEXKL6rY1bgTRb5iOVDU07x3/ANkqRRN2xq53p7nYp6bjVKPvDMRJM42OsRkG3zKNfZLM18xe7AaxEdwJNdBOoEMpYxmawlzhIom2EVJeVH7DMsW3KdxB0G2ce/lDo2sHs/l9iIpZdktPOA7w3C5sOpvK/wB4hRhGOJQgOZSSqiwzBpbiGjmOFFAuNTTtxwLXaei8zM5MAMEqYlosmCCtpx49x3wICLLBGUjRMvt6mS8oCJsxBvcB5RRpBHTL9kq2gvJ0ZoiB3iAo1BKsFar9RPYH5jH5wvJqHwOh0BiDYPcI6X8EzRA2NeHl/E/nrioBbKzklW3LEdI96Jah4Fx41TlLjtEt7KhsdxUwYbj5gLyjifNFEWpcRUV5YvRc7GPEZ4gs18xGhiGbn4z3AY+SN5bMS18uw8f2JWR5P76Ae38Ja4IUz0Eui6LgzBEmgReVHzT5jbdH7RtTcMCrinaXvEma2sBccQU4CVLndD4/cwI0eIxlmIZixAUwFX0mIhV9IbD7cYvwT9SgMPX6Tvr8fpDy/B01BZUWsLDI6DKxZxPYv2mtEHZLBa5gWKRE3G5D5mLOZtU4RG8rnuMrvLOIFxem06g9Qrg0iQ0YPRP5BC6/wI9r8RBqvx0W9ypvK6DbEJU8bfjl+0Nel52+WJUKUwtWRqFS9oapnipicmYW69RuDdTMOCLKZfET4lnZCUgvB0bJi6gkeXsgaBuBVZfay/jokdxzGosy4utZjlHvf7gCjtKbTBQQLRFIs7mlJUt0KCi+7KfT+7yhRNuhxhNlEF1iLYalLglzAQihGVC4i5FV1fesR8IGcsu3r6xC8PxGkguz/Y8Y+YhQgjqY0J3As5OjLFZYWMIIo13d5a0sPBqD4icBMYiLFjz3mTO49nReYD9Y5ElLuvzKivLoj20sUw0Pv/z+ICUpdf5BtzvzuKchOcyjf0hRC2GekRWJmV7YTz9Uo0QHWZysxZfOWLu5aHOvctyz46ZBLjYKRquOWGUFEIKzF1FSNoeANT+vbxCv2OZyFV9YAd3aWEYdzm4hqHmXBa6VRWKxuXcuWNxyKzmbBbL6EqYgURLi4MY5hplwzEVoMCxUQvjuA6YLHKf/xAAmEQEAAgIBAwQCAwEAAAAAAAABABEhMUEQUWFxgZHBodGx4fAg/9oACAECAQE/EDr14oeMO1B4qlSNQKmGgQFjHQQuCLWjEhaGKI4j+NCEAsw1hmCXMzalm6jViZhpuDwZjjDpBKjL6mScdIbKBBsRBHOxs22WGClmIYVMcJzHy1LykrYSrGORZFdxNzE6E4CWOZbrmMbu3pduNgQjWYKPdZdgpEwhveaMt9U8RfauXhFSKLqaYSwrBLS0l8wjhRLGMgDMp1mN6kTpYI0REhkmUIhVpUyXUaRV1gywSr0m1YC76BF4IFeEOVuLJ4JgZiCoMYy4C5iSwcJSg1amX0QsQNtqYp30PaQRUxGkrCamaFDKNeo25hS1i2NxLcHByfgJlkr7jokFawIgyxbuWMMMxrBOiKgGHLUGdgBQzKIpEYyhVKCzUANdGkRxD0pXawkHa+Jb0yviPagIWV6f5mBBnXeIcom8tFQSwLCwSsEE4Sm7yrAXBLV7RVofMW8biwCjjZg6CbYcSCbl24OImRiGQcRgHMPaM7fEUNHxLdIfYgFlCIJlhlmUYlmkMtJkP49ouTB3ZRYviVKFRTkeJ2UmW40pKAlxptiHumyxKMsowTbpih8/qZy9NHBLlmCN1DWpyr5Iaxrz/cOw6ACuGHQLgDBDzy/iKLv2Th7X3F7FHLM5BUA2K/mDW3CQAMdANsb4Fw2MTkYBghi5gMn4i5weCO0IVMi0doRP60tk3KaJji4jg9I1U0+pHYX0Mp5V2dxvC6KFqAekHZifGj4jm0XtKOCAZZlu6gB0A3MtLnIxAMuZQ1F2gg0jRRpxG1ByRW6gk2NH2zlZiVaCYlgSiPJCnKmSbFNYXH4/96xHjBG0jVq4JLFkDpcAwZgbcQBtzKEGqERbqC7uPbLly4XBQ1nOj7ZX32J0oIbWoxOwIuzlLcrFs/jHczMW4h3Jk3NIzj69IbKuEqb9iuvzEu3cw0Qgv41AI4qEFDLLlI4ncsBA3o7/ANRV5JYioYrjt7yzqP5iKg9CiArMC5KoHvM4WopmJ04VuU4j4iqxuGf7RNWQMo+KZZcxzvKNm/xhlpH7Zyud9Ebn4IDTpg664l6Xu+othme6W/PiYRcdpT0nmP3ZfiMLst2pVxhElzVMII+x6wIwud3AEC2IbXtA7JQsI5gZsNHmXqygJXoZmeafLMgFu7Nf8XBoGyCkzWZrbLiv+f5hNX+7+5Tk/n+4NQiHbehkiJbF7hUyMxhTHliA+ySlot5+YRbcL7wbd7G5YoUfLHqKu7r8/UzdjsYP3KAg8TfS5qb614Jyo9pHwl+0eVS3aCeOlVqVbU0xlhNasuZI7KT14neK4GuMOiIGpMe2yCRtPaL5Hwf1NAny/qZyx7uf6lxDcA0Zg2XBBazOIqZQmosExEEsnNGGWjow1Btl8EGoEMpHxAGK2k/UW5OMthcDiXIycXLFRNuueIcH7lLCPEuNVOIii2U8Ez7B6gyjuBTzAVKCP2foh8zPcuwtg5pBDhHATk4uYrcSsXmUy5fRKmRBt3CvA0QVBUBmOSfDUFtUJckuh+mNtoSpG5qobk3LBImBqLzHjAm5me5Zslo/38wm4Ojxl/UQ7RGXaRGZzCWZZb+nr4+ogKzD071ATbmXWmpbJKZaaYubSs5jUSg1CKljlQmRthAKNQUiMfUMJWThiFWTWJEhAGPTs1+4uT9T/fiITolnt3UtHJuUlRjdAykYb57Xz6/codl1+/8AcwMO19o81PJB9AhqoLuPoro6E7gwJACCEIA6jFVQHRqVK6IRhfctYSg0SzSBEcznAj1i2oNNYvslbuGE/8QAJhABAAICAgICAgMBAQEAAAAAAQARITFBUWFxgZGhsRDB0fDh8f/aAAgBAQABPxAHLgm5C7gLs+kv5+kL8s+IPxIan2TQt8w0G+ZY6T7lRIoyaDcfERgIC5eZkggtD3LxieYDRY6mJwsuHxFwgB1C3Ejg4bmeP9qhrWO8sWT4QqDqgeIQtbyw7qwrJU7UWK+EJVjGbhWBFhVsJPIZhtBlgmPujSi+pfCEsBUY0pD5jNsKFlQEjcTMtfNRpfhpIE3+Ydbkl+N4QFOBWJRpySsAEgQ2ePqVYvF3ChbRN4QlwbDqyW6hyqesuR8Zjlpch5CDqHpmk+6a9e0CiHaDZGGbcJWuARgwHJLd+0Z7TB5iJBj9BFQ6EBQYeQLjCLbro3NqxHiIxpDbjo6BhZXEJoYKlQgmXAQrBpzUTZZ8wPnDwyjlPcHyi5f1oCbLqA6V4IWAA+JSwsG68kUUa6hhQnBGeWTETHUl54hwdJMkD+OVbUlnlS6IxdPMZbSmSAFlsFWAizEC9BPEir1KhPDHxlxr+BHrN/4YjDeY1CT1oBHFA4Ug5Zb+JcfCymuZdUA2zx0LII7Y13GNgUhhEYJtYaI2j2mZAyjxcPhG40ABHxI8jMUfwISWuajDLa/RMVT8yr2zDgEFbc1ARxPEqe4bIaHaUwdQPUrO1xDsjZ1KiC4TmhSFXFSrIeKDljlhbmLTFkc7aGBGBLoogsjxAbWQkIKGVZZuNTq4VVuMtUc4+MxTaUqEEhqUm8Gt9xcgBHIo4DmB/AB3AIxhMFcOPZd7IUE8CIocxwhKJmMKMNxBiLK1qJ4Ioqo0q1AaRG9xosDFxmZAq+pUJmDEq4MQchi8QhXwsjJWRmWBVOdOAxtCJ4lQBUOqtC4aqGjK/wBs7hSC4V8ysgX40qAuSvmWtBtzDSFcYKUBiXpVtINuRCEAdsY360pCDKwFx8n4jUGrEMIybrUG2PuD7h1brBbfsYbYo4I8VXIQY39cWQDYL9EKKK9s/C8ZnSPEYdJFbABuNyhwHME8WypLepVWQ9yiWfBKi7e5VWPqak/U04JSq4mr4ihEFSQ4BgFqA7g5W8Ebax8SiorxUs4XKVgTzmXa1LMsUgSl2aiw4vYR/S1bYuElwTMOELJWE5lzxBxWYLG+DJccHSVqWVoKKX2tMwFsXCpOTMIqqqwQoRNWGDtRuBMEauH1suW9ypKKUVxDUqMqUF3cogRyoUbsUJax4lmgGiHbPcrroeZUAnCxvCPmIvNxk1mXAxVojdRRBOF6YM9AOV54AXEyqtoVCopZXqz5lfX1RjAfwH8lJJchiXulyuuI4Z82yooTXu45Qo4fB3HpX6Jujw5jvPPNRWEDiR5uFmCw7IVFyurh0QTiOckIRYaamsuPmK0+qItBUAMptfiNgvCGAP1EgAGYVqoF3joQAV7YZTNnOoutE8x0kMLhfdMRaVL5g4NjOpUg/Ug4fpWFFaaajlFRpENcRdpqCyJDSFLmO8cQ2F3AuCGp5lZQzK1EzL9EFZ3xKpU+IVW18wwxPiFGCAcQyP4COJgf4BgharDjFq9Liat7V3LoVvDiXdQWIhQFtw+YNdooFNsNbg4L2gpI7LmOq1tIUEDB5meReL6jgqky6Wo7HCMooBRSEaxXmFIUliY0wa5zGMso3CoAKh5pTZDjMaA4QUGBc70FLmMEOWHQ0YqPUgYAbOWZU7blYU5yQ310QkdIiZS0YQia98ailFfDyS1ENLzLKCJKtMmGbTBJwSBMM8StvDCkhpiBZH0TAEHmE+pCDMF2wDq+IKo/UEaCAqN4R4f4QAq0EUlp8lR0uWskUPI1yfEBIJgOZRmixca2rXiycIeDmoztS8Yhat6b4jCZzbCuoa9+IB26FWyZzAMzA0vEHF4KVpG0jBmJqK1WPLKpp68x22RdFEcKAVuWio/LHc0I1bQW4WHoTiKtk0MxctirlkrYWEFoGllcWHxBxCs5IRdExSPwMIg9wI/HRoJRJBdMUSVuTxAjikh1L5qam7iA9TKdhcUC2qBS0NRHDa8kta+6VhS+5QsDq7YZYLVuCI6CmcR8AjTxHAKhVlhlKSBCF3RLZY3t+KI2dkCqRzGEClQterAgVUFaQgoNlkD1TKAm8KRiABOwx9mhtLtx8quPqCLC0JUfml2ymOJvj9vUYKBC9SteCi6EO8zPCz58wJ2IzM0kHghGpvW4JsANvcFi/UNOLbZUZd3nMKJQVCFhhbGXdivcK6nQ5lPS9kAvUeJWASBluYOSGiARwGniBkdpSXrVMmJixTGpEruC05ZZzkMyyOSJxvARm0EJG0SH/CsMMi+ZfYy4ndSnpllm78wUDUxYf4xHuJFggtSiNL1hifmB7g4No0topq/UUkh3sVdXM9rCdwbJySiCTLK4IJU1WCFFP3iETlK2EqEi+UBGdh6eI+XFyxK4LcQ8AVTwxiVAI9w1++iXwz2keZUekWs3gDu4Gypyy2FAr1BbqsBLuaBW5RFHnEa20NO4UoDajdK9ahoaijmoBtBeWKAB9oFaexMcYREC7FzHCQZpUWNhHuFxDNk5Y6DcbO7ZOpVN3cWF3DGU2LGBshTDY5JfNBkRgM5hTWpriPcXtt3Lc0YjkhU1LpSrQlDLOIjiD1DWCURUSXB6j7WVnMasVqcQBHLYQXuaw6GJTJoFU8xNBTvsjOjlioMeDsGPZGU65jFknNUK2U4gQijvcHO1AlOajd9ZlAYDuc90BKg9UKZj9QFL1Mu0BmCCY3UJlA3mYw4uoZWuwhIVF7jgWOOhqZY9SihcRXVzhwR4Oq0O43ybdYl7oZTKli/JbvKQONuQajIcdJN2dUcxq5Zk1OkLGV5NsJ2rZDnJ5hZ81mPaqkhRLLITjqoVzD5jEYG3czmNTNmVWIheoFSr6DcaMC6E7ZRmlaNUsLmIP/hJXr7IPr7I8f3R6H3GpAHNxw97wQiliLLOPvg0gwQ3xCgmm3MNYrHdMA8EAM3AKN8FIZ1kkYKbk3HF8c5I4R31caupkYhFqULjmJvSCruHJRykI8jNVCL7Voh5C4xtlWA6cJezoMHEPDDbVkeuhxF+EKtM2FivMsbh1wlxbO0gtp6Cfn+RA95ULHyj0j1TEThHxCqk9tHiOaKLCGagpkm2RlXUWgckXKqCn7h5kJcZ9NktovK+EfN0wRNmPTaSmQzL4hAbYpjECIAMy89a3Ht4YuFl4GWPFxR0YUKKsSYgVxHq9A4/E9ONePsx5j7kXcF/x3ELBhQYvnNzE4YzIsADL2N8mCQTzbUwomGglaY3TcajodMNLS5qDowoiKDZCwYljwAYpsZUwonHbHS4RbLeYrW1dRlpdItX/wBcSKVmXmOXuDJK7bDe0N7GjnzHMYCruW9qdSvUvBExU2L1HCejHNftIMCr4UQna7TKPUbIDPIgwqHqNjqLwG5kbNx8M9yyJ1d51LsZMx4QJpjH7FHQ9R07/wDgY6VhvBYquXzvQ8VGTNwVL/MUKzkh8AIRKCE1mhzDnSuiWt4cFwKEcKYY2XlNwWIupQ+Jh4FNQSHbzHKlQORjxQFPJj5ytYFu841BCuOrjV3B1MF5k+3FkGG51hKvYiORLoFrakqqgcVcQh48B9x47o2x7dxSiVaRW0lBPSYgq4BM0XmIXCC6Wpd1CA2U5LzA0wBSFUJrO42NN5uDPHBqiXhUbjghfhOhfMu5shUiA0CF1G0+ZX+DalULb9zAkOaiYUm+UrGsDTCR7gReQTqb8rJlHZAtRxZ6HrhhABxE2MaxSogY1sYyGRvkEdpZoeyA2tHGQAfUH4IenMMrdDD50jFLsVWEUAoR+oAJWkEGBSxsBDY1HLmWcZWppjwk5NECLObaFAh0RYXmYXVKb1GaTWokBEsyLGrgGGiI4B4hD4eyBmQ6FzBWPJBgZfGJSLThis2ODKObcpMLCDnP8sByzV7hXb+y6I9ImgRjAofKz9QzQHgaIRVzCrdTBKzwbxDIAGg+IwL4sy+ujkRwIZTohppN2iCmDWUc7TWdQnacphcesjmlzFkpL5hYgdMw0zEoVcu2GRZiA8Ih4HI/QqOG06Yw/ZG2p00eyK0cOo2MAyMvrocH/pKwjBXQ9wu4CyCg7s1G8ASurhHwKPMArmNkwuXBX8BhcPGMjQBGlspZBcCECKVgc5RrOJhEYHamYib4b3ApReIJQMRDQy6MS8KDmJghdm/LGJAzF1WagFOAl4NXBlpaY+BHNWTbG9O5dKD2RjKDwXAqFBDuvZHFVcpBAAYZ5XAin2lIaB+RmIefBKbFrQzHhgOiFHp2RBd0ITmBQDQmJjcUvFQ8Em1EWSCuQBxHbvCcRA+ALqBLUORih1W0LhwugBqXQ9oEz0jG7MgNMPLrxBeGPfcCL+UekCxIGHECa+MF+HxASG3WwbGVJwDkSHLaIXq2J0xFhWrsgJFr+bMTEox8uwfmNVUC+oeoGCOhAvKx1pHdsx4VMSoAYhcJAS+Jx8RSMWpmrxBYVeIaAK6IQoxGbuGoG2AUEAVBzEzYT2eZtzCBTiPYJpSKrRvcQ0HaEaJb7hXccoTLFeKhKMVhNzCo7gWh0nUDKZMsnIgN5KWEbVHALjG7tbH1BMGdJAQE7LYUJC6Kjg05EIksqjxCGwfzLYIiguwy1L/bdrDRByKNGq3WYYDwUyS3TmRHyD7icQkRs9krtO2p8ysUwqyAITphFQyW1DTTBBacRsq2Zo6lU1u4mMwpJviJnUCAegASrafEV1aJK82K+0vgcge8zEhAoF/uiBVDXSolAGDyxtaFzmYmOTQIsAarDMvubum0pQutwtoHUdYR4HuXIgsqEG2HaMoWsOi91DqA7iQEB2b8s35gAq0EZOh/4I2Y5DuAJpdy8BSIbh7QJLK0+I1l+5KynoEM7hzAFu/qXXSCzAQIUoQMNm8kJNLOU9wcRnTOMmV+icmpf1Y2sDLuQto37Y7YLQ6I4JlsduDHIiW6eFBF3eC9MFXjHACHCzeyFd4QiFfVduAHSU2B3Ak4oLi0EwgIwqBUaGjI3XMejSKt4gzGE8Eh9IvolOlzyKY8qKvg0RSCFmCEhASAXfbGWWx+CNgo9wHq7W1aagjFw6K6jJGwIthWmu7LhkHuY9vgEJptiNRNmNgi2R7mHZg7ZJusNAcwgyZl0joLoZVhwKr3uVXNyuCLce2agKyxwkbL3DDG4wQ+lzmzMMxPfaPK7PEV6t8w8N8wfIZd3d2S3R6Y4Wo5UlWfMFy6HTdykOozfcss13DQtx5YHdc0zRbXIXK4GniaNVKtH3kIWJZ0zDdXojp8ShCk+YdSeq/ZCsKD5fBZUFRaHiES88sP53yDUTIKD3ZHUF4nNQxQWbzCiLFXBeBjbbIXA5g5XsjRGv6o7yoH+SJTq8+JYnYuLyNFawRVygbPzGxpwAthVlrUgCnmL3HhVi6jS18RWCM2ztYJEnnjtVQjdGAI7vZuHbElixadxsFX8yi4yxspnlhZtDKMoBDU35lbQrmpRCPUe5ZiGrh2HuZkxM27i47ZXPT5h7YDDGg7BHQHWQjCIEK8dIVBAjwxjCBShc49f8IVpAiCgvlhla8URqUTolVlCZTeWBF5WQnklqQeCZtFFNw2AFn0MFVdbQuAi+5Y5sLqAVFI8jGIbEPuEYSu2DiDX2uJQIRIdBG0UJZdSuFiRlmdIW3zKyxr/wAQo9WvTzLxDohRbV7Zzk7WB3/Ci7j/ABSgr5gwUHcLGbdPEsnbk9eIjCr9yi8xFDweBxAuMbfMNpS1AoHHRuHFEAS6jlHFCnxFOVDhmET9wwtBgHFEuULeJdtDqOKx5I64vpgGQksRl81Ac3mVkrhh7fqPX7gUwAoJ4YTJRvJluweWWlCUAqOalTQeCZhrXy1siKCqSd+YdyOKe42wO2o1ZgrgWFdbNexjgFEP4jaBM0bCOLZUUTLuo0MjKG2HLCWO1YxXAycEBXT4RkV4MWsMgL7hWDzmc+5fNJRwe4oD1CCannivMbRrthRIvEDU08RgTwEJMD7gWGHQ/MbOIWOIxUD8ym25albN01D/ACtuIVAb4AgLWujKwUAgVEmWEqgjIBiDsh8xtjZeQmqHqYYscMEBq73BcEY6wJdoW8Rr4hhhId1Nk4MOEgbQ6CmHzqMS4kfKV4PQQKvdSpZThYQAswIJZlRUYh6oQLimLpuIXVNQsAfEvdQSs+YdWisZaJhojb6Qh4VDlfUzwR2EOI/Ma9VzkqASvKdw8AEMoDnRiFzQSj9ox6PAjSnchZftxOCLHJhq0LGqio25lPSgxI9EBRR0h9Az4IJIqyC4yuYQWrYIuqFeY6a1ZRzGUAGloXHe8RCwbU4EDbhoysMwAjBUhWsDAMuzB0XGzWZcsexVMQgOIqx0OcpnU6BUbrIgy3HUyRncKGIcQavIKsh4ovi5lgCZ668pkwJxB8cgshFuergsDkgFQrxCSqhfB0hcUKH5pjeemGUPwRGVVB5qJUbMS+YZSULBRuaCCuiHApHeqClEJWvioKE8hK0OPEash3AhKUIYi5+pUCDSzxkEY3qNFOjUe4+RsqijyT0TMCUJgweCUrXo7i+VOdEYsz9EoxfBmOW2dsfRqBEsFLqbxiUP7YGGwDdw9ID9yq25cxDQCqoDmLMY1DbhYoFOUNwHucxFgCvMJb6rIxyS6mdrgxGBMnEFMMOUtiWSPUBmDfQBxGqIPhhos7TEMwS9MPfRTHaUQXKS8DLwp7TH3AzaeZVgIxxd3lQ4KWiaSoLafwkN7ktP9JgIGnAj5JpAO52lg5BSTiVAkmueBG5CwlRmLT2wA/uMwuZsWvcz4G1hAFxBhqHiO/IIY7l/jZ7tUx9QosNUqD++7+hiYsGulFirzMUFLhEtxHgqYo6Lc+artUvtEfQj4SWsRDsDGWVURaLY3hDtlhas+CU2rMYYmNdXIemLVW5ffklq5jmMCpKp0C5x1BlfFELbBUTsdBL025Q4UOy6JqHe0g+WQaS+IRwioDqD7RhgRas/hLMiZ8EbBq7VRCxDyTFm7yjRWXZBNqoOC7sqLYBw0/cKnXwv7RrTSZFHR5hACMUKqVLqOoDrrlqaOPbBqaK04l4sfPEYgWrgrWhk12Q7WUDBAwaOUhIJXiNC87Yo1RYx9x8Xtq/MdviNefcpRpeNoMs5WCn+AiVrfiIoKISQ3lF74TUJdgebKI8sjFUReCGiWFNH8IusFPUPPkNy0NByysdG0JfDTLFEvEa0TgJYkNmU6O5dEQzXCFK1FfuGjSCmZdC/Yf5L8/8AB4jGW7P/AIhfGdD/ACVcX4/5DmT4/wCQgAmCePrl2H7E2FTPDZDIcxoziChUq0zKBqEVijCTeED0JB7CdOIYvstwVbXYSzWkNiHFpldcLV6B1CMQcGcw6FRKXkZpjkww560gc9LtVsWL14iEBw4807hJjUsZTRwHxKwuqqp9pxRBqa9Caklysp6gmVXV2xsUK5yh9b5P6RMWFiqj4IyUe3B8Tk1RF3Kw/pNZR0jWGzlHGmoFVq/QQxXjlitlUZbl02wwGbKdES2BlhZVwLxLBCi/cXpigHhghqDf/eomaK/51KeX0L+oD1FSqL5lNyx4leq39QH/AIvxK1fvf+Rt/sn9RNQFX5hEbhKMrK1BrHoSzicZNwkVpcLk3RRdE357FQNaIhfcCqIlgcRfNBA3m/7hoTJQhmMoNR8Q18lC4IQVUQAdCAP1MM1nq5dkHhyy4UpyrYNyvKTN0eCLMZdsIsj3N0/BJXN/IolSL4MsvVE4L+jmVE05hfnSvzGJKw8Dsi1yzW25j8vR5gjDv9D+g+4omlg375X5hGt8N128kpu7MJBV+IZwuWuWIwOIqW/42zK4MG2Hyl0zEBB8RACUS8EAG67IyIpJO3UKrUvxmhSPSLhD4TGFPh06UurxGEdeyDT8taxqFLZ9H+zDV3wQBbBVU0ERZ1KBSIxL9IiviJVKwLLgETlVl7iIq8y8XKkMQ+QWyscysYKCNTj2R+4UJAB2SyfgEuXeMbBBfsIMDDHoSqKahUGBsKXRMzFKu8oqhDop+5XEL0GGxYnIMCaFM1qOF/hiVRQ8RWf0twO3HBlj5Z3tsVAzgLfRGKsotDvzL5nz0Xg/2ZThapwHlh4O6Jt4hNsZAFVGzmtEVLhTCvp4+WfE6Dpsp2u35gCVlrah+iG0BZZZPOn1cwSgqMOmBkpUBFNCFses1Fbj6iqxQLXJ6gscnPcD3rmFkOGUXbIzCG/7GH2ZvjLay7xr2nJds2RtjTvOY6YdVmq/EJLKGVCHTBcXuDdjL2L1FIdGCy0OX/wEAcYU3K8wygGWp5fRDgTMGY/KbleS6hdktQpw9JcqkBvcIVa38QxAILuAFcmELZr61GVM8VbGSQ8BTENAvaHUB5Y5nPWfBtjGy+iFWg23ATTt+V5dEeGFDN+f8gOapPz3o8Qwh0oPb/xgIuRXcRpke+C/d+iPHusNdlMr0Yi51IuF1bA8H5nLCx0Pg5fglEiqBfYm35SWBDagt8zNF/ff4h8RwCoRWg5/CFdmIi/xraBwMcvUCGAStRzLoufEQBVODxFAsO5YSUn7GVfGUEf249T9rH8rGqm3o/wLs6hgW41MF7ENjmMyiWlh1M0viXpbZcHlglYxyY9Ie3A2tA2rEQGYzKKEGiRZYtIbTwkyKwcMsFAG+hJkqBYUDR9R2/j1H9FdOjyfUBSS2qK8Z1EciKbSMoYKg0NB2f7FcuQGHt0TIf8AaB0R72Ut+Y+q7BkfRti+nB9gbP4jCwtLR8H9zJyqwQOmgmxMB0bhY1DOy7V0POTqONVNZ1sf1CoBFElHl3Hp75KeF8wQznIBt1no+pvgfOOC4PdXHbRaFnzAEFGAFwxIHmG6EekarwWW37PmYtAYxHS4+cW5b07eAiCcOXthvG4BGHMWqWQcnZnxCQGThmhUn7mDD1K+7U26ALV9E10aL+FV4zb8TJytPjdgI+Hx7i38sX2sXEWfRjlfldmy2AVYa7RfDTUWL8DPKMWEbUm2UN+4bjSFH9xi55vuCh3jAM4BZwe/8ncHl7jogC44ErNzblRWoW2ut7/EwwiBVfPuV9VhHDL/ACciz+iIpcw9j2Sxoy+iGUtHRgmXCjuV7TsE8huBAE1QBKpzB2POkuy2LyT218EcGVqk/cqNERuAjglclAyqj6QHLgUPoDiPoLxqV/I7izBC2rJjVzhEh8tGKXUfsCjiwuoCaJ5JRAGU+58y8IbDa7jsrd/xisdKu+Adsd3ORtdzGBLx7mbiauFtN6Y9iqYtayNa1CuQdGX5lAmW2Qi3ikxTTCivvUNcpy1ZVfl8VgwgHxlXfwJclp9Khq/Qv0bSGDtWXKPuZZUBMgSyYfU/AjB4cu1h0F9yzo/EeqIR9yJb4cxZiwLriHaIUbDMvjZCvK8x6n8QWmg40THiQxg6hQSy1UGcWXgJswPBliDQeXcWWlfMQWoShxCrHt9wVWC4zxBcF5A/uWpTvsMCaUA+5dcQXX5mSQaDlBqE8pTGBBco17hx0WBdkaMyGPUAujjkiMBvhgvMbblew+caiao58RzJp/EExSLXqNobPxEB1KsWHl7rrlo5ijHBirNUgBtW8HombZAyr4Ppz5lwIibGPE0BgHKugO4IgDN1PZb9EWCRn5i6fUdkaug8MYCGDEKFTsjt0JBKdS64hoK+nuAC7BhY/QLCrfUe0JDISHLakN5ucxYZ2zlmisWPL0OnDxYQrkIrleBBMWAgFKohgU1ZbnKrRjs1+wqMfVzdPiy/3CCDcBS8Xgx6gqmyqYGg1UDUw8whNK3nOVJO4H4iwd5QhRRfgRQKehCjYPQ3AG4504jZwKCVBxjmVIabfiUUXEVnoiignnD+5Tvkzr3HMMOiKiS0EepL0M5sSgMm6L15l4OGcqRcoDT8kaFTjQOiFTrRAWlw8Qo1uxUshVyEe6BC82w+m42WXQsxmtUsdBULdUUHjNJ9/uc411AXIeDcdvN9QqaNmIdU5mVWnMew32QTLZzDyFy3AbZVJnshRRznB5XgGNVoKLnQO/Lz9Acoi6PpcrXGorQR+c/UqgQOw1PsL66gKwalWxj4yngpt/ULoVeBg8SWW9SxDHBjDHylQi3CXNaeFtDz+i2OalnaPtXXrnzqAZqpVXaUHJsyuegslFgTYlgfPNcPNGBbMnMBJJoNC+oOHRYP/YNZrKIfpslSJGFfK2hz5i3LpIUtR9S5MMIWhEu3of2JuRfCfomZar8QMYNAV+IUrY01+IKanaHcIU48blKA04jqDsslnPMQygr8ywjJaxiBWqyG3H/2CpJK3SjiBWj7j7H3GBhcLxG4CxaD0a/cYi6AVs9BG4x5tHgS6o4/MZJC8gifLMXU2ravuBAwOCMk2SxIvuAd6fhCh2BaKWUVwn6l4bKyyg6ZdtlUvDCf91Dyih9kx1YeJUTq7xLlNWQAxcK0oviFGvqLAqncpE2VaAzV8d/XFxGOKtYKudjQ6PKwkNFDI6KN+EPEDliO1p/A4uPsJX26QQA+WWLJG7u2L7bfSRVXT7hGajWcnT6hfGcIykW2M3xDET4JZyQPamgPMLFqHcKtL6Vrni805JCBovYHwi+s8neRLKY5DbvlDRnJag6gBTI3WS6fAUIl2Ug1IV0F3298Oa70JLfLKp1cuXiXqnswYVLDuGCjVI2logmLKpL0aYp3LKiOGIHzQRIu8eSZ02Fv7JWejElxAcOI1Kji1VwwoFREyHEStwDb0QK0AAsjvEZYiwc1/UZUtq6aY0Mi2M1eTe5VtkFKnn/tTbHclfQZZeNdqrL1/qErqu9D0aJiimONMUsqDqWazvUOhMZGuJqiDY1/8jl8lxCWqzsf6lDAVVdnMzmBAkzgy8n11HixUjwdRZQ4SAfq8kfiwxq5k+7+2dkSlmyVjPrEFQ7NzUl5cxEMeJ0lCypgBDNKyS89luUynLjpHj1ZdXi413lVUF5D8dqNp3llfNx+EOVb4jVw3a7lAmBNUAgpRfzrmVD+ITQJRvuyvzDRfICXAGHcQwYvMLY02QAhTkpZY0ESacGAY2uIhVsNL8Xovh+tBAWVeTiP+0dLERIXQYDwdf8A3uEB1WZLo/8APcCWzKZUWZ81XtjBxw4jy/68YrMTDWw8M00oapw8wyqQ/kDfga8RrZEwCx8RyDguFU9Ru8nMOh3q5fso3jiDBpamE6DDLYnWA1FQtOAsBJa2NB8QgrndwsvD9zFppKUErkGwHVXHzrGEA9NJmggUsmdGJlgsj0/EXpE7z6mUFQhl8twuC3YXt2ymYOzGZg7GOLRY5jANc3+INBxRXqFga16gMhRxAtTioZGtO4inTHCeR6hV61alNj6f+q48FwRE+yw9MfSAqCeEx6lGu2FZKH1fzDLvUNjpa8Ropw5miiyG1bqDhTnzB/BSIQyAVQumgIuaiAy+b91anJ825ugbPEUSwWhW3uvR5u7HAr5QlJZkeoJCdmJS5rokq92xHBz+Jg1hLd0xZA2R+puNdywmKljL5PUUsib+I0HDPDi4cXvynLGi5sU8q/v1HACLqulIFznK7xwIEA1dc0fEyfHAKfpp8cGM7jP5nKUNjK6j3dVZRrN2YHUFcMKqwvwK18RlxkFQS/sCmqc2biFUwUdl7DL6gKHZ+ZhBblmoC4PPUpsqesTGOoHNaZu8wGOjWY0GxtxK2KumyoyVk5rj/qjNLrz4/wC/EG5lFcivcZtqr2+YUhRjUqWLUUQGEC5SsZcQhRLg4CrXDENmoGmAh2ewnqF0rqNAvCFUc7RoxxiJSMI5gWhmskPhq4LJW0ZK3Ee3YBXlqIboKCQnImSEdl0p9rCg8o0/1OWeyZUdjuY+ZlS4/Ua35HA7jzxsULbBh0MA2LwWubPIXK4LZopoiAuZfAPQQkAVSVqFgUxTGcgsdEAjTWuSWSZGhixtY+EGAQ4qGBdXWtQaa4dQZo/ETMK49xzFbFsSAHR8pRBQEtEjuuCIRGUgvQejg/8AKH3jp2/mVzsNLVfEGdQ5otVV+2CexAX7j6ybIqPYWpQcaQNHUAEoTOtQMTOjo1DVcQbnFxEaZXa7jw8xtK4TMd6B0EASocl4iLUpeAcRNPcND3KUOIcBx/FCKKeZeItYS60RBDbuK6smBg/g1OIgYncg5llUKhfc4vMTLEyuYEGmo0iU/iCsBaIFuXfmBqeOA6jQ+Jl6zDYL9ynCBV5nBCiDZ+ZSpw3CCeo8HcaTJBt+Y5YhVQXO25eSWPxX2KrIyzouOyG+FwFcFcUwQVmCBApola8QM3zACYMn9s//2Q==" width="225" /></a></div>
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<span style="color: #5e2750;"><span style="font-family: Breip;"><span style="font-size: 60pt;"></span></span></span></div>
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<span style="color: #5e2750;"><span style="font-family: Breip;"><span style="font-size: 60pt;"><span style="background: transparent;"></span></span></span></span></div>
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<span style="font-size: x-large;"><span style="color: #20124d;"><span style="font-family: Breip;"><span style="background: none repeat scroll 0% 0% transparent;">CONCIERTO
SOLIDARIO</span></span></span></span></div>
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<br /></div>
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<br /></div>
<span style="font-size: x-large;">
</span>
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<span style="color: #5e2750; font-size: x-large;"><span style="font-family: Breip;"><span style="background: none repeat scroll 0% 0% transparent;">11
de Diciembre de 18:00h a 20:00h</span></span></span></div>
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<br /></div>
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<br /></div>
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<br /></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #660066; font-size: large;"><span style="font-family: Breip;">Las
entradas se canjearan por material escolar en buen estado.</span></span></div>
<span style="font-size: large;">
</span>
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<span style="font-size: large;"></span></div>
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<span style="font-size: large;"><br /></span>
</div>
<span style="font-size: large;">
</span>
<div align="left" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #772953; font-size: large;"><span style="font-family: Breip;">Esta
organizado por el AMPA y colabora padres, madres, alumnos y
profesores.</span></span></div>
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<br /></div>
<span style="font-size: large;"></span><br />
<div align="left" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #772953; font-size: large;"><span style="font-family: Breip;">Este
material se destinara a alomnos con necesidades del colegio y también
se donará a Integral Solidario y Servicios Sociales.</span></span></div>
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<br /></div>
<div align="left" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #772953; font-size: large;"><span style="font-family: Breip;">Se rifara una cesta navideña valorada en 100€ </span></span></div>
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<span style="font-size: small;">
</span>
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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><br /></span></div>
Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-2687795562907564042014-11-17T11:24:00.001-08:002014-11-17T11:24:29.627-08:00ASAMBLEA GENERAL ANUALSe convoca asamblea anual ordinaria para el viernes 21 de noviembre de 2014, a las 18:00h en primera convocatoria y a las 18:30h en segunda convocatoria, en la sala de audiovisuales, con el siguiente orden del día:<br />
<br />
1.- Lectura y aprobación , si procede, del acta anterior.<br />
2.- Horario de entrada de servicio de desayuno.<br />
3.- Actividades extraescolares de curso 2014/2015.<br />
4.- Información de cuenta.<br />
5.- Propuestas para el curso.<br />
6.- Información de reuniones establecidas mensualmente con dirección.<br />
7.-Ruegos y preguntas.<br />
<br />
Se ruega a la máxima asistencia debido los temas a tratar. <br />
<br />Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-128999550678200312014-11-10T12:24:00.002-08:002014-11-10T12:25:40.221-08:00Exposición " El Artico se rompe "Este domingo a las 16:30h hemos organizado una visita guiada para ver la exposición "el Artico se rompe".<br />
<br />
La carpa esta situada en la plaza de los Santos Niños en Alcalá de Henares, es gratuita y hay plazas limitadas.<br />
<br />
Más información en el AMPAAnonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-10940534061384930552014-11-10T12:20:00.001-08:002014-11-10T12:20:52.359-08:00Taller de Padres y Madres El día 25 de noviembre de 9:15 a 10:45 h tendrá lugar en el AMPA un taller de padres el tema a tratar: La Obediencia esa gran desconocida.<br />
<br />
Es gratuito<br />
<br />
Es necesario apuntarse en el AMPA hay plazas limitadas.Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-15551443736877735762014-11-10T12:16:00.001-08:002014-11-10T12:17:48.062-08:00Nos vamos a ALCINEEl próximo 14 de noviembre nos vamos a ALCINE, veremos seis cortometrajes infatiles.<br />
<br />
El lugar El Corral de Comedias vale la pena solo por visitar este emblemático teatro.<br />
<br />
La Hora : 17:30h<br />
<br />
Se subvenciona a todos los niños que sean socios y los padre pagarán 1 €.<br />
<br />
Las entradas se recogerán en el AMPA, son limitadas.<br />
<br />
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<img class="rg_i" data-sz="f" name="ER6xnoKrVoZ1rM:" 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Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-8413063485341669542014-10-07T09:15:00.003-07:002014-10-07T09:15:44.726-07:00Actividades extraescolares 2014/15
<style type="text/css">td p { margin-bottom: 0cm; }p { margin-bottom: 0.25cm; line-height: 120%; }</style>
<br />
<table cellpadding="4" cellspacing="0" style="width: 980px;">
<colgroup><col width="139"></col>
<col width="130"></col>
<col width="131"></col>
<col width="131"></col>
<col width="131"></col>
<col width="131"></col>
<col width="129"></col>
</colgroup><tbody>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="139">
<b>Horario</b><br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="130">
<b>Lunes</b><br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="131">
<b>Martes</b><br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="131">
<b>Miércoles</b><br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="131">
<b>Jueves</b><br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="131">
<b>Viernes</b><br />
</td>
<td style="border: 1px solid #000000; padding: 0.1cm;" width="129">
<b>Aula</b><br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="139">
<b>16:00 a 17:00 h</b><br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
Ingles 1º Ciclo<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
Ingles 1º Ciclo<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="129">
<br />
<br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="139">
<b>16:00 a 17:00 h</b><br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
Inglés 2º Ciclo<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
Inglés 2º Ciclo<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="129">
<br />
<br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="139">
<b>16:00 a 17:00 h</b><br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
Inglés 3º Ciclo<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
Inglés 3º Ciclo<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="129">
<br />
<br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="139">
<b>16:00 a 17:00 h</b><br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
Guitarra<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
Guitarra<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="129">
<br />
<br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="139">
<b>16:00 a 17:00 h</b><br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
Baile<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
Baile<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="129">
<br />
<br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="139">
<b>16:00 a 17:00 h</b><br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
Acrobacias de circo<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
Acrobacias de circo<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="129">
<br />
<br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="139">
<b>16:00 a 17:30 h</b><br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
Francés<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="129">
<br />
<br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="139">
<b>16:00 a 17:00 h</b><br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
Teatro<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="129">
Audiovisuales<br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="139">
<b>17:00 a 18:00 h</b><br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
Patinaje<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
Patinaje<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="131">
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="129">
<br />
<br />
</td>
</tr>
</tbody></table>
Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-78854706919315747482014-09-22T12:41:00.001-07:002014-09-22T12:41:55.216-07:00Desayunos 2014/15
<style type="text/css">TD P { margin-bottom: 0cm; }P { margin-bottom: 0.21cm; }</style>
<br />
<div style="text-align: center;">
Desayunos</div>
<br />
Este curso se cambio de empresa de comedor ahora trabajamos con Sercaib.<br />
<br />
Hay cuatro modalidades de pago:<br />
<br />
Mes completo: 46 € Socios 50 € No Socios<br />
Medio Mes :25 € Socio 30 € No Socios<br />
Días sueltos: 5 € Socios 7 € No Socios<br />
Bono: 50 € Socios 60 € No Socios<br />
<br />
<br />
AMPA Antonio de Nebrija
<br />
<div align="CENTER">
<span style="font-size: medium;">BONO
DESAYUNO</span></div>
<br /><br />
<br />
Nombre:_____________________________________________<br />
Apellidos:___________________________________________<br />
Número de Bono:________ Número de
Socio:__________<br />
<br /><br />
<br />
<table cellpadding="4" cellspacing="0" style="width: 100%px;">
<colgroup><col width="51*"></col>
<col width="51*"></col>
<col width="51*"></col>
<col width="51*"></col>
<col width="51*"></col>
</colgroup><tbody>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="20%">
<span style="font-size: small;">Fecha:_________</span><br />
<br />
<br />
<br />
<br />
<div align="CENTER">
<span style="font-size: medium;"><b>1</b></span></div>
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="20%">
<span style="font-size: small;">Fecha:_________</span><br />
<br />
<br />
<br />
<br />
<div align="CENTER">
<span style="font-size: medium;"><b>2</b></span></div>
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="20%">
<span style="font-size: small;">Fecha:________</span><br />
<br />
<br />
<br />
<br />
<div align="CENTER">
<span style="font-size: medium;"><b>3</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="20%">
<span style="font-size: small;">Fecha:________</span><br />
<br />
<br />
<br />
<br />
<div align="CENTER">
<span style="font-size: medium;"><b>4</b></span></div>
</td>
<td style="border: 1px solid #000000; padding: 0.1cm;" width="20%">
<span style="font-size: small;">Fecha:________</span><br />
<br />
<br />
<br />
<br />
<div align="CENTER">
<span style="font-size: medium;"><b>5</b></span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-size: small;">Fecha:_________</span><br />
<br />
<br />
<br />
<br />
<div align="CENTER">
<span style="font-size: medium;"><b>6</b></span></div>
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-size: small;">Fecha_________</span><br />
<br />
<br />
<br />
<br />
<div align="CENTER">
<span style="font-size: medium;"><b>7</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-size: small;">Fecha:_________</span><br />
<br />
<br />
<br />
<br />
<div align="CENTER">
<span style="font-size: medium;">8</span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-size: small;">Fecha:_________</span><br />
<br />
<br />
<br />
<br />
<div align="CENTER">
<span style="font-size: medium;">9</span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="20%">
<span style="font-size: small;">Fecha:________</span><br />
<br />
<br />
<br />
<br />
<div align="CENTER">
<span style="font-size: medium;"><b>10</b></span></div>
</td>
</tr>
</tbody></table>
<div style="margin-bottom: 0cm;">
</div>
<div style="margin-bottom: 0cm;">
<br />
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: x-small;">El precio del Bono es de
50 € para socios de AMPA y no socios 60 €</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Se tendrá que sacar en el
AMPA y pagar en efectivo.</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Las monitoras del Desayuno
les iran sellando el bono.</span></div>
Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-15050983570493578462014-06-03T12:06:00.002-07:002014-06-03T12:06:30.648-07:00Fiesta Fin de Curso Se ha organizado desde el AMPA la fiesta de despedida , la entrada por la tarde será a las 18:00h , gratuita para los socios y de 5€ para no socios.<br />
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Castillos hinchables, se dará una merienda , juegos de globos...<br />
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Y a las 21:00h nos despediremos hasta el curso que viene.<br />
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AMPA Antonio de Nebrija<br />
<br />Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-32454837653012269872014-06-03T11:59:00.004-07:002014-06-03T11:59:49.920-07:00PatinajeSe celebro la fiesta de despedida de patinaje.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCZ-l5kBeQexZh0nPOY2iW-KV6P49JxRIF6-OQe_9JD55KA_QQlHH6jQWvE1CU7Mmd5nJd5fhaAaGp7fxhBbPp5orfqg0Ie85ndzPhd3742xetvqTIwkwc0RkFsj31WRm7vcIJPtxCAq4/s1600/IMG-20140603-WA0022.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCZ-l5kBeQexZh0nPOY2iW-KV6P49JxRIF6-OQe_9JD55KA_QQlHH6jQWvE1CU7Mmd5nJd5fhaAaGp7fxhBbPp5orfqg0Ie85ndzPhd3742xetvqTIwkwc0RkFsj31WRm7vcIJPtxCAq4/s1600/IMG-20140603-WA0022.jpg" height="400" width="225" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG98mPBkpMYNURbVx5PPyue3eQGqeNI1Aih8D4pL-ezxe934VT-rWUhWGr3Y-vIUd9OuXRJwKbNfJc5q-jYSfpUGaOpILEpTOZqQwh1YPYxwO1vISmh1BgR8aOZbDCkK4kUMzX0JqougA/s1600/IMG-20140603-WA0023(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG98mPBkpMYNURbVx5PPyue3eQGqeNI1Aih8D4pL-ezxe934VT-rWUhWGr3Y-vIUd9OuXRJwKbNfJc5q-jYSfpUGaOpILEpTOZqQwh1YPYxwO1vISmh1BgR8aOZbDCkK4kUMzX0JqougA/s1600/IMG-20140603-WA0023(1).jpg" height="400" width="225" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-67981733193185959792014-06-03T11:23:00.001-07:002014-06-03T11:23:37.180-07:00GuitarraNuestros alumnos de guitarra también participaron en la Muestras de arte escenicas.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSL-bUsPLPmMbjJIaovRYP7OkA7Qy4EQV3o3WpsTopnnQx48WKGKc1ksc6KVEiCUfWTvLdYVx10LcgevHm3zHnLXpP2htKypWG845cNHEiUhlL9l6Cn4D7yoDArYlkUymHXGJ7GsjUPQA/s1600/IMG_4234.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSL-bUsPLPmMbjJIaovRYP7OkA7Qy4EQV3o3WpsTopnnQx48WKGKc1ksc6KVEiCUfWTvLdYVx10LcgevHm3zHnLXpP2htKypWG845cNHEiUhlL9l6Cn4D7yoDArYlkUymHXGJ7GsjUPQA/s1600/IMG_4234.JPG" height="426" width="640" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-88799319830599453442014-06-03T11:14:00.002-07:002014-06-03T11:14:48.863-07:00Mercadillo TruequeEste curso hemos organizado un mercadillo trueque que ha sido todo un éxito por la participación que hubo.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXPoTLtRZjWAJJ2FSbfPfnbPnhPdepVq4P9QzXxwxFik5xq6FvHU2KLPBIvz20HM87d6ojGGgMd1wD6DJ0OayRrpb0P3Tm4LokA1-TmWNC8eMeYy04GVRXJ43EM4FId7RCVeQ6JXZiyR8/s1600/IMG-20140520-WA0005(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXPoTLtRZjWAJJ2FSbfPfnbPnhPdepVq4P9QzXxwxFik5xq6FvHU2KLPBIvz20HM87d6ojGGgMd1wD6DJ0OayRrpb0P3Tm4LokA1-TmWNC8eMeYy04GVRXJ43EM4FId7RCVeQ6JXZiyR8/s1600/IMG-20140520-WA0005(1).jpg" height="480" width="640" /></a></div>
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<br />Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-72160957167315815462014-06-03T11:07:00.001-07:002014-06-03T11:07:26.640-07:00Coral Antonio de NebrijaPrimer Encuentro Coral por la discapacidad Infantil<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6WBoG69MvaoFhSDWS_vG9u-UKQkSPQfvjUuRbLlgKaQxyhkoYmDH6Hi3LPCJhh9bfC44EE1jv5dfJaYB-EUhLVl7025cekX84PXsNqHz12lyYQ8wafz7r-DgO9nd0-IRCNcGGxEHgPo0/s1600/IMG_4140.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6WBoG69MvaoFhSDWS_vG9u-UKQkSPQfvjUuRbLlgKaQxyhkoYmDH6Hi3LPCJhh9bfC44EE1jv5dfJaYB-EUhLVl7025cekX84PXsNqHz12lyYQ8wafz7r-DgO9nd0-IRCNcGGxEHgPo0/s1600/IMG_4140.JPG" height="425" width="640" /></a></div>
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Gracias a Mónica Ballesteros y todos los alumnos que perdieron sus recreos por ensayar para esta Coral.Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-12758908041620588442014-06-03T11:03:00.002-07:002014-06-03T11:03:43.823-07:00Muestras Artes EscenicasNuestro colegio participo por primera vez en el certamen de Muestras de Artes Escénicas que realiza el Ayuntamiento.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfasdrWn8dfn2FqXXaT0hi3B2YfnDwDnG2vlYN3mDj6PvLlNb7uO7uYvGAQRHhIYJ5DU94zjroV1_IWxth7BlWuwL046lAOH0-fL_633QJOpjw2x8JWwHHYYIhDMosvieoCa4ppCbL-CM/s1600/IMG_4356.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfasdrWn8dfn2FqXXaT0hi3B2YfnDwDnG2vlYN3mDj6PvLlNb7uO7uYvGAQRHhIYJ5DU94zjroV1_IWxth7BlWuwL046lAOH0-fL_633QJOpjw2x8JWwHHYYIhDMosvieoCa4ppCbL-CM/s1600/IMG_4356.JPG" height="425" width="640" /></a></div>
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Gracias a nuestra Profesora de Música Monica Ballesteros y a los Alumnos de 5º de Primaria. Al Profesor de practicas Sergio.Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-27545808016699212232014-06-02T08:36:00.002-07:002014-06-02T08:36:32.787-07:00Excursión fin de Curso<div class="separator" style="clear: both; text-align: center;">
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Ya están abiertas las listas para apuntarse a la excursión del Parque de Atracciones para el próximo 15 de junio.<br />
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<a href="data:image/jpeg;base64,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" 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" 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Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-22429797166324643622014-06-02T08:32:00.002-07:002014-06-02T08:32:38.167-07:00Observación 6 de Junio<br />
Vamos a ver si a la tercera vez podemos realizar la observación.<br />
Este viernes día 6 a las 21:45 h se abrirán las puertas del colegio.<br />
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AMPA Antonio de NebrijaAnonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-46168467769215188552014-04-01T10:17:00.001-07:002014-04-01T10:17:09.679-07:00OBSERVACIÖN DIA 4 DE ABRIL 21:00 H EN EL PATIO DEL COLEGIO <span style="font-family: Georgia,"Times New Roman",serif;"><b></b><br /></span>
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<span style="font-family: Georgia,"Times New Roman",serif;">Donde podremos ver si el tiempo nos acompaña</span><br />
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<span style="font-family: Georgia,"Times New Roman",serif;"> La LUNA (Cuarto creciente). Es el único satélite natural de la Tierra y el único cuerpo del Sistema Solar que podemos ver en detalle a simple vista o con instrumentos sencillos. Se podrá ver los cráteres de impactos: “ El Mar de Tranquilidad” y “El Mar de Crisium “</span><br />
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<span style="font-family: Georgia,"Times New Roman",serif;"> JUPITER es el planeta más grande del Sistema Solar, tiene más materia que todos los otros planetas juntos y su volumen es mil veces el de la Tierra. Satélites Ío, Gaminedes, Calisto y Europa.
Júpiter tiene un tenue sistema de anillos, invisible desde la Tierra. También tiene muchos satélites. Cuatro de ellos fueron descubiertos por Galileo en 1610. Era la primera vez que alguien observaba el cielo con un telescopio.</span><br />
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<span style="font-family: Georgia,"Times New Roman",serif;"> También podremos ver: </span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">Las estrellas dobles de Cor Caroli, lota (Cancer) , Mizar ( Osa Mayor) </span><br />
<span style="font-family: Georgia,"Times New Roman",serif;"> Cúmulos abiertos M44 y M35 </span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">Cúmulos Globulares : M3
Galaxias: M81 y M82 </span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">Nebulosa: M42 ( Orión) </span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">Lo realiza la Asociación Astronómica Complutense</span><br />
<br />
<div style="text-align: center;">
<span style="font-family: Georgia,"Times New Roman",serif;"> AMPA Antonio de Nebrija</span></div>
Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-27884371154139030072014-03-27T04:09:00.001-07:002014-03-27T04:14:15.365-07:00Descuentos por ser socios del AMPAHemos conseguido un descuento del 10% en material escolar en la Librería Papelería DIANA , que esta en la calle Mateo de Torres, 4. Solo se aplicara el descuento presentando el carnet de socio actualizado.Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-44370105960694601702014-03-25T05:13:00.000-07:002014-03-25T05:13:42.142-07:00Salida excursión día 1 de AbrilYa no hay plazas para la Excursión del Neolítico. De nómadas a sedentarios.<br />
<br />
Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-75724959281221750222014-03-25T05:05:00.000-07:002014-03-25T05:05:06.854-07:00Noche en la NaturalezaDebido a la aceptación de la actividad en la Naturaleza los días 16 y 17 de Mayo , hemos abierto lista de espera . <br />
De todas formas vamos a coger el albergue el día 3 de octubre solo para el colegio. Y os iremos informando más adelante.<br />
<br />
<br />
<br />
La directiva del AMPAAnonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-18025629737461718442014-03-03T11:44:00.001-08:002014-03-03T11:44:10.181-08:00suspendida la observación astronómicaQueda suspendida la observación astronómica por motivos de salud de la organizadora del evento.<br />
<br />
Más adelante se organizaraAnonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-87893391213349812252014-02-22T13:44:00.003-08:002014-02-22T13:57:35.653-08:00Observación <style type="text/css">TD P { margin-bottom: 0cm; }P { margin-bottom: 0.21cm; }A:link { }</style>
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<br />
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<div align="CENTER" style="margin-bottom: 0.5cm; margin-left: -1.25cm;">
<span style="font-size: large;"><b>DIA 6 DE MARZO 19:45 H EN EL PATIO DEL COLEGIO</b></span></div>
<div align="CENTER" style="margin-bottom: 0.5cm; margin-left: -1.25cm;">
<span style="font-size: medium;">Donde
podremos ver si el tiempo nos acompaña:</span></div>
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<span style="font-size: medium;"><b>La
LUNA</b></span> es el único satélite natural de la Tierra y el
único cuerpo del Sistema Solar que podemos ver en detalle a simple
vista o con instrumentos sencillos.</div>
<div align="LEFT" style="margin-bottom: 0.5cm; margin-left: 0.14cm;">
<span style="font-size: medium;"><b>JUPITER</b></span>
es el planeta más grande del Sistema Solar, tiene más materia que
todos los otros planetas juntos y su volumen es mil veces el de la
Tierra.</div>
<div align="LEFT" style="margin-bottom: 0.5cm; margin-left: 0.14cm;">
Júpiter
tiene un tenue sistema de anillos, invisible desde la Tierra. También
tiene muchos satélites. Cuatro de ellos fueron descubiertos por
Galileo en 1610. Era la primera vez que alguien observaba el cielo
con un telescopio.</div>
<div align="LEFT" style="margin-bottom: 0.5cm;">
También podremos ver:</div>
<div align="LEFT" style="margin-bottom: 0.5cm;">
Las estrellas dobles de
Almaah Y Mesathin</div>
<div align="LEFT" style="margin-bottom: 0.5cm;">
M42 – Nebulosa de Orión</div>
<div align="LEFT" style="margin-bottom: 0.5cm;">
M44- Cúmulo abierto de
Cáncer , conocido como El Pesebre o La Colmena</div>
<div align="LEFT" style="margin-bottom: 0.5cm;">
<span style="font-size: medium;">Lo realiza la
Asociación Astrónoma Complutense</span></div>
<div align="LEFT" style="margin-bottom: 0.5cm;">
<span style="font-size: medium;"> Organizado por el AMPA </span></div>
<div align="LEFT" style="margin-bottom: 0.5cm; margin-left: -1.25cm;">
<span style="font-size: medium;"><b><br /></b></span></div>
</div>
Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-55885764478431664682014-02-21T13:16:00.002-08:002014-02-21T13:16:25.862-08:00Jornada de inmersión lingüística en inglés
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<span style="color: black;"><span style="font-size: medium;"><b><span style="background: transparent;">Horario:
10:00 a 14:00 h</span></b></span></span></div>
<div align="LEFT" style="font-weight: normal; margin-bottom: 0cm;">
<br />
</div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="color: black;"><span style="font-size: medium;"><b><span style="background: transparent;">Precio:
8€</span></b></span></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<br />
</div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="color: black;"><span style="font-size: medium;"><b><span style="background: transparent;">Lugar:
Junta del Distrito IV, calle Octavio Paz. 15</span></b></span></span></div>
<div align="LEFT" style="font-weight: normal; margin-bottom: 0cm;">
<br />
</div>
<div align="LEFT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-size: medium;"><span style="background: transparent;"><b>Plazas
limitadas:</b> La jornada se organiza por grupos de edades ( dos
grupos: A: 5 a 7 años y B: 8 a 12 años), habiendo un mínimo de 8
niños y un máximo de 15 , aunque se busca que los grupos sean lo
más homogéneos posibles. Siempre habrá un monitor por grupo.</span></span></span></div>
<div align="LEFT" style="font-weight: normal; margin-bottom: 0cm;">
<br />
</div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="color: black;"><span style="font-size: medium;"><b><span style="background: transparent;">ACTIVIDADES
</span></b></span></span>
</div>
<div align="CENTER" style="font-weight: normal; margin-bottom: 0cm;">
<br />
</div>
<table cellpadding="4" cellspacing="0" style="width: 304px;">
<colgroup><col width="111"></col>
<col width="175"></col>
</colgroup><tbody>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="111">
<div align="CENTER">
<span style="color: black;"><span style="font-size: medium;"><span style="background: transparent;">10:00
a 11:00</span></span></span></div>
</td>
<td style="border: 1px solid #000000; padding: 0.1cm;" width="175">
<div align="CENTER">
<span style="color: black;"><span style="font-size: medium;"><span style="background: transparent;">Canciones
y juegos</span></span></span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="111">
<div align="CENTER">
<span style="color: black;"><span style="font-size: medium;"><span style="background: transparent;">11:00
a 11:50</span></span></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="175">
<div align="CENTER">
<span style="color: black;"><span style="font-size: medium;"><span style="background: transparent;">Art
& Craft</span></span></span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="111">
<div align="CENTER">
<span style="color: black;"><span style="font-size: medium;"><span style="background: transparent;">11:50
a 12:10</span></span></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="175">
<div align="CENTER">
<span style="color: black;"><span style="background: transparent;">
<span style="font-size: medium;">desayuno</span></span></span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="111">
<div align="CENTER">
<span style="color: black;"><span style="font-size: medium;"><span style="background: transparent;">12:10
a 13:00</span></span></span></div>
</td>
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<div align="CENTER">
<span style="color: black;"><span style="font-size: medium;"><span style="background: transparent;">Taller
</span></span></span>
</div>
<div align="CENTER">
<span style="color: black;"><span style="font-size: medium;"><span style="background: transparent;">Experimentos</span></span></span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="111">
<div align="CENTER">
<span style="color: black;"><span style="font-size: medium;"><span style="background: transparent;">13:00a
14:00</span></span></span></div>
</td>
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<div align="CENTER">
<span style="color: black;"><span style="font-size: medium;"><span style="background: transparent;">Cuenta
cuentos</span></span></span></div>
</td>
</tr>
</tbody></table>
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<br />
</div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="color: black;"><span style="background: transparent;"><span style="font-size: medium;"><span style="font-weight: normal;">Todas
las actividades se realizaran dependiendo de la edad del grupo</span></span></span></span></div>
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<br />
</div>
<div align="CENTER" style="margin-bottom: 0cm;">
<span style="color: black;"><span style="font-size: large;"><b><span style="background: transparent;">PLAZAS
LIMITADAS</span></b></span></span></div>
<div align="CENTER" style="margin-bottom: 0cm;">
<br />
</div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="color: black;"><span style="background: transparent;"><span style="font-size: medium;"><span style="font-weight: normal;">Más
información en el AMPA : Horario de martes a jueves de 9:15 h a 9:30
h</span></span></span></span></div>
<div align="LEFT" style="font-weight: normal; margin-bottom: 0cm;">
<br />
</div>
Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-34972891228136755722014-02-20T12:45:00.003-08:002014-02-20T12:45:52.471-08:00recogida de firmas
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<b> </b></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<b>U(NE)TE</b> es un movimiento
iniciado por un grupo de padres de niños con <b>Necesidades
Educativas Especiales.</b> Nuestro camino comenzó en el momento en
que vimos cómo las becas que pagan sus terapias fueron propuestas
para denegación , incluso después de ser recurridas.</div>
<div style="margin-bottom: 0cm;">
<br />
</div>
<div style="margin-bottom: 0cm;">
Quisimos unirnos y hacer un llamamiento
a todas aquellas familias que se encuentran en la misma situación ,
así como a todas aquellas personas que sufran algún tipo de
discapacidad física, psíquicas o sensorial y estén viendo mermados
sus derechos día tras día, ya sea por recortes en susu becas,
escolarización inadecuada, falta de plazas n centros de día, etc.</div>
<div style="margin-bottom: 0cm;">
<br />
</div>
<div style="margin-bottom: 0cm;">
Estamos programando una primera
manifestación para reivindicar nuestros derechos y poner en
conocimiento de la opinión pública le problemática. Necesitamos
hacer un primer recuento de las familias que nos encontramos unidas
en este movimiento, para pedir los permisos oportunos y marcar un
día, un lugar y una hora. Estad tranquilos, intentaremos no
interferir con los horarios de trabajo, y por supuesto será una
manifestación pacifica y ordenada.</div>
<div style="margin-bottom: 0cm;">
¿A qué esperas ? Entra en nuestra
página web y déjanos tu firma. ¡U(NE)TE!</div>
<div style="margin-bottom: 0cm;">
<br />
</div>
<div align="CENTER" style="margin-bottom: 0cm;">
<a href="http://www.unetemadrid.blogspot.com.es/">www.unetemadrid.blogspot.com.es</a></div>
<div align="CENTER" style="margin-bottom: 0cm;">
<br />
</div>
<div align="CENTER" style="margin-bottom: 0cm;">
¡Importante!: Quién no
pueda firmar digitalmente en la web, puede hacerlo en el AMPA , en su
horario de atención ( de martes a jueves de 9 a 9:30 h)</div>
<div align="CENTER" style="margin-bottom: 0cm;">
<b>¡Muchas gracias por
vuestra colaboración !</b></div>
Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0tag:blogger.com,1999:blog-1145862547156901678.post-76391758160313975912014-02-10T09:28:00.004-08:002014-02-10T09:28:59.692-08:00Concurso Dibujo "Día de la Paz"Ya tenemos los premiados del concurso del día de la Paz.<br />
<br />
En Infantil fueron:<br />
-3 años: Mario<br />
-4 años : Marta<br />
-5 años: Hemerodes<br />
<br />
1º Ciclo<br />
-2ºB Teodor <br />
<br />
2º Ciclo<br />
-4ºA Damian<br />
<br />
3º Ciclo<br />
-5ºA Andrea<br />
<br />
Volvemos a agradecer a Jose Luis Valles, Juan de la Torre, Andres Fuente , Elena Merino y Adrian Blazquez que hayan dedicado tiempo y esfuerzo en valorar todos los dibujos de los alumnos. Gracias nuevamente<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/11017088551184906141noreply@blogger.com0