<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3892477610430172935</id><updated>2012-01-31T18:40:32.853+01:00</updated><category term='Personajes de la Ciencia'/><category term='China'/><category term='William Harvey'/><category term='Educación física'/><category term='Sexo'/><category term='Ciencias sociales'/><category term='Historia Antigua'/><category term='Copérnico'/><category term='Manualidades'/><category term='En el espacio'/><category term='Las cruzadas'/><category term='Enciclopedia'/><category term='Orgánulos'/><category term='Sentido del gusto'/><category term='Julio César'/><category term='Cuerpo Humano al Limite'/><category 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via'/><category term='Lorenz'/><category term='Mitología'/><category term='El judaísmo'/><category term='Esqueleto'/><category term='Druidas'/><category term='Programación en el aula'/><category term='Paul Ehrlich'/><category term='Bachillerato'/><category term='retos voluntarios'/><category term='Salud'/><category term='naturaleza'/><category term='Álgebra'/><category term='Watson y Crick'/><category term='Mesopotamia'/><category term='Trigonometrí'/><category term='Experimentos'/><category term='Idiomas'/><category term='Punto de Cruz'/><category term='Cultura Clásica'/><category term='Noticia Clonlara'/><category term='Personajes del Arte'/><category term='Gravedad'/><category term='Robert Koch'/><category term='Premios'/><category term='América'/><category term='Ortografía'/><category term='Alexander Fleming'/><category term='Sócrates'/><category term='Descargas'/><category term='Historia Universal'/><category term='Sangre'/><category term='Macedonia'/><category term='Astronomía'/><category term='geografía e historia'/><category term='Italiano'/><category term='Tesla'/><category term='Einstein'/><category term='Enlaces Químicos'/><category term='Electricidad'/><category term='Arte'/><category term='aristóteles'/><category term='Los gases'/><category term='Murillo'/><category term='Barroco'/><category term='Ecología'/><category term='Exámenes'/><category term='Reciclar'/><category term='Claudio César'/><category term='2º ESO'/><category term='Leonardo da VInci'/><category term='Gauss'/><category term='Prehistoria'/><category term='Literatura'/><category term='Recursos para Escritores'/><category term='El ojo'/><category term='Recetas'/><category term='Avogadro'/><category term='Boyle'/><category term='Newton'/><category term='Tabla periódica'/><category term='Medicina'/><category term='Cervantes'/><category term='Poesía'/><category term='Portugués'/><category term='3º ESO'/><category term='Algebra'/><category term='Biblioteca'/><category term='Teorías Atómicas'/><category term='Francés'/><category term='Vesalio'/><category term='Aparato respiratorio'/><category term='Densidad'/><category term='Varios'/><category term='Célula'/><category term='Caminando con Cavernicolas'/><category term='Geometría'/><category term='Rubens'/><category term='Plan Bolonia'/><category term='Cinemática'/><category term='Blogs'/><category term='Invasiones bárbaras'/><category term='Visigodos'/><category term='La primera guerra mundial'/><category term='Patchwork'/><category term='Lengua'/><category term='Revolucion Francesa'/><category term='Coulomb'/><category term='Mecánica.'/><category term='Revistas'/><category term='La materia'/><category term='asignaturas'/><category term='Rembrandt'/><category term='Ajedrez'/><category term='Edad media'/><category term='Latín'/><category term='Arco reflejo'/><category term='Geografía'/><category term='Tutorial Fimo'/><category term='Magnetismo'/><category term='Van Leeuwenhoek'/><category term='Egipto'/><category term='Migraciones'/><category term='Láminas'/><category term='La revolución Industrial'/><category term='Rutherford'/><category term='sintaxix'/><category term='Química'/><category term='Tecnología'/><category term='Mester de Clerecia'/><category term='Aparato locomotor'/><category term='Van Gogh'/><category term='Bricolaje'/><category term='1ESO'/><category term='Griffith'/><category term='Genoma humano'/><category term='Schrödinger'/><category term='Historia'/><category term='Geología'/><category term='Scout'/><category term='competencia basicas'/><category term='Matemáticas'/><category term='Giuseppe Verdi'/><category term='Noticias'/><category term='Charles Darwin'/><category term='Sistema solar'/><category term='lengua y literatura'/><category term='Caminando Entre Dinosaurios'/><category term='Velázquez'/><category term='Mitosis'/><category term='4º ESO'/><category term='Reacciones químicas'/><category term='Música clásica'/><category term='PAU'/><category term='Islam'/><category term='Adicciones'/><category term='Informática'/><category term='Narrativa'/><category term='Isaac Newton'/><category term='Historia  Universal'/><category term='Selectividad'/><category term='Inglés'/><category term='La circulación sanguínea'/><category term='Biología'/><category term='Alejandro Magno'/><category term='Física'/><category term='Paleontología'/><category term='Genética'/><category term='Alemán'/><category term='Cultura general'/><category term='Botánica'/><category term='Tierra'/><category term='Casas de muñecas'/><category term='Pitágoras'/><category term='Grecia'/><category term='Grandes Pensadores'/><category term='Manet'/><category term='Hawking'/><category term='Sentido del tacto'/><category term='Anatomía'/><category term='Universo'/><category term='Las disoluciones'/><category term='cine'/><category term='Roma'/><category term='educación plástica y visual'/><category term='Reinos Cristianos'/><category term='Camille Pissarro'/><title type='text'>ESO - Aprender es fácil</title><subtitle type='html'>homeschooling, educación en casa, educación en familia</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default?start-index=101&amp;max-results=100'/><author><name>Jacqueline</name><uri>http://www.blogger.com/profile/10269902721390896190</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://2.bp.blogspot.com/_K_JUhobbGjU/SWOeZtteIRI/AAAAAAAAALU/fTbGJ9HgZWc/S220/!cid_009e01c8ca0e%24487550e0%242101a8c0%40jacqueli15cb08.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>642</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-1590066245447343749</id><published>2012-01-28T17:39:00.000+01:00</published><updated>2012-01-28T17:39:03.423+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Inglés'/><title type='text'>OXFORD BOOKWORMS-LECTURAS EN INGLÉS</title><content type='html'>&lt;span style="font-size: large;"&gt;Os invito a echar un vistazo por los títulos de la colección Oxford Bookworms,lecturas adaptadas para los estudiantes de inglés con diferentes niveles de dificultad. Lo mejor&amp;nbsp; de estos libritos es que vienen acompañados de uno o varios discos con la versión audio de la lectura. Personalmente me parece ideal para ejercitar el oído del estudiante y escucharlo al mismo tiempo que se lee para fijar la pronunciación de las palabras.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Sugiero que para sacarle más provecho a una lectura ,se siga un orden de actividades más o menos como este:&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;-Leer el capítulo entero mientras se escucha.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt; -Volver a leer el texto pero ahora deteniéndonos en posibles problemasde vocabulario y subrayando frases hechas, verbos...&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&amp;nbsp;-Apuntar el vocabulario nuevo y expresiones idiomáticas en una libreta destinada a este propósito.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;-Después de trabajado el texto y comprendido se hará una nueva audición, pero esta vez prescindiendo del texto escrito, para comprobar cuánto podemos entender.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;-Si se quiera aprovechar para practicar el aspecto oral, se puede intentar hacer un resumen hablado del capítulo o comentar los puntos que más han interesado o llamado la atención al alumno.&lt;/span&gt;&lt;br /&gt;&lt;a 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OIlxYR0agVAniIZBLKjF3BDip4WIXh806L0k42GFqKBPGwwpXhgyGIdKLTGeGzKZJjj9MMslOX2S4tIMmyaoOMEEIMyPkE4d4sOIMEOHcCLKMBEI9SPkIIg4SMqJ4C6I8FFskOMiPGeHsajelDCb0ybjbGX5jNU2YbKMm2wz5RWzF6vnbGVDnKEfRtsxpIshe0nKieD9INiuhQa1QJhGU+XIcJl6uEZz18GsjFU/DBBDF9Ue4byD/22ytXihT/chISxnrGtj+o9zl3Zma3bmLn6+1rJ2te59yvw6SL+NmpeSleu3OnamO96nqm/0kcNlZ4YrC5/0E8tDl18nqp6HKL/57GXtLw7D+Xtd8JugYTlmfTRIvo4atmfrN2cqt2csu7dqv1yv2RjiXviB5RT95Ybty23b9pTl68Mrn683fJ5t2F2o/3K3Znu69MMQu3GNfRXDFrqKZ1tK7vaUrGT0a+O2nWv127ONnxfaPt9t+/ag789b3Z8mKzYnq1aGLYs+/EZ78UyD2ms+F7Cd72NPRWsKr3VqZ7s0cx3a2U5qT8xW7kSpf/bVPgjpAaAeAHHCpANAeou1Hg0YLNL6S8AYQiZROqJFExgdRog0ygQhJILiaZKJUqyTIoN6wc9zfp6LcmwIJ2I0k+KFMEEneG6EYTIkmSaZEZofZ4U4RaQwKokRYRCJoGQYIcIo6dUCMYZOUnQARP0g6sXQKMtHaDaIM1Fa8JKMGyODDB8V9KO2sqnyqunSyjGDZcpsGREMk1bbrK18ymAJUVw7CHeSVC9B+0iiH0Y71EA/jA5CuogRDQrFEdOFkK3k+gA616+dalP7DIVt8E/e0t9uD4AvIti7lP7dmH5nqnJ3rvbb3Y6PCy0bYxUrI+Xrw5btaxc3py59mKrfmb+8OdP2LKyfu6IdqTn/aAB6E7G8He16k6qYri/x6s/1kr9kqouutYFLUdtyzPgqaHwaMiyPV29fv7S7UP/5RuXHa5VP3eDuJPd52vBpoXR3ruzrrYaPk9Wfp6q+zrd+WbjyPmPani9bztArGXYpjP8+CCxG8fURYWPU/MeN5s8L1X//3v3Hvc4/brTu3mrbnW3+cr1mfZhbChIvHNprDYVuw7la4Eer+gdL8c8D/OnxJt1YoyZei+xxGq39ADYIES6MHtChThD3EKwdozo1YM8FdRDCQhowqAaiGBWAiBiAJ0Esg2JpCEsi6BjJpnA8SrE+Vh8xmv2CPm4yxDghzrAplo1zXIyjkhyfFPg4QcYJKkYzKZbN0EycoiM4HkKxEEKkaD5Fs3GCitJUhufjBBVB8RBOhHAihFMBjPbChI9iE4IhqTcmDfqUxZg06NOCccRgnLRakxwfwagxo3Wuqjqtt/TAeAuAtCJoN44MongvjLkJwq4D3QQRMOoSFdAg9Ytdf+ZaN3rHC912cgPkKQf781B9yVw3cN8FvB/Vf5qv3b3V9vV+//Lkxa1rDZsTl7bGKrbHSrfGrVs3mj4ttG3P122MVTx04/NtxY8d0Nqwcfva5Q/jNS+92M0eIFZ11sn/NlJTuNANvfAJ9+zEPTt530EuRvW7c42fb17anLV9nSv7erN856phd972dd6wM2ldG7VtT1d+mq//427L57nqPx9WfrtVsXXV/DqCPnbi9wbwW73gYw+5NVaxO1u9NVv98Xr9H3d7Pk3WfZ1v+zLftD1evjVu3B7mF13IdMOFDuzXi+pfKtQn+6hTY5c0qcqiiBXY49abnDDZh+A9ENoP4x6MccO4A0Vbi7W9atiPUjGcHCLZEIz7QTQGokMoOULRYygxgVPDKJ5m6QjN+gg+xPNpkyFts8VoJskwfgyLUnSQoUMUE6OZOEqkWf3/QxQjghjuAyGfDo7hdAqj4hg+qTcOcUKKoDMknYbxJE45QbgHgFwoFqHZhF5IsFzCaApynJ+iQzSVFAwp3pDhhQTNRCk2ZTRcLStPsAY7yTZowBYY6UDQHoLsBpEBCOqAgR4NHBSgiK04YCnqp06ONgJXO3QvUkykuqQV+qUV/MEt/DLRWPQiyGxfu/jxVsvXR/bt2eaNq/WrQ9UfJ6u3Z+qWM9bNmcrN+ZZvD3s3phpfx/nfB3Q3+qHVDLWc5t4lLaujFe/ixEjj2XD56blW7VMPPteOzndDD93ou6hxOV25drVuc6pubcj2Ze7Sf59e/uNu9cdr+s0xZue68XmIWkmat6cu7d5o+TxXsz5t2Jwv/XK9dClMP/fhsy0lw9Xam93wStr0aa50dcjwcaL033c7vtys2Zmu3p6s2Rm/uDliXhs2LieY505trOwXN38mVn4hUX5uuKYoXVU40oju8RotDpweJMk+BB0k6F4QdUCEA8GdKDUI4W4AzlBsnKIiJJXEqRROpik6huAZGB9FyFGaGdbrkwwbwqkwQ4/YrBGWifP6KEXHWSZM0EECjwr8sF6fZtghQUjRzCjLBykijGEpgh2ihQRGpzEyTVDjvD5N0SmSimPoCMMlSDpOMBGaDZBEEMOjGB4iiTivj+pNPpaP8IYoxadoNkHTCYobN5pTeiFp0CcFgx0jenGqFcJ6acbOGnogsEMHDRBYPwAP4FDcphm7pIsazkdsxeGyCw88zHwPaOdP1gHHurHjUcuZ673A8rBl7WrZzlzDf38fWBmrfhsv3Z6s3Zyoe5Mxb12r2pip2rnXtb3QtjJR9TZleOyHH3uRlST9OiQsD5m3xq0vfMhdOzjbUrIYQB664Rtd0Ewr/MjFLg+XLSZtzyLs+mjlzmzN14WLX+Yufrtm3RnWb0/yL8PEcsKwMVK2OXlxa6Zmfdi6PKLfGrcux/D3UeZqnW6yVv3Sj2+NW1cz7FbatjVq+Xq7aXvCtpo07s5W/3Gj+dNM9daUbWPY9NKLPBwsvnml+GF7yWxjYbLi7FRDyY1eeo9DsDpJrk8Du1CiF0QHQHwAJu0w6UTwQRDxaKE4QcU5zk/RYYJO4kyaopM4NYSSozg9xnFhgo7ghA9G/BT7z5gfw/7J6TCGBXA8ybBBgvBD8AjHZ1huiGFjOJGm6AzLJUg6RjAJhIhieIpmxgR+iGdHGGaYplM0MyQIUZqKMkwIxcIEHeO5tMWcNBnjBqOPYl0kHeL5KEfFCCbOsUkDlxSElN7ophg7w3UieCdJDvL6di3YUgJ6GNpOET0AFC0lQ6XqmK3Qbzrj0p8dvqzbmDXc6ivppU60Yz8OMicnmwtv9mhXR20f51v/+8T78Ubn+3TZm4hlJVP1Jm5avVq5Pd/09XbXn4/dG3PNK8OV71L6Nwl2bcy4njavjVV+nG5YywgPHOitXvBOj+5WH3R3AHngJOa7oTt28oGbfR7l3iUqX4dMawl2Z6ry84x1PUEsR4n3cfp5kNwcr14frdyaqdkaK32fNqxk2FdB9ImLGLmou1qnfhXE34TRlSjxIcVvjXLrY7YPScPmmOXjVdvH+ZqvC5eW09x6klv04ctRYikMvnHpXvZp7rdrFq4UPein9rj1pn4YH9CAPpJykoQHpxwQESC4AR3qADCHBvLBRACjXRjtwsgQQqQJKkNTYxw3pTekcNKDYB4ID1NMTC8kTeakIAQpMkTSEYzyY4QXxb0E6cZwJwAlcWqE4TI8P8ryMRKP4HgARgIwEoOwMIImSCqO4WmGjbNMEMciNJ1iuRhJpvT6EE54IXQAxMKcPiroPQw9iBP9KOFhORdNBSkyznFxikrrhbjAR/UmB8V2wJiDFex6vo+gG3VAF4J4DHwHAvoFcqoJH6+DPaazwYrCkQbdYkL/OsHd61XHq88GK8/f78Of+8idmYqPt1s/3en4fLNlKWZ+GTa9S1W8jhvXx2w71xo/3W78dr9r7Vr9Uz/3yAGsTlQsp5nVjHk5XfVxqn1nsnElbXwZRF6F6Ece8FYfct+O3R4kHtupVxHj66R5KW16E+XWM5b1sdJPU9b1DLsYBD9f5deHyI2rpo+T1V/na7/ebX4VZ5ci/EpG/8SHjdcUT9aqb16BXnmR5SjxLoqvDBErKeHrfO2fNxq+3W7bmSpfTnNPnfCiD30fZZZThk+zlp0R7mOafxugH3XDC1fgPYO8vhfAejRwV5GuRwMMaqF+NTAAwJ2F2gENbNdA/UVapxb24/QAAAZwPIJRGZJMU3gMhQJasE9d0nW+0AdjYZqNsrwfJwM05SMpFwi7EThAMzFO8GGEB4SSBDlpNIzSzChJpQksBKN+AArBaAolQjDiBcAQQoQpJoiRQRgPYrQbQN0QEiAJP4JGcCKAkxFe8PFCL457eN7H8j6MCFNUlGPDDD3GG4ZZLsnxCcE0iNF9KNEJUQMM20nifSjRAkAuA9OFwf00cP2yaaGHnm8nF3qRG4P0XS/+aph9M8w8tAMTTRfG6i888pme+vHtIWHjWvn6dOXrMPfUY3ofLX0f5ZeTpVtXqzcnyjanLu3eal2ZrHiXNG1frdwaN64NcR+ihtV06YdM+dZY6fIQ+iKEP/cD9x3A73Z8thN64mJeR4WXYcPziOF9xvIubV5JCR9nS5eixNN+4E2EWPSTi354NWnYGivdulq5nDIuBrCtYfNqmp9pLpy8VDhRc+5mR9HbCLqcoJbC5Pskt321cme69tONxm/X63bnbXd7gTu9mrUwtZnmtsfYnXFmPcN9CAv3u4oeDeJ77LSxqwR041RfCehDSB9C9pXoetWQXQe7AHxQDdrVOi8EeyG0r0jrgfAwQadIIslzaUEfwEkvhHphyIviUYZL8YYwzUZYJsayEZr1YVSvTudA4QBO+mAkSdFplh6iqDRFZkg8RdAhAo9iRAgiExgdJIgoxfpgzAOjIRRzqwEXCPtQNIySAZTw4ViU4Zwo0YcSfRTtFQQXRbowMoAwYYKO0kICI70w4EVJF8m6eN7F83aY6IaIFhBthPEWAGkEATuJunlyst382Fvx1Gd+5BZu2plrneqnKfp1knjiJa41lqSriiebtE982Icxw4cxy/Zs5cpY5TMn9TrIv3Az7+KGldFL66OVm1fLd29c+uPOle35qo+zpRuTtg9x8n0M/5DiV4dL19LmlRi4PELfduleR/APSf1TN/lwgHzqo5/4+Ndx48qQbWXY8ibKLUXQpSj1Pm5+7AbudWt+H1Bvjxu3p6o2x6tXhs0bw6a3Afq1F3/s1D1yAL/3gM/s4EM79D5Ob4ywG2PC11uXvt1p/rbQtD1m3RwVNoZN68P89oRpc8yymhQ+T1o+XbW8DxOP++AXQWGPizcMahEvhDs0gAOAXBDmBFE3iEUg1F0C2c9qnUWAVwe7AXSgBB4EyDBKJng+xQhhivHBWACl/BTpx8kgw8YFPmnQh3BiiOaG9QY/gbtQzI3hLhRxgnCC4pIcn6boNEWnWXr4H3NmuQCKhTEsSBBuCHFrwCBBuQDUDeMBnHQDsBdCgwjqQ9EAzUQYLqgXvLzBjjNdCO4WDH6e8xO4FyUDOBmmqCDJOjAmQAleWu/i9W0gVKvWNUNoGwBfQdB2GOoBgaFW2+NAzT2n+W4POdeJL3TCCwPIHRf+2EMuRpiR2qKRmqLZNvWzsP5lXNictLwdMt3tQRe6dY/c1MMe7QsPtpoxb14t/3S96ttCw+b0xa3Z6rWU8U2IfOKE7/VdeJXAV0asqyPWpRj6NkMvpojnYfyuE39ohx478Scu6m3CvBgxb12t3pqu3Z6tXhvTv0lxz/3IqxB8s0e96CY+JJi1IfNiQv8yxD5xQE8GdM98uqU4s5LBPySBtyHd6yC0Oc5+vGbcXbBuzVR/uX1pZ7bm41TNp6nyDwluNc1vjPDrw9y3OcvHSdNG0rgc4hZ9/B4PK3gh3FmiGywBnCDarwb6SnT9aigAQgEQ9esIFwi71MA/BygHgLkxPMbyCdYQICg/QsZpY4xgMiZLmONjJJWhmRQvJFhuSBBGLOYghrsR2IcibgRyImiYYpIYkabIKE3FSCrCc0GCCuGED0cDEDZQAg1CuFOHdJUAgxDqRTCvDvXBWADHIjgRoelRozGqZ1JlloTR5OiUnZsAACAASURBVOV4F81EBX2EpmOMPkLxIZwKEIydoH0EP0gJ/RRrZ7g6jbYJRNpBuBMnOjB8AMHStcabnuo7TsPNPubuIH53kPjdjt62wwvd0MsIs9ANDdWcu9GhuzcIL8bNm1dL16ess12aq23F9+3I4z54yUMsJ/UfZy59vF67e6t5d6H98/WGj7MN66Plr0PYg37okUP7PEy+G7Z+m6tYHeLeZqinAeCxH33sRZ968LdR89pEzdp0zea1pq1rddvzTRtT1WvjtrVx285U+c1ueL6h6JkbX0not0bKP81Ub47za8P4cpp77oc2hqnNIeS5o+SFQ7s1zu7OlG6PG1ZHTN9u1+7O1X6Zu/whaVgKYaspZjlFr2T4TzOVWxOG9bRhLWNYCuv3eDm9D0AGS7QuAHVBxKAa9CHkgA516EA3jP/zC+DFWTtIBDA2SFAeCA8TbJjmozgbpYUIxccIJs4JMZYfprhJwRQi6ShOj3B8Si+ESNIDoy4YchDoAIq4UMwDwxGajjNshKb9BO7HsDhFRSgyQ7EBgnEguAMhu4p0Dh3oRZAIySRIOikIUZaPMXQIJ/w85yLphNESM5j/oU6C18cN5gjFh0kuSBBuDA8wvIfTBwyWAYrpgInLENanQ7ohtBWEujHQL6Aj7fr7/tI7PfqFHmquHb7RhSx068abtPMdxc+86EjDuYnGoocOzWMftjJkWx0z3hqEplqLn7iR5174uRt6E2GWMzUfZxtWMvz6eMXWTM32dOlmpnw5yT/zwXe6tYsRcnVcvz3NvwojryLwYgh96kee+7CVpHU1Y32fsr5OGdcnL21OXtwYu7g2ZFsZKvs8V/M+Sb0IoDNNRdc6dBtjwvZo2dpk5Zebtbvzts1J06c54eM083GK3BrG1pPYchLembZ+miv79rD1v4v2P3/v+DJftxjmliLs+xi1nmG3JoTNMcPutHVzzLI9atgcrtjj5XhnCejVoT6E7NUALgAN4owPI0I44YYQN0Z6cMpFsv1a1AvTPpgIwuQgDAdQwo+QHpzKcIYEyyVIdpwxDusN40ZTnOGjLJ+imasmc5SiIzjh1Gn9KBTn6TBDRFg6QpF+HA6RZIgk/AjqBmAXioQJMkhQPhjr08BeBPMjqB8AYzgRIkkfivswyo8RLhQLMnyAZqICH9MLEZPRQ7MBnIzo9RmTJW60hGjKi+IOGPFRfIgx9GFYP4C1lIDdOrirSHdZC7goPCEQo636ey7jc2/lk0DFtQ743iC9FDa+8FN3e6FHHuS2C5i+XHK7HbjXBz8P0G9ThldB/vYA+NiFvgqit7oLlyLsynDlWqZsZ6ZsdZjduXpxY6ziWYB/E2FehomnAepFiHqTEFaH6cUovj7Kr48Ib4bJpST7Lm1cGylbH7Z+SJe9igmLUf3bhHl9qHp7rnZtsnIpSDz1QhONZ6aulNzq0r1NGT7N12+OV65lTKvD9Mc50+frzNYk+ekavZyE30bQdzHqQ5Lcmir7dqtpe7z8w5D147XyTzOVW6OWpQC7nDAsJ9nlBPU+QaxmmM2Ryj0+lvdCqBtCXCDsQQgnAAUJyo+TQYqMkJwbIx0w4sYpL0r6EDIEowmMjpNsCCeCGO2n2ABHjRvNIZYLEsQwy6VoJoQTCZJOM2yUJvwQ9E/KRgkiTeFxivBShAfHkjwTIakggQdIwgVhTgzzkYQbQoIY6UVJLwQHQDhOkGmOibHsgAbs1QABFAvTbAgh3ADqhtEIL0QNgp+h4gKfMJpSRoOf5iIM56fYARDx0voAzbgJwguS9kKoVw05QbxVoxvA8JSBG74kzF0hnnkqlqIXb9vZl2HTSqrseYC90YnNtSG/u6G7fdrRi2cWui88ckKLceNqxnzPrnvmYh97yInGktudut9d+JuQ+X3asDJh+zTfvjZ66U3c9CpIvvGTLyLEPbvuoZNYyxg+T1VvjFuXIuizMPTYBb1L0++Spq2xis3R8ldR05tE6bukaW2ien268k2idGPYshRhHg7Ao3XFU/Xa11Hh60Ld7vTFP67Vb47adqZLtyaEzQn60wz7Lo5+nGBfBZDlKPMhIexOVy8nDCspbjlDf5oqfxfnt0ZKd6eq1kdMO1cNG6Pmz5OWjeGKPT6W96G4EwJ9GOXGSDeM2iHYAWNOlBqEiAEd6gRRL0G7QSyEUEEIiWJUiGKiFB0huTDFRAQ2zglJTh9lmBFWCCJoiCTDCJZm2JTARygyTBJRHI1CQBgFx/VClKGDJDqs51MsnaRxP4G5YCiGE0GC8GOEQ6ON4rQPI3wgFIQQPwQHCMoOwQPFOpcWC+JMhGZ9KB4VjCFOH+b0EV7w0XSI0wcYMkiySb0xSOt9GNGthnwo7oMxhwYIFcGDJYCDpNq1YDeERhl6zMbNd1h+dxiehSvexsuWwuZXfsNTv/DASUw0A3e6kdchYLrhfKbqzK1e3euk+X3G9NiFPnOxd53o1eaSyZpzk3VFDweJxYCwPN3w7bHj462WrZHKDwluLSO8iRjex63PPNTrELU2ZFnLGFZTzO8O4P6AZmPCuDJpWEqbViZMH4ZKn/qMz4L06nDpu7jhuZdfinPLKcNTDx4rv5CsKr7eAf3u4zau1v7vw4G/H/T9+37z57nKT/PGbzdKt8aNX+aErVHmlRf6EOOXU+aVDL85wq4kqfW0YWPYsJ6xPPdhzzzU+yS3PWHZHi/7MHxxT8Rq9aJ4gKACBNMHIZ06qA9CnCDaoQV7tWCIYrwoHkCpEMHHCC5FMxGa9kJ4ECNTjJDiDSleCBNsnGCGjaZh3hgnmBRGhTE8SJEBFHPodGEMS9DkEEPGKSqI4Q4Q8ENQnCIyAh0jMB+KhAg8AsJOEPYjpA/GQijmR3C7DnTpIKcWdgCQB4ZdOsgHY34EdyKoF8X9OOkmiLAgOFDUDhP9KOHGkQDNxAxmN84ECdwBYE4E92GUG4AjhVr3OfUgjg0QxOUSbS+IJkg2aWPv9wrvY1Xr6erXQfpFmP2Qvnh/kJjpKh6uK747qL3RUzRa/et8a8mLEPUubX6bMjzxsa8ixnu92qm64onas9MNF253oUth48rQpY1rtd/udK0NmZfj3OqI9WXQ+KBP89LHPHPRb3zYhyT1yAM+8RLPg9hSGvswzq9N6J/6yMc+6lXKuhjmFqP61RHL+7SwOmp7G6WnW9Rxa2HIen6koehV1LR748qfD/v+fjz4172WLzdr/rhX//ejui83bDuT7MYQvz1qeGJHFv3w5oRtZ8K0lqB3xoVFP/02yr6L0IsB7EOKX05Y3qZr9gTMZj+IR0gugFK9IDoAYl1a6EoR2F4M2HHGSbEhiomTfIgmRwT9qN4QgpEwQoRROkSSCZKKokyCElK8EGfYIEnHGT6l16cZNkFSXhhyFOo8KOJBkRiB+VDUjyIhnEjyTIwkUwIfpygXCPtxMsowIZwII5gfI8IIFqYoL4L5QdSHkB4I98GYl8AjJBciSTsMeFHcj+BBgojo9YMo6UTwbh0cIomUUZ9guTBDBRk6LHAuFAux/38PA9NOHe4kiajV6OPYYV7wMtxkq7DoNa0N1W+O1LwMG251E3cHqFu94EInOFWvudlRdLv33HTrmWtXip/4sNdx/e8e4pEbe+rXTzdrZxrOjtSrR2t1C53wcsq4Nla5OdO4NlG7PWHaGOGXQsKtLt2DHvSRG3vmQl64iScu4l2Me+pBH7qgl0lsdYJ76CRu9CPPAob7bvqJl3qXMrwI6VeGza8T3M1e0G0qcQoX/ObC8RbgZYD+Y6Htz6f9/33p++Ne25e7Nf991Pj3nUs7s+btMfatn3zigt4Eoc0x00qa/ni1bHfavDmuXwoxbxL8+7TwJkkvBrC3UfOe0lO/Wg4cMB4+zBw4yOXnCwWHqLxDZG4BmVuA5heQBQf1h4+VHv2h9NBR25FjpkOHyw4fsx08Zsg/YDt4xHr4qLXggPXI4fIjx42HjpoOHrh47OjFY0etRw5zuXn6vAImP58tKDAcOVJ6+KDpwCHLgQPGAwWlxw7bjh4yHS4wHThkPHjAcuSo9fBR86GD1sNHK44crzhy1Hr4qCH/gOnAISY/nz940HrkcPmJo5XHj5cePGI9fNR89DB78AB98BB78JC+4BBz6LD5yHH9wYPmH36s+PGHqp9OVJ48yR8/zhw5Ihw/avnhmPnoYePBQ6YDh2zHjlee/Ml47HDZsROVxw6bjh/shQ+FzT8nK36Jl/3gNx6NWI/3kQcGqfx2MK/mrKQTkrcD0ia1oh1T9lEqO5nvYo642KOXAVXlWWn1eXlDibxZI+/G8oK2n1LVJzP154Yaz8TKf/Dw+a0lkm4wdwDP78WULVpZF6Tsw/NcbJ6Lz/OV5jsMuS5Tfide0Ece6sYPtMMH+plDfWTBAFNwBcltAuWXziusJyW2U6rKc7mNOlXAemKk+cxYZ8nVvqLRtlPjnWeGmo+NNp4ImXJduMqJKV200scro+bcuO2wR3/AzeX5+HwPfdgt5Mash1xsQdD0yx7DiR8ghUQnk2lEElAkUueICveK1WLJ+ZwcjVh+TiI9uU9UIhJfkEiLJDJttpSUKVGxnBDLCakMyhbrRGJcJGHkSlQuQeUiRiFnpQpYJNJ+vx/KFgPibJ1EBiuUiFSKKpSYXI7LZKhEhEokoEQMy6SgSASIRahCiUsVuESOS6SkTIlLFUiOBM6RqHNEarGYVKlolYLLz4WkMp1EhiqUsESmEckKs8VauUwnkVGKXFKuguRKKj+PylehBfl0wQGtXKaRSGGlHJMrcZmMyVVyuXm0Qo4q5LBSzigVOolUf0LaUiztp3MdTH4nJK+7kFVfqLh4Nrv6gpg/vtfww17bz/+y/PKdcHJ/xTlxXaGoRau6DKiqz2aTx7/nD31XdvJ7/ses0l++bwElnURuD5nbiRf0EgWXgf3Wn/8lHPkXf/R7w7HvTCf2lp38/tJv++rP7GvR5TQh4k5O3oxKmgFxi05SU7zf/Mte40/Zpb9mWU99X/ZLNv1DFnFkH6Tcp83Ngg7uE37K6sQUPYRqwHTEX/OTr/ZwoP7oYGm+25rrEiRXtFlt2qxLF77v1IoGMMkAlt1J5HQhOQO0uFMjaS7O6oVz6s9ld4CH93AnjkMKGSCXY4pcVCzTSmVqubI4S1ySLSqWKovEqgsiWUmO9CeR6Jds0dkckTZbTO8T0SIpKZHhMhkskYEiKZWfhyqUpEKBKxScVEHJpEiOBNgv0ohkgFyhFUtQhRyWSQm5nMnNxeRyTKlAZEpYJkVlClgpR+QKTCQn5HJapcIVKlQsw7JlaLYElSl0EikiV6AyGaZUgTI5IJUDUjkoU4EKJSCVo3IVLJHjEikml6OqPLygAMtToQX5TP4BRCVDcnOhXBWhzGXkSlohp6RySq4Q8nKZXCUuk6FyCZGraPhN2a6T9RP5fZCyHVJc1klrz2VfOi+qLZQbf8quOLWv6uw+/cm9+p/31xRJW0HZFVB2GVCUnt7HHfu+7LSo/LecyvOSWrWkWS3poZQu20+OsuN9lKrh/D7Lj3upA//DHMwy/5x18VxO03lJ63lxY4m8Rp3VycmvUNIOMqcNzb4MZbXB2ZZTWeZfRZXnJaUnxcSxvcCB73T536lz96pz9xKHRTXnxc0a6aD5aODSqWD9Lw7LQW/poXDNzz5rXi8qaSnJvqLN6oUkHUBOLyoe5CVdmKSPkHbDosYL2c1F2e1aqYM+voc6cZxSKhG5ApUpAZFUmy0u3C8pyhKrc6RnxbLT2WJQrDiXIy3KEcH7xOdEOcdFYiRHxOaIKZGUlilQmUynkANyBSiTU0olphBzCgkhyUElElgigSRyQCrXicSwTIorFHReHi6TUUolqpBjSpVOIoVlYlyViylVqEIJK5R8Xi6rysWlClQswyRySCxFFUpQJMFlMkypQuQynUxWLJUXi6Sa7BxcocJy8xFlLqZUwSoFlpsH5uWBShWUq8By88i8XDYvj1DmMgW5+oN5TK6SlElJVZ71UL6Qp6TlMlIhoeQK40F53TlZF5rfj6ku6yRNWvnF37Ivnc2pL5aV/yYVjmVVnBEJP2Xxx/dWnclqQ+SdWG6LJremUG76dR/zw97ysyLLaXFtkaixRNyGSAeM+YPGIw7hcBcurrqQZfx5v+2nfbXnRFWns6rOiKp+22v4ZZ/p16zqC6JuTtlJShvBnCZg7xX4+w48u1YtqisWG37MYo9nYYf3F+V+D+Xv0x7cDxzcL/yUfalY2k3keWwnvbU/eStOBCuPRFp+DTQc8VoVA4SsD5T0YdIOIKdVnWWnJf2kpBsVX9bsb1OLmy/kXNbJ7dxPe7jjJ2iVSieRgmJFiUikzRars+UX9uUUZUkLs8WF+0XabPG5HCmeJaIVcjg375RU8ZNIBOzPYcQyRiJHpFJIIYPEUlAmhyRyTCrFJWJULENyJDpRjlosAURSWCKDFUpYKQdlckgqQWUyRCpFFXJQLkWkUlKVB8jlgFyOq5SUUkkplf/ImpAqkBwRIVPCEhmuUP3jupBUBoglWqlMLZWgeXmQXIEq5FCuCsvNYwsK6IIDmFyJ5Crp/INEbh6pUjEFh9iCAuFwPpefy+cq9HkFrEop5OfRMhUilRO5KkIut/6saAMUfaiyE5V3oKpetKBDq7isk7doFeW/ZlWdzrKd2n/xXM4VUNaBq9rRvBatqkGrbILyyk/l2E7tL/ttf602pwGUNRTL2hGZ2/yDw/JDN61sRxQNxZJWQNKmkdWcF1f/ll1XJC0/K+KP760rFvdQyi5a3ATsr7mwt+HCd91odgchbtLk1BZKbD/m4IeykMNZSMH+07L/KS7Yhx3OEk5mt+lUg3yBt+pXf/OvzroTnksngjUHgzUHnRZ5Dyi+XJLTUpJ9RSdyEvIOnfiKVnoFEjkYcZtadFkjGqCO7aGPH0ekUp1MppPJdRJpSbbo3L7skn0ibbZUkyU6LxYV7ssq3puFy2TG48f0Bw5DYtnRbNGP2WIoS4SJcsgcCSgSAVKZWiHTiMTqrP2oQl558qRw6AiwX1T4XVaJWAbJFRqpDJDL1RKpRibWSqVaqRSUyTGlQiuWAnIFolTBChWiUqAyBSVXYXIlIJLCMvn/44RYhkukmFgCSWWoTAFLZIBcrlYqQKUKV+XiCgWiVKEKJaqQUkq54dhx7tgxMi+fVqlghRLLz0dVubRKxRfksQdUVJ6cVxUw8lxSpqQUuYBcjstEeL68uUQ5gOd34wfaIUU3fqAby+3D85p1iuqz2RfPiC+ViBs1kia1pEkrbcOVbbCqCcqv1eU1qpXVhbK6QlHF+eyL5/eVnRY1AhKn7dig4Xg/faSbVrYConqtqK5Q1HxBfPFMTuW57IuF4uozWc1F2TXnv2tG5AOGox10fqNuXycq7eWzLuNZ/aSsBxEbfhDpT+5lj2cVKverc/fqcv8FH/6+9NesHjzPaTzuKT3RYzzQIxxwlx3zVZxwGfK6CUk3Im0HpD2orAfNdjDyQU7WQ4q7oOwOIKcHEQ8yh/fQPxxHpIp/pAOJZZoskXpfVvHeHE2WSC2SFeVINFki9f/8i1LklZ/81Xz+NHfyxOlcRX6O+LRIguRk4+JsNFuiEUkAkbRw/94GWPfmwe1Xd2+9enj/2Y35BlhXki1BpHKdTK6VStVKVYlcCskVsEwOSyRqibRYLgNkKkSmhOQKRKZElLmwSgXJlbBUAUtkuEyGymSIXIbIZbhMhkiliFwBSGU6uQJW5aKqAp1cpVaqcIUKyc1DpNJ+k7D6+nmstRVXKCC5AlUo2TwVW1BAqlTCgQPcgUNsQQGvymNVSkapIuRyRK5ApFJQLjX9orqiVnWD+W2AtANW9JK5nYiyqVjaopWV/ppTdSa7pkjaUCJv1YrbEUUjIGvQKivO5zRhP768d7VFl1v+a1ZNibi6SFJXnNNJK71lP7jMRwaNh7oReUNRTn1xVvVZse2UyPKzqL4op/6CqOqM6JqvYWvp6drS/Y/Lz9/cH3FUnLwMiru4nAE+224QV5zNtpzcW/nbfv3POeiBfdjhLOjQXv3P+y+ViDtQZTeV204qO2nlhL/63cMRu+lwHy3vRsWdcE4XJO5Gxb24tAvPaSnZe0UrbddKOsFsN3diD//DCUIuJ+RyVKHUSWSYRK7NEZ3fn1WcJdZk55zPkZ7fn6P+/nv+4OHKoqIaLWQrugAcO3pCKv1BnF0sEuMiGSbKwcQiIEds/OnnL5vrl2kMV+bxBQWDZeYBi0mTnQNlS7RiiU4mU+eIQYkUUkhgmRSRKXUSWbFUWiJTqcUSVJVLFOQhuXmgTK6TKgGpEhJLMYmcKlCQchUqU2JyJSlTwlKFRqrQKnOLpXKdPA+RKUGFgsovgBVKTK5cefa032ZG8/LR/AIsT0Ur87j8XDwvH8tT0fkHUVUurlDRilxGmccqZYRSiSmkkEIGKpSoUmz5WXrpV1mHWtaDqjpRaYtGfEUnaYcUdYWSqvM5DWppY4m4pWT/w1FHqstcfup72+msTv7H3fV3beihmmKR6ZSk7HxO1TlJ3QXpoOmAu/K4p+aU03h0gCxohxRVZ7LLf82q/03WfCGn6eze4e7yrzvvvKbTg+wBl+Wne6muYO35FlDSgWb1MuLLSHabVlx+Zr/1THblhRzz6WzqyF4ifx90eJ/5V1EbJOvG5QOMqgmUTnvL1988sFtyfZaDLktBHyHtp7J7cWlriaRJl92iETVd2NdSlN2tzemADu4hfzyuk8k1UplWLNWKpaBMpd4vLtqfrcmSaLJExSLpr3uzf/l+L3vgsEVdUofTVZDWWFSoPXTwtER8en+WLluEiKRIjqhk7353fdXd8eFz330P5siRHEnJd98Vf79PJ8pBRFJUItHuFelkckgqKcoSgzI5misHZYriHFHR/iyNVKWTyEqycwBZHiJVaMTykmwRKJIQEiWcI8HFClQmY3KViFQK7Bdp5bKzUnGRRAFK8wCFElXl4apcVCGn8gvePnlUdaFQK5OD+blIbi4ukeMSMXOggMpXkXn5fF4+k5vLHzpKipWkTErlF6AKJaxQIXJZsTgbPyg3npA0/pbTBGX3ELJeTNlStK9RI2sF8v4/lt6zu40DQdPVj9ndmemxSQKoHAEw5wCSyBkoVKECciQI5pxzzjmJpEhKYlAOTrJlW7KSbdmyLattt7t7urdndveeGz70/Q3Plzed83aYiPpatFELt5tlrz46vb3Rmap6r16rGPKW/vz6yQhDtBtRf4mcUf8hWCRr0IM9NnDap15qKd/uNo7xeJ8Z7bFBLTqoQw93GBRtmqxvPrtzPBbtNr4/KcmHGXDAohhgsFE/NR7Axj2Z/c6MAUbeWJ6Z1mR1O5FOq0Ises+Xn+FUZ4bKMxt1YKs+s9ME1mkyj2eT3z2/PxJSzyVy19K5K2FiTsKGHcCQG2m3ybosQGetrKVGFiuWD7lyL7ny8hwIZoRhM4Qa4f8f+T+1t0kOWbLkhkyoNAuwEUSgprqe9dRZDGGD3l9TZqZVGlChzVJYZIBTDlozM8dike+ePLGDkC4j0wXIzSDoQmAbBDtAxIWD+8Pdj+/c/uzibJDz2uSABQLEvPzz9bWl/s5Pbl7/4v7Nfr9kUyAujDKCQBfj+Pz27Se3L7YGey82lpurqhgIEGn10fjwlzdvfXLj4nBulsnJNSCwh6RdBMHh5P740D/++vvju2eLzY12GFlraz8YHTxfWXr+0YfX1xZ8KlWbSffp6fWv7t36YH8nXlTKoIQFggZjoaOJ0ZP58Ue3b39wdbfLUnY63/LNFzd+fvXZjcX0gBNo1IGterhRi9aVy9fS5j//+uaP3391/2BywIGO+4t/+e7ZR1dGvvnk/OVHF4uNHjbnvXi5okGXudKsff3l3Xc/PH718PJGU/WoG+614Z1GrNuEN1TJvrp1+Om15T5rxoiYMSEqhnl5rxWckKC5KL5cX/j09uarTy+ePDyai2madVkdhqzLQ6GDyUa3+j1/sayxGn14sNzlVnVoMi5m4j88+3hAUk1HlPOB/IUAvRSlxwSk25LZawd6bGC3GaivykqWZrSalZf4wiIGwx0YZoFgEwhZUcSKIgYFZMiSW7IUlqwsfaaiLENhR7FwWWnSYm502FJ2Q5pzSZWlGggpAQAjADtBxA2Cdoz88u7drz9/tDnQORqSpJJii1zBYKhRoTienf7s5s1ERVmXy/TLm9etFrMuQx4oyfu//vf/uTo/K+bl9wjcX//0W6NZbwEVwYKi3396O5eMxvOLTibG/p//9/9ura6wvS8/WZy5c2U/WFIYr61Z6GgLlpU5ccJG4g4Md+BUsqL6hxfP+wKilJfPAPAHO5v/+OvvA26mzW4fjQTryyvfffftaro+XlRybW721YcPA6TKKge3Bnv+8x9/7/c4mIK8jbnZv/3+ywdXlia54o0m0//8yy/XJ4O9dqDfRYwy6h4L3GXEXj689uHR5GSgYNgJT4VK/ut//f2Dk6VBoWinS/qPv/7WzFQ46X9rMZHvXn354LB/o7Hmy7PF3777YjaQM8KQDRqoTQ91GuUzweq/vXv75vOb93a7r0+Jq/XqEVfGhFcxIUFvX3/y+Y2F0UD+jcXmX358PiYo23SZ97Y6v7p7JOb+e7hEHq7Gf/7u5VSoJFL0ryfjsW8fXYxI2Gx93nKycCGWvZxWLiaUYx5o2ImmNYpouTxc/L4vPyOhpS7xhQV2FLMhyD8drR1GbBhqBSGrDLDKFPYshUMGlGTK9HJFoKwo5bY2s54mtz3lsqUdFnt+QQmGVAGAHUYFELNkyW0QMhgQrq4ufnx29u7Nm53eDotcIdL0m+fPQiWlxsyMmvff3x3oOd9YtGZmJsvKX798xmfnmOSA9n3Zg8ODnYFegyxzLhn/9Pzc/F6WHZD5afW7H75r0OssWYond26ttjXrMhUGudygAJwY5aBJG4l7SNqME2acR2j/rwAAIABJREFUePnpp406nRNCBYR4cLC3Pz5skSvcOG1WwDN1qU9vXdgVChZC/RT9/dOnXfoa+x+y9icmrq+vGt/P0soyXPmqP/7wQ8pcEC0Ekvl/+ORw/Nmd3REr3GuFui14vxPtNMo+P9s7nEg3Vb8/yhFz0fJ3P74YYFVNNfIGTdaTuwdr/WkH8d8X27zfPLrRaoZGWXwppP7tzVdns9E5H9VtQtIVUK8Fa69WDHpzb673Pr21+/3TD//229utbkuy+r/vdGj//ObFMC/vd8uGWPn3T24fT9WlKv7tYrnjmw8PmvX/HizIjGvQ7198OsTn1VX/+8FQ8PWn570u2Wxd3nJjxXJ9wXKdci5KL0SpKZFoqJLVlWWmKzID+bJABX2JLyxw4gRDkAyGu1GMw0knijlR3AJANjlglYMMiBgzZLX/lsGrlVF9TVc40CaKCYs2ZbOKlaXVGF4BgVqFwgzBIoqbsmSG9wG9TF6bkRmtqv7Tu58SVaVctvrbLz/zqtUWGDEAisFw4NPrRy45GK0s/ubzL91qikEJMwheX125PNRjysjaHeg6W1u1yQEOxrwU+fXjx016vUWu6HJZXj3+5LNbFx+cHG0PDjjU2WYUdZOUi6Q8JO2kVa8+f9xkMDpRnEGwBzu7m72dLgjiaJUDgHdH+q8sLzsUqJ9SBSn1l/duDoi8+b2sneG+/ZlpDSC3QLAvL+ebLz5lS3PEAqixSH5rtevJza0xp3yCJzrM8KAT6zbKXn5wdDLT2lAt6zJDi4mKd98+Hffl9TqQlhrF47O1a7NdHP0vV4YTv7/94YMrS0/v7z2/s/un75/enI8vRqiZkHrAhQ64sBEH2q7PatO/1+cAe82K6zP1f37zossCHAwI3z+932lWDAlIjzPzs4vVR9cn2o3/7dZqx7ePT/o9GU21inoN9sOLx1Gtmi/8H7sDgZePLrrtitGgeqGpeKWxaD6iWk5krybUMyLeawU7DIpkiVwsyAhVkJekohIPijsxxEUQDEF6MYzBUDuGOzDMBAA2CLGDkEmuKHn/360wIlWWJlzOJoFL2cwJky6m11pVdDUCVylkRjnilMkt72fZZTI7ANfK5RX/9oevPng44hecJPH66ZeubMoIwDoAGU/G7h3v6zNl6Yqq7589lXJyvShhh9HTzaXdvm5dRuZGZ9vdo8t2BeQAIA9Gvnn+rEVb60Jgq0LupehYTW2LzfT44vrJypINgVililGrnThhJqmvHz9u1Bs8JM1ixO2d7St9bQyI+Giax6idocGb66t2BJJUOV6CePHR/QFRcmTIrwz2H85OaTIzbQgSLCp4/eWXXG6ulYDiFdCN1f6n5xsjTvmkQA4wyJSX6NbBT25t3Fhoaa3OatcBS1HNr9+9HGfzehispUbx+GLnbLGLV/+PjYHYk3tXm/X4oDdvOlSyEMtZiuQsB1XL4expMXuAQQad6LATHrLjcwHlgBsck3L//NsPYxyx1mb5/un9TkvGGI/22957fm/70cXkmJj14eWeV4+uTEeJiSDeboe/ffJx0pjnpP/laDjw7KOrnbbMMQGYilLz8cL1dOlGa9lKKnfOj45y0JADadVmJUuz4jWqS77CAg+K2zCUoQgPRXgJgsNJB4axBOpEMQ7BGQBmIVgry6oBEU9uts9o6AhLbRzb6rCFdTVMaaGBwrUgpM+U9bocc6kYA0GOjKzqP7yX0mv/9PMfY5UVRjn09KMHg2F/xfsyHQR/cnG61tVulsljFcVvnn8VzMt3YYQVRM/W17YGBq2ZmT12xy8/vQkUFhreB/rc7v/9f/6R0lTa5UhaV2MjqJr35LXvvb/Y2vTkwV0GwwWlyksqHQhhp5XPHz9qMeoFnGZQ4tbBzkF/n0OBSqRKxKk+L/vTd1/78wrMCrBeU/3b96/TFVUOADqZGjudmzLIFSYEkYqK3jz7PFmoNoFZ3lzwZLbzqztbw1b5jB+d4LE5kRx2wl/e3n24O9SqfX/Agc7Xaf70w8tpf9GAA+2zy1/e37+91pks+fcud+mvb77pcqiCOX/oMAK7PY6luHq9IW+nsXgtUTQXyn6wN3QyJg258HG/asJHPNwd+vHl424rMMarfn373WpDzbBLvhDK+eu71xcr/GQ088Zq3V9/f71Qp+pisqZTtX/9y+9TvkKp4L8ttnm/eXK/2yof9sLjftWYoFyuL9jqrFqsy18MKse9+JgX7jcD4SJ5oIK+JJWUenCCJ0kvQYgkKVAUT5IekmII0omSDgh2gjALY045VC1X2DDUXZIbsVmTblcD70raTWJ1uSVXVQYilZkZMV3Ny88ePf/ow9s727cPd9+8fDaRjNbIswwKoNVs+/HrFyfrKw/PTx/dPOezs40AGCsv/+HV83BBrg2DzQBysbW2OdBtyVK4EPTawsKbr756cPXow4uLP737MVVdY8gCrq/MP/vg/snc1K3dze+fPR1kGZGgJaVaUJIMhgrZhd89+6LDbvNimBvGbl/e3RzoccohL67icMpLUGdryy8ff3Zteen1yydbHe0iQrkBbG9y5N7ynEcm04Mgm1Pw5sWTWHGBSy5zg7KTqf7PzzfbtIopHpuUqJmAapqFr/R6/vbbj59dW+vU42NcyS/fP58S8yY8aL9V9uzO5Q/3BptqsuLFGdfnun989cWDg4VnD0+/+uBsmKGnvcRWU+lyIns5nP3ocPz3X7599+zR1x9f/fH5Rz//8Gyny9jnVLQZMs8W2/7yy7df3Fj9+dWj5/fXl9LUUoN6pSXv528+f/f1J1/eXPnp6Qf/+fc/j/mKw6XvtTvUP734+Pmjs6lA6TADj0fUq6nijXTRSixvzIWOO4ExDhuwAQ0V8nQ1dclXUMxihF+p9FN0gCL9SkqiCL9SydMEg+EODHHiKAtjThCpBBANhDD5ORGHJcU5m9z2FsYWM9R6yotrlHQ5DJZDcj1KNJnNk5FQn5cJ5BdaZTJTVqYJAKwg5C8p6Q2Hm1yMkSSrYVQPQ7xamTbqOVrFYLgbgEOlJdHCEjOE2hHIACiS2pq03Shm57747FGqplYHQBYMS5pMY/X1o5FQsKRYoJT+nGy/Wh3MyWGVSn9Obsps8GXn8Bjppei6am24pJRBcA+lZmg1R9B2FOu0u6ZTyXRVpQeEeJLmMTJWWh4rrRRAzA1jHpqOVle5cJSBIJtcniopGGeqmvV4r5WaFcEpLzTFoD1GcCVac9DF9hqxfhsxHdA0m+BJgex3IpPhiikxr9MItOoUkWL5RKh8tz+43OoYsKKdJnjISmw05m+35m03lCwFVJt1VXfW6x7sdN6cjU5FcseD1FSYng6QnQ7FQlrzYKv58oB9ikfHfdCoD5kPEWvtedfGxdPVxFpr+VqzrsmABkpkoZL3mwzkTNzQYcWHPcBMnXomlr2ayFuO5k6K6tmgckqkhlis0yhvNigvBYvLGILiSEIiyABFCjQh0ERQ/c+0gRRoQsQxH4UJBGaDYD0IulUqrra8gXe1cUyfxLe47FF9jaO0oJomqkisDAJqMzK1mVmOLJkTRCwgagZBC6iwILAZQ8plCo0sS4egVQhqxjEHgWoR0InjHpRwIbBVDppByIYSTpSUVDnG9+RV//peqqb259ffeJTZdhi1gLhertDJIAuIMhjsVao4WulVqnzqXK9SLarUDgR1orgDJT0k7UKVLEbwaqVHqeKUOf/sPJwQagEQJwh7CUoilSJBuxQQo0A4GOFRxAVj2iyFBcZqFbBBrjDLMgIo0lGBt+uRbgs86EbGndAsh43ZsWk3OuUl+gx4u0ExwGADLmzQifaZwTY91G3COkxEUy3gy33Pn5fRocsYc4MTLNZlhcdYai2Vt9OZt96ctx7Pm5ZUC1FqIaSei6imE3kL6cLp+uxhUdnpAPtd8lEfPupFBtyKYREd4onJENHvhvtZeDqqHpewbieS0iiilUCk5L36KnmrTtFkBIY92DCHz0ez52J5Mz7ljI9aTRZM+ciGKkW4nL4Uqqj20Eo3TngJQiAIlsB5muJJUlCqeErlISkRx0IEGiJQDoZsCGKjCFdxTtxlbhW8/cFAk9OeMut8teW2/OxKFC6GoUoA0oMwh6IMClkg2IRgOggwgVA1BBhw1IjCBgTWg6AFwxwY4iBwN4rZYdQNw1YQtcKIGYR4Wvnoxtn55urB6NCb51+N1yd0AODAMAuqtCKoGyetJOFWK10k5VNle0klTyolUuUllRxBc7TSSyoZUuXCKBdB8iQtKZVCtopVKr3qbA9GcjjJ4RSHkwJOszDJ4hSPkTxGunGCx0gLiFoAxAIjDgiWYMwJKcIk1l9J95ioDhPRZwKmGWBGREfd8IgLGrBQEyw16MQGnUSfDWrXAb02vNuEdGuRXhPUUAtFKsBUBdzvAAed2LADG7LBYwyx2py701q6Wpc9K2YvxwuWosWLoaI5QbVSVzRTpx6PZs/VFY+GqOkYPSxhEwHlTDJ3LEBPB+lpnp6UcsZFeiaWPRNV91qhDrOiy4y06KAui6KhWt7vRKai1ERAOSUS8zw1yyun/dRiOHvQhrWbsi/5SstYSsmRFIsRAqUUaZrHSA+KCwThJQiGICWK8GFQkER5BDaBkB5HHdkqr7ai3m5pD/hbeU/aaYjoqpiqYkNuTgkMFYJQJQBZAJCBABuGmkCkAlCYIVSHoFYCMyCwDcWcOGrGMQuOmmHICmEMhtsB2AnCDgx3orgTxSP5hRPx6FJ7Q7JKY8oE7ABsB1AXjLkwwqFUsSq1Ta12UGqGIAUlLSmVgpL2kBRPK/lslV+ptBGEm1C6CNJB4AxFcyTlVdGsWuXEKJ6k/bhKwEgvSgq4iiEoD4qLKMliBIsgIoQ7YUTEsQCOSjjmRwkGgBM02V5Et2mIMR6f9BAjHmiagfqM0KxAzQjKcTcx5FYPOZA+G9ylQxo0UEc13KaDW/VwWiOTCmTRcnm/AxxwQrMhepKjR1l0PV28mFCuJ6iN5rK1VMV8IH85WbgQphd81ASHLCbUc3HVRJiaCCjn0vkz6bypGDLpU437VVP+nH6OHPZgk35ygqdaTLJ2gyKtRVr1aIcZ7LIouu2KMYFaCuYth7MX/QXTvGrAQrZr0X5b3qVQebkHRTkc91Iki2E8jksEKRJ0hCaDakpQkl4MCRBImMCDGG4EwBIUNJC0oyy/gbG2B6RW3tPqsUe0NWxlsbeqQkfjxQpZrRywAIgLQswAYoXBGhDRQbAexSwYZsYJIwo7CNxIYCYUdtBkX9g/Fg/2e70MgjEEyVJKO4oZAdCUkWEBQJNcYZPBDgVqBhAxOyftsNoo0kmrrITSQpNuSsXSJEdSAq32UrRIq1wUGa6qGI9HeUqlQ/BqjLShBItTbpx0orgTJ3iSFklSJGg/SvlRwgMiLIx7IFRSoJ4ssK64cDIWdMpBHiH9CCqCiAgpOIWMQ+FkDtKvowas6KAV7jNCXbVonw3ts2PDbmLUiQ26sTEO6bNjbdXAZMLQ7sxNlGZ11IL1tahYBESLZHMNzl4rMikRS4ncQYbqMGRN8dhaKm85mbfoV14d9x+McHNB+tpoeLfXuJbKO51N7bVVLdblzDfkzdfnL6VyZ+PUmEiMCzmXB6XVtpK5BD0eIAed6GKzrdFENNaALVqgTavodMJTIrEgZc8HsxcjxR0GvEGDDLsLLoUry300zVM4S6AcjodUypCS5mCEQ9EARfoJikEQP0WKBBIicR4lSkGwFIFNOUrJrIk5TWm3vdXjjJr1Hk0JU1bkKsipQgH9+xk6mdykkDEQZANAEwjVAgozilpx3EYQdhwzIZgdx3QA1CF526wWS1aWUJjvgrEe1jHg580gZAIATqWyIagDAu0w7kZwllI6MJzNy7WTpAunhaJiRklbCNJB4EJugaDO40lapGkHho/UJbpEwYJhNpRw5xZYKJWVUPoLS3hK5SVoSa2S1HSksMABgZHsHB4lbDLYieJ+lJCywAlRuthaieaqAigWoMhItjqoVvpAIEgQIZU6osQ6StFOI9FtJBvL4PYacJZXLgSUa6mCSS/UZwYHLNAIQ+wNhBaTtY0aoKVKttvjna63xiuz9iaaJ4IF4158kiP7rHiXHhzzZI+y8GpCvRgidru485WmBT/x6PaV04XkekPOhwej6w0Fy3U5u/XlS3H1clvhXL16paF0Jphzsti00VE7FSCXUvkLsbzj6YZuJxEozKyvkXXq5CM8MuzBRl3ElI9eDOQO2+hwkXyAKboUKy/3U7RfSXlJTCCIsEoZwHERQ30EGlISARz3kphIohKJRihcwjGjHCqBAQ0OO6uKIg5j0m2rZ51pr52vLuNKi5wlOXoS1cgytVmgEQBdEGICQL1CboRhC4zYccypJOwYbkSRWgg2KJCUsXa2uS1RWelVqixZiqlUdHWwy4HhnYx7KhkfSUYsGNHqdsx1t/dJvFRe2hsMODC8w8uMREIDIb+TIJs592gy0ROUfHk5LIEyBLnW0z2UqvNk564O9I4nY/V6fSfLDSVio3UxH6Ua8UurvZ3zDfUL7U1j0fB8Q8qXreZwPExRIZxaSMcGnbYJgfFmKqaC4u5Az5jIt1SXLaYjK+l4e21VUy653uRrLIEW6z399qKtZufZcufRdOryoDDmAK+PRY5GY7f35pcStUMOqLNWdjjZfG2hrd8JXV/tPV1I31rvXE1WzPmojV7ftfHYdrdzKUYuRrGdlorbuyOXu0z3tvqvzycud+turrZsdWpubPbc2eza7bOsNxQ8PJ69edC3N+y8Pte42WGZr8u9udFxdbbuzsFipwOX8v8QKMto1gKDHnyIwSdt+KRALorqaXd2Wy0x6M69FK0o95FEiCQljOBJmidJEUMlHPHRtI/AoypSJHEPigZpwk8SHAwZsgAdBBdisLFA5dWV+a26Zpcjzbt9xgq+uoQtL3DmqatwUJOVUSNTGBSAWQHYYNAOI2YItkKYlaRsBKGDQBNCWBHcCsNpXc1AUNrs7Qrm5TcZda12swunZ1ubbQqom3OlraZhv6/JYdMBQKi4eKyxjsvLWRzqlSoqlvp6YxWVE4lEj+CJ1WhYpYqjs904ORYW02adNy9vpbtdqwC9eQWTLc06GTQcDDWYDMPhYKvF7FNl7470exXIWNDfYbX6EDKAYp0m/UI6kcjO3mxvZbMyZ5OBbrvZmSmbjIaTlaV+DJupr+dJcrsllcTla62hGV/VejM7GdJ36oCz5e6FWN7pXFu/PvNkPLYQq26vlXfpFatN7s1mS68589pce4sOXKzXXpsJHfaZT+ebFqNlD/bG1uvyFqPYcpy6WGo5X2w5HLCfLydurrbsD9jO5hMnY8J6fe6Nza711uoP9kc2uwoXGvLOllp2BsxHI97jydCYFzxf6Rnjc2Nl8mDZey0mxYgET/nIJSl7XsDH3eSolRzUkWNMwaVUWZmAIl4E5lCUxTAeRXwwIsIgh+NuEJRINJirjORmx3JUEkU4IYUpS2ZSoIUgoMFRvqosYNIm7OaIRVdnNQb05Z6SXGd+dg0B18izqt/PqJUDVgVgVgB2GLHCiBYEDAhsxXEDAhsQ2Aojboo2AIrKf/nXNoet2+NuMeobbGY7jC60NOuyslo99jarpUtgk2Z9jRzyFRROp+uEosL14SGpvFSoqnSps7lsdVJXu9DR0uaycjjuxompVLTTYfcXFMy0pu0Y7isunmtp1mcqBkQhbdQP+KVmnT6Yl7vQnObk8KggtJmNfpgMo/hyW/1mT9uMxB8ujDVl50z7uG59DZ8pm02E0mVlPAKuNtXF83JnGup0//qvE1Gxw1E+FLEuxvRjZuRivnUlXnwy09qnef9wNLyc0rbXZnTWynY7pdUW27hHdr7aNmADhv2l623MTpvtYql1KVGw3aVZqaNWovhcADidCDy62NtI5B/18p/eu7aSzLm51LTTZVpvzru7N7zdU31vu3clQS7XKW9sdm10Gg6Hmb1BqcP4h8PF5kGGqqvICJfLU7XyLgc6xBJLwbxlKW+OUw1b0I5yaMhedClUVMBAgBNSuGGYRRAegUM4JuGYByc4BA8oiUAOHVRTfhrnSZKDIbMsqyJLUQABZShiLFDzhqqkxx63GkKGGp+x2qer8pTn2rLpGhjUZ2XUAgo7AFtByAqDLEZYAMgKIwYctZK4CYfMCjCmqZlqTPUI3ERjkqXoWHHRXFPaTtLdkjgei0w3pVwk1cG6k7paPQh7CgtHo2EPRYxEQn0+sUcUvfm5XSLXw3nmm9M9Fj2nxBiCHAn46k3aUH7edDrJEKQbJ4ZCgZFIaDydtFNEv8CnqjThvLy5dIIFoAGPu6G2moORuoL85bb6AEl7AaDTYJjwuiY9jq7iksB7mS0VJSutDQvpyLDbxikUc+lEP+/ZHRtI5BeMOq09fG28HF3rCfbaFCcjyb2B2NnO5JyvtFOb2aPNnA2Uny63zEZzbyw2LkSp3Q7DaourTYeejDddHvVd6XHN+pA5HlkMYVeGrfePFmY5bKdO89Hp8kZr0UG/5e5Wz53LfadTob2umhvrrcuJ7PX63OsLsYuN3u366ov1/sOR2MX2eLMRq6/KSlbKGvRg2oB0OKD5kHJZyptilVN2atCI91nzL0UKi7wQIiAYB2NumYJRyEUY5lHMBig8KC7QhKjEwyrKR+AMhnIE6oDAcoW8WCErBwFDNslUFwUs2oTbItSUS9pKsbZCqCzwl+Yz+WqDLFOflaEDABMAuBCYQRAGwy0woscQC47qIcAAQRYY82fn+QoKDRBkBEAzCDpplYUgLRgRKC13KFVWBOdUaoaiXDjtpikhRy1RlC87J15RIeTluknKpaID5WWh/DxJRfjzs3lKJeTkhPNzvGq1mJ3DKpVeimYISigpdVMqK4KylNKnyhYIIkArAxgZUqkljAhBuJ8kQrQqiFM+Ao+QyoSaThBoAkajclkSAFKq7HRBgR+EAxDiQ9H6koKIkhBkoIQRQZrishGxBA8Vy9p18HK4YtxFD1rQESfeZwLi5Zl9dmrIhS0EC2YCqsWgatqv7DQCrbXAeLhsJpg37AQX/MisF52XqLVIzmY0ez2et9lSvt1ZuJKgd9orV1KVq6mCrebivY7C9SS51lS+3Vy221S9nirZTlfuNNaOuLDWWmDUDvQYFU21QHMN0GMBx734tJuc86jmfblTbnLAWnApWlTsUYAcCLMQzMoAr1whgpAIoR5AwYEwh+MMBgsYKmIoj+MiBjMQZAAUtQBYCGRWQXJTgYo1lIftRr9ZK2hK+Joir7ZCqiyUSnMsNGF+/32DXG4CAA5GWAxz4rgZgvUgrAWBGhg2opgFw5woXgMBGgVQA0JWBLXBuAXDbARho8gaEDKSpI2gbAThUtEiSUoqSlQpBYryEpQdx2woZiEwG0G4KdqnyvaqaE5JsUolp6Q8tNKCoxxJMCTO4ZQZQm0wLpFKO4y6cYIjCQkjwqTSTxIhgo7AhIChfoIKYqQAIgEA9cFQFEWCABiD5DEQimcpAgogAIJxivRjGAdjQRj1g7AHUDgAmENRhoTZbFzIhRq1aK8BHrEiI1ZsQA+21Cgay2XtNXBzDTDC0fMRekpUbjSXjjFYmyYrVQakKmX9ZnA5Qq0ls1cTOdupgrVY9lpd8VY6f60pfz2tWgwRG225m6152x25qy3K9Zbs3baSjWT2arxwM160GqSnGWrSiY/aoREH2lwtb67K6NJljbHUokgtCjmzvHrcgQ3a8y9FCgt8MBLEcAlBRBBiQTkLykUM5TGIgxEvhrhRxIthPgLncZSFFSwE2wBFrRxQZ71XJM/QKDFHdaHPWB2w6aJmfcxQHagtjxmq/aX57jyVAZBZsrL0Cvk/xyduFLFgWBUIV4JAOQhpYcwEIiYEMSBwJQwZEcKIYjaCcuMEQ1EMRf8TuYukHATuUpFibi6vVgpKmqVxhqCsCGolMDuM2lDMTZIOnPAStIcmeZoSaMKOonYU5knSTWCsWmUnSY6kOCUhKFU+mhYIQiAICSMCFBkiySBOiRgaJuggjPoRPAAhIRCK41gYxetwNIURrSjUCIENCjCBQDEMDWJ4AIMlGBNAhFfIWQh0IaALh50E6M0l/EVwXRXUoQfHrUifVpEql/vysny5mY01YI+VGHWjswFqNqwad+DdNWBdMdCqAcfcwGIAX6tTrScLN9Nle93VW/VlqxHVUkC121i5016501K+0ZK73Ziz3Vm41VW2UUeth6jNZOFGIn8rWTLno6YYfMgkHzDJ+g3yAb1izAHPsOiiN2fUSg5b0CFX/qVQUUEEI2IoFoSgIIRIEOxH4DCGhjHUh6IsBLphWERxPwSycjkLgR4Ytspk5kxZrVxeAYFVGGQuyhYNmoChKmY1B401Pm1p0KLlq4q9+SobieplmVUKmSZTZlQoXAisx5BCWFEkl2sUQAUEVwOgBURNIGRCsGoYrQIgDYrYUYzBcAbBXTAWzMnj1UqPSulVqlglFczLFiglS+CCkhYoyo5iThR3o5idQlgCF3CKUZIuCg+pKQ7HXRTJUrSXIjklIaqooFoZVCsDOaqUKjukUkoE6SWxKEWGlKSPJgUMDaBEnKQjJBVB0RiKxWA4BKP1JBnHkSYKqSewJhxPI0g9BERAhR+AIjASglEGgEUQkTBCIDA7BroJzENhfC4SLgebahWduqweI9xYLkuVAeEieV2pYtSGDriwLhuwFFVNsli8SN5YLuuphXoM6BSPLofVc2HlZkfVVmvFcih3JZS9mSrfbK/daSnfbSraSBfttmp2OkrX06rNOuVmNHsznLsez5kX8GkeHvfgAzZgikFHzcAUS05wyDwHT7vJcRsxzRVeShWXhVFcABReQC7KAT8IR3EyiMASBIowzIMKFoI5EA6AIK8AGABkANCRJXNmZTpkQDkkr8QAXb7SZ6oJmGt5fTGjKeFKC9kiNVeW7y3N5XIoiyyjWq67AlsQAAAgAElEQVQoz5Tr5Qo7AtkVoAYESxFYB4FaANFAiAnB7CRpRlEdhulRQo8SVhz3YKQdxRw44VUreZpiKIqnKa9SJdK0oKR9JCHSNI+jPpp2ExhPKyWKCNBUSKX0Udg/ixkPhTlJwoHhXqWKUxKimgipqYhaFclR/hNtWKUMUHhMTUUJTMKRCI6FKSpCk34M81FYlMD9KORDUR8G1cNwDISCMNpCUykMbwCQqAxKwEgCRlI4HMIxHsdZDHNgGIthdgRyopidwnzZWCgXSleBA2Zk2AT1W5DmWlm8GEhUyBOFinYDOORABp1ojwVs1ECNpfJBAzTFktNebCmkXksUrNTlL4TUCwK5ElEthvOX4wUb6aLNhsKN5tKNpGohgm4k8jfi6tUothqj5gPIgp/ot2WOM9CYQzHlwqbd+BSHLzD4PE8tevF5qeBSQ0lxEAIDCigIgBIESjAgoIgAQRIChSFYUoCcQiEpQEkO+AFIgkABAhyZGa4sOft+ZqksowiUa3MoTlPAa8uY8nxneYFHUxK1aiMuk6St9BTSNgQxvJdRrciwK0C7ArQqAC0IWFHICoNmCLbCsAMnrCRlxjEnQTsopRsnWILkacpNkm6KdqC0CyM4Fe0iSBdBODDMTeIujHAhqBtGPSjup0iOJHiSZHGEI9AARfpoUiRxESc8OMYQJE/SHhzz0aQ/W+mjSYkiRJr24IhfSYk4xuOoiKFeBI0TRAhFJIzgYVQiUZFEBQiIEngUhcIomELgOAw2YlgaQepRpA7F6mCkkcBTOJqkSBEnWAJlEMSJ4h4YdgGAA0GNCOTCcLcSqaui2nVwrwbq1YKJUnk4PytaAkTKMofdxIgDm+TwUTfaWCVLFWa01CgmPPCICxmyo/MSNe3BphlqQaCXA3nLodzVqHo9od6MKBeC+GIIW45gyyFyJYKupqjZIDLlBaY8wJg9c9CcNeFBZzzIkBWbc+ITDmxRIJaEokvpktJ6CAsDQAxG6jAkAiMhBPODqISCIRQJY0gIAv0AJMqBIAQFYdStAFxy0K0AhEzABoBlgMKYQ3k1xYymnK0sFvVVYV112m1r8rpSbqtUXmRVUya5wiJXmBWgSa4wKIASOWhCEDuM2AhCDyN6lNJihIEgbCjBUkoXnu3GyaBaGclVcUrCRZEmDNWiqAnDdQjuQDArglpx3I2TThz34ISQTfMkzaAEixESgQdpSiAIiSA5kmIJ3EVgQSUdzqbDKiqkUvI0JRFklCKjSiqkJMMUEVVSUQJP0USKppIUFcDRCI6lKDqlVsYpLErgKYqOYlgSw9IEmYbgFgTsxJA2mmxQos1qZSONx1AsQuERmgxQOI+QHI4LqJKFMSeGWGHYAEEmFEwUEz0mZb8e6zZDTbVQrAhMlWf1GMEmjby5BumzE+06oKkcaNQA3Qao2wA1a8FJDzHNUfOiel5STnOqSQ81yxFzHLYapFeDquUQuZZANmLokh9cTdEbddRKBJvzgss8OGKWTVrlSxI9z5HTDnLWQYw7sCV/waWjUGhLq9/QaLa0+mPOteuwr5rMM3rDVFXtfK1+Ratd0VQtVlUtVldvmc0rRsuY1jCiqR4uK50oqRgpr0iWFrXYDINxaSgZXO1oujIzdnVh6tr06NHk0PHy5FpXejIq9NgdfQWlIyUVfRU1zZU1zRp9Q42+w2DtdTCNelPaZGy2WXqcrk6jrdNi63e5xxlmiWHHrY4hjuux2HuN1ma9ucNg7jDb+6yOdr2pn3GNeNgBq7nbZBoxm4dt9gGjeVhrHDGaRoymYatlxm4bt1hnXc41jt32ssse+zLnWObZeZZZYdybHveOh1n1uNa8zI6X3bI7Ljst2y7XgtmyZnccuj1HHm7X7TwN+g+83qs8e8A4tyzGq27XTZY79TLnHvex03EnEDyTpKssu2oybzhd24x7nWM2BX7Oatu0u6cttmmDcUivG7G7hm32Xp1h1G652er/Ylz6ZNjzsJ87azOftpg3Y9rDuPFyQnvebrnXY3rYZ3swaPp02vnhqOureebJLPN81f1yNfjVovDxKPPFtOP5vOfpkvfttcTP15Nvb4be3Q0/33G92LR9te54feB8tWt/sWT7ekP8at7yZMb2bEV4NGr/fNR20a676HFcOm9qPPP7zt3sdQ9z0Ri/Xhc9CgQvS9KO23nIedcMlh2T9bLNtO8wnfLcsV/cZjxTGs1ChWalsma+qnZcr2u3Gsbr48u9TYcrk3f3tx5e3n64vX57c/X27tr12aErwx3zdbGpav1clX7R7Boy2+uNppTJ2u9iBzmpn/MPeflhThz1CENuZozllwKBNSk05WAHLZ5eO9ttZYbdwqibn/MFplhh1MuP8Py05BtnvQuh4IxXHHd5Jl3smN094fQM2J1Tbm6JE5Y8zLYk7YWClwP+dY7dCvp2g9LlkO+yJJ3Gw6cNdTsSvyeKmyy3KwhXJPG6GDgPBI8l6ZDnL0T/vWDgQhIexGIPYrGbEd/9aPhWOHA/GvwsGf8gHv4oGX0Uj36WjH8UD3+ciN4I+o544cwfOOKFaz7/joc9FsQjkT/khF03v+7mlzhh0cuOmp1rVs95LPpoIPVyvvH1RuPL1eCn/c6zBvt5K/PNduzFQvDbVd83W/7vLkd/PQn86Tzx9ij642Hw16vtb6/U/7Sf+GbT9/1O7O1h/C83mv9yO/kfH9f9/VHDfz3p+Pun7b/fDf/+oOE/7iT+4yz5+0nqx/3Qu+PQr8fhb+e5pzPM0znPWa/30o2W5mvR4PVw6CTg3xaFq4noUSy2yrJrTveO271qM++6nftO976L3XWxO152nWPHTYZpjXa6uGK2VDNeqx1wOmYbU3NdjRtjXUezo3e2V++sLt7bWHlwsPNgb+vu6uxxT9eYwzpRUbtcaxvR6htNpnqLs18QBwX/gIsf83iHndyASxzy8u0OV6vJ3ONg4zqjoKmN6cztelufydFtMffY3b12tt/FjgjiMCtMC9IQxw2z3LDD0W9zdBrMXVZbn9U+qjdPu1yLLmbJ6Zqz25cZZt7hmHc510RhS+A3PO49v7gfDFyWhG1R2PJwWy7PDs8fBYJ7vHDCC/se9pDzXkjCTb90Oxi8Gw4+iAfvJ6I3YpGLROBePPRRIv5ZS+Mnydhn9YnnTc0fJ+K3g8FbUf+NaPhWJHhdEk99/gM3d5lld1nPos60ZLBt2LltxrMu8NM267jZOe1wnyYDz0YSr+dir6YCN1rMDwa4n680vtrwfzhme7rs+eNJ9M8XsT9ej745kN4dh95ejvy4HXm5yL9alH7aiX6743+9wv9+Efuv563/8XHdXz6K/+Nx6z8ed/7pQfzdde+7K8KvR8lfriX/fN766/W6t5uJV7PcZyOej8bES2dtTTcS0cMgf+D3H8XDx8n4Gs9tSsKWxK6YrdtOz6bLve/xXvHyB152y8NuCOyI0TBaVT1SXD5fVjmmqR4060djvrXuhoO5gasLEzeX5+/srd7f3fz8/Pqj8+MHm6t3F+cXJO9AZfWGxjZTbeiz2lMmayfn6XWznU5vXG+JGC2RWlNab+ux2OvM1qTB2m62d5icbRZnm87cW20dMNiGjbZhi2PY4hhyOgdszLCLGfGwU7w46uZbbY4mi6PFYGusNfQYbD1m26jZNmYwzTkd6yy35mHXOG6J55Z5divoW3C7tn381UT4ejx6Jejf8Hh2/b49P39ZEPcY74GbO+WEU694Mxy6Ew3dDAYf1sdupZN3GtM3kuF76cT9ZOJWPHo/Ef0wFv4sGrknSh8n4g/r4ueR0LVA4CIavRbyH/LcHuPdczPbBuO20bJnd687vRucd5H1rHqERQu74fHs8+y9dOzpUPjxgHDRxjye8v60n3ixHniyGHgy7X53HPzj1dhPB+HfryW+3+K+WXI/mXB/McF9s+b7dkv8/rLvz+epv3+Q+tsn6f980vT3h5F/3G9+dyr9ftv39kD4/rLv3WHkL9ebf7/Z+cv1xl8uhz8bd5532y8dpuuOgv7LAeFywL8b9K9L4qrALwveZdazaLRtONybDtuJ5D0S2LOQ7zAQ2AtK0xbbUEX1mKZmuqRkulzTp60ZjAgLXam10e795el7Oxv3dtc/vHr86Y0bnxwdPjo+frC+stOQ6tIaZgtqRmqNLTqrqKnmNDV+jS5YpU3UGuK12nqDJVVt6qjR9eks/bX6Rbd5ymoc1NeO6LXDWmNvjWHYaBurtYzXGEc1+gmNZcLoHHG4hxnPqEcYcHharNYmgzlpMNfpTP1G24jVPmK1TzmdC2brOuNZcrpmbI5Vjl9m2EU3tyXwJ2H/eTK65xf3ROlKMLQXlHZ44bKH33exx17+gOWusuzdYOBhV+u99pbzRPJGInkajF6Pxm6EwnfjiTt1dTejsdvB4K1A4INU7NOmpluR8LHgu+rjT6XgvigdieJlTjh0eK473AdObsPk3DDZ11zeDZ5f8Xg2GO8q41lm2BOf+KQ3/nQ6+MW49O1q7LuN6Out0A9b4dcbvreH8V+Pkj/txV5veJ7OMI+GHV9Mii9WxDebobcHqf95p/PtcfCHXeFvDxv+fj/15w+Sv99Jvrsm/rgnfrvB/bgV+/k48afzpt8uWt9ejjwec97oYS8dtrRse73/vD9Y4dhVll0T/RuCf97mXGU8u4Kw43RdYd1XfeJVf3BbFPZEftZhH6iuHdVUzhSXLFfV9JmN3Twz1ZZcHWzbnxk+XZ49W5g8mp+6t7Pz1e1bX5wc31le2G2pH3Vap0qqBzW6Zr25Tqvt0Ov7DM7OGkOf0dKj1Q9odeNG7a7gWPAaNny6aynTlbB1yVGxxpWvsZpltnonZNivd50lnPuMed6gn6oyTOgt/SZrh8HcZXP1Wl0tenNjraGj2thjsY9bXVMW24zdtuxyL7tdqy73vMu56/evcOyS23UUCpzVhU+j/kOe3/f5rgSDa25mlfGceKUT0b/n4a7x/DHL3k7E7rakHrbU366P3EgnroXC+17xejB4EY9di8XP6xKnkfDDxsa76fqPGpN3w+FzX+A6y10TpZvJutNwbNfLX42EbvtDVxj2ipPdNjjX3MyyzbHNCnuB0Jqb2WTYJcZxKPg+7kx+ORb9ZMz3cj71417D7yetP1+Jv1oXvt0Sv9kIPVvgHo/bPx9nvpxkX6+H3l6OvtmIvD1I/XZe9+ux8JeH4d9vBX++zv/xzPfLqe/VBvt8yfl6Q3q7F/71tOn308Y3+8lXy76PxqRLOw3pnVBwhRc2RH5bEtd84oIoTVrdK3bHJstejYRORGnH5dh12Pd574bIr3DsgsMzabAOVlTOFZduVFaP282jEf/GSOflubHD6dF7B1sPtlcu1uZu72w/vXnns+OTO8sLV3rap4LisK52sVS7pLMP1hg7anRtVfpElWbUVrPB6o/DxrOk/aTesePTXNSbdoXKHV/NFlexzZXuidWHEf12qGYnWHOQNi8yZSue8j2hdsGiG9HqBzTGnmpDt97cYTA3agxdJmu/zdau0/WbzHMG+7LZtuV27PqENadrx+2ct9vWXe6DSOAwHDivqzsSfdsstx8Irlvdyy7PUShw1Rc54qULv//cHz5LhG6l47da02f18eNweC/gv1GXuognLuoS10LBO01Nt9Kpi3jkZjR5KxS7Gw7fEIJnrHDodp9w3LHgPwkHr4bELbtjW289YbgDlj+V+B0vexQK7YdCuz5ph+cWPOwS513xC9t+6X6n/5ulpreH3b8ctPx8pfnr9fDzRfa7dd+TaefzBf8fj5OvN9lvN4NvD6SfLwd+vp762632v94J/XrGvjnkfrzie3tV+uM17w9X2JfrnmfLzDfb/A/7/tfbga9Xwm8Pks/nA5e2YvFdv28jHFoVxCXOO8+zKx5mnXFtiPy2KFyLRU58vgPGfeITTwPBbUla93rnXY5xq2miqmauuHKjpHLMaJgIha7NTFxdmbs+P/fh1eMHezsf7Gzc39/94Mrh46und7fWzibGNrta2+zO8cLypfzK5rKqqKa82VQ+Yq1adVYuOcs2hYo1qWLOWbrNlxwFa/eEkjVvyZy98LRef5HWnqW01+q1866KCVPRiCG/R1s4Zi/ej1Wv+6tbdeU95druKmNbta5Laxi0OjsNhk6jZchiXLE7t1yeHadrw+NecTPrDDNtsax4PGsedtXlPhR8lzlhVxAuC9I+K23aPVtu5kDyX+V9pz7/Sdh/Vhe+mgjvRUM7oeCOT9oK+M8bGq4mE+eR2Fk4fDuZ/DDdcDMcOg0FjgLBa4HQ7UD4VjhwIxa7Ggwdi6HzSOTAyx5F4jfTDfscv+1ibsbjd9vbbna2b7LcUUvDQWPqqKVl2SeNOexb8brFWORKY+zLxbY3h12/3xz+ab/+5Vbi7fnI843Ei0Xx7fXYb2exFxvCt7vhH09a3521/Plm+k+3Uj/ted/shV5sC0822O8PXD8eel9suZ+v2b7dEp8ser5e5h+Ne75eCX67Grt00Ny8HvHvJqIrfnEnFFwNSFsCv80zmwx7FAheT4RPAtIVyXdFkC4L4rYkbgrClN0267DP1upWiirWc8umtPpRnjuemTjfXD5dnj7bWrq9u3K+OHVtdf7uwcGjg/2He1vHYyP7vZ1DoVCosiJVXrIQtB412jejxgFt3oS1rKs6Z6Amv7UC3+ArzxuMDzpNd1u011JV+5GK43j1QbhqL1ixIZTsh6uvhCoGjHlDutxuQ96cPX/fX74XqeioKWqtqO4tr+3RGru0ui69vtdgHtcZFwzmdZd73+1at1lWHc4lp2vGbFlhHTs8t8myO5x3X5R2BXGT8a54uBU3uydKx17+iJeuRaJn0dCVkHQlElzziVuB4IrIb4VCh5HYQTRyNRy9FghdREI3o4mb0diNkP92PHEjljgPB2+lU9eCkRuJ+GEgeMLxd5tbXl07ujcy8MnK0pHL83hh5tPFmY9GhvZ8/lu9Xd/cObu3OL/p992Ymro5M3VzYW6a5U8Guz/bGH+60vzuas/fnl7567Pz3z/Zf3HY/Xjc+mJR/H43+e7R/quj3u9uLP18HPnfLw/+dLfzr59t/nToe7Li/nKVeXct9uOx8P1l9w/70i/X4r9cj7xYZr6YtD9biF46bmw+ioYOwqHjcHBL4Jfdrl2/bz8YOPD7r0bDp5Hg5YC06eX3AoEdnl9jPSu8d8rpnDJapmu1q+VVG0X/H0lv1RxXgqjZ+hfNjZiZc05Xd6FLli1ZnEolc+bO3Mw7dzKImZmTmVHKFNkCkyzLzHa5XNAFp0/PzL3zeB864vsNK2Ktl69rUSQe1qlXXbbw7NhezH9/p7SfjBfXFpNzU/dK+ce7u3uhQHF2uj4/v+awatpbme6mFaBj0dC2KL0x0HN1sud7P9S+N6A7HpB98KMvVpGXa/iLFeOdYcXxoLLulW4ArQPir1e0N4NIZ5TomlM2zCsaklhrCm+r2Xt2LaIs0rokuzErkswIlCNdwhGharJHvqrSbKk1y3JZUKMO6FSbOu2iRLotVyVMxgyGJ1E0g6NJFI1BcByEfQZ90GhKGsBdksqiSBgC0xhSoMkUQ2fNbAiBtjE0AMIRCE2TTIIgciRbQbB9gt632I6stkOLtcKZiyydwLEsQ2cZskQyZZ4uWy2vKqX94cHLRLRCUc9j4YuVlePe/iyMJkHonm8ra3XkbPyjVGxbpdudm4+a+dLAQLG/N0hhD5cdvz/I/vMi+dvB7K93k09WiYdrxqdB5h8vqz+W+n+7n/whTn+uTf3vdyefd0d/Thk/x7CPcfinAvopBb1PQD9XmF+K3MeE6acc92YLeb5BX8m5bCkUDKNIDILiMJwz0/9ayUYXGCqEI0mSTDFUiiECkGlJq15Tq1c16nmpfKlTtN4m8Ld1zkklvRq1z+ksrq5UNpdOkpFb6Uhpda68snCWiD/a3z/fOzwK+fdX1xdZGunuMt78im/+27qq2W9srfWKny2Bn6Ps57jl2Qb+U9Z2Oat+H8F/SLEvVpE3G+jFjC7KdjjF3y0ZbvjhLpfs+wFJ45K6KUm21t2C48Humk1wq09yaO1YFDfNdwjH2rv7uoRzclkMhdY0inmZdE2tjWqBDbl6U6ryy5RhlTYOwzkST0FgBsMTMF6huYIJKmFkASMqPJ8isRRJRGEkRRJxlIihSBiFYxQdgeA4iiUgLIkTaYwqYdQtlt0383sO25HXfeD2FGgyT5NFminTVIXnD22WAm9+Xsm/qmburC2nQfBxLHJ/c+2wv79MU3WEugz6Mqw5bbHci4Y39cDewkLS5UqPj2XdfatSbZ4m31ZC/7if+KEy8/vj4ruY7X3c9jRo/nyceBmy/XoWfubHzle1P94Nv03i72LYq4D+TcD4UwH9pUQ+Cyh+qqC/16x/37F+zhHnM+q78+iVlNOaJNAoikdxLA0jWY7IkEgUMcZwMEViMQwLIGiMwMMMsQ7o1o2GFZVmTapcUGoWZYrlrp7Vls65HskIAIRc1uzaYnpuPLc4Ud5aOgpvHCfCZ4now3L5sn70IFM4jUdWnDawsxO98e2ItPF0UHIyqvmp6Pjgwz/68B+izMcw+2IDO/AID/tE5zPqywX982XgbFRZdYjzfE/NLQ9RzbdHxDWvtGQTZMm2HHm9TN2smVsfDosfjkqT2psrHa2TQoGjs2Neo/Ob9Ctq1ZxENiWUrKv0s2Lpkly5JpeGddqQUVvE0QKGpGEoYYTyJJWniLKZjeNYjueiGJRAkDiMxBA0ojFu6/QhGE2TVMlqzZJkEoFSGJ5DiRLJVFmqSpO3nc4ab77lctYtfIljCmauwFAlC5dh6J0+74PARt7MnSdDeRh7FAkdLi2cTE3suu1HZtvHQrpitWUw4n7If7CyfC/oWwNNMa/3NBaqT81GabI4M/HhIP/5dvaH/e2XAeKHhONNwv7z/dSL7MgPt0KPA8SLbfiX4833YeZy1fB4DbhYMr7YMv5Uwn7ZwT+mTb+Wsb/v0p8L+KM14HAOupJzu6p2S8HM5Vhqx8qnKTxBYWmWTJJkmqYSZjrOs0Ec95ugRY1mVadfUGoWlJopuXJGKpvpFE6KpCNiyahKGbJw9XTiMBPNrc7m1xZ2AxtH0eCDdPZxtXKRy91PpEtLC+MoIWq5IW34YkJ5PUy2bujbsjbJ8WDP0znl63XkXYA6G1bWXdKsRbxubA9hwrJDdLFgerKNRFixR3F91tBW5ARlmyhCdaTxmzWnsGZvuzPUdeZsPR+UnPZ2r0kaVzu7lsTidZV2RakeFkr6Bd1zctW8VLkslq/JFX6VOgKYwhpd0gimIDCPY0UcL5vZlJlJcnTQZAxDYNAAxBA0AJmCRsinN8RxPEeyWZopmLkkaMrjSBYnCihZp7gUgpZpatfMHXucxx7n7T5v3e0oOyw7TkfBzKUpctfpqPa5S5x51+Us26zH42Pna6sPt1bqbkeFM98ZG7070L/L0hWrrdA74MOxFa1mDYKLg8NZd18YIbZR3Ge3JQftt+ctr5J9H5MDn/PeN+n+16nBizXmYgH4kOR/yLs+Juk3AfLZNvomhj9dh55FkH88dP9+zP9WpX5Mw8/WTSez8vMV6ErB68lzZJolcyxRMHMF3pzEiSiOhmA0RVEZh2UTAbdhcNGgXwbBORM4KVPNSSXzEsl0j7i3XTAslrsVsgGJPO5y5iKhvXwyvTyxt7VU2VpIjI+UlxfvJFIP8oWzWCw1OjhN07LuZn3Lt9bub3b7FCWbJM93vFwzfI5hrzdMLzeAgqM7a1cU3cogLgzCghTZlbfK62P6CCcMk8IA1hMjBQGsZU3ftKxprFo7LyfFz+dl94YEBax5zyoI6K6NdTb5FcItlWJZJh8WSpxdnePd0sFuyWyPbFYk8Ss1EbUmAxgyCFygyQKNVq1kjWdTRjgAGFMkkYDBDYVuXaMJQMCaRhdC4BiCphC0aOazMFyi8D2GLWBEAsZLFJ2BiSOrrczTdZv9wGo/9HgO3c4dK1+1mLMsk7ZYKnbbUa99z+OuOCw7Vv7I6di12Xat/OGAd8dh37fx9wcGTl3uA7c7TjARCF3WGhfVuhWNcUmtW1TrNrT6ea1mXK/dhuGTSeuDTeeLuPfJFnY2IT+bkO8OKU6mVe/D2Ock8WPW/iFB/ZjhPudsr8PoLzX6v+65//PI9WOWeBEwHc1oyhPaK/k+e4rEUhhWZOkCjcf/9SRtMAYAeBNANkymLRRaheE5tXZBp13W6JfUmjmJbEakGO4RTop6xoTiCZm+X6cN9Tvzgc340nQt7DtLRG8lQuteG6vVcwAQnxg5iURCw70WQCsXCbqaGmzCbx9M6e/NGO5OqZ+s6j+F0Pc++GPYmGS7wmx33iHKWgW3BiT3JjRVu8JPCBM2QbFXHaNEUVYRxjq3oLZZXUuSbE/gHQn4ZtXeMSW+viC9msFujgm+3exu3xTJgkr5okLeJxYNCkT9gp5JsWxZptySKcNyTREy1khklyEyOJijsQJFJ3AsS+IR2JTAkRTP+Qz6rJnNe/pyNj6KwFEQSulMRZQ8sFvqZkvBQudxrMTbcry5xFt2bfY8TR553eeLc3fmpm57e++Mj91ZmTtdminaLOeLcxebK3fnJ3esfM3uKDts9cH+x/7NB2vzt4f7b/e6DlyOXY+7buEzBBnDiIjX42fZRTWwYACj/f0xzrqq1i7iaL7P+WBj5KHP86EweREwv817bk9oHwas79OeNwnbax/6MoC9ipjfR4g3Afh9FP6lZvutav8QwZ8u6wp98rBFc6XQ504QeALHUjQewaAgCEZgYlGjWdHrN03wJmic16uXjaZlwDCtlE5KJIty9ahINtEhmGoXznfJ5juEKwLRgEa21W+vRX153+rZTvlVrbYfDs7beYNEYgQ0kFS2YDWPkoRGInJ4nQKpAO745mBA/M6H3B6UnY6rXq9r30RNj5aVJXfXkvH60bDyvTGVUc4AACAASURBVB/9OWX5Ncs8WjbdntA+WsfuzEH35uCTafBwVJE0C31Ee4YX5cw3g4aWKHRzWto4I7p+6OhYV92Ybr7h6xKG1XI/qJxRSNxd3fMK+ahIMtyjWJJp4xpt0WjYJeAKiSdBqERQBYzIc3TZag4aDDGKvrW1loLAy3jg9tJifWQ4jxPPdytnE2NVs+VR0Fel6Q8nx7fHR85mJ8/9awdO18tkrEayzwupBxHf2dJCze1+UyicB/1HC7Npmn5cyD6JR59kk098qwf9nh2H9dK38aqcfxDYehgNlazWg37Pjw9O696+NIrd8/urM7PpXu+sFigtLSRGRrPDI/NKzf6mb29uYbdv8GSK/1Rf+D9vzj7Vl55vEh93pn9/UnsW6XuwBDzbNL4LY+/D2IcE/XPB8Z8HQ7/vOH5OMw9ndH5eGO7VXUnY7REEi1HkNmhKEHgEwVbV+lmZclGjWlYpfQb9nFI5rlCMyaVzSuV4V894h3iqXTDe2TnaJgyIpaHWzqEbTYbvr06AmlJ0ezcXvXdQu5dLVbdW51muz2QoxqMoAkluNvMqrVwsXJ8ZM2MgIm85nVP9EGefr6Nnk/rTCc3dOUPJK9vrU94aMzxaBO9Pqp9vGz6F0M8J9uUW+GAGOBjQPF0Ff8ow72Jk2SFa190sWoSng5IDr2DH2p2iOhaV36eh1ixyc7y1YaupfUHYOaeSretUHoHQ0y0aVKimlKo5uSIOaMownDcaKyCSMYAFDCtRZJFm0xgVBE07ve6n0VDGBD9Op+9MT9Xs9qxO9yQSflnKnI6PXgQ3axT5olR4WUjcX104W18s2/nH2XSN499Ui+frS8cjA3W79VW5+MC3ejw1UnFaH2bT9YXpx4ng88jWodt+YLUebyy/KGbv+raepOIphjr3r72v7RzNTxUp5Hkqcra5GiWpZY1+f3kpPTy0juNzeu3toL88PpGirEkQOJ1GPx0n38W8LzaQZ2H6p1vBixnN4zXgfEb5fE37bFX3Q5r/vT78+/7Q7zuOz1n2+SK4SQkiLs2VVZ5bB+E10DSnUW/odesa3YJCNyYUT0jl82LRskw+KZLOiCSTIvGIVDomFE90dE53dk50CIdb25daOvraWoCmvym+/XIFBw93Cru5fGp7uRLePCnk5myMGTRtb2+73e5vrzU13WiTSERbG5tej0Mn7CoNqF8E4MNRMGUWR6nuWVAwo21bhVryXunxqKLGCw49wudL2pfrxstl7YcI/NIH3RqQPF5V/hxHni/pCnx3xSza8wiTdFsa67jdJ368oD6wde0Qreuy75a/b5xra5mSCXyQYkKnGJHLJ5WaWY3WbwAiWm1GrcvrtCm1Mg9COwxTxPEkACWMUFRnqDucj2OhPE48y6SP+/trvCWl1d73+Xf6Pa9vHT4IbBRJ6nHIfzQ59uPZ7ePF5aLD/jidLpr5F9XSk6jvzuJU1W55Uy1+yCcfbMztupzPCvkX+eSraqZgZs76PHf6vQ8DG+eR8NHcwoN0OEyAT8rZl5X829v1goUtWfiT2aln5ULKZg0AcLFv6DS0vQ4jt0K+1NhIkKQ3ZPoYDj4pbt3fsl2uoS+CyKvdjdqg4t6s+smK6fmG8U2Y/KPm/aXa/9te/x81z/+9Pfp2C1rG2qJO+ZU1i9lPEhuAcVOp3dLq1pSaWbF8okc0JVGuqjRzPaKBnu5+Sc+4VDQtkU4IhJOtnbONbeNXry8KmselTQvaVpe8EfvyfyRI9OL07HinVIoEj/KZO9n0LM1QOmhmarbX4WiXyL5rb8cINO4L+udnNOLORUr8dMMUY4VTqg5vT5NLeN3S/t2E6ma/+LsZ9XUf2np/TrfrFRUd4t1+0fGw6GxeWfVKKt7urLk9Y+vchJpXdc0+vKvsEB16e/ZsbZfjPQ9GRXuWrgLbvCZt86m71xWdIaNyRa9fUCoGFLJJpcav04cAfcYAJTW6ol5XUarLGm1eY0iqTXGV5qDXe9e3dTwzXcLwR9Hto8nRg77evAk5920nQdPDcPBJLJ5DsOfxSIXEX+2W7vs3q3bbg9B2hiAvktF9T99hf1/N63xWzLwvFS7DW3sD/c/SkbLHdRYK1EYHilZuz8ne3Zh/lEufbm5dxMJlr/N+NpbvdZ1Eg3sTE/e31u9vrT/Jp3Y9roPF6crUdH1zfRGAjrY2qssrmYHBbRCZlutPtzcOZpnnPu5twvOhvv5g0XRvxvBoDXq6hr9LWD6X7b+WvX/UPL9WHL9VnZ8S9P0p+d6k4coiDG0a9KsqVUALrKo0kxLJUI9wSipeUaqnpYpppWxGo5hWKsaFPcNtHQPXbvZfbZq4eW1N3ZjlulfBjg3DjTHddaq9ydcjrs/PVkO+2MJSenrybHUp6vGMaOHVwaHF2RkYp3RGYHJ8Jh2PLU9NG9SKZVxyd8mwqLm+bmrKWUVDimZd41/o9m+Y9i8n1I2DPdeSNnHa1rPnFp2OqW+PSJ+uq0+mZUm6dVl1c0nb6Ifaw1DbtqbxwCWqO6RJ4MaBpfXA3X3PK8wi11Z6WhNaUcwkj0GaLZ1yUa0YkomHJZJFiXJToQooNBk9UFCqCjJVVCIPSmQJrS6lN1R4vmZ3FAxQASMO7LZDj2eHJnMwWGXwDI4WYVOJogsEXnM5953Wstl85HHcsvAHdsuOxbzf596x2vb73AcD3tO56bsrSwdTY1WXc2+4t2Qzp8181eUo2W0VB3vQ73q2tvJwfvawt2+/tzfnsERIpGizlga8pV7X/tRI3swlEahk5ytDA36SmtcBEZ6vjA1vW6yrav2CTOEzgkU7XBijzrfNb1PelyHyx6z9+SbxbIt6F2XfRKk/D0f+rPf+seP57cj7R93xesP4apu7soliGxL5vEQ2r9QN9UiGhaJRiXRWoVhWKWa6RYs90jmFdEzYNdjUPNDY2N/w7XTXd1vQjQDVmaIFm0BT1tJ9e1A2jknMSpFDLWUgk75baBP3RMzWdK93RGMcc7ujiazN7iZIdmx0KuLfsnG0tKd1Ge5cMwmKNmHaIpxXXV/UNJk7votQHfemVU8WDHmzYEHRdG8J/iHLPd4yvtgG/9h1/lbhnq7rg0jbpqG1ZO2pWgRHrq4q31aytT+cFj+cFm8DN7Y1jRvK7zdkXYd2xYldlzKpEybVpk47KpGOy+QbSlVCoQuIFGG5Oq0zFvTGlEQdE8pTWn0aBHM6MKExpPVgGkaKKJHXGPJGsESjOQRJwGACMKVBY5GhigxR5piSnd+38fs2+47DumuzFVm65nTV7Na6x73n9e55vdXe3np/X32wf6ffVfW66l7nnttTdTlqdmvVSp84zAcee9FpK1q5it1edlgKDi7N0zEMzdN0DEEDekMQxXwEvgah65AxjmPrIDqj0q+oDBNa1YxO5qPRw2XuoZ97H7ddLEKXK8bXAeRNEP0l7/rf92b/cTTxz1vj/+vexB91198LzOe0+8oKiMyKpYMikVco5rt7eoXi0W7JRGfPXJdgvr19sKm5v+3mcOvVsa7rQx3fR7Ut65prvR1fjQu/XJR9s6y5EUFbd/p65k2d4vYbjVLx+uzczPiIwWBQd/dAnUKFQGaEkXAoMTY6bYSx8bEZ38qSQaNWdH5fn9CnreLjSc3hgDTFtB8PKgu2juMp6ec89kvJ/DHDv0pY30SJp9v4rXHlnWn16wT3cFF/vqIperr2RqQxqn3X2XXb0112tNccXQfurrv9LRHj9fGuhkXR137VjRdLpvMhIK1RxAzKkFa3qNHMaLXzKlXMAPnl6ohCk1YbYipdUKkPybQxtSZnAuN6UwIAYiaoTFNliNiB0D2KKSB4liTzHJvB6TgIZ8xEjsb23baag9/h6KrLUbJa8hy7a+WrFsu+y7XncRfNfI43F529B8MDeYdt3+vYG/TuDrh33fadXmfN69l32o88rpPhob1Bb85OJVkma+eiZiLPM2kzX7LbgjDoB01+nEzyTMzMBVh8E8eDJmOUJEI4tWwA3RLlilZza8R8tmJ5GbPfWwL3JzUvtsH3CfaXUv/PO65/HE/8553Rfx70/1F1/bHj+XNn9MqYwdQnlbvEMl4gtbUJ7D2C4bau6RvtM60dIzcbplob5tqursu+31LeCKibClTHkqrBb2rcAr7LUS1b+hsbxqYE0rGgaKK7mtrbmjfWlyrl2tbK2tTYqEEPCpRagUjc3zs0PDimAaDZuaX1te02sQiXXi/0Sv1k2/GQ/F8+/ccO/7lAPdky/lRg/zx0/rLjfBWBL1bBO/PAjkt0Oq46GpEl2LbLVcO7OFJwdG8i7TmuMwDejCA30mhzmriWwm5OS64OdXwT1DfOSBrzuPhiBiyZZFGVMqrTLGnVs1rDvNywrtLGdGBEogzr9CmdMQ3CYYMxZoIKNF5k2YQJzJjAGkpUMWoXJ2skUkDQNI4XMGTHYs6a2SxHpRkixzIZmiib2SO3p2az1DnmwOnad9rrDue+w3kw0FdyOnacjtpA325v3+HYUM3r3O1zHY8M3Bnp33fa9+yOWy73La/7pN+z43TEzHSIIHwwFuXoME4kWS6GoGEYCpO4nyTCVnPQbl0CQL8JCVLYJoqFcWIJAEckcr9Je7Zse7DO3l+lHvm411HmY8r8PsH+WnL9193p/3Ox+vfd3l+Ltp8z1j+z/VdmIWxCZfSIZPb27t7mDqq5mW1qHmltnhE0LHQ3zLV/G1U1HjFtdbrjllt46Ox8PC9/saY8n5adDYlLvGDLcC1Hd2StnSv6G6Tohqan22Q0eC3Wlfnl5eXV+dklmuEZ3jw4MCoxwfMLK6TZ/NeGRrOscd7QFkI7Xi4aXvtNn7LULyXb423ts03V+yj4Oc9cLpn2PMKSVVh1CzI2QdUlyfMdAbCpaBEWXMIMLyy75GlatKppWlM3+o3XEnBrlm4O6L+eEV2LIq3bupZVccdRr34Hlm6KxD6DegswTCiVw2L5ilwTMAJ+jTaqBTImJGkEMxASV4FpGElDaBZFDs1cFcL3MHKXJGoMW+WZCsXEDKY8Te4wVMpkypBIhWEPet27Zq7Gm/cctj2e37eYaxy3a7HWPe6qx112OYs2a83trjpc+4MDNZdz18rv9/YeDPQf9Hr3XY6T4aHj4aFdt7XgtOfs1gjH+gg8wdBZMxclqTCJJzA8STEJkt2E0QBDJSx8ACUWVPoFE+yn8TBDjip1boUsa0fuLlv2Z8jjeeOrMHE8rXm0Dr9PmH+pj/zf88B/HU79vcC99+O/RnuvzJjAEbFsoL27v7Wlv7Wlr7s5YuiKa9vHBN/Yrn0x2vlVgemou1p27Z1HvW01R9fbLePrkPbRur5kay9YOmuO7l1759GoNmeXbtHdQ8ZuXNVuxdQuM+J02waHxnn7oNyIekYGAYilze5mifq//eULm/T6FtSVYHv2+sVVt7DkkdQHJXmLIMMLUnRnxS6eVlwblVydkjQEwdZF/fUZVfOy6mYc69xxi3f7ZMcThluTqlqveH9YeuCSJLn2qq2lZm95MCJMUs0hqDGCNM+Img482gIhCaikQb0yBgOjMplVJBwSydYN+iWtOqAzBrT6Is2mSCwGomGjKaIzlXGijCIZE1zFiRrH7DBMmSOKLJsn6QwE7ZqZHIaWaWLHYT/sc9UdjirPHTlth17HrpUr0kzNZjnu7Ss5HVWXs+L2VD3eosNZ8/TmzdyuzVJzOUtW667LdWd4+GRgoGyzFZzOksexO+At9rljVmuMt2wiYIaj8hybJ6kkgUcwNEQTUYs5zDIxM7cNoSsIsoxCGzC0aADGAMMcDG4Qup0J8s6q+dLPHk2De0OSV0H6t/ro/3d/+x+Hsz8lud9yjp9TniuTatNou2ixUzItax/suT4haZqVfjMo/HJS9OWy/Fu/tiGHXc8g17YM16Zl38xLv9x3ddZ7hbuO7l2XtOTqORiU7vXJ6wOq+qDs7hywN6QPMbJFXMiLGtu+/+p6U0OnsKdHB4rUBrEO1EFUq1zzzXdfe0TXs7xiSPr9NnBjW9e8rmnaNLQvKW9s6FsihHDXJYthXQW+J8/3pPCOBN41Jb++Cdws8Z0FW9vJsPzhjO5yHfw5R3yOI0+XtHV39/5g9/Go7Gyg+6xPsGvtyNEdU6LGPCmqmcVxvToKqOMkum7Qz6m1LpniX2E5AIBhoylmgrIMnYLgkN4Uh7AMQZbN7A5FVzGqRBAFMxUnkDRFZnC0QJB5kirTRN3C1x22Xbd93+vad9vqFmvZZq3YuBLH7PCWQ5ujYLEVLZac1RZjmATH7bg8RaetyNIFM1N3uw7c7rsjI6eDgzt2R9nmKFgcYc6S9XjyHvcWhm/DsB+GkjiToegkToVgNMXQMYr0EeQaRm7R3AZFbqBgkKQDFO0n8Am9aVyhKI/QD1a5iy3r63jvw3XkwTL4ueT+48j5Z7X3U4z9Oed+EzNfmVPo3O03PaLrs6rmiKllG2jwA82buut5uvXI2X4y2H3Y253Gbqxrr67qr6WwGzny5qa2MQ63h6COecXVTeDmqrYzTksrfar6oOZoUHU+ZdwbVQ/LGoyNX3V99VdjyzWloP2aoPuaUPt1p7ihS9jy3d8s7d+NK5rGJA1lu7RmleaprjDRlaCFJ2P6k1HNwwXwdFDzYEr3fhO/nNM9mFQ+nlY9m1U9mpQ9mVfdGRE9mpJ+8Bk/hICXa4ZHS5rLJeDelPhooLvGd54PCe8OSPZsHWF1m0/XnYNk24rukEHlh3TrBmBOp5rXAUtq3QZgWFJrNpXaOADHMMJvALZ1+gSCZmAshWFFmilQdJEkdq1cmqVTGF5gmAzHpnEihcI5M13h+RLH1Oz2XZtt12bJsGQGI7I4kWOZQ48rx3FFiyXDW7Icn7VYC3ZH1eXMcnzxX6i3O47cnuM+72Gfp97rqTjtGbc7Ybdn3fYwyyQ5S4KhoygSQZAIhEYRMk2Z4xTvI9llGNskSR9KRwg8yrEBio6z9DaETut0iyblrSn64Rr5eNP81MderEF/L7v/qHn+a2/479mBFxvEmwh3ZUmnGpG3TMhurBtbz2bB41FFmW+5N6q4Myy5My56uqx4uwG+XAPujigfz0gfjKuOvPIU075muD4hujop+W5Wen1G1TYma9nQd6xo2moD6rc+7pUfvj8L5DySWV0L1vq1vuGLb7/529ftPRqEahJ0m7tarF03vN0NYayzZu+5O6rec4v27JLbE6bLFeObLehTxnJnWv1iDXi1pnu5Yni7Bvycpj6HoVfLmucL6vMx+bMpxcs5ydMJ9W23IEe11IbERWvHuqlpWvxVjmq/GBE9HBbedvVEAcGeWeNTCqOAetukCeHInMnYr1AuGo0hCNwAwFW1PmQCUwS5adBvGwwhPRDRG+IGY9SEZHFi18rsm61FFCvS5izBFThzGkZSIJLj2BxK5Thux8JWWa5usxdtlpLVWjAzRZbLkniWZYsWS5rhEgybpJgsx5ftzjzn2LFabw/2HQ6P5HnrQa+35rLnLXzJ7S7bnUWXo+xx5W32OMsWLbYsY4lRbJwk8jSd47gwbd5CqVUUX4GgVRPqJ5kgRvphJMyQKY5dh6FJhbI2gDxeoy9WyScRy59H8z9X3D/m+X8cjv6x0/8haHkVtFzJWPQZm9yHd2dcog8x2/N19M2m6emS5sGU5GJe8nRF+z6MvQkiHwLY4wX1/oAsaxXU+pUpTrhlbAmh7SGoLct1x9DOikXsBzujZNvlEvQ+Tr4OY0/Wjacjil2PJIC2K699jTHU0lqwuadb3nbNJWic0DTvu7tfLOtOR5S3xxR3x3QPV/Qvt02/5KgfY/DDWdWRt+vBqORiXP1oXHlvVPFh0/B6WfFwVHkxrn42q3q6rHgxK7/V353Bm1Y03w9Jv9c3/Ie786sQ2HJ3RPpiQf50SZUEu0uUKm7s3pQKtwFlgsCX9KZeuWreoAuYTEEIWdcCAcCYwLEQiQZMUNAARE1AEoRSKJmnyZKZKjFcjiCjGBElmSRJZnGibnMUeXMOYeoWvmqxVGzWio0vs1zFasubuZLNnMWJLMuGYTTDmrNOR4a35Xl7jOZKVmutr7/scte87rLFuuvyVByuvIUvW6xVuyXt4HIue9XpjuJYjmHTJLPr8hTsjqrTHaO5LZxaNcJrJsSHMxsMH+AtCd4ao9i0xVJyOuI4vqYxrpu092b559uO95m+97nhT3nvL5XBn3aGf9/t/SXX92tx6kq5z3gwpjibgnf7NZcb+Ic4+zFJvt4wfgzir9aNL9Z1b0PYwxXTWz/5MULfnlAX+O66R/F8Ba17VEmi83IR/iXJ/hKnfk5QjxcNOzb50ZC2NqRO0MK8WVD2yE7GgCeL8Kihg2PpRDxrNBpav//C2tMYYXvOF4xPF023h1X7Q6qqV3Z3Xvd81fhgGXqyBl8uaM+G5BczmrebwOMF1ctZ1ZNpxcMZyfm46NApuOPtuTcsPB/oPuntqVu6g6ab9ptfTcivzUobJ2XXNk1NB15JDG8dF1xPwz05qGtRLFjXqWa1igmtbkirmjKotgkkCEMhCInARIYgoyjqN4I+kzFJ4GUzmyepNE3lODbF0HGSCCBoDEMDEJi12eoOR5GgUxSzw7H7Fssez5U4rm6x7lj5EselKTxFUWmWSdHmtJkP0VQIpQMUnbK78hY+Z3NWPX2H/f07DnvRYqnY7WWb9Who8GhspOxx1bzuiseZtTpiJJ9gzHneutvbt9vbt+N0RHEsitAhkPQxXAhnE7w9bDZHzVzZ5U6b+U0jtK4FZiSqvA26M4s/XKZfh92vYvbfqyP/3J/6uej9KWf5JT985c624/k6ejKlqfYq7s1qz0blJxOqJ4vKlz7ouQ+7P6e5WENOp7XP1oH3EereFHDg6Tnslb9aA9+F6Lch7Mc48y6IfQrhbwPo+aLq0Cs5HdSfDqv3+9UZVlhxyHZcijQnxgXXCNgYC6coUI03fQ01f7Nk6kqx0l2P7GJGdzhuyrCiklN2OgPsjWhrXsXZpPbFCvxT2vwxjr/3o+98wLtt6KcE+mpD+3RRfm9MdG+s5+Wq+tGkbN/VmcJbVtQ3NqFmd9dVvPmvG5qGoKE5ALdleOEW0FFBhFtywbJSOqeUT2o0E2r1uE6/CoPbBuO2DgiDUJyg/EZjAkFyLJNjmbqZzTNogTdHKCqEwEEYXDWCG4AxhOEpmk1ASBol8xRRwqgaY77tdu15PfVeT9nMVnguRVFJlguzTIpmYxzvI2gfQUdYJuOyJS22sru36vGWrZa621V12PeczgdjIyfDQ3t93qrDXnO78w5bzuss2VwhlEkiRM1ur7tdVTOfYc0pgoygZJhggxAWQck4wYRQOmbmwjgRAPEVvX4FgMb1ymI/fn8aP5lnXwQcj9aIz8X+HwsDH5OOH5L9Vx76nZdrxK1xzem44d688faYYtfdfTokP5/WPp4HHq9Cr/3E6wByuWq4PyV/sqS/mJbfHZS+2Tb+XrD8XLC93iafLoEXs8DFgunpEvhyC3wbpM7ngPszyGG/Zs+rSLGiEicFWxqamq9qjEaZQgy2fqNv/FJ7/Uu89fsQ2X5/zpDleoouScEuebKBvw4Rd8fVT1agZ9vw/SXg1Tb0a9FSH5Y+3Tb9UjJ/SrNvAvDlnObRrPT5svrZvOLFrPSkr7tE3vDBLb3dV21dX0aQ5gV1Yxhp2XcrNlRtu7RsXtbRKxRN6pXTGkWfXGqTSKe02ggKbhsMW1pDjMC3MdRvNBYZqspSFTNds5nzPJPkmRhDBRA8gFIhCElgeITAfUYwrIcTaiiL4BWOz1H0rsVa4fkkSSZZLm3mYhQbJZkIzwXN5iBGRxg+abGl7I6sy53i2IrTUfd4TgeH7o+NnfZ6T/r6y6y55HHUPe6a17Pn9uSslgBJRBE6QbIZ1lI082WKLUJYFiKiRjCHEnXKUjGgRRMW0Rj9WiAEo34Y2dTpVnXAmFg+Y9Bm+uDdcfj2DL4/AdxZ595E7R8T3tdh95VXmYGjMSCKddyfMJzN6C6XgKOBrvM57bNt+G3Y+GOGebZpPB2X7Tg67wyKns0rPm7rP26ZXm3qPgTR55vIcz/zeAN5skW+8RGvfPhvee/fC/ynMPk+bnm8gt6Z0D+aNjxbgFzi6982NtzokUi1+putzZKO68CNr/CbX/mZniQnSjCdWa5n1yO7WNbdmpAf9IoezusezmoKls7LJehdENsfUT5aRR77oEcb4MU8eHdUVe8V3J+Vv9zQv1hUvNw27bgEG6a2edm1BNRcZLpjaFuSbM+ygm1dWwoSzmq7WUFnv1KyBhoGpJIhtXJco92CIJ8RjEBwgiWiJBWD4AqGV1G0ylJFkkqSRJQh4lY2TOIpho5iUAAybWOoD0GiAJoG4RSI5GkmgxE5hi1ZrQmSzrDmhIWPWa1Zhytht0ZcjrTLFWUtZbu7yDuKDmfVZt91uc6mJk/Hx257+27Z3Xmarpr5XZutwJtrdkeeZOM0E0DQEIREETIHkyWcrhFU2QCndcaYASoCSJ3gympTRQsXtVBKi4SMeAxBIxgaMYF+EzSn1i7ojTEHdDyFnUwh9VHo3gJyZ5l+Ge678jjoSRA9i/LmAt99Oi57F6BebEJvguibbePzTf3TJe2jOdnxsKDMtdwZFF3Oqk9HlOdTqgeT6ntT+ssV+HLd+HQVfO1jPwSwH/O2D9vw5xj2Z9n5597E57jtct70yodfzGkHtR1imRpl+cn+gaXJEbfdopC1q1u+U13/m63ze3vX1Xll861++cWK8mRacWdc9i4Ev9nSP5iUv9wCX24AZxPqON1xNKw8HJDem5QcDXQfDgnO57Rvg8i9ScnhqDxJdGZ4QcTYFNB9f+ARHnu6AlDXoqpxQ9MS1HSPyjrtwo5xhWIbBhch4waCLxjAeaNxxWSMo1jezGVZJk/TKRNUQtADq7WAkgHAmGCpFEPnSDSBoEEUCaBECKfCMJQ0oX7AECeJBEHE0h3aNwAAIABJREFUcbxAMUWaLdhtUYs5abOmbNa0wx7jzTG7PWyzpuyOgt1RdtjzZvN+b/+O23XY13vg9tRd3j2nq2q37fCWPd566HCWeEsARIMYGSHINMMVaEuJ4GMInoCQLABnTEjdYj20WI8ttqoerABQBcTCSsOmEUqwVJplEgSeYehlk35FpPYRYMBpPB7D9sehW7P4/iR8vEhfKfcZg2DncHeDH+44mVAdjyoezWqfzKhrfGfN0n7Ad+XQhgzUuEu11y0tOawpBNzMUe1lc2cQbN2A2/K2nr0++fmk7umC7umy4acY81vV/keR/yVJP5ozPl0z/Jw33x1X6jubZTqgnM8U4plCJjs7Pm5hCI3spvTGl/Kr/8a1XS2wPTVHd93ecz4te7Nt+BSG327r3mwCj+c051OKortnUdVQNHfcGZYUrR1RrK3ICY6HJE/WjQ+mNHFzV5gRJqmOmr0nBN0oUe17VoEf7FzV3PTp27cVHWsa2bxavqhXL4OGGcAwbUIWIHgNAn0EHqPInI0vcOYdzlzEyZTJlDYhYQAKI6YwAftNSArDEhAS1JvCBjBoNCVJIosTGYzIsUyS5YIoloSROIknOC7CsVmbJety5ns9cZst6XAkbfYQTeXdrh2ns+zyHvT17bhdNaenyPB7dueB07XrclVt9h3eWiToTSO0AiJbIJZgrVW7p0DRGZTxm5AiwWYYJoKSOYatUeSBhT3irHUYryKUH4DXUThCUQEEj6JIjiCDKDIrVW/ItLMQEPZAx1PEnXn04Rb3bNtypdIPJJEOP9BcYCQ5rjtsvLkq+2ag4y+DLX9d6PrbePN/jDX/9xXBv23Jvi4SnVWuJY+37Dt7TvskFYt4TdsSxtvKHuHbLePnGPZ6Rftbgf4YJS7mFYdeycmo5sUqcjanX4Sa2hu+xXC6UiiOD024nZ7lmbGFmVkYhDo7bnY3fkF1Xp1W3ZiVX+8TNaTp9oezqst51emo5HhYeDwmKtkEm0DTqv5aCG7Nm4UZpj0MtyeYzoyla69fXHF1x8mWBC08HFXVh6VRsDUCt+Xpjn1OsAHcDEItflXzlLRtUimZV6mm9ZoBtWpYq5vS6xYNpkWDyYdASZYp0myFITMQFDUACSPkBwxRE5BjmSAIbxngCGyKw0gSRdMklYDJDI7maTpGkUWLLYaTUZr0IYgPx5IWW8HrSTncCast5/ZU+vsKXk/Oaivw1qLDuePt37U6qzZnljXvOtz7Dte+zX7U31ewO/Isn2DYTRhfNcI+EA+biIAGShjAEkwkTeguTicALKADo0YypDZlDFARpCsolYWIkgEpQUiVZHYYJo+RWZKMAMYtDbis1G7LNWEKKwxSF6v065D9uY+7UvECB2758aji3pT+zqwxbxb45N+PC74KGK7umFuTaFPF3Hnc13bb23bsFd0ZFN4dk7xc1D2bVb1YMb5agz+F4Xc+4Me46ccY9M8j95+7lo9+4GRYmiG6b/VJUnwP0f410/2VUNjKWuyRSMzr9YJ6jd3CLE9Nz4yPcCwtEty4+dVfddf+RrR8abrxxbTiWo5qL1o7QnBT3dpR97QHTI1bxuYp8Xd97V/NKq5t6hv9wPUo2ZG3SQ+8iizdsqy/tqpsKtl7dlyCTeDGvLxph+usmDvXtC0+oDmqa14Wdg3KpA6JbEimHNPqxnWGaSO4CqELKu06AEdZ8y7LFlA4B0BxnTGo00dNQAQwBUHYB4ErWkOCIqMY48OICMtEYSKLE2mSCeJ4lKOSLBOkmU0U22apmNUad7nDnCXpcGS83pzbVfG69x2uEsnkrJaa21uxuasO16HHWzVbSlZ7xWrbtVlyDJsgiDCCRWAiiVM5GC+AWEEHZfXQLZC6ZUJPUe5QYSwrgIrMUJACRxLjocJ4oDKVZPqyDMhKdTtKOKMwxFRAFsICSnBZDWya0E29KauHwrRpy4UcL7KXG5YrR+PwnSnds238fEpzNqndG5KW6ZaLMcXzOdXdMcXdQenbTeBTFPoUNL1aU/0Ug38IEZ/C4E8Z5lOE+LNk+3ue+pQkfyvbfssw/+/F4P86cvxzz/smAOdYcZZsWwHadNf+CrZ+0yno8PS6U6kMSlJ2myUVC28uzvda2ZnBUTvNibsa5A1/0V3/m+Bv/8+I7JslXcO8ooG4+YW+6S920Vfr2oYk2b6ubVhQXltQN4Txlgh6M050pFhxfVBWsHataVuWlI1ZVpDhhSFTexxp3bELgmDrgrI1AgkzeOeE4KZLJHYpJUMy9ahSN6k1LMLIGo4sGaEVjcmPwmEYzaN4GcWyEBYGoTgIZSg2QpBBhogReJDCExzjJ/AgihUYJsPQW5AphqElu7XockQxIsFbIzy/TlIhxpyxWgsOd9blTlssNU9v1WZPWdiy1Zznrf9KJXVPb4G3Fnj+wOk+crhLFJ0hiDxJV1AqCyKHOHmP4vb1cFVlOpCacnLjgQw+l7NPVJZTKflEZTnpwY+lyGE3WOnUZ9u0yQ5Dsd2w0SxZ6tQEeoC4At6Wa/xaaEmj3wSQTYmmVyILOMFbi/YrBa/m6SbxOWd5tgw9XAT23LIdu/BiTvt6FX65bnwwIb7b1/l4SvLJb/ghqP8lS3yOQh8CwOtN8OWq6YcY+TnP/5Tmfkhg78PYf+7Z/tyz/75Df4hhB/2Su6Oqw3411fy14PrfWrvaRiamt30hCDQGtjZfvXxeiCe8DDk7PDQ/PooYZJ0N/1Py3X/wrV/OKBv9cHMAujYi+8Yr/Nba8dcFXUMMa65YOmJU64quIcl2heHrW7qGKNFV5oW1PuF+nzyGdqSotiTRuaS8saJuqViF49LrI7KbaV5ad0gXFM0jPeJemWRKqZjU6GaNpi2CWIVhH0xsg1AUx3IElTJBRYJOwmgINMVJPIGgSRRLUWQCw6M0uWUC/QAco9gIhiZAIo3jSZxIUkzWZouZuaLFFqO5NMOHcSJOU2VnX5p3xM2WrMudNvMZ3rzv6atazDmrJU2zOY7L0kwaY+IokWOZLIRVKKaKUTkjVgHxOoDklYaMUF+SGg4k0JGcPNeZn5psp4DlnsF2psJqavRMgd/VMccG+h7AXSrJh1LkRKC91W3YEQBlgaqqpZIGMig3roiUi3L1rFi5ZNBWhqxX7m7xTxah51vQrRHFyZhyzykr26XHk+qTYfnlnObDhvbBiOBiWnkxI3m1pnq9rX20rH48p3q+onuxani8YHw0Z3w4ozubUjzdMLxPoC+3gddB8PmG8XRQ9GjOuKK+Yev6tvPGF0pNz8LSfDQatzPU6vTkycFBOp7os1umR0cX5paNgLb7+y96vvoLdPOL4Z4vVvXXslzLvld46OnMUW1ZunnX3vHep7s/Lj4Z77k/p3kwrYoh1xcU36SY9rJZcDoqOR5VnI5pdxzKINSyqbsZ0DfNqjrtHdd8pKDmlPgMHYMC4ZhMuW3Qr6m16yC8icB+Ao/SdIJjyna+SFIlgkoiUArDgjAUhuE4DJdJOktSIRMcQfEwgGwbjNsgFIWxLEmWLHyaZfIWc4qh02Y+RBBRjk1RTISgC3ZXyubeJJkwy6U5exxjExyXZdksY6tYbTGcjIBkDCPCCJYmuQJOVQiybELTerimJ+5q8Ps68gFgvqsiTzXYIy31BOLPEctz0nVJ2h/D3CVmvQTY15T7Fel+hlgvlfBjDfxIgz7T0M+06KUCOJOoH6igihze6pAlutVxuTYqVoa6VCs64MpDP3c2ATwY09a9PceTmrxZGIHbDuzCfW/Py3XNuw3lswXJk1nJq2XNRz/wOYU+npE+m1e8WAHfbCFvt+HbQ90Xs/J3fvDRjPz1huljjLxc1e14emJYS9HSvQXfxFu///av/61F0OJ1eBanZyUqxcJk/8HOTj2f9TgYlqHWF1chCGn7/itj8191jf/u6f5mxdBYtXXfGZfdGlKW+PbD/s6z4e5nc+Ljoa5748pH86ofEsjDJfEO23LL1XF/SPRgSvo+Qn1OcU/W4LpHETG15uiuKCWYUbRWnJL9Pvm6sX1cJFyS6fxGIIWgfiMYMsFhHMubuRLH5Bm8iONFGCmgcJEkChSTxIkUBCdhJA4jURjblmsCABgGkW0Q2oKgFImVrZaqy7nn9dScriRJRwg6abWkGS7FWWJmJsRxmyQZZNltlPSbsAhFpc18nKaCELYJIBsAuK42rGl0MT1QMsAHEH1qYB6ZuCca4h3u/WSeeAE772rwC8j8kvB84ofeEI5XjOsd2/uGcL3F7c8N+DuEeweZ3yD8UyP1EqLf6fHHGvC5iXxhoO6JDY9lhkslWJGrol3SbI8xLFDHulVbWuOVszVzwS6pe+T3xtQv1+F7C+qTkZ6TMemjec3TFeX5tPTpnPzFgvzVmu7Vpu7FKnI82HN7QHg+bXixZnqyqLmcV/0Yg1/50fMZ9bMV/Vuf6ckSULB0pvGmiqWj6pTHuW6q7dv25gYAxvrcLpFCNjEyuJPOVwpFu9WmVivnx0ctvKO5qUH6/b8Jv/538bf/E7/5P0ZEV/1wsx9ujmPtebNgz9P1eEG97+mquzruj4tfrCgu52T3hyRF6saOvfXFMvB+zfB2Tft4SZ2iWiOmlgzZkeO7Vk2tVa/seFAdQDpXJIKQTO3XaFMItqzUrmkMUZJIUWSewnYwbIeid0xQGUZzGJ4iiRxBFmk2AphiGBrD0BiIxiAoAqFxHE9wXIKhcxxXsloLvDXJcjGKTpB0jOMjDBehqCBJr5jgdQBc0ev9BB4m6ATHxWkqakKiJiICwTmKShrAQ43hgR68UJEvYOd7ZuAjN/SK9L4m3K8wxwvEfmFkX5Gut6z7B8b1A8S9p/gfUO4dwjw3oC8N1AuQeGNE34HUc9T8HGTeE5ZXIP4KIF8asPsyzSMt+FQNPlKiZxrDbbkxJwUiPdp1meHK4QKT4LpzZsnDae2bdePHEPZwTnpvQnU+K3m9qTuflB64u496xXu9oizXlmc7ak7hjqWzxHUcj6gvFoDna/rTGfUm2jWlvJ7m2/e9gm1T83jPd/Py7yJo+6q+0Yd3wG3fCluv6k2wmbMpNGqWxDLhSCoWpQgSAICF+dm+oeGWtpvdDf/R/dW/Ka/+u7vjS4/gb3PKhnXTjRVDow9oDkE35rTfLUu+TkHX69b2A4/w1oDodFCUoW5GNN/t2TqPnV3ng7Jbzu5jd0+ZEkSN7UVeUrKKKw5ZzS0rOMVb0i6/QjUnVwVBeBEA10yID8diKJLB4QpDFmGkBEEFBE8Z4bDRmCKJFElETKY0imVZtmyzxUncB8FJmsxb+Lzt/6fRLZvjXBAsTf+QhZm+de1rFkspZmYpM5X4MvObjGIyyGyZSZYsWWDLsmW8ZkZJFiW/mSndqupqmp6e2Njt2dj9ULt/4Hx54sQ5Eed4X/f1z7vc0zbblMM+63bNOhw3GP4aL1xh6CuscIYgzhPkeYg+B5DjpHADJ6cY9qnNsihLD3DmGUB8NZJR2peQh6K8PyL5Y/b+pGU4YRtSaHdccClyZ5T3R609intIEb1x1hYXXDHaEqWkBG2PYXIME6OcJUpbIpQ9QtmjtENhXRsYtwLSSyAboR2buBjEpZ8Q9RHmXpuwuXbwhoHaMTXIvBw0Lnj07w6BgetkdJJdOmWc725ZPmnaOG/+ONQxJ7XeoOrPm8rOGUsnuYaXg8ZFt3rBVn/P2vTE0/rc03jf0jDLVV2BKm6ixXNizVW48oS26KSu8Jyh6DRQ5G7OZetyjc3lBhQ5dGhIslnbDKaB/u7TJ8/oAMAEwccHh44cGWnRahuL0+vyM4GKnCtY7RN34/2ulsXOjqfdunGxeo5vvYzUXUIqr+OVt5naSa5pSqid4RpvkmX3HbWfDqk/9rQsD2s/+NXfh7QP7c13LE2zttbnvYan3YY5uXnRq5mAWq+a0RMa4w2COo1Tlxj+tihMMvQMSz+WxbssM40R91nhLs3exshZjrvDs3M8e4dhb/Pigs0+iZATDDcp8bdY/lF/zwOP+57XOyZyk6IwJYnjAjctibcE8QpBn2f4cwh1EWGPmdFrCDlNk3MCfVdgpinmIcT+AMVNk6DYBhXbcJhyB2h3gHfGXANxS1dU9MSlzoS1O8o4w7wrJHgjnCvO2mKcQ5E9IZwNYkyUkuMIHyT4KGuPip5NWFyD2AhjCyBSAOOXEXYJEzYoeZNzbHK2dUb6SoofzeRjPfwQ5XfMOskXfcZrTP28reXVoPb1EfOCt+2+W710EnkzoJ2ma6+Yyy5BZXNy8yxfN8k1zDB101z1776GJ/amaaL0ibP6dbf2gVjzwNq46GpYtNe+6m1duwAHrsDxaW7jGvHyiFFuKWwsSG/Vtfq6exwOV2lzix6BfV4nhOEQYj4/cvLCucsABiFt5eqybH159kWo7qG9+aFP/aSr49Vh00Of9u0I+OMs9faQ8XmfZpKtnZGaTplKDutKL4LFU2zDm37jqwH91+PmT8OGzVHo/ZDuRZ/xSa/+jtz2tKvjsa/jvrNt0th0TQ9fhMAJnLhAsVdYbsouLzjsdzh+QeCnMWzGBN+juWmGneK4aYKco6lFq22aYm6zwjwr3JVtj/y+hS7fLYdtjOMmZXlKts3Zbfcd9kW7/bbITzHsZYw8C2AXQfw8iJ83w7dp8pnE3hWYaZy6r0ee6/FVxLZJeZdpj+IZDjoHo0KnwlhioitMy3HBlRC8iuyJMLYQZgmTUpgQo4wcIkSFlEMwFYPpMEiHzXAUFRKUHIVphRDXdMiaCd8EyDAhbgJkhJSitGOFtIbEnjjrTchdG6z9K8o81SNPcW7HYVA/SdSdNpbdoOoeOJqfeNue9mif+9oeeNSz9oZxrHQCKFuw1iyfNb8b1Hw63PGms/F1V+MzZ919a+MUVzPLNzz2Nv84odmapIMXseSE+I8Pbf/+pevfPvn/7bnjjztCfIqfdLYDFVnlVcXtJmOXv9PlcOoxqN0MtOvUQ4P99+4+GOgbrG2qa60t0FUU6ktz3M2lV4Hyy2jNlNQ4zrVeJOveHUY2r3HvR4CX/YZXA/rnvdopqfGUqeIiVHMZqbtjaXnZr/twFHs7bPpxAl45i34cBp/5ddfIhledxq9DuidO9TV965gRHDOi10DoFEGeJokFv3vBYZ+VpDmev8tytxD4NkZOMfxd2TIvSbMcN8Wwt2lmkiRvi8KM3TptlydFy3WGukxx51ByghfuO90LFstjp32W426S9BmUPAngx4zITQJ/KPILnLBgxp4Z0HcGKog5w4R7HbeHxa6wpScoOGKcLc45Y4w9TlhjtEXh7UnKqbCOKMZvItQmyq2Z8BBMrJvQdZTdBMgfHcZ1Mxg0wEEAjRrxqBGPAmQUIoImaEWrD4FYCKDCpGUVIJZw8RsphihLjLHGGGuYtCyZ4C+sdcchFOluKBoDKw4ZShYc6s+D+ndHjQ+97U88zS89rS+7678d0sRvU3+9L//z756/Llq3pskXXeo7Qs1DZ8PrPvVjZ/OCtW75tPlfHtr/4+Pg3x6L//7G9j+++v7ld/fWBPX9pPmxt2kELLI1F6qr8gEQ9fv9bq9rqKen1+fr7vLPLSzevXOfILCSpuaivNxSVUa5KrOxIEtorLA05o8RDZeRuvNIzSW0bs7S8qSr4/MxZHkU+3GWetpnmOTqruLVN6m6M4aKCb7hZb/p9RD44zz34wL59ig6I7SdBuseuNq/j5ifutsvaVtn9egVLXAKQo9R5BWen7GJ81bhgcV6jxPneOEWQUzg+BzLzbDsHYG7iRPTNH+P56YoapKhxwhikuYmSGqSZcYp8hbH3rFZ7zusj1zWCQofxfDTEHnShIwT5G0cWyCIuwD+CuCXUOsG3RmgfUGxLywPRUl7mBAUigtCZAylErgYxUWFlBVCjBFiAEIiKLNhxlYBchXAVgA0ABIBGP8B4qsA9l1vCoFIyIiETFAERCMwtqkD14zQusEcNEFhPRwwwhEQD8JMDBeCMBMkxajgDHPWDZRZQ7gfjG3HBMP1N1Zdg0ovGyvHqaopvn6cr7pJVv7ua3rX3Ry/RfztmfM/vvX8+2v3Pz1z/zEtRW6Qi47GKbrqvrXxnrXuy2FDbIr7y2Pbf3zs/o9v/n99Yv2nRXbrLhEZQ78e0z1wNF7BK27ztaNko01bJGNGHQL39PaPXbmxcOfu/fvPr966LbrsRXV1ew6m/5Z64NfU1P+akv5retbOjMysrJyGshJtZZGgrjwPN5w1lV6GqibZ2iddHYudHZ9G0PeHgeXz5Kcj4FWq6QJcMy2rpwX17wPE017zY4/m7Qg8ZVU/9hu/HTW98qrHAM1dM3zOBJ3CiBMEdV0SZh22hx73vMNyi+FuothNkr6BYpMsO42gd0nqrijOS8JDQV6wWO4Q9F2WuWeTpzh2WpBuEeQcz97hhEmGvsGyF1H6HIBfA5ApCL6PEg8A8rmR+gKKa7AlxveExJ4Q643w/hDCxXAmipARiI1CWASlFJSNUlKEFDchYsNMbBiQDTP202heM6M/9OAXI/xNDy0b4SUDtGKAQggWBoiQGQ+ZwKAZDAPYqs6wqTXEjGhIB4XMeMAAbIB4jORDABGBmAgmKIw1gIk/SXEJZr7Q0o5FWTrXVn9TUzRB1d5iGyeI6geW5gmifAIvDV+D/9s797+9sPztge2fHjuiN9D4uLB2SvtmoPl5V8u74baXfa1b8+L/eOf67288//2d+x/v0yunta9625/465966lZHoc2L6JuutmmpzqPJ84PlaGNxdXuraPMcHzkxevb0sUMjKI4Vl5ftycjatffAzgMpe9Iy/7R7387U9F8ys3elpu1MS9uZmr47PSNbldVRlNvfmDtqqhnsqLxO1r3o0bzq0X0/Af/e0/F62Dzv1Y9x6sto8xjXdgNquEHVzdm0wSvs5lX6/WFgmmoZ0+lvG8CTEDoCwpcFYcximbJI933uOas8JXO3KHpO4u/ZrAssPU/RT+yWz33e1w7pPkfdgpCbMHIDxydI6jZNT5LkBIpfgJELAHLaBF8CyYsmeArC5gzIvBZ8qcVWADFEeNcReQWkg7Q9wnkU1hHEuCjGx3AmgrMhTIpAVITk1xFyDSZWTcg6gARhJoSwEYjaNIE/DaZ1A7hsxlYgbBPAoxAWArFNozloQEMmKAAhURANG8A1vXG9w7CuNy63aUM6KKIHwgAWQ6kAjIdwPoRwMdoSYWzrFP8NZT6y0o7HFtucQT1jqH7hbX3eq71qLn5gb5jl6144a7fvS39ZdCSm0L/OMLEJKHwRWT9nWjkDvBnWfTrcEb2Fb03Sf1sU/zJLJCeQ+C1iexxbPd3+bUT3Y9T89bj+X595/jzPBC8BNyw1+rL02vz0lqLM/LL8spZWisbMgL60ujI1Nzsjdd++/Qd3H0j9U0rKrr0Hftm7/7eUtN2pGb8eTPmH/am7M7L2HczYmXJwZ8rB4vyCgoK8xvycQ1DTo17Dy0PmBWvLI5fmma/9Ntv22KOZEdvnbboxvGXa0nEWrn3o1S+dJV/06W9i7bda1Tcg4AxKnILgKUmedFpv8vy0INy3iU/9nnuyfJcmn0ryM55967K8tFsWBPEOw97A0MsQOE4xkyR1BTKPUcQJnfGEHrgMoOMgchtA5gD4LggtGsAnatOKltqApAAmxxhnGKSDJiwM4RGUCaN8BKWCEB7B6Q0Ej2J0GOXWAeS7AVwy4xswvYlQa0YkiFDrZmIdwMIAFjRB6yZ0DabimLBpRL/pgVUDGIDoDZ0pbIZDOihkhjd14Ipat6btWNcbg1rjplofNgAhExRGyBjJRkgxxtkipLiBsN9g+gsj7JjlmBeY6THY/EhunGTqb8LVo2DdObgyPo7/9S73+ah26Zj2L3fIf3nh+csk+e1kx6tD7XPWppd9zevnAOUqELpoWHQ03hHqnnsaN85q1s93bM8x//q7MzHNxGfowFXwkbtuzll7Fquqzd17IP3gL7t378tOzy/My8xIq0zf35p50Fah4kszscLstNR9v6ak/dfU1H2pGXsyMnempP6SmrErO/u3rOxdaRl7MtL3Zqj2pOfszVBVlhYZ6wuOoS0zQuvLAfOH4Y4ZUXPPpnlzCHjRD0xb9M97wNuS5jLa/OkI+GpQN0Foxtq1I3rzVZIblyzTFuuEyN+TbDdp6r7I/S4Id23SXYp7wosv7bb7HDWGY1cJelKU7knMOM9cx7DrGHYeBs4AwGmd6RaAPEbQeQBb1JqeqA3vdcBXDbxsZjZM7KaZicJ0ACQCRjQM0hswuYoQqxi/TvBhhIxSksLaIhQbxphNE7iO4J8BIkjwEZL/CcAf1R0BMxIACYXgAyC2DkARkAziVASivhpMHw3mAEyGQCRkAjdN4IYZ29CbN03AutYcMkEhExToMIb0ZsWERAAkCmExhAlT4iZGr2PUBkwHeOuOCZKZb2l7wjQ8dTa+6GybZOoPd5RdwUveHWr+MKJbOmMKXjVEb+i3btPxcfzref0TX/N1tGKOr37X27J0UndHqr4Ilo5TFS98NZuXzIGrgHILTUwCX4/ppq0NZ8HCSbk8eAnauIgx1Zn7d+3av39vYfrBdtWB3uqsG+0F19uKJjUlE/qyKy1FlvLczIPpO1NSdx1M/VNKys6U1J0ZmTtTUn9LS9+Tlrk3K213dk5KVlZrUV5xXvautIyK/Gyhqfwy0fTSq37dq70ntc3Lba97jNO2tutMyxmw8Rrb/mUEmLeqr6mbr+v0J83wDZYet9kmaPoajM3J1ru8+IBhF2VhgiJnSW5B4B/K3CxL35O4Zw55mqLHcWgMxy4CwHUAuofgizD4EAUfoMhtA3ivVfO+Rf/TgH0xkWuwEIXZgMa43mGI6U2bJjCKsRGM30S5IMYFCT7EWsK0HCLkJGOLUnIEpzchLIhTQYKO0FwQY6IQEQaQCIyGMUpB2QjKxGgxgUthhNwEqTWYWMWYdYQOAdQ6QgZwJgip8nfwAAAgAElEQVSRYYxYB6BVozlshqMIGYPxKETEICxkhiMwEUfZGM4FKW4FoSNm4ivF7hhFoduNTdexum9HNMvHDJehihF9xVN/07Nu9ePOprVzUGLSvD0N/+0eF7xqeNnTNGepu2dteGBvuIJVjwKVF8ylM2zNpyOavy4wf77LxSfgpTO6d0fUJ8wlg+2qGbZyabR99SJ6m6nuyE+tSdkrqA4OVOVMqMvfUE2vZe0zoeW9y/BCbl/E62bMtWSpKuVgxq60jF/2H9iZlvKntLS9GaqDGdm7MjN3Zuak5eSYyos7K4s8tWV4RbGzvoitzgXLVZ0tJfNU8+8+3bSsfuxSL9h119Gme3bjE7f5kVd71tx002S4hpnOI9CYKPz9FzYvSTdZZoZmH4r8bY4dJ4m7AnNPEiZoelrgZylykqFvwsgNEL4KmKZR+AkIPoTA+zB6RwdPtumfteieNBvfgvQmzG+YsU2EWjfhGzC9ZoZ/trT96NCvmJAASocZKUJLYYoPMlKM5MOCHOUkhZFCMLGuhyMwobBcjGTDCB0GMIVgFYRQKCHBSAopBQk+gLIhnA1SwgZOr+LUBk5HSD7GWIMYH8FZhbGEUHIThIIAGie5CM4qnDXK8ApGxxBGIfg4xikouwGiqwbwM8HuOAYDF/TN42Lz2mnjj6O6O5am3vbiOWv9orPlob/l4xHN2nnDHzPs6jn9t2Ptrwa1z/2tv3c2X8arRzoKj+hLbhA1r/rbIpfQvy3KW1PEu6HWq3zFqLn4Olzy7YQpMoaGr0GLrga+OLUm46Ccn3K8LPVqW949tPGlRf25E14ZJL/3kF/84HO+7S5af6y5sDrz4K979u88mLEzI/O3tNS9Gapdqem/5ebuzUivKyrqrs+/aai+T7VOGSquacuvt5eeai1uLsrGyvNOqYvf9uoWu8yP3boPA+bPh+GV4+Bdp3qgqXYSMZ426S/jzLRVuivyj3yuB37XvNd+3yLNi/wcz89a5FsYcRlArxjNsxg5iWJTCDaFYON6810QuQsitw3g9Xb9zSbNY7XptR56ogN/18JfdWAAQtY6jMt6cBUiVxBqDaLXjMgaTIQQNgzhUZyM4UIUF2K8qDCSInsivC3GCgpvj7FSiGZDKB0muCjNhVFc4axRRoxbXTFWirGWGCEpjCVMiGHOGqatYYqN0EKE5iIkHyb+rmBROPknSGzgdJyVI5SskFKMlqMYG4XpGCFGMV7B6ChEbZpNXwlmRzdsOttR8+Gw7vNwyxtv831/K1qdO6gtvkJXPHQ33rdXKePA5hXgsbfpTa967QL4ol972lh2zFBxAay+xTaOkdUvutShy3BiHP54RHPaULjob1o+aYzcwAMXyb/cI7+f0jlrVDWp+/tKsy43Z902lb20aD849W/dpm9d6Poh+kcf9tUDfu+E3jt0T5nWQ+qynJQDO1PTf8nK2J2ZvjMjc29Wzq4sVV5+oaO24lJHxTNZ/ckLv7F0LEB1Y9riJ3TTmL7KXpeHl6gm4LpnHvXbAej7MPBlyLxyHHzSZTilaZmFTRdA44LN/nuXZ0Hm75PkDC/NWS2LNss8K8yy4oQZnkHYOYK7bYbvw+gDCHoAEldMyPkW4/UO4IrWdKvDdLO1Y74deAMw7/TweyO+ZEJDIBYCkfUO4w8jtASRGwi+CmDLZmQDw0IwEYGJCCVv0GKYd0QFW1Syx5zeGGcLyPYY54hYHGGKD1Lc37lGWDlKCQolKKxtS/ZGJUeEdiiMJcrIMbsnLtoVzrpJEgpjiRJMlLVGBVuUkSMoEyaZCE7GWTlKc1GCC4FIAMRitBjAyCjGRhEyAmNBE7REsTsGIMNFfeW73qa3PY1fD6unhVprXfYxQ9l1qe4CVP6qt3XpHPBqUPd2oG35rP7dEfWIsWSoNXeKbb4nN06ytQvO5g/DHSunTC96W44ZC27zNStnwX9+6Fq/iPw8qnszqD5tLm3PToVz00Yqssa1ZU9E9Sev+Wcf9tVj+uaDv3QhP/rhtT4ielL8MYDNM63jxhq4KG/3nn0709J+y8r6LTNvt0r1W5aqvqToaFPxbXPVWx/00Qf+6EWWupFnouaNzfyIaZmFG4aai5ia4lP6mnmxfQou/TJg/Dpo+jAAXoVab6GGuyz3cbD7ld/5QGQWCOoBzT+22J467IuyZR4TZozEHZicg5hbRmjSCN5sN11uMVxtN1zVmMbbTXfU0B0dPtUB3VObnujNX7XgqgmKYEQEpxWYixihkBlfR8gwxW+A+CaEhEkqiFNRRo5wrjhnD/NSjLfG7V0h0Rm3exWHP+7oXpfd65x1TbQnrL6Y5N62+BTJnbD6IrI76eqN2LoCoiNAsls2T9LWFZedYc4akh2KxRUXrVGLK87xMdERYSxRzpKw2hIWV0x0xEV7mOCilBQT7Zs0F6LFDZwNwVTUBK/R8o6joOG0uuyZrep5V8PHgdbT5lJ3Q+6AvmhYXTAplL/qbb3F1o9z1c976n+c1s/wNce0xTeJ6uf+1hc96rti7XN/40Nf04Kt/jxcdsZYsuiq37hIhMfYL0d0r7uaRzqKq9IOmgsyTlVlX2nNnTJV/i5q3jgN37qhtWHq5xAZHGFjF50/j5EbQ9TGEfatG7plrPDWFWSlH9i17+DOrKxfM1R7M7NTVXmWxsp7lOa1E1g7zK8Os4GT1o8+8+dO+I3D9EzUPWRa5qCGkbYyuaasp7FkVF/xYcj0sd/wwKYbBVpPwMZJjnrlts5T7CLLPSKZhyL7xut+5HTdhuhjBuA0BN5EsYvtxpttxmst2rF2/cV24/E2w7lW/YWGtqvthtvtwIwe/ApyHzqgzzpgTQ+sGk0RmFgz4WGKDQNYHOMUgo3BtMIKCkTGaT7B2aIEE2OFoGiNip4oJwUF25a7L9k5qPh6wi5/0OaLObqCrr7t7sNbnuG4cyDZeTju6ouJDkVyxK3uqOSIu/1JV69idyds7pjVHRftCicrkiNE81HJoTh7w5wlYfUlXF1Ju1exuBI2d0J0R0XXBi2sEmyAFmOEmMTZKGvdcYsETrTlX4KyF72NT9z1p02F/erCS0TV6762l/0NM1LVvLX6VX/L0+6mF71Nz7oa3w02Bs5C66PQq6G2NwPNT1xNN/Dycbr2rLlsWqhbP0dsXqI/9Wte9eimmSa8urA8M2WoMuuWungWrnshtL+2ab/6zKv9xHI/tjpMrR3iNg9zgWPsSg+00k+9cptn4aZTzcWmUtVvBw78mpLxW3bub1nZJUWl5/XVb7uJ2NW+jePi8gDxrQ/90QWtHeLCJ6SNEea9x/zaDtwnm31NpfqyguOtZe/6zM+8muP65mGj9ixkmLVy99yuBYv0mODu4fgjC//SY79DSWMGYtaITeqAU5X1t8oqFhvaF9s0TzX68UbNpRbN8aa2Y42t19S6uTb9nNrwsgNYo60R3hFC2BUTEgTQCE4qKBvGGIWUFJJWGCmBUTEYVyguQlj+TkVhpLjVEbO6I7wtbHErnu5YV1/M0bVm9wf8g8meo9sDI1sDpxPOnoTDF7V2KYwlJjuTsj1h88StrrjFq/D2pNWXlJ0Rio2RbFJ0xB3dEdEeFN0xXk5YvEmnPyl5Eha34nTFnT5FsAVwJkzLMc4WF+0xQlxlhB2jhMlbk3URKf7dX/PY3TSkKRrQ5d/ztQRumpeOqd/2NG5eMsenkcgYEr2G/Rg1b14A1s8ZQhcNG6P6pTO6l73tD2xNd+x1L3ra1kfR8FX8fW/Hgq15gm70tJTV5mT0lGePteU+EzueyLpFquGTyxw8RISPi5sjTOS4HDph3Riifw6zX7vhlX7iUw/6zGo8rymzlOcW5uTsSc/Zl513MDtXU1ZwE2haHrEERh3fBsjVI5bP3dBKPxE55Uyc80RGbcFj8vpR9rXTcNpQ21Fepi0oPK0pOQE2cY01wyb9JRCYloTFbs+c3TaDYos0/cJpvyMLF03wDYh42GIcr6x/0NjyubryW035i9amtxrdN43xg0a/0Ka93qw906Q93NB6obH5Xpt2CaLDiBwTPGFSChrBgBmKgGiclEIwEcGIKCXEeUkRLAqKx3EqTvMJizvOynHRGrQ4NkRrxOqJ2/0R2b1mdwddPWHvoOLujzt9W+6+bas76e7c6jkWt/uTnj7F4f+j/3jE6Y+7/YoghSlekRxJ0RYlyTgvRWRvzO6LifYtiyvh8m93Hoo7fXHRHudtMVtnhLFtMuImJccpS4yzhUlqlbXs6Na1HDKr7siV7/uaZ4Xq/sbcu3JN9Io5MgnHb9M/z2qTt8jkDJWcYRLTZOgyuHoOXjljXL9g+DTY9rJX825E8+Wo8YmveeMSunoW+XEMeNFpuMO1jZoqDGUquDj7ZlvppL7sId38lG99LWuf8+qvTuPnLsMXr/mT0/TRZfjsR5cOs0tDwvdefG2IfmMDLmhq8JKcgpyMPZnZO1UF+3MKheqSp5Lmex/1yYctDRIbI1z4uH3jsDUywoVPyV9dhs8u82NGPY+3XNKXH28ury8tay4uttRXuZobL5hNV1Fw3u+eddhu0dQ0Qz2UpHs2cYblrprxm0bwTpvm95aWD83t36prvtTUvGlpXlG3LWtaVjs6Pms0rzqM55oNx1r1t1vUj5ravnQYPutMXyFikxIiOBvRghEjFMMZBaPDZkgh2JgkJwRrDGdiBBVF8LhojbDiGkqGBZticYUFa1Cyr9u7A96Bdbs77PImbf643ZtwdG65ure8/du+oT+6Dm8NntzuPrzdfXTLPxyTvBGai9FywtGZsPrioj3K8H/4B+OegbijO+Hs2fL2JryHks6ebXunIrkVZ2eMEIOcZZN1xSSvwllDOL/O8juOmZtHjYWPnNVLIy038aJzHfk/zxi/nTH+PGf8eRlYu6rbmkOXznfEJ+jtGUK5ia2c1r0baHvsbnrqbXnbr1+7AIZuouvnsI3z+Js+3VOX5plHfd+mGWwvqy4sQqqL+puLD7eUjTQVd9bmDtbnO6tz8Yp8W2U+WaTiKvIsteWHNHU3sLYJunUMbLqN1l1TF1vLMtvys/KzcnZn5OzNLcgqKvQ3lj6kWp8J6kdcxwu545PT9MYDj6HqC8aWi7qGUXXNcEOFo6KQqi6SGypctcVAWXGOqoCurL5iBmZp+J7H/qK3577TOWcRpkh8Qebv2oQbBHUJwu7qgDcd5p9a3cfW1uWG6rutzZ/1HRtmTZRgIjAWAohPGtOjVtOMBrndaJhr65hr1zxrNb7vQFbMRAgXghgTJPg4zoQBIgrDYYRUWCHG8ApnjaDUptkUxYkILa3S7E9a+mn1rvO2ZV5ac/as2HxBu3/bM5z0DCTd3THZ8Wd3V9LVm/QMJLqObg+d+qN7cMvV+Uf38B/eQwl777b3sOIeTDg6FXtf0uZXOg8lvIMJd/8f/v4te2fc4o+Kri1PT8LRHRHcYYSNCvaI5I9anTHRHiH5DV7e0Q9orlOV73oal05qJ4mim3jR6572Cb7m1aH2n6O64CVo/XxH6Dq8PU9uz2DKOLJ0yvimv/3jcNvHw+qNC0jsOh4do4IXyeXTxFOXZpatX7BrbxO1XHVRXkFuanpKamp6TlpaQWZaWkpqSkrKvgP7/8uefXsOpv22b/+v+w/u2XvwwIEDBVkpBTkZxXk5FSpVW35Wa0F+ZnpGekbOQVXevsLig/mljUX5JxsKTzaXdjVW+TWNeHlpa1lxVVF+WZ6qNL+wRJVdkJ9bWFicl1+cmZKVp8qtKi06kKPCyyuumsx3BPGR2/N7d9eMLF7nhDsC93G4Z4JlzpvByyDwQg9uGtElneGHThfs0GzqDWGMUBAiAuIbRiiMkCsGKKAxftcBz/X4nAYe0xgnWjquNanvd5hWEWoT5dZh5ifKbUJYCICCEK4IthjJRxEyDIIhFI/CaICkFc66yfPLNvd32bYuOYKunm+sJWb3KNbuuMOTsLiSVk/C4k66erd7j2/1Hf9L3/Ht7qNJ3+E/jpzb6jmWEN1xe9e2o+vvfS1idcXt3qSnL2n3JD19MbsvafMnROeWt3fb2xskxTBCRjlLTPDERWuctYZwNsLKO6zalnGp5uNA+7dD6gW+/JG7ZtHZNGOvfdrdFBlDVkZNK6e18VtEZBJPjKPBS9AUX78g166fM2ycN25Nsn+5a4ndYFbP4W8G9A+d6ttUw5xFPY7UFeXl/rY/Zf/uPXvS0/4hNeN/T03/h7TUnZkpu9NSD6akHTiQsm/fnp0pqX9KS/9TquqX/Qd3Z6bvyS7YnZH7a0b2gRzVwZzs/Vl5e1T5B3JKdueXFuXlNpcU1uTlZGblpOTmH1TlHVDlHchS7c0t+C23cFdO0cGCwn3ZefvySg8WFBzIL9qXV7w/L89a33AOBB7axbs2adZmnZUskyz/osvztMt9g2XHEWwKQj+aiKABXTF2rJqNIbMxajRHcDrBSEEIDwJQCKUjGB+G8AhOB1BuxUy9MNF3OsCzLZrjDZp5dcdXte69mVgmbAFM/AnAQZjZQJkQyYVQMgCjQYKOUFSUtYYtzlXBssJJ65y0LrvXJddPQYrY/FGLR7E4Fd6ecPgSju6k7NxyDyR7R7YGT/wxcGK789CfB08l/T2Kd2DLP/yXwZNbfcfirp6wo1Px9m11HUq6O7e8vdvunrjsScrOhMUdF+1hCI/hTFK0xWhRYaQ4KUVhOkILOwYB9SRb/eWI9qW/9lNfw8pJ9fIZzdJ5cPU6sHULXz1lCFwyBa7AmxfhLyMdV6kKX61qVq4MXIRjN6C/zsnRCS52g33br3vqaL2K1Dxw6h5Y291tpTk5WfsysnPzCooKcyvyVC2qbKA0HyvK6qpTHWks6m8uPtpSiVaVVOVn5Wenp2Tm/JKd9Wtm5q/pGb9k5O3Mytqjyt+Zq9qdnXMwv3RPTt7unIJ92aoDqoID+QX7c3JTcvNTclUHsnKKissbSkp0VWVAbRVUXZ5XVLwvJ+dAYWFqUWlBSekRdccFALot0Xct4qwkzdott1nuo98za5FGYfI6gU+a0Ddq8yqEb2JkBEbDEBKF0ShGK7Q9COFBMx5DKYV1xFFaoRiFsyYYKcg63hnp+Vb9lRbtOU3HCy34XGd6g2DfWMcKKmyCcBChgpJ9GSU2KfGt0bCJUBGSX2WEDdEaI+kQKyds7rBsjfC2mNUdtXljDK/YfAl3/7Z9IG51J/0DSc/Atmcw4R/advfFHb3bnsG/HBndGjyxNXQm6Tsc6hpWvANJ35DSdSTRczTp9P/hH064e5N2b4KXopQQEx0J3qEwlhht2bL5o4I9QPJfKXbHDdI0b2v7MtKxNNy2Mtj4daRl44YxPoGGriKbF/WJCeLnWeDHSd3yKc2cUH7KXHQRrbzF1n44aojfppQpKnAJf9OnW7C2zDBNV+DaR96OM0h9Xm5OSX4OX1l+XFN7qql8qCb3alv+vKF0Rls6rSufM1UvIPWT+vJTdfkjTcWuqvyWwtz8nOwDGSk7U9J2pWXtys7eq8rfnZX/W27h3tyC33JzD6pKd6nyUvNLD6ryDhYV5eUXAxXlzubyS0D9LV39lKlyoqN0VNsgFKVLpTmG8sIUVU59WeURo/E8gY9J9LzNumh3POp0zlulaYa6RpPnAOyKCXpgBD8B1AZrjYh2BSMDemgDwWO0HOdtCilHUCaOcQlGSlh9CicneWuckhWM3kSolx3QAzM6pwVmjfCCVv9OD38CiS8gGST4AEyGSG4DJTY4YZOzBHBmHaOCrKBgpMIKMdaiyLa41R3mHWHBGpMdIbs7ZvdsuwZi1r6Es2/L1a3InqRnYMvbn7B2x0THtmcw2Xl4S/bGPUNxV1/A3RN19yme3mTnsOLpjctOxdq9Ze/csncqgi0mWRWbT3H3xwXHttWt2HxJW0+Mc/xgLDtOY6YJvu79ofbvx9ve9jR+GG5MzhJbd6jIZSB4Cdg4b/x5xrh8RvPpiGaGrp6XKy/CVZNs9YdhzZ+nufUL6NcR4F2/7nmXdgxuXHCYZtlmXWVOaVGuvaHqEdb2kGh+hrXOgfV3TFW3WgvvwM1jYNMFTcmltvKe6tyjFdknGwqHawqGawpG6ouhspx0VeYvKVm7U7J2Z+fsyy7Yk1+8JyNrb0HRHlX+vtzc/XmF+7Lz2ipKz5gan/DaDx7oDa+bMVSeby652lrcW5HrL0s/XJYtFedlZmY3lBYfBow3WHbeYX/s8d63O550eV92+hbstssMe96Mzpjg+1p4jZCTNv8GK69BaBChFEKMwWQMFyIIrzCWmOiIsa6E6ExYHQnJluClGCsEUDaIcd/N9FcjPWEAp1r1N9WGRzrTVx342QAt4fRPGN9AqU3OEkSwMEat4WyUs0QoNkpbohgbEeSQ3as4vHGrK2rxJKydCdGdsHYmnD1b7oGkZyDp7Nl2dCU9fVv+4T+7OxOO7oSjO2n1xXqOJnpGIs6haNeI0jsS8Q4qNl/S2RWTnQmLK2HzJD09CUd33NEdFxxJwZmweLdsfoW3RwlumZJ3XMLAW0Lj+yP6z0ONrzqbPh/Txm/Tsdv49zPg2gV4/TyydgFePW96P6S9I9TNWZtu4LVvBrShK9jmqGntLLJ2Fvk6aLpvbxkj6mYtphFdVUdZ4Tjc8oTSfPBA9yjNTV3luL6qv67IWqmCywqb89Ox8jxDvqpKldVSmG0qzmnPy+ILVP11xUBhdkFOxt6U9N0ZWXtV+QdURftzCnerVL/l5+7LzN2jyj9QUKotK50j1Mtd2DMrdl7fYq8rRyoKTKV57WX5pbk5hbnZ5bk5BaqcfSkH8dqqkyBwEYGnLdbrDHPP7Xrgcb3wux+7bVdg9LIOva4GFjqoz6iwTvEhlAyjeISUQgCxaYLDABZCyYhojwsuRfYoskfhnX+4OhPu/oTVF2N4heAjOL1mBr+Z0ScAekcNjLa139cCn4zAuzbDN4BeI/kQRW0SzCrGbyDsEoJHWasi2MKUqNg8Cm+Pu/1x2Rl3dsY8/VHJERVsSVfvtvfwtmsgafUpDv+Wqzvh7FNsvrjki3P2bV9fsudoxDccdg+G/EOxvsPx7qOKvWfb0x93dm67BhIWb8LRue3t3XJ4E07vlr076RlI2vxJyRUmmTAj7TgNqqfE1ofd6tddjS+6Gj4caouOEbFxbH0UDVw2J25hn49qvh/Xrp/Wv+lvvUbU/N7VtnoGSE7i4UtA5Dr28bDxpaf9Olh7i2mbxOqQymKhsvQBqXnK6x9zmoH6YqZQ5azM81UXD+nrRgy1N7H2aaL9RkfdSHNZX2P5QHO5OT+9PT+3qiAvKyM7KysnNzd3n6poZ3reHlX+/ozcwpwcVU7G/pz83XlFKbl5tqbKKbR9RF/P15diVQWOpipfY6WnppQuyyeKirSF2eqCvN2p6Xszs9wtDaMQcJMjLzP0eQq753E+cDqedrnn7eJlAD2pNV3SwY/M9BuYWiaYZQDYBGGFEDcNUEAPBU1QhBYitBST3ApjidOiIjkVuztidSYEa5xiogwfI8QNCAiByDpCf9QBUzr9qEb/RAd+6DCvgOQmZwsgyApCrWDkKsasE1yQkUOEGGMtIc4ekb1x2Rlh5TBnDcv2GGcLsZaI4FSs3UlHX5izJiRHXHYpzu6ks+f/y2BHZ9zbE7K4w56+iHcw7hkI27u3PMNJpz/ZOZhw9sTt/rirJy7ak6ItKTi3HT0Jizdh8SqsLcZKMdGx4wQKzfGtD7wtz1xNL7vrP4+0/jjVHrkJKNfNG5fAH6e0b/ubPxxqe97VsOiqf9bZvHLKlLxFJSap6GUkdNH8ddj4YVB3ylA7LqipptIyVe7J9qpHnH6RM/a2VPPFxUf1VbeQ5nG45XBLpbuxBK0u0JYXNhXklebmlGTntBWrqKoCsFxVn5uVlZG9MyP7l6yMvRl5+zKyK/OyDWWqnuaK/pbKyvy8P2UXpOTmF6nyynLzoOqyI23V/voSfUFmQ56qMCO9qiCvoiAvP0eVW1x8MDMzNUPl0jTfwLEZibvKMnMO64LDftci3ndYr7PkVZg6Z4ImWjTzJvoVjP+khR8wtmEEIkYoBBBBFA2gdOD/HwfjnFPhrEmbP+Hu3fb0JwVnXHbGRTlOCjGCiuFMACRWjMZXEHah3TjSpJ3RAB86zD9BLIywYQBZM6MrGL3GCCFKWsWFEMkFOTnKWhOSLURJ64QYFOWoYF+n+BBr26RERXLHeDnJ2xXJmRDdSXd3wtmXdPVvdR1RnL0hiz/k7o66B6L27rir5w/f4aSzZ7v7aMLZl7R7Y5JbsXclrb64aI3LzoSjMyH7Fd4Z521J2bnDYTLfwGsfdbbfkys/HtI+72l8P9wWvG5ePq1+0t2+6Gy6b6/4fkr3vLv9aXfLlxFt9Cb657vc5kV0fRTaOI8HLyEvO7VX4Npj+tqyzAx3c/l1pN3fWnXW2HysvfKWuWFM19hTV+5qrDiMquf93AmsozZf1V5V8mtK2v+Wo9qVlrU/NS0rM70oPT0rL3tnSuqv+9J2p6Vm5hZ2FOV1tpRf0DSc6KjKyUjdlZq2NyvtT1lZdUUllupSqCCVrSv1g2q8ofIUqj+YnvXrwZw/5ajqy8rL81UHVXnu1uZR2HyDIS8z9IRFuOt0vOntvuewTOLkNRN63WBaMKJPAfYNwv8g+G9GMATCIQRb0xt/GsENUgiTUoS3xmhRcXgSns6Esydu8SYs7jjHx2wuRbCFKDKG4hEICcDkqtm8DIGvtLor7Wqipm5MC7034m+MwBKMbBJUgCBWCW4ZpVdwPEAIEVaO4OwaZ11npChtiUr2qOAM4WwEZUI0G2PsCUaKyY64oztCyVHOEnd2JjuHt+y9UXdf2NOz6fCHrZ0B0RFxdW95euJWd9Lu2nJ1R63OpODcEhxx3qbInoSzLyF3xS3+pM2vMNaI1bXDbTYd1lTetTe+6W/fvGD63d/68UjH8qj2aU/dgq3+bXfDy+76z0c1zwqCq0MAACAASURBVP3NbwfU4StY4Aa8fh7+dsL046Tx8xHd5xHjdbRpFKzHqkubS/J9LZX9LeVCfWV7SZ6vJl+qKx7S1nw/4/5vz6f+589X/+f6m6sexlBTcYiFDmam78zM/1+zclvKSq+ZGw0lxXtSs7MyU/ccSN2dktVcUni0pWZBMnz0IzfI9ryc9F2pabuzs1NUxfUFOUxDxb1ey7//Pvts9JimpJBpqt+fk7srI//XjGy4snQOrmsrzrW2NY5i5imrOCGwUxbL6+Gud8P+Oat4HYIv6ICxNuMTMzIDEC9Q7jtKbhqNIQiMo2TQBK2B+CZGb6BEXHbFLD1RwRa1uBJWX9xi33L4tn1DW97+pOyMifaEYI+gVBBGNgE0AJOrIHW2ta29WEVXVve268fN+FMQ+4GyqwT9A0JXAHQNpYMUF0DpDZRYpfkgK4RoNihag6I1iDFBSljHqACMBykhhLMx2hJgpQgtbbt7Eq6uuOCI2X1xR2/E1R9wdkdsXVFnr+Lu33b3xazuqMWlCJa4w5MQ3XHWmrC4E9bOBO9KWNyK5I6QUsLZs8MOwp6myrNEzcsBzc+z6uWz5p+jhm/H2t8OtS+6q+9Zir+N6F52178bav14SLtx0fTlqP51b/PyadPXY+CHYf2M1HLMUCnU5KtL8zsbSr2Vud6yXLAiv6YwpyY3vau5fOvGkf9c+v0/wx//5z+G/zP8cdRi2p+VuT8rMzUzZ+f+9D9lZAiapsRo112sFS8vLSrM/VNa2r7MfG1Z7hjQ+tGPrR4SHkhGqCwvOy1rt0qVlp3rUzf80+Sp/+PD0//8+n5tdjw9Pf1/OZCyK6fot7S8XzJV53j4uxPw1pZ0tbYPG3VXOXacp6YE7u2hgRd+95RVvAIip7XmSU3HUyO4CJGfUHYNomMAGNDpoxAWgZAghMcxLgKiEVpQJEeYs8RsnQmLK251Je3eqChti3ZFciasDsXiDHOWGEEFjWAIpd9BDNvU0l5erimphKoqbXrkuplYaNN+MqMrKLYMwssIHAKxAIgFGSmKC0FS3MT5NRDfwMkIjEVQZg3EfwLgEor+/aQQ5qwxWo4JnpjgUXh7zDUQsvUErd3r3qGAfzBk9297D8VcfTF3V8Lqi8hOxd2f8A8l3N0Kb09Krri9KyH7o7QlJnljjp4dPSRjbarqbi2+TDTd99Z9Pqx+29/085T6y6Hm112Nq2cNP0+0fxxo/3ZCvXEJXD2HLh/Xfz2q/zxiXDsHvx80jJpq/I2l7SUFcl35JUPVTVPdJNpwwVDvaijlKws7m0q+drP/Mn/p//r5+v/+c+D/+ZetP17NaSpVvx3M3H0g47+kZWRmZs+76Mhx/zsLdl5fh5QXZWSmZKpy+NrC53bwcye81Is9Ewwj7ZXFedm/paRV5ubfJNQverhPI97g+Og/3bkwZGrPVOXszUhPzc6269o+9YvOugpDQV5nS9txs+m2VZ6U6GmJe9TreTPQPSdKF/XmE636x3rzd1j4jMsvIWwJxlZNujUA2DQB63pjwAwGYDyMUQlRVCz2hMOXcHcnnV1b3sG4oztudSdZecs9kLC4k7QUpYQoggcMwAoq3DSSumZ1Y3W1rqJSrK4B6xssau14h/mjmVwywasQvooQKxi5SVBRRt7AuBWCW8LJAEqHEXIDQUMkF8SYAAQHzFAAI5cQMiBIcU6M4VyYEKKsNWLxRTsHw9bOoL0n7htM+gcS7t6wrz/u7Us6uxKiW7F1Jm3+pNWX5B1x1pp09iStfYroj/AOxeHfMUBx1oZmZ0PBsKF8gq976Kia99Q/9DW96Kn/elS7eckUPK996W+8Z6v+dET9qqdp7Rz0ZUQbH6NXLgBTXM0VQ621NtfbXDUBtT7iOp5Y9W+84Du34RHZMlBdIJTmm0qyHE0VR8yND/uk8PyVf358/fshh9BY01qQ315afEzXMIVrjpmb5YYquKiAL8lDS0uyM7P8mvoXLvDnIep7F7WAt08jtXxl/q6DqelZeaX5+abCPKpENdhafgFoeMiYx6F2Z1Odu73uImYQygsaVRkNBQWDmpZrFH6BI6+L7B2L7aHb9aTbPSvzp/W6E2rtC735dyPxCZV/EPKaGV0x6jcMpg0A2gDMqyAYJZgExiQkh+LwJhydIVaOy66Ew6dIjqTdm3T5tlzdcatb4axBnIhAQADlXoGWznZDfUNTfXUVUlXJlZV3lJXaGxv7NcaHIPnJjH8xwp8hfNmMbQBkEOM2WGuAFsMIGcXYKMYGITyAkRsgutZh3gTQEEouwdgayYVYS5gQogQX5SwBVgoKjoTFFedtMXeX4h6M+Q5Fnb2K7Iu7uhLOvqS7MyHYtyR/XOqMC66EtTNu61Nkj8K5FWfvjpO8LLWpLW2Vg4bSS1T9OFV+R6qet1bdszY8djd9GdFunDU+dNfd4Com+epHnqb3hzo2L8KxcWxWbj2mre6ry5UqC/paa66bGxfp1lcu8EsfuXaEeuOBH3DqS6Z6vDRLKEiD8jOAggykMJOozBaayh31+URFXltRDlBZWqbKLs1I1xXkeipUw1XZtZlpNYW5JzvqH/OG1aPSaxs0Dbdc1hSTxVm79h1UZaZhVfn+6sJTLSWjTWUnm4q6ylUnq/P8Fblscba3LOdQZV5vdW5zQdZhXetpCByzSGMiN2WRbsuWKUmeFoQTatOpduMLg+mzmflgIl7D+JIJXtUZN3T6CACvmYB1MxCnWYWTtyT7lr1b4awRmzfh6Ey6epMDIwlf/9/NHaPlOCfGcSoGoRsw/VjPM/WtHdXVUlNjb3ujXFtsq6v3NNV7mhqPt+kfmfD3APKFoFYRbA0mQjgbIaWfKL1JcCFSiNFiCKbWEfIHhC6Z4GUQ/mEwL5nQrwD6HUJXzFAYo2KsFOdtMYaPyY6Q7AgLNkX2xG19cVefIvvivmHFPZi0emK8NWHxJkVfUvDGRbvC2xXOHeZdMVffjh6KRdu15ppyvib7uKnwobP+sbvpgbPuAlR+BS5+N9T6/bj6vr3hjqP1FlPzxNO06GpYPgW/7jOc0pWd1Fb4K7PlqsLBxrJJU/Vji+6N0/CjB18ZYiKnrT+G6KdW8wzQMAPVP6BazmtLfJVp1oo8ND8NLcoy5Waw5TlkVQ5ZmNZVnj9ckXO+rtBZlVOcnQaVF14zN37pxH4MsR+7iEVK/RhudNTkp6cdMFfmnmgqGanOP1GVO1yZddlQcY9ovUe0jnWUTOgqHnPqBazpZkctW5l3qKPpDAbd7/ZN2S23HfZJp/0my9zEicMa84V24IVa902HfgSQ92bgGwCvanQ/21pDCLasN0ZwMsFLcVFWZFtCcgRxXLE4E77+hHfwr0cvJTuHk86eLVdvlBEjNBfHKQWh1mHunoEHq+qEyvKjRvVdJ3NPBH/30ie1ujMNzf3VzVfbDS8B8icpfkOIDQKPkWwQoUKEGCTFDVoMwUQIxDYodpWggxC+aTSv6MyfNLqX7e3fjOYgjEZxIkySCsVFKUkRLHGrOyY6YqIjZuuMO3pj7q4te2fc7k8I9oToVCzOhMWdEN0JyZEUbYqtM2zpjji7dnQKcntTW0tVpak0u1dd8Kqn4UV344velhmh7GVPy6fBtu/HtU98zbOWhimhdpKtneUb3g/pJqj6i6ZyX1ORpUY10FzeW118VVP1gGl88v+S9JZNcTQKtG7+zK26t+6pc/Z+JQS3cXef7pnunnYfd9xDhIQQCB4SEkKEuLsDwQcYRpC8+9Spuv/hftg/YtX6sp71sJa1Tjx3nj+Zbc8PR1e68I2z7ForvNIW+BQBn1HGBwH1EmZ6F3c/w/W3AOWorfmCoqK1seKcrOK8ogqu/xNsrBiyKp4ypr1zofUu7DXneCU67wcMCWm9tfLvdlX9pEd9z68a11RfkFRdUdfOOSQvBcfniONrGvqU8L9h7bN2OS2p6XVYRjD4VXd2MRFZTETuZeLTJDYJQKMe77QLeGmyvXOA30B404388qE7Dk/O7d5xeYoYU8bJMkYf8pEiSZUZvsAHi0L0ONF6HEqftPQdpbp/R1KH8ZYCSu8HmDzoL8L4DhS9ZoXt0saEVTvNoUsJ5kc787UVu8oCfWZdn1bTpzfOW8EXAPU5wO9S/AHFFVC6gDBbPngb5XZgtIhR+wSzh1JFGN/yeJcdzq9Ozxeb9afLt+r178LEMRUq4WSJ5A8JsUAKZS5cDMePwsmjaOtxpqscyx4nWo/DmWMucSgmy+H0sZA85OKHbLIsZvN0qhzOnuoMx2C7U6/QA42VQ67aH73mr722FzHZHVb6ImnYvmzdGQFXh9xf+myLQe0Y2PwgqHkUMV4DpLcJNS09HZJWXzA1d8lPz9qaXtK6Z4hquRUpXBSLV+J7w/HDa+n/7/7Q7pX4zw70teh+RtmXSMubGPguDl83N41oas4qay6rm9oUVZcNjS3yOn/1v9Ka2lt+07cWrDSa3DnLvOUct0HVAqiPKeqAmj971JUzbukTyrLgU48Zasd1tVOmmkWv5DGh/94Bf08Bn6LeK2YZJ68fsFmu4eRCIvwgk7wdDy/FoveCwXmanvDCM27wrtn1HoCX3f4NEN0AwG23a93t3nK6D/xIIYAWMaZMhQ5JvkwJRSFaDCfKXPhYSB5Es//JDBzH24tCqESFShR7gKI5LLiLxQetbpdMehH2vmoXP7VQB1cSB6Nt79L0HGy+4jb26gyXbcBNO/LIQ26yqQIVzqH0HoRuQ4F9nD8g2CIX3sfoPM5swdgWAKy73R9c7g8Ox6oX/On1rUFwHg4UMeKAFUo4XSCFIhM8Dmd+ZweO0z2H0daT9sHDdHc51vpbSByHW45jbSVaOBTjeSFZDLUV6UgxmDwl4oTdbDEazcbGxozuzBNR/anf9qHT9iSqe5PRFWZ8x7eI4zt0fgp9lXK8a7W+a7GMAk03ocZ2TQXe9HdWXdsrPZOV/DVllzxDNI8w9Ze4e+8sVbgULF0K7w+Fc+f5nXPClxR836ecccpmAPWYWTJjk0055dPm2nm3/KpDMmqVjjsUF/X1rYqKWY/qhejaGRBy/cLOAPcl7X1FGd5zrlZ1PVl/pk1bO2ZpuOWW3AtontL6F7z5Ka1/E7Qst2F7F2JrXcxz2pSUnUno1KN+1x2RvR0N3YkGX2U7FqPhRYaax6gxl2/C6Zk1217Z3atuYBnw5kD/tgvctlr2AF8RxfIYmYfpMsaWaKFAs2UuXOTCRSF6yEdKkfRJouco0V5Oth+w3AFM5khui46uAmyX1gIqmoYg7+sE9j2DbfaHl3vZNxHvIxq4x4CjfldEqrhg8dz2Yg9hegOP5BBiD0L3/ehugM6RXAHnd5lwjhZ3yeAWSmzAxA+n+4vL9cPpXQGhX273lte/B6G7AbJIcP9NdomJ/k50HEZS/8n2/ZPuPxZjR3zsMBQ/CiePgoljIV4OZwtcrCRkClTwMJI6RcO4zWTW6LQqWXNW0bgIKr73u4rzZG4YyF3zbV31bl517UzAP877XreYf55zvkgannG6s9a6QP0fCU3tmLO5TV4xqK2eNtfecDXfckuWEO1aK1waCu6cE9Y60a8pcL2X/xB13XDL7vhVs4DuJih/HXS9DLufs85HjPMmoroH6WYA5ZRdMmyQ3IMMn9NIaTS+e47b7md/pOE3hOUxrEuo6rx1lX36xim7bM6pfME53gu2tzHX1wyw1oHsdxMHw6GNTuoxom9V10e08nEIeJwIPUnFXrUnPvR33YkGl3jhBklccwGjTnBeY//qpX4h9IrTs+Z0b4CeNZt1y+Mt4GyOoHfQQJmgjiihzHNlmjuguGI0WQimi7H2UjibjyRyyUwxki5i1DZBbKP0GoDGFWpYI5kn3Z/S2M9OarmVXukiV3vp5S7mSxtzPxwIKCSEVjPhRq6ZwCWAWUP5AinsANieH97FiH0uvMfGcmxwJ0BtQ4EtlPjqB786gBWX94cHXPN4d3y+vC+wiwSKJFPkwiWUOWTY40j8d7Lzn3T/cUvnsRA/FJPHsZbDSOaYSxwLyaNwco+PFsRYmQ4fJTpPMRhhMRvtRrPTYIxodOeMskVSu3IW3Bvxfe8yfuk2fm433gppPnQ6f513f+xwPOQ0C4HmeHNFoPbPHnPjvE8+YDg9qPp7zFA7pquZNjUuQep3gnm5HdrsI7a7Aj8zvtdBx3PO9IyxvRCdz1n79yy00h14Kzo+x4B3cfhN1P2CMz0mzXMu+Zhd85AyfU1DW2e57X52q4/b6GHW2okXrKVVU4c0/HXV1HAb0jyjLZ+TwNeE72crutGJHVyMrrYGvkRtPxPghF1KyWp7rJbrEDrH0DdYbikdXYiFx3BsjqTvUNwtIDBhc93S2T/boZ8Qtg0FNt2eTa930wNsOlw50L+LYLsBskDQZZIs0vQhwx4F4wdiZJcL7grhIiPs8aF8JFUSY0WSyuNMkU199OKoQuXXqO/Btm9J/9cWZGcwstbP/upmt84KG33CIusFVM2qpoaE1jRick1Y/I/81I8AtY3SqyC648cOmOA+wWz50U2U2MbIbYTc8gBf3e4fALDh9m+6wE0IycHIXgDfw+kSRRdo/pAP/U53lVt7f6e7TuLZo1T373TXSar7ON7+O9ryO9FxKCbzXKoYTP93RniKwHCv3Wk0WO1GM6nVD+hVjyjXy6T1UVj5MqbdHLT/uugc90vft9l2Rj3TqGLc2zTmbA5J/2Sa/xwxnJk2144Yay+r/h4zVF8zVl3TV89YahcAyTve/iXu/prwfI87XrKGB5juddDxMuL8lvYtt2ErXfhyFv6RhVZ7uC8J35e09yFuvmxouOSWv2Dtn+LQxyS0M8Bt9pHrPfh2D/0maOnRVhMNVVeNzfdxw4eob72PXmmD17qxXy3+9R7sE2t+QRqfM7ZRpzyik1xwuhYx4iqG3mCFpXR0IRmdD4vzQe42yy+i5D2v/5HZ9cXsWofRbT+y5XT/dLi3XZ6837cDwXmELPiJIkaUCOyQjxxFs0fJ7HEokQuG98PxA5raYcPFdM8qxRdoPs8Gt8jYpNLkqW+kjarntGmlBf0Y828NhIrj2aPp9uJ4drWNGnDplXVVNTV1Bpk0ZjS1GO3XbL6HHuS1n/7mw34FiDwTyaN0HudyBLkOwDsEu4OxnwH/qhvY9gK/3J5lh3vT6/3l8m344X2U2EXZPB85zvYeZfqO4i1HTPgo3XmSaj+Jdf4Ot/9Od52kOo9jLcVgvMgnS+HWUrLzlNXhddpdCq1BbzA5dPoei20asD6Jux4EVc/i2m9dlm8DrsWgbomTThOySUh2wStF6/5imv6dVdZO6qqnLQ0TxvpZY/VVY+U1S920uXZYfeYOqH7P2d8F7e9ClmeY8pazbtHb9KuTXO3GljuJ/cHQ1kBwo4f6GAU/xT2r3dSHBHTHr7psaTpnkcwGDPOI/n3SnzvP710WT6bSG934W84ybGzE6s70KOoewbr3gmOjnzu4HN4coH+kAl+T7rei5Z5f+wh3dJskKb1mBIJmGGyCwRfDoZddLU9bs6/aMk/SkRkEWyTwRzDxwGh9a3F9BeCfLs9Pu2PVDeRA/x4Ml1ixgLMHAWwPw445/liMnISTR5muw1BilwseivFyMF6OtBTCqXVC3OXja0J8HaJeGhy0QtHt1a+3oh/jns1+sTjW8nu8MzeYvIrYaHWTWio909D0Z6OkWir3q3UJnf6G2f3IBb+AiR9EaDVAbhHcFozl+dhegN1FsByMbEOBXz50G0E3QGjFA/2wu747PMtu/7Lbv+kLbPvJfYI5ERMn8fYjNl4OJ//J9P6ndfA41nIcbjnO9h+n+05S3YfxjrLQmo9k8qmOU3qbR2Mw1yrlXruTd0OtDmDE5pr02Z8lgaWIpd/b3GqsbTFVT/kbOk21HdpKf/OZ+tP/9jT83aWuXAQVi96m24BkzFx7RVd9Xn76sqxixiy5C+tei9Y3gvkFaXxJGR4HVB+CluVW6Genf3OA3+6jcoPsSiv2Me5baYPWeqlvCWTcLY0rqjLKxkmf7gFpWe4mC5dCpeHIP5Otu2f5N4J11i0VpFW9Bul9VLvcBq62o7/aiZUu9DVv+Zn0vWDMd/3ae5DhvFHVZrNOwtAUTtwSmaVE/G1n+51k9FF75mE8OsewdxBsAYSfW1wrHui93f3NYf9lt216vZsAsgOjOwRdZIQiRpUQ7JBhy5HYYShejmXzQnCHEfcZsZRoKQdjpXA8R4sHwdbPQsu2j3hjdxFq9Vm/41UQeUB73iaRu6S312F0amQyubJCoqmUq6rqm5skzdVSubxJBimlo2b3MwD/SvGfcfEHRq/jzHfQv0uxW2BgDyV2YHwTQjcRchXB10B42Q0uOz3f7O4Pbs97AF6GsT2UKVL8MRU6pkInYuJQyB6F0oex9BEf+9/x3pNU9+90z3G0qyTGirGuUrz7oKX/VIPJpNTrIbubR9CsLzAIYued4AWLcw5zjAc0g27FJVg6Tat6HE1g/R+6mv/ZXP0v+Zl/66v+7tJX3fY23/Y23wYkE+aaSVPDiLbqkvrMhKFqwSu/5ZXddjXP2iQPMe0TQvuS03+OO9f7iV8dgV8dyK9OaL0L+9lLbA5yX9PQHKDKqGoISXVKV79IWL6k4LV+dm84XhzLHIwlDy6GPwYdtz2yQHOlIK++4dW8jdjehK0/sr4vYfuHsP1hQD9ll0xbVNMWVVYnP+e0TyHwHEE8a009yCQ/net91tt+Px2/IwrXCWoY8M95/W/twIbVveGHN9zeVbv5i8ux4Q/s4ewBwR8xwRJKFQLosSCcRNPHoeRxrOVAjORY8SAcP0x3HkZSh2I8z4Z2+PQKnS6TiW8w4VUqOLt11ucY9zszDrVXI5WrNZVqfbXKKFHqnfLmiEF+0aVOmuWgvNkmaciYzE+92A8y/J0OffdhGz78J4DkIWrbh29CSAGlc37/JgztsZFNEP/u8v0CoK8211ur850H2PQTexi3C1MlMnjMR4+irUdi5pCJHArp38H0cazlJNN7mO7+J9X1O9V3lO4vpgfL0c5TMovVbncKfgTzQAGnMwnAXW4oZDBldJqwQT7kl12ElVlDDaGocDb+zapqOGWNruYPoOmvQUPFlF1yXvnnoOrPRVC5ACrGDXUzlroJXcWEsfamSzZrqh3VnJ73ypYww0vW8i0FrXcRv9qJzS5yOev/1YHt9pKfM8CER0NLqoTm092mhhuw6Snn/JZCdoci+1cSe5fChSvh7T7qNWN5AOv55tq4sn7ULn/NGj7FHC955xNUveCVzVjkU9amWY/iikPZbtIO+cBZAL4vkEvZ1BwrvO7puBUP38bJORiZIamrPnTWgzx3elcMjp9e364f3vR6v9ucBziVp8V9gikSXAknDxn+MJj6HcucJNvyQnCXCW4KfD7RWmLCeZIvsOE8HylHO3eo5FHo7HcvKeq1zVpd1KSJmLVyubROqa9Tm7VKBWxSnQONTyjHc9r0MKBfBNXD5mZGpzQ2N0xZnb9IfoPgvyH09wDzE6Y3Avgezu6hVA4XDvxIDkZzOLeNkJs+eNPteWO0vXd4vrrdn1zAPkZv+ZESzpap4AmfLuNiGReOhOhJqvsk0fVPpvMk2XYcaykn2w+inflgphxrPWV2A6gXggEIsAMeu9dpcXh1Rkqrb9Nb+rQmXtNgPPNvVcX/o6z+I6avHbFKz5sbVJV/BOU147am297mSWP1jLXyOa6ec8hGtZV3PNJJU92YqX7SXHPd3jxvqrzrkTzCtK8485cksNyKvI84v7f4NtqRbynkVRicgrS9hnp7dQXc+PcVo/RWwPCcdW50Y4cT7f97YXD/cmhnAFvtIN6HHHdANSytCsjrh4zNrwXnK876BNW/JIzzjvp5R+MtT9OCT9uvlw8BjgkAvOWBbrPsKEHP8txSW8t1MTgOIfMYNUNSFxFk2O1fdIMfTbYvHmAXozZgYtUH7yLYToAqEHQJIcoBrIjjZTbyO91RDKeKNL2DYwfBaDGazHH8Po4VGaHAh08yvXuhjg0suk8kzxqdErlOqVSrlPIzclW9SoeZtHdJ+1vW+SEK/UgF5n3GEZe+1aCxSKQamaqhXpI0mt7C+E8q8h7lvsHUTw+0DhG7MLETwAo0m8fIPEpv4uwuwmxC6DoIvrc4FwzOlzbXD69vxwkWIeQQ5wo4W8L4Q4Q+YsJHQvQ4lC5HWv5p7T3J9B5n+48yPeVs36GQPkl0nKICmM/l8bo9Xrsb8HgDHm8Sw88TdMRkiyg1Z1XmlFIq+/N/RGRVN0HDEm84a5aqz/yRUlddtTZN2xqnTDUPPPI7nsZJU91lTfWIuvKyrmpKXzNlrZu21t10Ni8FlM9o6zPS8jige805vsS9y1n/94TnRdA+apWeNTWJaomh+ky7omHI1DCPaO/hprcp6EsLunsxttZLrbSja23UOxEYMTR6GuohWfOAQbboN95DtE8oy+OA5o5LMmusmXPIWqS1GaNmwGu/40ZmbL5RBBkKYNdD4p1s4lY8OhXAbtPcPC+MIPgITNwFkW9u3xaIbwPIMoyvI8QeTu/CxF4A3UeQIhwoUexRMFEWoqVwPM8KRUoshOKFcKqc6jgMJYpcpEAyB0I8TyXXUH6LjHzzEKJeW63QVciU9TozazM9CFg/hv3fksQU6kjZdZBOiuh1PoPRZzDbFAqDRuvQKke84AeI+RBgvoPETx/63RdYgbEtiNwGkBxK5kk+TwjbJL+Hs9tQYN3le+JwPLY73ruAHbeviDFHLHdIiCVvoATh/72NPeJjR2LmJNL6O9pykuo8SXUetZwth5OHyZ5TYYJhQUhEyThBMn6YBaFeTox4fZzVxuotZw32C3ar6sxfgxbF1xbkWxs+Dcpp6emsvGpAXzvprJ/z1Mzazsy5aq8a6i9r665qakZUf95wNE6Y62ZN9bOO5kVQ8T5keyNY37DWrU4s14/tD9IrGfAJ9IAcdAAAIABJREFUaZi0K7o0jaaq00111cb6+qi8+opd/Zh2vk5gL4Lg56Tvewpaboe/ZeBnmOWSSaJqqMNVTcMWyYJPew/R3wV197zyGw7JlLlxEdAGFY2IVnrVDdx1BMZAcJzj5oLiUmt6PpuejScWBO6OwFwX2Amau+SFb9qhz077V6v3lRvagIkciucIegsidzFmH0ULMHRIskVGKPLBUiSxj9ElMVaIJMqx7Em28zieLoYieZLO8cG8kNzAuF8w/92NjxjMtVJFrcYsV1ojVl1aq2y1GSiLzqiUd0OeuQhyJxro99lpnSSgU5gUSo1M4VHIb4CBdTyyBnE5SFwFA9solwPxHShQCLA7AeqAEvJ0cJ/gthF81wttOtxvHe4Pdu8GiJZIvojiBxhzhNElhCgDaDFAlqngER8rB+O/k92/swPHyY6TeOthsueodeBUlGIylHApFI/BuM/p89qdHVyoHSXbAF/W7e6zulNas+T0abTpjzch589eYRpWQVX/MyarvmBqnrLWzXskY5r6eUfjmKF2SFUxpq28bqqdtddPmRvHdbUztrp5R/1LyvA2ZPmccG32EGtdxHIW/hhxPQA0V43N/boatLlWWnemtqbC3nDG21ib0jUuUc5PmcCvNvxLxP0z43vFuRc82oCktqmxNq6T33ArlvyaJdJ4yy2fMTdNmJrGtA1XzKqoRjrgcc14kGkreAVApnh+IRqfj0Wene1e6m5dDAr3I6GFkDDFs0M+bAFAX9qdnx3uAkId+MgDhM0j6JYfzaPcPoTkfVAxQB6G4sVIuhCJ7jFMgRMLYmwvFNthhAMxtM+Iu5Swz4V/QdgWw6+C6EOb/7rJZ5Upz8g1dRptrVxR19TYoNJIdAZAowpaTC61Qi5TVys1BpWmQaq0KtUaSVNDXWPCYv6Ocxt4aA0VfyH0ekDcRrlVr38dIfJ0cI8L5lByN4Dvw9g2hudgZNMFrnnAFQ9UgAKHAaZIMiVSLKHMISYWCaFIBk/45BEbLQfjx4nsSTx7nOk6jrUddwyc6g5F0gSZxogMSWFu0Gp2gE4n4gbiXs81Qhz3U6LaQEmkrvrTHyKen23QLdyC1/2rW1vfqa4dtVRPmKqvqv++4Wgc11dPm2uuWyqnrXXXHY23QNk59ZkxfeN9n/I1rf+a8nzP+Lf6uNwgs9bh+5EB3vH2e5hxwad8gBhG7fI2XSMsrVXW1TRUn4GktZddiieU7Tlt+Bh0Tft0AUm1sq4ma1CMOxRTTvktn/4xYVpwSa/oG8b0TePGxpiyOaxtPu+2X3L7J1BsHCVuRYKPs9nFdPJFf+fjrpZ70cj9SHgpEh5nmD6nd8zle+sBcx5w34PlfMguyu/6AzswmkfZPIIWIGTfjxY48TCS+h1Jl0KJIhf5HUkdUMImhOdILseKuxS/SwlbKJbDuS9e5J7Fe9sEOOXSMzJ5vVJV0dhUI5XUyZQqtd5vNHIOU4VU8e9meYNC1Y2jCoVsMkR96k/QJrNWLp92w3lMXMFCyzC+DQkbPnzdh+ZIPk8IBVrcofk8yRdIocCHiwRX9MHbALTi8eU8/jwcKPqxop8oYkwBoUoQfowJBVwos5HfibaTVPdJqvMk03uc7DrO9p8aSSWTAZwFQBZCUR/iA8Amjdqg09NO73UhchlGYhZHq07lrflzgTO/jbnuIOqg5C+iseKs+s9Rc+2ksXrWXLPokz3wy27aGu94mifNNZeNdWOWph5lxUXVX/Ou5g+i/TVvWWlBDi4I+UF+rRX+FnctJ32fE67PYeAZbXpFWz+HXS9QXZ++0dFwuqmq4szpCk1dLdxU6Wus0VZXVNVUYArpbdT8grXc86tvg4qHfvU9QHnN0HxVL7nmkMbU0k6nrR9wjELwKE5McfiTZPRtR+Z5V9uTzta76fgcx01i+AxNXg0Q/S7fnAt4BviWQeg9AK/40GKA3UPoTZTKk/wBTpUwfB/wFVC8TAlFPphDyRzD5cVIXgivIvgOGz2ItB6w0U2CyRH0ug95Z/XeN3vP6wwepdSsVAB6BWdX66QNDQ11GbMqd1ZcHU5LZM0VUkWdXNMskf1d0zSbDh2MDrQ4dAaFjFQrnwPwOsyu+5lNP7HDJDfw0CbOb2FMAef3SKEYTB9Es8VwokjxeQjb9iObILThhfNwoOQPHPoCBzBe9AeOfHgxwBaZ4Ek49TvZ/U/L4D8t/f+k+w8jqaNE56mLoUgXTqYwGvMClA+hIAxweqM4d4EOjnNCwgX2Q/hFqwmo+TMgPTOD6lr1Z9y1fwjyykuG6llPw4S16YajcRFULHol8+7GRZ9kxtLQK/v7iqHmoq7ysqpizlH3nND9THl3Boj8eX6zO7CSdS+nga0e/GsC+BL3bvVhW+2B4jn2c8L9BNUuOiRBWaOk9m+vpFbfUO1orG5RNw/apEu0+Y1gvevXztlVM4B8CdHd8ulHDJIZm7JL08hr5TGbtQ9wDxPIjVD0aTr5IpF43Z69m46/6G17M9B5Mxy6HY3MBcVxguq3Oyc8vpsO4KPHt+NFVjy+XYLfB9A8Le5j7AFBFwiyHCALOFuk+COC3cPpfZorCtH9YGQfow+CiWIkmwsm9wRxA2O+ONxvbOAjR2BEa4qaNB0O9ZBbdZf2XYYdpFZ+2apcSaNHY50tkKtGpvhXfVO1TOHVa750sIsEwBqkTo3Mo9EMOB2rPmYbC63CzDoT3mQSW2Rkj40cMKESHy9H2sqRllIkmWeDRSZYJrgCQmyC0IYb3Ad8ZRgrIUTRj5UgtEAyJSZ8zCVOItnjdM9hS/9xvPso1nUY7zg139oxk8xcjSTCKHE2lEhRQpsYPheJd4mhJEKG3Z4uAAuqFGD9H2D9X8qaP1Vn/oe9uUpZ9WdWcvqStvKKrvqGs/4hrn7FaG4DkmlLw6SpbtpaN26oG9NUz9kb7oNNX2POXA+Ru8DlL0V+ZgM/0vDPlPdXC/gl6VlpQb/F7OudgZ0+8WsCeMeZniCaFn3jiFMx6TV66isYedVrQv+YMj3C1E8x3VLA+CBgv+tVPUK0NwHtDbtqxqWOappZrWwQcA3DvllauBMK3hGoJ5nso7b4UmfL476O7yNDL3s6Xram76fj1zhijmFnIXTa43/hBrcBaBMhcwhWwoQiHtr343mMPMCYYzZ6wEZLDFNg6AMmdBROFthwiY/sM8FCOJMPxXbY6C7B5QnhCwDeszkWzZ4htSZj1Ex5tVOQ8i5pv0W6x2E7pVO5ldJWl3WCgLshJ6XXdNmNL6PQpyjcZza45Q2ishnRqACdbsbmWkGj64HQCkJtsckNIrqN8TmcK4vJPB8rBKN7XHCfCRaFaJngyjCx5w2s+uADEM4DUMFPHPjRIoiWMfYA48p0+J9M5+90z3EwexhKHIVaS+m+U/MtrfMtrbOJluFIMoFirUJoMN6CQ4gIk3E4kIIC7S6Il9ZfBhoehjWP2wFBVw1KKq31f/UrK0eNdUP6mglD1V2/9BUpfcEYbzqbxw11U+b6cVPtpLHqDiidtTc8w40/kp7SpdB6B/6zBX7B2l5Sho8RxwtO/yPp3Wz37XQFCueo0qDwgjF3qpq6ddJPUfePXuaSW5VV1z5DVPdgzQNY816wPSbNDwndI7/+jlt1C1DOGpsv6OsFZWPWZboM+KdQZFFklyLhpVj0USb1sC39dfjiu6GzH65c+Hh+4HFLajEWmhVC0xw74oPHPciS278DBnIQWUbQMsbu+8k9CN9DiRxE5kn2kIsf8pEcRZRobp8R9wJ4nuT3SGFfiBWC6ZyQ+kULuwi25vbfNDknVdqoWpOwqO/g1teCfZEwDTkUA2YVpVf79dKYQdFtlF+06drUknNGWa+xqV0ny+iV/cbmqy51r1vnMui7nc7vILMFCuswv86Ed4R4Dgvu+bA9kj8Q4vswti9EjoV4CWdLJF+CA0UYPwCgPcCfB6CSP7DrD+R98BFGF+lQEeWOox0nmf7jWNshFz1io6W2gVOTLZ1XQomriZYOXszQdEco3BWM0hDcQjKdNJ8B/JddvqyhYQhq2hgifwx67odMw05JyiRx1//Vpa6+rKkc1VZedzTMu+vvgbI5a92kqe66rWFMWzlprL7ulFw31z32y98GzeudgV8dgVdR25OA4SGkfcOYvoWte3304eXg74nMyXj6YIh/w5p7jZJhh3KlHV3rYKa9qnZ942WXatGves8Ynwe0tz2yh4TuMWactkimHfIbrqZzhnpa2XzB45gK+Od54WaIf5gILoXF56noQiL4+dK57xfPfR4aeHu+bzEVvRUUJmjmdjx8jaTGvcBLAP3mci/7fEVCLBHhMkxte+BNhCxiTAGli4xQIOhdgiuF43sUnSfZXYzY5+K7yfZStGWLi65w/D5M/HBDz8zuOYOVUCvH/NYPEeBjzP8s5L2LmS9qGnotMlErZ5XN51yaadB8i3M/C8JLov19BPzVSW/0iTvno2tnE9fCaKfDPOb1/UDEPTS6y0T3uPg+Hd7HyALOl9hQkQwfcvGiEMmzwgEbLQS4gp8og8ghghcgbN/rz4P+MsGUMfYQ5woIcRLJniQ6TuKth2ywLCSOMj2n5lrbx9OZoXjqHB/rjiY6gvH2UDLDBJMY0csGe/zIlNfSa629nbD9Zynz6wr6NqW/IyiB5ipt5b+G9FVT1obrjsYR1ekLqr+mrXVz1poJU/V1c924vnrcVHvV1HDb2/gEUjyjtM95w/uQbSmgvgObXtHG1TZf4QLz+2r8ZCq91Uv8SIDPKONL1tTrkKc10rch8GMYTGsb5XUVAUn1Iqj8mfI+IbRzNukDxHLDpRrVNY6ZmoctEkJelzDq5yFkmsBHMfq6wD7NZp5mM4+y0WetqVftqe8Xz/4YOfd2oP9JZ+tSMjLDc6MkOQD4rrn9Cx7/C7Ptld29CSFFFCvjQt4X2ETpPE4VECJP8gdMsBRKbNP8PhfdQrEdKHAQyh5ku/PJrnwks8/FN1H6Mxl87wIuGfRRneIO6/wY87+Lok9CwA3YNGqVXbVqOkzyDrM+bVSMYa6XKXKzX/zSw62fC++PtHxv4zfPR3KXk9+6g8MY2O1033URK1SiwKW2+dg2zm7gdImPFgmuJCSKfPw41lLkInmULsNYCafLuHCEskUYz3k9W27fPkwcgtgBiB1gTIkUy0KsHGk7EjMlMVaKZk5Nd/WPhON9DHc2FOtggt2RTH+irVUItTBcN8nOksEJq2wClf66hK9cxe7HzI8ixiVey8rPKKr/jksrhvW1M9bmIfWfl1UV14xVN92N8x7pba9ySHNmWFs1a5PMWhvv+VUPMcMz3vGUME+4VdMO6WveUhoKrnYTz0TnI8b+lDA/Fy3fWuHXQcd1v+G8TTVqlw/bFVRzpaO5jpRUX7FIFgKa97z5g+hcgMzjNsmMpeGqoV5QN/hVknaz/jqOXcPgazR5Ix5azGbvpSP3gsGlWORxJv66p+3b0LmHqexCMvqsJ3MnGZkOBq+x/DDgvw34vjsd2wByBNOHJFv24zkPuIrh+5RYJLhDhi2Hk8VosizE8sHUDk5sMfymGC8m2o4TvdtieBPnd4PJNSr51eZKKKVn3YYXQf+HFPQhAd0KmG7A5rmA8ypoGbSb0hZDQqeOGVU9ZnW/TTfk1D1gXJ8S/vXeYO5y+leP+DVL3OLBNqvhrMmxiSfyYks50b3PhQ+YSEmMlenoPhMssNGymCyxof0AVSDoo1D0kIuWA+Q+iOwA4BYYKPjwAgiXILSA4odctCwkymKyFEqV2dhxvP3Ug/NXppJt56PJNMlnMK5VDI+2dg+nsj2s0IfiM07fOU3zJCFfvoh8H4SW++ERsOmcqX7UL9HUn4Zq/+pXnBnVVk5Ym6ZMNeOm6llzzS2bZMJY3y87fUl9ZhFULribFgDVIiJ5xFomAU1CUXvWJLnlUdz1qa67FZf1zXdA9c8UsNXHfY953zLWe4jxZdg96zMMGqQXbIpebdOkRz3hVHWo6qcB9WfOdtNrmHbIr5iaEXmjvamxzWSY9oA3SGKaJcd4ciERvhkSbsWEBY67FREfpGLP27JPOlvvxaMv2lofZhLXo6G7scjFAN7v8I57gTdu3we7N+dD9lCqhLM7Ltc2FNglg/swVkDpfZo74MJ7bGSHZvNsaIMUcpF0KdpSCGb3+VSODuWSXat48JnLEVHKloLQShf/rY14n0GuY5YRyNZm10XMWkolHXBohz2Gi3b9BYv+osd0G3e9DHpXu9jtkfYvbdT2xdj2pZb3WW4c8Sb1mnGQ3Yj2HMf6SsGWo3CyGIyXmdQuGSzx0SMuUqDFspA4DmYPueghHSpAgRJMlQP4ro9YtbqKfqxMh4uh2ImYKLDREh0/YCKHXLSc7Tl1d/DCcCo7km7rjSQ6xVBvMDKYbL2UaO9igkMQOu2yZXX1d0Ttt/Pgj0HPs7S109Kc0dd32Zpc8kqg7t8Z6V8XzHU3XM3XbfVTltoZQ9Utt3xEX9Mr+fuKpnLO2Xjfp3zFWe/6VDe8qnOmBl3Fv9GGig5Z5YCs6qJBMmaWz/v1jwnTQ0j7EJQ/RUzvWMfnuPN90HPbKRvXVF5U1M57pE9J27hV3iJvGDY2zTlkY6bGmKZR0VjtaZJ2mIxTaOAcDPVB0CWSWoiFbwn8HE/f4pi7If5pNPq8LXs7nbgZEp5nM3djkYdpYTGdvopS/bD/igtctLveur2f7a5ffmTXDe5BaB6AthFyFUE3aX4Xow64UI6gcwS9y4TXAsyyHyuGMhuR5H4kcyDEt9jUJoadt5mCRsXLKLTSK25djD2OBS45rWGDKm7SuuUyXN08G3DMM+7rkGUasN3GXU+Cvi8t2NFEd2GsNT/esTec2hvufJsNT2FA1qLutcM7fFdR6DgMdR8EE0UhekCGinz8kI+USH4fYw9I8b8Cj2MqVAyQxQC9B/j3AN8+4MtDxAHGH+BUkRBKZPCAYMt0eJ9PbKd7T010dF9r6xzKtGcIvpuPRSlmMJoeEuMXxeCwy9OnlsUNVc+zzv1ZcuOK+yatiWpr06bGjLYGlf/5919/uCr/6FRVXTPWTOmrpg3VN92SIX3VoOb0BU3NtKXhhqPpLqy5h+nvI9pZj6xfV3PBJjtvl3SbGqLySri2SpDW0IozQXkN01zRpas9p6yfdsjfiO55n+q8oqpDVhFsqg1KqrpUDXFltV9S52pq6jRKbnkUGZ3EWF8d0Sva7ZZhFE253C2AdzYi3AxHRnHiZoS7wdFPUrFXLdlvQ+eed7Xfi8aeplNLschiNDwpCPOieDkQOOv03ncDd032L3bfOkj88oA/7fYchK+h5BZG7jChnQCxARMroC/PRPJsKAfT33ByjRJykexxuidHxTZA9pHLJaikY6jtVw+9N5L6kKGuo84upzluVEIqGaKQt5u0M6T3JuZ+IkCPBeAJj3xp43KDyeJEe2m65/f1nvyVlp2LySdRdBJ2XwJMPXbzZyZdCrYXxWyRjxfJYJ7kC1T4v+27h7M7OLUbwA9D8SIlFjEqD2F7vkARRg9hbNcfeOkGv7rAEs4WSO6Ei5ZoocwkDhLdpyb7Lky1dw+GYxlWQJGASPPdoUQXy3bAZK/N2qGqv0kpP/W5/rkfWrmKXYKlWVPtsw7wGibvdTX863/9v39XnfbXn75ibpgxNy16lPMe6ZC+6oquelh95pq+etbWNGttfBSQLWGGJZ/iGaX/EHUsguolyjmLmOZp05hPNwkZ5hBdm66hVVvfoq1KqeqTsoa05E+6sQqq/VtbXQHK6iM6iU/SUFdbfbq+LqaWXrUqotpGvKEhbtCknc6swxl2u87h1IxAj1HUDC8sJeL3I+KdUPhpMv04nXrV3fook3qQii0lY1NBdgTHZ7ngrUh4yAc+8gZuGC0vbI4c6N/ywVtOz5bXvwOjmwizzSWWqdAqRhZoMceKGwF8L8Du8skNLrQVTBUTXWsY9d0D9enNcbPqWyv1f+Z6ts6Jd3m/oJElrFrRoNM3NhI6+Tm3bgKyL/G+V2H4ieh9GfSu9Yj5y6nyaOvvm4PHcwPlqY7NC8mnIjwOmqYCYJfNNAkR28G2jQBZ5CK7BLeJ0jsYv0syewhZ4qP7VKiA0od8pEjxBVosoUze6y/DVDFA7kPIZ7f3uxvYgfEDGC+RfIEN79PRXDB9arZ3oCsYPZdo7YzEQzgdZYUYTbczfLsfiqvVQXnVqy7X3hRxuBi8xWp6LHVpe9ODVu80rk1pTkur/vrz779qzlTKz/w7K60cMzVeMdRc0tRO6mqHVVUTuorrlto5R91TVP2S1r0i5N9i1gcB9SKouAEbnojgtxT0hnd+jPu+JcHPEfv3OLCSAj/EwKeU8TFmuOVXLgTUtwH5Tb/ivkcybG7KaiUxXcOwTTVgktGSmpisfsBpa3PaObs16HT0I4FxnhnB8blwcJwhFsLBuyz7NBr+3Nn+vrPzWW/7s56Ou+nYDE1eI4lpgVsMh65B/nkP8NDuumt1fre5N+32Ta932wtsgYGfCLbOx5dxfh0itpnQNsXtCam8GM3zkVIkvS3EN9jIBhn85AbDStU04SqMJEvXWr+1kJc9xi6j+gbu7bHpIzpZh1lznXJcBuwTiHOecL2IwJ/T2NZAZPtsaO9CbPdSujjTczjRsXYuucSBN72Wfpc1pFVkNep3lLghpPJCdpNg9sjgPhffZaJ7KLWFcrsEX2ZCx0K8iHJFii/jQhHGCz6kiFF5hPxiB+6ZbS/d4C8PvOVH8ii9GyA3xPSpvmiyJxxvE8MERmIo7fX4gwgW9kNZq51urg1qq+5n7W96vW/bbDcIzQgoGfQp72ecZ71yTlFR9ce//q8//m9d1b+BhjPWutNYzd8dqppzmupxY9WA4s8R3Z83HI0LoPxzxP6e1bwTdU8Z03WP7KZPc83R/JJzfIg6VrrQXz3k55Tne4svd15c7cY2O9CNbmyrE93sCCynwbecZQnV3LE3XbUrGXldv0l51S7vNsuIptq4Tn7ebU04bIDZGPX6ehBkWuCuh7lJjhrB0TmOu0Nxj8PB5eFLb9paH2VSD7KZpbbM40x8XuQnaeomx88x9AMMfeUBHumtny22r2bbCgjtAfCW158Xo/lIapPmdhhhB2EPg6mDZFsp2lLgxHy0dVNMv4XoZViYBn2UUv4ugx+Pxn91cI9YqNdhnESts6hl0m3od5pQlazXYbwKOxcE+D6PPA9DP7rprbNCYSixezm2NRjau5w5GOvcudbzJk1dcZv7HPp+l5lWym+7gW0usSImd4PJIhEv0qG9UGqLDm8FqAMuXGKiB0K8zIQO+chhgCnDWAElyzBRDJB73sBXB/jE7v4CQtsI+l/By44QP3Wxvas9muRIlsVYwAv7QShM0bQXCpuNorR+llJ9GgS3Jplv573zIW23vXGGNnzoR+Z4Y4e2Ut/41+nqClpW2aZrpGR1oqyWaK6KK6sv6OvPKU6fV1bMWJvvAPLntOlT1Pkh4llCDPcg2XWvcgHWvg463gbdNyDtU9H6knM8oSwPGNdrwf6Mtt4BFG9Y84+0/03E+0Z0jBvq0vJaXFoPyxq69U0Xrc2wtNZfX9trNnZZHWm3k7DbRcDb7QcuE/hklBslyWGcui6w90ThTUfbi2zyRW/Hh/6ux8nEnVTsfjJ6KxK+hpPXcfJhNHKXpB54/E9NjicG3RuLY9kJbPjhTadjE0DWcWaHC+ZIJs/wm3x4J5EuJlv22NB2KLkWyr5Cg++9RL/VPOBQbfaypaH4/pXUwzA6Czvvk8B9wv4ljl1yaL3Sxh6P/rLPcZ1wXkcc79L0er+43i9u9Ik/26nStbbdax3FybOrfeEFwnneaep12s967ILJ0G7Q/xBb1kLZLTy8gzF7OLvDhDaE1A4d2Q0n9rjkARMqUmKBjZaoUAGlDwj2yIcXQbSEk2te6KML/AxAOYQ4INgCQuSY6KmZi9cGMz0UyTmcbsjjSxBcC8nE3CAvl561NR7OMB/OOv/PfeHboC9hrA0pqidY1cs+6CIgS8j/0NafVtRWXDY3n9PVXLDJzlplXkl9Y9Vfzpq/LujqLqlrrhiqZu0NS7D0KWV8QBgeYtr7qPopZ3vLOV6JzgXMNGiQ9usl51V1/eamuLYhpKrz152JKurG3PoJn3Ec0J411LGyutrKKk19ZVTT3Kuqbtc22huqWmSSYat5wOnIOKyCF0j6fUMUMUTik4JwHicuYPjdaOhxOrUUCz3PJl91Zt51Zt/2dT1uyy5w3DzLTFPEbZ69G+TmUey+2/fJ7nqs078xmVZsjmWnZ93t/uX25BAix8XyQng3GN0i6XKy9Xe6oxxNbcRal+nYChF+5EVnHM52i+4FYXsjeO+grjHQMuMzLWGWhzw4F3B2WBT25qZuq24csjxLwJ9b2Z/d4kZ/eL2Lyw8l94biexdTR9f716+0v8mId2ho1OtqsxvOumzDAaDdZXsmJtbDbd8DXA4XdplwMZguiIn9SNtBKL3HxkpiLC+E81S0REVKbOiQ5I8IvhigSzi9B+HfnL63Ds+KL3AAYgcomhMjp4YHzrZGMgGcMTvcqA+h/VjQBw164aSs4T5vWb0MvOkw/edh9FnWkjTUdtglj9uBWxFnxliXUlSZm6q1dZXXHNKbLsUtv/IWpGs1y4z1tZaGCkZe06NsyDSdOSv7a9ImXfSrbnuVi37lEqZ6xVk/hN2PSfOkrXnUpswqa1FZtb2hylxdaan+C5NWdlpkrer6kLQaqq+UNtRK6+t5vazH0HxRX3fV2pTUNJlqqwbkqhG36xrk73c7Kbsj4fH0YfA1mrxGMoM4diEAzYv8YjjyIBF9FI28yCZftqafZNLzYXFB4J8kow8yiVGSnGKZp9HwU9j/yeZ8a7X/0BmWLdafdtcnF/DD6d6CsTU/XhBTu0K4FM4epduPM13FRMdqMLEitr7F+euOwJjVKyh0rEJ6zSLr18szemnfw0yAAAAgAElEQVSnRdti1bfp1d26Zkwl0cibWx2WCcix0s2uDYRzA9Gf7dSvXj4/lNi/lNi+kPrZF/rSxt1jvLdR5xhouey3jePIMAYyFsMcLa4ke7eCqU0uvkcKeUI4INiSkNoTI0UhUqajJS6ZF5IHpFgIYEUYLZBciQ0dUcIeSn3x+N45vW/cwIoD2PejO4xwqjfbEsAZjRO0ubwcSiQwJuKDMwZzp7p2bRD4OeQr3GIOb2KTmEyQV7c5ml53+28whjZVLSGv/uv0v8/U1bVpmuY9kpt+xW2v8hYgT+kaZXU1ksqKhKyyR/53h6y6V1130yO941OO2RtuuCUvGP27sO0lY3uEaWddygs2maCsDasqurX1M17dK975QXR+DNmewspBfR0mrb5gV34QLFMO1SVD87BdFlQ0mitr+lW6EcB10eO55gOzbjdttwxA8J1I6BrFnvVDIyR5OxSaD4tL4dBDkX2UTrxKx+6FQ/fjkZcd2aVY6HFb6yjNXSHoh/HYIwL9CPo/OcG3RssHvemz1fLK7v7hATcRco8L5vlYPpIpx7LH2d7DWLacbF0JJV5y8YcofxcJznrxPq3G2dhokzTZZfXSxqa6psY6qVotlTtVcp2kySVvHvbaXsSglU5mtZ1f6w7tXoyv9XCb/WJuKJUbavkxEP3YIT7ivaOAeQR2XwQ9FxCwD3BfhL0hh+UhE91J9eyEUwehbJFNFKhwngjmaPGACRaC2T0uvcqE9qlQEUYLPuS/GGaeFlcRdMUHr/qRLx7fOzf40wP9xJlTmViH0ePTGK2kH82wQgQlOj2+Pq1m3KEszVDrV9H8XOBrr43RVPslf42Dqqse+XlbHaM4rWyosCkbpQ21nLz6ilF6H9Lc9zcvuCVnTQ28okbQNIOS6jZV9VVD47ix8bqzaQ5QTTmbHyCqBz7pA1jzEFY8w/UPIe2oXXLF1DwJaJ5Qto9B19uY52vMtdONrndhC7D6LqyZ98pm7fJrTsWMW3nFKvVJ6xwNNReMxktO95DDM+kFhj3uuN02iuKzNHE5EOjzAJdg9KYgzDHsw5j4IBF+Hgs9Fvin0fCz1tTrjuSzrux8MjYRDo4Fg9dDoQch4RUaeGPzPrI4ltSadybjd4fnCwj/8Ac2SXaXCR7xsXIse5zpKoXjh6mOZUZ4GeCfE6E7cGgBiSy4mGGdSy3RWBQav9wgkyirJcqK5matXJk0acbsqsdB7482cvtsaLM//CFDfM6Q3zv5lX7hRxf3rTv880L6YYJ4QIETqH3U75rCPJdhzyDgGqZ9Ua/nIsF8DnWvctHddNcBKeZpMcdEt+lgjo7sCakNOrrOx3fo2CETKcFUiWJLOJ3D2R2CyyHEFkr88qGrXvizw71M86cQnHK5vV6HRyRYESUjfrTT4W1VSW/6VDtXoM3JwIusudVSa208PUOrJjHNMCC9aKl1NZ2mAB3Lw5CmMaWuGTFI7vvkLwjNY0T2AFONOyVXAYNP3mCrPd0pr5k2105ZZFdMzeMW6bxPNe+R3HA1z9kb7gLSR4h60VP/GNd9T3h+ZH0rbdByiy83QO+d53YHqa1+8g1rXQBUC7B2AbNMAYp+U727qQ6RNw87nJMQNu6BxqzguNU2jGCX/L5JDB30A5dB8AoIzeL0FEneEdn7EfEWQdzFySVefNvR8igefpRNLrYkhkj0EkaPIeQCwz/wI99AeMlifaszfDFZv7mBL17kkw/awOlNUthG6VI4e5TMHoTSRT6+F8xsxNqekqE7BD8TCN2AhPte5v/nw72CG0vTNL28U0gh7ex095TNzKru2V1tzHRVl8tKb+lJ0IDwHgfnAAfAwYH33tGAHiAJkgBBgiRA7713SZv03nsyXWWW7daG7nTRO6tdhaSIN7744r994nnji9+VQMzAsBuS2Kb4OHkChh4T6cRhapjJrbzE5QzZdp5qxSWZdQrHjYI2hDOkEY8Z+OMWZNykXMu3NEm4PohcAbKyGGQrJdXNpPr4LL+QZ2LTeak4H1s0KzOvKLSHqHIbRvfE6h2xalOq3xapt+SaFbFmT2U65iuPIckJX7TPg9dBwTZftsOXbMKiORa0zACXGeCKRHHNpjVwGCDI5BhFEjEHsnH49pRkW3L0rJ02mk7qUse3qeOEcXdyaZFjZmKXNqXHQFCkPo2LfESAYW+wCpeMkUTeL8U+biI+7YITexFMOy+xjpbYCGJ9HBwcH8l/ek8Xe68c98yPjfQmPmqkRlTjHwUJz8Lk2GZW1JAAOynH9vDjR8W4FTs0oaYsZgjnndwpHXUtjbuSDvajKc2shH5RahuUHGbGMuKeYR7d50Y/1eCpDjqrlMSoIDArycwiOqMY5BSSSEEqtZwGFFEpPibbx2ZV87i1UnElgtYhSA0s6NSq6xBhk1rebja1mYxhlapaJGoTSjrY8DDA7qPR+1Lw40TiMo29ROdMs3krkHADQo6Ekl0huixCt6TqI73lwOI81qYvyg31AnkZV17KFLbQBM0EpieemY0hZSbE+8jxquSkJgA/KmPMG/krOfJlh2jaJhrUQH1yTp9WMG5Cp23icQs6bBIvurTDBjjIJlZxaGEREBRA5VyOF6BVC9itUq6MQtAyOI26vAWNc1+k2uPyj8SqHUS7L9PuKY07cv2qTLMqNe4hyhNEfSiQbvLgNQ6yDYkORIp1CJ5hAOsAvAvAm4j0mkmjIxHIVDqFz+KImSwniWqIjSlPjdktFQ6l07v0ibbkO/r475byOBsl3FE9yUl6Ro+7x4MpGpPOF/AKQQoSda8s8WEHO2pMSRoQpHSBsY2s2HYBrpGXXMZM8tKTRNEPKQ/vmaMehAiRIeKzJsrTJlZMMydmQJDUI0yYkOMGRCn9SPJzA2daS53SMNo5Cd285A4wcULFGJETOpDUdm5KkBHPinl47+5t7LOHeRBZzGUyEkkaPLWAQi/AUQN0aoAKVtHAJi4c4oDVdHo1wAhweCUAEAA5FTy4RiRokEsqEH4xDJfy+S0GfZNKMZ5ub1Ep2yB+N1/UBvEHYXCazJwi0GZwxEUqZZHFXWKDS2zeFgfe5sIHYsWxznaiNB8pDacqw6JM3wUrGrjyShCtZvE7aLzuZEZpPCkdEx+kxxUTMNX0lF4hfUROG9eyhxSMMSVjRMWbMiHDKrBTye1XwmNm0bRDMaridIlZ9RCpic9qEbO6VbxqHr1ZBvQo4FYh4KCT2CkpWZDkucb5QqzYRWR7IvmBSHUoNmxK9Sti3bxYMytUvuAqtiDhkUC5xuSuQYJVULABoTsc4TwTWmKDS1RgDhJdM8lUfDpTTmeaINjJARzY1IyYmGEutk2DD/BiSoDHmdgHXcqEd8P6o2qhk/gA8+hbMiG6vq640u8p82SlaxF61O2y1EcN9Gfd3JguIKFPmNIDp3TDuGYA08IllrPiPWQMI+o++cn3loQnYWJMEyOujhpbQ3jUDER2CzBTKmI/HDcoxA7K6T2C1Crc4wA+ooYU00iPrWMm17Pjq4FkLymWFfH4q++/p8U8oUc+KdXw3G5XmkWhY7G1eHIOmZqJo3hw9DwyuYTGCEK8MMjtQNAmHlIvQprl0joEqUHRkFTuR9FMJruQCwel4qBQ2GnVjWbYuxWyBg4vxIE6QV4fmb5FAacIzEk8bo3BnGeBS2zeGsjb4yEHUu2+ynQo1pwo9SdG25Y1Y0hhboflIzxJEw0aZIu6iOz8xGRZUmoWNcWMxaTj41ykpBYxa1TNHkQZnWLago2/5dbPpknGdXC3jD1tl0zYpaMmZEgnqBHQWiRQp4RXBdMruNQOBX/OpZ21yGphsigl2UQidqnsqwb7JirbhtFDWHIgUOyimh2+dgFRv+AiC1z5Ggve5CKLIH8OFGwCvAU2bxmAl9i8eSp7jsmZ4CHXynRGJ1cI4fEFYkkWnW5KwFSkYMZluALqE0PiwzTC41ro2WYRtFFAL+ZE8BPu0uPu2EyyxZWpnp6mloagP9sgxEVU4J7UEh+3saKHhIm9CGZSQx5AcR0cbCuQOKhm1fHwfnYSLfppyoOvDTH3goRnzcyYJuKzJlpkDx/TxcP08DGTckoLO6mB9DSQ9Lg0+UkpLqIWTC2jJpSQY/ixDx99/903332txUenUTBszFOPitvfW9fTVpNnk6oBtp7KMOApxUzAw2aVEKluMquEzmnlwT0CtF8k7pWoWlCkCRG0itBqPlzGA+s0Cp9MUq83dqdnTmeljzosjagoyBeEQbiRSpvF0Z/jGf0ppEk8aY7CWmVxdwSiY4HsXKo/lel3pMpjnW3flHlidm0qjNNi5RhHVE/nDRCF7mQsIyEmIjIWHx3FjHokjHogio7KwmEqWCn9ItaYnL1oBKeM6EKOfsGlWMiQHhZrhrXcfg23TcrskrI6pZwmKadFwhm1yhZzjbslaet5ulEFO5OEEybEFkLiQalpC9GccoUHPNGxSLmOqraE8j2RfBlGlrjiNRjZFMgW2Lx5FrgOwbNMcIcnWmNyRwjEKSrzOV92zafWqim01NjoHAI5C5OYlhDTSoxvEsank59kUaP94JM68EmLJFqacAcXdScu5t5/uHvPmG56sTQz92J6cHSsv7k8DcFbEx4OAIkDQkwrI35az1i0c1vBlE5OQhcY34MSeqXEepiQRYzT4eKRmPvSp7cz4h5VpETU4GOCpMgA9mmY9KSVGRHEPQ4mPclNfmaJv1dMis1KiRInRFGjnjx7ePfR47tyzNMSUoKXlqDEx/mtyMLi1NrGXG1FtkEroVJT+QBJCdLNPKqLxy7kc4pAZjmHXQ6ATRCnl4t08oRjUkUfgnRJpL069aDJ2KhUNimUnUbjeLpzzGDs06hCsKgcAOsAVieO8hxPa8ZRRjH4aTJthc7aB3jHXOGpQHIm1+3LdYcK264158yW89Kec6yzLMst/VxVH006nsrgxSXinz0LsZJ7EXIXhKsH8Xmp8dm4aB8TVw1TwixcgJI0aRCs55t3PZlzTtmEVdwuZo8Y+V0ysFPEbpdxevTCFzmaOZd+r8Sy5Ta+yJTXsFKR1CQFAVcJIgsS44FAdshFNnjINl+2jyo2ebJtvmIdFC1ByAokmqcDs2TmHAuc5fBXQf48jTlHJEySGMNc8bV8kVRDIOpTsF4c1YFJtkU/a2JivLSH3bKYRkGEn/xQjfkejf+eHP8US0sBBNQvE6JzPM7Nva2FraUXG+szM4MtpSZpwn0/LrINSOiCoqf0pGUzY1JFagYw9ez4spTHXdzkahCfQ07IpiRlURKUUfcZ979mP7qlirqbEfNIH30/HfMkO/FZWuIjecIDZ3IMEPkI++Ru4pN70Q/u33346PGjB5LEyFxsdEny01x8nIgSX+E2716eX727HJ/o8Bdn2Ix8g04oFvNQHl2J0NMVkEsJlGqgQjUUtMJVBl6NHGoRC1qFcIeQ169UdEgUtUJhvRDp1qiHDbYxtWlYqemRyf1sTgMXqqIwGvCUPiIwgyMv4Km7OPypAD2AhHsc3rEQPVIZL0xZ+6aMY0fOq2zfmcp+ZMyYFGo76YJemjAjCQ/GRHjwcS0QoQIk5FKScpnkLDI2n4y1EVO4cdHW5PhuPm3CjE5lKEf16IAa7ZSwhhTwgAzsVQsnzOKNfO1GkX0uQ7VX6jyp9cxnqkM8Ei0+gpoQaybRu0X6Za5oC+JtItJdCN3lCrdAdF2oWBHKX/Ckayx4msaaZHAXIP4CKBynsZ5TmS/InGkivZ/FveYQorkswM8ES0mMdEy8JyWyRohpk8bUgE8CwEMo9l5q1C1c4uMUGkFjkiAa8LvEmMx0zfjE0Pru5vbx6cra8nR/vZURx392153wuB/GPFdT51WUOSO1Q4Cto8dV4GNq6PEufHQOOb6EgQ0wE3OIGEvyUzjuceT976Ie3P72269j7t7B3P829f630Y/uJzy4++je3Qd3bt+5+zDq0R3c09to3H134rOy1CdBSpQ4+hFIimtrqr76+derd1cHZyetrdV2ozTTLhfL+BKZKCtNkpuBFqTBZS5uuUvgcUCZJpbHwSu18r0qqFrLb0Z5jagwCHJquYIKEK7kCGo4vGYev50vaOYKCmlML55ZS2CGU0i1Kbi+VOoSkbrOANcp7D0OdALzjwWSU5XpzOi8dOZfOPIujWl7KsuiSLMq07UDyqJUOg+TyIiNwj59Fn3/cXzEQ1JMPCMhQYpN4iXGUWNjjcmYEoBQhwC9cu6ABu5V8ltgRrcUHNYiwxr+UpZm1+c4qcg6DWachwvOwwWLmapGPl2bGkdLSBAnJLvpnGGOeIXN24DhXVBwAAn3INEOB1kGeC+4glVINg/wJ6jMWTpnGkCe09kLVPYskT6CIwwC4DWrSOyiMYvp3GwyITcxQhN3D435Lo30RJDygIW5/yT+6b9GPvpLUpxACeXkWY0WMV/MVut4NfXVkzPzSxsbh+fnS4uzTS4xGn0rM+FOryCxl4+dUFJHFfhJJaMLTg6TIopTnzoSHpkwUYXk6EoAH+Lie8TUKhY2j5zEiLnHeHaf8OAW6c63smd3kIin0uh74LP7jMiHTx7cJ0c8kkfcz0x86CNFt3ASfPQYTsJDu4o7v7T45re/vfnp/dHLs6HxgQKXzlegyXbpjXqxzS735unaK22N5boKt6Q8X1SSzfW4+AE3UpWDejOEZQ5xkRUuNcIlMsjPhyvFwiqAE6CzAyx2HU+YTWZlEqjdRCicRCpIIptSCDVk+jyJtUCh7LOAIy58yhUeoNJTg+Uqzf0qM+8yw32sdWxINJtS7SBb0ETj2ZKp8VEYflxkOimxWgw0IZxWORyAGUE+bUTLb0NZI3rBgBoc0gjbEHYDTGvm0/o14It0xYt02Xm1622L/22T7yTgeBl273id3TpBiEt04JOg5Hg4NdlEoYWo8ASNt8bm7EGiQy5yAPG2AcEOj78No+uwZAaAJ1nQFIM9woQmmOAYmTaCJ3enpA6zwWsFqKyAwsylAubUZE1yBPHZ3dSnX9Mwd8mpzxKp2O9wSV+nJhBhUmaavKg4oyBPg6h5HD61riY01Nc/u7ZxcHG1e36xONyWxY5BIm8FiJG9vIRBMX7RwJzW04aRlHYoMUSLLyVEauPv5SZHVtAxVXRMMx9bD2FD5IQi7FNv6uPi1McBenxpUoQz9lE65ok+9jEv4iEz4oE17lle8hMfISpMjQizovIJMXo2rjmUf3B29MMvv7z54fXhxeHq9npRvtHjEuZnyzPsIoWSl+VU1vltwXxDQ1DXVinuqVF0VUnqypSNfnmwUFrpFpbni4ryxGk2fqYVddvgXJWgSi4q44F+BruSAliogAsHlCfRkIQkMAUvwpFqyKxlBnjEE52CyCmqPEPVx1LFsd7+0p535So6NNlODY59mXqOK+xjSdypNFl8xLictpWrPChzzDqV3TChWcAeUgkmtJLVfMNWoWEjSzNlRXrknHYhs47PmrSI9oqtx+XOo4D9PJR/Ve0+KLMdBZyrufoGATsIYu2pKQAmBsQmC/CUHCq3ny1eBpFtLrIP8HcBcJuP7Ark+wLJBiCYYSP9gHCMCU/zhGMscJDCGUol9uFw3Szoml8md1MZmXgiNTb6/pO7mNgHeGIcF6biIUoiRI0GqAmcVLUWzC+w+kpt7mwZXUBKZCaFS7xjI+PT84sbe3sHlxd7uxsjlRnK5AfS6O8L8A96eLHPdfR5E21YTukAMTX02ILkhxlx92qocZ1QYisnoZGFqaJE1BCjW9nxbVDMsAw/LMN385NClGfluGemmIfy6PuKmAem2Cc2zIM6ZmIzL9FHitbi4gtN/KnJ3pc///LDX3+5eHN19PJqbX+vsjQ908LxZEt8hZrMdEm6U1LqVpUUqKuLNJ3lipF6xWAN2l5lbamwNJZoWiqN9WXyunJJWZGmMF+d6xLnZ4kKM/m5GoFHI/JBUBUdsDLpEgZFTCQmJuEISQQjDqijQluo8lwoOgTAQ4H0XKk51Rgu9LZLR86uybmnNpzrrIs8WTsbaWCCllTMgEE6qWF388lNAkYZm1DOxHUpuQMKwYJLcVqRuek29yl43VJuo5Ddo+CuF2iPSsy7xfaDMttJuf2wLH3NZZjJUPfqeF46NpOYyMTEJ8ZGpURGYhMSNThCiAjOUtnrFOYWm7fPgg5B/iEsOeBJVlncaQ48ACGjHHgS4I9C6DAgbMeT+ulAK4t7LSCRuBmAAE97lID/OgrzCJtAgqhyNZevAHlSOI6VisjZTrsiLUPncZucdoSDMqJIcaUu/kRf/8zU9PLa7t7R8cbhzouZocoMFMDctcTfqSc/bWBEjEjxkzJ8Hz++jhpdSokJkGNDlOhWENPBTeqA4luBmG4wqZePHUSxYwrKcw1jXEHphJKKME9yEh9xI+5CkXeN0feyEx81MGOqGNHZuGi7gDAQztreWfvpv/yfb3796eT11f7p6ez8XI0vW6egFGeJusLW9mpLYY40JxOt8pnryuT1XmlDubQ9IB9sTG8JWusDlga/urXC2FFjbqt1ddZlNAZNLVWGkhxpfpYyz6VyWmGHFtLKeTAKoAiTyKLj6LRkHB6fRNUDcKNQuCmVb4vERwrVmd50bnceG6wHKuux2nSsMq7I9YOQZB01NLIgekwkgomzYhO0qcloUlwJQGqUsZ87FYdlmdt52pVM9bhZ3C0TtMpYy1mapXT5psd45HWeBbPWPboRLX9Uwx1QQs0ysAQgGXFYJTZRh8Uq4qNp0U9lcXG5eOogW7hEZ25TGBt0zh4T2INE26BwlYvOQ6JZEJli86cA3iwPHWELu5jgNIPXyeZdk4vUFBp8O4XwfVJSKous0QuMVkGGXSRTMXFcCoVHNxslWU51Xo4qLVNhNghVGg4Rwpn1rL7m2oGR8efLL3YPj1Z3D17Mz86MNFc6EEHsbVPUdyUp98KMmFYgOUSJrqbEltNiSolPGtiJbVBiFzdpQJzcy0vs5CRMSHFzctKwMHVSQZhXE1uAGFvsQ330fXvi4zxcVFFKhA/7qIUV6yNFFkEpjfnymcneqx9+ePnu7duff3z18/vtk/3h0SF/cZpBQS93yxr82vYqfdAtzUvje7Ml5QXq6iJZQ5m2u1bXFXLU+fQ1pcZav6UxYAj5LJ31+X312X3NeS3VznBQHy5VVZcYgmVGX77EZkY0ao5Oy0OlLAAFcRxaPJv5iMBAudImnX5TZz7QaJalsm21fk9n2JfrTg2OY5VuFVHMwvI5ieNAn51PYj9+FP00JgYbHW/FpQwaRKMW6YxDPpemmrUrVnM0Y2ZRtxScsaBbuap9j3E9T7PhNhwUG5ezVHUCZiVICQuY9RJeCZuSQ0o2JserUlPQhDhp7BMw8rEVkzTCUfazuKsscIXK2QR420x4j8Pb4UsWIWQDQmcEigWRclksX+arlkB0mgENCdBrOJgfyyKBMIUjpBlM/FwHvzBL4M6RAGIGnkPQmyXpGarCPH1BtsqVKTJYRXYrTIWJIIJrrvFNzS/OLK+ubm/Or69t7R3OL063t1YVWmBFygNJ5LeG+LtliU+qiBFVxIgGWkwjPboZiG/nJg1KCcMSbD8fOyROmVTjFyysaT2jH47vYEQ0MZNyU5/pYx/akx958FFlxOg2OClMj3PiYy281KG2sp3To8u3ry/fXL3/7be3P/+8f7g3OTWWl29TypjZ6Xx/saq2XNtari7LEeRlSgtcuuoSQ22xpimg7wqZGnym6hJDXbmxLWgLlKaVedNCZRl1fltXKG2g1txXp+6oMrUFLS0BXX2psrpIU5olyXcgVi2XxqUmsUiJHEYEmUZlsyvluglEvKnWrMjkuxLFsdl6YXaeSZW7AsmOWLWuz9o3FC5CJk0iLTYqSUMm9Mv5f/8Om3NK5tNVIwZJv5rXgtCGdfwxo2AlU7mao9rK06/m6qctihKYZiEl5tIJHoAaErIqWbgQRPVSkz2kuHw8JjMJg2Ki0KgoD4E6yBLPsJEVJrTGQVZZwD4H2QbgdRa0CvCXRKoFsXZaKFsRirf5siWOcBgWX5MoUaUKtJsEnjyVJ4vntgNFWbDOxEtgkyCUbndKLDYkO0vrsssz0sQupywzHQXFbJCPLfY4RqcmNw4PNvf31zc31g5PF7f2xyZGO1qq/C4FL/kh/emXeswtH/lRiPy0kvS4C8QMCFKHhIQBFDeAJg6iuGkZYVpNeK4kTispfVD0kDC5S0jKTI0uJj0JUCKrKPHtvMQeJLWYitHQEssd6Or60um7d29//vHd33796W+//PDLLydXV4urK5mZRrMazErjO2wih43fXqUfqjX4i1UlucqAx1jnt9UFdK2V5tpSQ1WJsrrUVFNuLS8ylRbo8gr04Qpna4W+vkw7WGccakjrC9s6q62j9baesK2zxlnn0/tyJA4zH+JRmFxGMpuKpVHlfFkY1c6qNBsK5bFac6FzHMrVJ3LVhVx9IpYfadL2NAWLHG1GMjU1JrmKy5gx8KesyHOjcCNfv5CpGjHyG4XsFoQ2Z+JPGfiTZnhMyxtUo41CIJ+Kd2BTsih4Bz7JTScGAWo7ymhHoRY+OUhK6RSxS+jEIgrBRiVo4+N7WZJhjniGAc0wOEts7hqDv8LgbrO4GwJkE5EvoqoFWPKCK1hE5HOgoIcnuJbpMmTnarOztIESkydb4vXoCnIkAMKOgxkKg1RlkBidGmeW2Z6ucmRoDXap1sglC0iomJ7h0DQ31S2trR5cXqwdHM0sr67s7W6dnI5Mjra01laXpGlYMcyIb7SR31fiImqIzxpokW1A/KAQO6UgPpcThoWpswpKP4LtExAGRcQuOHFUTmvkYT3k+Dzs44LUiNzUyCYwsZ5HFBPjNUJSe71//+XL1+9fvfvxzY9//fn9bz+9+/XXl+/eLbyYznCqLFpeoNiak6HIc6lbguahsLE5YK70SMvyjKFSc6hcGyrXlhcqq9zScLmpslgf8OqLCjRFBX1d4fUAACAASURBVJqacmtj0NgeMHWFDK0Vxs6GzJGGzIH6nI6azPZwYX3A1hp0NJWpPOlSmwmymMSwiJ9Ao+mFaI/ZsajVHqp0pyrLkVp3odKeylUnIsWxTLOvSlvkaHNwHG4ytlcOz9jRKS1/2ohMm0XPjfxxDb9HxhvUS+ds6ICM0y1ktAgpYS6ljEMTY+P0eKydiLPhsdlkfIhLb5NBwxp+K4/cxiNN6MBWAaUapBYwCerEhHICY5wmGKVCc2x4DZCswYJ1ULgBIbswug6hs3zpvEg5L1Au8aVDLM6oSHptOE/Y72IMZDFHssl9LlK7NaVam5QvSipS4INGclBPaLCy251Aq4MdMlPDFnKeA+YqWbCUJhBxvcUFg4Ptyysvjs8vlra3Ng+PD65e7p2fLG1sDI32dYfzSrR0XsI9NP677Jh75cmPK0lPWzkJXbz4EUFiJxzfwk+oo0Q1sjANHEwvSq1mJFXSknJSYzy4Z9nY6FJqop8eb6AkskiYPJtsc3///Ie3r3989+b9zz/+9dcffnn/w08/X7x7NTczUJCltJh4FV5bYa7KW2ANBazNAXW4VFvuNhTkqXwek9+jqvPpK72qSq+qKegMV2XWlFtDFeYGv7Wm1FjlVbdW2mu8ytaws7/FPdBe2BXOrKvMCvrsVWXpNWXmCreswScJFfJDBdp0q5DKZXGFvHy1cdRoXZPrDxXaK4XhVKI4U6hPNeYzVH2uTV8TWooJID061stl9qkE/QpowioeVLDGNIJuORTgkt0svI9HK2Tha3l0L52aTSYYCKkqXKo4JUWfkmojpJYxiU0Iq4lPHlYy+1HqqAacUNDbQEKQgS9jpLrIOGtKUlUqqRfgD7ORZZ5sh4tucPhrPPEaKF4DRZMgMgFLVznIKqKYgGVjIuW1M/SrM+ZHl4xPL1gfnrA+OmdcP2d8csH+5IL58QX7kwvWh+fMDy7ZH12y/nDO+vAl48Nd/n/K0pAofAIdZuXlWPvb6ifHBg/OzjaOjpfXtrdPz07fvD5983pxeWF+dmikr8GqZPJIz5CY28aYWyVJj8vJEQ2MqHpGbDOQVAMkVDET2vj4Fl5qmJNcw0wK0uPKKXFlpJhSWpyblKAmJBFT41h0wshIx9n796dvLt/8+svr9z+/++X9u19/vvrpx/PLk8neWpdZaDcIKkqtxbnq3DRxtd8WKlKES4y+Ym1uhqwoX1eSrw14lMV5smCJtj5gqa9KqwumNwYMrVWWQKm2oVwfLjeUebRdobShjrzBNndLVUZLnbuyxB70OatLLf5CY8hrbPApQh5RoECq04IcPlOM8nNAwbrWdqQ1nkpkZ3z0XKa51Jgu9OZTa86O1BYmcfHxqdIkTBY5OZeMDwLkIBufTcNqEmJFibFIYiIQFyNIjFNgYoSx0TxMsigxXpOC1WGSc1JTymmEVgG1S0IflrKfa8F5Mzxl5i5Y4Ak1q5WVEiAltsnZchzWSCA20zidTGQcRBcY7BVAuEzjLELIvAB9AXCXeZLnHGRTIFmE0edS7bV9+a1T4JNT4OYxcPOYc/0UuH4M3DwFbh5zPjnmXD/ifHbGuTFG/Gya9KdzzqenwPWXtA/6JQ9wPBwRpBbnOfs7a4cHOlfWF7YODhZWN9cPjw8uXu5dXK5tba6szK5uvFicH2ypLjCICGLsY2Hk1464+/b4h2mY+/n4Zxlx92pZCTX0+A4opZGHbYKSahmYJg62kUsIUOMspAQuOSUxJaoh7Nu5fHv19sfLNxdvfn7z09/+9u7XH1+9f3P86nJxfrKhND3NIjBbJKW5usoCgzdfEfIb/QXKmhJZRbHWk6coyBbn5ypLCy0lhfoqn7m1Pr3Rrw+Xm7oa0jvqbXXlxnC5IVisCpXp2qvsA81ZPY05XY1lrfWe5sqc5qrcYLGtoSKrotRelq+s8apDXl1hplytEEplArtCOizRbMjkZ3LtBaI6FQrPpMoTsXJPrF7nq4NUSJFETImJZcckcOLjWVGx9BhMSnRUbHRMYmRc1OPHuIgIMCmBExeZ8uwZPT6ak4hRpGDSUpNcqYmNPFo7nzooB5etws081UqGeCVNtJEt38hE5rSMdm5qvQjysCl2gF5IooxBijkOOseCViDxCiRcgwSboGCRw1sQyjZQ7T6i3BIpFuTaawey2xfs/0r6FLj+b7l5DNw8ZX92DtxYpt7g3/oT9osbs+Q/XgI3rlgfTPD+QhEwWQJ2qd/TEPZNDnWtrS4eHB4vb+8eXFwdX7w8ffvD5v7uwou55Z3tla2tnd2NqecdYa/NzEtC4u9Sn3xLfvQXTcQtV9IDDz6mEB9VSnzSACRU0qI9uMgmONVLI1hTo2xCMhcgaOW80fGx07c/XP34/uqHHy7fv33/2y/vfnt38erl0dlpT0uwxCFUqEGzRVJXnl5bbmuoMDf4zbV+Q9AjqS5WlOWqHHY0I01a6jb7PCZfsa0haGkMmlpD1s66jI6Qvd6vrQ+Y2motHfW2/rb0rvrMnkZvW5OnqdbTHna31mW1VOfVBdNryl2+Ykug2F7ltedlaqVyWCIXwIjYzmbNKfSnWssJLDjiQEcCwbnacSZSbnOQdio3O5UGxqUmP0vARSeyYxJwzzDxUQlxkQn4iAQBJlaOxXBj4/mYWDg+mhITQY6OFMZEcRMwgphoOwlbyyG1wbRJA3feDM/peWsu2WmxebtAvezgjanotQy8j0XyAHQrg1RDBQZYyCIbXYTQdS5/n8nfYwtWecJFRL4v1+2I5DtC6Zracu1IfPuMff3435w+4lz/t+XmMXDzhP3xOfBZF/ZP0Hc312l/PAWuX7A+fC64xUSpApTe2tVSUlrY0VbzYmHp+PJ86/hobXvv4OLl8cWrk6uL9c21nYPj2YXlubXVhbWVseGusa5wqDwNpccSIu6C0XeYD7+XRt0yJTzJwUa4SXG5KY98NIybFOfEPUuIfEQgxdNZ+NaW+vn1tZ2jg9MfXr388eerH9+//enXqx/e7B3v7x0dDrSFC41CBCWbbeKGUF5jKKfab2mucrSGXOVuRVGe2JsrLcjWONOlxfkWf5m9vEAdKlGFytMaynW1PmVNsb4pYO2py+lqyW4LOYc68rpq0/ubsnuaCgZaCttqM9rr3W2hvNa63IZAWn0g219sysk0mW1qjU4tlSliyWQlm9OGanaMtnOZ4hTiHXOF5wr9IaregJAKIoeFScXGJoJxGA+O1sUWNrEQMxGw4gErjpqJo1iSUsVJOE0yyZiETU/Gl6bgQ8l4Z2wsNSqSEBOtxyX56YROEXtYwV52iA69pr0izXGR4dBrnNIwWkCin4ovYlFEFIKdkNLNES9D4gU+ugyi+4Bwh8PfFUh3+JJNoXJfqt8VSDeVlmsH0jtn7Ounf29s4OYR57NT4OYx5/ox5/oZ8Mk559MVyvUn/3wDvfvPm/Qb58CNK+Ynk4Iv8FwcImYM9rW2t7b5S7JHJkd3Dk/2T0/Xt7cOLi+Oz69O37w+PD/d2j5YWN2cW9maX92eWXwxMNQ7OzU03V+XbYQ5tAR2/MPkZ3cjbt+mPbsPxUSIox8B0Y+ZEQ+wT+5++fDe7eg4h9M89nxyafdwc3/35bu3b3/69e1vv7796dfjVy+3jg92jg56m4MlBp5GQk+zSwJl5rYaV09jUWd9fm9TfnWZvrJI3VCtLXWr0hzinCxFVbnFm40U5yk76hyN5ZquhrTGalNLhWmgPb+jPqM5mD7UUjDYkttZ5+oOp/fUOXub3UM9lb2NRS01WRU+U11Vtq9Qk52mSUszGGw2vlwpRHkGmaRIIF1SWw6VphMUvZRpT5XKM1S/ykWyUmkpERg4BlNNok+CghFE0w1JwjyNh64owIFBMlREBLOowgyaKI8mLqHw8gmALIXip7KzkrG0mGggLs5LI/Si0KCGN2cXHBZoT/3m0zLTQaFhzyWd0XL8NGweg2KgElACtpAFzkgN83zJChPa5Ai3eOiBSLECizcFshNUs48qDhT6a3uKWxfsjy6BT0+B6+fAZ6fA9TPOp2fs63/POXBjjfp5Ycw/F0X/aYNx4xy4cc78w6zgFkNME0mBvq76/pE+rye/qtw7/2Lx+PJy9/Bo5/D04Pz13sXl6ZuX24eH8xubM4uL69s7Kzv7WwcHy6sLyysvluef93c3FWab+eTYxGcPvv7+m2+++8ujh/e//Pb7j7/48vqXd/7xq1sf3Ys2m9MHBoaW9rbOX1799NuvP/31v7z6+afXv/x4+vbNzsnZ4enJREfI71LBCNVpE5cVWStKTG2NuV2t7oHWgvoybdinb6xQVxSrPRmyTKfAna3KcvAKspS+AjRYIG7wm8sKFCG/vq3R2VGT2dOYN9zqbm/M6mzKb6l2toczOuqzOxuLOxo89ZXWiiKdr1jr91qLPKaMDJPOrFfoFVazPEsncSLiLkSzJlMdIugpKr9CNQeodpnFDRKopQT6EBWY5aHLAtmSQDEDKeak1n6uqpsM9lNYnTSwgQxUcmStbHUDVdJIQsw4iJ5M0ROJphQcJz7Whk0MswgDEqhPDm5kqy78jjOfc79As1Mg3cxAO/ikaoiSTUzSYbHC1JQwJFyUGhYBZA5E1iF4F4KXYPkyJN7hCPd46KFMc+1SeeuCff2C8/kF5+bf5zl4/Rz47IJz8xy8eQ5evwQ/e8v+6BX3kyvOzUvgxiX7gxXp9ywxjQ6TuloCL1Zn6hpq81xpna0tCyur2/sHq5s7u5eX+5dXexfnxy/frG7urGzu7JyebJ+fH79+c3D1cufk7Pn0+PT085aWsM9tN6MMPj7u9uNnn3753fW/fPsfHz69+Tj20zvR/8vdp/+CIbqLK1a3t89/eP3DL7+8/+2317/8+Oann85/eHv68uXq2sKL3qayPDkkItnMaL5LUZgnqwpYmytNfQ32+kp7X0tWR5WpplhbkCPLThdo1IArTVSYJShxS+p9mqYKY2uVrbhAXhuwNldaQmWmnrqsnqaC1vrM5nB2R2NBc4Wz1met89sa/OZQkb66xFDhtRW4dGlpOqfLUeRJK3YZqktsThlaLZAvCWTbAvEujO7zJBsAssSEn1NZWzzRqUJ3prPvy9THCtOBSLXDF29A6DJTuMkRTbN5I1TWNIA+B8UToGKUrhqiyH00kYfFd6QQzKlYWRImj4JrhOg9EnA9Q77v0R0UGzfd6o1sxZZb3ydh10OkHBJWjkuR4FJkOGwIkY3AygUGb4cJbgDIOl++BSK7oOgIQo7k2mvMxOi4O19F3fkq7u6f4+58GXv7i5i7f46//VXc93+Ju/NV/J0/x9z9Ku7OV7G3v4i9/ZeYu19F3/qCEPOIh9KURnjuxfTU89G23raSQKCoIGNweGBpfWv38OTo1euLN28OLi9OLl9tHBxtHZ3snl+cXF1dvvvp5Y+/XL59u36wv3FwNDo54S/3ehxmIon+v3734OOHcRFEejJLFEdk3U4i3sKTHlAhHCyeXlx/93/8l3d/++vbn39+98tf3//y6+Xb10cvrxaWZ1dGu0NehVRCy06TlJZaK0rtNWXWrob01qCutcrSHHbVlBpbAoZQsTo3C0lLQzNsAne6sK7c2FFva63W1ldqK9yyhqClNZzeUGPrbcrvaMxtCmU21eU1NxY3VqQ3Vhvqys01JaaaEltjpaOy2Fhe4vQUpuV7sos9Nn+ZfbAhO9ukdLF5Q1zxDE8+D/GXucIZFqebwnxOZx/IdTsy877SforqD+XmA4HiEFUec0QbbHgbUWyDwlUysMkA12HZMle9wJLMMpA5oX4GNs0wuQ0MRgERr0vE+En4ETVnzi5YTxdvZsl2Cs0HecoVl3QpQzxmgMqZWC9AkSXE4p4+NjLpPahsTKBehNEdNmdHIN9iwPsA74grPlJqr31x687/9tEn//DJ9X//yfV/+OT6/2P59x/f/IePbvy7jz/9nz/86N99/Ok/fHLzf/rww//962/kcqrZrljb3ltemR8eHahrqLdl2nwlBZOT44trW1snZ3sX58evXp6/e79/frl9fHZ69frizZvj129O3745ffly++BkdetgdnFlcmLYk5XxLxjyPz2JA1Gd1mAnskUkDj+JxcMw4EgycIdAs5eUX/30yw9//e3Nj7+8ev/+3a+/nr9/c/jyamF9YWWyIztLJFRwvG5DaZGmptQe8uq6GtI6QrbuOmdDjS1UpmsOmINuqd+tLSlQutJE2RmikN/cGnZ21hqbAupQuba+wjDUld/Vkttemx0OOmqrXa21+U21rrqq7OoyY0eVtb3W7i82VJamVftdwUCRuzDdW5LhLcqo9Ns7qix1BXa3WF4McGsA5DlfNgzwW8isPhp9V6jYFenmRJI5SLTClR2onQd81TYLXKWzNpjQLoTOs+F1gLvD4q/QwVkGvABI1vnyPbF5mW/egNVzPLgTYLixWBcxtY3H6EXpLyz8Q7f+oNiwlSlez5JPm7hTBn4jE1vDoutS4pPu3SdHxTQK4FFEMYGot3nyA1i6z0UPQdEeAO5JNddu3Xv4+xs3P/j8jx9+9se/z7/nv77c/Pyjz//08c0//ss3333yp//wwc3Pf3f9xpe3v2NwU0RqZH17Z+v4YGK0p7m1qdgXMBrU1TUVU3OzSzt7q3vHeycnp2/fnVxdHV5dHl6+PHv55vjVy/2L8/Wdg/X9o4XVjbml1cnRERYqvoNjJgIivSlHoDCBqEag1CNyLRFEEqjAl/FJGL5odHrh9a+/Xb776fj92zd//fn81dudo6MXC8+nu6tNVlShQ4rydQGvvqbC3BS2DXV4B7ryh7u8XS25DeW6cLGsPFccLLP4ii1Wm8xuBitLFE1hW0eNuaVS2+BXN1caW6rtTUHnYEt2KGCtqTC3htObqzOaw67ucHpLubneZ6koMflL08p8OYGqQl/AU+C2eUtclYH0pqC9scxVbzHVICIvKPQDUgeeWYCjLnFFx2rTpkK/qTOvCxWbkHQFlm/yZJsc4QqHvwzxd0FkgQltMoBtQDBHZM6QgRUeuis2Hisz5/jqLZFhS6ToZbC6aYS01CQPIWVAyppUMhczFVvZ8l2PdtejW0oTLduF3TxKMRGriIlWRzxGHz/LIhFn5PwZoWRDoNrny49F6gM2d5cFbQsk176/d/8PN65/+PlnH934/O+MP775xw8+u/nh5599+Plnv/vkenR8gkAoqqoOkWj03334yQeffPrFt9/ioFSuBJp5sTC/vjbU29XaVtfc3pWe5XJmWNvaG1+srM+ubi2t7+6dXe6cnB29er13dnFy+er89cvTly8Pz67WD07X9w8XljeKy8ojaNxEgI/ITHKlTWHNlFvyhRqr0pjBl6njyLR/iY7/ApOcVxLcPXt58uaH/cury/dvr97/tHt8uLI8PzvRoNLx7WnyvBxNsFjT0pjd3eptDaY3VzlGB/zD/YHm2vSgV16eK6ooVLizZXqTSGuGPLloa5W5M2RrDhhbKo31pcr6gKmtzjHYnttRn91YZW0Puzrrcxurzc1VtrDPWOExVpXZg5W5niJXWaW7tMJT7HUWeW1+X1pNTUalz9mT72yVqQNsbjaZpcUTO6jsdYF4S6re1FmPjGnrsOwFR7DElS7y5StC+SKELADcXRhdhyVbkHAdFMwwuS2plCEqsI6qjlWOfZllDdHtinQjHPi5gB2kEVWJCfUgflxCH1Wwt3KVJyXmPbdu36VctYs6BVRLQqI+Ns6XENMSlZIfh/fSSGt6xaZMvS1S70s0B5BwjQVv8MXXbt2//4frN/+byv99Pvj8j7/75Prt+w88niI8npiUjP3Hjz/94NObX373DZGbCiDs4fHnU/PTI8ODA0O9I2Oj1bVhq9ORn+canxwbn1/uH3++vLFzcP56/+L1wdXLk9evXr57d/HmzfHl5enbH3ZOznr6RyIpzASmSGSwmqz5joxCe0ZumsOtteZqVFaJXEdkQbcSsf8cjSEJZWPTa3sX56/e/fT6/c+vf/51Z39jZW1mfKBWqOZk5Ro9Hn2lV9PamN/TVhYq04X92tbWnNHhuuEef23AGPbpq0qUlUXKLKdQo4dNRmHIZ+msd/Y1ZnY25fU1pI+2ZfbUOXua89vr0nuaMusqM8N+a11A31RtawplhPzmQKm9xOcq8uX4gt6ycrfP7/IUZ7lLM8OVGT6fvbo8vVolb4WRRhBpBvgrCPqCxZ0EBeuoagVRzLGgKTo4CCJzkHQaQifY8DST8wLgTUPIPA/Z4EtfcNFhIjBJhlZg8TJXdCa3byGaU7nlWGGaF8HtxCR1fIyXhmtj4Xv4xKU00VaBbDlHOaoTDMlBDzUBio41JUV303AvAN4MGSjE4gIc6q5BsYPKtoTyHS66wARnEOH/3d4f3Pz8v7X3Bzc//+Dm5x/+8U+/v3HzX//yFY3GSExMvnX3wR9ufvb7T2/8+dY3TDiVJaT39fUtrq5NTI7MLizPrywNDvd5S4sddlOxt2BwfHxwbHJucWXz6Hzz5OLo6tXx5eXJqzeHly/3L86PX7+aX1nhKtRPqUwWqlbonSZLjtlZYLfnudIKnc48R5bHoDRQAPBRIv4/R8f+c1RMXVXT2atX73/9249//fnlTz8uLc/MTvRUlbv4Sl5WjrLYrfUXyKu86rZwTqjKWhO0tNU5etvK2xrcHY25jQFDbamqwi1Jt/JkKp5ajxTmaet9lt6G9J7GnOe9ReOd2c+78kc6PS2V9t66zPa69PoKfdCjqauwdTflhCst3iKLL5Djr3TnerKLfAWVtd6cooxsd0ZxqaOyMqOsyNxkN7cKkToI6YCV24hiEUbnOOg2X7YIoxMAdxYQjbOEE2xkggE/J0GzdGiWDs0wBStC6ZHSsAaKV9i8DUCwzEY2+PIjVHcsUl6orJf69HVEvAoB5anJRmxCLYPYI6LN6Lgv7IIZO9otYTXAFGtyvDg6pomIPZJrT5TmHUQwnkrLwiQ3CRg7avRAJN8UyFY48Asucu3W/fv/dOOz/0+nr9/44utvamrCnZ3d33x/+3fXb/z++qff3LnD4uMgCWtweGB7/2BhaXFxbXNxe3dpZbGpNVweKElPN1dUlrW0NI1Pjs1vbO2cnZ+8fnVy+Wr/4nzv7OLg9GLv/CzHW/KvsRiGUKG2ZJqNLqlUa3LkZ2YUpzvdmTmlDke2QabXqU2oXBtDBT58/JgtRHZ3t3/89Ze3v/14/Pq0t7+pPVRqsUsURkG5z1Feaqj2W8rzJUGvoj6UXR2wNlU7GmtcteXa9hpba5U56FX4CkS5Dr5IwkQkQLqVX1Nu6W3NGmoveN6VP9jkHO3I62nK6GvO663P7qp1hn16X6Gmuc5VW+UsLTSVeJ1l/tzi4mxvWYG7JDvPm+Ety8zMc+YXWQNVmaUl9pDDXCmA6yWqekg2BYpWAeEuV76JyFeE8gWRcg6WjrD5iwAyTeVMUNhLHP4KJJpiC9dhybFQsceGN0HBFizcZPG3eJIDgeJCZjjTWk4U1gu5dkskGGKzrMnx5RxmlwycNMBbefopKzKsYNeJmIq4eB8+dZVC26VKtgmClRRgEkNtwqRWcWjDEvjcqtkRK9YB7iwkuPb9vfv/dPPGfw/445v/pvXnf/zD9Zv/+c9f+P2BtraOL7/59vc3bv7uk+vf3PkOlFBgMXNwsP/g9HB+ZWV2cXVt/2z3aG9m7nkw6PWV5JkN6pLCzJ6epqkXL9YP9ndPz3dOzo4vL/eOjk9Ozzt6ep9hiX+MScGBUjYotOqdrsw8U1pBWkaRQmN3OPLdBaW59qy8TE+Gq5gp0nzwLOE/RkWGwoG3P72++usvB6f7oerCqsJ0mYJrTJNXVrgqKzOqq9KCJVpfobqizFhZaqirsFQHLPUVhjqfprZUUVEkC3rlHpdIqgIYfHamTVwfMA00ZI70+mYHS0daM/oaM7vqM9vCOeFyU2OlpaJYWe03t9ZlV/qcvrIMjzcjv9hVVJJT6i8o9GaX+fNyCzIyC9LyPbbKMkdJeWatL69ep5DhcD5AOMuTbTKF82x4SSjZFCqn6NwXAG+WxVvjIFM09jST84IBrnLRZVS9I1IeKLVHCs0RoljnInuQaJMtOBArz8SGU5n+XKQ/laj2EOE8CygkYjWpmHoOdVwJjWmhMQN/QA0WUYnahOh+KnkPlOzioC0Mez4FmEmkr2FY00R6AwD18Nk7SvEyAC3w0f/h9v4fhP430n/++js6nRkXl3DnwcN/uvHZHz6+8Zd73wkVHCYX19QQ2Ds6XdzemlldX9rZ2798ub673VxXVVNRmu4w5qRr66rzJ55PLq1vj80sPl9YWt/e2d3fmZqaVGi0ESnkT6KSPn0SK0KkWdZMs95lSHObnR6rPT8n05tjcWWa0kqzi0uLK5iQ/MbjhEdEMowKpmYmTl+eT8yMez2uFn++SMoyOhT+MmtVeXqoJi1cbsnLlHvzNOGgvb7S3N6Y1dOYV1eq8eeJA169z60sdIkVGj4bhTJdmvry9KGmrIle7+JYYLLT3VOX1dmQFfaZQ8XKzhpnqERTXWKorXRUV6SVltgLS1yFZfkl/txAuLTIX1jic7s8tvxiV54701tk8vozGmsKpwqdBQinRIiOcSULTGiLJ9kUKTbEyucswRwbXgLhdSo0ReNMsfnTdHAdVWzIdec686Ux7VKbeSk3HqLKA1i5B0tOxMozselApNqT6U/kqiOBaIvPLSbglAlRAWpqG0iY1LBH9HAIIKsxKUXJ8duo7JCtX08VbMaDq8nAGp63ncreS+EMJFM8BGoTm7Yg4K3IZNe+u/vg/5X0h5/98aPP//S76ze+vvW9VqvnC5DI2LjfXb/xu08/+freXZUWpMMkf8Czs7u/uLSyvLO9uru/fXK8srPfN9DfEKoIVXjysvVpNm04VDk6PjI8OT4+92J5Y3tucSE3NxsA2YhYcZcIffggMo7MksnViFjBhlAKKFEqJUrB+QAAIABJREFUzekGl82QlmPJdGqsbID7nx5H3sHgeGIZnsNV6HSdvX15hfl6nbLG7VBoBGm55pIyZ7DS1hByNlfovFnSsiJzsNxSWZXd2pLf2expCNpqvMpgmanKb8t2yWEFrNIrKsscoTJTa9AxUpveV5fe11XQ3ZjfVp/dGDR11dnCXlWhS+z3qJrCtnC1o8TrLPC53X5PgTfHXZZT5C8qKMss8KRl55hz3Y6yYn2g1BCqcLbn6v0qoUMsCPOlGwLNHl+8xBevo6oVrmQCEj0H4WEy5zmTMwJAK4hiG5GtikRHUvWFJftMbTyV6U8Eqj0eugcIN2HRFizfE2t35ZZDhfZUpj1AhAtCKDs1roBGqGHgusWcVi4xNxVjSUzpp5DOVGl7NOk+VbZBRqdjGFuJ3BdxjPU42mYivT4B50jAV1IZcwrR/x/pf7rx2T9+/CmVyers7G5tbb//4NHvP73xu0+uf3fve6NFRBeQ/AHf6dXZ7MLi/MrK+v7h6u7+8s7hxPTM4ODg2Phg0JeVm2602XStrbXD48/HpqfHJoaLvG48h8Pjg+l6vTOjIJLO+/BhdBIZkGsMsEBFglCl0phry7ZrHSQa9NWzaEwKJRJDSiTSLDazPd3FEyJ6vdZqt+RmOfx5JqkGTs8yeAp0VRWW+vqC6jJ9lV9XU2Yt95pD1dm1QXNbbUZdlau6TF9RoHDnqBVqRKlThANZtaVmb74q5LN1VTu7aiwtoYxQwFrtNTZX2Op82qoiZXmuKFiibqrN/L8Ie8suR680WfQvGHvaRbbPnTNzBhtsl+2y3WAoZkxUivWCXibpFTMzU3IWuOw2czElZyrFUgqSKguM3T3nztx1Z617P/h8tfs3xIpnx46IZ+9ESJNKuH1JdyibDCejnpg3OpyNDsZ8cUsybR5M6gdTmtEhfS6pSdtoH6nQguJxJTOpYPIyrAQS8zLlLQl0VaC4KQYvi+QzQmhKCE5LoVkRXATQFU6/rrGvqHWbWvsKqWnIkJoQnJco5gZkBYIvYpoVzrauczZRrI4rP5X0244ezHQdzfYdjfeeMh47kDl+sAVT67C92ktVjkP1XmJ6n/DGmz03Dgjm9wnyB4R39gpCbx0P7DuZFil+EulfPPPsj9r7H//t33p6+/v6B37zws7Ht+94dOu251960WqjBPCZcMS3srk5vbi4WCwVGs3Far3QaE4tLNxZyM8tzX/52fkLI1FWQ1ttui++/PDyF++PDkZOi7pxUnZuJPLpJx988dWnTm/g5aOndx452adABGLkRL/cqnXwuPr3e4/8bu8xQZ9CIYJ3H+kSyoB0Jn7lyrXh0ZFz50dHRlLJmHcwYsDVgCtsyqTMw2P20UF1Ls5nQ8RQGD87qB5K6odS3GhKdTajy8XV0YCa1BKklopHHSMJfdxLpSPceM7y7qj3nUHT+VFzLkxm/cRQiB4KIO+NaC/m+Im09mzWlE3qwjGr0a6KZHKp8cH4cDIymA6mooGYI5a0JZL2eMyYjGoSIc25sG7MgnKQOAAgNwC6rCCvScGrcuCmGP5KBH0lVFwXQ5/2DFyRAEU5fEUgviNTtlB6hdFsGj0rnHZNY+iATE2mvNUrnBRI8oQ6j/EtU7DDO9s4UVfIFwBp8PgJ+9HD7jMnqOOHYscPzvf0r2HGpkjXPAktH4PrXejCYdnkIWnpJDx/RDa5b+CTN7s++MPxd/Z3B88If47Tf/f0s49v3f7Cy7tQFFcq0dd373lsy7ZHt27fuetljwsfkBx32NTLnZVqqz63WJoplBYbzVKtWmu3843lertRbZY/++R8MmYnWDLgtZwbieEMajLgVz89Nzs/M5svVlv1Dz58m6SxFw8cf3730d1nRGKAlknwF97c9+qBoyxIxTgTooDfPCMQKOQffvpJa21zZm62vlL/+OPzI4Mxp1aq5BT+lCce5xMJXTpEj0a5wQiVDiJjSdVYio154XiAGcka4lGN3oRCBGS3aP0uxmVBIj4mE1INx3Vnh+1jWfNE1pDy4xdzfMaPhhzKRAgbitLZsPrssDORMbu9epvbGs6kM2eHI7lYZDAYiNjcPlUkbsoktC4P5XUTqTCb9hLvWAgLJeUB4HOlagFgJuXYNAjflqOfDgBfCYAr/fL3T565JQRqCnhKJJ2TQMsosapzrWusd7XuNbOvg3AVgLjSI57rl06KoZtydJExlWndshRqw2gNUyaOHaMO7rGeOGjsOjojFdZ7wYZcUzqJFA+IakfA8hFF6YDsxm7B9GHJtd29779x+ube/vwR0c0DZ64OwH8D6Ud+uWX3/gMcpyYISiCWPPLLLY9t2f7iqy/5XDhO9rlsfK25vLzSmFlYmimUy53VWnO5ubFZaDQrzUZtdWWpMPf5B0Ner5FmMBCSOa3quVsfbNxtLbfXmxubq5sPr0/evHh+5FiPaMtrb/ziuZffOtL1h/0ndr11QCkCbTiX0VoDeucRIYShys+vXLr/l//Y/Oab+trqZ19+NJT0W1Vi0kiFYtZswpRK6ONhZihBJQNkLMBkI2QuTObCbC5pTSXMXi+NqRQwCRt1tN0Eu/WozwQH7chwlB/N6MdylvG45lya/2DMmAuiJo3EbVN4rFAiyKaThmjCanGaTB5vOBP3R4POkDecCMZSTn9I6w9b4kFVyEOkYqpUUhvw4J+5uaQB5DBpWgJ+KibuyMkbcvCmHJ0SgtMAtShHrncLbwrE8xJFUQqXFVATo5sE11bSqzS/qnN0CH5RCl3qA6YG5Jd6xV+IoTsYdw0m56RwC8CrQvHn3WccRw77j771oULagaiWmK324flj8uIhoLJbVDgsmzki/fT3Jy7v7l44KL2yp/fanp7qEUnhkKAhxH4S6SeffubJp595fPuOf/nNb6QyxVu7927Z8fQTO55+YsuW53ftDPo5hhuwmtlitdZoVgvV4mKpWmsuN9bXamsbjc7aQqV2e2Z+qTRfKee/+OI9j4u3WfFb1//UqudLs7fqrZVSo1FqtucK+Q8/eZtWcf/0+r7dh3vNuNaN606f6GNlmIvRJy1eC2fZ3yshEOiLq1fv/+WvD//yH42Vlfc+fj/q1utoCaalXH4uGValUoZ4nE9GqNGEOpvUpCNcMm5KJo3hGJ+I6T0OFFZhiIo0GSinEfYYUZ8JjvnJoaRmKMZPDJrOZnQTSXYkwmb8aNABxdxKtw2I+AmvmwmHdGafyxAIJIeSiWw8lI0G49FYLhxJONMpx2DKlkpaYjFdOKqPRbTvBTWjFowlBA6h6AMFOw0ykxB5W4ZPShUzYvh2v3RhQDYnA6+LZHd6JRUlvkbr2gjVUpJtjF2l+WVSXZSh13oHvugauNEj+2oAmkfZmzC3xJnaENMWSupyyfhAT7Tn8Md9PVOnxPVTUPkYWDmuWD6DLuwXXX2z+8qe/ht7+6f3CqpHFIXDstk3ehf2CUr7hPkzwN/g9GNbtj334ksul2d8/Oxbu/c+tmXbE09te37XS+Egx2mkFgNdrjSKtaV8qbhQKtTbjc6D+63Nu6Vme7ZYmZmdvzN5vVxanF+Y+vjj87euvF+rVTqdTn5xvtFZrix35otL+fLSV1c+spr4V3cfPdoNuNRWE6zafeS0WATqKL1dZaNQ5kifjMGwGzdvP/jrXx7+5T/yldI7H1zMBAw0LkXUmMOr8nqQYACPRvmRuGosZZzIOXMZe8TPR3yMz0lG/BqPHUdZEGIwjYbwm0m3HXFYoICLiIXYeIjORth0lI548WyEHY6pE0E66CTCHiLkZZ0ujdPFGV12TyoVH05GE/7YUDQ6GI+kw8nhSCIXiqfsybQ14lfFAmq/T/1Bxv6eV62jJTaFYkKE3gSIeQCfkRKzEuVtofx6v6wkAfNieEYE3OwVz0qgGkx0ULqNUA2MaWDcCqctQNQ1AfylEPyiT3qhW/ppn+wmSC3RhmVKWxdL6zJZCwTfkwouKaS3D5wuHRS3B/jlY3B5z8D8W71f/f7M5UOSwlGgfEhWPaKoHVaU9ktvvtU7vU84exr8W0hv2/6bF3a+886fzl+4uHPXK49t2/7o1m3Pv/xqwMdq9BK3mSksVWudWrFezVcqpWa7tb5a73RmCuVrt2enp+anJm9MzU9XGsuVcrG8XO083GxubNZX11t37y2Ul+cKhWZ7eXbuVtBj+93BU2+cEKs526l+6Pm9x0iMNXBmm8pl1TtPSiC5UPz++39a++67u99+P1cojE8MxdwqBO2jtYjVgrltpM+Lx0NULoiOppmJQetg1pFJ6FMRTdCvTkYMIS+r1YMwxzA60m5CPQ5Uy0ucJizqZwMuLOLCE34sHcJHkuqoj4q6sbhPG/Iwfg8f9Kicbq3GoQslQ9FM1Bv3ByLhWCaUyEWy46l0NpDMuONxfSKsTURUfi81HrFcilldGtyEQuNC+DLI3lKQi3JkRqG8JQTuiKE5gWJBAi6IFHcEinmhrAljHZRepbkWydcB5RrNlGFmSgjfkIBf9Ynf7QXHTvd90SedArEWo+8oqYYIWEGgS/3dZ48fvbr/RPW4bOmodP6geOmN7s9fO/LFPtGVfZIPdnddfbO7tF+yfAatnsLuvH5mbq+w3Iv/JNI/OmVPbtn+250vBnzBs+PnXn399ce2bHv0qa07d70cCBoNZsyqBafuzJY77UqtnC8vVZqN9r2NSmN5tli5dHvmq9uTd2Zma+1mpdlYXm3d+/br1YcP7n/3zcbDh3e/flCsV6fm5uudzuUbV3AcfX7vseMylqFMu08O/PrAcZXKbDC49KzJqLKckaGnz/RNjI2v3H+4/u1308XSO++MR0wwxokNdtrtUUf8fNRHpWKqc8PsxRx/fsQ6ltOMD1rTUXIkbczEjdEAaTNJGZ5SMrTBxHpscNABxbzYWJwdTPBJP/PesOlPI/pURBNzET4Hlgiy6SDncTNOO2+y6px+ty1kCyeCmcFEdiyTGU6nxrOhTDAVtw3mnKmoPhXVBwO8z8sl3NyNlG3QobYqobcR5jZpniY1sxLlzQHFLQl0SwhMiuVLYvCOCJwTKOpypCFD13DVqtrYonQdWr9O0i2cKeH8tAi61Cc82y0ZPim60CW4BaIFUlfFVCsSuAVCNans49Mnz+05Pr1PeH137+W9vbfe7L26v3/xkOKr/YKP9whm3hLWj8irxxVLxxUzB4Slo0Cl96fP6V888+wvnnn28e07Xv7973/70ks7/v7vf/38C0/sePqRLU+9+Moul1+lM0E6XnHryrXOaru+Ui/V6sV6td5p1VZXpubzn1y9/vnla7empsutTrXV6qxvfPOXv2x+/d3G/a83v/7u/g9/KbfrpVq90e5cv3lFrIB/d1osUuoJTPvq0e43jgmUuEajtmsoowrX9SuI473Cc2PDzc37G9/9UFtbvXrjq7AdRzmp2UGEAqqoV50Ks9EQPpzRjCSJ8ZTm4qhtNKsdS6qGw8hwgk36kLAL4rUoZzRgWkZnIIJOKuZFLg5qxpJ8zE/n0prBpHEwoUn50WyETPjI4ag+HNI5fAa9y+YIemwBezAdHn/3nYl3xrODkXjWH4k5syn7YDaQy9nSSUs4anD5tBG/6lLONOLRmUnyghz7EuXv4Lp5JTcpwSYl8KIYKEP4tEB+p1c21yOtiuGaTNnAmCatWedNGwbbms6yzmpruLoAopMS5N0e8cQpwWf98kk5Ng0QZQXekIMdKbgCIosSSeKtPed2H7lxSDhzUHzjzb7FU1DtJDx9SDazV1g8opjaJ7izp2/2gLRwWD6/T3jjsOjnpvcvdjzz+NbtL77yqlartztcr7/x1qNbtz26dctLr72cyNrVeghHBz7/6P21+5v1dqNUKU/OTZXq5fa9zdli+fLk9KVbk7em5y/fvJmvlFbv3evcv3v/u+8efv+Xb//8w4Pvv2+0W0uNcrlcvHT5s/3dwhcP91GsSwFzLxw69rsj3SRh4FkrS2ltevuAHD/UIzw7OtS6d//e93++/+cfPvrkQ54WYFpYb0K9XjIUpJ12JOhhhlO60Tg6EmFzce25UWsmhOYCUC5MjsbxnB+zGmBWTVJatRADDHow4oQuZNj3xnTDcc1IQp8I8FEfnoyw2TAX9auG09ZUxu7y6O0Bt9FjM/tcoUxkcHx0cGIwkQ7FcsFgxheKOdJpYyJuTYb0iZjRE1QHA7pPwvqElTKgigkA+5LUT+H6OSW+KMPmxVAewEpyrCCBCgPymwOKKQFQBuC8SFFB6Cata7OGNd7Wxpg2o62izLQI+nxA9mm36JMe0XWRcgFh55VUk+J//CCrAyvPHToytvdIW0R1pOpWP9vuIWvHoZm9wtv7B27s7b+8p3/ykPTqAfHVA4K5A6K5LuSnOb3jmR/z6d+8+OLFC++Mj068+IffP7Zt+4+3rFTSwvKgAu5/7+L59sP7pXp5enZqamZyrpAv1ZuL9eXrd6Zvzs5fnZy5emtyenGx2ux07t/r3HvQXt+89/U3mw+/bq6sFqpLUzOT59+eONgj2d8PEyongGpf2HfypYOncCWPK3kVa/U74yrOdkogG8llW5t3H/7ww70fvj8/MYwhXRCPWJ1qj4dw2zCTAfK7qExcPZTWpSLEcEY3kTGPJKhcmI752NGsNhvmvA6K16Iwi5+QQ7wGCdigrE/5p2HdYEwV89MhDzGY4M/lzOkIF/IQQ0m91682OLRGr5uz2XibyR9yp7OhsfHBWMoTyQTjg5FI3JdKGGMRfiitC0cNdrfa6aY/TFlGvXojjudg5Ydy8g6qXQCRBRCbgamSnKiBeEUML0uUCwPAtFBRkCiXFHAT5ZqcblXnWlEZVpX0CqWuw3QFxGYGwIun+8+dEX5wRnRTji4qiYIC21CyLaG82jdwdUDkeH3PohBck6qbPeTyCbjehRZPgvnD8tJJZP4YmD+NzR2WzxwQzh2UFPupv8HpJ7c/vf0f/uehY8dPne76+3/7119s3fHYlu0v7NqZSWgNZkQA9KfjkcXyUmO1ka+Uqq3lmULp9nx+tli5OTl1+fq167dv3VnIz5drjZWV1trd9vpmo73aXFlfXl2tr67Xl2vFenV4KPPGsZ6D/QqV3o+z1jfPCPadHsBxFagg1YxFq7biqOaEQJqMRpornW/+939UVzrxgE0B9Igp0OZk3C464EQdNqXFTkSjfC6lf3vcOjFsHoqRw0k6GiBSEV08oE2GeZeFMuoJiFb24yhJyz1W4HyKfyenH06rEl5VyMuOpI0TCT4bU40kNREP7XLpOKMG0utoi9HqsoTC7uxwODsYCUSswUQgmg34Y5bcoHckZxxOGWJRs8+v9Yf0g3FTzq2lccQtl5+TYTOs/ZaCmIPpIqYpoeoaiNekyLIYLkrholBRAokWyTcxpkKpOnpXhzevkpo2pelAVBsmbw4oPuqTfiFRvtMrutSnmJQjMwplGaKbMrjVJ6qBWOLgsfe7znQU1EoftXwGaw0whW7l3GFp/jg0eUBye8/AzF7h0iHx/DFwof+nE44fFdkjv9xy4OBhnc6AE9SAUPzoU1sf37r9hZdfyuUsJishh/qsJv7S5c/z5aWFUiFfry1U6gvVZqG6XGk255fyMwvzM8V8eXm5c3e1vbFWa7dX7260VtdWNtfWv3tYaa9Mzs4EA54/nuo7LUb1Oh9GmvafEfaKsH4RgqNaAtNqGBNB6PZ2yexmU7Ve+uH/+a/pYsljU0vAfjkFGcxI2M/EQrTbT3k9XNTPZpLqiTHvWNaQjbBhH56M6IJu0m8nwl7SY4ODHs5s5qW40qpHQ044GVSez+nOD+lHcubhKJ8K0MMRYjijuTBq87lws4Wh1SSgYji7yewweYPmRC6QGwkHYo5gIhBKuIJxbyrrGskahhOqaEDj9atMLm0yaJkImI1qyg6B4wB5EzfOUNoiSBVBqoZrSiCRF8OVPkVFjJQGZGU5UlGgyyi9hKsrhKGOadqUZk1lboJ4G1fnAeyGWDovBS8LxF8JgBsKfFpJ34DpGkiuyICaDPrkdM/bp08uScFmN9zqZWoCavYYkN8vLu2XzB2WTu4RXHqrd/qAcP4YvNSD/iynn3n2sW3bd+56hWVVNM3u3rPv0e3bH31q64uvvpTKmswWQsMDZjP/xecf3bl9c3p+br5cLTU7M4VyodqornQWy+XZpaVSo1FttZZXO63N9ebaWmt9vbW61t5Ya9/bqLXb165fkqLIa0e6+8QoxVghpeaMCOkSKwdECEMYSFKvhDihFNvTLcMQfD4//f1//ef1mWmNGhmAB2AOMVmxSESTDPOpKOf10pGQNh1XjwzZz457smHO71KGfeqoj4r4CZ8DCzoJt5NCWfiEQma3EXEnEnYBZ7OmibR1fFCbDDEZH5n2YtEgFY/qXFZcq0NonQrRaEAtzxh5rZkORu3JtDee9gbD1mjSFcv5M6PhbNqWS2qiAdLjZMw22hvSDfpNejWrAqWjMHqJ0s9y1kWcroFkHiZKML4owfN9ikU5UhTL8xJwXqIoQkSJ0pcJXQGgWyizRupXaX6NNjRRdUGiLAiBaQFwUwzf7Adu9Es+AfAbMqSBkKtS6Haf8PzprluwrKPAl/upejc+fwIqnYabvUTrJLp0SHZzz8DMftFXb/XOd/8s0k8+/cwvdjzzd8883d3TJ5Uptv79//VjuvX8rp3ZlMrpRClWouLI998Z+/LLD6/fmc7X2wv11nyhXGs3q63lxVp1oVAsd1baG2udu3dXNu7Wmq3lzlp7Y6N9b7Ox3Lp7b+2rSx+fEIOvHekXKgiWssqV/JEB5bF+kCKNGKwGZfSABJNh6uMCVArApXrxr//1/3559XMY7OuBBkAK0lqxiF8VT9jCIa3TQUbCbC6lj0d1iZAmGmQ8dioU1AY9jM8Nuyyw34I4zCirgtQ6LB2l3UZFyI1mY5pURBfzsWEfPhSiwz4s5KN1etRgRNV6iDWrlBo9YdRpTJTWSDr95kwuHI27giFLIuFJDQdzQ65UlEvH1ckY7fKxWhNvd6vjbl7PYSgsjcrBa6R5irJPo9wShBYgqgDiZTGW7xcXJVhdhtcE4JJEuQSzJVo1CxEVkm+ypiah2VCb1mjdKqauAsScFF4UQdMAdm0A+koAfCZSfiWClyntCgDNieXvn+i9pBDOo0CzF8kfVZRPoR1I1xFxhaPA9bcGZt8S3jiqmDwqnez6Wd/7qR3PPvLLLceOn+R5HlLCAAg/smXrI9u2Pf/yC7kw6bQTLKfQsPiHF8cunB26fWdmemFpodYotTvFer3a7JTqzdnFhfml0srG3fVv7q3eu9dZ36y3VxvtTntjbXV9rbPZ+ejjd97sGth3RkzQNiWsgUlrn4SSKlhSqYIBQiTDQZiDlOpD/dCAFCiVZv7zv/+/jz59VyDtEkACgFXoDKDHRceCfDyo8jqxWEiVCGsjATrqw4N+zm7Dgy7OY8eNBonVKAm4lT67klUDLA/bLEqTSuExKM7lzOdGXIMpbSpA5wJkPMAkgqzXQRm0oN5MUHpcwtIqq1nvNPjDlmDcm8kFvEHDj7WTbNqSTpoyUVUmzMSiKoedoA2E1sqkAxqbBmNJeRQAv4KIG0pmGlGVQKwK0nkxcu20cKpbuCgEFxXkbJ9kQQiWYabCaIukbl5JleVIC+U6NL/OGDu0tgJQM1JsRgDPCKE7YvRLIXSpV/p+v2IeJFZgoi5HrovlH/f0XBT23zolyB+TLuwVNgbojkSXPw5de71rco/w1iHJpf2ij37GI3vy6Wd+9Mj+7bnnEBhFlcjLr/3usS3bnnhq+/O7duUiWMCDE6wYVErGs6nPP764sDA3Obc4W2nMlarFYrncaC1Uaov52Xyp2Gh3WuurGw++2Xz4bXtjbe3+/fUH9+5/+2DlbufC+fGXDp440C3HOCtJGCDCIpTTSljNIFoc4AZEiBLlKdLYC6tOSOHZuVv/93//98jY4KmB092ICFUhDjthNEBeuzISYMNeMhlVB/xkIoSNJNVhJ+bzchYzbjWAdqPcawN9TsjvQBQEoLeqnFbQopGPJLmPL/gGE5qhtC4VViW8eMSL24yQ103peIXehOM6FtBqTG6b029MZty5oXBuKBRPe1PZWG4oPDhoj4Y16SifCqtCQY3VhGr0CG+AvW5Co8NZShqllF+RlmlKfxvn5nFVSclMCcHr/Ypr/eLbQuBar+ROr2QZwjsIs4zzZUy7ABJ5GVwG0LYCXkPVKzDVkCGzYsXtPsltITA5AFzrF3/ZK7kshW7IqSLKrqFcXYa+1yUcPHnigx5h+ZSyfkzR7qOXB7jlY9Dc3oE7+3qvvSm4c0Ry9dRPc/qpHc8+tePZJ7btePp//eOp0139AuE//epXv9i644ktW17YtXMkrYtFeJQVSSSi4Xh0fmGqslxezJcWS7Xr07PXb9wqNdu1lbXi4lyz3Vq7f3/t/v2Vzc3W+uravfV73357/5tv739/f+XeSjAa+dX+Y70ijGUsasaKU/Z+EQJIKT2uUyl5GFB3DyBnRDCE6A/3Su9M3bz/5x+y2bRQ0iPAhZQasVtItx1xu2CfFw8EmGhYnYrx6Rg3lNT7bLjHThlMSqcV9JrBgBX12lGrGZahoMPJD0aYbIh5d1g/ltbl4tpsXDsU06bCqoiPs5hRuxVjVDKDiebMWsxksrrMoYgtGncmU56h0UR2MJIbCY+Mp4ZHAumUNZPQp6JcIMD4XLjZqnTYSa8XN2hhHJdHWfgaaaip7PNq5xxrKivwWQl0p1c03SeeEQELEnBWBC8JJMsEUyX5Mq4qYVwVVpVAqqOk2kp6BdfWFVhBBhcUxAxIz/bLbwnAT3vFV3sll0XKGYCpK7C2TDnbD5w93Z04evJGt3AFVXWETLsLbwmozil0YZ9gbu/A9CHZwgD505x+9tlf7HjmkV9u6eru/eSTzybOnkdQ/JEtWx/ZsnXnqy9NjBriYQajxL3CPrfNPDN5pVItlGrmUGuRAAAgAElEQVT1ycXCpeu3rl67tViqtjbvLjerG/dWvvnLDysb95qrG+sPHtz/9sHmNw8ffvPg4fcPVtealEb38rF+BcjSpJGhrQRuBOS0QoQQcpqScyxpPC0A+yUUzbj6pMSt6dv19bVEKioDexUqOcLK1DzgtmEOBxIIqd1eNhzm01E+l9JnYjqXDbLrYQ0vNxoBlwV2GmEjL7YYESmKGMxE0o2NRZk/5UyjGf1I2pgJsVG/KujhrCbS52EdVoLXAbwW5UwsbTQazYw/ZIymg5lMIDUUyg2FUjnv+ERiYix6diycDPNhFxDyoi4LqNUo1HrAbELsBiVIAW5c8j7CLqldJd5+C+UW5MSiFJ0SADd6JHMCsChXViTQfJ+4KIcn5Uie4JqsaYV3tmljQ4auoVxTijYUaFUKLyvIgpLLy7BFBXpdhHzZL7suBK8rqGmcrsmUhd6BL7oGsie7LolFbSXbVvDL/WSjG2v2UbUubPaA+JM/dlWkmp9E+seVjke2bH3zrX1+b8Dt9Jw8efrx7Tse27L9hVdezmZ5pxWEMaFEPsAT0EfnMnOz0/NLhcnFpZnFwvXbU9dv31ksl1ub6w+///reD9+v3d+8+/WDb//8w+b9u3cf3P/uh29/+N/fr6w2JSh+ZACVgQyOGTDUKB/AZP1KFajlIY4EKJmU7JdgAinJGyJnpPT7H75XrNbS2VA/1C2lQUItNhlhlwMNePBwSBsOq1IpXTptTETYoIcxmiGXSemyIF4nkgqrPBaly4qqNYgYhYxmJO7BJpKqoRA7mjPmErpcXBsLqENu3OugYgG118NptJDOwqEGNWtS2xy806tJDgWGBt2JjHf8bCY3FhsZ80+MB8dH/CEfHfZCIT/mdxM6A6Qz4R6nwaonGRZ3cooJOZFnrEW1eRY33ASpm1LllBi5LgTnBGBZhLZAsiYEKwJFAWKKtLZK6dZ0njalaYFQW6ZclkKrmLouR5blaF0OF5RcAcQrkHpWgl6TIJclyGWEn5WjhX5JaUD2dq8ocuzUnFjZ7CcbXXjzJNDsIRunkbm9A5ff6Cr+DKd/7Pr/3dPPPr59x6Nbnnps29bHtm395fZnHtuy7bmXXwh6CatequJlNC5Vo30fnY/OLczOLMznS+U7C/k7C/mbk1OVRn3l4YOVu6v3vv327tcP7n/33dff/3D/m69XNtbvPVz/y3/+uVSr9kN4twSTwhqxjFUzVgpQa1CzGdEbYV5DaBnKKAO4PgmlN0Te6pInk8m5fDHgMwmUA3IeM5oRjUpmMQEOCxTwsYk4H41wLgfud1E+J23UyJxmwGWDfA7Ea0WcZshqhnV6lFCjHhuWDhCjCc1QXJ0IaVIRTSZuDrhZp52wOUiXlbDacaMes9o4VsfgOtbhM4Vi1tyg9+2JwMS50PjZ5NC59OhIYHzUNzpoG8na0zGVz0PbLEqzSUlrCY1DE/AYeYawU+KPSXqB0E5TxiLrnMQ000LFZJ90SgAUpXAJpDpKTUOGliVwhVDPo+wyZ+qo7auUvgwjLZxdo/gVlF1B2TZIrnKmKskvgnRZQc9K0Bsi6KZU+akAuiwjZuVoUwLcFgLmQ6dGjvWVu4DqEUXrGFw5o6yeQiYPi+7sFRb6fhrp/+ORPf3Mtr//B4bhKIr5n//0r09s2/HYlm2/fWVnNIDFPIDdrKApAQ6fOp82Tk7dKNQqxeby9MJSoVibXyq0Nlp3v7+3enfjwXd/vv/dN3cf3P/hP/76/V//8vC7bxud2vr91dm5hQGQOimAuqTk0T4AxXWM0mBi7Sbaxis1DtZu1rrlAA0oGLMl8buTIo/Hd/X2bbOePAMIUavKYEXVPGTSw2aT0ufCo0HO78YCLiwa1thNiNEIBFxEwst6HZDdJPUaAYcZ5Qwkr8X8ZigbU5/NWi6MOrNBfiStG4zoon7W61ebrJTPrea1CpoFeC3GaAjGqvPGgvGUf2zQ+dG7sYsXwuPnwrnhwIUJ7/iIeXyQH8saB5OqVETjtMJmnYLUEpiJ8dpVRjURoOGPCHKG1Bc56yzGz8LcAkjMS+GKFJ3sEy9KoRJIzYnAeTFQgIhpiMxDTIsxLhOGOsyuEKpllF6WYy1MuwJibUxV11prrKWs5OcV9PQAOClS3hDIv5QiN6XKhhwrS+ChLgG759DlU8KaAG71Usv9ZEOgqnQhiwfEnx6V/Q3t/fjW7X94c89rb7zxv37z6zf27P+x2f/cizsDHtLvAi1mOYWLMLRvKGC4OX17Lr9UqlXLjVK5WirVy/XO8vq9zUa7tbb5YO3rh/e/+frbP//w9Z+/f/DtN+sP11obzU8/++KgAPrjKeHJPvBEPwjCKjXtVBNGFlDrALWHd6sZqxLXdgkgGcC9cVqm49Sff/aRjgOPySQgTxrMCKcCOF7mcaNhLxkPUGE/FYvwyajGY6e8DsrtpaN+1m2Uea2I1QDzOoDllXYrlvHhQxnzaNoymLAOJ03xCB3xkgE3bbWgTqvK71TZrCTBikFMAmko3mUNZhIjE4kLY67RQdvFC8GJ8cD5ifjF87HhYWcqpsrEdLkoM5jS+r2UxU4YrQyho7wus4Hl9DjyAcXOk6ZFjXOSVN8B2FkFVcGovEB+9YxwSQwvSdCCQDEtkBblykWYWYDIGs41UXVTgTcRtgmRLZxtw2QL0XQQrkbqWip7Ve1YUKrnAfaWBL0hRr4Qyi8LgQU5ttgvuyySW4+cGeoSrHCatoRpC9kVwNQWsvVu/PbPeGRP7Xj2FzueefSprQeOHKVpFsOIrr7+x7fveGzrlt++9FLYSwZcmFkvoYg+Dusbiuhu3bo1my8ulovlaqFcLVTrpc5qe/3eZmPt/6xjbX7zzdd//va7v3773Q9ff/vDg5XNtcHRkb09QLcck0nZ4z0KGFLpGDePGbWwxqTUmAkTR1kZwiiDOTms/+MJhUwOZxLx08IzhwGZksNglVxnAHle6LUrgy4sm2RScc5hwy1m3OFkXQ4y4mNsRshpUkQ8tNUAaoxKjQENu5mon02ENKmwYTTjHE7a4kE26meDfsZqAL0ulc/N2ew0xQMIpeBMKqPL6os5c4P+iSHd+LDjnYvxsfPht88lL4wHRzKW8UHtcEIV8eKRIBb2km4X43QzGj3ltHNug0aN0gkQ/hIk8yp7SeueRsgZkKzA1FK//Gav/OaAYlZG5kVQGSLLCFvEuHlctUxpK4S6hnMtmGlS/KrOsW5wbOhdDVzb5GzLGkebt8/jmiXGeFVB3URUk2L5VwL5lX7gpkA+3SMa7BKbTnZfBYEGgLe64FXEuAKY2oC+Bmp/tgX89LNPbNvxT7/61b/+9rf//vzzB48f/zHh2Lnr5VyCCvhJm1nCM2Ic6QtbwffeHZlamClUqp31tXKjtNyqLa+2mmtr1dby8upqY21jZXPj/ncPH37/4P7XG998f395uR6NJN/qlg6IiTMC9Hi3BAJYq87n1YX1qMaktru0fqMhxNE2BcxRtPO0GAflCECgr3QfO4KCII9DhMhsBuxmRTSABb1YNAgnwqTFjFrMuM4ABjxkwIE79TK9VmbRA3YL7rBwThsd89OJgDYXNmbi5uG09fyoO5cwhUPM6JDR56HDAW04qre7WLVOyWgwvUXrCXo9IUsiZZkYtpwdtn/6YWpo0Ds6aJuY8I3mHMNDpsGU2m1V+u2Yy0UYzITRRphsnNfNZC1aRomEQMUtCV3W2Komf0VtWYSpWSE0K5LNCJU3uoWLIF1HVSUl0yDVTZQr04aixlEmdDXO3MDphpIr46pVY6ildbR1zpYhVOOdRUy9QGmnCcMcqLkhw24psBsK/Auh9GqP+PMTordPDqgPd9lO9E0TSFtGtxS6NqDvgKZluepnU8sdzzy5Zftzz++EIKVCAe76wx8e27b90ae27Xzxt0MpLuxV+pwQwQ7IgBNhI/DRB+NzhYVas9NotxqdertTLzfL9Va7UC3WO53Oxr31Bw82Hm6u3VvdfLD24Ju7lVrZ7Qq8eVrc1Qf0ycmjPVIY4p32jMeccKjtLr3frPYadX4ENYIAq9YGIMYFSWAFCPyh+/RBuUzGw7QGthkhLS9x2KGAj81FVDE3ZNRBFitrNiEuG+S2KgMuLORl7XbIaUd4PW62EEEXm4tbs3H9WMo4lDBODFpjIVXEx+WSvNOCh9yqUIDX62CeR9Um0mDX20M+f9SdSNtGR3xnRzwXznsnRgOZQde5Ce+5UfNgQuN1E1peZjXADjth0IK8FtXoMJudHXNpjUrECwEfS5RVraeh91U5c0VjbcD0ogiaH4BmesW3+mQLMmUJYhuEqiJV1iljXesosvo6wa+oLGVEVdHaVozelsa9rA+2eXuVNNZ5c1HlnsH0BdZ2S05PKchJiL4uVV7uk10WAp/0SMZOCxwne9/pF9YBZalXWZWrVhHrstLwt6f34eMnrDZHKBzde/DQE9t2PLp1229efCHgBb020GWWcSo5Bp0Ma+AP/nRhobBUaDSXO+1CaalQyC8uzperlWq91Flfa69vrmxuNlc6K3dXV9fbG/dWassli9nxxmnZ7472HTijONALQEq105JwGWMe3m3mHCbapqLNWsahZh1K0tyjUP3+ePfu06ef7+p6SyKRqljOgrhsgMsJRYJEJsNlI2zMCVgNsNlIOK1g2AV5HWDEhSZDTMyLWcwIzmN2BxcNaMNediimHc0YRuLG0YQpHWRiAW4koffbiVhAHfRp1TxAMmKVEWa0tDtojyV9yZRrZNg/nLGNn/W/cz4wMeZ992L0wrh9JM57nYhBD5oMuNWMaHUwp0EYI262clmXxomQJpn4nBSZ5mwl3l43eOqMoazAK2J4TgQvCeVFEVyQKAsAuSRRlhTKGsI0SE2Z1tQZXZlQ5wl1k3fUaW2JNNVU9hpnrrKuhiFY0wVmOUdB7SmSuiVEvaSkZ0XwpEByewD6tEf2nkCRHJDZjp7+vKtvvlcyc1LaknLLCv3fSC2f2Lbjn3/9ayWCYTj5L7/69Y/a+7kXX4r6lVajwqgVmXUQgffZVLJP/jQ+tzDdXGsXa4VCabFQXCiW5sqVheVmdW1jvb2x0d7YWNlY76w226uN5Xa1VFnS8OaXj/S/cqBr3ynJ/pNCBczatD4z67ZSFgtjNdMWmtTxaofZFGIIM4rbXjkt+odDB1/pPf1HibQHUfAG2O+Co3426MZTcSYZJoM2mccOWsyo3gj7zNJclIl5kZAb9dqVWiMJsYDHggacTNjNnc3YxjP6c4Omsaw54iVTMW02pgp7iFhIFXCzNotSb4RpTk6pEW/AHotYkzFrOhsYHPKduxD98GJgYsSZSdtH0rpEiPDYEJub1hlIsxXT6DBWSzImitfjCQcXpFS8TPohrv2K1M0Y7HWDp6E2lyC6ChDzEqQ4AEwL5HMKrAoQFaGyAeB1lF4i+QJraeq9NZWlwuirhLYIs/OIuqAyNbTuEmduGXwVlb2gstb07g2ju8qY51F2EVXPCoEZIXSpT/F+n3JEhll6hNET3dd6RfNnFAsnFFWR+uem94/a+8VXXpVIZN3dva++/vrj23c8sm3bzpdeiPgor5e0GhU2E4CjA1pK/Ol7F4rVSmNlZb64mC/MFxZnyuX52ZnbC4vTq+srq3c37n59b22js3FvZePeyvpmq1argIj69eMDXQJIKEblclzN2VzGiE3lNhBmDaJVESaWtNCUSad2anknz7n/9XDPP+/es1fQt0cqlNKgygy5bFDIh4c8ikwIHYrATpPUZJJpeBlBCh1GediDRV2IzYU6rSChVjJapc+BOUyE24KPpPVnM7rhND+S1oU8VMTHDcbYdJBxW5VeK+Fz0jq9ktMglI5xRTy+sCee9KSzgZGJ+MhE/NyFyGDONZR1XRg0poJEPKRxummTjTZZEL0WYdU4oVYarWwqpB3SaY1y2YgE/YoyXWG0M7ylobYuKcklOVqU4YtCcFYMTomRxV7pTK+4hfF1mC0Q2kXGVFQZKip7kdbmGb6AqpZoQ80Uqqksq2bnuidTs8RLWm9V52hqHS3aPA9SkxLk+gnhQp/8shD4RApflJKxfkDb1TfW1X+nX5w/IarIuJ++Tz/7P558+pnHt27/w769T/2PZx/ftnXv4cNP7Xj2iae2vfjyzkzKGPLRFu2A2ahgGRFDSs4OpT6/cmmpUm+sNEvVfGFxam7uRn5+amF+utaoLnfaK3dXO2vLrXalWsuvb7Zm7tw8JYYPdMv7JQQCq6VSnEH1blPUagwYCLOBthpYB6/2IEqtmrGqVU6dMfKrgz3/fvDgIVHXAamA1CGcHnWaoYQfCbhkYQ+aDqMhL+q0Krx2ucUs9TnhsAMOOgCPCzeYYE4NG0ysy87ZzFg8yA7HuFxcPRLnh+Lqs2lrNqb+YNQ2ntRHPLTNoPB7VDo9irNKtVnnjAaTg+lYyjMykRgaiw0O+UbG/INDgfGcKRPlkyEmlSD8DsRtI40GSKNHaJ0SZpQaExUO6TJ6lQ8CcjL8I1j9Fa29rbZVWFOZ0ORFikWYyYvhRTFQlOELInlFBK5S+nXGvMyZqqwhT6sXKFWRNdY4fZk2lDhzgTY3jb4Nf6btSNfMgZojWdd4aipLR+0oyKkZMXK5X3SpX3ZJiHymIN+VUeNCzHNGYuofGOntv3JSeGfgZ1vAv9jxzOPbd/zbc88RJE3T7Muv/e7HHtnzu3amwmzIq3RaQZtRomFkKkJ0YTT8wcfvzhTzxXq1slwtV/LF0tzswu2p6VuFUrGzvrb59d2V9Wa5sjC/cKfeLH75+Vd/PDHw1kmFQMaIhWhvD0DiOoPGy1MWFaLTcHaz1ukwBnHCRsIaBahSUpZ/3nPoH/fsfkPY+/pAv4yDeRPmdsEBtzLkRSNOIOmCogHQ51JGXWDECTht8pgHCHngqJ9FVBDJy/Qm1m6jUiF9LsplQ8xIlD6XU0+ktUMx7VCMn0hrJ7KGkYQ2EWS9DtpsUmothMZq0DvsgZQ/mPGlhmLp0Vg67U+lnePDtqGUOpPgU1F9LIgHvZTPQZhNiFoLc3pUSYOEWulxq5JatQ2A/Arll7jhMmW8rbbNsYY5mFwQKebFynkALwiBghhdEspbMnQZpCoAVcPVVdZUVDmmUa5MaGqkocGay4S6wumqxuCaPbbiTnTMvrol2DYHVqyhFqUrgcQ0gE0B1HUheHUAugIwb4uRi2JqTELpuiWaLkHq4MlLA9DfcEOf2Lbj+Vd/97s333zu1Vee3LH9qR3PPrZl23MvPZ8IwJEw63PCNr2IYQEWF4+k/O/+6ez1meliZbFWLy3mZ4uF+dmZOwuLM3NL87VquX233em05hemp6avl6r5wezI80f7Xjsq2N8lOdELUIhGxThpwooreFqpthj8Fq3fpPOwjIXAtCxpUkCa7a8f+O3hI7/v7z0kUyhZWGUkzG7GYoJCDmkugkV9eMKL6lWCkF0ec4miDmk2gaX8qM2M9WJSBQNoDLjDTp/L6odC3HCaHYrSE0nmfEo1EiTPZtXnM6rzKe3ZjCaX0idDXCjA2pyMxq7SOQxunzkQc4QitmjCOjQSGRqJDI06xrLG8THruWFL3MP5vCqXhwl41UYTxWmUCANxOsxipW200ggAFpnsIyV9BdVcJbXXKM1tiLotQqak6JJcuSRC8mJkql92R6CY7ZMtyJGSkqsQ6jKhydOGIqIq0YYSbcjDVIPULNHaKm9rWLyb1siqLbrijC+b3G3eWiTVFVK/QBquSvBrEvQGQH+ioC/IyLE+ZaBHbOuRaI91fS75aaR/VGSPbdm2//Axj8fn9we7+vof3brtiae2Pffyi8NpNhbEfXbIbpCoaMDCgdlUcHQ8dfPm9UZnud6uNVqVfHGmVM7Xl2vlaqlary0v1xcWZ65++fFnn5y/eeuKRmv6zd6u1w71v3q471QvrBDikEJFE2aGMJtNIZc5ajcEeLULRnVSBavT+k+KsSf+uGfX0cOv9PftV4ghNckZcJcVdTuxhB+Lh6hYAEuH6JAT9toAv0VhM8hsJsDvgJS4+LhMhPCg3kyEvOpogBxNqMdi+EhEORjAh+LccAQfDnNjSf7skHk0ZxyMmIZjXNRHma2c2WvV2S3esNMbtcVTzuGRwMS51OBweOJcaGTEcW7MGY9q/E40GWHiUU0wZLK5VKQGINRKQoPrbCq3nnRBMicovyhA31eQXyjZ2zA3hXJXFNgVifK2XHm7R3ynR3G7T3KlR7woVBQUSAVmOghXxlUl2lBXGeq8scLoSxhTpLVFjavI8cucocqYlw3udUtg1ejp8M622bdiDy8xxkkFeVWGXhEjNwD6AxF0TqTMivFYl8LYKwn3/8z+9I5nnnz6mR9fv/inX/3qH/75X3bvP/Dk9qcf27LthVdeGYoR2RCVClIhN6pRKVSYMJcLjQ5GPnr/4mKxkC8v5gtLs/mZQmmxWM7PF5dmF/OlWnVmcfbLz9/5+IPhLz59T6mkf3u454Ujff++/9RRAQzKKELOcYTBqvUYNSE1aXYafWrWIVIwAoBGCfORPuwf9hzddfLU7oG+AwoIUCG4CrZaML+bCPvwUIDNJviRBO13wG6r0mUBA1444qOMetkpUHhc3ssb5S4XEXYz2Zh6LMWMxanzcXwsSp3NGIZjTC7AZCPsWEI3GFOl/fRYWhMLUoGI2eK2GD0Of9wVTftjSUcy5Uhm/fGEY2jQNTFiHUnrMmEmGmRSKV0uZwuEDXYnDzIKRANRBsLo4Bx6zAkJfYB4YgB6D8BvkLpJznyL1l2RQDfF8DUJMtUvmxYpF6VoUYYvSOCZAVlRhtZAvE6oKkpVi9KtGrxN3lFXGVpaR90UaGqdLa2trbI01NYm71jhHS21raKxVnhHSW1eQPlJBXlbjt6SKL8UICP90KAQSfSAlm4JI5D+3PR+8ulnnnhq2+/f2P3Cy7sOHz9x5MTJx7duf/SprTtfeTEXRLNRPBlhXVapkYc0lDyVCV65/PnNqRvT83NzC7PT07PzczPF0sL0wlS50S4v5fOL81Pzk598ev6rL9795J1zjMrw1inpC3vPvHak/1Q/xBAGNWVSwVoD6+A5r4q1mrVurdqNEkacNIG4+bAQfe2E8KVjp17uGegGAQWLkTzschFBLxbxo6kknw6RmQDjt4IOCxR0kx4XaTcCrAo+JBoAcJHXikQ9aDrGvT2sG06wmTAzEmcn4szFQc1gkBqNcmczmotZ3UTWMJTUpEP4UJyJxIyegMnmtYUz7mTWH0/ZU3FbMGyLxiwT5yOjZ33nRs3DCVU2bgxHTJGM3R82mUwMoyEwDYJrUa2F8rpURlQcEA+8J0euIpprtPE6rr6EcR9LlJfl2GUJMikGpmXEHQU22a+Y7pFM9UvyMrgsQZoIW4LQJmtZtyc7Bvcyq12x+NZdkYbR29I5V02+Fa2zzViWWf2a3tlgjVVCX9A6FgjtbYCcBog7MvyqBH9HSsbFWFhE2/thm+inOyc/JhxPbtn+3Iu7PF6/wWh+fteuJ7bteHzr9p27Xh7P0OkQno5xbitk4BV6FnQ7tZNT10rLxcXKQr5SmV8qLSwu5SuFucWpxXxpZXOtUa/euHXzsw/fuXX9y48/OA+T2lcP9+081PvykZ4zA0qd2klheiXIs4RNow1xrJ2lrDBhAlCtQR9UYOY/nBa9elLw/LFTv+vvOoNDiA43Wim3l434iVSUiwWpmBceCuMxP5kM0akoHXDTTissRqUnpH0mkyzhR0Yi+EiUzoXZdJAbinNDKe5s2ng+o347qz6bJEbCxNmEaiLOjab4hB8ZSmsHszav32RxGcJxWy7rHhy0Z9MWt18XS5izOU8mYxnOqkcGdbGINp11eCMWm89od/IGh4o30qxZZXKo7UbciAtjkOhjBXKL1N/kLJdJ9Zco/4kEuyaB74iVkwLlpAS5Koau9cimB8AlOVqWIDWAbiHqOqpqEIaqzt4y+Vcs/nv2wIo92DL5VwzutsnTYI0tylCj1DVc02FMTY21SOlncP4yRF4DiSmEvgrgHwwgI1I6KKUiImVa9tN7WT+WEZ7YtmPX62/+8a3dv9354hv79v3dtqcf2bL1xddefntUP5Kgkn7KZUHsRtKiAaIh58LiZK2+VGmVpwtLc0vzk9N3JuenZxan86VirVFvtutzhYXLV///wr70SY7qynf+g5lhdhDGzPPEvBcx9hjCgBAPx3gMGIMQGEn03l17ZuW+75mVmbXve1XW0tXVakkMFqAVkHpVV6/VVdVdvapbC3Y43h/yPojwvHgxZiJO3A/364l7Iu5vO4sLi3dvfDZtA+mXzl48c3b43Y/HMVTmOJPEVY7yQ7CPZiISH8EJ04PJKKkilOmCtXMjyOkPB3587vzpgaEhCoMkVPdjAdObjqFWnp4q0+UUXk95C2m8lqOnLC0eJSJ+1IbYHJgjHiKqebGSoio59lLN1yiIUyWxnmemLPlaXb5a4WsprFlSpyr+K5YwU+KaZa5RUWYm1UxajSXNQiVYrgSmJgO1imlVg1ON6GQz/ulkoJyjLjX8tZq/NhksVmLBbDhViOkxQzZ4KSAms2ZAw6KUIw9PfO2hbyD8fVpt8UqLMeZQedaFrk4Ay2PANkj3PUzfga84vFs26AlA/443n5DaQ858QConjPn7UO4PoezvfPHfh3JHvsiRFDyW/U8E/ZiQHxLSE0p5QquPJP8DWu2Q8oIH30SZfUpsI9zcBHbTSVrD3sqY97LrT/PTf8TIfvzyK5KkiKL86pk3nrKWr7x+eqomTFpCtcCko7QmQEHRGwkIayvfPH64ffRgd/fw4ODkcP/kpH+w3+712zu93V73+NuDvb2t9c21peX5O59/NmqD3/p47O1zY78adABelsNUiTEpXPcgCkUHJTEOY6rTTSGYitJ+0Ku9PwC88PZH/3T2/Du2CTeJ8hIZCmFmACmkqWKKqhX4mQpnpbFU0BMo9koAABJMSURBVGWlsXQEiYehsI7ZcGgEcuo+OBPHmjXtylRwuqpN17VGUajk2MsVsZFnJwuslaLrGa5aEqeqytWar2kxlyeNuuUzI4oeURMZo1z9zhRfqQWnJgOXL8fKFX+lrE9Ohev1QK2ip/OmPxXxJZNKIk74VSmkRBKqoKAS5gh7xz+HuDu0vEqoK7Q+S2lLuLKBcmsueGPMu+WAdwG6Y4fbTmxrwrvrwR4i4mNKe0wpx16ijwuP+eATNfJIC/3eH3/kS+zQWl80j3n9BBcfEcIfpOAfBPMRLR1R2jZI9zBuh1J6hNQByI0x+PaA4+on9plh9xfA92tOfvjiX5/6wTvvn3vuR//jmeeefeu9957qjV49/Vq1KExWFCtHJSOwT4E1ATT9bKt19/C4d3jQ32qvrnXa3d2DTm+rf3TU3t7aPdrbPznc6Xc6/a3V9sqXv50ecKGvfzT4/gDwyRhqd5Owg2ZJ3QsLblAEUZ2XkgSuwpDECnFJzTgg4/0LzhfeOvvn7/z656OjmMyYUT6TwPNJupTj6yWunGMqObacofMxuBBHokEwGsVVH3TO4Rz0OsNBrJgiG5NG0zKmitJ0LVgvyo2i0LC4RpGrluhKmklFqFKarRZ9Vp4tpqhGQc7kVDPm8yfChWqmeSU7XY/Uav7Jmlkra7WKblWkRlmangpVJs1KgU8nNSUR1VJJLeIjfAKn82aIpWQIJ50ReOQLEL2LyfM4f49UFjljCZfauNy2Q2s2T8cOrzuQ1ph7fsTVtXv7Tu8DF3mIcicYtwdSu17iWDQe+2K/90UeB5MPjNixEj6Wgwe0dEjKTyjlW9F4zKsnGLfvJrYx8VAM7DJam+C2PMQ2SC/bkVujwPUR8Ob3T++/e+HFv37+1CtvvIGgOE2zb//67F899/xfPvf8K2dereTpUpYu54VgEDU0VGGdgZCwuHRv73D70beHnX63tbq0tnq/29/pdrv93vrDxw+222ut1ZXFzfud7vrtzy+NeojT7178YAgYd7MOJw+6OdTDeUEOgQSKkE05bspJGFUkMY7gJoT77TbqzAcjf/Xu2TcHPoFZJJ6ScwUlnxKCQbSUY6fKVKNAFuJYMgCkg1A0jEVCKMgiHzhtmAgnYqyVU2oFoZKXp6qBatHXKIiVDDmZIa6W2EaRqxb5coar5dhqQakVpHKOyue0bC5gBpVgzF+sJSvN1KVmdLKiNZuBUkFtlKXJAm1lWcvSy9VwuR6MJFg1YrIhnff7SI3l/bykUxDnQPDxCDr6KYTfQfhvEHIJF+7x/lXe2MfltptcH3O1xz2LY665Afv8KNAech84oB0XsgPzR4R8wihHYuD/BDLfqqFHRuyxP3okhfcE44EY3ufNYyFwwvpOWN8xozymlD6Id0GqT4o9QtigxBbCLrnxtpdZ8ZBLdnzW+/3qoh+++Dcv/ODvnn/+1TNv/O9/+8V3qNnfP/ez069lE1glx6VTVDiIyQokCXDAEK5dmzp5fHjy8GD/cG9haX5tY3Vru7e+1e7127t73YP9nc3exkZ3rd1duXnjcxvAnzk7+O4F1+AYMW6nLgyDNgeJESpHGTwTlLiAwPg5Ngijih2UnZDqAcR/H3T+6L3zbw4NQxKezipW3pdIK0E/ZqWppsVYBTwdQyV2Imi4snGvbkIXPOAA4NEDbDgulSv+ck5r1v2Tdd3Kc82SXEqzlTxdLTClDFdK8emkUClrxbxSK3HFDF3IiemUqBqUFFDi+UCpFq7Uo5alX24GpxpmraxYJbVakqdqZq0slWuBaFJTw4oQ0IWgRvgkUsVJ1gVzbgizGZ6R6zg+i0mzmHCf0udYfZkQlyF6x8MeuKiNcWRlxNEecW2OAV27t2uHd91UDySOEOEB7Xsg6Cdi4EiJHBjRE1/0WIn2xFBHC+0rwQMpcML6DhnfA0p6AAv7MNeFqR1C2GHUdYSdg8hFAG+B0IqHmHcR1xzf6+H4mxe+Swd+5tlTzzx76ilj/bf/8IOfvvqzXBItpelESkhFOUlDaRaUFf631yZ3+luPnxzv7fVv3r5x68717nb7+PGjo5P+yUG/31/vHx3s7nWX7s8WC7n3hqFXzw794oLzg2FoYNg7MAZDqKJIEZYJUHRQ4IMCq8tiGMX0cUCwe6QJO/HLAcdPzo+8PTEuBKRM1pdOSem8aRXEaoEppshcksjGsGQISoa8uTjmZb0DkGsUdIWjcjmnlItK81LiajN0qSJdqhlVy8hnhamiZKWJyZKYifOhoDedZHIZsVrkswk8n+MyOYXWOEJmIym9aIWLlr8xpX86E7l6JXp1xpysaI2a0qwFLzWMbFFLpg09JCkhTYv4KFnABJTg3TQPQpiNdQ4sMuwaqd8G0esgscL710R/j5D3Ma4/BvVHnFuj7o4dXRsDVwfdq2P2HQe47cB3PUQPoQ8Fc08wt4TQjpHe1yNdJdjV4rtqYo8zDqTQnmCsYHQbxDuAtwszmyjXZ3xdRt/g9UWQbOPiPYiYdaFfOaArnv9uen/X3R/+Z5z/X/7Dc6+9frqQZ4spJpJgIwnW1EmCRjAa+XQ6v9NdefjocG1j9csb1z//8trWTvvk4cGT3z3c3d7YP+pt9Hvtjc3lxW9Kxfwbvxn/+QXH2SHv6XcvvvXxhBOSUExHUMMJKTBpsHyIZQ2O9WO4MQ5wXsTn8tBvXbD/y/nBcy47p/PRpBZJiumkUEzz2QReymC5OJaOIbkEEjHBYAAfQuGPvXYX5o6HqHKWrObkZk1rVJSpLHelLJVzbLXIzxSFK5bQKJClNJUM47kUm09zpaycS1CJGBlJioxfIVTGjKnZcrRcDdfqsclmvNkMzTR9jYrcqClTDfPSlG5ZejyhmFFDi4V8QVkMMIQMw4wd5x0ANsogA7cweIUy7oLkDS++gCstIbwthfdAascOtYedO2NAbwLcGnGtDI5vjtg7NqjrIfsgvg+RR4R6KEX3zHRfix2b6cNA8tiI7fqCx2Z8XwmuE+IGyvdBchdheoRwwPt2UXYPk1ZobdZLLQDEPYRb8jILHu5r6Hu4rP9PafTiPz79dz3z7KmXT79qFcRMgown+XCUERXYhYIACVrFxPz8rf7+1uLCvWuf/scXn//H4uKdbrt1+PDo5Nvjw8cHO4e7reWFlZW5QrV6+qPRN8+Nv33R9fqHw59MEBCqY3TIDRt2rwJjBoTIKOGHKXMCYMY8rAfkL4wCb3449Pon4xfdLtbgQwktlZErZT2XZ4p5qVLg82mqkBMTcTwWwWUV+LXHNY57RRXJJZhqnqsXhWZZKGfoapGftsRKgWtWpUsVqVpgShnMyrLxEJFNcLmMGA3RYcObjBKKjpMKI5hGKOtPVzKZQqhaD9eb0UvTiaszgeakNl0zLk3pl6d1qxKOpw0lorG6pPgVX4SnVMRJ2mzoiBsZFcChJZxYp/0txpyFyVkvdZ/Se7hvF6C3Rz3tIXfP5umMOtoXx1cujs8P2jo2aB8ktj142432ce5EDO4J5r4cfqBnHobyJ2ZsXwweK+G+5N8mlS7K9khljeA3SWmH4LZceAuklhBuHmEXAGaD1jdIaZuU5z1/2j/9dAPHd5Huf8x2f5pb9fpr8SiRiOCpBB+OcKyCDKEOAHVmkqH5xZud7urS7DfXP7v21Z0bc/N32psrnd7mwYP+3mF3fX11cene8vK9UCp75jcTZz4ef+dD2wdD3o/HERA3ANw876QdXoWgAxCqAbg5CPJ2SByawBGQH7YhZz4a+fmQaxBBSZkOR+VIjM0VtHxOLVpBq2QU0lQuRSYjcDSIQBTwG8CN8J5AACwk6XKGsTJII01ZOaqe56o5uZRlpkvcpSLbyOLVDFJIktkkEQvi+ZSQjDMhA86nKSPIEDLLm0o4G81VcvlKcqoRvdyIfDoTmm74LjX8U5YyVdPrNTVb8JtRQwn7RF0kVIaWCU6jXYTHjY4DxBjkGf4cBjYQuceFljB2CeG2ucCczbs5Dt6/OLZjAzZGPb1xYHvUtTrhXhvz7DrgAw+558I7AL7tJY8I+VAM7SnhPSX80Mz0leixFjvUUrtyaIfWlhF6mWR6qLBFaR1WW8XEFZhf9FBzEL2CK3tcsMOobVzegNj/Ru/9tN//780zzz370muvRYKU34CSSTYe4wSdHEScdtgpSsy9uRv9/W5reeHWl9e/unVtbu725kar29k4Pux2e5ut5YW5hdnZuds+M/zSByP/9PZH/3becW4EHrGTOGE6vPKQgyboEEz6nKDsgtUBgLOBMghLDOobHvL+csDx+oD9Xbed9rGRmBKJsdm0lI0JybSUzci5BJOKEBETlFVwAHJdAOwM7woZrmqBmExTkxlixhKmS1w9T1VKbNNiZspkvUBYaayRZ4sJOJ+kk3HGyrKlLBOLkMkEEY4ruC5QhhbOmbGMWajFrao5XY80Jp9mzvlrJaFe0qarar0eiKQCaiIsRUNqUGJ1gTF4iAXcyChCDhPA4DRoX0SVDVL7BmOXcXUF9y260E2bd8+F79iAxYGR9pB7a9Tb+sQ5P+hYH3Fvj9l37FDbjuwg5BYhdfjAHq8fyuGuaHTkwL4e6yvRXd7f5fzrtNxC+GWA7HK+DqOuwcyiHV4C2FVMbhHcBiV2Ka0D8xvw9yoG/4iJ/uez/uGLf3Hq1M9eeU33Y7oP0kyvIEMMj9hQ1yBgkyRqaf6r3s5Wa2Pl7t27t29fW1i8Nz9/Y3nxXntztbWxfOvO9Ru3rt+d/Urzh3/y6+F/fOfCG+cm3hv2nh+Fx2y4xyt4UJUiDYwMeLyCG+SHPZzdq3gxw+1iPhr2/OL8xL+PuYZJL6GRWoCLxKVURkin2UiUT2bkXEFLJtlomMAYcADwXIS9KOspROFmlqgXiEaRma6wly1tpqpWi77pEnfZoqwcVcnT9TxVScNWga9Wzcs1pV4UMxkmGaf0AAeqAmVIBSucL5ilklSpqJVqpFqLlix/s6JWcmw5w81UZatq+pMBMRaggn5fxC8FDconOFHHiHvYhnyCey5e9bg2cWONUu7Y4ZtedAPl7zuxZRvQsYEbY96VIXdn1L0+Yt/8xNYadG054M6YZ90ObDngdRu6AbGbIN0FqW3Kt8P722KoI5hdRt/k1UPWv0qKLVLqMGqb4Hq02oK4BZhvIeIKrqxi4n0vuY5wbS97H+T+7KVXX/9TG1f+y3rm2VMvnz4di6KmCZoGQrIeVsbHMdfHzjFBJG/f+qK72+vs7ty8ef32nS+Xlr6Znftqce7O6v2FtdX7129+/sUX127e/Izgff/8/sipNz/68VsXfjXguTAMnZ+AYcaPCjGY8AOYbgP4IQc56GI+GkXOj8IuJzsw4vnlgOMXE4BXYjCfaKYCuVIklVZjcTEaZ5NpqVAyEnE+FmYcuOddm2sCctGcu5JmrCxTThC1Ilsr8DMNY7IklrJMsyxdrnLVLFUr8LUcnYtj+QQeiWCpBJ3NspkEHgqgjEaDPEPrXCSu54t6qaRVLcOqRaqVYKVsWgUxnxVSKa5R9RUrppnwo6qEaTJlmqRhkAozDjuGPcOj0JDTOTTpGluH2DWY/8aF3AGpHhu8b8PWx4GVMXB5DFgcdvXG3bsTQHvEdX/AvTrqXhp2LI57W+PgOoD23FjLTaxCTJvg2nxwkwt0pcgmF+hyvl1WXyfEVUzskco6o28w2hahLKHiBqn0cHXdw9z34D1a6WJKB5X/7K333vvnn/7r/3r5paf1P1/66R/P/7J+9C8/eevdX1mWEo4z4SBnhgTRL7h4coImaRGfuVzv9La2tjZnv7q1uHB3ubUwv3hvfu7rjdbi/dbSnTu3vrz522u/vUIrwTcGoZc/sL0zBHxoR8cBgaKDKBdGpbigZgjOHPPyE4g65OE+tqE45edpE4BIm1f4EGFQVdLigVQln6mms7VMshhKZ/2ZXCBX8OWyvkCQdXDwhChgCm6Y1FRNbxSF6ZLwWUO/WjWvNsKXm+Hpqn617v900rxSlayMWC9pM3W9XhQzSSmbV/MZtWxFMjklkOApQ5JDWqmaKBcjtWrw0nSiXA/VJtONZvzTq9nJmlkshUrVaLkeCRdifDgsJmK43zDTET3s83Kok/YANEAQnmkCaRHKAip9zcr7euxAjGwi/CpAznnZVZDehpgewm4j4g5Afe1EZ23IlpfYgskWzPQQdosQu0p4XQp0pVBHje0aiZ4a2dHCR/7krhzoqaGO5N/3p7qB9JYW21RCHT7Q480+5+vRyhrt25aDR2Jgnzf/Lzn93gHH6b3tAAAAAElFTkSuQmCC" 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IlxYR0agVAniIZBLKjF3BDip4WIXh806L0k42GFqKBPGwwpXhgyGIdKLTGeGzKZJjj9MMslOX2S4tIMmyaoOMEEIMyPkE4d4sOIMEOHcCLKMBEI9SPkIIg4SMqJ4C6I8FFskOMiPGeHsajelDCb0ybjbGX5jNU2YbKMm2wz5RWzF6vnbGVDnKEfRtsxpIshe0nKieD9INiuhQa1QJhGU+XIcJl6uEZz18GsjFU/DBBDF9Ue4byD/22ytXihT/chISxnrGtj+o9zl3Zma3bmLn6+1rJ2te59yvw6SL+NmpeSleu3OnamO96nqm/0kcNlZ4YrC5/0E8tDl18nqp6HKL/57GXtLw7D+Xtd8JugYTlmfTRIvo4atmfrN2cqt2csu7dqv1yv2RjiXviB5RT95Ybty23b9pTl68Mrn683fJ5t2F2o/3K3Znu69MMQu3GNfRXDFrqKZ1tK7vaUrGT0a+O2nWv127ONnxfaPt9t+/ag789b3Z8mKzYnq1aGLYs+/EZ78UyD2ms+F7Cd72NPRWsKr3VqZ7s0cx3a2U5qT8xW7kSpf/bVPgjpAaAeAHHCpANAeou1Hg0YLNL6S8AYQiZROqJFExgdRog0ygQhJILiaZKJUqyTIoN6wc9zfp6LcmwIJ2I0k+KFMEEneG6EYTIkmSaZEZofZ4U4RaQwKokRYRCJoGQYIcIo6dUCMYZOUnQARP0g6sXQKMtHaDaIM1Fa8JKMGyODDB8V9KO2sqnyqunSyjGDZcpsGREMk1bbrK18ymAJUVw7CHeSVC9B+0iiH0Y71EA/jA5CuogRDQrFEdOFkK3k+gA616+dalP7DIVt8E/e0t9uD4AvIti7lP7dmH5nqnJ3rvbb3Y6PCy0bYxUrI+Xrw5btaxc3py59mKrfmb+8OdP2LKyfu6IdqTn/aAB6E7G8He16k6qYri/x6s/1kr9kqouutYFLUdtyzPgqaHwaMiyPV29fv7S7UP/5RuXHa5VP3eDuJPd52vBpoXR3ruzrrYaPk9Wfp6q+zrd+WbjyPmPani9bztArGXYpjP8+CCxG8fURYWPU/MeN5s8L1X//3v3Hvc4/brTu3mrbnW3+cr1mfZhbChIvHNprDYVuw7la4Eer+gdL8c8D/OnxJt1YoyZei+xxGq39ADYIES6MHtChThD3EKwdozo1YM8FdRDCQhowqAaiGBWAiBiAJ0Esg2JpCEsi6BjJpnA8SrE+Vh8xmv2CPm4yxDghzrAplo1zXIyjkhyfFPg4QcYJKkYzKZbN0EycoiM4HkKxEEKkaD5Fs3GCitJUhufjBBVB8RBOhHAihFMBjPbChI9iE4IhqTcmDfqUxZg06NOCccRgnLRakxwfwagxo3Wuqjqtt/TAeAuAtCJoN44MongvjLkJwq4D3QQRMOoSFdAg9Ytdf+ZaN3rHC912cgPkKQf781B9yVw3cN8FvB/Vf5qv3b3V9vV+//Lkxa1rDZsTl7bGKrbHSrfGrVs3mj4ttG3P122MVTx04/NtxY8d0Nqwcfva5Q/jNS+92M0eIFZ11sn/NlJTuNANvfAJ9+zEPTt530EuRvW7c42fb17anLV9nSv7erN856phd972dd6wM2ldG7VtT1d+mq//427L57nqPx9WfrtVsXXV/DqCPnbi9wbwW73gYw+5NVaxO1u9NVv98Xr9H3d7Pk3WfZ1v+zLftD1evjVu3B7mF13IdMOFDuzXi+pfKtQn+6hTY5c0qcqiiBXY49abnDDZh+A9ENoP4x6MccO4A0Vbi7W9atiPUjGcHCLZEIz7QTQGokMoOULRYygxgVPDKJ5m6QjN+gg+xPNpkyFts8VoJskwfgyLUnSQoUMUE6OZOEqkWf3/QxQjghjuAyGfDo7hdAqj4hg+qTcOcUKKoDMknYbxJE45QbgHgFwoFqHZhF5IsFzCaApynJ+iQzSVFAwp3pDhhQTNRCk2ZTRcLStPsAY7yTZowBYY6UDQHoLsBpEBCOqAgR4NHBSgiK04YCnqp06ONgJXO3QvUkykuqQV+qUV/MEt/DLRWPQiyGxfu/jxVsvXR/bt2eaNq/WrQ9UfJ6u3Z+qWM9bNmcrN+ZZvD3s3phpfx/nfB3Q3+qHVDLWc5t4lLaujFe/ixEjj2XD56blW7VMPPteOzndDD93ou6hxOV25drVuc6pubcj2Ze7Sf59e/uNu9cdr+s0xZue68XmIWkmat6cu7d5o+TxXsz5t2Jwv/XK9dClMP/fhsy0lw9Xam93wStr0aa50dcjwcaL033c7vtys2Zmu3p6s2Rm/uDliXhs2LieY505trOwXN38mVn4hUX5uuKYoXVU40oju8RotDpweJMk+BB0k6F4QdUCEA8GdKDUI4W4AzlBsnKIiJJXEqRROpik6huAZGB9FyFGaGdbrkwwbwqkwQ4/YrBGWifP6KEXHWSZM0EECjwr8sF6fZtghQUjRzCjLBykijGEpgh2ihQRGpzEyTVDjvD5N0SmSimPoCMMlSDpOMBGaDZBEEMOjGB4iiTivj+pNPpaP8IYoxadoNkHTCYobN5pTeiFp0CcFgx0jenGqFcJ6acbOGnogsEMHDRBYPwAP4FDcphm7pIsazkdsxeGyCw88zHwPaOdP1gHHurHjUcuZ673A8rBl7WrZzlzDf38fWBmrfhsv3Z6s3Zyoe5Mxb12r2pip2rnXtb3QtjJR9TZleOyHH3uRlST9OiQsD5m3xq0vfMhdOzjbUrIYQB664Rtd0Ewr/MjFLg+XLSZtzyLs+mjlzmzN14WLX+Yufrtm3RnWb0/yL8PEcsKwMVK2OXlxa6Zmfdi6PKLfGrcux/D3UeZqnW6yVv3Sj2+NW1cz7FbatjVq+Xq7aXvCtpo07s5W/3Gj+dNM9daUbWPY9NKLPBwsvnml+GF7yWxjYbLi7FRDyY1eeo9DsDpJrk8Du1CiF0QHQHwAJu0w6UTwQRDxaKE4QcU5zk/RYYJO4kyaopM4NYSSozg9xnFhgo7ghA9G/BT7z5gfw/7J6TCGBXA8ybBBgvBD8AjHZ1huiGFjOJGm6AzLJUg6RjAJhIhieIpmxgR+iGdHGGaYplM0MyQIUZqKMkwIxcIEHeO5tMWcNBnjBqOPYl0kHeL5KEfFCCbOsUkDlxSElN7ophg7w3UieCdJDvL6di3YUgJ6GNpOET0AFC0lQ6XqmK3Qbzrj0p8dvqzbmDXc6ivppU60Yz8OMicnmwtv9mhXR20f51v/+8T78Ubn+3TZm4hlJVP1Jm5avVq5Pd/09XbXn4/dG3PNK8OV71L6Nwl2bcy4njavjVV+nG5YywgPHOitXvBOj+5WH3R3AHngJOa7oTt28oGbfR7l3iUqX4dMawl2Z6ry84x1PUEsR4n3cfp5kNwcr14frdyaqdkaK32fNqxk2FdB9ImLGLmou1qnfhXE34TRlSjxIcVvjXLrY7YPScPmmOXjVdvH+ZqvC5eW09x6klv04ctRYikMvnHpXvZp7rdrFq4UPein9rj1pn4YH9CAPpJykoQHpxwQESC4AR3qADCHBvLBRACjXRjtwsgQQqQJKkNTYxw3pTekcNKDYB4ID1NMTC8kTeakIAQpMkTSEYzyY4QXxb0E6cZwJwAlcWqE4TI8P8ryMRKP4HgARgIwEoOwMIImSCqO4WmGjbNMEMciNJ1iuRhJpvT6EE54IXQAxMKcPiroPQw9iBP9KOFhORdNBSkyznFxikrrhbjAR/UmB8V2wJiDFex6vo+gG3VAF4J4DHwHAvoFcqoJH6+DPaazwYrCkQbdYkL/OsHd61XHq88GK8/f78Of+8idmYqPt1s/3en4fLNlKWZ+GTa9S1W8jhvXx2w71xo/3W78dr9r7Vr9Uz/3yAGsTlQsp5nVjHk5XfVxqn1nsnElbXwZRF6F6Ece8FYfct+O3R4kHtupVxHj66R5KW16E+XWM5b1sdJPU9b1DLsYBD9f5deHyI2rpo+T1V/na7/ebX4VZ5ci/EpG/8SHjdcUT9aqb16BXnmR5SjxLoqvDBErKeHrfO2fNxq+3W7bmSpfTnNPnfCiD30fZZZThk+zlp0R7mOafxugH3XDC1fgPYO8vhfAejRwV5GuRwMMaqF+NTAAwJ2F2gENbNdA/UVapxb24/QAAAZwPIJRGZJMU3gMhQJasE9d0nW+0AdjYZqNsrwfJwM05SMpFwi7EThAMzFO8GGEB4SSBDlpNIzSzChJpQksBKN+AArBaAolQjDiBcAQQoQpJoiRQRgPYrQbQN0QEiAJP4JGcCKAkxFe8PFCL457eN7H8j6MCFNUlGPDDD3GG4ZZLsnxCcE0iNF9KNEJUQMM20nifSjRAkAuA9OFwf00cP2yaaGHnm8nF3qRG4P0XS/+aph9M8w8tAMTTRfG6i888pme+vHtIWHjWvn6dOXrMPfUY3ofLX0f5ZeTpVtXqzcnyjanLu3eal2ZrHiXNG1frdwaN64NcR+ihtV06YdM+dZY6fIQ+iKEP/cD9x3A73Z8thN64mJeR4WXYcPziOF9xvIubV5JCR9nS5eixNN+4E2EWPSTi354NWnYGivdulq5nDIuBrCtYfNqmp9pLpy8VDhRc+5mR9HbCLqcoJbC5Pskt321cme69tONxm/X63bnbXd7gTu9mrUwtZnmtsfYnXFmPcN9CAv3u4oeDeJ77LSxqwR041RfCehDSB9C9pXoetWQXQe7AHxQDdrVOi8EeyG0r0jrgfAwQadIIslzaUEfwEkvhHphyIviUYZL8YYwzUZYJsayEZr1YVSvTudA4QBO+mAkSdFplh6iqDRFZkg8RdAhAo9iRAgiExgdJIgoxfpgzAOjIRRzqwEXCPtQNIySAZTw4ViU4Zwo0YcSfRTtFQQXRbowMoAwYYKO0kICI70w4EVJF8m6eN7F83aY6IaIFhBthPEWAGkEATuJunlyst382Fvx1Gd+5BZu2plrneqnKfp1knjiJa41lqSriiebtE982Icxw4cxy/Zs5cpY5TMn9TrIv3Az7+KGldFL66OVm1fLd29c+uPOle35qo+zpRuTtg9x8n0M/5DiV4dL19LmlRi4PELfduleR/APSf1TN/lwgHzqo5/4+Ndx48qQbWXY8ibKLUXQpSj1Pm5+7AbudWt+H1Bvjxu3p6o2x6tXhs0bw6a3Afq1F3/s1D1yAL/3gM/s4EM79D5Ob4ywG2PC11uXvt1p/rbQtD1m3RwVNoZN68P89oRpc8yymhQ+T1o+XbW8DxOP++AXQWGPizcMahEvhDs0gAOAXBDmBFE3iEUg1F0C2c9qnUWAVwe7AXSgBB4EyDBKJng+xQhhivHBWACl/BTpx8kgw8YFPmnQh3BiiOaG9QY/gbtQzI3hLhRxgnCC4pIcn6boNEWnWXr4H3NmuQCKhTEsSBBuCHFrwCBBuQDUDeMBnHQDsBdCgwjqQ9EAzUQYLqgXvLzBjjNdCO4WDH6e8xO4FyUDOBmmqCDJOjAmQAleWu/i9W0gVKvWNUNoGwBfQdB2GOoBgaFW2+NAzT2n+W4POdeJL3TCCwPIHRf+2EMuRpiR2qKRmqLZNvWzsP5lXNictLwdMt3tQRe6dY/c1MMe7QsPtpoxb14t/3S96ttCw+b0xa3Z6rWU8U2IfOKE7/VdeJXAV0asqyPWpRj6NkMvpojnYfyuE39ohx478Scu6m3CvBgxb12t3pqu3Z6tXhvTv0lxz/3IqxB8s0e96CY+JJi1IfNiQv8yxD5xQE8GdM98uqU4s5LBPySBtyHd6yC0Oc5+vGbcXbBuzVR/uX1pZ7bm41TNp6nyDwluNc1vjPDrw9y3OcvHSdNG0rgc4hZ9/B4PK3gh3FmiGywBnCDarwb6SnT9aigAQgEQ9esIFwi71MA/BygHgLkxPMbyCdYQICg/QsZpY4xgMiZLmONjJJWhmRQvJFhuSBBGLOYghrsR2IcibgRyImiYYpIYkabIKE3FSCrCc0GCCuGED0cDEDZQAg1CuFOHdJUAgxDqRTCvDvXBWADHIjgRoelRozGqZ1JlloTR5OiUnZsAACAASURBVOV4F81EBX2EpmOMPkLxIZwKEIydoH0EP0gJ/RRrZ7g6jbYJRNpBuBMnOjB8AMHStcabnuo7TsPNPubuIH53kPjdjt62wwvd0MsIs9ANDdWcu9GhuzcIL8bNm1dL16ess12aq23F9+3I4z54yUMsJ/UfZy59vF67e6t5d6H98/WGj7MN66Plr0PYg37okUP7PEy+G7Z+m6tYHeLeZqinAeCxH33sRZ968LdR89pEzdp0zea1pq1rddvzTRtT1WvjtrVx285U+c1ueL6h6JkbX0not0bKP81Ub47za8P4cpp77oc2hqnNIeS5o+SFQ7s1zu7OlG6PG1ZHTN9u1+7O1X6Zu/whaVgKYaspZjlFr2T4TzOVWxOG9bRhLWNYCuv3eDm9D0AGS7QuAHVBxKAa9CHkgA516EA3jP/zC+DFWTtIBDA2SFAeCA8TbJjmozgbpYUIxccIJs4JMZYfprhJwRQi6ShOj3B8Si+ESNIDoy4YchDoAIq4UMwDwxGajjNshKb9BO7HsDhFRSgyQ7EBgnEguAMhu4p0Dh3oRZAIySRIOikIUZaPMXQIJ/w85yLphNESM5j/oU6C18cN5gjFh0kuSBBuDA8wvIfTBwyWAYrpgInLENanQ7ohtBWEujHQL6Aj7fr7/tI7PfqFHmquHb7RhSx068abtPMdxc+86EjDuYnGoocOzWMftjJkWx0z3hqEplqLn7iR5174uRt6E2GWMzUfZxtWMvz6eMXWTM32dOlmpnw5yT/zwXe6tYsRcnVcvz3NvwojryLwYgh96kee+7CVpHU1Y32fsr5OGdcnL21OXtwYu7g2ZFsZKvs8V/M+Sb0IoDNNRdc6dBtjwvZo2dpk5Zebtbvzts1J06c54eM083GK3BrG1pPYchLembZ+miv79rD1v4v2P3/v+DJftxjmliLs+xi1nmG3JoTNMcPutHVzzLI9atgcrtjj5XhnCejVoT6E7NUALgAN4owPI0I44YYQN0Z6cMpFsv1a1AvTPpgIwuQgDAdQwo+QHpzKcIYEyyVIdpwxDusN40ZTnOGjLJ+imasmc5SiIzjh1Gn9KBTn6TBDRFg6QpF+HA6RZIgk/AjqBmAXioQJMkhQPhjr08BeBPMjqB8AYzgRIkkfivswyo8RLhQLMnyAZqICH9MLEZPRQ7MBnIzo9RmTJW60hGjKi+IOGPFRfIgx9GFYP4C1lIDdOrirSHdZC7goPCEQo636ey7jc2/lk0DFtQ743iC9FDa+8FN3e6FHHuS2C5i+XHK7HbjXBz8P0G9ThldB/vYA+NiFvgqit7oLlyLsynDlWqZsZ6ZsdZjduXpxY6ziWYB/E2FehomnAepFiHqTEFaH6cUovj7Kr48Ib4bJpST7Lm1cGylbH7Z+SJe9igmLUf3bhHl9qHp7rnZtsnIpSDz1QhONZ6aulNzq0r1NGT7N12+OV65lTKvD9Mc50+frzNYk+ekavZyE30bQdzHqQ5Lcmir7dqtpe7z8w5D147XyTzOVW6OWpQC7nDAsJ9nlBPU+QaxmmM2Ryj0+lvdCqBtCXCDsQQgnAAUJyo+TQYqMkJwbIx0w4sYpL0r6EDIEowmMjpNsCCeCGO2n2ABHjRvNIZYLEsQwy6VoJoQTCZJOM2yUJvwQ9E/KRgkiTeFxivBShAfHkjwTIakggQdIwgVhTgzzkYQbQoIY6UVJLwQHQDhOkGmOibHsgAbs1QABFAvTbAgh3ADqhtEIL0QNgp+h4gKfMJpSRoOf5iIM56fYARDx0voAzbgJwguS9kKoVw05QbxVoxvA8JSBG74kzF0hnnkqlqIXb9vZl2HTSqrseYC90YnNtSG/u6G7fdrRi2cWui88ckKLceNqxnzPrnvmYh97yInGktudut9d+JuQ+X3asDJh+zTfvjZ66U3c9CpIvvGTLyLEPbvuoZNYyxg+T1VvjFuXIuizMPTYBb1L0++Spq2xis3R8ldR05tE6bukaW2ien268k2idGPYshRhHg7Ao3XFU/Xa11Hh60Ld7vTFP67Vb47adqZLtyaEzQn60wz7Lo5+nGBfBZDlKPMhIexOVy8nDCspbjlDf5oqfxfnt0ZKd6eq1kdMO1cNG6Pmz5OWjeGKPT6W96G4EwJ9GOXGSDeM2iHYAWNOlBqEiAEd6gRRL0G7QSyEUEEIiWJUiGKiFB0huTDFRAQ2zglJTh9lmBFWCCJoiCTDCJZm2JTARygyTBJRHI1CQBgFx/VClKGDJDqs51MsnaRxP4G5YCiGE0GC8GOEQ6ON4rQPI3wgFIQQPwQHCMoOwQPFOpcWC+JMhGZ9KB4VjCFOH+b0EV7w0XSI0wcYMkiySb0xSOt9GNGthnwo7oMxhwYIFcGDJYCDpNq1YDeERhl6zMbNd1h+dxiehSvexsuWwuZXfsNTv/DASUw0A3e6kdchYLrhfKbqzK1e3euk+X3G9NiFPnOxd53o1eaSyZpzk3VFDweJxYCwPN3w7bHj462WrZHKDwluLSO8iRjex63PPNTrELU2ZFnLGFZTzO8O4P6AZmPCuDJpWEqbViZMH4ZKn/qMz4L06nDpu7jhuZdfinPLKcNTDx4rv5CsKr7eAf3u4zau1v7vw4G/H/T9+37z57nKT/PGbzdKt8aNX+aErVHmlRf6EOOXU+aVDL85wq4kqfW0YWPYsJ6xPPdhzzzU+yS3PWHZHi/7MHxxT8Rq9aJ4gKACBNMHIZ06qA9CnCDaoQV7tWCIYrwoHkCpEMHHCC5FMxGa9kJ4ECNTjJDiDSleCBNsnGCGjaZh3hgnmBRGhTE8SJEBFHPodGEMS9DkEEPGKSqI4Q4Q8ENQnCIyAh0jMB+KhAg8AsJOEPYjpA/GQijmR3C7DnTpIKcWdgCQB4ZdOsgHY34EdyKoF8X9OOkmiLAgOFDUDhP9KOHGkQDNxAxmN84ECdwBYE4E92GUG4AjhVr3OfUgjg0QxOUSbS+IJkg2aWPv9wrvY1Xr6erXQfpFmP2Qvnh/kJjpKh6uK747qL3RUzRa/et8a8mLEPUubX6bMjzxsa8ixnu92qm64onas9MNF253oUth48rQpY1rtd/udK0NmZfj3OqI9WXQ+KBP89LHPHPRb3zYhyT1yAM+8RLPg9hSGvswzq9N6J/6yMc+6lXKuhjmFqP61RHL+7SwOmp7G6WnW9Rxa2HIen6koehV1LR748qfD/v+fjz4172WLzdr/rhX//ejui83bDuT7MYQvz1qeGJHFv3w5oRtZ8K0lqB3xoVFP/02yr6L0IsB7EOKX05Y3qZr9gTMZj+IR0gugFK9IDoAYl1a6EoR2F4M2HHGSbEhiomTfIgmRwT9qN4QgpEwQoRROkSSCZKKokyCElK8EGfYIEnHGT6l16cZNkFSXhhyFOo8KOJBkRiB+VDUjyIhnEjyTIwkUwIfpygXCPtxMsowIZwII5gfI8IIFqYoL4L5QdSHkB4I98GYl8AjJBciSTsMeFHcj+BBgojo9YMo6UTwbh0cIomUUZ9guTBDBRk6LHAuFAux/38PA9NOHe4kiajV6OPYYV7wMtxkq7DoNa0N1W+O1LwMG251E3cHqFu94EInOFWvudlRdLv33HTrmWtXip/4sNdx/e8e4pEbe+rXTzdrZxrOjtSrR2t1C53wcsq4Nla5OdO4NlG7PWHaGOGXQsKtLt2DHvSRG3vmQl64iScu4l2Me+pBH7qgl0lsdYJ76CRu9CPPAob7bvqJl3qXMrwI6VeGza8T3M1e0G0qcQoX/ObC8RbgZYD+Y6Htz6f9/33p++Ne25e7Nf991Pj3nUs7s+btMfatn3zigt4Eoc0x00qa/ni1bHfavDmuXwoxbxL8+7TwJkkvBrC3UfOe0lO/Wg4cMB4+zBw4yOXnCwWHqLxDZG4BmVuA5heQBQf1h4+VHv2h9NBR25FjpkOHyw4fsx08Zsg/YDt4xHr4qLXggPXI4fIjx42HjpoOHrh47OjFY0etRw5zuXn6vAImP58tKDAcOVJ6+KDpwCHLgQPGAwWlxw7bjh4yHS4wHThkPHjAcuSo9fBR86GD1sNHK44crzhy1Hr4qCH/gOnAISY/nz940HrkcPmJo5XHj5cePGI9fNR89DB78AB98BB78JC+4BBz6LD5yHH9wYPmH36s+PGHqp9OVJ48yR8/zhw5Ihw/avnhmPnoYePBQ6YDh2zHjlee/Ml47HDZsROVxw6bjh/shQ+FzT8nK36Jl/3gNx6NWI/3kQcGqfx2MK/mrKQTkrcD0ia1oh1T9lEqO5nvYo642KOXAVXlWWn1eXlDibxZI+/G8oK2n1LVJzP154Yaz8TKf/Dw+a0lkm4wdwDP78WULVpZF6Tsw/NcbJ6Lz/OV5jsMuS5Tfide0Ece6sYPtMMH+plDfWTBAFNwBcltAuWXziusJyW2U6rKc7mNOlXAemKk+cxYZ8nVvqLRtlPjnWeGmo+NNp4ImXJduMqJKV200scro+bcuO2wR3/AzeX5+HwPfdgt5Mash1xsQdD0yx7DiR8ghUQnk2lEElAkUueICveK1WLJ+ZwcjVh+TiI9uU9UIhJfkEiLJDJttpSUKVGxnBDLCakMyhbrRGJcJGHkSlQuQeUiRiFnpQpYJNJ+vx/KFgPibJ1EBiuUiFSKKpSYXI7LZKhEhEokoEQMy6SgSASIRahCiUsVuESOS6SkTIlLFUiOBM6RqHNEarGYVKlolYLLz4WkMp1EhiqUsESmEckKs8VauUwnkVGKXFKuguRKKj+PylehBfl0wQGtXKaRSGGlHJMrcZmMyVVyuXm0Qo4q5LBSzigVOolUf0LaUiztp3MdTH4nJK+7kFVfqLh4Nrv6gpg/vtfww17bz/+y/PKdcHJ/xTlxXaGoRau6DKiqz2aTx7/nD31XdvJ7/ses0l++bwElnURuD5nbiRf0EgWXgf3Wn/8lHPkXf/R7w7HvTCf2lp38/tJv++rP7GvR5TQh4k5O3oxKmgFxi05SU7zf/Mte40/Zpb9mWU99X/ZLNv1DFnFkH6Tcp83Ngg7uE37K6sQUPYRqwHTEX/OTr/ZwoP7oYGm+25rrEiRXtFlt2qxLF77v1IoGMMkAlt1J5HQhOQO0uFMjaS7O6oVz6s9ld4CH93AnjkMKGSCXY4pcVCzTSmVqubI4S1ySLSqWKovEqgsiWUmO9CeR6Jds0dkckTZbTO8T0SIpKZHhMhkskYEiKZWfhyqUpEKBKxScVEHJpEiOBNgv0ohkgFyhFUtQhRyWSQm5nMnNxeRyTKlAZEpYJkVlClgpR+QKTCQn5HJapcIVKlQsw7JlaLYElSl0EikiV6AyGaZUgTI5IJUDUjkoU4EKJSCVo3IVLJHjEikml6OqPLygAMtToQX5TP4BRCVDcnOhXBWhzGXkSlohp6RySq4Q8nKZXCUuk6FyCZGraPhN2a6T9RP5fZCyHVJc1klrz2VfOi+qLZQbf8quOLWv6uw+/cm9+p/31xRJW0HZFVB2GVCUnt7HHfu+7LSo/LecyvOSWrWkWS3poZQu20+OsuN9lKrh/D7Lj3upA//DHMwy/5x18VxO03lJ63lxY4m8Rp3VycmvUNIOMqcNzb4MZbXB2ZZTWeZfRZXnJaUnxcSxvcCB73T536lz96pz9xKHRTXnxc0a6aD5aODSqWD9Lw7LQW/poXDNzz5rXi8qaSnJvqLN6oUkHUBOLyoe5CVdmKSPkHbDosYL2c1F2e1aqYM+voc6cZxSKhG5ApUpAZFUmy0u3C8pyhKrc6RnxbLT2WJQrDiXIy3KEcH7xOdEOcdFYiRHxOaIKZGUlilQmUynkANyBSiTU0olphBzCgkhyUElElgigSRyQCrXicSwTIorFHReHi6TUUolqpBjSpVOIoVlYlyViylVqEIJK5R8Xi6rysWlClQswyRySCxFFUpQJMFlMkypQuQynUxWLJUXi6Sa7BxcocJy8xFlLqZUwSoFlpsH5uWBShWUq8By88i8XDYvj1DmMgW5+oN5TK6SlElJVZ71UL6Qp6TlMlIhoeQK40F53TlZF5rfj6ku6yRNWvnF37Ivnc2pL5aV/yYVjmVVnBEJP2Xxx/dWnclqQ+SdWG6LJremUG76dR/zw97ysyLLaXFtkaixRNyGSAeM+YPGIw7hcBcurrqQZfx5v+2nfbXnRFWns6rOiKp+22v4ZZ/p16zqC6JuTtlJShvBnCZg7xX4+w48u1YtqisWG37MYo9nYYf3F+V+D+Xv0x7cDxzcL/yUfalY2k3keWwnvbU/eStOBCuPRFp+DTQc8VoVA4SsD5T0YdIOIKdVnWWnJf2kpBsVX9bsb1OLmy/kXNbJ7dxPe7jjJ2iVSieRgmJFiUikzRars+UX9uUUZUkLs8WF+0XabPG5HCmeJaIVcjg375RU8ZNIBOzPYcQyRiJHpFJIIYPEUlAmhyRyTCrFJWJULENyJDpRjlosAURSWCKDFUpYKQdlckgqQWUyRCpFFXJQLkWkUlKVB8jlgFyOq5SUUkkplf/ImpAqkBwRIVPCEhmuUP3jupBUBoglWqlMLZWgeXmQXIEq5FCuCsvNYwsK6IIDmFyJ5Crp/INEbh6pUjEFh9iCAuFwPpefy+cq9HkFrEop5OfRMhUilRO5KkIut/6saAMUfaiyE5V3oKpetKBDq7isk7doFeW/ZlWdzrKd2n/xXM4VUNaBq9rRvBatqkGrbILyyk/l2E7tL/ttf602pwGUNRTL2hGZ2/yDw/JDN61sRxQNxZJWQNKmkdWcF1f/ll1XJC0/K+KP760rFvdQyi5a3ATsr7mwt+HCd91odgchbtLk1BZKbD/m4IeykMNZSMH+07L/KS7Yhx3OEk5mt+lUg3yBt+pXf/OvzroTnksngjUHgzUHnRZ5Dyi+XJLTUpJ9RSdyEvIOnfiKVnoFEjkYcZtadFkjGqCO7aGPH0ekUp1MppPJdRJpSbbo3L7skn0ibbZUkyU6LxYV7ssq3puFy2TG48f0Bw5DYtnRbNGP2WIoS4SJcsgcCSgSAVKZWiHTiMTqrP2oQl558qRw6AiwX1T4XVaJWAbJFRqpDJDL1RKpRibWSqVaqRSUyTGlQiuWAnIFolTBChWiUqAyBSVXYXIlIJLCMvn/44RYhkukmFgCSWWoTAFLZIBcrlYqQKUKV+XiCgWiVKEKJaqQUkq54dhx7tgxMi+fVqlghRLLz0dVubRKxRfksQdUVJ6cVxUw8lxSpqQUuYBcjstEeL68uUQ5gOd34wfaIUU3fqAby+3D85p1iuqz2RfPiC+ViBs1kia1pEkrbcOVbbCqCcqv1eU1qpXVhbK6QlHF+eyL5/eVnRY1AhKn7dig4Xg/faSbVrYConqtqK5Q1HxBfPFMTuW57IuF4uozWc1F2TXnv2tG5AOGox10fqNuXycq7eWzLuNZ/aSsBxEbfhDpT+5lj2cVKverc/fqcv8FH/6+9NesHjzPaTzuKT3RYzzQIxxwlx3zVZxwGfK6CUk3Im0HpD2orAfNdjDyQU7WQ4q7oOwOIKcHEQ8yh/fQPxxHpIp/pAOJZZoskXpfVvHeHE2WSC2SFeVINFki9f/8i1LklZ/81Xz+NHfyxOlcRX6O+LRIguRk4+JsNFuiEUkAkbRw/94GWPfmwe1Xd2+9enj/2Y35BlhXki1BpHKdTK6VStVKVYlcCskVsEwOSyRqibRYLgNkKkSmhOQKRKZElLmwSgXJlbBUAUtkuEyGymSIXIbIZbhMhkiliFwBSGU6uQJW5aKqAp1cpVaqcIUKyc1DpNJ+k7D6+nmstRVXKCC5AlUo2TwVW1BAqlTCgQPcgUNsQQGvymNVSkapIuRyRK5ApFJQLjX9orqiVnWD+W2AtANW9JK5nYiyqVjaopWV/ppTdSa7pkjaUCJv1YrbEUUjIGvQKivO5zRhP768d7VFl1v+a1ZNibi6SFJXnNNJK71lP7jMRwaNh7oReUNRTn1xVvVZse2UyPKzqL4op/6CqOqM6JqvYWvp6drS/Y/Lz9/cH3FUnLwMiru4nAE+224QV5zNtpzcW/nbfv3POeiBfdjhLOjQXv3P+y+ViDtQZTeV204qO2nlhL/63cMRu+lwHy3vRsWdcE4XJO5Gxb24tAvPaSnZe0UrbddKOsFsN3diD//DCUIuJ+RyVKHUSWSYRK7NEZ3fn1WcJdZk55zPkZ7fn6P+/nv+4OHKoqIaLWQrugAcO3pCKv1BnF0sEuMiGSbKwcQiIEds/OnnL5vrl2kMV+bxBQWDZeYBi0mTnQNlS7RiiU4mU+eIQYkUUkhgmRSRKXUSWbFUWiJTqcUSVJVLFOQhuXmgTK6TKgGpEhJLMYmcKlCQchUqU2JyJSlTwlKFRqrQKnOLpXKdPA+RKUGFgsovgBVKTK5cefa032ZG8/LR/AIsT0Ur87j8XDwvH8tT0fkHUVUurlDRilxGmccqZYRSiSmkkEIGKpSoUmz5WXrpV1mHWtaDqjpRaYtGfEUnaYcUdYWSqvM5DWppY4m4pWT/w1FHqstcfup72+msTv7H3fV3beihmmKR6ZSk7HxO1TlJ3QXpoOmAu/K4p+aU03h0gCxohxRVZ7LLf82q/03WfCGn6eze4e7yrzvvvKbTg+wBl+Wne6muYO35FlDSgWb1MuLLSHabVlx+Zr/1THblhRzz6WzqyF4ifx90eJ/5V1EbJOvG5QOMqgmUTnvL1988sFtyfZaDLktBHyHtp7J7cWlriaRJl92iETVd2NdSlN2tzemADu4hfzyuk8k1UplWLNWKpaBMpd4vLtqfrcmSaLJExSLpr3uzf/l+L3vgsEVdUofTVZDWWFSoPXTwtER8en+WLluEiKRIjqhk7353fdXd8eFz330P5siRHEnJd98Vf79PJ8pBRFJUItHuFelkckgqKcoSgzI5misHZYriHFHR/iyNVKWTyEqycwBZHiJVaMTykmwRKJIQEiWcI8HFClQmY3KViFQK7Bdp5bKzUnGRRAFK8wCFElXl4apcVCGn8gvePnlUdaFQK5OD+blIbi4ukeMSMXOggMpXkXn5fF4+k5vLHzpKipWkTErlF6AKJaxQIXJZsTgbPyg3npA0/pbTBGX3ELJeTNlStK9RI2sF8v4/lt6zu40DQdPVj9ndmemxSQKoHAEw5wCSyBkoVKECciQI5pxzzjmJpEhKYlAOTrJlW7KSbdmyLattt7t7urdndveeGz70/Q3Plzed83aYiPpatFELt5tlrz46vb3Rmap6r16rGPKW/vz6yQhDtBtRf4mcUf8hWCRr0IM9NnDap15qKd/uNo7xeJ8Z7bFBLTqoQw93GBRtmqxvPrtzPBbtNr4/KcmHGXDAohhgsFE/NR7Axj2Z/c6MAUbeWJ6Z1mR1O5FOq0Ises+Xn+FUZ4bKMxt1YKs+s9ME1mkyj2eT3z2/PxJSzyVy19K5K2FiTsKGHcCQG2m3ybosQGetrKVGFiuWD7lyL7ny8hwIZoRhM4Qa4f8f+T+1t0kOWbLkhkyoNAuwEUSgprqe9dRZDGGD3l9TZqZVGlChzVJYZIBTDlozM8dike+ePLGDkC4j0wXIzSDoQmAbBDtAxIWD+8Pdj+/c/uzibJDz2uSABQLEvPzz9bWl/s5Pbl7/4v7Nfr9kUyAujDKCQBfj+Pz27Se3L7YGey82lpurqhgIEGn10fjwlzdvfXLj4nBulsnJNSCwh6RdBMHh5P740D/++vvju2eLzY12GFlraz8YHTxfWXr+0YfX1xZ8KlWbSffp6fWv7t36YH8nXlTKoIQFggZjoaOJ0ZP58Ue3b39wdbfLUnY63/LNFzd+fvXZjcX0gBNo1IGterhRi9aVy9fS5j//+uaP3391/2BywIGO+4t/+e7ZR1dGvvnk/OVHF4uNHjbnvXi5okGXudKsff3l3Xc/PH718PJGU/WoG+614Z1GrNuEN1TJvrp1+Om15T5rxoiYMSEqhnl5rxWckKC5KL5cX/j09uarTy+ePDyai2madVkdhqzLQ6GDyUa3+j1/sayxGn14sNzlVnVoMi5m4j88+3hAUk1HlPOB/IUAvRSlxwSk25LZawd6bGC3GaivykqWZrSalZf4wiIGwx0YZoFgEwhZUcSKIgYFZMiSW7IUlqwsfaaiLENhR7FwWWnSYm502FJ2Q5pzSZWlGggpAQAjADtBxA2Cdoz88u7drz9/tDnQORqSpJJii1zBYKhRoTienf7s5s1ERVmXy/TLm9etFrMuQx4oyfu//vf/uTo/K+bl9wjcX//0W6NZbwEVwYKi3396O5eMxvOLTibG/p//9/9ura6wvS8/WZy5c2U/WFIYr61Z6GgLlpU5ccJG4g4Md+BUsqL6hxfP+wKilJfPAPAHO5v/+OvvA26mzW4fjQTryyvfffftaro+XlRybW721YcPA6TKKge3Bnv+8x9/7/c4mIK8jbnZv/3+ywdXlia54o0m0//8yy/XJ4O9dqDfRYwy6h4L3GXEXj689uHR5GSgYNgJT4VK/ut//f2Dk6VBoWinS/qPv/7WzFQ46X9rMZHvXn354LB/o7Hmy7PF3777YjaQM8KQDRqoTQ91GuUzweq/vXv75vOb93a7r0+Jq/XqEVfGhFcxIUFvX3/y+Y2F0UD+jcXmX358PiYo23SZ97Y6v7p7JOb+e7hEHq7Gf/7u5VSoJFL0ryfjsW8fXYxI2Gx93nKycCGWvZxWLiaUYx5o2ImmNYpouTxc/L4vPyOhpS7xhQV2FLMhyD8drR1GbBhqBSGrDLDKFPYshUMGlGTK9HJFoKwo5bY2s54mtz3lsqUdFnt+QQmGVAGAHUYFELNkyW0QMhgQrq4ufnx29u7Nm53eDotcIdL0m+fPQiWlxsyMmvff3x3oOd9YtGZmJsvKX798xmfnmOSA9n3Zg8ODnYFegyxzLhn/9Pzc/F6WHZD5afW7H75r0OssWYond26ttjXrMhUGudygAJwY5aBJG4l7SNqME2acR2j/rwAAIABJREFUePnpp406nRNCBYR4cLC3Pz5skSvcOG1WwDN1qU9vXdgVChZC/RT9/dOnXfoa+x+y9icmrq+vGt/P0soyXPmqP/7wQ8pcEC0Ekvl/+ORw/Nmd3REr3GuFui14vxPtNMo+P9s7nEg3Vb8/yhFz0fJ3P74YYFVNNfIGTdaTuwdr/WkH8d8X27zfPLrRaoZGWXwppP7tzVdns9E5H9VtQtIVUK8Fa69WDHpzb673Pr21+/3TD//229utbkuy+r/vdGj//ObFMC/vd8uGWPn3T24fT9WlKv7tYrnjmw8PmvX/HizIjGvQ7198OsTn1VX/+8FQ8PWn570u2Wxd3nJjxXJ9wXKdci5KL0SpKZFoqJLVlWWmKzID+bJABX2JLyxw4gRDkAyGu1GMw0knijlR3AJANjlglYMMiBgzZLX/lsGrlVF9TVc40CaKCYs2ZbOKlaXVGF4BgVqFwgzBIoqbsmSG9wG9TF6bkRmtqv7Tu58SVaVctvrbLz/zqtUWGDEAisFw4NPrRy45GK0s/ubzL91qikEJMwheX125PNRjysjaHeg6W1u1yQEOxrwU+fXjx016vUWu6HJZXj3+5LNbFx+cHG0PDjjU2WYUdZOUi6Q8JO2kVa8+f9xkMDpRnEGwBzu7m72dLgjiaJUDgHdH+q8sLzsUqJ9SBSn1l/duDoi8+b2sneG+/ZlpDSC3QLAvL+ebLz5lS3PEAqixSH5rtevJza0xp3yCJzrM8KAT6zbKXn5wdDLT2lAt6zJDi4mKd98+Hffl9TqQlhrF47O1a7NdHP0vV4YTv7/94YMrS0/v7z2/s/un75/enI8vRqiZkHrAhQ64sBEH2q7PatO/1+cAe82K6zP1f37zossCHAwI3z+932lWDAlIjzPzs4vVR9cn2o3/7dZqx7ePT/o9GU21inoN9sOLx1Gtmi/8H7sDgZePLrrtitGgeqGpeKWxaD6iWk5krybUMyLeawU7DIpkiVwsyAhVkJekohIPijsxxEUQDEF6MYzBUDuGOzDMBAA2CLGDkEmuKHn/360wIlWWJlzOJoFL2cwJky6m11pVdDUCVylkRjnilMkt72fZZTI7ANfK5RX/9oevPng44hecJPH66ZeubMoIwDoAGU/G7h3v6zNl6Yqq7589lXJyvShhh9HTzaXdvm5dRuZGZ9vdo8t2BeQAIA9Gvnn+rEVb60Jgq0LupehYTW2LzfT44vrJypINgVililGrnThhJqmvHz9u1Bs8JM1ixO2d7St9bQyI+Giax6idocGb66t2BJJUOV6CePHR/QFRcmTIrwz2H85OaTIzbQgSLCp4/eWXXG6ulYDiFdCN1f6n5xsjTvmkQA4wyJSX6NbBT25t3Fhoaa3OatcBS1HNr9+9HGfzehispUbx+GLnbLGLV/+PjYHYk3tXm/X4oDdvOlSyEMtZiuQsB1XL4expMXuAQQad6LATHrLjcwHlgBsck3L//NsPYxyx1mb5/un9TkvGGI/22957fm/70cXkmJj14eWeV4+uTEeJiSDeboe/ffJx0pjnpP/laDjw7KOrnbbMMQGYilLz8cL1dOlGa9lKKnfOj45y0JADadVmJUuz4jWqS77CAg+K2zCUoQgPRXgJgsNJB4axBOpEMQ7BGQBmIVgry6oBEU9uts9o6AhLbRzb6rCFdTVMaaGBwrUgpM+U9bocc6kYA0GOjKzqP7yX0mv/9PMfY5UVRjn09KMHg2F/xfsyHQR/cnG61tVulsljFcVvnn8VzMt3YYQVRM/W17YGBq2ZmT12xy8/vQkUFhreB/rc7v/9f/6R0lTa5UhaV2MjqJr35LXvvb/Y2vTkwV0GwwWlyksqHQhhp5XPHz9qMeoFnGZQ4tbBzkF/n0OBSqRKxKk+L/vTd1/78wrMCrBeU/3b96/TFVUOADqZGjudmzLIFSYEkYqK3jz7PFmoNoFZ3lzwZLbzqztbw1b5jB+d4LE5kRx2wl/e3n24O9SqfX/Agc7Xaf70w8tpf9GAA+2zy1/e37+91pks+fcud+mvb77pcqiCOX/oMAK7PY6luHq9IW+nsXgtUTQXyn6wN3QyJg258HG/asJHPNwd+vHl424rMMarfn373WpDzbBLvhDK+eu71xcr/GQ088Zq3V9/f71Qp+pisqZTtX/9y+9TvkKp4L8ttnm/eXK/2yof9sLjftWYoFyuL9jqrFqsy18MKse9+JgX7jcD4SJ5oIK+JJWUenCCJ0kvQYgkKVAUT5IekmII0omSDgh2gjALY045VC1X2DDUXZIbsVmTblcD70raTWJ1uSVXVQYilZkZMV3Ny88ePf/ow9s727cPd9+8fDaRjNbIswwKoNVs+/HrFyfrKw/PTx/dPOezs40AGCsv/+HV83BBrg2DzQBysbW2OdBtyVK4EPTawsKbr756cPXow4uLP737MVVdY8gCrq/MP/vg/snc1K3dze+fPR1kGZGgJaVaUJIMhgrZhd89+6LDbvNimBvGbl/e3RzoccohL67icMpLUGdryy8ff3Zteen1yydbHe0iQrkBbG9y5N7ynEcm04Mgm1Pw5sWTWHGBSy5zg7KTqf7PzzfbtIopHpuUqJmAapqFr/R6/vbbj59dW+vU42NcyS/fP58S8yY8aL9V9uzO5Q/3BptqsuLFGdfnun989cWDg4VnD0+/+uBsmKGnvcRWU+lyIns5nP3ocPz3X7599+zR1x9f/fH5Rz//8Gyny9jnVLQZMs8W2/7yy7df3Fj9+dWj5/fXl9LUUoN6pSXv528+f/f1J1/eXPnp6Qf/+fc/j/mKw6XvtTvUP734+Pmjs6lA6TADj0fUq6nijXTRSixvzIWOO4ExDhuwAQ0V8nQ1dclXUMxihF+p9FN0gCL9SkqiCL9SydMEg+EODHHiKAtjThCpBBANhDD5ORGHJcU5m9z2FsYWM9R6yotrlHQ5DJZDcj1KNJnNk5FQn5cJ5BdaZTJTVqYJAKwg5C8p6Q2Hm1yMkSSrYVQPQ7xamTbqOVrFYLgbgEOlJdHCEjOE2hHIACiS2pq03Shm57747FGqplYHQBYMS5pMY/X1o5FQsKRYoJT+nGy/Wh3MyWGVSn9Obsps8GXn8Bjppei6am24pJRBcA+lZmg1R9B2FOu0u6ZTyXRVpQeEeJLmMTJWWh4rrRRAzA1jHpqOVle5cJSBIJtcniopGGeqmvV4r5WaFcEpLzTFoD1GcCVac9DF9hqxfhsxHdA0m+BJgex3IpPhiikxr9MItOoUkWL5RKh8tz+43OoYsKKdJnjISmw05m+35m03lCwFVJt1VXfW6x7sdN6cjU5FcseD1FSYng6QnQ7FQlrzYKv58oB9ikfHfdCoD5kPEWvtedfGxdPVxFpr+VqzrsmABkpkoZL3mwzkTNzQYcWHPcBMnXomlr2ayFuO5k6K6tmgckqkhlis0yhvNigvBYvLGILiSEIiyABFCjQh0ERQ/c+0gRRoQsQxH4UJBGaDYD0IulUqrra8gXe1cUyfxLe47FF9jaO0oJomqkisDAJqMzK1mVmOLJkTRCwgagZBC6iwILAZQ8plCo0sS4egVQhqxjEHgWoR0InjHpRwIbBVDppByIYSTpSUVDnG9+RV//peqqb259ffeJTZdhi1gLhertDJIAuIMhjsVao4WulVqnzqXK9SLarUDgR1orgDJT0k7UKVLEbwaqVHqeKUOf/sPJwQagEQJwh7CUoilSJBuxQQo0A4GOFRxAVj2iyFBcZqFbBBrjDLMgIo0lGBt+uRbgs86EbGndAsh43ZsWk3OuUl+gx4u0ExwGADLmzQifaZwTY91G3COkxEUy3gy33Pn5fRocsYc4MTLNZlhcdYai2Vt9OZt96ctx7Pm5ZUC1FqIaSei6imE3kL6cLp+uxhUdnpAPtd8lEfPupFBtyKYREd4onJENHvhvtZeDqqHpewbieS0iiilUCk5L36KnmrTtFkBIY92DCHz0ez52J5Mz7ljI9aTRZM+ciGKkW4nL4Uqqj20Eo3TngJQiAIlsB5muJJUlCqeErlISkRx0IEGiJQDoZsCGKjCFdxTtxlbhW8/cFAk9OeMut8teW2/OxKFC6GoUoA0oMwh6IMClkg2IRgOggwgVA1BBhw1IjCBgTWg6AFwxwY4iBwN4rZYdQNw1YQtcKIGYR4Wvnoxtn55urB6NCb51+N1yd0AODAMAuqtCKoGyetJOFWK10k5VNle0klTyolUuUllRxBc7TSSyoZUuXCKBdB8iQtKZVCtopVKr3qbA9GcjjJ4RSHkwJOszDJ4hSPkTxGunGCx0gLiFoAxAIjDgiWYMwJKcIk1l9J95ioDhPRZwKmGWBGREfd8IgLGrBQEyw16MQGnUSfDWrXAb02vNuEdGuRXhPUUAtFKsBUBdzvAAed2LADG7LBYwyx2py701q6Wpc9K2YvxwuWosWLoaI5QbVSVzRTpx6PZs/VFY+GqOkYPSxhEwHlTDJ3LEBPB+lpnp6UcsZFeiaWPRNV91qhDrOiy4y06KAui6KhWt7vRKai1ERAOSUS8zw1yyun/dRiOHvQhrWbsi/5SstYSsmRFIsRAqUUaZrHSA+KCwThJQiGICWK8GFQkER5BDaBkB5HHdkqr7ai3m5pD/hbeU/aaYjoqpiqYkNuTgkMFYJQJQBZAJCBABuGmkCkAlCYIVSHoFYCMyCwDcWcOGrGMQuOmmHICmEMhtsB2AnCDgx3orgTxSP5hRPx6FJ7Q7JKY8oE7ABsB1AXjLkwwqFUsSq1Ta12UGqGIAUlLSmVgpL2kBRPK/lslV+ptBGEm1C6CNJB4AxFcyTlVdGsWuXEKJ6k/bhKwEgvSgq4iiEoD4qLKMliBIsgIoQ7YUTEsQCOSjjmRwkGgBM02V5Et2mIMR6f9BAjHmiagfqM0KxAzQjKcTcx5FYPOZA+G9ylQxo0UEc13KaDW/VwWiOTCmTRcnm/AxxwQrMhepKjR1l0PV28mFCuJ6iN5rK1VMV8IH85WbgQphd81ASHLCbUc3HVRJiaCCjn0vkz6bypGDLpU437VVP+nH6OHPZgk35ygqdaTLJ2gyKtRVr1aIcZ7LIouu2KMYFaCuYth7MX/QXTvGrAQrZr0X5b3qVQebkHRTkc91Iki2E8jksEKRJ0hCaDakpQkl4MCRBImMCDGG4EwBIUNJC0oyy/gbG2B6RW3tPqsUe0NWxlsbeqQkfjxQpZrRywAIgLQswAYoXBGhDRQbAexSwYZsYJIwo7CNxIYCYUdtBkX9g/Fg/2e70MgjEEyVJKO4oZAdCUkWEBQJNcYZPBDgVqBhAxOyftsNoo0kmrrITSQpNuSsXSJEdSAq32UrRIq1wUGa6qGI9HeUqlQ/BqjLShBItTbpx0orgTJ3iSFklSJGg/SvlRwgMiLIx7IFRSoJ4ssK64cDIWdMpBHiH9CCqCiAgpOIWMQ+FkDtKvowas6KAV7jNCXbVonw3ts2PDbmLUiQ26sTEO6bNjbdXAZMLQ7sxNlGZ11IL1tahYBESLZHMNzl4rMikRS4ncQYbqMGRN8dhaKm85mbfoV14d9x+McHNB+tpoeLfXuJbKO51N7bVVLdblzDfkzdfnL6VyZ+PUmEiMCzmXB6XVtpK5BD0eIAed6GKzrdFENNaALVqgTavodMJTIrEgZc8HsxcjxR0GvEGDDLsLLoUry300zVM4S6AcjodUypCS5mCEQ9EARfoJikEQP0WKBBIicR4lSkGwFIFNOUrJrIk5TWm3vdXjjJr1Hk0JU1bkKsipQgH9+xk6mdykkDEQZANAEwjVAgozilpx3EYQdhwzIZgdx3QA1CF526wWS1aWUJjvgrEe1jHg580gZAIATqWyIagDAu0w7kZwllI6MJzNy7WTpAunhaJiRklbCNJB4EJugaDO40lapGkHho/UJbpEwYJhNpRw5xZYKJWVUPoLS3hK5SVoSa2S1HSksMABgZHsHB4lbDLYieJ+lJCywAlRuthaieaqAigWoMhItjqoVvpAIEgQIZU6osQ6StFOI9FtJBvL4PYacJZXLgSUa6mCSS/UZwYHLNAIQ+wNhBaTtY0aoKVKttvjna63xiuz9iaaJ4IF4158kiP7rHiXHhzzZI+y8GpCvRgidru485WmBT/x6PaV04XkekPOhwej6w0Fy3U5u/XlS3H1clvhXL16paF0Jphzsti00VE7FSCXUvkLsbzj6YZuJxEozKyvkXXq5CM8MuzBRl3ElI9eDOQO2+hwkXyAKboUKy/3U7RfSXlJTCCIsEoZwHERQ30EGlISARz3kphIohKJRihcwjGjHCqBAQ0OO6uKIg5j0m2rZ51pr52vLuNKi5wlOXoS1cgytVmgEQBdEGICQL1CboRhC4zYccypJOwYbkSRWgg2KJCUsXa2uS1RWelVqixZiqlUdHWwy4HhnYx7KhkfSUYsGNHqdsx1t/dJvFRe2hsMODC8w8uMREIDIb+TIJs592gy0ROUfHk5LIEyBLnW0z2UqvNk564O9I4nY/V6fSfLDSVio3UxH6Ua8UurvZ3zDfUL7U1j0fB8Q8qXreZwPExRIZxaSMcGnbYJgfFmKqaC4u5Az5jIt1SXLaYjK+l4e21VUy653uRrLIEW6z399qKtZufZcufRdOryoDDmAK+PRY5GY7f35pcStUMOqLNWdjjZfG2hrd8JXV/tPV1I31rvXE1WzPmojV7ftfHYdrdzKUYuRrGdlorbuyOXu0z3tvqvzycud+turrZsdWpubPbc2eza7bOsNxQ8PJ69edC3N+y8Pte42WGZr8u9udFxdbbuzsFipwOX8v8QKMto1gKDHnyIwSdt+KRALorqaXd2Wy0x6M69FK0o95FEiCQljOBJmidJEUMlHPHRtI/AoypSJHEPigZpwk8SHAwZsgAdBBdisLFA5dWV+a26Zpcjzbt9xgq+uoQtL3DmqatwUJOVUSNTGBSAWQHYYNAOI2YItkKYlaRsBKGDQBNCWBHcCsNpXc1AUNrs7Qrm5TcZda12swunZ1ubbQqom3OlraZhv6/JYdMBQKi4eKyxjsvLWRzqlSoqlvp6YxWVE4lEj+CJ1WhYpYqjs904ORYW02adNy9vpbtdqwC9eQWTLc06GTQcDDWYDMPhYKvF7FNl7470exXIWNDfYbX6EDKAYp0m/UI6kcjO3mxvZbMyZ5OBbrvZmSmbjIaTlaV+DJupr+dJcrsllcTla62hGV/VejM7GdJ36oCz5e6FWN7pXFu/PvNkPLYQq26vlXfpFatN7s1mS68589pce4sOXKzXXpsJHfaZT+ebFqNlD/bG1uvyFqPYcpy6WGo5X2w5HLCfLydurrbsD9jO5hMnY8J6fe6Nza711uoP9kc2uwoXGvLOllp2BsxHI97jydCYFzxf6Rnjc2Nl8mDZey0mxYgET/nIJSl7XsDH3eSolRzUkWNMwaVUWZmAIl4E5lCUxTAeRXwwIsIgh+NuEJRINJirjORmx3JUEkU4IYUpS2ZSoIUgoMFRvqosYNIm7OaIRVdnNQb05Z6SXGd+dg0B18izqt/PqJUDVgVgVgB2GLHCiBYEDAhsxXEDAhsQ2Aojboo2AIrKf/nXNoet2+NuMeobbGY7jC60NOuyslo99jarpUtgk2Z9jRzyFRROp+uEosL14SGpvFSoqnSps7lsdVJXu9DR0uaycjjuxompVLTTYfcXFMy0pu0Y7isunmtp1mcqBkQhbdQP+KVmnT6Yl7vQnObk8KggtJmNfpgMo/hyW/1mT9uMxB8ujDVl50z7uG59DZ8pm02E0mVlPAKuNtXF83JnGup0//qvE1Gxw1E+FLEuxvRjZuRivnUlXnwy09qnef9wNLyc0rbXZnTWynY7pdUW27hHdr7aNmADhv2l623MTpvtYql1KVGw3aVZqaNWovhcADidCDy62NtI5B/18p/eu7aSzLm51LTTZVpvzru7N7zdU31vu3clQS7XKW9sdm10Gg6Hmb1BqcP4h8PF5kGGqqvICJfLU7XyLgc6xBJLwbxlKW+OUw1b0I5yaMhedClUVMBAgBNSuGGYRRAegUM4JuGYByc4BA8oiUAOHVRTfhrnSZKDIbMsqyJLUQABZShiLFDzhqqkxx63GkKGGp+x2qer8pTn2rLpGhjUZ2XUAgo7AFtByAqDLEZYAMgKIwYctZK4CYfMCjCmqZlqTPUI3ERjkqXoWHHRXFPaTtLdkjgei0w3pVwk1cG6k7paPQh7CgtHo2EPRYxEQn0+sUcUvfm5XSLXw3nmm9M9Fj2nxBiCHAn46k3aUH7edDrJEKQbJ4ZCgZFIaDydtFNEv8CnqjThvLy5dIIFoAGPu6G2moORuoL85bb6AEl7AaDTYJjwuiY9jq7iksB7mS0VJSutDQvpyLDbxikUc+lEP+/ZHRtI5BeMOq09fG28HF3rCfbaFCcjyb2B2NnO5JyvtFOb2aPNnA2Uny63zEZzbyw2LkSp3Q7DaourTYeejDddHvVd6XHN+pA5HlkMYVeGrfePFmY5bKdO89Hp8kZr0UG/5e5Wz53LfadTob2umhvrrcuJ7PX63OsLsYuN3u366ov1/sOR2MX2eLMRq6/KSlbKGvRg2oB0OKD5kHJZyptilVN2atCI91nzL0UKi7wQIiAYB2NumYJRyEUY5lHMBig8KC7QhKjEwyrKR+AMhnIE6oDAcoW8WCErBwFDNslUFwUs2oTbItSUS9pKsbZCqCzwl+Yz+WqDLFOflaEDABMAuBCYQRAGwy0woscQC47qIcAAQRYY82fn+QoKDRBkBEAzCDpplYUgLRgRKC13KFVWBOdUaoaiXDjtpikhRy1RlC87J15RIeTluknKpaID5WWh/DxJRfjzs3lKJeTkhPNzvGq1mJ3DKpVeimYISigpdVMqK4KylNKnyhYIIkArAxgZUqkljAhBuJ8kQrQqiFM+Ao+QyoSaThBoAkajclkSAFKq7HRBgR+EAxDiQ9H6koKIkhBkoIQRQZrishGxBA8Vy9p18HK4YtxFD1rQESfeZwLi5Zl9dmrIhS0EC2YCqsWgatqv7DQCrbXAeLhsJpg37AQX/MisF52XqLVIzmY0ez2et9lSvt1ZuJKgd9orV1KVq6mCrebivY7C9SS51lS+3Vy221S9nirZTlfuNNaOuLDWWmDUDvQYFU21QHMN0GMBx734tJuc86jmfblTbnLAWnApWlTsUYAcCLMQzMoAr1whgpAIoR5AwYEwh+MMBgsYKmIoj+MiBjMQZAAUtQBYCGRWQXJTgYo1lIftRr9ZK2hK+Joir7ZCqiyUSnMsNGF+/32DXG4CAA5GWAxz4rgZgvUgrAWBGhg2opgFw5woXgMBGgVQA0JWBLXBuAXDbARho8gaEDKSpI2gbAThUtEiSUoqSlQpBYryEpQdx2woZiEwG0G4KdqnyvaqaE5JsUolp6Q8tNKCoxxJMCTO4ZQZQm0wLpFKO4y6cYIjCQkjwqTSTxIhgo7AhIChfoIKYqQAIgEA9cFQFEWCABiD5DEQimcpAgogAIJxivRjGAdjQRj1g7AHUDgAmENRhoTZbFzIhRq1aK8BHrEiI1ZsQA+21Cgay2XtNXBzDTDC0fMRekpUbjSXjjFYmyYrVQakKmX9ZnA5Qq0ls1cTOdupgrVY9lpd8VY6f60pfz2tWgwRG225m6152x25qy3K9Zbs3baSjWT2arxwM160GqSnGWrSiY/aoREH2lwtb67K6NJljbHUokgtCjmzvHrcgQ3a8y9FCgt8MBLEcAlBRBBiQTkLykUM5TGIgxEvhrhRxIthPgLncZSFFSwE2wBFrRxQZ71XJM/QKDFHdaHPWB2w6aJmfcxQHagtjxmq/aX57jyVAZBZsrL0Cvk/xyduFLFgWBUIV4JAOQhpYcwEIiYEMSBwJQwZEcKIYjaCcuMEQ1EMRf8TuYukHATuUpFibi6vVgpKmqVxhqCsCGolMDuM2lDMTZIOnPAStIcmeZoSaMKOonYU5knSTWCsWmUnSY6kOCUhKFU+mhYIQiAICSMCFBkiySBOiRgaJuggjPoRPAAhIRCK41gYxetwNIURrSjUCIENCjCBQDEMDWJ4AIMlGBNAhFfIWQh0IaALh50E6M0l/EVwXRXUoQfHrUifVpEql/vysny5mY01YI+VGHWjswFqNqwad+DdNWBdMdCqAcfcwGIAX6tTrScLN9Nle93VW/VlqxHVUkC121i5016501K+0ZK73Ziz3Vm41VW2UUeth6jNZOFGIn8rWTLno6YYfMgkHzDJ+g3yAb1izAHPsOiiN2fUSg5b0CFX/qVQUUEEI2IoFoSgIIRIEOxH4DCGhjHUh6IsBLphWERxPwSycjkLgR4Ytspk5kxZrVxeAYFVGGQuyhYNmoChKmY1B401Pm1p0KLlq4q9+SobieplmVUKmSZTZlQoXAisx5BCWFEkl2sUQAUEVwOgBURNIGRCsGoYrQIgDYrYUYzBcAbBXTAWzMnj1UqPSulVqlglFczLFiglS+CCkhYoyo5iThR3o5idQlgCF3CKUZIuCg+pKQ7HXRTJUrSXIjklIaqooFoZVCsDOaqUKjukUkoE6SWxKEWGlKSPJgUMDaBEnKQjJBVB0RiKxWA4BKP1JBnHkSYKqSewJhxPI0g9BERAhR+AIjASglEGgEUQkTBCIDA7BroJzENhfC4SLgebahWduqweI9xYLkuVAeEieV2pYtSGDriwLhuwFFVNsli8SN5YLuuphXoM6BSPLofVc2HlZkfVVmvFcih3JZS9mSrfbK/daSnfbSraSBfttmp2OkrX06rNOuVmNHsznLsez5kX8GkeHvfgAzZgikFHzcAUS05wyDwHT7vJcRsxzRVeShWXhVFcABReQC7KAT8IR3EyiMASBIowzIMKFoI5EA6AIK8AGABkANCRJXNmZTpkQDkkr8QAXb7SZ6oJmGt5fTGjKeFKC9kiNVeW7y3N5XIoiyyjWq67AlsQAAAgAElEQVQoz5Tr5Qo7AtkVoAYESxFYB4FaANFAiAnB7CRpRlEdhulRQo8SVhz3YKQdxRw44VUreZpiKIqnKa9SJdK0oKR9JCHSNI+jPpp2ExhPKyWKCNBUSKX0Udg/ixkPhTlJwoHhXqWKUxKimgipqYhaFclR/hNtWKUMUHhMTUUJTMKRCI6FKSpCk34M81FYlMD9KORDUR8G1cNwDISCMNpCUykMbwCQqAxKwEgCRlI4HMIxHsdZDHNgGIthdgRyopidwnzZWCgXSleBA2Zk2AT1W5DmWlm8GEhUyBOFinYDOORABp1ojwVs1ECNpfJBAzTFktNebCmkXksUrNTlL4TUCwK5ElEthvOX4wUb6aLNhsKN5tKNpGohgm4k8jfi6tUothqj5gPIgp/ot2WOM9CYQzHlwqbd+BSHLzD4PE8tevF5qeBSQ0lxEAIDCigIgBIESjAgoIgAQRIChSFYUoCcQiEpQEkO+AFIgkABAhyZGa4sOft+ZqksowiUa3MoTlPAa8uY8nxneYFHUxK1aiMuk6St9BTSNgQxvJdRrciwK0C7ArQqAC0IWFHICoNmCLbCsAMnrCRlxjEnQTsopRsnWILkacpNkm6KdqC0CyM4Fe0iSBdBODDMTeIujHAhqBtGPSjup0iOJHiSZHGEI9AARfpoUiRxESc8OMYQJE/SHhzz0aQ/W+mjSYkiRJr24IhfSYk4xuOoiKFeBI0TRAhFJIzgYVQiUZFEBQiIEngUhcIomELgOAw2YlgaQepRpA7F6mCkkcBTOJqkSBEnWAJlEMSJ4h4YdgGAA0GNCOTCcLcSqaui2nVwrwbq1YKJUnk4PytaAkTKMofdxIgDm+TwUTfaWCVLFWa01CgmPPCICxmyo/MSNe3BphlqQaCXA3nLodzVqHo9od6MKBeC+GIIW45gyyFyJYKupqjZIDLlBaY8wJg9c9CcNeFBZzzIkBWbc+ITDmxRIJaEokvpktJ6CAsDQAxG6jAkAiMhBPODqISCIRQJY0gIAv0AJMqBIAQFYdStAFxy0K0AhEzABoBlgMKYQ3k1xYymnK0sFvVVYV112m1r8rpSbqtUXmRVUya5wiJXmBWgSa4wKIASOWhCEDuM2AhCDyN6lNJihIEgbCjBUkoXnu3GyaBaGclVcUrCRZEmDNWiqAnDdQjuQDArglpx3I2TThz34ISQTfMkzaAEixESgQdpSiAIiSA5kmIJ3EVgQSUdzqbDKiqkUvI0JRFklCKjSiqkJMMUEVVSUQJP0USKppIUFcDRCI6lKDqlVsYpLErgKYqOYlgSw9IEmYbgFgTsxJA2mmxQos1qZSONx1AsQuERmgxQOI+QHI4LqJKFMSeGWGHYAEEmFEwUEz0mZb8e6zZDTbVQrAhMlWf1GMEmjby5BumzE+06oKkcaNQA3Qao2wA1a8FJDzHNUfOiel5STnOqSQ81yxFzHLYapFeDquUQuZZANmLokh9cTdEbddRKBJvzgss8OGKWTVrlSxI9z5HTDnLWQYw7sCV/waWjUGhLq9/QaLa0+mPOteuwr5rMM3rDVFXtfK1+Ratd0VQtVlUtVldvmc0rRsuY1jCiqR4uK50oqRgpr0iWFrXYDINxaSgZXO1oujIzdnVh6tr06NHk0PHy5FpXejIq9NgdfQWlIyUVfRU1zZU1zRp9Q42+w2DtdTCNelPaZGy2WXqcrk6jrdNi63e5xxlmiWHHrY4hjuux2HuN1ma9ucNg7jDb+6yOdr2pn3GNeNgBq7nbZBoxm4dt9gGjeVhrHDGaRoymYatlxm4bt1hnXc41jt32ssse+zLnWObZeZZZYdybHveOh1n1uNa8zI6X3bI7Ljst2y7XgtmyZnccuj1HHm7X7TwN+g+83qs8e8A4tyzGq27XTZY79TLnHvex03EnEDyTpKssu2oybzhd24x7nWM2BX7Oatu0u6cttmmDcUivG7G7hm32Xp1h1G652er/Ylz6ZNjzsJ87azOftpg3Y9rDuPFyQnvebrnXY3rYZ3swaPp02vnhqOureebJLPN81f1yNfjVovDxKPPFtOP5vOfpkvfttcTP15Nvb4be3Q0/33G92LR9te54feB8tWt/sWT7ekP8at7yZMb2bEV4NGr/fNR20a676HFcOm9qPPP7zt3sdQ9z0Ri/Xhc9CgQvS9KO23nIedcMlh2T9bLNtO8wnfLcsV/cZjxTGs1ChWalsma+qnZcr2u3Gsbr48u9TYcrk3f3tx5e3n64vX57c/X27tr12aErwx3zdbGpav1clX7R7Boy2+uNppTJ2u9iBzmpn/MPeflhThz1CENuZozllwKBNSk05WAHLZ5eO9ttZYbdwqibn/MFplhh1MuP8Py05BtnvQuh4IxXHHd5Jl3smN094fQM2J1Tbm6JE5Y8zLYk7YWClwP+dY7dCvp2g9LlkO+yJJ3Gw6cNdTsSvyeKmyy3KwhXJPG6GDgPBI8l6ZDnL0T/vWDgQhIexGIPYrGbEd/9aPhWOHA/GvwsGf8gHv4oGX0Uj36WjH8UD3+ciN4I+o544cwfOOKFaz7/joc9FsQjkT/khF03v+7mlzhh0cuOmp1rVs95LPpoIPVyvvH1RuPL1eCn/c6zBvt5K/PNduzFQvDbVd83W/7vLkd/PQn86Tzx9ij642Hw16vtb6/U/7Sf+GbT9/1O7O1h/C83mv9yO/kfH9f9/VHDfz3p+Pun7b/fDf/+oOE/7iT+4yz5+0nqx/3Qu+PQr8fhb+e5pzPM0znPWa/30o2W5mvR4PVw6CTg3xaFq4noUSy2yrJrTveO271qM++6nftO976L3XWxO152nWPHTYZpjXa6uGK2VDNeqx1wOmYbU3NdjRtjXUezo3e2V++sLt7bWHlwsPNgb+vu6uxxT9eYwzpRUbtcaxvR6htNpnqLs18QBwX/gIsf83iHndyASxzy8u0OV6vJ3ONg4zqjoKmN6cztelufydFtMffY3b12tt/FjgjiMCtMC9IQxw2z3LDD0W9zdBrMXVZbn9U+qjdPu1yLLmbJ6Zqz25cZZt7hmHc510RhS+A3PO49v7gfDFyWhG1R2PJwWy7PDs8fBYJ7vHDCC/se9pDzXkjCTb90Oxi8Gw4+iAfvJ6I3YpGLROBePPRRIv5ZS+Mnydhn9YnnTc0fJ+K3g8FbUf+NaPhWJHhdEk99/gM3d5lld1nPos60ZLBt2LltxrMu8NM267jZOe1wnyYDz0YSr+dir6YCN1rMDwa4n680vtrwfzhme7rs+eNJ9M8XsT9ej745kN4dh95ejvy4HXm5yL9alH7aiX6743+9wv9+Efuv563/8XHdXz6K/+Nx6z8ed/7pQfzdde+7K8KvR8lfriX/fN766/W6t5uJV7PcZyOej8bES2dtTTcS0cMgf+D3H8XDx8n4Gs9tSsKWxK6YrdtOz6bLve/xXvHyB152y8NuCOyI0TBaVT1SXD5fVjmmqR4060djvrXuhoO5gasLEzeX5+/srd7f3fz8/Pqj8+MHm6t3F+cXJO9AZfWGxjZTbeiz2lMmayfn6XWznU5vXG+JGC2RWlNab+ux2OvM1qTB2m62d5icbRZnm87cW20dMNiGjbZhi2PY4hhyOgdszLCLGfGwU7w46uZbbY4mi6PFYGusNfQYbD1m26jZNmYwzTkd6yy35mHXOG6J55Z5divoW3C7tn381UT4ejx6Jejf8Hh2/b49P39ZEPcY74GbO+WEU694Mxy6Ew3dDAYf1sdupZN3GtM3kuF76cT9ZOJWPHo/Ef0wFv4sGrknSh8n4g/r4ueR0LVA4CIavRbyH/LcHuPdczPbBuO20bJnd687vRucd5H1rHqERQu74fHs8+y9dOzpUPjxgHDRxjye8v60n3ixHniyGHgy7X53HPzj1dhPB+HfryW+3+K+WXI/mXB/McF9s+b7dkv8/rLvz+epv3+Q+tsn6f980vT3h5F/3G9+dyr9ftv39kD4/rLv3WHkL9ebf7/Z+cv1xl8uhz8bd5532y8dpuuOgv7LAeFywL8b9K9L4qrALwveZdazaLRtONybDtuJ5D0S2LOQ7zAQ2AtK0xbbUEX1mKZmuqRkulzTp60ZjAgLXam10e795el7Oxv3dtc/vHr86Y0bnxwdPjo+frC+stOQ6tIaZgtqRmqNLTqrqKnmNDV+jS5YpU3UGuK12nqDJVVt6qjR9eks/bX6Rbd5ymoc1NeO6LXDWmNvjWHYaBurtYzXGEc1+gmNZcLoHHG4hxnPqEcYcHharNYmgzlpMNfpTP1G24jVPmK1TzmdC2brOuNZcrpmbI5Vjl9m2EU3tyXwJ2H/eTK65xf3ROlKMLQXlHZ44bKH33exx17+gOWusuzdYOBhV+u99pbzRPJGInkajF6Pxm6EwnfjiTt1dTejsdvB4K1A4INU7NOmpluR8LHgu+rjT6XgvigdieJlTjh0eK473AdObsPk3DDZ11zeDZ5f8Xg2GO8q41lm2BOf+KQ3/nQ6+MW49O1q7LuN6Out0A9b4dcbvreH8V+Pkj/txV5veJ7OMI+GHV9Mii9WxDebobcHqf95p/PtcfCHXeFvDxv+fj/15w+Sv99Jvrsm/rgnfrvB/bgV+/k48afzpt8uWt9ejjwec97oYS8dtrRse73/vD9Y4dhVll0T/RuCf97mXGU8u4Kw43RdYd1XfeJVf3BbFPZEftZhH6iuHdVUzhSXLFfV9JmN3Twz1ZZcHWzbnxk+XZ49W5g8mp+6t7Pz1e1bX5wc31le2G2pH3Vap0qqBzW6Zr25Tqvt0Ov7DM7OGkOf0dKj1Q9odeNG7a7gWPAaNny6aynTlbB1yVGxxpWvsZpltnonZNivd50lnPuMed6gn6oyTOgt/SZrh8HcZXP1Wl0tenNjraGj2thjsY9bXVMW24zdtuxyL7tdqy73vMu56/evcOyS23UUCpzVhU+j/kOe3/f5rgSDa25mlfGceKUT0b/n4a7x/DHL3k7E7rakHrbU366P3EgnroXC+17xejB4EY9di8XP6xKnkfDDxsa76fqPGpN3w+FzX+A6y10TpZvJutNwbNfLX42EbvtDVxj2ipPdNjjX3MyyzbHNCnuB0Jqb2WTYJcZxKPg+7kx+ORb9ZMz3cj71417D7yetP1+Jv1oXvt0Sv9kIPVvgHo/bPx9nvpxkX6+H3l6OvtmIvD1I/XZe9+ux8JeH4d9vBX++zv/xzPfLqe/VBvt8yfl6Q3q7F/71tOn308Y3+8lXy76PxqRLOw3pnVBwhRc2RH5bEtd84oIoTVrdK3bHJstejYRORGnH5dh12Pd574bIr3DsgsMzabAOVlTOFZduVFaP282jEf/GSOflubHD6dF7B1sPtlcu1uZu72w/vXnns+OTO8sLV3rap4LisK52sVS7pLMP1hg7anRtVfpElWbUVrPB6o/DxrOk/aTesePTXNSbdoXKHV/NFlexzZXuidWHEf12qGYnWHOQNi8yZSue8j2hdsGiG9HqBzTGnmpDt97cYTA3agxdJmu/zdau0/WbzHMG+7LZtuV27PqENadrx+2ct9vWXe6DSOAwHDivqzsSfdsstx8Irlvdyy7PUShw1Rc54qULv//cHz5LhG6l47da02f18eNweC/gv1GXuognLuoS10LBO01Nt9Kpi3jkZjR5KxS7Gw7fEIJnrHDodp9w3LHgPwkHr4bELbtjW289YbgDlj+V+B0vexQK7YdCuz5ph+cWPOwS513xC9t+6X6n/5ulpreH3b8ctPx8pfnr9fDzRfa7dd+TaefzBf8fj5OvN9lvN4NvD6SfLwd+vp762632v94J/XrGvjnkfrzie3tV+uM17w9X2JfrnmfLzDfb/A/7/tfbga9Xwm8Pks/nA5e2YvFdv28jHFoVxCXOO8+zKx5mnXFtiPy2KFyLRU58vgPGfeITTwPBbUla93rnXY5xq2miqmauuHKjpHLMaJgIha7NTFxdmbs+P/fh1eMHezsf7Gzc39/94Mrh46und7fWzibGNrta2+zO8cLypfzK5rKqqKa82VQ+Yq1adVYuOcs2hYo1qWLOWbrNlxwFa/eEkjVvyZy98LRef5HWnqW01+q1866KCVPRiCG/R1s4Zi/ej1Wv+6tbdeU95druKmNbta5Laxi0OjsNhk6jZchiXLE7t1yeHadrw+NecTPrDDNtsax4PGsedtXlPhR8lzlhVxAuC9I+K23aPVtu5kDyX+V9pz7/Sdh/Vhe+mgjvRUM7oeCOT9oK+M8bGq4mE+eR2Fk4fDuZ/DDdcDMcOg0FjgLBa4HQ7UD4VjhwIxa7Ggwdi6HzSOTAyx5F4jfTDfscv+1ibsbjd9vbbna2b7LcUUvDQWPqqKVl2SeNOexb8brFWORKY+zLxbY3h12/3xz+ab/+5Vbi7fnI843Ei0Xx7fXYb2exFxvCt7vhH09a3521/Plm+k+3Uj/ted/shV5sC0822O8PXD8eel9suZ+v2b7dEp8ser5e5h+Ne75eCX67Grt00Ny8HvHvJqIrfnEnFFwNSFsCv80zmwx7FAheT4RPAtIVyXdFkC4L4rYkbgrClN0267DP1upWiirWc8umtPpRnjuemTjfXD5dnj7bWrq9u3K+OHVtdf7uwcGjg/2He1vHYyP7vZ1DoVCosiJVXrIQtB412jejxgFt3oS1rKs6Z6Amv7UC3+ArzxuMDzpNd1u011JV+5GK43j1QbhqL1ixIZTsh6uvhCoGjHlDutxuQ96cPX/fX74XqeioKWqtqO4tr+3RGru0ui69vtdgHtcZFwzmdZd73+1at1lWHc4lp2vGbFlhHTs8t8myO5x3X5R2BXGT8a54uBU3uydKx17+iJeuRaJn0dCVkHQlElzziVuB4IrIb4VCh5HYQTRyNRy9FghdREI3o4mb0diNkP92PHEjljgPB2+lU9eCkRuJ+GEgeMLxd5tbXl07ujcy8MnK0pHL83hh5tPFmY9GhvZ8/lu9Xd/cObu3OL/p992Ymro5M3VzYW6a5U8Guz/bGH+60vzuas/fnl7567Pz3z/Zf3HY/Xjc+mJR/H43+e7R/quj3u9uLP18HPnfLw/+dLfzr59t/nToe7Li/nKVeXct9uOx8P1l9w/70i/X4r9cj7xYZr6YtD9biF46bmw+ioYOwqHjcHBL4Jfdrl2/bz8YOPD7r0bDp5Hg5YC06eX3AoEdnl9jPSu8d8rpnDJapmu1q+VVG0X/H0lv1RxXgqjZ+hfNjZiZc05Xd6FLli1ZnEolc+bO3Mw7dzKImZmTmVHKFNkCkyzLzHa5XNAFp0/PzL3zeB864vsNK2Ktl69rUSQe1qlXXbbw7NhezH9/p7SfjBfXFpNzU/dK+ce7u3uhQHF2uj4/v+awatpbme6mFaBj0dC2KL0x0HN1sud7P9S+N6A7HpB98KMvVpGXa/iLFeOdYcXxoLLulW4ArQPir1e0N4NIZ5TomlM2zCsaklhrCm+r2Xt2LaIs0rokuzErkswIlCNdwhGharJHvqrSbKk1y3JZUKMO6FSbOu2iRLotVyVMxgyGJ1E0g6NJFI1BcByEfQZ90GhKGsBdksqiSBgC0xhSoMkUQ2fNbAiBtjE0AMIRCE2TTIIgciRbQbB9gt632I6stkOLtcKZiyydwLEsQ2cZskQyZZ4uWy2vKqX94cHLRLRCUc9j4YuVlePe/iyMJkHonm8ra3XkbPyjVGxbpdudm4+a+dLAQLG/N0hhD5cdvz/I/vMi+dvB7K93k09WiYdrxqdB5h8vqz+W+n+7n/whTn+uTf3vdyefd0d/Thk/x7CPcfinAvopBb1PQD9XmF+K3MeE6acc92YLeb5BX8m5bCkUDKNIDILiMJwz0/9ayUYXGCqEI0mSTDFUiiECkGlJq15Tq1c16nmpfKlTtN4m8Ld1zkklvRq1z+ksrq5UNpdOkpFb6Uhpda68snCWiD/a3z/fOzwK+fdX1xdZGunuMt78im/+27qq2W9srfWKny2Bn6Ps57jl2Qb+U9Z2Oat+H8F/SLEvVpE3G+jFjC7KdjjF3y0ZbvjhLpfs+wFJ45K6KUm21t2C48Humk1wq09yaO1YFDfNdwjH2rv7uoRzclkMhdY0inmZdE2tjWqBDbl6U6ryy5RhlTYOwzkST0FgBsMTMF6huYIJKmFkASMqPJ8isRRJRGEkRRJxlIihSBiFYxQdgeA4iiUgLIkTaYwqYdQtlt0383sO25HXfeD2FGgyT5NFminTVIXnD22WAm9+Xsm/qmburC2nQfBxLHJ/c+2wv79MU3WEugz6Mqw5bbHci4Y39cDewkLS5UqPj2XdfatSbZ4m31ZC/7if+KEy8/vj4ruY7X3c9jRo/nyceBmy/XoWfubHzle1P94Nv03i72LYq4D+TcD4UwH9pUQ+Cyh+qqC/16x/37F+zhHnM+q78+iVlNOaJNAoikdxLA0jWY7IkEgUMcZwMEViMQwLIGiMwMMMsQ7o1o2GFZVmTapcUGoWZYrlrp7Vls65HskIAIRc1uzaYnpuPLc4Ud5aOgpvHCfCZ4now3L5sn70IFM4jUdWnDawsxO98e2ItPF0UHIyqvmp6Pjgwz/68B+izMcw+2IDO/AID/tE5zPqywX982XgbFRZdYjzfE/NLQ9RzbdHxDWvtGQTZMm2HHm9TN2smVsfDosfjkqT2psrHa2TQoGjs2Neo/Ob9Ctq1ZxENiWUrKv0s2Lpkly5JpeGddqQUVvE0QKGpGEoYYTyJJWniLKZjeNYjueiGJRAkDiMxBA0ojFu6/QhGE2TVMlqzZJkEoFSGJ5DiRLJVFmqSpO3nc4ab77lctYtfIljCmauwFAlC5dh6J0+74PARt7MnSdDeRh7FAkdLi2cTE3suu1HZtvHQrpitWUw4n7If7CyfC/oWwNNMa/3NBaqT81GabI4M/HhIP/5dvaH/e2XAeKHhONNwv7z/dSL7MgPt0KPA8SLbfiX4833YeZy1fB4DbhYMr7YMv5Uwn7ZwT+mTb+Wsb/v0p8L+KM14HAOupJzu6p2S8HM5Vhqx8qnKTxBYWmWTJJkmqYSZjrOs0Ec95ugRY1mVadfUGoWlJopuXJGKpvpFE6KpCNiyahKGbJw9XTiMBPNrc7m1xZ2AxtH0eCDdPZxtXKRy91PpEtLC+MoIWq5IW34YkJ5PUy2bujbsjbJ8WDP0znl63XkXYA6G1bWXdKsRbxubA9hwrJDdLFgerKNRFixR3F91tBW5ARlmyhCdaTxmzWnsGZvuzPUdeZsPR+UnPZ2r0kaVzu7lsTidZV2RakeFkr6Bd1zctW8VLkslq/JFX6VOgKYwhpd0gimIDCPY0UcL5vZlJlJcnTQZAxDYNAAxBA0AJmCRsinN8RxPEeyWZopmLkkaMrjSBYnCihZp7gUgpZpatfMHXucxx7n7T5v3e0oOyw7TkfBzKUpctfpqPa5S5x51+Us26zH42Pna6sPt1bqbkeFM98ZG7070L/L0hWrrdA74MOxFa1mDYKLg8NZd18YIbZR3Ge3JQftt+ctr5J9H5MDn/PeN+n+16nBizXmYgH4kOR/yLs+Juk3AfLZNvomhj9dh55FkH88dP9+zP9WpX5Mw8/WTSez8vMV6ErB68lzZJolcyxRMHMF3pzEiSiOhmA0RVEZh2UTAbdhcNGgXwbBORM4KVPNSSXzEsl0j7i3XTAslrsVsgGJPO5y5iKhvXwyvTyxt7VU2VpIjI+UlxfvJFIP8oWzWCw1OjhN07LuZn3Lt9bub3b7FCWbJM93vFwzfI5hrzdMLzeAgqM7a1cU3cogLgzCghTZlbfK62P6CCcMk8IA1hMjBQGsZU3ftKxprFo7LyfFz+dl94YEBax5zyoI6K6NdTb5FcItlWJZJh8WSpxdnePd0sFuyWyPbFYk8Ss1EbUmAxgyCFygyQKNVq1kjWdTRjgAGFMkkYDBDYVuXaMJQMCaRhdC4BiCphC0aOazMFyi8D2GLWBEAsZLFJ2BiSOrrczTdZv9wGo/9HgO3c4dK1+1mLMsk7ZYKnbbUa99z+OuOCw7Vv7I6di12Xat/OGAd8dh37fx9wcGTl3uA7c7TjARCF3WGhfVuhWNcUmtW1TrNrT6ea1mXK/dhuGTSeuDTeeLuPfJFnY2IT+bkO8OKU6mVe/D2Ock8WPW/iFB/ZjhPudsr8PoLzX6v+65//PI9WOWeBEwHc1oyhPaK/k+e4rEUhhWZOkCjcf/9SRtMAYAeBNANkymLRRaheE5tXZBp13W6JfUmjmJbEakGO4RTop6xoTiCZm+X6cN9Tvzgc340nQt7DtLRG8lQuteG6vVcwAQnxg5iURCw70WQCsXCbqaGmzCbx9M6e/NGO5OqZ+s6j+F0Pc++GPYmGS7wmx33iHKWgW3BiT3JjRVu8JPCBM2QbFXHaNEUVYRxjq3oLZZXUuSbE/gHQn4ZtXeMSW+viC9msFujgm+3exu3xTJgkr5okLeJxYNCkT9gp5JsWxZptySKcNyTREy1khklyEyOJijsQJFJ3AsS+IR2JTAkRTP+Qz6rJnNe/pyNj6KwFEQSulMRZQ8sFvqZkvBQudxrMTbcry5xFt2bfY8TR553eeLc3fmpm57e++Mj91ZmTtdminaLOeLcxebK3fnJ3esfM3uKDts9cH+x/7NB2vzt4f7b/e6DlyOXY+7buEzBBnDiIjX42fZRTWwYACj/f0xzrqq1i7iaL7P+WBj5KHP86EweREwv817bk9oHwas79OeNwnbax/6MoC9ipjfR4g3Afh9FP6lZvutav8QwZ8u6wp98rBFc6XQ504QeALHUjQewaAgCEZgYlGjWdHrN03wJmic16uXjaZlwDCtlE5KJIty9ahINtEhmGoXznfJ5juEKwLRgEa21W+vRX153+rZTvlVrbYfDs7beYNEYgQ0kFS2YDWPkoRGInJ4nQKpAO745mBA/M6H3B6UnY6rXq9r30RNj5aVJXfXkvH60bDyvTGVUc4AACAASURBVB/9OWX5Ncs8WjbdntA+WsfuzEH35uCTafBwVJE0C31Ee4YX5cw3g4aWKHRzWto4I7p+6OhYV92Ybr7h6xKG1XI/qJxRSNxd3fMK+ahIMtyjWJJp4xpt0WjYJeAKiSdBqERQBYzIc3TZag4aDDGKvrW1loLAy3jg9tJifWQ4jxPPdytnE2NVs+VR0Fel6Q8nx7fHR85mJ8/9awdO18tkrEayzwupBxHf2dJCze1+UyicB/1HC7Npmn5cyD6JR59kk098qwf9nh2H9dK38aqcfxDYehgNlazWg37Pjw9O696+NIrd8/urM7PpXu+sFigtLSRGRrPDI/NKzf6mb29uYbdv8GSK/1Rf+D9vzj7Vl55vEh93pn9/UnsW6XuwBDzbNL4LY+/D2IcE/XPB8Z8HQ7/vOH5OMw9ndH5eGO7VXUnY7REEi1HkNmhKEHgEwVbV+lmZclGjWlYpfQb9nFI5rlCMyaVzSuV4V894h3iqXTDe2TnaJgyIpaHWzqEbTYbvr06AmlJ0ezcXvXdQu5dLVbdW51muz2QoxqMoAkluNvMqrVwsXJ8ZM2MgIm85nVP9EGefr6Nnk/rTCc3dOUPJK9vrU94aMzxaBO9Pqp9vGz6F0M8J9uUW+GAGOBjQPF0Ff8ow72Jk2SFa190sWoSng5IDr2DH2p2iOhaV36eh1ixyc7y1YaupfUHYOaeSretUHoHQ0y0aVKimlKo5uSIOaMownDcaKyCSMYAFDCtRZJFm0xgVBE07ve6n0VDGBD9Op+9MT9Xs9qxO9yQSflnKnI6PXgQ3axT5olR4WUjcX104W18s2/nH2XSN499Ui+frS8cjA3W79VW5+MC3ejw1UnFaH2bT9YXpx4ng88jWodt+YLUebyy/KGbv+raepOIphjr3r72v7RzNTxUp5Hkqcra5GiWpZY1+f3kpPTy0juNzeu3toL88PpGirEkQOJ1GPx0n38W8LzaQZ2H6p1vBixnN4zXgfEb5fE37bFX3Q5r/vT78+/7Q7zuOz1n2+SK4SQkiLs2VVZ5bB+E10DSnUW/odesa3YJCNyYUT0jl82LRskw+KZLOiCSTIvGIVDomFE90dE53dk50CIdb25daOvraWoCmvym+/XIFBw93Cru5fGp7uRLePCnk5myMGTRtb2+73e5vrzU13WiTSERbG5tej0Mn7CoNqF8E4MNRMGUWR6nuWVAwo21bhVryXunxqKLGCw49wudL2pfrxstl7YcI/NIH3RqQPF5V/hxHni/pCnx3xSza8wiTdFsa67jdJ368oD6wde0Qreuy75a/b5xra5mSCXyQYkKnGJHLJ5WaWY3WbwAiWm1GrcvrtCm1Mg9COwxTxPEkACWMUFRnqDucj2OhPE48y6SP+/trvCWl1d73+Xf6Pa9vHT4IbBRJ6nHIfzQ59uPZ7ePF5aLD/jidLpr5F9XSk6jvzuJU1W55Uy1+yCcfbMztupzPCvkX+eSraqZgZs76PHf6vQ8DG+eR8NHcwoN0OEyAT8rZl5X829v1goUtWfiT2aln5ULKZg0AcLFv6DS0vQ4jt0K+1NhIkKQ3ZPoYDj4pbt3fsl2uoS+CyKvdjdqg4t6s+smK6fmG8U2Y/KPm/aXa/9te/x81z/+9Pfp2C1rG2qJO+ZU1i9lPEhuAcVOp3dLq1pSaWbF8okc0JVGuqjRzPaKBnu5+Sc+4VDQtkU4IhJOtnbONbeNXry8KmselTQvaVpe8EfvyfyRI9OL07HinVIoEj/KZO9n0LM1QOmhmarbX4WiXyL5rb8cINO4L+udnNOLORUr8dMMUY4VTqg5vT5NLeN3S/t2E6ma/+LsZ9XUf2np/TrfrFRUd4t1+0fGw6GxeWfVKKt7urLk9Y+vchJpXdc0+vKvsEB16e/ZsbZfjPQ9GRXuWrgLbvCZt86m71xWdIaNyRa9fUCoGFLJJpcav04cAfcYAJTW6ol5XUarLGm1eY0iqTXGV5qDXe9e3dTwzXcLwR9Hto8nRg77evAk5920nQdPDcPBJLJ5DsOfxSIXEX+2W7vs3q3bbg9B2hiAvktF9T99hf1/N63xWzLwvFS7DW3sD/c/SkbLHdRYK1EYHilZuz8ne3Zh/lEufbm5dxMJlr/N+NpbvdZ1Eg3sTE/e31u9vrT/Jp3Y9roPF6crUdH1zfRGAjrY2qssrmYHBbRCZlutPtzcOZpnnPu5twvOhvv5g0XRvxvBoDXq6hr9LWD6X7b+WvX/UPL9WHL9VnZ8S9P0p+d6k4coiDG0a9KsqVUALrKo0kxLJUI9wSipeUaqnpYpppWxGo5hWKsaFPcNtHQPXbvZfbZq4eW1N3ZjlulfBjg3DjTHddaq9ydcjrs/PVkO+2MJSenrybHUp6vGMaOHVwaHF2RkYp3RGYHJ8Jh2PLU9NG9SKZVxyd8mwqLm+bmrKWUVDimZd41/o9m+Y9i8n1I2DPdeSNnHa1rPnFp2OqW+PSJ+uq0+mZUm6dVl1c0nb6Ifaw1DbtqbxwCWqO6RJ4MaBpfXA3X3PK8wi11Z6WhNaUcwkj0GaLZ1yUa0YkomHJZJFiXJToQooNBk9UFCqCjJVVCIPSmQJrS6lN1R4vmZ3FAxQASMO7LZDj2eHJnMwWGXwDI4WYVOJogsEXnM5953Wstl85HHcsvAHdsuOxbzf596x2vb73AcD3tO56bsrSwdTY1WXc2+4t2Qzp8181eUo2W0VB3vQ73q2tvJwfvawt2+/tzfnsERIpGizlga8pV7X/tRI3swlEahk5ytDA36SmtcBEZ6vjA1vW6yrav2CTOEzgkU7XBijzrfNb1PelyHyx6z9+SbxbIt6F2XfRKk/D0f+rPf+seP57cj7R93xesP4apu7soliGxL5vEQ2r9QN9UiGhaJRiXRWoVhWKWa6RYs90jmFdEzYNdjUPNDY2N/w7XTXd1vQjQDVmaIFm0BT1tJ9e1A2jknMSpFDLWUgk75baBP3RMzWdK93RGMcc7ujiazN7iZIdmx0KuLfsnG0tKd1Ge5cMwmKNmHaIpxXXV/UNJk7votQHfemVU8WDHmzYEHRdG8J/iHLPd4yvtgG/9h1/lbhnq7rg0jbpqG1ZO2pWgRHrq4q31aytT+cFj+cFm8DN7Y1jRvK7zdkXYd2xYldlzKpEybVpk47KpGOy+QbSlVCoQuIFGG5Oq0zFvTGlEQdE8pTWn0aBHM6MKExpPVgGkaKKJHXGPJGsESjOQRJwGACMKVBY5GhigxR5piSnd+38fs2+47DumuzFVm65nTV7Na6x73n9e55vdXe3np/X32wf6ffVfW66l7nnttTdTlqdmvVSp84zAcee9FpK1q5it1edlgKDi7N0zEMzdN0DEEDekMQxXwEvgah65AxjmPrIDqj0q+oDBNa1YxO5qPRw2XuoZ97H7ddLEKXK8bXAeRNEP0l7/rf92b/cTTxz1vj/+vexB91198LzOe0+8oKiMyKpYMikVco5rt7eoXi0W7JRGfPXJdgvr19sKm5v+3mcOvVsa7rQx3fR7Ut65prvR1fjQu/XJR9s6y5EUFbd/p65k2d4vYbjVLx+uzczPiIwWBQd/dAnUKFQGaEkXAoMTY6bYSx8bEZ38qSQaNWdH5fn9CnreLjSc3hgDTFtB8PKgu2juMp6ec89kvJ/DHDv0pY30SJp9v4rXHlnWn16wT3cFF/vqIperr2RqQxqn3X2XXb0112tNccXQfurrv9LRHj9fGuhkXR137VjRdLpvMhIK1RxAzKkFa3qNHMaLXzKlXMAPnl6ohCk1YbYipdUKkPybQxtSZnAuN6UwIAYiaoTFNliNiB0D2KKSB4liTzHJvB6TgIZ8xEjsb23baag9/h6KrLUbJa8hy7a+WrFsu+y7XncRfNfI43F529B8MDeYdt3+vYG/TuDrh33fadXmfN69l32o88rpPhob1Bb85OJVkma+eiZiLPM2kzX7LbgjDoB01+nEzyTMzMBVh8E8eDJmOUJEI4tWwA3RLlilZza8R8tmJ5GbPfWwL3JzUvtsH3CfaXUv/PO65/HE/8553Rfx70/1F1/bHj+XNn9MqYwdQnlbvEMl4gtbUJ7D2C4bau6RvtM60dIzcbplob5tqursu+31LeCKibClTHkqrBb2rcAr7LUS1b+hsbxqYE0rGgaKK7mtrbmjfWlyrl2tbK2tTYqEEPCpRagUjc3zs0PDimAaDZuaX1te02sQiXXi/0Sv1k2/GQ/F8+/ccO/7lAPdky/lRg/zx0/rLjfBWBL1bBO/PAjkt0Oq46GpEl2LbLVcO7OFJwdG8i7TmuMwDejCA30mhzmriWwm5OS64OdXwT1DfOSBrzuPhiBiyZZFGVMqrTLGnVs1rDvNywrtLGdGBEogzr9CmdMQ3CYYMxZoIKNF5k2YQJzJjAGkpUMWoXJ2skUkDQNI4XMGTHYs6a2SxHpRkixzIZmiib2SO3p2az1DnmwOnad9rrDue+w3kw0FdyOnacjtpA325v3+HYUM3r3O1zHY8M3Bnp33fa9+yOWy73La/7pN+z43TEzHSIIHwwFuXoME4kWS6GoGEYCpO4nyTCVnPQbl0CQL8JCVLYJoqFcWIJAEckcr9Je7Zse7DO3l+lHvm411HmY8r8PsH+WnL9193p/3Ox+vfd3l+Ltp8z1j+z/VdmIWxCZfSIZPb27t7mDqq5mW1qHmltnhE0LHQ3zLV/G1U1HjFtdbrjllt46Ox8PC9/saY8n5adDYlLvGDLcC1Hd2StnSv6G6Tohqan22Q0eC3Wlfnl5eXV+dklmuEZ3jw4MCoxwfMLK6TZ/NeGRrOscd7QFkI7Xi4aXvtNn7LULyXb423ts03V+yj4Oc9cLpn2PMKSVVh1CzI2QdUlyfMdAbCpaBEWXMIMLyy75GlatKppWlM3+o3XEnBrlm4O6L+eEV2LIq3bupZVccdRr34Hlm6KxD6DegswTCiVw2L5ilwTMAJ+jTaqBTImJGkEMxASV4FpGElDaBZFDs1cFcL3MHKXJGoMW+WZCsXEDKY8Te4wVMpkypBIhWEPet27Zq7Gm/cctj2e37eYaxy3a7HWPe6qx112OYs2a83trjpc+4MDNZdz18rv9/YeDPQf9Hr3XY6T4aHj4aFdt7XgtOfs1gjH+gg8wdBZMxclqTCJJzA8STEJkt2E0QBDJSx8ACUWVPoFE+yn8TBDjip1boUsa0fuLlv2Z8jjeeOrMHE8rXm0Dr9PmH+pj/zf88B/HU79vcC99+O/RnuvzJjAEbFsoL27v7Wlv7Wlr7s5YuiKa9vHBN/Yrn0x2vlVgemou1p27Z1HvW01R9fbLePrkPbRur5kay9YOmuO7l1759GoNmeXbtHdQ8ZuXNVuxdQuM+J02waHxnn7oNyIekYGAYilze5mifq//eULm/T6FtSVYHv2+sVVt7DkkdQHJXmLIMMLUnRnxS6eVlwblVydkjQEwdZF/fUZVfOy6mYc69xxi3f7ZMcThluTqlqveH9YeuCSJLn2qq2lZm95MCJMUs0hqDGCNM+Img482gIhCaikQb0yBgOjMplVJBwSydYN+iWtOqAzBrT6Is2mSCwGomGjKaIzlXGijCIZE1zFiRrH7DBMmSOKLJsn6QwE7ZqZHIaWaWLHYT/sc9UdjirPHTlth17HrpUr0kzNZjnu7Ss5HVWXs+L2VD3eosNZ8/TmzdyuzVJzOUtW667LdWd4+GRgoGyzFZzOksexO+At9rljVmuMt2wiYIaj8hybJ6kkgUcwNEQTUYs5zDIxM7cNoSsIsoxCGzC0aADGAMMcDG4Qup0J8s6q+dLPHk2De0OSV0H6t/ro/3d/+x+Hsz8lud9yjp9TniuTatNou2ixUzItax/suT4haZqVfjMo/HJS9OWy/Fu/tiGHXc8g17YM16Zl38xLv9x3ddZ7hbuO7l2XtOTqORiU7vXJ6wOq+qDs7hywN6QPMbJFXMiLGtu+/+p6U0OnsKdHB4rUBrEO1EFUq1zzzXdfe0TXs7xiSPr9NnBjW9e8rmnaNLQvKW9s6FsihHDXJYthXQW+J8/3pPCOBN41Jb++Cdws8Z0FW9vJsPzhjO5yHfw5R3yOI0+XtHV39/5g9/Go7Gyg+6xPsGvtyNEdU6LGPCmqmcVxvToKqOMkum7Qz6m1LpniX2E5AIBhoylmgrIMnYLgkN4Uh7AMQZbN7A5FVzGqRBAFMxUnkDRFZnC0QJB5kirTRN3C1x22Xbd93+vad9vqFmvZZq3YuBLH7PCWQ5ujYLEVLZac1RZjmATH7bg8RaetyNIFM1N3uw7c7rsjI6eDgzt2R9nmKFgcYc6S9XjyHvcWhm/DsB+GkjiToegkToVgNMXQMYr0EeQaRm7R3AZFbqBgkKQDFO0n8Am9aVyhKI/QD1a5iy3r63jvw3XkwTL4ueT+48j5Z7X3U4z9Oed+EzNfmVPo3O03PaLrs6rmiKllG2jwA82buut5uvXI2X4y2H3Y253Gbqxrr67qr6WwGzny5qa2MQ63h6COecXVTeDmqrYzTksrfar6oOZoUHU+ZdwbVQ/LGoyNX3V99VdjyzWloP2aoPuaUPt1p7ihS9jy3d8s7d+NK5rGJA1lu7RmleaprjDRlaCFJ2P6k1HNwwXwdFDzYEr3fhO/nNM9mFQ+nlY9m1U9mpQ9mVfdGRE9mpJ+8Bk/hICXa4ZHS5rLJeDelPhooLvGd54PCe8OSPZsHWF1m0/XnYNk24rukEHlh3TrBmBOp5rXAUtq3QZgWFJrNpXaOADHMMJvALZ1+gSCZmAshWFFmilQdJEkdq1cmqVTGF5gmAzHpnEihcI5M13h+RLH1Oz2XZtt12bJsGQGI7I4kWOZQ48rx3FFiyXDW7Icn7VYC3ZH1eXMcnzxX6i3O47cnuM+72Gfp97rqTjtGbc7Ybdn3fYwyyQ5S4KhoygSQZAIhEYRMk2Z4xTvI9llGNskSR9KRwg8yrEBio6z9DaETut0iyblrSn64Rr5eNP81MderEF/L7v/qHn+a2/479mBFxvEmwh3ZUmnGpG3TMhurBtbz2bB41FFmW+5N6q4Myy5My56uqx4uwG+XAPujigfz0gfjKuOvPIU075muD4hujop+W5Wen1G1TYma9nQd6xo2moD6rc+7pUfvj8L5DySWV0L1vq1vuGLb7/529ftPRqEahJ0m7tarF03vN0NYayzZu+5O6rec4v27JLbE6bLFeObLehTxnJnWv1iDXi1pnu5Yni7Bvycpj6HoVfLmucL6vMx+bMpxcs5ydMJ9W23IEe11IbERWvHuqlpWvxVjmq/GBE9HBbedvVEAcGeWeNTCqOAetukCeHInMnYr1AuGo0hCNwAwFW1PmQCUwS5adBvGwwhPRDRG+IGY9SEZHFi18rsm61FFCvS5izBFThzGkZSIJLj2BxK5Thux8JWWa5usxdtlpLVWjAzRZbLkniWZYsWS5rhEgybpJgsx5ftzjzn2LFabw/2HQ6P5HnrQa+35rLnLXzJ7S7bnUWXo+xx5W32OMsWLbYsY4lRbJwk8jSd47gwbd5CqVUUX4GgVRPqJ5kgRvphJMyQKY5dh6FJhbI2gDxeoy9WyScRy59H8z9X3D/m+X8cjv6x0/8haHkVtFzJWPQZm9yHd2dcog8x2/N19M2m6emS5sGU5GJe8nRF+z6MvQkiHwLY4wX1/oAsaxXU+pUpTrhlbAmh7SGoLct1x9DOikXsBzujZNvlEvQ+Tr4OY0/Wjacjil2PJIC2K699jTHU0lqwuadb3nbNJWic0DTvu7tfLOtOR5S3xxR3x3QPV/Qvt02/5KgfY/DDWdWRt+vBqORiXP1oXHlvVPFh0/B6WfFwVHkxrn42q3q6rHgxK7/V353Bm1Y03w9Jv9c3/Ie786sQ2HJ3RPpiQf50SZUEu0uUKm7s3pQKtwFlgsCX9KZeuWreoAuYTEEIWdcCAcCYwLEQiQZMUNAARE1AEoRSKJmnyZKZKjFcjiCjGBElmSRJZnGibnMUeXMOYeoWvmqxVGzWio0vs1zFasubuZLNnMWJLMuGYTTDmrNOR4a35Xl7jOZKVmutr7/scte87rLFuuvyVByuvIUvW6xVuyXt4HIue9XpjuJYjmHTJLPr8hTsjqrTHaO5LZxaNcJrJsSHMxsMH+AtCd4ao9i0xVJyOuI4vqYxrpu092b559uO95m+97nhT3nvL5XBn3aGf9/t/SXX92tx6kq5z3gwpjibgnf7NZcb+Ic4+zFJvt4wfgzir9aNL9Z1b0PYwxXTWz/5MULfnlAX+O66R/F8Ba17VEmi83IR/iXJ/hKnfk5QjxcNOzb50ZC2NqRO0MK8WVD2yE7GgCeL8Kihg2PpRDxrNBpav//C2tMYYXvOF4xPF023h1X7Q6qqV3Z3Xvd81fhgGXqyBl8uaM+G5BczmrebwOMF1ctZ1ZNpxcMZyfm46NApuOPtuTcsPB/oPuntqVu6g6ab9ptfTcivzUobJ2XXNk1NB15JDG8dF1xPwz05qGtRLFjXqWa1igmtbkirmjKotgkkCEMhCInARIYgoyjqN4I+kzFJ4GUzmyepNE3lODbF0HGSCCBoDEMDEJi12eoOR5GgUxSzw7H7Fssez5U4rm6x7lj5EselKTxFUWmWSdHmtJkP0VQIpQMUnbK78hY+Z3NWPX2H/f07DnvRYqnY7WWb9Who8GhspOxx1bzuiseZtTpiJJ9gzHneutvbt9vbt+N0RHEsitAhkPQxXAhnE7w9bDZHzVzZ5U6b+U0jtK4FZiSqvA26M4s/XKZfh92vYvbfqyP/3J/6uej9KWf5JT985c624/k6ejKlqfYq7s1qz0blJxOqJ4vKlz7ouQ+7P6e5WENOp7XP1oH3EereFHDg6Tnslb9aA9+F6Lch7Mc48y6IfQrhbwPo+aLq0Cs5HdSfDqv3+9UZVlhxyHZcijQnxgXXCNgYC6coUI03fQ01f7Nk6kqx0l2P7GJGdzhuyrCiklN2OgPsjWhrXsXZpPbFCvxT2vwxjr/3o+98wLtt6KcE+mpD+3RRfm9MdG+s5+Wq+tGkbN/VmcJbVtQ3NqFmd9dVvPmvG5qGoKE5ALdleOEW0FFBhFtywbJSOqeUT2o0E2r1uE6/CoPbBuO2DgiDUJyg/EZjAkFyLJNjmbqZzTNogTdHKCqEwEEYXDWCG4AxhOEpmk1ASBol8xRRwqgaY77tdu15PfVeT9nMVnguRVFJlguzTIpmYxzvI2gfQUdYJuOyJS22sru36vGWrZa621V12PeczgdjIyfDQ3t93qrDXnO78w5bzuss2VwhlEkiRM1ur7tdVTOfYc0pgoygZJhggxAWQck4wYRQOmbmwjgRAPEVvX4FgMb1ymI/fn8aP5lnXwQcj9aIz8X+HwsDH5OOH5L9Vx76nZdrxK1xzem44d688faYYtfdfTokP5/WPp4HHq9Cr/3E6wByuWq4PyV/sqS/mJbfHZS+2Tb+XrD8XLC93iafLoEXs8DFgunpEvhyC3wbpM7ngPszyGG/Zs+rSLGiEicFWxqamq9qjEaZQgy2fqNv/FJ7/Uu89fsQ2X5/zpDleoouScEuebKBvw4Rd8fVT1agZ9vw/SXg1Tb0a9FSH5Y+3Tb9UjJ/SrNvAvDlnObRrPT5svrZvOLFrPSkr7tE3vDBLb3dV21dX0aQ5gV1Yxhp2XcrNlRtu7RsXtbRKxRN6pXTGkWfXGqTSKe02ggKbhsMW1pDjMC3MdRvNBYZqspSFTNds5nzPJPkmRhDBRA8gFIhCElgeITAfUYwrIcTaiiL4BWOz1H0rsVa4fkkSSZZLm3mYhQbJZkIzwXN5iBGRxg+abGl7I6sy53i2IrTUfd4TgeH7o+NnfZ6T/r6y6y55HHUPe6a17Pn9uSslgBJRBE6QbIZ1lI082WKLUJYFiKiRjCHEnXKUjGgRRMW0Rj9WiAEo34Y2dTpVnXAmFg+Y9Bm+uDdcfj2DL4/AdxZ595E7R8T3tdh95VXmYGjMSCKddyfMJzN6C6XgKOBrvM57bNt+G3Y+GOGebZpPB2X7Tg67wyKns0rPm7rP26ZXm3qPgTR55vIcz/zeAN5skW+8RGvfPhvee/fC/ynMPk+bnm8gt6Z0D+aNjxbgFzi6982NtzokUi1+putzZKO68CNr/CbX/mZniQnSjCdWa5n1yO7WNbdmpAf9IoezusezmoKls7LJehdENsfUT5aRR77oEcb4MU8eHdUVe8V3J+Vv9zQv1hUvNw27bgEG6a2edm1BNRcZLpjaFuSbM+ygm1dWwoSzmq7WUFnv1KyBhoGpJIhtXJco92CIJ8RjEBwgiWiJBWD4AqGV1G0ylJFkkqSRJQh4lY2TOIpho5iUAAybWOoD0GiAJoG4RSI5GkmgxE5hi1ZrQmSzrDmhIWPWa1Zhytht0ZcjrTLFWUtZbu7yDuKDmfVZt91uc6mJk/Hx257+27Z3Xmarpr5XZutwJtrdkeeZOM0E0DQEIREETIHkyWcrhFU2QCndcaYASoCSJ3gympTRQsXtVBKi4SMeAxBIxgaMYF+EzSn1i7ojTEHdDyFnUwh9VHo3gJyZ5l+Ge678jjoSRA9i/LmAt99Oi57F6BebEJvguibbePzTf3TJe2jOdnxsKDMtdwZFF3Oqk9HlOdTqgeT6ntT+ssV+HLd+HQVfO1jPwSwH/O2D9vw5xj2Z9n5597E57jtct70yodfzGkHtR1imRpl+cn+gaXJEbfdopC1q1u+U13/m63ze3vX1Xll861++cWK8mRacWdc9i4Ev9nSP5iUv9wCX24AZxPqON1xNKw8HJDem5QcDXQfDgnO57Rvg8i9ScnhqDxJdGZ4QcTYFNB9f+ARHnu6AlDXoqpxQ9MS1HSPyjrtwo5xhWIbBhch4waCLxjAeaNxxWSMo1jezGVZJk/TKRNUQtADq7WAkgHAmGCpFEPnSDSBoEEUCaBECKfCMJQ0oX7AECeJBEHE0h3aNwAAIABJREFUcbxAMUWaLdhtUYs5abOmbNa0wx7jzTG7PWyzpuyOgt1RdtjzZvN+b/+O23XY13vg9tRd3j2nq2q37fCWPd566HCWeEsARIMYGSHINMMVaEuJ4GMInoCQLABnTEjdYj20WI8ttqoerABQBcTCSsOmEUqwVJplEgSeYehlk35FpPYRYMBpPB7D9sehW7P4/iR8vEhfKfcZg2DncHeDH+44mVAdjyoezWqfzKhrfGfN0n7Ad+XQhgzUuEu11y0tOawpBNzMUe1lc2cQbN2A2/K2nr0++fmk7umC7umy4acY81vV/keR/yVJP5ozPl0z/Jw33x1X6jubZTqgnM8U4plCJjs7Pm5hCI3spvTGl/Kr/8a1XS2wPTVHd93ecz4te7Nt+BSG327r3mwCj+c051OKortnUdVQNHfcGZYUrR1RrK3ICY6HJE/WjQ+mNHFzV5gRJqmOmr0nBN0oUe17VoEf7FzV3PTp27cVHWsa2bxavqhXL4OGGcAwbUIWIHgNAn0EHqPInI0vcOYdzlzEyZTJlDYhYQAKI6YwAftNSArDEhAS1JvCBjBoNCVJIosTGYzIsUyS5YIoloSROIknOC7CsVmbJety5ns9cZst6XAkbfYQTeXdrh2ns+zyHvT17bhdNaenyPB7dueB07XrclVt9h3eWiToTSO0AiJbIJZgrVW7p0DRGZTxm5AiwWYYJoKSOYatUeSBhT3irHUYryKUH4DXUThCUQEEj6JIjiCDKDIrVW/ItLMQEPZAx1PEnXn04Rb3bNtypdIPJJEOP9BcYCQ5rjtsvLkq+2ag4y+DLX9d6PrbePN/jDX/9xXBv23Jvi4SnVWuJY+37Dt7TvskFYt4TdsSxtvKHuHbLePnGPZ6Rftbgf4YJS7mFYdeycmo5sUqcjanX4Sa2hu+xXC6UiiOD024nZ7lmbGFmVkYhDo7bnY3fkF1Xp1W3ZiVX+8TNaTp9oezqst51emo5HhYeDwmKtkEm0DTqv5aCG7Nm4UZpj0MtyeYzoyla69fXHF1x8mWBC08HFXVh6VRsDUCt+Xpjn1OsAHcDEItflXzlLRtUimZV6mm9ZoBtWpYq5vS6xYNpkWDyYdASZYp0myFITMQFDUACSPkBwxRE5BjmSAIbxngCGyKw0gSRdMklYDJDI7maTpGkUWLLYaTUZr0IYgPx5IWW8HrSTncCast5/ZU+vsKXk/Oaivw1qLDuePt37U6qzZnljXvOtz7Dte+zX7U31ewO/Isn2DYTRhfNcI+EA+biIAGShjAEkwkTeguTicALKADo0YypDZlDFARpCsolYWIkgEpQUiVZHYYJo+RWZKMAMYtDbis1G7LNWEKKwxSF6v065D9uY+7UvECB2758aji3pT+zqwxbxb45N+PC74KGK7umFuTaFPF3Hnc13bb23bsFd0ZFN4dk7xc1D2bVb1YMb5agz+F4Xc+4Me46ccY9M8j95+7lo9+4GRYmiG6b/VJUnwP0f410/2VUNjKWuyRSMzr9YJ6jd3CLE9Nz4yPcCwtEty4+dVfddf+RrR8abrxxbTiWo5qL1o7QnBT3dpR97QHTI1bxuYp8Xd97V/NKq5t6hv9wPUo2ZG3SQ+8iizdsqy/tqpsKtl7dlyCTeDGvLxph+usmDvXtC0+oDmqa14Wdg3KpA6JbEimHNPqxnWGaSO4CqELKu06AEdZ8y7LFlA4B0BxnTGo00dNQAQwBUHYB4ErWkOCIqMY48OICMtEYSKLE2mSCeJ4lKOSLBOkmU0U22apmNUad7nDnCXpcGS83pzbVfG69x2uEsnkrJaa21uxuasO16HHWzVbSlZ7xWrbtVlyDJsgiDCCRWAiiVM5GC+AWEEHZfXQLZC6ZUJPUe5QYSwrgIrMUJACRxLjocJ4oDKVZPqyDMhKdTtKOKMwxFRAFsICSnBZDWya0E29KauHwrRpy4UcL7KXG5YrR+PwnSnds238fEpzNqndG5KW6ZaLMcXzOdXdMcXdQenbTeBTFPoUNL1aU/0Ug38IEZ/C4E8Z5lOE+LNk+3ue+pQkfyvbfssw/+/F4P86cvxzz/smAOdYcZZsWwHadNf+CrZ+0yno8PS6U6kMSlJ2myUVC28uzvda2ZnBUTvNibsa5A1/0V3/m+Bv/8+I7JslXcO8ooG4+YW+6S920Vfr2oYk2b6ubVhQXltQN4Txlgh6M050pFhxfVBWsHataVuWlI1ZVpDhhSFTexxp3bELgmDrgrI1AgkzeOeE4KZLJHYpJUMy9ahSN6k1LMLIGo4sGaEVjcmPwmEYzaN4GcWyEBYGoTgIZSg2QpBBhogReJDCExzjJ/AgihUYJsPQW5AphqElu7XockQxIsFbIzy/TlIhxpyxWgsOd9blTlssNU9v1WZPWdiy1Zznrf9KJXVPb4G3Fnj+wOk+crhLFJ0hiDxJV1AqCyKHOHmP4vb1cFVlOpCacnLjgQw+l7NPVJZTKflEZTnpwY+lyGE3WOnUZ9u0yQ5Dsd2w0SxZ6tQEeoC4At6Wa/xaaEmj3wSQTYmmVyILOMFbi/YrBa/m6SbxOWd5tgw9XAT23LIdu/BiTvt6FX65bnwwIb7b1/l4SvLJb/ghqP8lS3yOQh8CwOtN8OWq6YcY+TnP/5Tmfkhg78PYf+7Z/tyz/75Df4hhB/2Su6Oqw3411fy14PrfWrvaRiamt30hCDQGtjZfvXxeiCe8DDk7PDQ/PooYZJ0N/1Py3X/wrV/OKBv9cHMAujYi+8Yr/Nba8dcFXUMMa65YOmJU64quIcl2heHrW7qGKNFV5oW1PuF+nzyGdqSotiTRuaS8saJuqViF49LrI7KbaV5ad0gXFM0jPeJemWRKqZjU6GaNpi2CWIVhH0xsg1AUx3IElTJBRYJOwmgINMVJPIGgSRRLUWQCw6M0uWUC/QAco9gIhiZAIo3jSZxIUkzWZouZuaLFFqO5NMOHcSJOU2VnX5p3xM2WrMudNvMZ3rzv6atazDmrJU2zOY7L0kwaY+IokWOZLIRVKKaKUTkjVgHxOoDklYaMUF+SGg4k0JGcPNeZn5psp4DlnsF2psJqavRMgd/VMccG+h7AXSrJh1LkRKC91W3YEQBlgaqqpZIGMig3roiUi3L1rFi5ZNBWhqxX7m7xTxah51vQrRHFyZhyzykr26XHk+qTYfnlnObDhvbBiOBiWnkxI3m1pnq9rX20rH48p3q+onuxani8YHw0Z3w4ozubUjzdMLxPoC+3gddB8PmG8XRQ9GjOuKK+Yev6tvPGF0pNz8LSfDQatzPU6vTkycFBOp7os1umR0cX5paNgLb7+y96vvoLdPOL4Z4vVvXXslzLvld46OnMUW1ZunnX3vHep7s/Lj4Z77k/p3kwrYoh1xcU36SY9rJZcDoqOR5VnI5pdxzKINSyqbsZ0DfNqjrtHdd8pKDmlPgMHYMC4ZhMuW3Qr6m16yC8icB+Ao/SdIJjyna+SFIlgkoiUArDgjAUhuE4DJdJOktSIRMcQfEwgGwbjNsgFIWxLEmWLHyaZfIWc4qh02Y+RBBRjk1RTISgC3ZXyubeJJkwy6U5exxjExyXZdksY6tYbTGcjIBkDCPCCJYmuQJOVQiybELTerimJ+5q8Ps68gFgvqsiTzXYIy31BOLPEctz0nVJ2h/D3CVmvQTY15T7Fel+hlgvlfBjDfxIgz7T0M+06KUCOJOoH6igihze6pAlutVxuTYqVoa6VCs64MpDP3c2ATwY09a9PceTmrxZGIHbDuzCfW/Py3XNuw3lswXJk1nJq2XNRz/wOYU+npE+m1e8WAHfbCFvt+HbQ90Xs/J3fvDRjPz1huljjLxc1e14emJYS9HSvQXfxFu///av/61F0OJ1eBanZyUqxcJk/8HOTj2f9TgYlqHWF1chCGn7/itj8191jf/u6f5mxdBYtXXfGZfdGlKW+PbD/s6z4e5nc+Ljoa5748pH86ofEsjDJfEO23LL1XF/SPRgSvo+Qn1OcU/W4LpHETG15uiuKCWYUbRWnJL9Pvm6sX1cJFyS6fxGIIWgfiMYMsFhHMubuRLH5Bm8iONFGCmgcJEkChSTxIkUBCdhJA4jURjblmsCABgGkW0Q2oKgFImVrZaqy7nn9dScriRJRwg6abWkGS7FWWJmJsRxmyQZZNltlPSbsAhFpc18nKaCELYJIBsAuK42rGl0MT1QMsAHEH1qYB6ZuCca4h3u/WSeeAE772rwC8j8kvB84ofeEI5XjOsd2/uGcL3F7c8N+DuEeweZ3yD8UyP1EqLf6fHHGvC5iXxhoO6JDY9lhkslWJGrol3SbI8xLFDHulVbWuOVszVzwS6pe+T3xtQv1+F7C+qTkZ6TMemjec3TFeX5tPTpnPzFgvzVmu7Vpu7FKnI82HN7QHg+bXixZnqyqLmcV/0Yg1/50fMZ9bMV/Vuf6ckSULB0pvGmiqWj6pTHuW6q7dv25gYAxvrcLpFCNjEyuJPOVwpFu9WmVivnx0ctvKO5qUH6/b8Jv/538bf/E7/5P0ZEV/1wsx9ujmPtebNgz9P1eEG97+mquzruj4tfrCgu52T3hyRF6saOvfXFMvB+zfB2Tft4SZ2iWiOmlgzZkeO7Vk2tVa/seFAdQDpXJIKQTO3XaFMItqzUrmkMUZJIUWSewnYwbIeid0xQGUZzGJ4iiRxBFmk2AphiGBrD0BiIxiAoAqFxHE9wXIKhcxxXsloLvDXJcjGKTpB0jOMjDBehqCBJr5jgdQBc0ev9BB4m6ATHxWkqakKiJiICwTmKShrAQ43hgR68UJEvYOd7ZuAjN/SK9L4m3K8wxwvEfmFkX5Gut6z7B8b1A8S9p/gfUO4dwjw3oC8N1AuQeGNE34HUc9T8HGTeE5ZXIP4KIF8asPsyzSMt+FQNPlKiZxrDbbkxJwUiPdp1meHK4QKT4LpzZsnDae2bdePHEPZwTnpvQnU+K3m9qTuflB64u496xXu9oizXlmc7ak7hjqWzxHUcj6gvFoDna/rTGfUm2jWlvJ7m2/e9gm1T83jPd/Py7yJo+6q+0Yd3wG3fCluv6k2wmbMpNGqWxDLhSCoWpQgSAICF+dm+oeGWtpvdDf/R/dW/Ka/+u7vjS4/gb3PKhnXTjRVDow9oDkE35rTfLUu+TkHX69b2A4/w1oDodFCUoW5GNN/t2TqPnV3ng7Jbzu5jd0+ZEkSN7UVeUrKKKw5ZzS0rOMVb0i6/QjUnVwVBeBEA10yID8diKJLB4QpDFmGkBEEFBE8Z4bDRmCKJFElETKY0imVZtmyzxUncB8FJmsxb+Lzt/6fRLZvjXBAsTf+QhZm+de1rFkspZmYpM5X4MvObjGIyyGyZSZYsWWDLsmW8ZkZJFiW/mSndqupqmp6e2Njt2dj9ULt/4Hx54sQ5Eed4X/f1z7vc0zbblMM+63bNOhw3GP4aL1xh6CuscIYgzhPkeYg+B5DjpHADJ6cY9qnNsihLD3DmGUB8NZJR2peQh6K8PyL5Y/b+pGU4YRtSaHdccClyZ5T3R609intIEb1x1hYXXDHaEqWkBG2PYXIME6OcJUpbIpQ9QtmjtENhXRsYtwLSSyAboR2buBjEpZ8Q9RHmXpuwuXbwhoHaMTXIvBw0Lnj07w6BgetkdJJdOmWc725ZPmnaOG/+ONQxJ7XeoOrPm8rOGUsnuYaXg8ZFt3rBVn/P2vTE0/rc03jf0jDLVV2BKm6ixXNizVW48oS26KSu8Jyh6DRQ5G7OZetyjc3lBhQ5dGhIslnbDKaB/u7TJ8/oAMAEwccHh44cGWnRahuL0+vyM4GKnCtY7RN34/2ulsXOjqfdunGxeo5vvYzUXUIqr+OVt5naSa5pSqid4RpvkmX3HbWfDqk/9rQsD2s/+NXfh7QP7c13LE2zttbnvYan3YY5uXnRq5mAWq+a0RMa4w2COo1Tlxj+tihMMvQMSz+WxbssM40R91nhLs3exshZjrvDs3M8e4dhb/Pigs0+iZATDDcp8bdY/lF/zwOP+57XOyZyk6IwJYnjAjctibcE8QpBn2f4cwh1EWGPmdFrCDlNk3MCfVdgpinmIcT+AMVNk6DYBhXbcJhyB2h3gHfGXANxS1dU9MSlzoS1O8o4w7wrJHgjnCvO2mKcQ5E9IZwNYkyUkuMIHyT4KGuPip5NWFyD2AhjCyBSAOOXEXYJEzYoeZNzbHK2dUb6SoofzeRjPfwQ5XfMOskXfcZrTP28reXVoPb1EfOCt+2+W710EnkzoJ2ma6+Yyy5BZXNy8yxfN8k1zDB101z1776GJ/amaaL0ibP6dbf2gVjzwNq46GpYtNe+6m1duwAHrsDxaW7jGvHyiFFuKWwsSG/Vtfq6exwOV2lzix6BfV4nhOEQYj4/cvLCucsABiFt5eqybH159kWo7qG9+aFP/aSr49Vh00Of9u0I+OMs9faQ8XmfZpKtnZGaTplKDutKL4LFU2zDm37jqwH91+PmT8OGzVHo/ZDuRZ/xSa/+jtz2tKvjsa/jvrNt0th0TQ9fhMAJnLhAsVdYbsouLzjsdzh+QeCnMWzGBN+juWmGneK4aYKco6lFq22aYm6zwjwr3JVtj/y+hS7fLYdtjOMmZXlKts3Zbfcd9kW7/bbITzHsZYw8C2AXQfw8iJ83w7dp8pnE3hWYaZy6r0ee6/FVxLZJeZdpj+IZDjoHo0KnwlhioitMy3HBlRC8iuyJMLYQZgmTUpgQo4wcIkSFlEMwFYPpMEiHzXAUFRKUHIVphRDXdMiaCd8EyDAhbgJkhJSitGOFtIbEnjjrTchdG6z9K8o81SNPcW7HYVA/SdSdNpbdoOoeOJqfeNue9mif+9oeeNSz9oZxrHQCKFuw1iyfNb8b1Hw63PGms/F1V+MzZ919a+MUVzPLNzz2Nv84odmapIMXseSE+I8Pbf/+pevfPvn/7bnjjztCfIqfdLYDFVnlVcXtJmOXv9PlcOoxqN0MtOvUQ4P99+4+GOgbrG2qa60t0FUU6ktz3M2lV4Hyy2jNlNQ4zrVeJOveHUY2r3HvR4CX/YZXA/rnvdopqfGUqeIiVHMZqbtjaXnZr/twFHs7bPpxAl45i34cBp/5ddfIhledxq9DuidO9TV965gRHDOi10DoFEGeJokFv3vBYZ+VpDmev8tytxD4NkZOMfxd2TIvSbMcN8Wwt2lmkiRvi8KM3TptlydFy3WGukxx51ByghfuO90LFstjp32W426S9BmUPAngx4zITQJ/KPILnLBgxp4Z0HcGKog5w4R7HbeHxa6wpScoOGKcLc45Y4w9TlhjtEXh7UnKqbCOKMZvItQmyq2Z8BBMrJvQdZTdBMgfHcZ1Mxg0wEEAjRrxqBGPAmQUIoImaEWrD4FYCKDCpGUVIJZw8RsphihLjLHGGGuYtCyZ4C+sdcchFOluKBoDKw4ZShYc6s+D+ndHjQ+97U88zS89rS+7678d0sRvU3+9L//z756/Llq3pskXXeo7Qs1DZ8PrPvVjZ/OCtW75tPlfHtr/4+Pg3x6L//7G9j+++v7ld/fWBPX9pPmxt2kELLI1F6qr8gEQ9fv9bq9rqKen1+fr7vLPLSzevXOfILCSpuaivNxSVUa5KrOxIEtorLA05o8RDZeRuvNIzSW0bs7S8qSr4/MxZHkU+3GWetpnmOTqruLVN6m6M4aKCb7hZb/p9RD44zz34wL59ig6I7SdBuseuNq/j5ifutsvaVtn9egVLXAKQo9R5BWen7GJ81bhgcV6jxPneOEWQUzg+BzLzbDsHYG7iRPTNH+P56YoapKhxwhikuYmSGqSZcYp8hbH3rFZ7zusj1zWCQofxfDTEHnShIwT5G0cWyCIuwD+CuCXUOsG3RmgfUGxLywPRUl7mBAUigtCZAylErgYxUWFlBVCjBFiAEIiKLNhxlYBchXAVgA0ABIBGP8B4qsA9l1vCoFIyIiETFAERCMwtqkD14zQusEcNEFhPRwwwhEQD8JMDBeCMBMkxajgDHPWDZRZQ7gfjG3HBMP1N1Zdg0ovGyvHqaopvn6cr7pJVv7ua3rX3Ry/RfztmfM/vvX8+2v3Pz1z/zEtRW6Qi47GKbrqvrXxnrXuy2FDbIr7y2Pbf3zs/o9v/n99Yv2nRXbrLhEZQ78e0z1wNF7BK27ztaNko01bJGNGHQL39PaPXbmxcOfu/fvPr966LbrsRXV1ew6m/5Z64NfU1P+akv5retbOjMysrJyGshJtZZGgrjwPN5w1lV6GqibZ2iddHYudHZ9G0PeHgeXz5Kcj4FWq6QJcMy2rpwX17wPE017zY4/m7Qg8ZVU/9hu/HTW98qrHAM1dM3zOBJ3CiBMEdV0SZh22hx73vMNyi+FuothNkr6BYpMsO42gd0nqrijOS8JDQV6wWO4Q9F2WuWeTpzh2WpBuEeQcz97hhEmGvsGyF1H6HIBfA5ApCL6PEg8A8rmR+gKKa7AlxveExJ4Q643w/hDCxXAmipARiI1CWASlFJSNUlKEFDchYsNMbBiQDTP202heM6M/9OAXI/xNDy0b4SUDtGKAQggWBoiQGQ+ZwKAZDAPYqs6wqTXEjGhIB4XMeMAAbIB4jORDABGBmAgmKIw1gIk/SXEJZr7Q0o5FWTrXVn9TUzRB1d5iGyeI6geW5gmifAIvDV+D/9s797+9sPztge2fHjuiN9D4uLB2SvtmoPl5V8u74baXfa1b8+L/eOf67288//2d+x/v0yunta9625/465966lZHoc2L6JuutmmpzqPJ84PlaGNxdXuraPMcHzkxevb0sUMjKI4Vl5ftycjatffAzgMpe9Iy/7R7387U9F8ys3elpu1MS9uZmr47PSNbldVRlNvfmDtqqhnsqLxO1r3o0bzq0X0/Af/e0/F62Dzv1Y9x6sto8xjXdgNquEHVzdm0wSvs5lX6/WFgmmoZ0+lvG8CTEDoCwpcFYcximbJI933uOas8JXO3KHpO4u/ZrAssPU/RT+yWz33e1w7pPkfdgpCbMHIDxydI6jZNT5LkBIpfgJELAHLaBF8CyYsmeArC5gzIvBZ8qcVWADFEeNcReQWkg7Q9wnkU1hHEuCjGx3AmgrMhTIpAVITk1xFyDSZWTcg6gARhJoSwEYjaNIE/DaZ1A7hsxlYgbBPAoxAWArFNozloQEMmKAAhURANG8A1vXG9w7CuNy63aUM6KKIHwgAWQ6kAjIdwPoRwMdoSYWzrFP8NZT6y0o7HFtucQT1jqH7hbX3eq71qLn5gb5jl6144a7fvS39ZdCSm0L/OMLEJKHwRWT9nWjkDvBnWfTrcEb2Fb03Sf1sU/zJLJCeQ+C1iexxbPd3+bUT3Y9T89bj+X595/jzPBC8BNyw1+rL02vz0lqLM/LL8spZWisbMgL60ujI1Nzsjdd++/Qd3H0j9U0rKrr0Hftm7/7eUtN2pGb8eTPmH/am7M7L2HczYmXJwZ8rB4vyCgoK8xvycQ1DTo17Dy0PmBWvLI5fmma/9Ntv22KOZEdvnbboxvGXa0nEWrn3o1S+dJV/06W9i7bda1Tcg4AxKnILgKUmedFpv8vy0INy3iU/9nnuyfJcmn0ryM55967K8tFsWBPEOw97A0MsQOE4xkyR1BTKPUcQJnfGEHrgMoOMgchtA5gD4LggtGsAnatOKltqApAAmxxhnGKSDJiwM4RGUCaN8BKWCEB7B6Q0Ej2J0GOXWAeS7AVwy4xswvYlQa0YkiFDrZmIdwMIAFjRB6yZ0DabimLBpRL/pgVUDGIDoDZ0pbIZDOihkhjd14Ipat6btWNcbg1rjplofNgAhExRGyBjJRkgxxtkipLiBsN9g+gsj7JjlmBeY6THY/EhunGTqb8LVo2DdObgyPo7/9S73+ah26Zj2L3fIf3nh+csk+e1kx6tD7XPWppd9zevnAOUqELpoWHQ03hHqnnsaN85q1s93bM8x//q7MzHNxGfowFXwkbtuzll7Fquqzd17IP3gL7t378tOzy/My8xIq0zf35p50Fah4kszscLstNR9v6ak/dfU1H2pGXsyMnempP6SmrErO/u3rOxdaRl7MtL3Zqj2pOfszVBVlhYZ6wuOoS0zQuvLAfOH4Y4ZUXPPpnlzCHjRD0xb9M97wNuS5jLa/OkI+GpQN0Foxtq1I3rzVZIblyzTFuuEyN+TbDdp6r7I/S4Id23SXYp7wosv7bb7HDWGY1cJelKU7knMOM9cx7DrGHYeBs4AwGmd6RaAPEbQeQBb1JqeqA3vdcBXDbxsZjZM7KaZicJ0ACQCRjQM0hswuYoQqxi/TvBhhIxSksLaIhQbxphNE7iO4J8BIkjwEZL/CcAf1R0BMxIACYXgAyC2DkARkAziVASivhpMHw3mAEyGQCRkAjdN4IYZ29CbN03AutYcMkEhExToMIb0ZsWERAAkCmExhAlT4iZGr2PUBkwHeOuOCZKZb2l7wjQ8dTa+6GybZOoPd5RdwUveHWr+MKJbOmMKXjVEb+i3btPxcfzref0TX/N1tGKOr37X27J0UndHqr4Ilo5TFS98NZuXzIGrgHILTUwCX4/ppq0NZ8HCSbk8eAnauIgx1Zn7d+3av39vYfrBdtWB3uqsG+0F19uKJjUlE/qyKy1FlvLczIPpO1NSdx1M/VNKys6U1J0ZmTtTUn9LS9+Tlrk3K213dk5KVlZrUV5xXvautIyK/Gyhqfwy0fTSq37dq70ntc3Lba97jNO2tutMyxmw8Rrb/mUEmLeqr6mbr+v0J83wDZYet9kmaPoajM3J1ru8+IBhF2VhgiJnSW5B4B/K3CxL35O4Zw55mqLHcWgMxy4CwHUAuofgizD4EAUfoMhtA3ivVfO+Rf/TgH0xkWuwEIXZgMa43mGI6U2bJjCKsRGM30S5IMYFCT7EWsK0HCLkJGOLUnIEpzchLIhTQYKO0FwQY6IQEQaQCIyGMUpB2QjKxGgxgUthhNwEqTWYWMWYdYQOAdQ6QgZwJgip8nfwAAAgAElEQVSRYYxYB6BVozlshqMIGYPxKETEICxkhiMwEUfZGM4FKW4FoSNm4ivF7hhFoduNTdexum9HNMvHDJehihF9xVN/07Nu9ePOprVzUGLSvD0N/+0eF7xqeNnTNGepu2dteGBvuIJVjwKVF8ylM2zNpyOavy4wf77LxSfgpTO6d0fUJ8wlg+2qGbZyabR99SJ6m6nuyE+tSdkrqA4OVOVMqMvfUE2vZe0zoeW9y/BCbl/E62bMtWSpKuVgxq60jF/2H9iZlvKntLS9GaqDGdm7MjN3Zuak5eSYyos7K4s8tWV4RbGzvoitzgXLVZ0tJfNU8+8+3bSsfuxSL9h119Gme3bjE7f5kVd71tx002S4hpnOI9CYKPz9FzYvSTdZZoZmH4r8bY4dJ4m7AnNPEiZoelrgZylykqFvwsgNEL4KmKZR+AkIPoTA+zB6RwdPtumfteieNBvfgvQmzG+YsU2EWjfhGzC9ZoZ/trT96NCvmJAASocZKUJLYYoPMlKM5MOCHOUkhZFCMLGuhyMwobBcjGTDCB0GMIVgFYRQKCHBSAopBQk+gLIhnA1SwgZOr+LUBk5HSD7GWIMYH8FZhbGEUHIThIIAGie5CM4qnDXK8ApGxxBGIfg4xikouwGiqwbwM8HuOAYDF/TN42Lz2mnjj6O6O5am3vbiOWv9orPlob/l4xHN2nnDHzPs6jn9t2Ptrwa1z/2tv3c2X8arRzoKj+hLbhA1r/rbIpfQvy3KW1PEu6HWq3zFqLn4Olzy7YQpMoaGr0GLrga+OLUm46Ccn3K8LPVqW949tPGlRf25E14ZJL/3kF/84HO+7S5af6y5sDrz4K979u88mLEzI/O3tNS9Gapdqem/5ebuzUivKyrqrs+/aai+T7VOGSquacuvt5eeai1uLsrGyvNOqYvf9uoWu8yP3boPA+bPh+GV4+Bdp3qgqXYSMZ426S/jzLRVuivyj3yuB37XvNd+3yLNi/wcz89a5FsYcRlArxjNsxg5iWJTCDaFYON6810QuQsitw3g9Xb9zSbNY7XptR56ogN/18JfdWAAQtY6jMt6cBUiVxBqDaLXjMgaTIQQNgzhUZyM4UIUF2K8qDCSInsivC3GCgpvj7FSiGZDKB0muCjNhVFc4axRRoxbXTFWirGWGCEpjCVMiGHOGqatYYqN0EKE5iIkHyb+rmBROPknSGzgdJyVI5SskFKMlqMYG4XpGCFGMV7B6ChEbZpNXwlmRzdsOttR8+Gw7vNwyxtv831/K1qdO6gtvkJXPHQ33rdXKePA5hXgsbfpTa967QL4ol972lh2zFBxAay+xTaOkdUvutShy3BiHP54RHPaULjob1o+aYzcwAMXyb/cI7+f0jlrVDWp+/tKsy43Z902lb20aD849W/dpm9d6Poh+kcf9tUDfu+E3jt0T5nWQ+qynJQDO1PTf8nK2J2ZvjMjc29Wzq4sVV5+oaO24lJHxTNZ/ckLv7F0LEB1Y9riJ3TTmL7KXpeHl6gm4LpnHvXbAej7MPBlyLxyHHzSZTilaZmFTRdA44LN/nuXZ0Hm75PkDC/NWS2LNss8K8yy4oQZnkHYOYK7bYbvw+gDCHoAEldMyPkW4/UO4IrWdKvDdLO1Y74deAMw7/TweyO+ZEJDIBYCkfUO4w8jtASRGwi+CmDLZmQDw0IwEYGJCCVv0GKYd0QFW1Syx5zeGGcLyPYY54hYHGGKD1Lc37lGWDlKCQolKKxtS/ZGJUeEdiiMJcrIMbsnLtoVzrpJEgpjiRJMlLVGBVuUkSMoEyaZCE7GWTlKc1GCC4FIAMRitBjAyCjGRhEyAmNBE7REsTsGIMNFfeW73qa3PY1fD6unhVprXfYxQ9l1qe4CVP6qt3XpHPBqUPd2oG35rP7dEfWIsWSoNXeKbb4nN06ytQvO5g/DHSunTC96W44ZC27zNStnwX9+6Fq/iPw8qnszqD5tLm3PToVz00Yqssa1ZU9E9Sev+Wcf9tVj+uaDv3QhP/rhtT4ielL8MYDNM63jxhq4KG/3nn0709J+y8r6LTNvt0r1W5aqvqToaFPxbXPVWx/00Qf+6EWWupFnouaNzfyIaZmFG4aai5ia4lP6mnmxfQou/TJg/Dpo+jAAXoVab6GGuyz3cbD7ld/5QGQWCOoBzT+22J467IuyZR4TZozEHZicg5hbRmjSCN5sN11uMVxtN1zVmMbbTXfU0B0dPtUB3VObnujNX7XgqgmKYEQEpxWYixihkBlfR8gwxW+A+CaEhEkqiFNRRo5wrjhnD/NSjLfG7V0h0Rm3exWHP+7oXpfd65x1TbQnrL6Y5N62+BTJnbD6IrI76eqN2LoCoiNAsls2T9LWFZedYc4akh2KxRUXrVGLK87xMdERYSxRzpKw2hIWV0x0xEV7mOCilBQT7Zs0F6LFDZwNwVTUBK/R8o6joOG0uuyZrep5V8PHgdbT5lJ3Q+6AvmhYXTAplL/qbb3F1o9z1c976n+c1s/wNce0xTeJ6uf+1hc96rti7XN/40Nf04Kt/jxcdsZYsuiq37hIhMfYL0d0r7uaRzqKq9IOmgsyTlVlX2nNnTJV/i5q3jgN37qhtWHq5xAZHGFjF50/j5EbQ9TGEfatG7plrPDWFWSlH9i17+DOrKxfM1R7M7NTVXmWxsp7lOa1E1g7zK8Os4GT1o8+8+dO+I3D9EzUPWRa5qCGkbYyuaasp7FkVF/xYcj0sd/wwKYbBVpPwMZJjnrlts5T7CLLPSKZhyL7xut+5HTdhuhjBuA0BN5EsYvtxpttxmst2rF2/cV24/E2w7lW/YWGtqvthtvtwIwe/ApyHzqgzzpgTQ+sGk0RmFgz4WGKDQNYHOMUgo3BtMIKCkTGaT7B2aIEE2OFoGiNip4oJwUF25a7L9k5qPh6wi5/0OaLObqCrr7t7sNbnuG4cyDZeTju6ouJDkVyxK3uqOSIu/1JV69idyds7pjVHRftCicrkiNE81HJoTh7w5wlYfUlXF1Ju1exuBI2d0J0R0XXBi2sEmyAFmOEmMTZKGvdcYsETrTlX4KyF72NT9z1p02F/erCS0TV6762l/0NM1LVvLX6VX/L0+6mF71Nz7oa3w02Bs5C66PQq6G2NwPNT1xNN/Dycbr2rLlsWqhbP0dsXqI/9Wte9eimmSa8urA8M2WoMuuWungWrnshtL+2ab/6zKv9xHI/tjpMrR3iNg9zgWPsSg+00k+9cptn4aZTzcWmUtVvBw78mpLxW3bub1nZJUWl5/XVb7uJ2NW+jePi8gDxrQ/90QWtHeLCJ6SNEea9x/zaDtwnm31NpfqyguOtZe/6zM+8muP65mGj9ixkmLVy99yuBYv0mODu4fgjC//SY79DSWMGYtaITeqAU5X1t8oqFhvaF9s0TzX68UbNpRbN8aa2Y42t19S6uTb9nNrwsgNYo60R3hFC2BUTEgTQCE4qKBvGGIWUFJJWGCmBUTEYVyguQlj+TkVhpLjVEbO6I7wtbHErnu5YV1/M0bVm9wf8g8meo9sDI1sDpxPOnoTDF7V2KYwlJjuTsj1h88StrrjFq/D2pNWXlJ0Rio2RbFJ0xB3dEdEeFN0xXk5YvEmnPyl5Eha34nTFnT5FsAVwJkzLMc4WF+0xQlxlhB2jhMlbk3URKf7dX/PY3TSkKRrQ5d/ztQRumpeOqd/2NG5eMsenkcgYEr2G/Rg1b14A1s8ZQhcNG6P6pTO6l73tD2xNd+x1L3ra1kfR8FX8fW/Hgq15gm70tJTV5mT0lGePteU+EzueyLpFquGTyxw8RISPi5sjTOS4HDph3Riifw6zX7vhlX7iUw/6zGo8rymzlOcW5uTsSc/Zl513MDtXU1ZwE2haHrEERh3fBsjVI5bP3dBKPxE55Uyc80RGbcFj8vpR9rXTcNpQ21Fepi0oPK0pOQE2cY01wyb9JRCYloTFbs+c3TaDYos0/cJpvyMLF03wDYh42GIcr6x/0NjyubryW035i9amtxrdN43xg0a/0Ka93qw906Q93NB6obH5Xpt2CaLDiBwTPGFSChrBgBmKgGiclEIwEcGIKCXEeUkRLAqKx3EqTvMJizvOynHRGrQ4NkRrxOqJ2/0R2b1mdwddPWHvoOLujzt9W+6+bas76e7c6jkWt/uTnj7F4f+j/3jE6Y+7/YoghSlekRxJ0RYlyTgvRWRvzO6LifYtiyvh8m93Hoo7fXHRHudtMVtnhLFtMuImJccpS4yzhUlqlbXs6Na1HDKr7siV7/uaZ4Xq/sbcu3JN9Io5MgnHb9M/z2qTt8jkDJWcYRLTZOgyuHoOXjljXL9g+DTY9rJX825E8+Wo8YmveeMSunoW+XEMeNFpuMO1jZoqDGUquDj7ZlvppL7sId38lG99LWuf8+qvTuPnLsMXr/mT0/TRZfjsR5cOs0tDwvdefG2IfmMDLmhq8JKcgpyMPZnZO1UF+3MKheqSp5Lmex/1yYctDRIbI1z4uH3jsDUywoVPyV9dhs8u82NGPY+3XNKXH28ury8tay4uttRXuZobL5hNV1Fw3u+eddhu0dQ0Qz2UpHs2cYblrprxm0bwTpvm95aWD83t36prvtTUvGlpXlG3LWtaVjs6Pms0rzqM55oNx1r1t1vUj5ravnQYPutMXyFikxIiOBvRghEjFMMZBaPDZkgh2JgkJwRrDGdiBBVF8LhojbDiGkqGBZticYUFa1Cyr9u7A96Bdbs77PImbf643ZtwdG65ure8/du+oT+6Dm8NntzuPrzdfXTLPxyTvBGai9FywtGZsPrioj3K8H/4B+OegbijO+Hs2fL2JryHks6ebXunIrkVZ2eMEIOcZZN1xSSvwllDOL/O8juOmZtHjYWPnNVLIy038aJzHfk/zxi/nTH+PGf8eRlYu6rbmkOXznfEJ+jtGUK5ia2c1r0baHvsbnrqbXnbr1+7AIZuouvnsI3z+Js+3VOX5plHfd+mGWwvqy4sQqqL+puLD7eUjTQVd9bmDtbnO6tz8Yp8W2U+WaTiKvIsteWHNHU3sLYJunUMbLqN1l1TF1vLMtvys/KzcnZn5OzNLcgqKvQ3lj6kWp8J6kdcxwu545PT9MYDj6HqC8aWi7qGUXXNcEOFo6KQqi6SGypctcVAWXGOqoCurL5iBmZp+J7H/qK3577TOWcRpkh8Qebv2oQbBHUJwu7qgDcd5p9a3cfW1uWG6rutzZ/1HRtmTZRgIjAWAohPGtOjVtOMBrndaJhr65hr1zxrNb7vQFbMRAgXghgTJPg4zoQBIgrDYYRUWCHG8ApnjaDUptkUxYkILa3S7E9a+mn1rvO2ZV5ac/as2HxBu3/bM5z0DCTd3THZ8Wd3V9LVm/QMJLqObg+d+qN7cMvV+Uf38B/eQwl777b3sOIeTDg6FXtf0uZXOg8lvIMJd/8f/v4te2fc4o+Kri1PT8LRHRHcYYSNCvaI5I9anTHRHiH5DV7e0Q9orlOV73oal05qJ4mim3jR6572Cb7m1aH2n6O64CVo/XxH6Dq8PU9uz2DKOLJ0yvimv/3jcNvHw+qNC0jsOh4do4IXyeXTxFOXZpatX7BrbxO1XHVRXkFuanpKamp6TlpaQWZaWkpqSkrKvgP7/8uefXsOpv22b/+v+w/u2XvwwIEDBVkpBTkZxXk5FSpVW35Wa0F+ZnpGekbOQVXevsLig/mljUX5JxsKTzaXdjVW+TWNeHlpa1lxVVF+WZ6qNL+wRJVdkJ9bWFicl1+cmZKVp8qtKi06kKPCyyuumsx3BPGR2/N7d9eMLF7nhDsC93G4Z4JlzpvByyDwQg9uGtElneGHThfs0GzqDWGMUBAiAuIbRiiMkCsGKKAxftcBz/X4nAYe0xgnWjquNanvd5hWEWoT5dZh5ifKbUJYCICCEK4IthjJRxEyDIIhFI/CaICkFc66yfPLNvd32bYuOYKunm+sJWb3KNbuuMOTsLiSVk/C4k66erd7j2/1Hf9L3/Ht7qNJ3+E/jpzb6jmWEN1xe9e2o+vvfS1idcXt3qSnL2n3JD19MbsvafMnROeWt3fb2xskxTBCRjlLTPDERWuctYZwNsLKO6zalnGp5uNA+7dD6gW+/JG7ZtHZNGOvfdrdFBlDVkZNK6e18VtEZBJPjKPBS9AUX78g166fM2ycN25Nsn+5a4ndYFbP4W8G9A+d6ttUw5xFPY7UFeXl/rY/Zf/uPXvS0/4hNeN/T03/h7TUnZkpu9NSD6akHTiQsm/fnp0pqX9KS/9TquqX/Qd3Z6bvyS7YnZH7a0b2gRzVwZzs/Vl5e1T5B3JKdueXFuXlNpcU1uTlZGblpOTmH1TlHVDlHchS7c0t+C23cFdO0cGCwn3ZefvySg8WFBzIL9qXV7w/L89a33AOBB7axbs2adZmnZUskyz/osvztMt9g2XHEWwKQj+aiKABXTF2rJqNIbMxajRHcDrBSEEIDwJQCKUjGB+G8AhOB1BuxUy9MNF3OsCzLZrjDZp5dcdXte69mVgmbAFM/AnAQZjZQJkQyYVQMgCjQYKOUFSUtYYtzlXBssJJ65y0LrvXJddPQYrY/FGLR7E4Fd6ecPgSju6k7NxyDyR7R7YGT/wxcGK789CfB08l/T2Kd2DLP/yXwZNbfcfirp6wo1Px9m11HUq6O7e8vdvunrjsScrOhMUdF+1hCI/hTFK0xWhRYaQ4KUVhOkILOwYB9SRb/eWI9qW/9lNfw8pJ9fIZzdJ5cPU6sHULXz1lCFwyBa7AmxfhLyMdV6kKX61qVq4MXIRjN6C/zsnRCS52g33br3vqaL2K1Dxw6h5Y291tpTk5WfsysnPzCooKcyvyVC2qbKA0HyvK6qpTHWks6m8uPtpSiVaVVOVn5Wenp2Tm/JKd9Wtm5q/pGb9k5O3Mytqjyt+Zq9qdnXMwv3RPTt7unIJ92aoDqoID+QX7c3JTcvNTclUHsnKKissbSkp0VWVAbRVUXZ5XVLwvJ+dAYWFqUWlBSekRdccFALot0Xct4qwkzdott1nuo98za5FGYfI6gU+a0Ddq8yqEb2JkBEbDEBKF0ShGK7Q9COFBMx5DKYV1xFFaoRiFsyYYKcg63hnp+Vb9lRbtOU3HCy34XGd6g2DfWMcKKmyCcBChgpJ9GSU2KfGt0bCJUBGSX2WEDdEaI+kQKyds7rBsjfC2mNUdtXljDK/YfAl3/7Z9IG51J/0DSc/Atmcw4R/advfFHb3bnsG/HBndGjyxNXQm6Tsc6hpWvANJ35DSdSTRczTp9P/hH064e5N2b4KXopQQEx0J3qEwlhht2bL5o4I9QPJfKXbHDdI0b2v7MtKxNNy2Mtj4daRl44YxPoGGriKbF/WJCeLnWeDHSd3yKc2cUH7KXHQRrbzF1n44aojfppQpKnAJf9OnW7C2zDBNV+DaR96OM0h9Xm5OSX4OX1l+XFN7qql8qCb3alv+vKF0Rls6rSufM1UvIPWT+vJTdfkjTcWuqvyWwtz8nOwDGSk7U9J2pWXtys7eq8rfnZX/W27h3tyC33JzD6pKd6nyUvNLD6ryDhYV5eUXAxXlzubyS0D9LV39lKlyoqN0VNsgFKVLpTmG8sIUVU59WeURo/E8gY9J9LzNumh3POp0zlulaYa6RpPnAOyKCXpgBD8B1AZrjYh2BSMDemgDwWO0HOdtCilHUCaOcQlGSlh9CicneWuckhWM3kSolx3QAzM6pwVmjfCCVv9OD38CiS8gGST4AEyGSG4DJTY4YZOzBHBmHaOCrKBgpMIKMdaiyLa41R3mHWHBGpMdIbs7ZvdsuwZi1r6Es2/L1a3InqRnYMvbn7B2x0THtmcw2Xl4S/bGPUNxV1/A3RN19yme3mTnsOLpjctOxdq9Ze/csncqgi0mWRWbT3H3xwXHttWt2HxJW0+Mc/xgLDtOY6YJvu79ofbvx9ve9jR+GG5MzhJbd6jIZSB4Cdg4b/x5xrh8RvPpiGaGrp6XKy/CVZNs9YdhzZ+nufUL6NcR4F2/7nmXdgxuXHCYZtlmXWVOaVGuvaHqEdb2kGh+hrXOgfV3TFW3WgvvwM1jYNMFTcmltvKe6tyjFdknGwqHawqGawpG6ouhspx0VeYvKVm7U7J2Z+fsyy7Yk1+8JyNrb0HRHlX+vtzc/XmF+7Lz2ipKz5gan/DaDx7oDa+bMVSeby652lrcW5HrL0s/XJYtFedlZmY3lBYfBow3WHbeYX/s8d63O550eV92+hbstssMe96Mzpjg+1p4jZCTNv8GK69BaBChFEKMwWQMFyIIrzCWmOiIsa6E6ExYHQnJluClGCsEUDaIcd/N9FcjPWEAp1r1N9WGRzrTVx342QAt4fRPGN9AqU3OEkSwMEat4WyUs0QoNkpbohgbEeSQ3as4vHGrK2rxJKydCdGdsHYmnD1b7oGkZyDp7Nl2dCU9fVv+4T+7OxOO7oSjO2n1xXqOJnpGIs6haNeI0jsS8Q4qNl/S2RWTnQmLK2HzJD09CUd33NEdFxxJwZmweLdsfoW3RwlumZJ3XMLAW0Lj+yP6z0ONrzqbPh/Txm/Tsdv49zPg2gV4/TyydgFePW96P6S9I9TNWZtu4LVvBrShK9jmqGntLLJ2Fvk6aLpvbxkj6mYtphFdVUdZ4Tjc8oTSfPBA9yjNTV3luL6qv67IWqmCywqb89Ox8jxDvqpKldVSmG0qzmnPy+ILVP11xUBhdkFOxt6U9N0ZWXtV+QdURftzCnerVL/l5+7LzN2jyj9QUKotK50j1Mtd2DMrdl7fYq8rRyoKTKV57WX5pbk5hbnZ5bk5BaqcfSkH8dqqkyBwEYGnLdbrDHPP7Xrgcb3wux+7bVdg9LIOva4GFjqoz6iwTvEhlAyjeISUQgCxaYLDABZCyYhojwsuRfYoskfhnX+4OhPu/oTVF2N4heAjOL1mBr+Z0ScAekcNjLa139cCn4zAuzbDN4BeI/kQRW0SzCrGbyDsEoJHWasi2MKUqNg8Cm+Pu/1x2Rl3dsY8/VHJERVsSVfvtvfwtmsgafUpDv+Wqzvh7FNsvrjki3P2bV9fsudoxDccdg+G/EOxvsPx7qOKvWfb0x93dm67BhIWb8LRue3t3XJ4E07vlr076RlI2vxJyRUmmTAj7TgNqqfE1ofd6tddjS+6Gj4caouOEbFxbH0UDVw2J25hn49qvh/Xrp/Wv+lvvUbU/N7VtnoGSE7i4UtA5Dr28bDxpaf9Olh7i2mbxOqQymKhsvQBqXnK6x9zmoH6YqZQ5azM81UXD+nrRgy1N7H2aaL9RkfdSHNZX2P5QHO5OT+9PT+3qiAvKyM7KysnNzd3n6poZ3reHlX+/ozcwpwcVU7G/pz83XlFKbl5tqbKKbR9RF/P15diVQWOpipfY6WnppQuyyeKirSF2eqCvN2p6Xszs9wtDaMQcJMjLzP0eQq753E+cDqedrnn7eJlAD2pNV3SwY/M9BuYWiaYZQDYBGGFEDcNUEAPBU1QhBYitBST3ApjidOiIjkVuztidSYEa5xiogwfI8QNCAiByDpCf9QBUzr9qEb/RAd+6DCvgOQmZwsgyApCrWDkKsasE1yQkUOEGGMtIc4ekb1x2Rlh5TBnDcv2GGcLsZaI4FSs3UlHX5izJiRHXHYpzu6ks+f/y2BHZ9zbE7K4w56+iHcw7hkI27u3PMNJpz/ZOZhw9sTt/rirJy7ak6ItKTi3HT0Jizdh8SqsLcZKMdGx4wQKzfGtD7wtz1xNL7vrP4+0/jjVHrkJKNfNG5fAH6e0b/ubPxxqe97VsOiqf9bZvHLKlLxFJSap6GUkdNH8ddj4YVB3ylA7LqipptIyVe7J9qpHnH6RM/a2VPPFxUf1VbeQ5nG45XBLpbuxBK0u0JYXNhXklebmlGTntBWrqKoCsFxVn5uVlZG9MyP7l6yMvRl5+zKyK/OyDWWqnuaK/pbKyvy8P2UXpOTmF6nyynLzoOqyI23V/voSfUFmQ56qMCO9qiCvoiAvP0eVW1x8MDMzNUPl0jTfwLEZibvKMnMO64LDftci3ndYr7PkVZg6Z4ImWjTzJvoVjP+khR8wtmEEIkYoBBBBFA2gdOD/HwfjnFPhrEmbP+Hu3fb0JwVnXHbGRTlOCjGCiuFMACRWjMZXEHah3TjSpJ3RAB86zD9BLIywYQBZM6MrGL3GCCFKWsWFEMkFOTnKWhOSLURJ64QYFOWoYF+n+BBr26RERXLHeDnJ2xXJmRDdSXd3wtmXdPVvdR1RnL0hiz/k7o66B6L27rir5w/f4aSzZ7v7aMLZl7R7Y5JbsXclrb64aI3LzoSjMyH7Fd4Z521J2bnDYTLfwGsfdbbfkys/HtI+72l8P9wWvG5ePq1+0t2+6Gy6b6/4fkr3vLv9aXfLlxFt9Cb657vc5kV0fRTaOI8HLyEvO7VX4Npj+tqyzAx3c/l1pN3fWnXW2HysvfKWuWFM19hTV+5qrDiMquf93AmsozZf1V5V8mtK2v+Wo9qVlrU/NS0rM70oPT0rL3tnSuqv+9J2p6Vm5hZ2FOV1tpRf0DSc6KjKyUjdlZq2NyvtT1lZdUUllupSqCCVrSv1g2q8ofIUqj+YnvXrwZw/5ajqy8rL81UHVXnu1uZR2HyDIS8z9IRFuOt0vOntvuewTOLkNRN63WBaMKJPAfYNwv8g+G9GMATCIQRb0xt/GsENUgiTUoS3xmhRcXgSns6Esydu8SYs7jjHx2wuRbCFKDKG4hEICcDkqtm8DIGvtLor7Wqipm5MC7034m+MwBKMbBJUgCBWCW4ZpVdwPEAIEVaO4OwaZ11npChtiUr2qOAM4WwEZUI0G2PsCUaKyY64oztCyVHOEnd2JjuHt+y9UXdf2NOz6fCHrZ0B0RFxdW95euJWd9Lu2nJ1R63OpODcEhxx3qbInoSzLyF3xS3+pM2vMNaI1bXDbTYd1lTetTe+6W/fvGD63d/68UjH8qj2aU/dgq3+bXfDy+76z0c1zwqCq0MAACAASURBVP3NbwfU4StY4Aa8fh7+dsL046Tx8xHd5xHjdbRpFKzHqkubS/J9LZX9LeVCfWV7SZ6vJl+qKx7S1nw/4/5vz6f+589X/+f6m6sexlBTcYiFDmam78zM/1+zclvKSq+ZGw0lxXtSs7MyU/ccSN2dktVcUni0pWZBMnz0IzfI9ryc9F2pabuzs1NUxfUFOUxDxb1ey7//Pvts9JimpJBpqt+fk7srI//XjGy4snQOrmsrzrW2NY5i5imrOCGwUxbL6+Gud8P+Oat4HYIv6ICxNuMTMzIDEC9Q7jtKbhqNIQiMo2TQBK2B+CZGb6BEXHbFLD1RwRa1uBJWX9xi33L4tn1DW97+pOyMifaEYI+gVBBGNgE0AJOrIHW2ta29WEVXVve268fN+FMQ+4GyqwT9A0JXAHQNpYMUF0DpDZRYpfkgK4RoNihag6I1iDFBSljHqACMBykhhLMx2hJgpQgtbbt7Eq6uuOCI2X1xR2/E1R9wdkdsXVFnr+Lu33b3xazuqMWlCJa4w5MQ3XHWmrC4E9bOBO9KWNyK5I6QUsLZs8MOwp6myrNEzcsBzc+z6uWz5p+jhm/H2t8OtS+6q+9Zir+N6F52178bav14SLtx0fTlqP51b/PyadPXY+CHYf2M1HLMUCnU5KtL8zsbSr2Vud6yXLAiv6YwpyY3vau5fOvGkf9c+v0/wx//5z+G/zP8cdRi2p+VuT8rMzUzZ+f+9D9lZAiapsRo112sFS8vLSrM/VNa2r7MfG1Z7hjQ+tGPrR4SHkhGqCwvOy1rt0qVlp3rUzf80+Sp/+PD0//8+n5tdjw9Pf1/OZCyK6fot7S8XzJV53j4uxPw1pZ0tbYPG3VXOXacp6YE7u2hgRd+95RVvAIip7XmSU3HUyO4CJGfUHYNomMAGNDpoxAWgZAghMcxLgKiEVpQJEeYs8RsnQmLK251Je3eqChti3ZFciasDsXiDHOWGEEFjWAIpd9BDNvU0l5erimphKoqbXrkuplYaNN+MqMrKLYMwssIHAKxAIgFGSmKC0FS3MT5NRDfwMkIjEVQZg3EfwLgEor+/aQQ5qwxWo4JnpjgUXh7zDUQsvUErd3r3qGAfzBk9297D8VcfTF3V8Lqi8hOxd2f8A8l3N0Kb09Krri9KyH7o7QlJnljjp4dPSRjbarqbi2+TDTd99Z9Pqx+29/085T6y6Hm112Nq2cNP0+0fxxo/3ZCvXEJXD2HLh/Xfz2q/zxiXDsHvx80jJpq/I2l7SUFcl35JUPVTVPdJNpwwVDvaijlKws7m0q+drP/Mn/p//r5+v/+c+D/+ZetP17NaSpVvx3M3H0g47+kZWRmZs+76Mhx/zsLdl5fh5QXZWSmZKpy+NrC53bwcye81Is9Ewwj7ZXFedm/paRV5ubfJNQverhPI97g+Og/3bkwZGrPVOXszUhPzc6269o+9YvOugpDQV5nS9txs+m2VZ6U6GmJe9TreTPQPSdKF/XmE636x3rzd1j4jMsvIWwJxlZNujUA2DQB63pjwAwGYDyMUQlRVCz2hMOXcHcnnV1b3sG4oztudSdZecs9kLC4k7QUpYQoggcMwAoq3DSSumZ1Y3W1rqJSrK4B6xssau14h/mjmVwywasQvooQKxi5SVBRRt7AuBWCW8LJAEqHEXIDQUMkF8SYAAQHzFAAI5cQMiBIcU6M4VyYEKKsNWLxRTsHw9bOoL0n7htM+gcS7t6wrz/u7Us6uxKiW7F1Jm3+pNWX5B1x1pp09iStfYroj/AOxeHfMUBx1oZmZ0PBsKF8gq976Kia99Q/9DW96Kn/elS7eckUPK996W+8Z6v+dET9qqdp7Rz0ZUQbH6NXLgBTXM0VQ621NtfbXDUBtT7iOp5Y9W+84Du34RHZMlBdIJTmm0qyHE0VR8yND/uk8PyVf358/fshh9BY01qQ315afEzXMIVrjpmb5YYquKiAL8lDS0uyM7P8mvoXLvDnIep7F7WAt08jtXxl/q6DqelZeaX5+abCPKpENdhafgFoeMiYx6F2Z1Odu73uImYQygsaVRkNBQWDmpZrFH6BI6+L7B2L7aHb9aTbPSvzp/W6E2rtC735dyPxCZV/EPKaGV0x6jcMpg0A2gDMqyAYJZgExiQkh+LwJhydIVaOy66Ew6dIjqTdm3T5tlzdcatb4axBnIhAQADlXoGWznZDfUNTfXUVUlXJlZV3lJXaGxv7NcaHIPnJjH8xwp8hfNmMbQBkEOM2WGuAFsMIGcXYKMYGITyAkRsgutZh3gTQEEouwdgayYVYS5gQogQX5SwBVgoKjoTFFedtMXeX4h6M+Q5Fnb2K7Iu7uhLOvqS7MyHYtyR/XOqMC66EtTNu61Nkj8K5FWfvjpO8LLWpLW2Vg4bSS1T9OFV+R6qet1bdszY8djd9GdFunDU+dNfd4Com+epHnqb3hzo2L8KxcWxWbj2mre6ry5UqC/paa66bGxfp1lcu8EsfuXaEeuOBH3DqS6Z6vDRLKEiD8jOAggykMJOozBaayh31+URFXltRDlBZWqbKLs1I1xXkeipUw1XZtZlpNYW5JzvqH/OG1aPSaxs0Dbdc1hSTxVm79h1UZaZhVfn+6sJTLSWjTWUnm4q6ylUnq/P8Fblscba3LOdQZV5vdW5zQdZhXetpCByzSGMiN2WRbsuWKUmeFoQTatOpduMLg+mzmflgIl7D+JIJXtUZN3T6CACvmYB1MxCnWYWTtyT7lr1b4awRmzfh6Ey6epMDIwlf/9/NHaPlOCfGcSoGoRsw/VjPM/WtHdXVUlNjb3ujXFtsq6v3NNV7mhqPt+kfmfD3APKFoFYRbA0mQjgbIaWfKL1JcCFSiNFiCKbWEfIHhC6Z4GUQ/mEwL5nQrwD6HUJXzFAYo2KsFOdtMYaPyY6Q7AgLNkX2xG19cVefIvvivmHFPZi0emK8NWHxJkVfUvDGRbvC2xXOHeZdMVffjh6KRdu15ppyvib7uKnwobP+sbvpgbPuAlR+BS5+N9T6/bj6vr3hjqP1FlPzxNO06GpYPgW/7jOc0pWd1Fb4K7PlqsLBxrJJU/Vji+6N0/CjB18ZYiKnrT+G6KdW8wzQMAPVP6BazmtLfJVp1oo8ND8NLcoy5Waw5TlkVQ5ZmNZVnj9ckXO+rtBZlVOcnQaVF14zN37pxH4MsR+7iEVK/RhudNTkp6cdMFfmnmgqGanOP1GVO1yZddlQcY9ovUe0jnWUTOgqHnPqBazpZkctW5l3qKPpDAbd7/ZN2S23HfZJp/0my9zEicMa84V24IVa902HfgSQ92bgGwCvanQ/21pDCLasN0ZwMsFLcVFWZFtCcgRxXLE4E77+hHfwr0cvJTuHk86eLVdvlBEjNBfHKQWh1mHunoEHq+qEyvKjRvVdJ3NPBH/30ie1ujMNzf3VzVfbDS8B8icpfkOIDQKPkWwQoUKEGCTFDVoMwUQIxDYodpWggxC+aTSv6MyfNLqX7e3fjOYgjEZxIkySCsVFKUkRLHGrOyY6YqIjZuuMO3pj7q4te2fc7k8I9oToVCzOhMWdEN0JyZEUbYqtM2zpjji7dnQKcntTW0tVpak0u1dd8Kqn4UV344velhmh7GVPy6fBtu/HtU98zbOWhimhdpKtneUb3g/pJqj6i6ZyX1ORpUY10FzeW118VVP1gGl88v+S9JZNcTQKtG7+zK26t+6pc/Z+JQS3cXef7pnunnYfd9xDhIQQCB4SEkKEuLsDwQcYRpC8+9Spuv/hftg/YtX6sp71sJa1Tjx3nj+Zbc8PR1e68I2z7ForvNIW+BQBn1HGBwH1EmZ6F3c/w/W3AOWorfmCoqK1seKcrOK8ogqu/xNsrBiyKp4ypr1zofUu7DXneCU67wcMCWm9tfLvdlX9pEd9z68a11RfkFRdUdfOOSQvBcfniONrGvqU8L9h7bN2OS2p6XVYRjD4VXd2MRFZTETuZeLTJDYJQKMe77QLeGmyvXOA30B404388qE7Dk/O7d5xeYoYU8bJMkYf8pEiSZUZvsAHi0L0ONF6HEqftPQdpbp/R1KH8ZYCSu8HmDzoL8L4DhS9ZoXt0saEVTvNoUsJ5kc787UVu8oCfWZdn1bTpzfOW8EXAPU5wO9S/AHFFVC6gDBbPngb5XZgtIhR+wSzh1JFGN/yeJcdzq9Ozxeb9afLt+r178LEMRUq4WSJ5A8JsUAKZS5cDMePwsmjaOtxpqscyx4nWo/DmWMucSgmy+H0sZA85OKHbLIsZvN0qhzOnuoMx2C7U6/QA42VQ67aH73mr722FzHZHVb6ImnYvmzdGQFXh9xf+myLQe0Y2PwgqHkUMV4DpLcJNS09HZJWXzA1d8lPz9qaXtK6Z4hquRUpXBSLV+J7w/HDa+n/7/7Q7pX4zw70teh+RtmXSMubGPguDl83N41oas4qay6rm9oUVZcNjS3yOn/1v9Ka2lt+07cWrDSa3DnLvOUct0HVAqiPKeqAmj971JUzbukTyrLgU48Zasd1tVOmmkWv5DGh/94Bf08Bn6LeK2YZJ68fsFmu4eRCIvwgk7wdDy/FoveCwXmanvDCM27wrtn1HoCX3f4NEN0AwG23a93t3nK6D/xIIYAWMaZMhQ5JvkwJRSFaDCfKXPhYSB5Es//JDBzH24tCqESFShR7gKI5LLiLxQetbpdMehH2vmoXP7VQB1cSB6Nt79L0HGy+4jb26gyXbcBNO/LIQ26yqQIVzqH0HoRuQ4F9nD8g2CIX3sfoPM5swdgWAKy73R9c7g8Ox6oX/On1rUFwHg4UMeKAFUo4XSCFIhM8Dmd+ZweO0z2H0daT9sHDdHc51vpbSByHW45jbSVaOBTjeSFZDLUV6UgxmDwl4oTdbDEazcbGxozuzBNR/anf9qHT9iSqe5PRFWZ8x7eI4zt0fgp9lXK8a7W+a7GMAk03ocZ2TQXe9HdWXdsrPZOV/DVllzxDNI8w9Ze4e+8sVbgULF0K7w+Fc+f5nXPClxR836ecccpmAPWYWTJjk0055dPm2nm3/KpDMmqVjjsUF/X1rYqKWY/qhejaGRBy/cLOAPcl7X1FGd5zrlZ1PVl/pk1bO2ZpuOWW3AtontL6F7z5Ka1/E7Qst2F7F2JrXcxz2pSUnUno1KN+1x2RvR0N3YkGX2U7FqPhRYaax6gxl2/C6Zk1217Z3atuYBnw5kD/tgvctlr2AF8RxfIYmYfpMsaWaKFAs2UuXOTCRSF6yEdKkfRJouco0V5Oth+w3AFM5khui46uAmyX1gIqmoYg7+sE9j2DbfaHl3vZNxHvIxq4x4CjfldEqrhg8dz2Yg9hegOP5BBiD0L3/ehugM6RXAHnd5lwjhZ3yeAWSmzAxA+n+4vL9cPpXQGhX273lte/B6G7AbJIcP9NdomJ/k50HEZS/8n2/ZPuPxZjR3zsMBQ/CiePgoljIV4OZwtcrCRkClTwMJI6RcO4zWTW6LQqWXNW0bgIKr73u4rzZG4YyF3zbV31bl517UzAP877XreYf55zvkgannG6s9a6QP0fCU3tmLO5TV4xqK2eNtfecDXfckuWEO1aK1waCu6cE9Y60a8pcL2X/xB13XDL7vhVs4DuJih/HXS9DLufs85HjPMmoroH6WYA5ZRdMmyQ3IMMn9NIaTS+e47b7md/pOE3hOUxrEuo6rx1lX36xim7bM6pfME53gu2tzHX1wyw1oHsdxMHw6GNTuoxom9V10e08nEIeJwIPUnFXrUnPvR33YkGl3jhBklccwGjTnBeY//qpX4h9IrTs+Z0b4CeNZt1y+Mt4GyOoHfQQJmgjiihzHNlmjuguGI0WQimi7H2UjibjyRyyUwxki5i1DZBbKP0GoDGFWpYI5kn3Z/S2M9OarmVXukiV3vp5S7mSxtzPxwIKCSEVjPhRq6ZwCWAWUP5AinsANieH97FiH0uvMfGcmxwJ0BtQ4EtlPjqB786gBWX94cHXPN4d3y+vC+wiwSKJFPkwiWUOWTY40j8d7Lzn3T/cUvnsRA/FJPHsZbDSOaYSxwLyaNwco+PFsRYmQ4fJTpPMRhhMRvtRrPTYIxodOeMskVSu3IW3Bvxfe8yfuk2fm433gppPnQ6f513f+xwPOQ0C4HmeHNFoPbPHnPjvE8+YDg9qPp7zFA7pquZNjUuQep3gnm5HdrsI7a7Aj8zvtdBx3PO9IyxvRCdz1n79yy00h14Kzo+x4B3cfhN1P2CMz0mzXMu+Zhd85AyfU1DW2e57X52q4/b6GHW2okXrKVVU4c0/HXV1HAb0jyjLZ+TwNeE72crutGJHVyMrrYGvkRtPxPghF1KyWp7rJbrEDrH0DdYbikdXYiFx3BsjqTvUNwtIDBhc93S2T/boZ8Qtg0FNt2eTa930wNsOlw50L+LYLsBskDQZZIs0vQhwx4F4wdiZJcL7grhIiPs8aF8JFUSY0WSyuNMkU199OKoQuXXqO/Btm9J/9cWZGcwstbP/upmt84KG33CIusFVM2qpoaE1jRick1Y/I/81I8AtY3SqyC648cOmOA+wWz50U2U2MbIbYTc8gBf3e4fALDh9m+6wE0IycHIXgDfw+kSRRdo/pAP/U53lVt7f6e7TuLZo1T373TXSar7ON7+O9ryO9FxKCbzXKoYTP93RniKwHCv3Wk0WO1GM6nVD+hVjyjXy6T1UVj5MqbdHLT/uugc90vft9l2Rj3TqGLc2zTmbA5J/2Sa/xwxnJk2144Yay+r/h4zVF8zVl3TV89YahcAyTve/iXu/prwfI87XrKGB5juddDxMuL8lvYtt2ErXfhyFv6RhVZ7uC8J35e09yFuvmxouOSWv2Dtn+LQxyS0M8Bt9pHrPfh2D/0maOnRVhMNVVeNzfdxw4eob72PXmmD17qxXy3+9R7sE2t+QRqfM7ZRpzyik1xwuhYx4iqG3mCFpXR0IRmdD4vzQe42yy+i5D2v/5HZ9cXsWofRbT+y5XT/dLi3XZ6837cDwXmELPiJIkaUCOyQjxxFs0fJ7HEokQuG98PxA5raYcPFdM8qxRdoPs8Gt8jYpNLkqW+kjarntGmlBf0Y828NhIrj2aPp9uJ4drWNGnDplXVVNTV1Bpk0ZjS1GO3XbL6HHuS1n/7mw34FiDwTyaN0HudyBLkOwDsEu4OxnwH/qhvY9gK/3J5lh3vT6/3l8m344X2U2EXZPB85zvYeZfqO4i1HTPgo3XmSaj+Jdf4Ot/9Od52kOo9jLcVgvMgnS+HWUrLzlNXhddpdCq1BbzA5dPoei20asD6Jux4EVc/i2m9dlm8DrsWgbomTThOySUh2wStF6/5imv6dVdZO6qqnLQ0TxvpZY/VVY+U1S920uXZYfeYOqH7P2d8F7e9ClmeY8pazbtHb9KuTXO3GljuJ/cHQ1kBwo4f6GAU/xT2r3dSHBHTHr7psaTpnkcwGDPOI/n3SnzvP710WT6bSG934W84ybGzE6s70KOoewbr3gmOjnzu4HN4coH+kAl+T7rei5Z5f+wh3dJskKb1mBIJmGGyCwRfDoZddLU9bs6/aMk/SkRkEWyTwRzDxwGh9a3F9BeCfLs9Pu2PVDeRA/x4Ml1ixgLMHAWwPw445/liMnISTR5muw1BilwseivFyMF6OtBTCqXVC3OXja0J8HaJeGhy0QtHt1a+3oh/jns1+sTjW8nu8MzeYvIrYaHWTWio909D0Z6OkWir3q3UJnf6G2f3IBb+AiR9EaDVAbhHcFozl+dhegN1FsByMbEOBXz50G0E3QGjFA/2wu747PMtu/7Lbv+kLbPvJfYI5ERMn8fYjNl4OJ//J9P6ndfA41nIcbjnO9h+n+05S3YfxjrLQmo9k8qmOU3qbR2Mw1yrlXruTd0OtDmDE5pr02Z8lgaWIpd/b3GqsbTFVT/kbOk21HdpKf/OZ+tP/9jT83aWuXAQVi96m24BkzFx7RVd9Xn76sqxixiy5C+tei9Y3gvkFaXxJGR4HVB+CluVW6Genf3OA3+6jcoPsSiv2Me5baYPWeqlvCWTcLY0rqjLKxkmf7gFpWe4mC5dCpeHIP5Otu2f5N4J11i0VpFW9Bul9VLvcBq62o7/aiZUu9DVv+Zn0vWDMd/3ae5DhvFHVZrNOwtAUTtwSmaVE/G1n+51k9FF75mE8OsewdxBsAYSfW1wrHui93f3NYf9lt216vZsAsgOjOwRdZIQiRpUQ7JBhy5HYYShejmXzQnCHEfcZsZRoKQdjpXA8R4sHwdbPQsu2j3hjdxFq9Vm/41UQeUB73iaRu6S312F0amQyubJCoqmUq6rqm5skzdVSubxJBimlo2b3MwD/SvGfcfEHRq/jzHfQv0uxW2BgDyV2YHwTQjcRchXB10B42Q0uOz3f7O4Pbs97AF6GsT2UKVL8MRU6pkInYuJQyB6F0oex9BEf+9/x3pNU9+90z3G0qyTGirGuUrz7oKX/VIPJpNTrIbubR9CsLzAIYued4AWLcw5zjAc0g27FJVg6Tat6HE1g/R+6mv/ZXP0v+Zl/66v+7tJX3fY23/Y23wYkE+aaSVPDiLbqkvrMhKFqwSu/5ZXddjXP2iQPMe0TQvuS03+OO9f7iV8dgV8dyK9OaL0L+9lLbA5yX9PQHKDKqGoISXVKV79IWL6k4LV+dm84XhzLHIwlDy6GPwYdtz2yQHOlIK++4dW8jdjehK0/sr4vYfuHsP1hQD9ll0xbVNMWVVYnP+e0TyHwHEE8a009yCQ/net91tt+Px2/IwrXCWoY8M95/W/twIbVveGHN9zeVbv5i8ux4Q/s4ewBwR8xwRJKFQLosSCcRNPHoeRxrOVAjORY8SAcP0x3HkZSh2I8z4Z2+PQKnS6TiW8w4VUqOLt11ucY9zszDrVXI5WrNZVqfbXKKFHqnfLmiEF+0aVOmuWgvNkmaciYzE+92A8y/J0OffdhGz78J4DkIWrbh29CSAGlc37/JgztsZFNEP/u8v0CoK8211ur850H2PQTexi3C1MlMnjMR4+irUdi5pCJHArp38H0cazlJNN7mO7+J9X1O9V3lO4vpgfL0c5TMovVbncKfgTzQAGnMwnAXW4oZDBldJqwQT7kl12ElVlDDaGocDb+zapqOGWNruYPoOmvQUPFlF1yXvnnoOrPRVC5ACrGDXUzlroJXcWEsfamSzZrqh3VnJ73ypYww0vW8i0FrXcRv9qJzS5yOev/1YHt9pKfM8CER0NLqoTm092mhhuw6Snn/JZCdoci+1cSe5fChSvh7T7qNWN5AOv55tq4sn7ULn/NGj7FHC955xNUveCVzVjkU9amWY/iikPZbtIO+cBZAL4vkEvZ1BwrvO7puBUP38bJORiZIamrPnTWgzx3elcMjp9e364f3vR6v9ucBziVp8V9gikSXAknDxn+MJj6HcucJNvyQnCXCW4KfD7RWmLCeZIvsOE8HylHO3eo5FHo7HcvKeq1zVpd1KSJmLVyubROqa9Tm7VKBWxSnQONTyjHc9r0MKBfBNXD5mZGpzQ2N0xZnb9IfoPgvyH09wDzE6Y3Avgezu6hVA4XDvxIDkZzOLeNkJs+eNPteWO0vXd4vrrdn1zAPkZv+ZESzpap4AmfLuNiGReOhOhJqvsk0fVPpvMk2XYcaykn2w+inflgphxrPWV2A6gXggEIsAMeu9dpcXh1Rkqrb9Nb+rQmXtNgPPNvVcX/o6z+I6avHbFKz5sbVJV/BOU147am297mSWP1jLXyOa6ec8hGtZV3PNJJU92YqX7SXHPd3jxvqrzrkTzCtK8485cksNyKvI84v7f4NtqRbynkVRicgrS9hnp7dQXc+PcVo/RWwPCcdW50Y4cT7f97YXD/cmhnAFvtIN6HHHdANSytCsjrh4zNrwXnK876BNW/JIzzjvp5R+MtT9OCT9uvlw8BjgkAvOWBbrPsKEHP8txSW8t1MTgOIfMYNUNSFxFk2O1fdIMfTbYvHmAXozZgYtUH7yLYToAqEHQJIcoBrIjjZTbyO91RDKeKNL2DYwfBaDGazHH8Po4VGaHAh08yvXuhjg0suk8kzxqdErlOqVSrlPIzclW9SoeZtHdJ+1vW+SEK/UgF5n3GEZe+1aCxSKQamaqhXpI0mt7C+E8q8h7lvsHUTw+0DhG7MLETwAo0m8fIPEpv4uwuwmxC6DoIvrc4FwzOlzbXD69vxwkWIeQQ5wo4W8L4Q4Q+YsJHQvQ4lC5HWv5p7T3J9B5n+48yPeVs36GQPkl0nKICmM/l8bo9Xrsb8HgDHm8Sw88TdMRkiyg1Z1XmlFIq+/N/RGRVN0HDEm84a5aqz/yRUlddtTZN2xqnTDUPPPI7nsZJU91lTfWIuvKyrmpKXzNlrZu21t10Ni8FlM9o6zPS8jige805vsS9y1n/94TnRdA+apWeNTWJaomh+ky7omHI1DCPaO/hprcp6EsLunsxttZLrbSja23UOxEYMTR6GuohWfOAQbboN95DtE8oy+OA5o5LMmusmXPIWqS1GaNmwGu/40ZmbL5RBBkKYNdD4p1s4lY8OhXAbtPcPC+MIPgITNwFkW9u3xaIbwPIMoyvI8QeTu/CxF4A3UeQIhwoUexRMFEWoqVwPM8KRUoshOKFcKqc6jgMJYpcpEAyB0I8TyXXUH6LjHzzEKJeW63QVciU9TozazM9CFg/hv3fksQU6kjZdZBOiuh1PoPRZzDbFAqDRuvQKke84AeI+RBgvoPETx/63RdYgbEtiNwGkBxK5kk+TwjbJL+Hs9tQYN3le+JwPLY73ruAHbeviDFHLHdIiCVvoATh/72NPeJjR2LmJNL6O9pykuo8SXUetZwth5OHyZ5TYYJhQUhEyThBMn6YBaFeTox4fZzVxuotZw32C3ar6sxfgxbF1xbkWxs+Dcpp6emsvGpAXzvprJ/z1Mzazsy5aq8a6i9r665qakZUf95wNE6Y62ZN9bOO5kVQ8T5keyNY37DWrU4s14/tD9IrGfAJ9IAcdAAAIABJREFUaZi0K7o0jaaq00111cb6+qi8+opd/Zh2vk5gL4Lg56Tvewpaboe/ZeBnmOWSSaJqqMNVTcMWyYJPew/R3wV197zyGw7JlLlxEdAGFY2IVnrVDdx1BMZAcJzj5oLiUmt6PpuejScWBO6OwFwX2Amau+SFb9qhz077V6v3lRvagIkciucIegsidzFmH0ULMHRIskVGKPLBUiSxj9ElMVaIJMqx7Em28zieLoYieZLO8cG8kNzAuF8w/92NjxjMtVJFrcYsV1ojVl1aq2y1GSiLzqiUd0OeuQhyJxro99lpnSSgU5gUSo1M4VHIb4CBdTyyBnE5SFwFA9solwPxHShQCLA7AeqAEvJ0cJ/gthF81wttOtxvHe4Pdu8GiJZIvojiBxhzhNElhCgDaDFAlqngER8rB+O/k92/swPHyY6TeOthsueodeBUlGIylHApFI/BuM/p89qdHVyoHSXbAF/W7e6zulNas+T0abTpjzch589eYRpWQVX/MyarvmBqnrLWzXskY5r6eUfjmKF2SFUxpq28bqqdtddPmRvHdbUztrp5R/1LyvA2ZPmccG32EGtdxHIW/hhxPQA0V43N/boatLlWWnemtqbC3nDG21ib0jUuUc5PmcCvNvxLxP0z43vFuRc82oCktqmxNq6T33ArlvyaJdJ4yy2fMTdNmJrGtA1XzKqoRjrgcc14kGkreAVApnh+IRqfj0Wene1e6m5dDAr3I6GFkDDFs0M+bAFAX9qdnx3uAkId+MgDhM0j6JYfzaPcPoTkfVAxQB6G4sVIuhCJ7jFMgRMLYmwvFNthhAMxtM+Iu5Swz4V/QdgWw6+C6EOb/7rJZ5Upz8g1dRptrVxR19TYoNJIdAZAowpaTC61Qi5TVys1BpWmQaq0KtUaSVNDXWPCYv6Ocxt4aA0VfyH0ekDcRrlVr38dIfJ0cI8L5lByN4Dvw9g2hudgZNMFrnnAFQ9UgAKHAaZIMiVSLKHMISYWCaFIBk/45BEbLQfjx4nsSTx7nOk6jrUddwyc6g5F0gSZxogMSWFu0Gp2gE4n4gbiXs81Qhz3U6LaQEmkrvrTHyKen23QLdyC1/2rW1vfqa4dtVRPmKqvqv++4Wgc11dPm2uuWyqnrXXXHY23QNk59ZkxfeN9n/I1rf+a8nzP+Lf6uNwgs9bh+5EB3vH2e5hxwad8gBhG7fI2XSMsrVXW1TRUn4GktZddiieU7Tlt+Bh0Tft0AUm1sq4ma1CMOxRTTvktn/4xYVpwSa/oG8b0TePGxpiyOaxtPu+2X3L7J1BsHCVuRYKPs9nFdPJFf+fjrpZ70cj9SHgpEh5nmD6nd8zle+sBcx5w34PlfMguyu/6AzswmkfZPIIWIGTfjxY48TCS+h1Jl0KJIhf5HUkdUMImhOdILseKuxS/SwlbKJbDuS9e5J7Fe9sEOOXSMzJ5vVJV0dhUI5XUyZQqtd5vNHIOU4VU8e9meYNC1Y2jCoVsMkR96k/QJrNWLp92w3lMXMFCyzC+DQkbPnzdh+ZIPk8IBVrcofk8yRdIocCHiwRX9MHbALTi8eU8/jwcKPqxop8oYkwBoUoQfowJBVwos5HfibaTVPdJqvMk03uc7DrO9p8aSSWTAZwFQBZCUR/iA8Amjdqg09NO73UhchlGYhZHq07lrflzgTO/jbnuIOqg5C+iseKs+s9Rc+2ksXrWXLPokz3wy27aGu94mifNNZeNdWOWph5lxUXVX/Ou5g+i/TVvWWlBDi4I+UF+rRX+FnctJ32fE67PYeAZbXpFWz+HXS9QXZ++0dFwuqmq4szpCk1dLdxU6Wus0VZXVNVUYArpbdT8grXc86tvg4qHfvU9QHnN0HxVL7nmkMbU0k6nrR9wjELwKE5McfiTZPRtR+Z5V9uTzta76fgcx01i+AxNXg0Q/S7fnAt4BviWQeg9AK/40GKA3UPoTZTKk/wBTpUwfB/wFVC8TAlFPphDyRzD5cVIXgivIvgOGz2ItB6w0U2CyRH0ug95Z/XeN3vP6wwepdSsVAB6BWdX66QNDQ11GbMqd1ZcHU5LZM0VUkWdXNMskf1d0zSbDh2MDrQ4dAaFjFQrnwPwOsyu+5lNP7HDJDfw0CbOb2FMAef3SKEYTB9Es8VwokjxeQjb9iObILThhfNwoOQPHPoCBzBe9AeOfHgxwBaZ4Ek49TvZ/U/L4D8t/f+k+w8jqaNE56mLoUgXTqYwGvMClA+hIAxweqM4d4EOjnNCwgX2Q/hFqwmo+TMgPTOD6lr1Z9y1fwjyykuG6llPw4S16YajcRFULHol8+7GRZ9kxtLQK/v7iqHmoq7ysqpizlH3nND9THl3Boj8eX6zO7CSdS+nga0e/GsC+BL3bvVhW+2B4jn2c8L9BNUuOiRBWaOk9m+vpFbfUO1orG5RNw/apEu0+Y1gvevXztlVM4B8CdHd8ulHDJIZm7JL08hr5TGbtQ9wDxPIjVD0aTr5IpF43Z69m46/6G17M9B5Mxy6HY3MBcVxguq3Oyc8vpsO4KPHt+NFVjy+XYLfB9A8Le5j7AFBFwiyHCALOFuk+COC3cPpfZorCtH9YGQfow+CiWIkmwsm9wRxA2O+ONxvbOAjR2BEa4qaNB0O9ZBbdZf2XYYdpFZ+2apcSaNHY50tkKtGpvhXfVO1TOHVa750sIsEwBqkTo3Mo9EMOB2rPmYbC63CzDoT3mQSW2Rkj40cMKESHy9H2sqRllIkmWeDRSZYJrgCQmyC0IYb3Ad8ZRgrIUTRj5UgtEAyJSZ8zCVOItnjdM9hS/9xvPso1nUY7zg139oxk8xcjSTCKHE2lEhRQpsYPheJd4mhJEKG3Z4uAAuqFGD9H2D9X8qaP1Vn/oe9uUpZ9WdWcvqStvKKrvqGs/4hrn7FaG4DkmlLw6SpbtpaN26oG9NUz9kb7oNNX2POXA+Ru8DlL0V+ZgM/0vDPlPdXC/gl6VlpQb/F7OudgZ0+8WsCeMeZniCaFn3jiFMx6TV66isYedVrQv+YMj3C1E8x3VLA+CBgv+tVPUK0NwHtDbtqxqWOappZrWwQcA3DvllauBMK3hGoJ5nso7b4UmfL476O7yNDL3s6Xram76fj1zhijmFnIXTa43/hBrcBaBMhcwhWwoQiHtr343mMPMCYYzZ6wEZLDFNg6AMmdBROFthwiY/sM8FCOJMPxXbY6C7B5QnhCwDeszkWzZ4htSZj1Ex5tVOQ8i5pv0W6x2E7pVO5ldJWl3WCgLshJ6XXdNmNL6PQpyjcZza45Q2ishnRqACdbsbmWkGj64HQCkJtsckNIrqN8TmcK4vJPB8rBKN7XHCfCRaFaJngyjCx5w2s+uADEM4DUMFPHPjRIoiWMfYA48p0+J9M5+90z3EwexhKHIVaS+m+U/MtrfMtrbOJluFIMoFirUJoMN6CQ4gIk3E4kIIC7S6Il9ZfBhoehjWP2wFBVw1KKq31f/UrK0eNdUP6mglD1V2/9BUpfcEYbzqbxw11U+b6cVPtpLHqDiidtTc8w40/kp7SpdB6B/6zBX7B2l5Sho8RxwtO/yPp3Wz37XQFCueo0qDwgjF3qpq6ddJPUfePXuaSW5VV1z5DVPdgzQNY816wPSbNDwndI7/+jlt1C1DOGpsv6OsFZWPWZboM+KdQZFFklyLhpVj0USb1sC39dfjiu6GzH65c+Hh+4HFLajEWmhVC0xw74oPHPciS278DBnIQWUbQMsbu+8k9CN9DiRxE5kn2kIsf8pEcRZRobp8R9wJ4nuT3SGFfiBWC6ZyQ+kULuwi25vbfNDknVdqoWpOwqO/g1teCfZEwDTkUA2YVpVf79dKYQdFtlF+06drUknNGWa+xqV0ny+iV/cbmqy51r1vnMui7nc7vILMFCuswv86Ed4R4Dgvu+bA9kj8Q4vswti9EjoV4CWdLJF+CA0UYPwCgPcCfB6CSP7DrD+R98BFGF+lQEeWOox0nmf7jWNshFz1io6W2gVOTLZ1XQomriZYOXszQdEco3BWM0hDcQjKdNJ8B/JddvqyhYQhq2hgifwx67odMw05JyiRx1//Vpa6+rKkc1VZedzTMu+vvgbI5a92kqe66rWFMWzlprL7ulFw31z32y98GzeudgV8dgVdR25OA4SGkfcOYvoWte3304eXg74nMyXj6YIh/w5p7jZJhh3KlHV3rYKa9qnZ942WXatGves8Ynwe0tz2yh4TuMWactkimHfIbrqZzhnpa2XzB45gK+Od54WaIf5gILoXF56noQiL4+dK57xfPfR4aeHu+bzEVvRUUJmjmdjx8jaTGvcBLAP3mci/7fEVCLBHhMkxte+BNhCxiTAGli4xQIOhdgiuF43sUnSfZXYzY5+K7yfZStGWLi65w/D5M/HBDz8zuOYOVUCvH/NYPEeBjzP8s5L2LmS9qGnotMlErZ5XN51yaadB8i3M/C8JLov19BPzVSW/0iTvno2tnE9fCaKfDPOb1/UDEPTS6y0T3uPg+Hd7HyALOl9hQkQwfcvGiEMmzwgEbLQS4gp8og8ghghcgbN/rz4P+MsGUMfYQ5woIcRLJniQ6TuKth2ywLCSOMj2n5lrbx9OZoXjqHB/rjiY6gvH2UDLDBJMY0csGe/zIlNfSa629nbD9Zynz6wr6NqW/IyiB5ipt5b+G9FVT1obrjsYR1ekLqr+mrXVz1poJU/V1c924vnrcVHvV1HDb2/gEUjyjtM95w/uQbSmgvgObXtHG1TZf4QLz+2r8ZCq91Uv8SIDPKONL1tTrkKc10rch8GMYTGsb5XUVAUn1Iqj8mfI+IbRzNukDxHLDpRrVNY6ZmoctEkJelzDq5yFkmsBHMfq6wD7NZp5mM4+y0WetqVftqe8Xz/4YOfd2oP9JZ+tSMjLDc6MkOQD4rrn9Cx7/C7Ptld29CSFFFCvjQt4X2ETpPE4VECJP8gdMsBRKbNP8PhfdQrEdKHAQyh5ku/PJrnwks8/FN1H6Mxl87wIuGfRRneIO6/wY87+Lok9CwA3YNGqVXbVqOkzyDrM+bVSMYa6XKXKzX/zSw62fC++PtHxv4zfPR3KXk9+6g8MY2O1033URK1SiwKW2+dg2zm7gdImPFgmuJCSKfPw41lLkInmULsNYCafLuHCEskUYz3k9W27fPkwcgtgBiB1gTIkUy0KsHGk7EjMlMVaKZk5Nd/WPhON9DHc2FOtggt2RTH+irVUItTBcN8nOksEJq2wClf66hK9cxe7HzI8ixiVey8rPKKr/jksrhvW1M9bmIfWfl1UV14xVN92N8x7pba9ySHNmWFs1a5PMWhvv+VUPMcMz3vGUME+4VdMO6WveUhoKrnYTz0TnI8b+lDA/Fy3fWuHXQcd1v+G8TTVqlw/bFVRzpaO5jpRUX7FIFgKa97z5g+hcgMzjNsmMpeGqoV5QN/hVknaz/jqOXcPgazR5Ix5azGbvpSP3gsGlWORxJv66p+3b0LmHqexCMvqsJ3MnGZkOBq+x/DDgvw34vjsd2wByBNOHJFv24zkPuIrh+5RYJLhDhi2Hk8VosizE8sHUDk5sMfymGC8m2o4TvdtieBPnd4PJNSr51eZKKKVn3YYXQf+HFPQhAd0KmG7A5rmA8ypoGbSb0hZDQqeOGVU9ZnW/TTfk1D1gXJ8S/vXeYO5y+leP+DVL3OLBNqvhrMmxiSfyYks50b3PhQ+YSEmMlenoPhMssNGymCyxof0AVSDoo1D0kIuWA+Q+iOwA4BYYKPjwAgiXILSA4odctCwkymKyFEqV2dhxvP3Ug/NXppJt56PJNMlnMK5VDI+2dg+nsj2s0IfiM07fOU3zJCFfvoh8H4SW++ERsOmcqX7UL9HUn4Zq/+pXnBnVVk5Ym6ZMNeOm6llzzS2bZMJY3y87fUl9ZhFULribFgDVIiJ5xFomAU1CUXvWJLnlUdz1qa67FZf1zXdA9c8UsNXHfY953zLWe4jxZdg96zMMGqQXbIpebdOkRz3hVHWo6qcB9WfOdtNrmHbIr5iaEXmjvamxzWSY9oA3SGKaJcd4ciERvhkSbsWEBY67FREfpGLP27JPOlvvxaMv2lofZhLXo6G7scjFAN7v8I57gTdu3we7N+dD9lCqhLM7Ltc2FNglg/swVkDpfZo74MJ7bGSHZvNsaIMUcpF0KdpSCGb3+VSODuWSXat48JnLEVHKloLQShf/rY14n0GuY5YRyNZm10XMWkolHXBohz2Gi3b9BYv+osd0G3e9DHpXu9jtkfYvbdT2xdj2pZb3WW4c8Sb1mnGQ3Yj2HMf6SsGWo3CyGIyXmdQuGSzx0SMuUqDFspA4DmYPueghHSpAgRJMlQP4ro9YtbqKfqxMh4uh2ImYKLDREh0/YCKHXLSc7Tl1d/DCcCo7km7rjSQ6xVBvMDKYbL2UaO9igkMQOu2yZXX1d0Ttt/Pgj0HPs7S109Kc0dd32Zpc8kqg7t8Z6V8XzHU3XM3XbfVTltoZQ9Utt3xEX9Mr+fuKpnLO2Xjfp3zFWe/6VDe8qnOmBl3Fv9GGig5Z5YCs6qJBMmaWz/v1jwnTQ0j7EJQ/RUzvWMfnuPN90HPbKRvXVF5U1M57pE9J27hV3iJvGDY2zTlkY6bGmKZR0VjtaZJ2mIxTaOAcDPVB0CWSWoiFbwn8HE/f4pi7If5pNPq8LXs7nbgZEp5nM3djkYdpYTGdvopS/bD/igtctLveur2f7a5ffmTXDe5BaB6AthFyFUE3aX4Xow64UI6gcwS9y4TXAsyyHyuGMhuR5H4kcyDEt9jUJoadt5mCRsXLKLTSK25djD2OBS45rWGDKm7SuuUyXN08G3DMM+7rkGUasN3GXU+Cvi8t2NFEd2GsNT/esTec2hvufJsNT2FA1qLutcM7fFdR6DgMdR8EE0UhekCGinz8kI+USH4fYw9I8b8Cj2MqVAyQxQC9B/j3AN8+4MtDxAHGH+BUkRBKZPCAYMt0eJ9PbKd7T010dF9r6xzKtGcIvpuPRSlmMJoeEuMXxeCwy9OnlsUNVc+zzv1ZcuOK+yatiWpr06bGjLYGlf/5919/uCr/6FRVXTPWTOmrpg3VN92SIX3VoOb0BU3NtKXhhqPpLqy5h+nvI9pZj6xfV3PBJjtvl3SbGqLySri2SpDW0IozQXkN01zRpas9p6yfdsjfiO55n+q8oqpDVhFsqg1KqrpUDXFltV9S52pq6jRKbnkUGZ3EWF8d0Sva7ZZhFE253C2AdzYi3AxHRnHiZoS7wdFPUrFXLdlvQ+eed7Xfi8aeplNLschiNDwpCPOieDkQOOv03ncDd032L3bfOkj88oA/7fYchK+h5BZG7jChnQCxARMroC/PRPJsKAfT33ByjRJykexxuidHxTZA9pHLJaikY6jtVw+9N5L6kKGuo84upzluVEIqGaKQt5u0M6T3JuZ+IkCPBeAJj3xp43KDyeJEe2m65/f1nvyVlp2LySdRdBJ2XwJMPXbzZyZdCrYXxWyRjxfJYJ7kC1T4v+27h7M7OLUbwA9D8SIlFjEqD2F7vkARRg9hbNcfeOkGv7rAEs4WSO6Ei5ZoocwkDhLdpyb7Lky1dw+GYxlWQJGASPPdoUQXy3bAZK/N2qGqv0kpP/W5/rkfWrmKXYKlWVPtsw7wGibvdTX863/9v39XnfbXn75ibpgxNy16lPMe6ZC+6oquelh95pq+etbWNGttfBSQLWGGJZ/iGaX/EHUsguolyjmLmOZp05hPNwkZ5hBdm66hVVvfoq1KqeqTsoa05E+6sQqq/VtbXQHK6iM6iU/SUFdbfbq+LqaWXrUqotpGvKEhbtCknc6swxl2u87h1IxAj1HUDC8sJeL3I+KdUPhpMv04nXrV3fook3qQii0lY1NBdgTHZ7ngrUh4yAc+8gZuGC0vbI4c6N/ywVtOz5bXvwOjmwizzSWWqdAqRhZoMceKGwF8L8Du8skNLrQVTBUTXWsY9d0D9enNcbPqWyv1f+Z6ts6Jd3m/oJElrFrRoNM3NhI6+Tm3bgKyL/G+V2H4ieh9GfSu9Yj5y6nyaOvvm4PHcwPlqY7NC8mnIjwOmqYCYJfNNAkR28G2jQBZ5CK7BLeJ0jsYv0syewhZ4qP7VKiA0od8pEjxBVosoUze6y/DVDFA7kPIZ7f3uxvYgfEDGC+RfIEN79PRXDB9arZ3oCsYPZdo7YzEQzgdZYUYTbczfLsfiqvVQXnVqy7X3hRxuBi8xWp6LHVpe9ODVu80rk1pTkur/vrz779qzlTKz/w7K60cMzVeMdRc0tRO6mqHVVUTuorrlto5R91TVP2S1r0i5N9i1gcB9SKouAEbnojgtxT0hnd+jPu+JcHPEfv3OLCSAj/EwKeU8TFmuOVXLgTUtwH5Tb/ivkcybG7KaiUxXcOwTTVgktGSmpisfsBpa3PaObs16HT0I4FxnhnB8blwcJwhFsLBuyz7NBr+3Nn+vrPzWW/7s56Ou+nYDE1eI4lpgVsMh65B/nkP8NDuumt1fre5N+32Ta932wtsgYGfCLbOx5dxfh0itpnQNsXtCam8GM3zkVIkvS3EN9jIBhn85AbDStU04SqMJEvXWr+1kJc9xi6j+gbu7bHpIzpZh1lznXJcBuwTiHOecL2IwJ/T2NZAZPtsaO9CbPdSujjTczjRsXYuucSBN72Wfpc1pFVkNep3lLghpPJCdpNg9sjgPhffZaJ7KLWFcrsEX2ZCx0K8iHJFii/jQhHGCz6kiFF5hPxiB+6ZbS/d4C8PvOVH8ii9GyA3xPSpvmiyJxxvE8MERmIo7fX4gwgW9kNZq51urg1qq+5n7W96vW/bbDcIzQgoGfQp72ecZ71yTlFR9ce//q8//m9d1b+BhjPWutNYzd8dqppzmupxY9WA4s8R3Z83HI0LoPxzxP6e1bwTdU8Z03WP7KZPc83R/JJzfIg6VrrQXz3k55Tne4svd15c7cY2O9CNbmyrE93sCCynwbecZQnV3LE3XbUrGXldv0l51S7vNsuIptq4Tn7ebU04bIDZGPX6ehBkWuCuh7lJjhrB0TmOu0Nxj8PB5eFLb9paH2VSD7KZpbbM40x8XuQnaeomx88x9AMMfeUBHumtny22r2bbCgjtAfCW158Xo/lIapPmdhhhB2EPg6mDZFsp2lLgxHy0dVNMv4XoZViYBn2UUv4ugx+Pxn91cI9YqNdhnESts6hl0m3od5pQlazXYbwKOxcE+D6PPA9DP7rprbNCYSixezm2NRjau5w5GOvcudbzJk1dcZv7HPp+l5lWym+7gW0usSImd4PJIhEv0qG9UGqLDm8FqAMuXGKiB0K8zIQO+chhgCnDWAElyzBRDJB73sBXB/jE7v4CQtsI+l/By44QP3Wxvas9muRIlsVYwAv7QShM0bQXCpuNorR+llJ9GgS3Jplv573zIW23vXGGNnzoR+Z4Y4e2Ut/41+nqClpW2aZrpGR1oqyWaK6KK6sv6OvPKU6fV1bMWJvvAPLntOlT1Pkh4llCDPcg2XWvcgHWvg463gbdNyDtU9H6knM8oSwPGNdrwf6Mtt4BFG9Y84+0/03E+0Z0jBvq0vJaXFoPyxq69U0Xrc2wtNZfX9trNnZZHWm3k7DbRcDb7QcuE/hklBslyWGcui6w90ThTUfbi2zyRW/Hh/6ux8nEnVTsfjJ6KxK+hpPXcfJhNHKXpB54/E9NjicG3RuLY9kJbPjhTadjE0DWcWaHC+ZIJs/wm3x4J5EuJlv22NB2KLkWyr5Cg++9RL/VPOBQbfaypaH4/pXUwzA6Czvvk8B9wv4ljl1yaL3Sxh6P/rLPcZ1wXkcc79L0er+43i9u9Ik/26nStbbdax3FybOrfeEFwnneaep12s967ILJ0G7Q/xBb1kLZLTy8gzF7OLvDhDaE1A4d2Q0n9rjkARMqUmKBjZaoUAGlDwj2yIcXQbSEk2te6KML/AxAOYQ4INgCQuSY6KmZi9cGMz0UyTmcbsjjSxBcC8nE3CAvl561NR7OMB/OOv/PfeHboC9hrA0pqidY1cs+6CIgS8j/0NafVtRWXDY3n9PVXLDJzlplXkl9Y9Vfzpq/LujqLqlrrhiqZu0NS7D0KWV8QBgeYtr7qPopZ3vLOV6JzgXMNGiQ9usl51V1/eamuLYhpKrz152JKurG3PoJn3Ec0J411LGyutrKKk19ZVTT3Kuqbtc22huqWmSSYat5wOnIOKyCF0j6fUMUMUTik4JwHicuYPjdaOhxOrUUCz3PJl91Zt51Zt/2dT1uyy5w3DzLTFPEbZ69G+TmUey+2/fJ7nqs078xmVZsjmWnZ93t/uX25BAix8XyQng3GN0i6XKy9Xe6oxxNbcRal+nYChF+5EVnHM52i+4FYXsjeO+grjHQMuMzLWGWhzw4F3B2WBT25qZuq24csjxLwJ9b2Z/d4kZ/eL2Lyw8l94biexdTR9f716+0v8mId2ho1OtqsxvOumzDAaDdZXsmJtbDbd8DXA4XdplwMZguiIn9SNtBKL3HxkpiLC+E81S0REVKbOiQ5I8IvhigSzi9B+HfnL63Ds+KL3AAYgcomhMjp4YHzrZGMgGcMTvcqA+h/VjQBw164aSs4T5vWb0MvOkw/edh9FnWkjTUdtglj9uBWxFnxliXUlSZm6q1dZXXHNKbLsUtv/IWpGs1y4z1tZaGCkZe06NsyDSdOSv7a9ImXfSrbnuVi37lEqZ6xVk/hN2PSfOkrXnUpswqa1FZtb2hylxdaan+C5NWdlpkrer6kLQaqq+UNtRK6+t5vazH0HxRX3fV2pTUNJlqqwbkqhG36xrk73c7Kbsj4fH0YfA1mrxGMoM4diEAzYv8YjjyIBF9FI28yCZftqafZNLzYXFB4J8kow8yiVGSnGKZp9HwU9j/yeZ8a7X/0BmWLdafdtcnF/DD6d6CsTU/XhBTu0K4FM4epduPM13FRMdqMLEitr7F+euOwJjVKyh0rEJ6zSLr18szemnfw0yAAAAgAElEQVSnRdti1bfp1d26Zkwl0cibWx2WCcix0s2uDYRzA9Gf7dSvXj4/lNi/lNi+kPrZF/rSxt1jvLdR5xhouey3jePIMAYyFsMcLa4ke7eCqU0uvkcKeUI4INiSkNoTI0UhUqajJS6ZF5IHpFgIYEUYLZBciQ0dUcIeSn3x+N45vW/cwIoD2PejO4xwqjfbEsAZjRO0ubwcSiQwJuKDMwZzp7p2bRD4OeQr3GIOb2KTmEyQV7c5ml53+28whjZVLSGv/uv0v8/U1bVpmuY9kpt+xW2v8hYgT+kaZXU1ksqKhKyyR/53h6y6V1130yO941OO2RtuuCUvGP27sO0lY3uEaWddygs2maCsDasqurX1M17dK975QXR+DNmewspBfR0mrb5gV34QLFMO1SVD87BdFlQ0mitr+lW6EcB10eO55gOzbjdttwxA8J1I6BrFnvVDIyR5OxSaD4tL4dBDkX2UTrxKx+6FQ/fjkZcd2aVY6HFb6yjNXSHoh/HYIwL9CPo/OcG3RssHvemz1fLK7v7hATcRco8L5vlYPpIpx7LH2d7DWLacbF0JJV5y8YcofxcJznrxPq3G2dhokzTZZfXSxqa6psY6qVotlTtVcp2kySVvHvbaXsSglU5mtZ1f6w7tXoyv9XCb/WJuKJUbavkxEP3YIT7ivaOAeQR2XwQ9FxCwD3BfhL0hh+UhE91J9eyEUwehbJFNFKhwngjmaPGACRaC2T0uvcqE9qlQEUYLPuS/GGaeFlcRdMUHr/qRLx7fOzf40wP9xJlTmViH0ePTGK2kH82wQgQlOj2+Pq1m3KEszVDrV9H8XOBrr43RVPslf42Dqqse+XlbHaM4rWyosCkbpQ21nLz6ilF6H9Lc9zcvuCVnTQ28okbQNIOS6jZV9VVD47ix8bqzaQ5QTTmbHyCqBz7pA1jzEFY8w/UPIe2oXXLF1DwJaJ5Qto9B19uY52vMtdONrndhC7D6LqyZ98pm7fJrTsWMW3nFKvVJ6xwNNReMxktO95DDM+kFhj3uuN02iuKzNHE5EOjzAJdg9KYgzDHsw5j4IBF+Hgs9Fvin0fCz1tTrjuSzrux8MjYRDo4Fg9dDoQch4RUaeGPzPrI4ltSadybjd4fnCwj/8Ac2SXaXCR7xsXIse5zpKoXjh6mOZUZ4GeCfE6E7cGgBiSy4mGGdSy3RWBQav9wgkyirJcqK5matXJk0acbsqsdB7482cvtsaLM//CFDfM6Q3zv5lX7hRxf3rTv880L6YYJ4QIETqH3U75rCPJdhzyDgGqZ9Ua/nIsF8DnWvctHddNcBKeZpMcdEt+lgjo7sCakNOrrOx3fo2CETKcFUiWJLOJ3D2R2CyyHEFkr88qGrXvizw71M86cQnHK5vV6HRyRYESUjfrTT4W1VSW/6VDtXoM3JwIusudVSa208PUOrJjHNMCC9aKl1NZ2mAB3Lw5CmMaWuGTFI7vvkLwjNY0T2AFONOyVXAYNP3mCrPd0pr5k2105ZZFdMzeMW6bxPNe+R3HA1z9kb7gLSR4h60VP/GNd9T3h+ZH0rbdByiy83QO+d53YHqa1+8g1rXQBUC7B2AbNMAYp+U727qQ6RNw87nJMQNu6BxqzguNU2jGCX/L5JDB30A5dB8AoIzeL0FEneEdn7EfEWQdzFySVefNvR8igefpRNLrYkhkj0EkaPIeQCwz/wI99AeMlifaszfDFZv7mBL17kkw/awOlNUthG6VI4e5TMHoTSRT6+F8xsxNqekqE7BD8TCN2AhPte5v/nw72CG0vTNL28U0gh7ex095TNzKru2V1tzHRVl8tKb+lJ0IDwHgfnAAfAwYH33tGAHiAJkgBBgiRA7713SZv03nsyXWWW7daG7nTRO6tdhaSIN7744r994nnji9+VQMzAsBuS2Kb4OHkChh4T6cRhapjJrbzE5QzZdp5qxSWZdQrHjYI2hDOkEY8Z+OMWZNykXMu3NEm4PohcAbKyGGQrJdXNpPr4LL+QZ2LTeak4H1s0KzOvKLSHqHIbRvfE6h2xalOq3xapt+SaFbFmT2U65iuPIckJX7TPg9dBwTZftsOXbMKiORa0zACXGeCKRHHNpjVwGCDI5BhFEjEHsnH49pRkW3L0rJ02mk7qUse3qeOEcXdyaZFjZmKXNqXHQFCkPo2LfESAYW+wCpeMkUTeL8U+biI+7YITexFMOy+xjpbYCGJ9HBwcH8l/ek8Xe68c98yPjfQmPmqkRlTjHwUJz8Lk2GZW1JAAOynH9vDjR8W4FTs0oaYsZgjnndwpHXUtjbuSDvajKc2shH5RahuUHGbGMuKeYR7d50Y/1eCpDjqrlMSoIDArycwiOqMY5BSSSEEqtZwGFFEpPibbx2ZV87i1UnElgtYhSA0s6NSq6xBhk1rebja1mYxhlapaJGoTSjrY8DDA7qPR+1Lw40TiMo29ROdMs3krkHADQo6Ekl0huixCt6TqI73lwOI81qYvyg31AnkZV17KFLbQBM0EpieemY0hZSbE+8jxquSkJgA/KmPMG/krOfJlh2jaJhrUQH1yTp9WMG5Cp23icQs6bBIvurTDBjjIJlZxaGEREBRA5VyOF6BVC9itUq6MQtAyOI26vAWNc1+k2uPyj8SqHUS7L9PuKY07cv2qTLMqNe4hyhNEfSiQbvLgNQ6yDYkORIp1CJ5hAOsAvAvAm4j0mkmjIxHIVDqFz+KImSwniWqIjSlPjdktFQ6l07v0ibbkO/r475byOBsl3FE9yUl6Ro+7x4MpGpPOF/AKQQoSda8s8WEHO2pMSRoQpHSBsY2s2HYBrpGXXMZM8tKTRNEPKQ/vmaMehAiRIeKzJsrTJlZMMydmQJDUI0yYkOMGRCn9SPJzA2daS53SMNo5Cd285A4wcULFGJETOpDUdm5KkBHPinl47+5t7LOHeRBZzGUyEkkaPLWAQi/AUQN0aoAKVtHAJi4c4oDVdHo1wAhweCUAEAA5FTy4RiRokEsqEH4xDJfy+S0GfZNKMZ5ub1Ep2yB+N1/UBvEHYXCazJwi0GZwxEUqZZHFXWKDS2zeFgfe5sIHYsWxznaiNB8pDacqw6JM3wUrGrjyShCtZvE7aLzuZEZpPCkdEx+kxxUTMNX0lF4hfUROG9eyhxSMMSVjRMWbMiHDKrBTye1XwmNm0bRDMaridIlZ9RCpic9qEbO6VbxqHr1ZBvQo4FYh4KCT2CkpWZDkucb5QqzYRWR7IvmBSHUoNmxK9Sti3bxYMytUvuAqtiDhkUC5xuSuQYJVULABoTsc4TwTWmKDS1RgDhJdM8lUfDpTTmeaINjJARzY1IyYmGEutk2DD/BiSoDHmdgHXcqEd8P6o2qhk/gA8+hbMiG6vq640u8p82SlaxF61O2y1EcN9Gfd3JguIKFPmNIDp3TDuGYA08IllrPiPWQMI+o++cn3loQnYWJMEyOujhpbQ3jUDER2CzBTKmI/HDcoxA7K6T2C1Crc4wA+ooYU00iPrWMm17Pjq4FkLymWFfH4q++/p8U8oUc+KdXw3G5XmkWhY7G1eHIOmZqJo3hw9DwyuYTGCEK8MMjtQNAmHlIvQprl0joEqUHRkFTuR9FMJruQCwel4qBQ2GnVjWbYuxWyBg4vxIE6QV4fmb5FAacIzEk8bo3BnGeBS2zeGsjb4yEHUu2+ynQo1pwo9SdG25Y1Y0hhboflIzxJEw0aZIu6iOz8xGRZUmoWNcWMxaTj41ykpBYxa1TNHkQZnWLago2/5dbPpknGdXC3jD1tl0zYpaMmZEgnqBHQWiRQp4RXBdMruNQOBX/OpZ21yGphsigl2UQidqnsqwb7JirbhtFDWHIgUOyimh2+dgFRv+AiC1z5Ggve5CKLIH8OFGwCvAU2bxmAl9i8eSp7jsmZ4CHXynRGJ1cI4fEFYkkWnW5KwFSkYMZluALqE0PiwzTC41ro2WYRtFFAL+ZE8BPu0uPu2EyyxZWpnp6mloagP9sgxEVU4J7UEh+3saKHhIm9CGZSQx5AcR0cbCuQOKhm1fHwfnYSLfppyoOvDTH3goRnzcyYJuKzJlpkDx/TxcP08DGTckoLO6mB9DSQ9Lg0+UkpLqIWTC2jJpSQY/ixDx99/903332txUenUTBszFOPitvfW9fTVpNnk6oBtp7KMOApxUzAw2aVEKluMquEzmnlwT0CtF8k7pWoWlCkCRG0itBqPlzGA+s0Cp9MUq83dqdnTmeljzosjagoyBeEQbiRSpvF0Z/jGf0ppEk8aY7CWmVxdwSiY4HsXKo/lel3pMpjnW3flHlidm0qjNNi5RhHVE/nDRCF7mQsIyEmIjIWHx3FjHokjHogio7KwmEqWCn9ItaYnL1oBKeM6EKOfsGlWMiQHhZrhrXcfg23TcrskrI6pZwmKadFwhm1yhZzjbslaet5ulEFO5OEEybEFkLiQalpC9GccoUHPNGxSLmOqraE8j2RfBlGlrjiNRjZFMgW2Lx5FrgOwbNMcIcnWmNyRwjEKSrzOV92zafWqim01NjoHAI5C5OYlhDTSoxvEsank59kUaP94JM68EmLJFqacAcXdScu5t5/uHvPmG56sTQz92J6cHSsv7k8DcFbEx4OAIkDQkwrI35az1i0c1vBlE5OQhcY34MSeqXEepiQRYzT4eKRmPvSp7cz4h5VpETU4GOCpMgA9mmY9KSVGRHEPQ4mPclNfmaJv1dMis1KiRInRFGjnjx7ePfR47tyzNMSUoKXlqDEx/mtyMLi1NrGXG1FtkEroVJT+QBJCdLNPKqLxy7kc4pAZjmHXQ6ATRCnl4t08oRjUkUfgnRJpL069aDJ2KhUNimUnUbjeLpzzGDs06hCsKgcAOsAVieO8hxPa8ZRRjH4aTJthc7aB3jHXOGpQHIm1+3LdYcK264158yW89Kec6yzLMst/VxVH006nsrgxSXinz0LsZJ7EXIXhKsH8Xmp8dm4aB8TVw1TwixcgJI0aRCs55t3PZlzTtmEVdwuZo8Y+V0ysFPEbpdxevTCFzmaOZd+r8Sy5Ta+yJTXsFKR1CQFAVcJIgsS44FAdshFNnjINl+2jyo2ebJtvmIdFC1ByAokmqcDs2TmHAuc5fBXQf48jTlHJEySGMNc8bV8kVRDIOpTsF4c1YFJtkU/a2JivLSH3bKYRkGEn/xQjfkejf+eHP8US0sBBNQvE6JzPM7Nva2FraUXG+szM4MtpSZpwn0/LrINSOiCoqf0pGUzY1JFagYw9ez4spTHXdzkahCfQ07IpiRlURKUUfcZ979mP7qlirqbEfNIH30/HfMkO/FZWuIjecIDZ3IMEPkI++Ru4pN70Q/u33346PGjB5LEyFxsdEny01x8nIgSX+E2716eX727HJ/o8Bdn2Ix8g04oFvNQHl2J0NMVkEsJlGqgQjUUtMJVBl6NHGoRC1qFcIeQ169UdEgUtUJhvRDp1qiHDbYxtWlYqemRyf1sTgMXqqIwGvCUPiIwgyMv4Km7OPypAD2AhHsc3rEQPVIZL0xZ+6aMY0fOq2zfmcp+ZMyYFGo76YJemjAjCQ/GRHjwcS0QoQIk5FKScpnkLDI2n4y1EVO4cdHW5PhuPm3CjE5lKEf16IAa7ZSwhhTwgAzsVQsnzOKNfO1GkX0uQ7VX6jyp9cxnqkM8Ei0+gpoQaybRu0X6Za5oC+JtItJdCN3lCrdAdF2oWBHKX/Ckayx4msaaZHAXIP4CKBynsZ5TmS/InGkivZ/FveYQorkswM8ES0mMdEy8JyWyRohpk8bUgE8CwEMo9l5q1C1c4uMUGkFjkiAa8LvEmMx0zfjE0Pru5vbx6cra8nR/vZURx392153wuB/GPFdT51WUOSO1Q4Cto8dV4GNq6PEufHQOOb6EgQ0wE3OIGEvyUzjuceT976Ie3P72269j7t7B3P829f630Y/uJzy4++je3Qd3bt+5+zDq0R3c09to3H134rOy1CdBSpQ4+hFIimtrqr76+derd1cHZyetrdV2ozTTLhfL+BKZKCtNkpuBFqTBZS5uuUvgcUCZJpbHwSu18r0qqFrLb0Z5jagwCHJquYIKEK7kCGo4vGYev50vaOYKCmlML55ZS2CGU0i1Kbi+VOoSkbrOANcp7D0OdALzjwWSU5XpzOi8dOZfOPIujWl7KsuiSLMq07UDyqJUOg+TyIiNwj59Fn3/cXzEQ1JMPCMhQYpN4iXGUWNjjcmYEoBQhwC9cu6ABu5V8ltgRrcUHNYiwxr+UpZm1+c4qcg6DWachwvOwwWLmapGPl2bGkdLSBAnJLvpnGGOeIXN24DhXVBwAAn3INEOB1kGeC+4glVINg/wJ6jMWTpnGkCe09kLVPYskT6CIwwC4DWrSOyiMYvp3GwyITcxQhN3D435Lo30RJDygIW5/yT+6b9GPvpLUpxACeXkWY0WMV/MVut4NfXVkzPzSxsbh+fnS4uzTS4xGn0rM+FOryCxl4+dUFJHFfhJJaMLTg6TIopTnzoSHpkwUYXk6EoAH+Lie8TUKhY2j5zEiLnHeHaf8OAW6c63smd3kIin0uh74LP7jMiHTx7cJ0c8kkfcz0x86CNFt3ASfPQYTsJDu4o7v7T45re/vfnp/dHLs6HxgQKXzlegyXbpjXqxzS735unaK22N5boKt6Q8X1SSzfW4+AE3UpWDejOEZQ5xkRUuNcIlMsjPhyvFwiqAE6CzAyx2HU+YTWZlEqjdRCicRCpIIptSCDVk+jyJtUCh7LOAIy58yhUeoNJTg+Uqzf0qM+8yw32sdWxINJtS7SBb0ETj2ZKp8VEYflxkOimxWgw0IZxWORyAGUE+bUTLb0NZI3rBgBoc0gjbEHYDTGvm0/o14It0xYt02Xm1622L/22T7yTgeBl273id3TpBiEt04JOg5Hg4NdlEoYWo8ASNt8bm7EGiQy5yAPG2AcEOj78No+uwZAaAJ1nQFIM9woQmmOAYmTaCJ3enpA6zwWsFqKyAwsylAubUZE1yBPHZ3dSnX9Mwd8mpzxKp2O9wSV+nJhBhUmaavKg4oyBPg6h5HD61riY01Nc/u7ZxcHG1e36xONyWxY5BIm8FiJG9vIRBMX7RwJzW04aRlHYoMUSLLyVEauPv5SZHVtAxVXRMMx9bD2FD5IQi7FNv6uPi1McBenxpUoQz9lE65ok+9jEv4iEz4oE17lle8hMfISpMjQizovIJMXo2rjmUf3B29MMvv7z54fXhxeHq9npRvtHjEuZnyzPsIoWSl+VU1vltwXxDQ1DXVinuqVF0VUnqypSNfnmwUFrpFpbni4ryxGk2fqYVddvgXJWgSi4q44F+BruSAliogAsHlCfRkIQkMAUvwpFqyKxlBnjEE52CyCmqPEPVx1LFsd7+0p535So6NNlODY59mXqOK+xjSdypNFl8xLictpWrPChzzDqV3TChWcAeUgkmtJLVfMNWoWEjSzNlRXrknHYhs47PmrSI9oqtx+XOo4D9PJR/Ve0+KLMdBZyrufoGATsIYu2pKQAmBsQmC/CUHCq3ny1eBpFtLrIP8HcBcJuP7Ark+wLJBiCYYSP9gHCMCU/zhGMscJDCGUol9uFw3Szoml8md1MZmXgiNTb6/pO7mNgHeGIcF6biIUoiRI0GqAmcVLUWzC+w+kpt7mwZXUBKZCaFS7xjI+PT84sbe3sHlxd7uxsjlRnK5AfS6O8L8A96eLHPdfR5E21YTukAMTX02ILkhxlx92qocZ1QYisnoZGFqaJE1BCjW9nxbVDMsAw/LMN385NClGfluGemmIfy6PuKmAem2Cc2zIM6ZmIzL9FHitbi4gtN/KnJ3pc///LDX3+5eHN19PJqbX+vsjQ908LxZEt8hZrMdEm6U1LqVpUUqKuLNJ3lipF6xWAN2l5lbamwNJZoWiqN9WXyunJJWZGmMF+d6xLnZ4kKM/m5GoFHI/JBUBUdsDLpEgZFTCQmJuEISQQjDqijQluo8lwoOgTAQ4H0XKk51Rgu9LZLR86uybmnNpzrrIs8WTsbaWCCllTMgEE6qWF388lNAkYZm1DOxHUpuQMKwYJLcVqRuek29yl43VJuo5Ddo+CuF2iPSsy7xfaDMttJuf2wLH3NZZjJUPfqeF46NpOYyMTEJ8ZGpURGYhMSNThCiAjOUtnrFOYWm7fPgg5B/iEsOeBJVlncaQ48ACGjHHgS4I9C6DAgbMeT+ulAK4t7LSCRuBmAAE97lID/OgrzCJtAgqhyNZevAHlSOI6VisjZTrsiLUPncZucdoSDMqJIcaUu/kRf/8zU9PLa7t7R8cbhzouZocoMFMDctcTfqSc/bWBEjEjxkzJ8Hz++jhpdSokJkGNDlOhWENPBTeqA4luBmG4wqZePHUSxYwrKcw1jXEHphJKKME9yEh9xI+5CkXeN0feyEx81MGOqGNHZuGi7gDAQztreWfvpv/yfb3796eT11f7p6ez8XI0vW6egFGeJusLW9mpLYY40JxOt8pnryuT1XmlDubQ9IB9sTG8JWusDlga/urXC2FFjbqt1ddZlNAZNLVWGkhxpfpYyz6VyWmGHFtLKeTAKoAiTyKLj6LRkHB6fRNUDcKNQuCmVb4vERwrVmd50bnceG6wHKuux2nSsMq7I9YOQZB01NLIgekwkgomzYhO0qcloUlwJQGqUsZ87FYdlmdt52pVM9bhZ3C0TtMpYy1mapXT5psd45HWeBbPWPboRLX9Uwx1QQs0ysAQgGXFYJTZRh8Uq4qNp0U9lcXG5eOogW7hEZ25TGBt0zh4T2INE26BwlYvOQ6JZEJli86cA3iwPHWELu5jgNIPXyeZdk4vUFBp8O4XwfVJSKous0QuMVkGGXSRTMXFcCoVHNxslWU51Xo4qLVNhNghVGg4Rwpn1rL7m2oGR8efLL3YPj1Z3D17Mz86MNFc6EEHsbVPUdyUp98KMmFYgOUSJrqbEltNiSolPGtiJbVBiFzdpQJzcy0vs5CRMSHFzctKwMHVSQZhXE1uAGFvsQ330fXvi4zxcVFFKhA/7qIUV6yNFFkEpjfnymcneqx9+ePnu7duff3z18/vtk/3h0SF/cZpBQS93yxr82vYqfdAtzUvje7Ml5QXq6iJZQ5m2u1bXFXLU+fQ1pcZav6UxYAj5LJ31+X312X3NeS3VznBQHy5VVZcYgmVGX77EZkY0ao5Oy0OlLAAFcRxaPJv5iMBAudImnX5TZz7QaJalsm21fk9n2JfrTg2OY5VuFVHMwvI5ieNAn51PYj9+FP00JgYbHW/FpQwaRKMW6YxDPpemmrUrVnM0Y2ZRtxScsaBbuap9j3E9T7PhNhwUG5ezVHUCZiVICQuY9RJeCZuSQ0o2JserUlPQhDhp7BMw8rEVkzTCUfazuKsscIXK2QR420x4j8Pb4UsWIWQDQmcEigWRclksX+arlkB0mgENCdBrOJgfyyKBMIUjpBlM/FwHvzBL4M6RAGIGnkPQmyXpGarCPH1BtsqVKTJYRXYrTIWJIIJrrvFNzS/OLK+ubm/Or69t7R3OL063t1YVWmBFygNJ5LeG+LtliU+qiBFVxIgGWkwjPboZiG/nJg1KCcMSbD8fOyROmVTjFyysaT2jH47vYEQ0MZNyU5/pYx/akx958FFlxOg2OClMj3PiYy281KG2sp3To8u3ry/fXL3/7be3P/+8f7g3OTWWl29TypjZ6Xx/saq2XNtari7LEeRlSgtcuuoSQ22xpimg7wqZGnym6hJDXbmxLWgLlKaVedNCZRl1fltXKG2g1txXp+6oMrUFLS0BXX2psrpIU5olyXcgVi2XxqUmsUiJHEYEmUZlsyvluglEvKnWrMjkuxLFsdl6YXaeSZW7AsmOWLWuz9o3FC5CJk0iLTYqSUMm9Mv5f/8Om3NK5tNVIwZJv5rXgtCGdfwxo2AlU7mao9rK06/m6qctihKYZiEl5tIJHoAaErIqWbgQRPVSkz2kuHw8JjMJg2Ki0KgoD4E6yBLPsJEVJrTGQVZZwD4H2QbgdRa0CvCXRKoFsXZaKFsRirf5siWOcBgWX5MoUaUKtJsEnjyVJ4vntgNFWbDOxEtgkyCUbndKLDYkO0vrsssz0sQupywzHQXFbJCPLfY4RqcmNw4PNvf31zc31g5PF7f2xyZGO1qq/C4FL/kh/emXeswtH/lRiPy0kvS4C8QMCFKHhIQBFDeAJg6iuGkZYVpNeK4kTispfVD0kDC5S0jKTI0uJj0JUCKrKPHtvMQeJLWYitHQEssd6Or60um7d29//vHd33796W+//PDLLydXV4urK5mZRrMazErjO2wih43fXqUfqjX4i1UlucqAx1jnt9UFdK2V5tpSQ1WJsrrUVFNuLS8ylRbo8gr04Qpna4W+vkw7WGccakjrC9s6q62j9baesK2zxlnn0/tyJA4zH+JRmFxGMpuKpVHlfFkY1c6qNBsK5bFac6FzHMrVJ3LVhVx9IpYfadL2NAWLHG1GMjU1JrmKy5gx8KesyHOjcCNfv5CpGjHyG4XsFoQ2Z+JPGfiTZnhMyxtUo41CIJ+Kd2BTsih4Bz7JTScGAWo7ymhHoRY+OUhK6RSxS+jEIgrBRiVo4+N7WZJhjniGAc0wOEts7hqDv8LgbrO4GwJkE5EvoqoFWPKCK1hE5HOgoIcnuJbpMmTnarOztIESkydb4vXoCnIkAMKOgxkKg1RlkBidGmeW2Z6ucmRoDXap1sglC0iomJ7h0DQ31S2trR5cXqwdHM0sr67s7W6dnI5Mjra01laXpGlYMcyIb7SR31fiImqIzxpokW1A/KAQO6UgPpcThoWpswpKP4LtExAGRcQuOHFUTmvkYT3k+Dzs44LUiNzUyCYwsZ5HFBPjNUJSe71//+XL1+9fvfvxzY9//fn9bz+9+/XXl+/eLbyYznCqLFpeoNiak6HIc6lbguahsLE5YK70SMvyjKFSc6hcGyrXlhcqq9zScLmpslgf8OqLCjRFBX1d4fUAACAASURBVJqacmtj0NgeMHWFDK0Vxs6GzJGGzIH6nI6azPZwYX3A1hp0NJWpPOlSmwmymMSwiJ9Ao+mFaI/ZsajVHqp0pyrLkVp3odKeylUnIsWxTLOvSlvkaHNwHG4ytlcOz9jRKS1/2ohMm0XPjfxxDb9HxhvUS+ds6ICM0y1ktAgpYS6ljEMTY+P0eKydiLPhsdlkfIhLb5NBwxp+K4/cxiNN6MBWAaUapBYwCerEhHICY5wmGKVCc2x4DZCswYJ1ULgBIbswug6hs3zpvEg5L1Au8aVDLM6oSHptOE/Y72IMZDFHssl9LlK7NaVam5QvSipS4INGclBPaLCy251Aq4MdMlPDFnKeA+YqWbCUJhBxvcUFg4Ptyysvjs8vlra3Ng+PD65e7p2fLG1sDI32dYfzSrR0XsI9NP677Jh75cmPK0lPWzkJXbz4EUFiJxzfwk+oo0Q1sjANHEwvSq1mJFXSknJSYzy4Z9nY6FJqop8eb6AkskiYPJtsc3///Ie3r3989+b9zz/+9dcffnn/w08/X7x7NTczUJCltJh4FV5bYa7KW2ANBazNAXW4VFvuNhTkqXwek9+jqvPpK72qSq+qKegMV2XWlFtDFeYGv7Wm1FjlVbdW2mu8ytaws7/FPdBe2BXOrKvMCvrsVWXpNWXmCreswScJFfJDBdp0q5DKZXGFvHy1cdRoXZPrDxXaK4XhVKI4U6hPNeYzVH2uTV8TWooJID061stl9qkE/QpowioeVLDGNIJuORTgkt0svI9HK2Tha3l0L52aTSYYCKkqXKo4JUWfkmojpJYxiU0Iq4lPHlYy+1HqqAacUNDbQEKQgS9jpLrIOGtKUlUqqRfgD7ORZZ5sh4tucPhrPPEaKF4DRZMgMgFLVznIKqKYgGVjIuW1M/SrM+ZHl4xPL1gfnrA+OmdcP2d8csH+5IL58QX7kwvWh+fMDy7ZH12y/nDO+vAl48Nd/n/K0pAofAIdZuXlWPvb6ifHBg/OzjaOjpfXtrdPz07fvD5983pxeWF+dmikr8GqZPJIz5CY28aYWyVJj8vJEQ2MqHpGbDOQVAMkVDET2vj4Fl5qmJNcw0wK0uPKKXFlpJhSWpyblKAmJBFT41h0wshIx9n796dvLt/8+svr9z+/++X9u19/vvrpx/PLk8neWpdZaDcIKkqtxbnq3DRxtd8WKlKES4y+Ym1uhqwoX1eSrw14lMV5smCJtj5gqa9KqwumNwYMrVWWQKm2oVwfLjeUebRdobShjrzBNndLVUZLnbuyxB70OatLLf5CY8hrbPApQh5RoECq04IcPlOM8nNAwbrWdqQ1nkpkZ3z0XKa51Jgu9OZTa86O1BYmcfHxqdIkTBY5OZeMDwLkIBufTcNqEmJFibFIYiIQFyNIjFNgYoSx0TxMsigxXpOC1WGSc1JTymmEVgG1S0IflrKfa8F5Mzxl5i5Y4Ak1q5WVEiAltsnZchzWSCA20zidTGQcRBcY7BVAuEzjLELIvAB9AXCXeZLnHGRTIFmE0edS7bV9+a1T4JNT4OYxcPOYc/0UuH4M3DwFbh5zPjnmXD/ifHbGuTFG/Gya9KdzzqenwPWXtA/6JQ9wPBwRpBbnOfs7a4cHOlfWF7YODhZWN9cPjw8uXu5dXK5tba6szK5uvFicH2ypLjCICGLsY2Hk1464+/b4h2mY+/n4Zxlx92pZCTX0+A4opZGHbYKSahmYJg62kUsIUOMspAQuOSUxJaoh7Nu5fHv19sfLNxdvfn7z09/+9u7XH1+9f3P86nJxfrKhND3NIjBbJKW5usoCgzdfEfIb/QXKmhJZRbHWk6coyBbn5ypLCy0lhfoqn7m1Pr3Rrw+Xm7oa0jvqbXXlxnC5IVisCpXp2qvsA81ZPY05XY1lrfWe5sqc5qrcYLGtoSKrotRelq+s8apDXl1hplytEEplArtCOizRbMjkZ3LtBaI6FQrPpMoTsXJPrF7nq4NUSJFETImJZcckcOLjWVGx9BhMSnRUbHRMYmRc1OPHuIgIMCmBExeZ8uwZPT6ak4hRpGDSUpNcqYmNPFo7nzooB5etws081UqGeCVNtJEt38hE5rSMdm5qvQjysCl2gF5IooxBijkOOseCViDxCiRcgwSboGCRw1sQyjZQ7T6i3BIpFuTaawey2xfs/0r6FLj+b7l5DNw8ZX92DtxYpt7g3/oT9osbs+Q/XgI3rlgfTPD+QhEwWQJ2qd/TEPZNDnWtrS4eHB4vb+8eXFwdX7w8ffvD5v7uwou55Z3tla2tnd2NqecdYa/NzEtC4u9Sn3xLfvQXTcQtV9IDDz6mEB9VSnzSACRU0qI9uMgmONVLI1hTo2xCMhcgaOW80fGx07c/XP34/uqHHy7fv33/2y/vfnt38erl0dlpT0uwxCFUqEGzRVJXnl5bbmuoMDf4zbV+Q9AjqS5WlOWqHHY0I01a6jb7PCZfsa0haGkMmlpD1s66jI6Qvd6vrQ+Y2motHfW2/rb0rvrMnkZvW5OnqdbTHna31mW1VOfVBdNryl2+Ykug2F7ltedlaqVyWCIXwIjYzmbNKfSnWssJLDjiQEcCwbnacSZSbnOQdio3O5UGxqUmP0vARSeyYxJwzzDxUQlxkQn4iAQBJlaOxXBj4/mYWDg+mhITQY6OFMZEcRMwgphoOwlbyyG1wbRJA3feDM/peWsu2WmxebtAvezgjanotQy8j0XyAHQrg1RDBQZYyCIbXYTQdS5/n8nfYwtWecJFRL4v1+2I5DtC6Zracu1IfPuMff3435w+4lz/t+XmMXDzhP3xOfBZF/ZP0Hc312l/PAWuX7A+fC64xUSpApTe2tVSUlrY0VbzYmHp+PJ86/hobXvv4OLl8cWrk6uL9c21nYPj2YXlubXVhbWVseGusa5wqDwNpccSIu6C0XeYD7+XRt0yJTzJwUa4SXG5KY98NIybFOfEPUuIfEQgxdNZ+NaW+vn1tZ2jg9MfXr388eerH9+//enXqx/e7B3v7x0dDrSFC41CBCWbbeKGUF5jKKfab2mucrSGXOVuRVGe2JsrLcjWONOlxfkWf5m9vEAdKlGFytMaynW1PmVNsb4pYO2py+lqyW4LOYc68rpq0/ubsnuaCgZaCttqM9rr3W2hvNa63IZAWn0g219sysk0mW1qjU4tlSliyWQlm9OGanaMtnOZ4hTiHXOF5wr9IaregJAKIoeFScXGJoJxGA+O1sUWNrEQMxGw4gErjpqJo1iSUsVJOE0yyZiETU/Gl6bgQ8l4Z2wsNSqSEBOtxyX56YROEXtYwV52iA69pr0izXGR4dBrnNIwWkCin4ovYlFEFIKdkNLNES9D4gU+ugyi+4Bwh8PfFUh3+JJNoXJfqt8VSDeVlmsH0jtn7Ounf29s4OYR57NT4OYx5/ox5/oZ8Mk559MVyvUn/3wDvfvPm/Qb58CNK+Ynk4Iv8FwcImYM9rW2t7b5S7JHJkd3Dk/2T0/Xt7cOLi+Oz69O37w+PD/d2j5YWN2cW9maX92eWXwxMNQ7OzU03V+XbYQ5tAR2/MPkZ3cjbt+mPbsPxUSIox8B0Y+ZEQ+wT+5++fDe7eg4h9M89nxyafdwc3/35bu3b3/69e1vv7796dfjVy+3jg92jg56m4MlBp5GQk+zSwJl5rYaV09jUWd9fm9TfnWZvrJI3VCtLXWr0hzinCxFVbnFm40U5yk76hyN5ZquhrTGalNLhWmgPb+jPqM5mD7UUjDYkttZ5+oOp/fUOXub3UM9lb2NRS01WRU+U11Vtq9Qk52mSUszGGw2vlwpRHkGmaRIIF1SWw6VphMUvZRpT5XKM1S/ykWyUmkpERg4BlNNok+CghFE0w1JwjyNh64owIFBMlREBLOowgyaKI8mLqHw8gmALIXip7KzkrG0mGggLs5LI/Si0KCGN2cXHBZoT/3m0zLTQaFhzyWd0XL8NGweg2KgElACtpAFzkgN83zJChPa5Ai3eOiBSLECizcFshNUs48qDhT6a3uKWxfsjy6BT0+B6+fAZ6fA9TPOp2fs63/POXBjjfp5Ycw/F0X/aYNx4xy4cc78w6zgFkNME0mBvq76/pE+rye/qtw7/2Lx+PJy9/Bo5/D04Pz13sXl6ZuX24eH8xubM4uL69s7Kzv7WwcHy6sLyysvluef93c3FWab+eTYxGcPvv7+m2+++8ujh/e//Pb7j7/48vqXd/7xq1sf3Ys2m9MHBoaW9rbOX1799NuvP/31v7z6+afXv/x4+vbNzsnZ4enJREfI71LBCNVpE5cVWStKTG2NuV2t7oHWgvoybdinb6xQVxSrPRmyTKfAna3KcvAKspS+AjRYIG7wm8sKFCG/vq3R2VGT2dOYN9zqbm/M6mzKb6l2toczOuqzOxuLOxo89ZXWiiKdr1jr91qLPKaMDJPOrFfoFVazPEsncSLiLkSzJlMdIugpKr9CNQeodpnFDRKopQT6EBWY5aHLAtmSQDEDKeak1n6uqpsM9lNYnTSwgQxUcmStbHUDVdJIQsw4iJ5M0ROJphQcJz7Whk0MswgDEqhPDm5kqy78jjOfc79As1Mg3cxAO/ikaoiSTUzSYbHC1JQwJFyUGhYBZA5E1iF4F4KXYPkyJN7hCPd46KFMc+1SeeuCff2C8/kF5+bf5zl4/Rz47IJz8xy8eQ5evwQ/e8v+6BX3kyvOzUvgxiX7gxXp9ywxjQ6TuloCL1Zn6hpq81xpna0tCyur2/sHq5s7u5eX+5dXexfnxy/frG7urGzu7JyebJ+fH79+c3D1cufk7Pn0+PT085aWsM9tN6MMPj7u9uNnn3753fW/fPsfHz69+Tj20zvR/8vdp/+CIbqLK1a3t89/eP3DL7+8/+2317/8+Oann85/eHv68uXq2sKL3qayPDkkItnMaL5LUZgnqwpYmytNfQ32+kp7X0tWR5WpplhbkCPLThdo1IArTVSYJShxS+p9mqYKY2uVrbhAXhuwNldaQmWmnrqsnqaC1vrM5nB2R2NBc4Wz1met89sa/OZQkb66xFDhtRW4dGlpOqfLUeRJK3YZqktsThlaLZAvCWTbAvEujO7zJBsAssSEn1NZWzzRqUJ3prPvy9THCtOBSLXDF29A6DJTuMkRTbN5I1TWNIA+B8UToGKUrhqiyH00kYfFd6QQzKlYWRImj4JrhOg9EnA9Q77v0R0UGzfd6o1sxZZb3ydh10OkHBJWjkuR4FJkOGwIkY3AygUGb4cJbgDIOl++BSK7oOgIQo7k2mvMxOi4O19F3fkq7u6f4+58GXv7i5i7f46//VXc93+Ju/NV/J0/x9z9Ku7OV7G3v4i9/ZeYu19F3/qCEPOIh9KURnjuxfTU89G23raSQKCoIGNweGBpfWv38OTo1euLN28OLi9OLl9tHBxtHZ3snl+cXF1dvvvp5Y+/XL59u36wv3FwNDo54S/3ehxmIon+v3734OOHcRFEejJLFEdk3U4i3sKTHlAhHCyeXlx/93/8l3d/++vbn39+98tf3//y6+Xb10cvrxaWZ1dGu0NehVRCy06TlJZaK0rtNWXWrob01qCutcrSHHbVlBpbAoZQsTo3C0lLQzNsAne6sK7c2FFva63W1ldqK9yyhqClNZzeUGPrbcrvaMxtCmU21eU1NxY3VqQ3Vhvqys01JaaaEltjpaOy2Fhe4vQUpuV7sos9Nn+ZfbAhO9ukdLF5Q1zxDE8+D/GXucIZFqebwnxOZx/IdTsy877SforqD+XmA4HiEFUec0QbbHgbUWyDwlUysMkA12HZMle9wJLMMpA5oX4GNs0wuQ0MRgERr0vE+En4ETVnzi5YTxdvZsl2Cs0HecoVl3QpQzxmgMqZWC9AkSXE4p4+NjLpPahsTKBehNEdNmdHIN9iwPsA74grPlJqr31x687/9tEn//DJ9X//yfV/+OT6/2P59x/f/IePbvy7jz/9nz/86N99/Ok/fHLzf/rww//962/kcqrZrljb3ltemR8eHahrqLdl2nwlBZOT44trW1snZ3sX58evXp6/e79/frl9fHZ69frizZvj129O3745ffly++BkdetgdnFlcmLYk5XxLxjyPz2JA1Gd1mAnskUkDj+JxcMw4EgycIdAs5eUX/30yw9//e3Nj7+8ev/+3a+/nr9/c/jyamF9YWWyIztLJFRwvG5DaZGmptQe8uq6GtI6QrbuOmdDjS1UpmsOmINuqd+tLSlQutJE2RmikN/cGnZ21hqbAupQuba+wjDUld/Vkttemx0OOmqrXa21+U21rrqq7OoyY0eVtb3W7i82VJamVftdwUCRuzDdW5LhLcqo9Ns7qix1BXa3WF4McGsA5DlfNgzwW8isPhp9V6jYFenmRJI5SLTClR2onQd81TYLXKWzNpjQLoTOs+F1gLvD4q/QwVkGvABI1vnyPbF5mW/egNVzPLgTYLixWBcxtY3H6EXpLyz8Q7f+oNiwlSlez5JPm7hTBn4jE1vDoutS4pPu3SdHxTQK4FFEMYGot3nyA1i6z0UPQdEeAO5JNddu3Xv4+xs3P/j8jx9+9se/z7/nv77c/Pyjz//08c0//ss3333yp//wwc3Pf3f9xpe3v2NwU0RqZH17Z+v4YGK0p7m1qdgXMBrU1TUVU3OzSzt7q3vHeycnp2/fnVxdHV5dHl6+PHv55vjVy/2L8/Wdg/X9o4XVjbml1cnRERYqvoNjJgIivSlHoDCBqEag1CNyLRFEEqjAl/FJGL5odHrh9a+/Xb776fj92zd//fn81dudo6MXC8+nu6tNVlShQ4rydQGvvqbC3BS2DXV4B7ryh7u8XS25DeW6cLGsPFccLLP4ii1Wm8xuBitLFE1hW0eNuaVS2+BXN1caW6rtTUHnYEt2KGCtqTC3htObqzOaw67ucHpLubneZ6koMflL08p8OYGqQl/AU+C2eUtclYH0pqC9scxVbzHVICIvKPQDUgeeWYCjLnFFx2rTpkK/qTOvCxWbkHQFlm/yZJsc4QqHvwzxd0FkgQltMoBtQDBHZM6QgRUeuis2Hisz5/jqLZFhS6ToZbC6aYS01CQPIWVAyppUMhczFVvZ8l2PdtejW0oTLduF3TxKMRGriIlWRzxGHz/LIhFn5PwZoWRDoNrny49F6gM2d5cFbQsk176/d/8PN65/+PlnH934/O+MP775xw8+u/nh5599+Plnv/vkenR8gkAoqqoOkWj03334yQeffPrFt9/ioFSuBJp5sTC/vjbU29XaVtfc3pWe5XJmWNvaG1+srM+ubi2t7+6dXe6cnB29er13dnFy+er89cvTly8Pz67WD07X9w8XljeKy8ojaNxEgI/ITHKlTWHNlFvyhRqr0pjBl6njyLR/iY7/ApOcVxLcPXt58uaH/cury/dvr97/tHt8uLI8PzvRoNLx7WnyvBxNsFjT0pjd3eptDaY3VzlGB/zD/YHm2vSgV16eK6ooVLizZXqTSGuGPLloa5W5M2RrDhhbKo31pcr6gKmtzjHYnttRn91YZW0Puzrrcxurzc1VtrDPWOExVpXZg5W5niJXWaW7tMJT7HUWeW1+X1pNTUalz9mT72yVqQNsbjaZpcUTO6jsdYF4S6re1FmPjGnrsOwFR7DElS7y5StC+SKELADcXRhdhyVbkHAdFMwwuS2plCEqsI6qjlWOfZllDdHtinQjHPi5gB2kEVWJCfUgflxCH1Wwt3KVJyXmPbdu36VctYs6BVRLQqI+Ns6XENMSlZIfh/fSSGt6xaZMvS1S70s0B5BwjQVv8MXXbt2//4frN/+byv99Pvj8j7/75Prt+w88niI8npiUjP3Hjz/94NObX373DZGbCiDs4fHnU/PTI8ODA0O9I2Oj1bVhq9ORn+canxwbn1/uH3++vLFzcP56/+L1wdXLk9evXr57d/HmzfHl5enbH3ZOznr6RyIpzASmSGSwmqz5joxCe0ZumsOtteZqVFaJXEdkQbcSsf8cjSEJZWPTa3sX56/e/fT6/c+vf/51Z39jZW1mfKBWqOZk5Ro9Hn2lV9PamN/TVhYq04X92tbWnNHhuuEef23AGPbpq0qUlUXKLKdQo4dNRmHIZ+msd/Y1ZnY25fU1pI+2ZfbUOXua89vr0nuaMusqM8N+a11A31RtawplhPzmQKm9xOcq8uX4gt6ycrfP7/IUZ7lLM8OVGT6fvbo8vVolb4WRRhBpBvgrCPqCxZ0EBeuoagVRzLGgKTo4CCJzkHQaQifY8DST8wLgTUPIPA/Z4EtfcNFhIjBJhlZg8TJXdCa3byGaU7nlWGGaF8HtxCR1fIyXhmtj4Xv4xKU00VaBbDlHOaoTDMlBDzUBio41JUV303AvAN4MGSjE4gIc6q5BsYPKtoTyHS66wARnEOH/3d4f3Pz8v7X3Bzc//+Dm5x/+8U+/v3HzX//yFY3GSExMvnX3wR9ufvb7T2/8+dY3TDiVJaT39fUtrq5NTI7MLizPrywNDvd5S4sddlOxt2BwfHxwbHJucWXz6Hzz5OLo6tXx5eXJqzeHly/3L86PX7+aX1nhKtRPqUwWqlbonSZLjtlZYLfnudIKnc48R5bHoDRQAPBRIv4/R8f+c1RMXVXT2atX73/9249//fnlTz8uLc/MTvRUlbv4Sl5WjrLYrfUXyKu86rZwTqjKWhO0tNU5etvK2xrcHY25jQFDbamqwi1Jt/JkKp5ajxTmaet9lt6G9J7GnOe9ReOd2c+78kc6PS2V9t66zPa69PoKfdCjqauwdTflhCst3iKLL5Djr3TnerKLfAWVtd6cooxsd0ZxqaOyMqOsyNxkN7cKkToI6YCV24hiEUbnOOg2X7YIoxMAdxYQjbOEE2xkggE/J0GzdGiWDs0wBStC6ZHSsAaKV9i8DUCwzEY2+PIjVHcsUl6orJf69HVEvAoB5anJRmxCLYPYI6LN6Lgv7IIZO9otYTXAFGtyvDg6pomIPZJrT5TmHUQwnkrLwiQ3CRg7avRAJN8UyFY48Asucu3W/fv/dOOz/0+nr9/44utvamrCnZ3d33x/+3fXb/z++qff3LnD4uMgCWtweGB7/2BhaXFxbXNxe3dpZbGpNVweKElPN1dUlrW0NI1Pjs1vbO2cnZ+8fnVy+Wr/4nzv7OLg9GLv/CzHW/KvsRiGUKG2ZJqNLqlUa3LkZ2YUpzvdmTmlDke2QabXqU2oXBtDBT58/JgtRHZ3t3/89Ze3v/14/Pq0t7+pPVRqsUsURkG5z1Feaqj2W8rzJUGvoj6UXR2wNlU7GmtcteXa9hpba5U56FX4CkS5Dr5IwkQkQLqVX1Nu6W3NGmoveN6VP9jkHO3I62nK6GvO663P7qp1hn16X6Gmuc5VW+UsLTSVeJ1l/tzi4mxvWYG7JDvPm+Ety8zMc+YXWQNVmaUl9pDDXCmA6yWqekg2BYpWAeEuV76JyFeE8gWRcg6WjrD5iwAyTeVMUNhLHP4KJJpiC9dhybFQsceGN0HBFizcZPG3eJIDgeJCZjjTWk4U1gu5dkskGGKzrMnx5RxmlwycNMBbefopKzKsYNeJmIq4eB8+dZVC26VKtgmClRRgEkNtwqRWcWjDEvjcqtkRK9YB7iwkuPb9vfv/dPPGfw/445v/pvXnf/zD9Zv/+c9f+P2BtraOL7/59vc3bv7uk+vf3PkOlFBgMXNwsP/g9HB+ZWV2cXVt/2z3aG9m7nkw6PWV5JkN6pLCzJ6epqkXL9YP9ndPz3dOzo4vL/eOjk9Ozzt6ep9hiX+MScGBUjYotOqdrsw8U1pBWkaRQmN3OPLdBaW59qy8TE+Gq5gp0nzwLOE/RkWGwoG3P72++usvB6f7oerCqsJ0mYJrTJNXVrgqKzOqq9KCJVpfobqizFhZaqirsFQHLPUVhjqfprZUUVEkC3rlHpdIqgIYfHamTVwfMA00ZI70+mYHS0daM/oaM7vqM9vCOeFyU2OlpaJYWe03t9ZlV/qcvrIMjzcjv9hVVJJT6i8o9GaX+fNyCzIyC9LyPbbKMkdJeWatL69ep5DhcD5AOMuTbTKF82x4SSjZFCqn6NwXAG+WxVvjIFM09jST84IBrnLRZVS9I1IeKLVHCs0RoljnInuQaJMtOBArz8SGU5n+XKQ/laj2EOE8CygkYjWpmHoOdVwJjWmhMQN/QA0WUYnahOh+KnkPlOzioC0Mez4FmEmkr2FY00R6AwD18Nk7SvEyAC3w0f/h9v4fhP430n/++js6nRkXl3DnwcN/uvHZHz6+8Zd73wkVHCYX19QQ2Ds6XdzemlldX9rZ2798ub673VxXVVNRmu4w5qRr66rzJ55PLq1vj80sPl9YWt/e2d3fmZqaVGi0ESnkT6KSPn0SK0KkWdZMs95lSHObnR6rPT8n05tjcWWa0kqzi0uLK5iQ/MbjhEdEMowKpmYmTl+eT8yMez2uFn++SMoyOhT+MmtVeXqoJi1cbsnLlHvzNOGgvb7S3N6Y1dOYV1eq8eeJA169z60sdIkVGj4bhTJdmvry9KGmrIle7+JYYLLT3VOX1dmQFfaZQ8XKzhpnqERTXWKorXRUV6SVltgLS1yFZfkl/txAuLTIX1jic7s8tvxiV54701tk8vozGmsKpwqdBQinRIiOcSULTGiLJ9kUKTbEyucswRwbXgLhdSo0ReNMsfnTdHAdVWzIdec686Ux7VKbeSk3HqLKA1i5B0tOxMozselApNqT6U/kqiOBaIvPLSbglAlRAWpqG0iY1LBH9HAIIKsxKUXJ8duo7JCtX08VbMaDq8nAGp63ncreS+EMJFM8BGoTm7Yg4K3IZNe+u/vg/5X0h5/98aPP//S76ze+vvW9VqvnC5DI2LjfXb/xu08/+freXZUWpMMkf8Czs7u/uLSyvLO9uru/fXK8srPfN9DfEKoIVXjysvVpNm04VDk6PjI8OT4+92J5Y3tucSE3NxsA2YhYcZcIffggMo7MksnViFjBhlAKKFEqJUrB+QAAIABJREFUzekGl82QlmPJdGqsbID7nx5H3sHgeGIZnsNV6HSdvX15hfl6nbLG7VBoBGm55pIyZ7DS1hByNlfovFnSsiJzsNxSWZXd2pLf2expCNpqvMpgmanKb8t2yWEFrNIrKsscoTJTa9AxUpveV5fe11XQ3ZjfVp/dGDR11dnCXlWhS+z3qJrCtnC1o8TrLPC53X5PgTfHXZZT5C8qKMss8KRl55hz3Y6yYn2g1BCqcLbn6v0qoUMsCPOlGwLNHl+8xBevo6oVrmQCEj0H4WEy5zmTMwJAK4hiG5GtikRHUvWFJftMbTyV6U8Eqj0eugcIN2HRFizfE2t35ZZDhfZUpj1AhAtCKDs1roBGqGHgusWcVi4xNxVjSUzpp5DOVGl7NOk+VbZBRqdjGFuJ3BdxjPU42mYivT4B50jAV1IZcwrR/x/pf7rx2T9+/CmVyers7G5tbb//4NHvP73xu0+uf3fve6NFRBeQ/AHf6dXZ7MLi/MrK+v7h6u7+8s7hxPTM4ODg2Phg0JeVm2602XStrbXD48/HpqfHJoaLvG48h8Pjg+l6vTOjIJLO+/BhdBIZkGsMsEBFglCl0phry7ZrHSQa9NWzaEwKJRJDSiTSLDazPd3FEyJ6vdZqt+RmOfx5JqkGTs8yeAp0VRWW+vqC6jJ9lV9XU2Yt95pD1dm1QXNbbUZdlau6TF9RoHDnqBVqRKlThANZtaVmb74q5LN1VTu7aiwtoYxQwFrtNTZX2Op82qoiZXmuKFiibqrN/L8Ie8suR680WfQvGHvaRbbPnTNzBhtsl+2y3WAoZkxUivWCXibpFTMzU3IWuOw2czElZyrFUgqSKguM3T3nztx1Z617P/h8tfs3xIpnx46IZ+9ESJNKuH1JdyibDCejnpg3OpyNDsZ8cUsybR5M6gdTmtEhfS6pSdtoH6nQguJxJTOpYPIyrAQS8zLlLQl0VaC4KQYvi+QzQmhKCE5LoVkRXATQFU6/rrGvqHWbWvsKqWnIkJoQnJco5gZkBYIvYpoVzrauczZRrI4rP5X0244ezHQdzfYdjfeeMh47kDl+sAVT67C92ktVjkP1XmJ6n/DGmz03Dgjm9wnyB4R39gpCbx0P7DuZFil+EulfPPPsj9r7H//t33p6+/v6B37zws7Ht+94dOu251960WqjBPCZcMS3srk5vbi4WCwVGs3Far3QaE4tLNxZyM8tzX/52fkLI1FWQ1ttui++/PDyF++PDkZOi7pxUnZuJPLpJx988dWnTm/g5aOndx452adABGLkRL/cqnXwuPr3e4/8bu8xQZ9CIYJ3H+kSyoB0Jn7lyrXh0ZFz50dHRlLJmHcwYsDVgCtsyqTMw2P20UF1Ls5nQ8RQGD87qB5K6odS3GhKdTajy8XV0YCa1BKklopHHSMJfdxLpSPceM7y7qj3nUHT+VFzLkxm/cRQiB4KIO+NaC/m+Im09mzWlE3qwjGr0a6KZHKp8cH4cDIymA6mooGYI5a0JZL2eMyYjGoSIc25sG7MgnKQOAAgNwC6rCCvScGrcuCmGP5KBH0lVFwXQ5/2DFyRAEU5fEUgviNTtlB6hdFsGj0rnHZNY+iATE2mvNUrnBRI8oQ6j/EtU7DDO9s4UVfIFwBp8PgJ+9HD7jMnqOOHYscPzvf0r2HGpkjXPAktH4PrXejCYdnkIWnpJDx/RDa5b+CTN7s++MPxd/Z3B88If47Tf/f0s49v3f7Cy7tQFFcq0dd373lsy7ZHt27fuetljwsfkBx32NTLnZVqqz63WJoplBYbzVKtWmu3843lertRbZY/++R8MmYnWDLgtZwbieEMajLgVz89Nzs/M5svVlv1Dz58m6SxFw8cf3730d1nRGKAlknwF97c9+qBoyxIxTgTooDfPCMQKOQffvpJa21zZm62vlL/+OPzI4Mxp1aq5BT+lCce5xMJXTpEj0a5wQiVDiJjSdVYio154XiAGcka4lGN3oRCBGS3aP0uxmVBIj4mE1INx3Vnh+1jWfNE1pDy4xdzfMaPhhzKRAgbitLZsPrssDORMbu9epvbGs6kM2eHI7lYZDAYiNjcPlUkbsoktC4P5XUTqTCb9hLvWAgLJeUB4HOlagFgJuXYNAjflqOfDgBfCYAr/fL3T565JQRqCnhKJJ2TQMsosapzrWusd7XuNbOvg3AVgLjSI57rl06KoZtydJExlWndshRqw2gNUyaOHaMO7rGeOGjsOjojFdZ7wYZcUzqJFA+IakfA8hFF6YDsxm7B9GHJtd29779x+ube/vwR0c0DZ64OwH8D6Ud+uWX3/gMcpyYISiCWPPLLLY9t2f7iqy/5XDhO9rlsfK25vLzSmFlYmimUy53VWnO5ubFZaDQrzUZtdWWpMPf5B0Ner5FmMBCSOa3quVsfbNxtLbfXmxubq5sPr0/evHh+5FiPaMtrb/ziuZffOtL1h/0ndr11QCkCbTiX0VoDeucRIYShys+vXLr/l//Y/Oab+trqZ19+NJT0W1Vi0kiFYtZswpRK6ONhZihBJQNkLMBkI2QuTObCbC5pTSXMXi+NqRQwCRt1tN0Eu/WozwQH7chwlB/N6MdylvG45lya/2DMmAuiJo3EbVN4rFAiyKaThmjCanGaTB5vOBP3R4POkDecCMZSTn9I6w9b4kFVyEOkYqpUUhvw4J+5uaQB5DBpWgJ+KibuyMkbcvCmHJ0SgtMAtShHrncLbwrE8xJFUQqXFVATo5sE11bSqzS/qnN0CH5RCl3qA6YG5Jd6xV+IoTsYdw0m56RwC8CrQvHn3WccRw77j771oULagaiWmK324flj8uIhoLJbVDgsmzki/fT3Jy7v7l44KL2yp/fanp7qEUnhkKAhxH4S6SeffubJp595fPuOf/nNb6QyxVu7927Z8fQTO55+YsuW53ftDPo5hhuwmtlitdZoVgvV4mKpWmsuN9bXamsbjc7aQqV2e2Z+qTRfKee/+OI9j4u3WfFb1//UqudLs7fqrZVSo1FqtucK+Q8/eZtWcf/0+r7dh3vNuNaN606f6GNlmIvRJy1eC2fZ3yshEOiLq1fv/+WvD//yH42Vlfc+fj/q1utoCaalXH4uGValUoZ4nE9GqNGEOpvUpCNcMm5KJo3hGJ+I6T0OFFZhiIo0GSinEfYYUZ8JjvnJoaRmKMZPDJrOZnQTSXYkwmb8aNABxdxKtw2I+AmvmwmHdGafyxAIJIeSiWw8lI0G49FYLhxJONMpx2DKlkpaYjFdOKqPRbTvBTWjFowlBA6h6AMFOw0ykxB5W4ZPShUzYvh2v3RhQDYnA6+LZHd6JRUlvkbr2gjVUpJtjF2l+WVSXZSh13oHvugauNEj+2oAmkfZmzC3xJnaENMWSupyyfhAT7Tn8Md9PVOnxPVTUPkYWDmuWD6DLuwXXX2z+8qe/ht7+6f3CqpHFIXDstk3ehf2CUr7hPkzwN/g9GNbtj334ksul2d8/Oxbu/c+tmXbE09te37XS+Egx2mkFgNdrjSKtaV8qbhQKtTbjc6D+63Nu6Vme7ZYmZmdvzN5vVxanF+Y+vjj87euvF+rVTqdTn5xvtFZrix35otL+fLSV1c+spr4V3cfPdoNuNRWE6zafeS0WATqKL1dZaNQ5kifjMGwGzdvP/jrXx7+5T/yldI7H1zMBAw0LkXUmMOr8nqQYACPRvmRuGosZZzIOXMZe8TPR3yMz0lG/BqPHUdZEGIwjYbwm0m3HXFYoICLiIXYeIjORth0lI548WyEHY6pE0E66CTCHiLkZZ0ujdPFGV12TyoVH05GE/7YUDQ6GI+kw8nhSCIXiqfsybQ14lfFAmq/T/1Bxv6eV62jJTaFYkKE3gSIeQCfkRKzEuVtofx6v6wkAfNieEYE3OwVz0qgGkx0ULqNUA2MaWDcCqctQNQ1AfylEPyiT3qhW/ppn+wmSC3RhmVKWxdL6zJZCwTfkwouKaS3D5wuHRS3B/jlY3B5z8D8W71f/f7M5UOSwlGgfEhWPaKoHVaU9ktvvtU7vU84exr8W0hv2/6bF3a+886fzl+4uHPXK49t2/7o1m3Pv/xqwMdq9BK3mSksVWudWrFezVcqpWa7tb5a73RmCuVrt2enp+anJm9MzU9XGsuVcrG8XO083GxubNZX11t37y2Ul+cKhWZ7eXbuVtBj+93BU2+cEKs526l+6Pm9x0iMNXBmm8pl1TtPSiC5UPz++39a++67u99+P1cojE8MxdwqBO2jtYjVgrltpM+Lx0NULoiOppmJQetg1pFJ6FMRTdCvTkYMIS+r1YMwxzA60m5CPQ5Uy0ucJizqZwMuLOLCE34sHcJHkuqoj4q6sbhPG/Iwfg8f9Kicbq3GoQslQ9FM1Bv3ByLhWCaUyEWy46l0NpDMuONxfSKsTURUfi81HrFcilldGtyEQuNC+DLI3lKQi3JkRqG8JQTuiKE5gWJBAi6IFHcEinmhrAljHZRepbkWydcB5RrNlGFmSgjfkIBf9Ynf7QXHTvd90SedArEWo+8oqYYIWEGgS/3dZ48fvbr/RPW4bOmodP6geOmN7s9fO/LFPtGVfZIPdnddfbO7tF+yfAatnsLuvH5mbq+w3Iv/JNI/OmVPbtn+250vBnzBs+PnXn399ce2bHv0qa07d70cCBoNZsyqBafuzJY77UqtnC8vVZqN9r2NSmN5tli5dHvmq9uTd2Zma+1mpdlYXm3d+/br1YcP7n/3zcbDh3e/flCsV6fm5uudzuUbV3AcfX7vseMylqFMu08O/PrAcZXKbDC49KzJqLKckaGnz/RNjI2v3H+4/u1308XSO++MR0wwxokNdtrtUUf8fNRHpWKqc8PsxRx/fsQ6ltOMD1rTUXIkbczEjdEAaTNJGZ5SMrTBxHpscNABxbzYWJwdTPBJP/PesOlPI/pURBNzET4Hlgiy6SDncTNOO2+y6px+ty1kCyeCmcFEdiyTGU6nxrOhTDAVtw3mnKmoPhXVBwO8z8sl3NyNlG3QobYqobcR5jZpniY1sxLlzQHFLQl0SwhMiuVLYvCOCJwTKOpypCFD13DVqtrYonQdWr9O0i2cKeH8tAi61Cc82y0ZPim60CW4BaIFUlfFVCsSuAVCNans49Mnz+05Pr1PeH137+W9vbfe7L26v3/xkOKr/YKP9whm3hLWj8irxxVLxxUzB4Slo0Cl96fP6V888+wvnnn28e07Xv7973/70ks7/v7vf/38C0/sePqRLU+9+Moul1+lM0E6XnHryrXOaru+Ui/V6sV6td5p1VZXpubzn1y9/vnla7empsutTrXV6qxvfPOXv2x+/d3G/a83v/7u/g9/KbfrpVq90e5cv3lFrIB/d1osUuoJTPvq0e43jgmUuEajtmsoowrX9SuI473Cc2PDzc37G9/9UFtbvXrjq7AdRzmp2UGEAqqoV50Ks9EQPpzRjCSJ8ZTm4qhtNKsdS6qGw8hwgk36kLAL4rUoZzRgWkZnIIJOKuZFLg5qxpJ8zE/n0prBpHEwoUn50WyETPjI4ag+HNI5fAa9y+YIemwBezAdHn/3nYl3xrODkXjWH4k5syn7YDaQy9nSSUs4anD5tBG/6lLONOLRmUnyghz7EuXv4Lp5JTcpwSYl8KIYKEP4tEB+p1c21yOtiuGaTNnAmCatWedNGwbbms6yzmpruLoAopMS5N0e8cQpwWf98kk5Ng0QZQXekIMdKbgCIosSSeKtPed2H7lxSDhzUHzjzb7FU1DtJDx9SDazV1g8opjaJ7izp2/2gLRwWD6/T3jjsOjnpvcvdjzz+NbtL77yqlartztcr7/x1qNbtz26dctLr72cyNrVeghHBz7/6P21+5v1dqNUKU/OTZXq5fa9zdli+fLk9KVbk7em5y/fvJmvlFbv3evcv3v/u+8efv+Xb//8w4Pvv2+0W0uNcrlcvHT5s/3dwhcP91GsSwFzLxw69rsj3SRh4FkrS2ltevuAHD/UIzw7OtS6d//e93++/+cfPvrkQ54WYFpYb0K9XjIUpJ12JOhhhlO60Tg6EmFzce25UWsmhOYCUC5MjsbxnB+zGmBWTVJatRADDHow4oQuZNj3xnTDcc1IQp8I8FEfnoyw2TAX9auG09ZUxu7y6O0Bt9FjM/tcoUxkcHx0cGIwkQ7FcsFgxheKOdJpYyJuTYb0iZjRE1QHA7pPwvqElTKgigkA+5LUT+H6OSW+KMPmxVAewEpyrCCBCgPymwOKKQFQBuC8SFFB6Cata7OGNd7Wxpg2o62izLQI+nxA9mm36JMe0XWRcgFh55VUk+J//CCrAyvPHToytvdIW0R1pOpWP9vuIWvHoZm9wtv7B27s7b+8p3/ykPTqAfHVA4K5A6K5LuSnOb3jmR/z6d+8+OLFC++Mj068+IffP7Zt+4+3rFTSwvKgAu5/7+L59sP7pXp5enZqamZyrpAv1ZuL9eXrd6Zvzs5fnZy5emtyenGx2ux07t/r3HvQXt+89/U3mw+/bq6sFqpLUzOT59+eONgj2d8PEyongGpf2HfypYOncCWPK3kVa/U74yrOdkogG8llW5t3H/7ww70fvj8/MYwhXRCPWJ1qj4dw2zCTAfK7qExcPZTWpSLEcEY3kTGPJKhcmI752NGsNhvmvA6K16Iwi5+QQ7wGCdigrE/5p2HdYEwV89MhDzGY4M/lzOkIF/IQQ0m91682OLRGr5uz2XibyR9yp7OhsfHBWMoTyQTjg5FI3JdKGGMRfiitC0cNdrfa6aY/TFlGvXojjudg5Ydy8g6qXQCRBRCbgamSnKiBeEUML0uUCwPAtFBRkCiXFHAT5ZqcblXnWlEZVpX0CqWuw3QFxGYGwIun+8+dEX5wRnRTji4qiYIC21CyLaG82jdwdUDkeH3PohBck6qbPeTyCbjehRZPgvnD8tJJZP4YmD+NzR2WzxwQzh2UFPupv8HpJ7c/vf0f/uehY8dPne76+3/7119s3fHYlu0v7NqZSWgNZkQA9KfjkcXyUmO1ka+Uqq3lmULp9nx+tli5OTl1+fq167dv3VnIz5drjZWV1trd9vpmo73aXFlfXl2tr67Xl2vFenV4KPPGsZ6D/QqV3o+z1jfPCPadHsBxFagg1YxFq7biqOaEQJqMRpornW/+939UVzrxgE0B9Igp0OZk3C464EQdNqXFTkSjfC6lf3vcOjFsHoqRw0k6GiBSEV08oE2GeZeFMuoJiFb24yhJyz1W4HyKfyenH06rEl5VyMuOpI0TCT4bU40kNREP7XLpOKMG0utoi9HqsoTC7uxwODsYCUSswUQgmg34Y5bcoHckZxxOGWJRs8+v9Yf0g3FTzq2lccQtl5+TYTOs/ZaCmIPpIqYpoeoaiNekyLIYLkrholBRAokWyTcxpkKpOnpXhzevkpo2pelAVBsmbw4oPuqTfiFRvtMrutSnmJQjMwplGaKbMrjVJ6qBWOLgsfe7znQU1EoftXwGaw0whW7l3GFp/jg0eUBye8/AzF7h0iHx/DFwof+nE44fFdkjv9xy4OBhnc6AE9SAUPzoU1sf37r9hZdfyuUsJishh/qsJv7S5c/z5aWFUiFfry1U6gvVZqG6XGk255fyMwvzM8V8eXm5c3e1vbFWa7dX7260VtdWNtfWv3tYaa9Mzs4EA54/nuo7LUb1Oh9GmvafEfaKsH4RgqNaAtNqGBNB6PZ2yexmU7Ve+uH/+a/pYsljU0vAfjkFGcxI2M/EQrTbT3k9XNTPZpLqiTHvWNaQjbBhH56M6IJu0m8nwl7SY4ODHs5s5qW40qpHQ044GVSez+nOD+lHcubhKJ8K0MMRYjijuTBq87lws4Wh1SSgYji7yewweYPmRC6QGwkHYo5gIhBKuIJxbyrrGskahhOqaEDj9atMLm0yaJkImI1qyg6B4wB5EzfOUNoiSBVBqoZrSiCRF8OVPkVFjJQGZGU5UlGgyyi9hKsrhKGOadqUZk1lboJ4G1fnAeyGWDovBS8LxF8JgBsKfFpJ34DpGkiuyICaDPrkdM/bp08uScFmN9zqZWoCavYYkN8vLu2XzB2WTu4RXHqrd/qAcP4YvNSD/iynn3n2sW3bd+56hWVVNM3u3rPv0e3bH31q64uvvpTKmswWQsMDZjP/xecf3bl9c3p+br5cLTU7M4VyodqornQWy+XZpaVSo1FttZZXO63N9ebaWmt9vbW61t5Ya9/bqLXb165fkqLIa0e6+8QoxVghpeaMCOkSKwdECEMYSFKvhDihFNvTLcMQfD4//f1//ef1mWmNGhmAB2AOMVmxSESTDPOpKOf10pGQNh1XjwzZz457smHO71KGfeqoj4r4CZ8DCzoJt5NCWfiEQma3EXEnEnYBZ7OmibR1fFCbDDEZH5n2YtEgFY/qXFZcq0NonQrRaEAtzxh5rZkORu3JtDee9gbD1mjSFcv5M6PhbNqWS2qiAdLjZMw22hvSDfpNejWrAqWjMHqJ0s9y1kWcroFkHiZKML4owfN9ikU5UhTL8xJwXqIoQkSJ0pcJXQGgWyizRupXaX6NNjRRdUGiLAiBaQFwUwzf7Adu9Es+AfAbMqSBkKtS6Haf8PzprluwrKPAl/upejc+fwIqnYabvUTrJLp0SHZzz8DMftFXb/XOd/8s0k8+/cwvdjzzd8883d3TJ5Uptv79//VjuvX8rp3ZlMrpRClWouLI998Z+/LLD6/fmc7X2wv11nyhXGs3q63lxVp1oVAsd1baG2udu3dXNu7Wmq3lzlp7Y6N9b7Ox3Lp7b+2rSx+fEIOvHekXKgiWssqV/JEB5bF+kCKNGKwGZfSABJNh6uMCVArApXrxr//1/3559XMY7OuBBkAK0lqxiF8VT9jCIa3TQUbCbC6lj0d1iZAmGmQ8dioU1AY9jM8Nuyyw34I4zCirgtQ6LB2l3UZFyI1mY5pURBfzsWEfPhSiwz4s5KN1etRgRNV6iDWrlBo9YdRpTJTWSDr95kwuHI27giFLIuFJDQdzQ65UlEvH1ckY7fKxWhNvd6vjbl7PYSgsjcrBa6R5irJPo9wShBYgqgDiZTGW7xcXJVhdhtcE4JJEuQSzJVo1CxEVkm+ypiah2VCb1mjdKqauAsScFF4UQdMAdm0A+koAfCZSfiWClyntCgDNieXvn+i9pBDOo0CzF8kfVZRPoR1I1xFxhaPA9bcGZt8S3jiqmDwqnez6Wd/7qR3PPvLLLceOn+R5HlLCAAg/smXrI9u2Pf/yC7kw6bQTLKfQsPiHF8cunB26fWdmemFpodYotTvFer3a7JTqzdnFhfml0srG3fVv7q3eu9dZ36y3VxvtTntjbXV9rbPZ+ejjd97sGth3RkzQNiWsgUlrn4SSKlhSqYIBQiTDQZiDlOpD/dCAFCiVZv7zv/+/jz59VyDtEkACgFXoDKDHRceCfDyo8jqxWEiVCGsjATrqw4N+zm7Dgy7OY8eNBonVKAm4lT67klUDLA/bLEqTSuExKM7lzOdGXIMpbSpA5wJkPMAkgqzXQRm0oN5MUHpcwtIqq1nvNPjDlmDcm8kFvEHDj7WTbNqSTpoyUVUmzMSiKoedoA2E1sqkAxqbBmNJeRQAv4KIG0pmGlGVQKwK0nkxcu20cKpbuCgEFxXkbJ9kQQiWYabCaIukbl5JleVIC+U6NL/OGDu0tgJQM1JsRgDPCKE7YvRLIXSpV/p+v2IeJFZgoi5HrovlH/f0XBT23zolyB+TLuwVNgbojkSXPw5de71rco/w1iHJpf2ij37GI3vy6Wd+9Mj+7bnnEBhFlcjLr/3usS3bnnhq+/O7duUiWMCDE6wYVErGs6nPP764sDA3Obc4W2nMlarFYrncaC1Uaov52Xyp2Gh3WuurGw++2Xz4bXtjbe3+/fUH9+5/+2DlbufC+fGXDp440C3HOCtJGCDCIpTTSljNIFoc4AZEiBLlKdLYC6tOSOHZuVv/93//98jY4KmB092ICFUhDjthNEBeuzISYMNeMhlVB/xkIoSNJNVhJ+bzchYzbjWAdqPcawN9TsjvQBQEoLeqnFbQopGPJLmPL/gGE5qhtC4VViW8eMSL24yQ103peIXehOM6FtBqTG6b029MZty5oXBuKBRPe1PZWG4oPDhoj4Y16SifCqtCQY3VhGr0CG+AvW5Co8NZShqllF+RlmlKfxvn5nFVSclMCcHr/Ypr/eLbQuBar+ROr2QZwjsIs4zzZUy7ABJ5GVwG0LYCXkPVKzDVkCGzYsXtPsltITA5AFzrF3/ZK7kshW7IqSLKrqFcXYa+1yUcPHnigx5h+ZSyfkzR7qOXB7jlY9Dc3oE7+3qvvSm4c0Ry9dRPc/qpHc8+tePZJ7btePp//eOp0139AuE//epXv9i644ktW17YtXMkrYtFeJQVSSSi4Xh0fmGqslxezJcWS7Xr07PXb9wqNdu1lbXi4lyz3Vq7f3/t/v2Vzc3W+uravfV73357/5tv739/f+XeSjAa+dX+Y70ijGUsasaKU/Z+EQJIKT2uUyl5GFB3DyBnRDCE6A/3Su9M3bz/5x+y2bRQ0iPAhZQasVtItx1xu2CfFw8EmGhYnYrx6Rg3lNT7bLjHThlMSqcV9JrBgBX12lGrGZahoMPJD0aYbIh5d1g/ltbl4tpsXDsU06bCqoiPs5hRuxVjVDKDiebMWsxksrrMoYgtGncmU56h0UR2MJIbCY+Mp4ZHAumUNZPQp6JcIMD4XLjZqnTYSa8XN2hhHJdHWfgaaaip7PNq5xxrKivwWQl0p1c03SeeEQELEnBWBC8JJMsEUyX5Mq4qYVwVVpVAqqOk2kp6BdfWFVhBBhcUxAxIz/bLbwnAT3vFV3sll0XKGYCpK7C2TDnbD5w93Z04evJGt3AFVXWETLsLbwmozil0YZ9gbu/A9CHZwgD505x+9tlf7HjmkV9u6eru/eSTzybOnkdQ/JEtWx/ZsnXnqy9NjBriYQajxL3CPrfNPDN5pVItlGrmUGuRAAAgAElEQVT1ycXCpeu3rl67tViqtjbvLjerG/dWvvnLDysb95qrG+sPHtz/9sHmNw8ffvPg4fcPVtealEb38rF+BcjSpJGhrQRuBOS0QoQQcpqScyxpPC0A+yUUzbj6pMSt6dv19bVEKioDexUqOcLK1DzgtmEOBxIIqd1eNhzm01E+l9JnYjqXDbLrYQ0vNxoBlwV2GmEjL7YYESmKGMxE0o2NRZk/5UyjGf1I2pgJsVG/KujhrCbS52EdVoLXAbwW5UwsbTQazYw/ZIymg5lMIDUUyg2FUjnv+ERiYix6diycDPNhFxDyoi4LqNUo1HrAbELsBiVIAW5c8j7CLqldJd5+C+UW5MSiFJ0SADd6JHMCsChXViTQfJ+4KIcn5Uie4JqsaYV3tmljQ4auoVxTijYUaFUKLyvIgpLLy7BFBXpdhHzZL7suBK8rqGmcrsmUhd6BL7oGsie7LolFbSXbVvDL/WSjG2v2UbUubPaA+JM/dlWkmp9E+seVjke2bH3zrX1+b8Dt9Jw8efrx7Tse27L9hVdezmZ5pxWEMaFEPsAT0EfnMnOz0/NLhcnFpZnFwvXbU9dv31ksl1ub6w+///reD9+v3d+8+/WDb//8w+b9u3cf3P/uh29/+N/fr6w2JSh+ZACVgQyOGTDUKB/AZP1KFajlIY4EKJmU7JdgAinJGyJnpPT7H75XrNbS2VA/1C2lQUItNhlhlwMNePBwSBsOq1IpXTptTETYoIcxmiGXSemyIF4nkgqrPBaly4qqNYgYhYxmJO7BJpKqoRA7mjPmErpcXBsLqENu3OugYgG118NptJDOwqEGNWtS2xy806tJDgWGBt2JjHf8bCY3FhsZ80+MB8dH/CEfHfZCIT/mdxM6A6Qz4R6nwaonGRZ3cooJOZFnrEW1eRY33ASpm1LllBi5LgTnBGBZhLZAsiYEKwJFAWKKtLZK6dZ0njalaYFQW6ZclkKrmLouR5blaF0OF5RcAcQrkHpWgl6TIJclyGWEn5WjhX5JaUD2dq8ocuzUnFjZ7CcbXXjzJNDsIRunkbm9A5ff6Cr+DKd/7Pr/3dPPPr59x6Nbnnps29bHtm395fZnHtuy7bmXXwh6CatequJlNC5Vo30fnY/OLczOLMznS+U7C/k7C/mbk1OVRn3l4YOVu6v3vv327tcP7n/33dff/3D/m69XNtbvPVz/y3/+uVSr9kN4twSTwhqxjFUzVgpQa1CzGdEbYV5DaBnKKAO4PgmlN0Te6pInk8m5fDHgMwmUA3IeM5oRjUpmMQEOCxTwsYk4H41wLgfud1E+J23UyJxmwGWDfA7Ea0WcZshqhnV6lFCjHhuWDhCjCc1QXJ0IaVIRTSZuDrhZp52wOUiXlbDacaMes9o4VsfgOtbhM4Vi1tyg9+2JwMS50PjZ5NC59OhIYHzUNzpoG8na0zGVz0PbLEqzSUlrCY1DE/AYeYawU+KPSXqB0E5TxiLrnMQ000LFZJ90SgAUpXAJpDpKTUOGliVwhVDPo+wyZ+qo7auUvgwjLZxdo/gVlF1B2TZIrnKmKskvgnRZQc9K0Bsi6KZU+akAuiwjZuVoUwLcFgLmQ6dGjvWVu4DqEUXrGFw5o6yeQiYPi+7sFRb6fhrp/+ORPf3Mtr//B4bhKIr5n//0r09s2/HYlm2/fWVnNIDFPIDdrKApAQ6fOp82Tk7dKNQqxeby9MJSoVibXyq0Nlp3v7+3enfjwXd/vv/dN3cf3P/hP/76/V//8vC7bxud2vr91dm5hQGQOimAuqTk0T4AxXWM0mBi7Sbaxis1DtZu1rrlAA0oGLMl8buTIo/Hd/X2bbOePAMIUavKYEXVPGTSw2aT0ufCo0HO78YCLiwa1thNiNEIBFxEwst6HZDdJPUaAYcZ5Qwkr8X8ZigbU5/NWi6MOrNBfiStG4zoon7W61ebrJTPrea1CpoFeC3GaAjGqvPGgvGUf2zQ+dG7sYsXwuPnwrnhwIUJ7/iIeXyQH8saB5OqVETjtMJmnYLUEpiJ8dpVRjURoOGPCHKG1Bc56yzGz8LcAkjMS+GKFJ3sEy9KoRJIzYnAeTFQgIhpiMxDTIsxLhOGOsyuEKpllF6WYy1MuwJibUxV11prrKWs5OcV9PQAOClS3hDIv5QiN6XKhhwrS+ChLgG759DlU8KaAG71Usv9ZEOgqnQhiwfEnx6V/Q3t/fjW7X94c89rb7zxv37z6zf27P+x2f/cizsDHtLvAi1mOYWLMLRvKGC4OX17Lr9UqlXLjVK5WirVy/XO8vq9zUa7tbb5YO3rh/e/+frbP//w9Z+/f/DtN+sP11obzU8/++KgAPrjKeHJPvBEPwjCKjXtVBNGFlDrALWHd6sZqxLXdgkgGcC9cVqm49Sff/aRjgOPySQgTxrMCKcCOF7mcaNhLxkPUGE/FYvwyajGY6e8DsrtpaN+1m2Uea2I1QDzOoDllXYrlvHhQxnzaNoymLAOJ03xCB3xkgE3bbWgTqvK71TZrCTBikFMAmko3mUNZhIjE4kLY67RQdvFC8GJ8cD5ifjF87HhYWcqpsrEdLkoM5jS+r2UxU4YrQyho7wus4Hl9DjyAcXOk6ZFjXOSVN8B2FkFVcGovEB+9YxwSQwvSdCCQDEtkBblykWYWYDIGs41UXVTgTcRtgmRLZxtw2QL0XQQrkbqWip7Ve1YUKrnAfaWBL0hRr4Qyi8LgQU5ttgvuyySW4+cGeoSrHCatoRpC9kVwNQWsvVu/PbPeGRP7Xj2FzueefSprQeOHKVpFsOIrr7+x7fveGzrlt++9FLYSwZcmFkvoYg+Dusbiuhu3bo1my8ulovlaqFcLVTrpc5qe/3eZmPt/6xjbX7zzdd//va7v3773Q9ff/vDg5XNtcHRkb09QLcck0nZ4z0KGFLpGDePGbWwxqTUmAkTR1kZwiiDOTms/+MJhUwOZxLx08IzhwGZksNglVxnAHle6LUrgy4sm2RScc5hwy1m3OFkXQ4y4mNsRshpUkQ8tNUAaoxKjQENu5mon02ENKmwYTTjHE7a4kE26meDfsZqAL0ulc/N2ew0xQMIpeBMKqPL6os5c4P+iSHd+LDjnYvxsfPht88lL4wHRzKW8UHtcEIV8eKRIBb2km4X43QzGj3ltHNug0aN0gkQ/hIk8yp7SeueRsgZkKzA1FK//Gav/OaAYlZG5kVQGSLLCFvEuHlctUxpK4S6hnMtmGlS/KrOsW5wbOhdDVzb5GzLGkebt8/jmiXGeFVB3URUk2L5VwL5lX7gpkA+3SMa7BKbTnZfBYEGgLe64FXEuAKY2oC+Bmp/tgX89LNPbNvxT7/61b/+9rf//vzzB48f/zHh2Lnr5VyCCvhJm1nCM2Ic6QtbwffeHZlamClUqp31tXKjtNyqLa+2mmtr1dby8upqY21jZXPj/ncPH37/4P7XG998f395uR6NJN/qlg6IiTMC9Hi3BAJYq87n1YX1qMaktru0fqMhxNE2BcxRtPO0GAflCECgr3QfO4KCII9DhMhsBuxmRTSABb1YNAgnwqTFjFrMuM4ABjxkwIE79TK9VmbRA3YL7rBwThsd89OJgDYXNmbi5uG09fyoO5cwhUPM6JDR56HDAW04qre7WLVOyWgwvUXrCXo9IUsiZZkYtpwdtn/6YWpo0Ds6aJuY8I3mHMNDpsGU2m1V+u2Yy0UYzITRRphsnNfNZC1aRomEQMUtCV3W2Komf0VtWYSpWSE0K5LNCJU3uoWLIF1HVSUl0yDVTZQr04aixlEmdDXO3MDphpIr46pVY6ildbR1zpYhVOOdRUy9QGmnCcMcqLkhw24psBsK/Auh9GqP+PMTordPDqgPd9lO9E0TSFtGtxS6NqDvgKZluepnU8sdzzy5Zftzz++EIKVCAe76wx8e27b90ae27Xzxt0MpLuxV+pwQwQ7IgBNhI/DRB+NzhYVas9NotxqdertTLzfL9Va7UC3WO53Oxr31Bw82Hm6u3VvdfLD24Ju7lVrZ7Qq8eVrc1Qf0ycmjPVIY4p32jMeccKjtLr3frPYadX4ENYIAq9YGIMYFSWAFCPyh+/RBuUzGw7QGthkhLS9x2KGAj81FVDE3ZNRBFitrNiEuG+S2KgMuLORl7XbIaUd4PW62EEEXm4tbs3H9WMo4lDBODFpjIVXEx+WSvNOCh9yqUIDX62CeR9Um0mDX20M+f9SdSNtGR3xnRzwXznsnRgOZQde5Ce+5UfNgQuN1E1peZjXADjth0IK8FtXoMJudHXNpjUrECwEfS5RVraeh91U5c0VjbcD0ogiaH4BmesW3+mQLMmUJYhuEqiJV1iljXesosvo6wa+oLGVEVdHaVozelsa9rA+2eXuVNNZ5c1HlnsH0BdZ2S05PKchJiL4uVV7uk10WAp/0SMZOCxwne9/pF9YBZalXWZWrVhHrstLwt6f34eMnrDZHKBzde/DQE9t2PLp1229efCHgBb020GWWcSo5Bp0Ma+AP/nRhobBUaDSXO+1CaalQyC8uzperlWq91Flfa69vrmxuNlc6K3dXV9fbG/dWassli9nxxmnZ7472HTijONALQEq105JwGWMe3m3mHCbapqLNWsahZh1K0tyjUP3+ePfu06ef7+p6SyKRqljOgrhsgMsJRYJEJsNlI2zMCVgNsNlIOK1g2AV5HWDEhSZDTMyLWcwIzmN2BxcNaMNediimHc0YRuLG0YQpHWRiAW4koffbiVhAHfRp1TxAMmKVEWa0tDtojyV9yZRrZNg/nLGNn/W/cz4wMeZ992L0wrh9JM57nYhBD5oMuNWMaHUwp0EYI262clmXxomQJpn4nBSZ5mwl3l43eOqMoazAK2J4TgQvCeVFEVyQKAsAuSRRlhTKGsI0SE2Z1tQZXZlQ5wl1k3fUaW2JNNVU9hpnrrKuhiFY0wVmOUdB7SmSuiVEvaSkZ0XwpEByewD6tEf2nkCRHJDZjp7+vKtvvlcyc1LaknLLCv3fSC2f2Lbjn3/9ayWCYTj5L7/69Y/a+7kXX4r6lVajwqgVmXUQgffZVLJP/jQ+tzDdXGsXa4VCabFQXCiW5sqVheVmdW1jvb2x0d7YWNlY76w226uN5Xa1VFnS8OaXj/S/cqBr3ynJ/pNCBczatD4z67ZSFgtjNdMWmtTxaofZFGIIM4rbXjkt+odDB1/pPf1HibQHUfAG2O+Co3426MZTcSYZJoM2mccOWsyo3gj7zNJclIl5kZAb9dqVWiMJsYDHggacTNjNnc3YxjP6c4Omsaw54iVTMW02pgp7iFhIFXCzNotSb4RpTk6pEW/AHotYkzFrOhsYHPKduxD98GJgYsSZSdtH0rpEiPDYEJub1hlIsxXT6DBWSzImitfjCQcXpFS8TPohrv2K1M0Y7HWDp6E2lyC6ChDzEqQ4AEwL5HMKrAoQFaGyAeB1lF4i+QJraeq9NZWlwuirhLYIs/OIuqAyNbTuEmduGXwVlb2gstb07g2ju8qY51F2EVXPCoEZIXSpT/F+n3JEhll6hNET3dd6RfNnFAsnFFWR+uem94/a+8VXXpVIZN3dva++/vrj23c8sm3bzpdeiPgor5e0GhU2E4CjA1pK/Ol7F4rVSmNlZb64mC/MFxZnyuX52ZnbC4vTq+srq3c37n59b22js3FvZePeyvpmq1argIj69eMDXQJIKEblclzN2VzGiE3lNhBmDaJVESaWtNCUSad2anknz7n/9XDPP+/es1fQt0cqlNKgygy5bFDIh4c8ikwIHYrATpPUZJJpeBlBCh1GediDRV2IzYU6rSChVjJapc+BOUyE24KPpPVnM7rhND+S1oU8VMTHDcbYdJBxW5VeK+Fz0jq9ktMglI5xRTy+sCee9KSzgZGJ+MhE/NyFyGDONZR1XRg0poJEPKRxummTjTZZEL0WYdU4oVYarWwqpB3SaY1y2YgE/YoyXWG0M7ylobYuKcklOVqU4YtCcFYMTomRxV7pTK+4hfF1mC0Q2kXGVFQZKip7kdbmGb6AqpZoQ80Uqqksq2bnuidTs8RLWm9V52hqHS3aPA9SkxLk+gnhQp/8shD4RApflJKxfkDb1TfW1X+nX5w/IarIuJ++Tz/7P558+pnHt27/w769T/2PZx/ftnXv4cNP7Xj2iae2vfjyzkzKGPLRFu2A2ahgGRFDSs4OpT6/cmmpUm+sNEvVfGFxam7uRn5+amF+utaoLnfaK3dXO2vLrXalWsuvb7Zm7tw8JYYPdMv7JQQCq6VSnEH1blPUagwYCLOBthpYB6/2IEqtmrGqVU6dMfKrgz3/fvDgIVHXAamA1CGcHnWaoYQfCbhkYQ+aDqMhL+q0Krx2ucUs9TnhsAMOOgCPCzeYYE4NG0ysy87ZzFg8yA7HuFxcPRLnh+Lqs2lrNqb+YNQ2ntRHPLTNoPB7VDo9irNKtVnnjAaTg+lYyjMykRgaiw0O+UbG/INDgfGcKRPlkyEmlSD8DsRtI40GSKNHaJ0SZpQaExUO6TJ6lQ8CcjL8I1j9Fa29rbZVWFOZ0ORFikWYyYvhRTFQlOELInlFBK5S+nXGvMyZqqwhT6sXKFWRNdY4fZk2lDhzgTY3jb4Nf6btSNfMgZojWdd4aipLR+0oyKkZMXK5X3SpX3ZJiHymIN+VUeNCzHNGYuofGOntv3JSeGfgZ1vAv9jxzOPbd/zbc88RJE3T7Muv/e7HHtnzu3amwmzIq3RaQZtRomFkKkJ0YTT8wcfvzhTzxXq1slwtV/LF0tzswu2p6VuFUrGzvrb59d2V9Wa5sjC/cKfeLH75+Vd/PDHw1kmFQMaIhWhvD0DiOoPGy1MWFaLTcHaz1ukwBnHCRsIaBahSUpZ/3nPoH/fsfkPY+/pAv4yDeRPmdsEBtzLkRSNOIOmCogHQ51JGXWDECTht8pgHCHngqJ9FVBDJy/Qm1m6jUiF9LsplQ8xIlD6XU0+ktUMx7VCMn0hrJ7KGkYQ2EWS9DtpsUmothMZq0DvsgZQ/mPGlhmLp0Vg67U+lnePDtqGUOpPgU1F9LIgHvZTPQZhNiFoLc3pUSYOEWulxq5JatQ2A/Arll7jhMmW8rbbNsYY5mFwQKebFynkALwiBghhdEspbMnQZpCoAVcPVVdZUVDmmUa5MaGqkocGay4S6wumqxuCaPbbiTnTMvrol2DYHVqyhFqUrgcQ0gE0B1HUheHUAugIwb4uRi2JqTELpuiWaLkHq4MlLA9DfcEOf2Lbj+Vd/97s333zu1Vee3LH9qR3PPrZl23MvPZ8IwJEw63PCNr2IYQEWF4+k/O/+6ez1meliZbFWLy3mZ4uF+dmZOwuLM3NL87VquX233em05hemp6avl6r5wezI80f7Xjsq2N8lOdELUIhGxThpwooreFqpthj8Fq3fpPOwjIXAtCxpUkCa7a8f+O3hI7/v7z0kUyhZWGUkzG7GYoJCDmkugkV9eMKL6lWCkF0ec4miDmk2gaX8qM2M9WJSBQNoDLjDTp/L6odC3HCaHYrSE0nmfEo1EiTPZtXnM6rzKe3ZjCaX0idDXCjA2pyMxq7SOQxunzkQc4QitmjCOjQSGRqJDI06xrLG8THruWFL3MP5vCqXhwl41UYTxWmUCANxOsxipW200ggAFpnsIyV9BdVcJbXXKM1tiLotQqak6JJcuSRC8mJkql92R6CY7ZMtyJGSkqsQ6jKhydOGIqIq0YYSbcjDVIPULNHaKm9rWLyb1siqLbrijC+b3G3eWiTVFVK/QBquSvBrEvQGQH+ioC/IyLE+ZaBHbOuRaI91fS75aaR/VGSPbdm2//Axj8fn9we7+vof3brtiae2Pffyi8NpNhbEfXbIbpCoaMDCgdlUcHQ8dfPm9UZnud6uNVqVfHGmVM7Xl2vlaqlary0v1xcWZ65++fFnn5y/eeuKRmv6zd6u1w71v3q471QvrBDikEJFE2aGMJtNIZc5ajcEeLULRnVSBavT+k+KsSf+uGfX0cOv9PftV4ghNckZcJcVdTuxhB+Lh6hYAEuH6JAT9toAv0VhM8hsJsDvgJS4+LhMhPCg3kyEvOpogBxNqMdi+EhEORjAh+LccAQfDnNjSf7skHk0ZxyMmIZjXNRHma2c2WvV2S3esNMbtcVTzuGRwMS51OBweOJcaGTEcW7MGY9q/E40GWHiUU0wZLK5VKQGINRKQoPrbCq3nnRBMicovyhA31eQXyjZ2zA3hXJXFNgVifK2XHm7R3ynR3G7T3KlR7woVBQUSAVmOghXxlUl2lBXGeq8scLoSxhTpLVFjavI8cucocqYlw3udUtg1ejp8M622bdiDy8xxkkFeVWGXhEjNwD6AxF0TqTMivFYl8LYKwn3/8z+9I5nnnz6mR9fv/inX/3qH/75X3bvP/Dk9qcf27LthVdeGYoR2RCVClIhN6pRKVSYMJcLjQ5GPnr/4mKxkC8v5gtLs/mZQmmxWM7PF5dmF/OlWnVmcfbLz9/5+IPhLz59T6mkf3u454Ujff++/9RRAQzKKELOcYTBqvUYNSE1aXYafWrWIVIwAoBGCfORPuwf9hzddfLU7oG+AwoIUCG4CrZaML+bCPvwUIDNJviRBO13wG6r0mUBA1444qOMetkpUHhc3ssb5S4XEXYz2Zh6LMWMxanzcXwsSp3NGIZjTC7AZCPsWEI3GFOl/fRYWhMLUoGI2eK2GD0Of9wVTftjSUcy5Uhm/fGEY2jQNTFiHUnrMmEmGmRSKV0uZwuEDXYnDzIKRANRBsLo4Bx6zAkJfYB4YgB6D8BvkLpJznyL1l2RQDfF8DUJMtUvmxYpF6VoUYYvSOCZAVlRhtZAvE6oKkpVi9KtGrxN3lFXGVpaR90UaGqdLa2trbI01NYm71jhHS21raKxVnhHSW1eQPlJBXlbjt6SKL8UICP90KAQSfSAlm4JI5D+3PR+8ulnnnhq2+/f2P3Cy7sOHz9x5MTJx7duf/SprTtfeTEXRLNRPBlhXVapkYc0lDyVCV65/PnNqRvT83NzC7PT07PzczPF0sL0wlS50S4v5fOL81Pzk598ev6rL9795J1zjMrw1inpC3vPvHak/1Q/xBAGNWVSwVoD6+A5r4q1mrVurdqNEkacNIG4+bAQfe2E8KVjp17uGegGAQWLkTzschFBLxbxo6kknw6RmQDjt4IOCxR0kx4XaTcCrAo+JBoAcJHXikQ9aDrGvT2sG06wmTAzEmcn4szFQc1gkBqNcmczmotZ3UTWMJTUpEP4UJyJxIyegMnmtYUz7mTWH0/ZU3FbMGyLxiwT5yOjZ33nRs3DCVU2bgxHTJGM3R82mUwMoyEwDYJrUa2F8rpURlQcEA+8J0euIpprtPE6rr6EcR9LlJfl2GUJMikGpmXEHQU22a+Y7pFM9UvyMrgsQZoIW4LQJmtZtyc7Bvcyq12x+NZdkYbR29I5V02+Fa2zzViWWf2a3tlgjVVCX9A6FgjtbYCcBog7MvyqBH9HSsbFWFhE2/thm+inOyc/JhxPbtn+3Iu7PF6/wWh+fteuJ7bteHzr9p27Xh7P0OkQno5xbitk4BV6FnQ7tZNT10rLxcXKQr5SmV8qLSwu5SuFucWpxXxpZXOtUa/euHXzsw/fuXX9y48/OA+T2lcP9+081PvykZ4zA0qd2klheiXIs4RNow1xrJ2lrDBhAlCtQR9UYOY/nBa9elLw/LFTv+vvOoNDiA43Wim3l434iVSUiwWpmBceCuMxP5kM0akoHXDTTissRqUnpH0mkyzhR0Yi+EiUzoXZdJAbinNDKe5s2ng+o347qz6bJEbCxNmEaiLOjab4hB8ZSmsHszav32RxGcJxWy7rHhy0Z9MWt18XS5izOU8mYxnOqkcGdbGINp11eCMWm89od/IGh4o30qxZZXKo7UbciAtjkOhjBXKL1N/kLJdJ9Zco/4kEuyaB74iVkwLlpAS5Koau9cimB8AlOVqWIDWAbiHqOqpqEIaqzt4y+Vcs/nv2wIo92DL5VwzutsnTYI0tylCj1DVc02FMTY21SOlncP4yRF4DiSmEvgrgHwwgI1I6KKUiImVa9tN7WT+WEZ7YtmPX62/+8a3dv9354hv79v3dtqcf2bL1xddefntUP5Kgkn7KZUHsRtKiAaIh58LiZK2+VGmVpwtLc0vzk9N3JuenZxan86VirVFvtutzhYXLV///wr70SY7qynf+g5lhdhDGzPPEvBcx9hjCgBAPx3gMGIMQGEn03l17ZuW+75mVmbXve1XW0tXVakkMFqAVkHpVV6/VVdVdvapbC3Y43h/yPojwvHgxZiJO3A/364l7Iu5vO4sLi3dvfDZtA+mXzl48c3b43Y/HMVTmOJPEVY7yQ7CPZiISH8EJ04PJKKkilOmCtXMjyOkPB3587vzpgaEhCoMkVPdjAdObjqFWnp4q0+UUXk95C2m8lqOnLC0eJSJ+1IbYHJgjHiKqebGSoio59lLN1yiIUyWxnmemLPlaXb5a4WsprFlSpyr+K5YwU+KaZa5RUWYm1UxajSXNQiVYrgSmJgO1imlVg1ON6GQz/ulkoJyjLjX8tZq/NhksVmLBbDhViOkxQzZ4KSAms2ZAw6KUIw9PfO2hbyD8fVpt8UqLMeZQedaFrk4Ay2PANkj3PUzfga84vFs26AlA/443n5DaQ858QConjPn7UO4PoezvfPHfh3JHvsiRFDyW/U8E/ZiQHxLSE0p5QquPJP8DWu2Q8oIH30SZfUpsI9zcBHbTSVrD3sqY97LrT/PTf8TIfvzyK5KkiKL86pk3nrKWr7x+eqomTFpCtcCko7QmQEHRGwkIayvfPH64ffRgd/fw4ODkcP/kpH+w3+712zu93V73+NuDvb2t9c21peX5O59/NmqD3/p47O1zY78adABelsNUiTEpXPcgCkUHJTEOY6rTTSGYitJ+0Ku9PwC88PZH/3T2/Du2CTeJ8hIZCmFmACmkqWKKqhX4mQpnpbFU0BMo9koAABJMSURBVGWlsXQEiYehsI7ZcGgEcuo+OBPHmjXtylRwuqpN17VGUajk2MsVsZFnJwuslaLrGa5aEqeqytWar2kxlyeNuuUzI4oeURMZo1z9zhRfqQWnJgOXL8fKFX+lrE9Ohev1QK2ip/OmPxXxJZNKIk74VSmkRBKqoKAS5gh7xz+HuDu0vEqoK7Q+S2lLuLKBcmsueGPMu+WAdwG6Y4fbTmxrwrvrwR4i4mNKe0wpx16ijwuP+eATNfJIC/3eH3/kS+zQWl80j3n9BBcfEcIfpOAfBPMRLR1R2jZI9zBuh1J6hNQByI0x+PaA4+on9plh9xfA92tOfvjiX5/6wTvvn3vuR//jmeeefeu9957qjV49/Vq1KExWFCtHJSOwT4E1ATT9bKt19/C4d3jQ32qvrnXa3d2DTm+rf3TU3t7aPdrbPznc6Xc6/a3V9sqXv50ecKGvfzT4/gDwyRhqd5Owg2ZJ3QsLblAEUZ2XkgSuwpDECnFJzTgg4/0LzhfeOvvn7/z656OjmMyYUT6TwPNJupTj6yWunGMqObacofMxuBBHokEwGsVVH3TO4Rz0OsNBrJgiG5NG0zKmitJ0LVgvyo2i0LC4RpGrluhKmklFqFKarRZ9Vp4tpqhGQc7kVDPm8yfChWqmeSU7XY/Uav7Jmlkra7WKblWkRlmangpVJs1KgU8nNSUR1VJJLeIjfAKn82aIpWQIJ50ReOQLEL2LyfM4f49UFjljCZfauNy2Q2s2T8cOrzuQ1ph7fsTVtXv7Tu8DF3mIcicYtwdSu17iWDQe+2K/90UeB5MPjNixEj6Wgwe0dEjKTyjlW9F4zKsnGLfvJrYx8VAM7DJam+C2PMQ2SC/bkVujwPUR8Ob3T++/e+HFv37+1CtvvIGgOE2zb//67F899/xfPvf8K2dereTpUpYu54VgEDU0VGGdgZCwuHRv73D70beHnX63tbq0tnq/29/pdrv93vrDxw+222ut1ZXFzfud7vrtzy+NeojT7178YAgYd7MOJw+6OdTDeUEOgQSKkE05bspJGFUkMY7gJoT77TbqzAcjf/Xu2TcHPoFZJJ6ScwUlnxKCQbSUY6fKVKNAFuJYMgCkg1A0jEVCKMgiHzhtmAgnYqyVU2oFoZKXp6qBatHXKIiVDDmZIa6W2EaRqxb5coar5dhqQakVpHKOyue0bC5gBpVgzF+sJSvN1KVmdLKiNZuBUkFtlKXJAm1lWcvSy9VwuR6MJFg1YrIhnff7SI3l/bykUxDnQPDxCDr6KYTfQfhvEHIJF+7x/lXe2MfltptcH3O1xz2LY665Afv8KNAech84oB0XsgPzR4R8wihHYuD/BDLfqqFHRuyxP3okhfcE44EY3ufNYyFwwvpOWN8xozymlD6Id0GqT4o9QtigxBbCLrnxtpdZ8ZBLdnzW+/3qoh+++Dcv/ODvnn/+1TNv/O9/+8V3qNnfP/ez069lE1glx6VTVDiIyQokCXDAEK5dmzp5fHjy8GD/cG9haX5tY3Vru7e+1e7127t73YP9nc3exkZ3rd1duXnjcxvAnzk7+O4F1+AYMW6nLgyDNgeJESpHGTwTlLiAwPg5Ngijih2UnZDqAcR/H3T+6L3zbw4NQxKezipW3pdIK0E/ZqWppsVYBTwdQyV2Imi4snGvbkIXPOAA4NEDbDgulSv+ck5r1v2Tdd3Kc82SXEqzlTxdLTClDFdK8emkUClrxbxSK3HFDF3IiemUqBqUFFDi+UCpFq7Uo5alX24GpxpmraxYJbVakqdqZq0slWuBaFJTw4oQ0IWgRvgkUsVJ1gVzbgizGZ6R6zg+i0mzmHCf0udYfZkQlyF6x8MeuKiNcWRlxNEecW2OAV27t2uHd91UDySOEOEB7Xsg6Cdi4EiJHBjRE1/0WIn2xFBHC+0rwQMpcML6DhnfA0p6AAv7MNeFqR1C2GHUdYSdg8hFAG+B0IqHmHcR1xzf6+H4mxe+Swd+5tlTzzx76ilj/bf/8IOfvvqzXBItpelESkhFOUlDaRaUFf631yZ3+luPnxzv7fVv3r5x68717nb7+PGjo5P+yUG/31/vHx3s7nWX7s8WC7n3hqFXzw794oLzg2FoYNg7MAZDqKJIEZYJUHRQ4IMCq8tiGMX0cUCwe6QJO/HLAcdPzo+8PTEuBKRM1pdOSem8aRXEaoEppshcksjGsGQISoa8uTjmZb0DkGsUdIWjcjmnlItK81LiajN0qSJdqhlVy8hnhamiZKWJyZKYifOhoDedZHIZsVrkswk8n+MyOYXWOEJmIym9aIWLlr8xpX86E7l6JXp1xpysaI2a0qwFLzWMbFFLpg09JCkhTYv4KFnABJTg3TQPQpiNdQ4sMuwaqd8G0esgscL710R/j5D3Ma4/BvVHnFuj7o4dXRsDVwfdq2P2HQe47cB3PUQPoQ8Fc08wt4TQjpHe1yNdJdjV4rtqYo8zDqTQnmCsYHQbxDuAtwszmyjXZ3xdRt/g9UWQbOPiPYiYdaFfOaArnv9uen/X3R/+Z5z/X/7Dc6+9frqQZ4spJpJgIwnW1EmCRjAa+XQ6v9NdefjocG1j9csb1z//8trWTvvk4cGT3z3c3d7YP+pt9Hvtjc3lxW9Kxfwbvxn/+QXH2SHv6XcvvvXxhBOSUExHUMMJKTBpsHyIZQ2O9WO4MQ5wXsTn8tBvXbD/y/nBcy47p/PRpBZJiumkUEzz2QReymC5OJaOIbkEEjHBYAAfQuGPvXYX5o6HqHKWrObkZk1rVJSpLHelLJVzbLXIzxSFK5bQKJClNJUM47kUm09zpaycS1CJGBlJioxfIVTGjKnZcrRcDdfqsclmvNkMzTR9jYrcqClTDfPSlG5ZejyhmFFDi4V8QVkMMIQMw4wd5x0ANsogA7cweIUy7oLkDS++gCstIbwthfdAascOtYedO2NAbwLcGnGtDI5vjtg7NqjrIfsgvg+RR4R6KEX3zHRfix2b6cNA8tiI7fqCx2Z8XwmuE+IGyvdBchdheoRwwPt2UXYPk1ZobdZLLQDEPYRb8jILHu5r6Hu4rP9PafTiPz79dz3z7KmXT79qFcRMgown+XCUERXYhYIACVrFxPz8rf7+1uLCvWuf/scXn//H4uKdbrt1+PDo5Nvjw8cHO4e7reWFlZW5QrV6+qPRN8+Nv33R9fqHw59MEBCqY3TIDRt2rwJjBoTIKOGHKXMCYMY8rAfkL4wCb3449Pon4xfdLtbgQwktlZErZT2XZ4p5qVLg82mqkBMTcTwWwWUV+LXHNY57RRXJJZhqnqsXhWZZKGfoapGftsRKgWtWpUsVqVpgShnMyrLxEJFNcLmMGA3RYcObjBKKjpMKI5hGKOtPVzKZQqhaD9eb0UvTiaszgeakNl0zLk3pl6d1qxKOpw0lorG6pPgVX4SnVMRJ2mzoiBsZFcChJZxYp/0txpyFyVkvdZ/Se7hvF6C3Rz3tIXfP5umMOtoXx1cujs8P2jo2aB8ktj142432ce5EDO4J5r4cfqBnHobyJ2ZsXwweK+G+5N8mlS7K9khljeA3SWmH4LZceAuklhBuHmEXAGaD1jdIaZuU5z1/2j/9dAPHd5Huf8x2f5pb9fpr8SiRiOCpBB+OcKyCDKEOAHVmkqH5xZud7urS7DfXP7v21Z0bc/N32psrnd7mwYP+3mF3fX11cene8vK9UCp75jcTZz4ef+dD2wdD3o/HERA3ANw876QdXoWgAxCqAbg5CPJ2SByawBGQH7YhZz4a+fmQaxBBSZkOR+VIjM0VtHxOLVpBq2QU0lQuRSYjcDSIQBTwG8CN8J5AACwk6XKGsTJII01ZOaqe56o5uZRlpkvcpSLbyOLVDFJIktkkEQvi+ZSQjDMhA86nKSPIEDLLm0o4G81VcvlKcqoRvdyIfDoTmm74LjX8U5YyVdPrNTVb8JtRQwn7RF0kVIaWCU6jXYTHjY4DxBjkGf4cBjYQuceFljB2CeG2ucCczbs5Dt6/OLZjAzZGPb1xYHvUtTrhXhvz7DrgAw+558I7AL7tJY8I+VAM7SnhPSX80Mz0leixFjvUUrtyaIfWlhF6mWR6qLBFaR1WW8XEFZhf9FBzEL2CK3tcsMOobVzegNj/Ru/9tN//780zzz370muvRYKU34CSSTYe4wSdHEScdtgpSsy9uRv9/W5reeHWl9e/unVtbu725kar29k4Pux2e5ut5YW5hdnZuds+M/zSByP/9PZH/3becW4EHrGTOGE6vPKQgyboEEz6nKDsgtUBgLOBMghLDOobHvL+csDx+oD9Xbed9rGRmBKJsdm0lI0JybSUzci5BJOKEBETlFVwAHJdAOwM7woZrmqBmExTkxlixhKmS1w9T1VKbNNiZspkvUBYaayRZ4sJOJ+kk3HGyrKlLBOLkMkEEY4ruC5QhhbOmbGMWajFrao5XY80Jp9mzvlrJaFe0qarar0eiKQCaiIsRUNqUGJ1gTF4iAXcyChCDhPA4DRoX0SVDVL7BmOXcXUF9y260E2bd8+F79iAxYGR9pB7a9Tb+sQ5P+hYH3Fvj9l37FDbjuwg5BYhdfjAHq8fyuGuaHTkwL4e6yvRXd7f5fzrtNxC+GWA7HK+DqOuwcyiHV4C2FVMbhHcBiV2Ka0D8xvw9yoG/4iJ/uez/uGLf3Hq1M9eeU33Y7oP0kyvIEMMj9hQ1yBgkyRqaf6r3s5Wa2Pl7t27t29fW1i8Nz9/Y3nxXntztbWxfOvO9Ru3rt+d/Urzh3/y6+F/fOfCG+cm3hv2nh+Fx2y4xyt4UJUiDYwMeLyCG+SHPZzdq3gxw+1iPhr2/OL8xL+PuYZJL6GRWoCLxKVURkin2UiUT2bkXEFLJtlomMAYcADwXIS9KOspROFmlqgXiEaRma6wly1tpqpWi77pEnfZoqwcVcnT9TxVScNWga9Wzcs1pV4UMxkmGaf0AAeqAmVIBSucL5ilklSpqJVqpFqLlix/s6JWcmw5w81UZatq+pMBMRaggn5fxC8FDconOFHHiHvYhnyCey5e9bg2cWONUu7Y4ZtedAPl7zuxZRvQsYEbY96VIXdn1L0+Yt/8xNYadG054M6YZ90ObDngdRu6AbGbIN0FqW3Kt8P722KoI5hdRt/k1UPWv0qKLVLqMGqb4Hq02oK4BZhvIeIKrqxi4n0vuY5wbS97H+T+7KVXX/9TG1f+y3rm2VMvnz4di6KmCZoGQrIeVsbHMdfHzjFBJG/f+qK72+vs7ty8ef32nS+Xlr6Znftqce7O6v2FtdX7129+/sUX127e/Izgff/8/sipNz/68VsXfjXguTAMnZ+AYcaPCjGY8AOYbgP4IQc56GI+GkXOj8IuJzsw4vnlgOMXE4BXYjCfaKYCuVIklVZjcTEaZ5NpqVAyEnE+FmYcuOddm2sCctGcu5JmrCxTThC1Ilsr8DMNY7IklrJMsyxdrnLVLFUr8LUcnYtj+QQeiWCpBJ3NspkEHgqgjEaDPEPrXCSu54t6qaRVLcOqRaqVYKVsWgUxnxVSKa5R9RUrppnwo6qEaTJlmqRhkAozDjuGPcOj0JDTOTTpGluH2DWY/8aF3AGpHhu8b8PWx4GVMXB5DFgcdvXG3bsTQHvEdX/AvTrqXhp2LI57W+PgOoD23FjLTaxCTJvg2nxwkwt0pcgmF+hyvl1WXyfEVUzskco6o28w2hahLKHiBqn0cHXdw9z34D1a6WJKB5X/7K333vvnn/7r/3r5paf1P1/66R/P/7J+9C8/eevdX1mWEo4z4SBnhgTRL7h4coImaRGfuVzv9La2tjZnv7q1uHB3ubUwv3hvfu7rjdbi/dbSnTu3vrz522u/vUIrwTcGoZc/sL0zBHxoR8cBgaKDKBdGpbigZgjOHPPyE4g65OE+tqE45edpE4BIm1f4EGFQVdLigVQln6mms7VMshhKZ/2ZXCBX8OWyvkCQdXDwhChgCm6Y1FRNbxSF6ZLwWUO/WjWvNsKXm+Hpqn617v900rxSlayMWC9pM3W9XhQzSSmbV/MZtWxFMjklkOApQ5JDWqmaKBcjtWrw0nSiXA/VJtONZvzTq9nJmlkshUrVaLkeCRdifDgsJmK43zDTET3s83Kok/YANEAQnmkCaRHKAip9zcr7euxAjGwi/CpAznnZVZDehpgewm4j4g5Afe1EZ23IlpfYgskWzPQQdosQu0p4XQp0pVBHje0aiZ4a2dHCR/7krhzoqaGO5N/3p7qB9JYW21RCHT7Q480+5+vRyhrt25aDR2Jgnzf/Lzn93gHH6b3tAAAAAElFTkSuQmCC" /&gt;&lt;/a&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;http://www.oupe.es/es/ELT/Readers/bookworms/Paginas/bookworms.aspx&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-1590066245447343749?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/1590066245447343749/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=1590066245447343749&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/1590066245447343749'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/1590066245447343749'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2012/01/oxford-bookworms-lecturas-en-ingles.html' title='OXFORD BOOKWORMS-LECTURAS EN INGLÉS'/><author><name>Estherqp</name><uri>http://www.blogger.com/profile/11766689959470092767</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://1.bp.blogspot.com/_NPKMcBtodXY/Smx8yBrWAkI/AAAAAAAABMY/krtfZMLOJ3s/S220/pppp.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-6943135569997754003</id><published>2012-01-26T09:00:00.000+01:00</published><updated>2012-01-26T09:00:16.492+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='retos voluntarios'/><category scheme='http://www.blogger.com/atom/ns#' term='Ciencia'/><title type='text'>Reto Voluntario: la mujer y la Ciencia:</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://farm4.static.flickr.com/3294/4598212287_8d439ddcce_o.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://farm4.static.flickr.com/3294/4598212287_8d439ddcce_o.jpg" width="246" /&gt;&lt;/a&gt;&lt;/div&gt;Este es un menaje exclusivamente para las familias asociadas al Programa de Educación a Distancia de Clonlara School Of. en España (que&amp;nbsp;incluye&amp;nbsp;a familias de América Latina y Portugal).&lt;br /&gt;&lt;br /&gt;Un curso más, es el tercero, queremos colaborar con ustedes en el día a día, proponiendoles ideas para trabajar por proyectos o centros de interés. Este curso, debido a los atrasos administrativos, los retos voluntarios se irán lanzando semanalmente durante el mes de enero, y quincenalmente durante el mes de febrero.&lt;span class="Apple-style-span" style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="line-height: 20px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Es posible que nunca nos hayamos parado a pensar sobre ello, o que simplemente consideremos que las mujeres no han podido estar presentes en la investigación cientifica debido a las limitaciones culturales que imponia el patriarcado y su división de roles.&lt;br /&gt;&lt;br /&gt;No podemos negar que si hay que hacer un recorrido&amp;nbsp;rápido, lo primero que surgen son nombres de hombres... Albert Einstein e Isaac Newton si pensamos en&amp;nbsp;Física, Claude Lévi-Strauss o Bronislaw Malinowski para la antropología, Blaise Pascal o Pitagoras para las&amp;nbsp;matemáticas ...&amp;nbsp;Sin embargo las mujeres ha estado presente desde siempre &amp;nbsp;y han contribuido mucho más de lo que imaginamos... basta pensar que Pitagoras formaba equipo con su esposa Téano,&amp;nbsp;matemática&amp;nbsp;como el mismo.&lt;br /&gt;&lt;br /&gt;De modo que les proponemos investigar cuales han sido las mujeres que han ido jalonando la historia de la ciencia... podemos comenzar por&amp;nbsp;la medica egipcia Merit Ptah, que&amp;nbsp;vivió&amp;nbsp;hace 4700 años aprox. y terminar en el siglo XXI.&lt;br /&gt;&lt;br /&gt;Esperamos impacientes sus resultados.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-6943135569997754003?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/6943135569997754003/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=6943135569997754003&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/6943135569997754003'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/6943135569997754003'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2012/01/reto-voluntario-la-mujer-y-la-ciencia.html' title='Reto Voluntario: la mujer y la Ciencia:'/><author><name>Clonlara Esp</name><uri>http://www.blogger.com/profile/07907301614080542843</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-cI9xKawBwDE/TmuqU-UdD3I/AAAAAAAAAB0/Go2v4YOOqJY/s220/ClonlaraLogo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-831504226328772354</id><published>2012-01-19T09:00:00.000+01:00</published><updated>2012-01-19T09:00:04.678+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Informática'/><category scheme='http://www.blogger.com/atom/ns#' term='retos voluntarios'/><title type='text'>Reto voluntario: crea tu propio blog</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://static.amazings.es/media/2011/12/Figura-11.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="207" src="http://static.amazings.es/media/2011/12/Figura-11.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;Este es un menaje exclusivamente para las &lt;a href="http://www.clonlara.es/"&gt;familias asociadas al Programa de Educación a Distancia de Clonlara School en España&lt;/a&gt; (que incluye a familias de América Latina y Portugal).&lt;br /&gt;&lt;br /&gt;&lt;a href="http://esoaprenderesfacil.blogspot.com/2011/12/retos-voluntarios-comenzando-de-nuevo.html"&gt;Reto voluntario ¿qué es?&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Comunicándonos&amp;nbsp;en la red internet. Algun@s alumn@s nos hacen llegar sus blogs y nos sorprende ver la cantidad de lecturas, experimentos, juegos, viajes e informaciones interesantes que comparten en ellos.&lt;br /&gt;&lt;br /&gt;Las nuevas tecnologías nos abren puertas de comunicación que son a la vez creativas y practicas. En muchas ocasiones, sobre todo en los grados 11 y 12 de High School, tener un blog donde ir recogiendo el trabajo de forma cotidiana ha facilitado la labor del asesor educativo para lograr una comunicación efectiva y eficaz.&lt;br /&gt;&lt;br /&gt;Nuestra escuela que se caracteriza por tener que mantener la comunicación a distancia, sin violentar el ritmo personal de cada alumn@, ha encontrado en las nuevas tecnologías un aliado magnifico. Además, un blog no implica necesariamente estar expuestos en la red a cuantos quieran pasar y mirar. En internet el nivel de privacidad lo establece uno mismo, un blog privado puede tener hasta 100 lectores.&lt;br /&gt;&lt;br /&gt;Nuestra propuesta es que experimenten en la red, pueden crear un espacio donde publicar noticias sobre el área que más les interese, o un lugar donde recoger el conocimiento adquirido, o un cuaderno de viaje, un lugar donde documentar nuestras aficiones. Pueden crear un blog familiar, o un blog personal que mantenga el anonimato donde la cuenta de correo no deje traslucir ni el sexo, ni la edad, un ejemplo sería: &lt;i&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;megustaleer@gmail.com&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;Existen en la actualidad muchas plataformas que nos ofrencen el servicio. Nosotros, desde la oficina en España de Clonlara, hemos optado por blogger, por su sencillez en el mantenimiento (la persona encargada de los blogs era más una aventurera que una experta), sin embargo sería excelente ver blogs creados en wordpress, Full Blog , Blogia, La Coctelera , Nireblog, etc.&lt;br /&gt;&lt;br /&gt;Les dejamos algunos ejemplos cercanos para que puedan comprobar su funcionamiento&lt;br /&gt;&lt;br /&gt;Blog privado .................. http://ipeescribe.blogspot.com (solo se accede con invitación del autor/a)Blog publico en blogger ....... http://boletinclonlaraesp.blogspot.com/&lt;br /&gt;Blog publico en wordpress ..... http://madalen.wordpress.com/&lt;br /&gt;blog publico en fullblog ...... http://estimulaciontemprana.fullblog.com.ar/&lt;br /&gt;Blog publico en la coctelera ...http://nofler.lacoctelera.net/&lt;br /&gt;&lt;br /&gt;Advertencia: internet es una espejo del mundo en que vivimos. Así como no dejaríamos que nuestros hijos caminaran solos de día y de noche por una gran ciudad, no podemos dejarlos solos frente a internet, pues es un lugar donde pueden toparse con lecturas, música o vídeos adecuados a su nivel de comprensión, pero también con falsedades, o informaciones distorsionadas, o imagenes que pueden ser dolorosas o violentar su sensibilidad. Por favor, no dejen a sus hijos solos frente a una pantalla. Un libro puede ser una experiencia que se disfruta en soledad, los medios audiovisuales en cambio requieren de acompañamiento.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-831504226328772354?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/831504226328772354/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=831504226328772354&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/831504226328772354'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/831504226328772354'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2012/01/reto-voluntario-crea-tu-propio-blog.html' title='Reto voluntario: crea tu propio blog'/><author><name>Clonlara Esp</name><uri>http://www.blogger.com/profile/07907301614080542843</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-cI9xKawBwDE/TmuqU-UdD3I/AAAAAAAAAB0/Go2v4YOOqJY/s220/ClonlaraLogo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-5066841911369465978</id><published>2012-01-12T09:00:00.000+01:00</published><updated>2012-01-12T09:00:11.447+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Música'/><category scheme='http://www.blogger.com/atom/ns#' term='retos voluntarios'/><title type='text'>Reto voluntario: música</title><content type='html'>Este es un mensaje exclusivamente para las familias asociadas al Programa de Educación a Distancia de Clonlara School.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.pianored.com/musica/wp-content/uploads/2009/12/musica.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://www.pianored.com/musica/wp-content/uploads/2009/12/musica.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Reto voluntario: Investigar sobre la evolución de la música en el siglo XX.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;blockquote&gt;la Historia de la música abarca a todas las sociedades y épocas, y no se limita, como a veces parecemos creer, a occidente.&lt;/blockquote&gt;&lt;br /&gt;&lt;blockquote&gt;La música de una cultura está estrechamente relacionada con otros aspectos culturales, como la organización económica, su sensibilidad estética y la visión acerca de la función social del arte.&lt;/blockquote&gt;&lt;br /&gt;&lt;blockquote&gt;El siglo XX esta marcado por dos grandes acontecimientos que serán muy decisivos en la historia de la música occidental. El primero es el abandono de la tonalidad y la total ruptura de las formas y tecnicas que se venian haciendo desde los principios de la era barroca a partir de 1908 y 1913 con el atonalismo de Schonberg y los salvajes ritmos de "El Pajaro de fuego" de Stranvisky, en concordia con las otras rupturas totales de las otras ramas de las artes.&lt;/blockquote&gt;&lt;br /&gt;&lt;blockquote&gt;A partir de ahí, la musica occidental se vuelve muy experimiental y los compositores se empeñan en hallar nuevos caminos tanto en las formas, los instrumentos, los colores, la tonalidad, el ritmo para hacer una musica totalmente nueva y alejada del canon imperante de Monteverdi a Wagner, cuando con sus grandes operas se demostró que el sistema tonal vigente ya estaba en sus limites y no podia dar mas de si ni ofrecer nada nuevo, y las grandes formas como el concierto, la sinfonia, la sonata ya estaban caducas y superadas a principios del siglo XX.&lt;/blockquote&gt;&lt;br /&gt;&lt;blockquote&gt;El segundo gran evento y el mas reciente es el nacimiento y auge de un nuevo tipo de musica que es totalmente diferente, la&amp;nbsp;música&amp;nbsp;etnica y la popular. Este tipo de musica nacera hacia 1900 con el Jazz, pero no se asentara ni truinfara definitivamente hasta la mitad del siglo con el truinfo arrollador de ...&amp;nbsp;&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-5066841911369465978?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/5066841911369465978/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=5066841911369465978&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/5066841911369465978'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/5066841911369465978'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2012/01/reto-voluntario-musica.html' title='Reto voluntario: música'/><author><name>Clonlara Esp</name><uri>http://www.blogger.com/profile/07907301614080542843</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-cI9xKawBwDE/TmuqU-UdD3I/AAAAAAAAAB0/Go2v4YOOqJY/s220/ClonlaraLogo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-3856674642362141214</id><published>2011-12-29T09:00:00.000+01:00</published><updated>2011-12-29T09:00:10.099+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='retos voluntarios'/><title type='text'>Retos voluntarios. Comenzando de nuevo</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-YWEKdepenZU/TrznC7MTXCI/AAAAAAAAAIQ/bz4w5_wdS2E/s1600/investigar2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-YWEKdepenZU/TrznC7MTXCI/AAAAAAAAAIQ/bz4w5_wdS2E/s1600/investigar2.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;Este es un menaje exclusivamente para las familias asociadas al &lt;a href="http://www.clonlara.es/"&gt;Programa de Educación a Distancia de Clonlara School&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Un curso más, es el tercero, queremos colaborar con ustedes en el día a día, proponiendoles ideas para trabajar por proyectos o centros de interés. Este curso, debido a los atrasos administrativos, los retos voluntarios se irán lanzando semanalmente durante el mes de enero, y quincenalmente durante el mes de febrero.&lt;br /&gt;&lt;br /&gt;En caso de acogerse a alguno de los retos voluntarios tiene ustedes hasta final de curso para compartirlos con sus asesores educativos.&lt;br /&gt;&lt;br /&gt;Los retos de momento están orientados para chic@s de la ESO, aunque hay  niñ@s de primaria que los han abordado en cursos pasados, y de forma muy acertada. También sus conclusiones serán bienvenidas. Nunca se ha planteado esto como un trabajo dirigido,  simplemente es una propuesta de investigación para l@s alumn@s  que desean o necesitan profundizar en ciertas áreas.   Por otro lado nos consta que hay alumn@s que tienen conocimientos muy avanzados sobre estos temas, para su curso escolar, y sin embargo nunca han presentado un trabajo sobre ello. Lo que intententamos decir, es que este tipo de trabajo no debe ser mirado como una obligación o la única forma de aprender, en ningún momento.&lt;br /&gt;&lt;br /&gt;La duración del reto es decisión de las familias. El reto no tendrá mayor incentivo que el placer de aprender . Simplemente comuniquen a su asesor educativo que van a participar.&lt;br /&gt;&lt;br /&gt;Cada reto traerá una serie de preguntas que pueden ser utilizadas como un sistema de arranque, y pueden ser respondidas si lo desean pero no serían ni por asomo, tan importantes como la investigación en sí. Las preguntas son presentadas de forma aleatoria, de ahí la importancia de investigar.  La idea no es responder preguntas, esto no es un examen, nuestro objetivo es colaborar con ustedes, ayudarles en este camino de la educación no directiva, donde equivocarse es una forma de aprender siempre bienvenida. Los invitamos cordialmente a unirse a los "retos voluntarios" sin preocuparse por los resultados a priori … a veces equivocarse es la clave del aprendizaje, corregir los errores es una forma de aprender.Lo que bulle bajo la investigación es alcanzar la autogestión del conocimiento.&lt;br /&gt;&lt;br /&gt;La investigación en la forma más sencilla para comprender conceptos.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&lt;b&gt;Estos retos son voluntarios y no tienen en ningún momento carga negativa para aquellas familias que no deseen participar&lt;/b&gt; pues cada familia conoce mejor que nadie su propio camino de aprendizaje.&lt;br /&gt;&lt;br /&gt;Si un alumn@ jamás participa en un reto, esto no tiene por qué perjudicar su expediente en ningún momento.&lt;br /&gt;&lt;br /&gt;La investigación puede ser un trabajo minucioso o no, y sólo reflejará esto. Es posible que al afrontar el reto la familia necesite la colaboración de su asesor educativo, con esquemas o explicaciones que se presentarán desde el inicio, en otras ocasiones puede suceder que tengan el apoyo o la colaboración de familiares y/o amigos expertos. La investigación es misión de l@s alumn@s, pero buscar apoyos es también parte del trabajo.&lt;br /&gt;&lt;br /&gt;El trabajo se debe enviar por Internet al correo electrónico de su supervisor educativo, nunca a otro correo.&lt;br /&gt;&lt;br /&gt;Si una familia considera que el trabajo debe ser cambiado o modificar la forma de realizar el mismo, puede hacer esto pero ya no sería parte del reto que se crea desde Clonlara y en cambio pasaría a ser un trabajo realizado "por libre". Esto no resta valor a ninguna investigación, simplemente lo convierte en algo diferente.&lt;br /&gt;&lt;br /&gt;Un saludo cordial,&lt;br /&gt;&lt;br /&gt;Jacqueline Montjoy, Juan Carlos Vila y Esther Quiles&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-3856674642362141214?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/3856674642362141214/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=3856674642362141214&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/3856674642362141214'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/3856674642362141214'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/12/retos-voluntarios-comenzando-de-nuevo.html' title='Retos voluntarios. Comenzando de nuevo'/><author><name>Clonlara Esp</name><uri>http://www.blogger.com/profile/07907301614080542843</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-cI9xKawBwDE/TmuqU-UdD3I/AAAAAAAAAB0/Go2v4YOOqJY/s220/ClonlaraLogo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-YWEKdepenZU/TrznC7MTXCI/AAAAAAAAAIQ/bz4w5_wdS2E/s72-c/investigar2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-7372920451702646894</id><published>2011-12-22T09:03:00.000+01:00</published><updated>2011-12-22T09:03:00.433+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Arte'/><category scheme='http://www.blogger.com/atom/ns#' term='Varios'/><category scheme='http://www.blogger.com/atom/ns#' term='Biblioteca'/><category scheme='http://www.blogger.com/atom/ns#' term='Personajes del Arte'/><title type='text'>Museo Thyssen, visita virtual</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;La pinacoteca que contiene una colección de arte antiguo y del siglo XX. Su existencia se debe a la adquisición, por parte del Gobierno español (julio de 1993), de una amplia selección de la colección privada reunida por la familia Thyssen-Bornemisza a lo largo de siete décadas. Este fondo artístico aportó numerosos autores extranjeros ausentes del circuito museístico español, desde el gótico (Duccio, Jan van Eyck) hasta el pop art y los años 80 (Tom Wesselmann, Lucian Freud), por lo que vino a complementar a los dos principales museos estatales, el Prado y el Reina Sofía.&lt;br /&gt;A los tres museos los llaman "Triángulo del Arte", y hay quien asegura que es la concentración pictórica más importante de Europa. En 2009 recibió más de 800.000 visitas, ocupando el puesto 56º entre los museos más visitados del mundo.&lt;br /&gt;&lt;br /&gt;La institución es gestionada por una fundación bajo control público, tiene su sede en el Palacio de Villahermosa, donde posee más de 700 obras. Gracias a un anexo sumado posteriormente ha ampliado su exhibición con otras 300 piezas, prestadas por la Colección Carmen Thyssen-Bornemisza; además mantiene depositadas unas 60 propias en el MNAC de Barcelona. Así mismo, la fundación colaborará con otros dos museos: el Museo Carmen Thyssen-Bornemisza (Málaga) y otro proyectado en San Felíu de Guixols (Gerona), ambos creados con otras obras pertenecientes a la citada viuda del barón Thyssen.&lt;br /&gt;&lt;br /&gt;En su pagina web se puede realizar una visita virtual por algunas de sus salas, os invitasos a verlas.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-P6H4vuS69LE/TeFNAw-IJOI/AAAAAAAABxM/uzHCbQExkig/s1600/thissenDibujo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="184" src="http://3.bp.blogspot.com/-P6H4vuS69LE/TeFNAw-IJOI/AAAAAAAABxM/uzHCbQExkig/s320/thissenDibujo.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;http://www.museothyssen.org/app/visita_virtual_Coleccion/visita_virtual_es_planta_1.html&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-7372920451702646894?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/7372920451702646894/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=7372920451702646894&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/7372920451702646894'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/7372920451702646894'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/12/museo-thyssen-visita-virtual.html' title='Museo Thyssen, visita virtual'/><author><name>Jacqueline</name><uri>http://www.blogger.com/profile/10269902721390896190</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://2.bp.blogspot.com/_K_JUhobbGjU/SWOeZtteIRI/AAAAAAAAALU/fTbGJ9HgZWc/S220/!cid_009e01c8ca0e%24487550e0%242101a8c0%40jacqueli15cb08.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-P6H4vuS69LE/TeFNAw-IJOI/AAAAAAAABxM/uzHCbQExkig/s72-c/thissenDibujo.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-4109993064155130519</id><published>2011-12-15T09:00:00.000+01:00</published><updated>2011-12-15T09:00:19.114+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Roma'/><category scheme='http://www.blogger.com/atom/ns#' term='Vídeos Educativos'/><title type='text'>Así era el Templo Romano</title><content type='html'>&lt;div class="flash_epix" data-playerkey="a51f8737afcc" data-sig="iLyROoaf8xQR" id="flash_epix_iLyROoaf8xQR" name="flash_epix" style="height: 300px; width: 400px;"&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span class="apple-style-span"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #6a6868; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%;"&gt;Iglesia, consulado, archivo municipal e, incluso, caballerizas. Si la&lt;/span&gt;&lt;/span&gt;&lt;span class="apple-converted-space"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #6a6868; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-color: initial; border-style: initial; outline-color: initial; outline-style: initial; outline-width: 0px;"&gt;&lt;i&gt;&lt;span style="border-bottom-color: windowtext; border-bottom-style: none; border-bottom-width: 1pt; border-left-color: windowtext; border-left-style: none; border-left-width: 1pt; border-right-color: windowtext; border-right-style: none; border-right-width: 1pt; border-top-color: windowtext; border-top-style: none; border-top-width: 1pt; color: #6a6868; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"&gt;Maison Carrée&lt;/span&gt;&lt;/i&gt;&lt;/strong&gt;&lt;span class="apple-converted-space"&gt;&lt;b&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-color: windowtext; border-bottom-style: none; border-bottom-width: 1pt; border-left-color: windowtext; border-left-style: none; border-left-width: 1pt; border-right-color: windowtext; border-right-style: none; border-right-width: 1pt; border-top-color: windowtext; border-top-style: none; border-top-width: 1pt; color: #6a6868; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;strong&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-color: windowtext; border-bottom-style: none; border-bottom-width: 1pt; border-left-color: windowtext; border-left-style: none; border-left-width: 1pt; border-right-color: windowtext; border-right-style: none; border-right-width: 1pt; border-top-color: windowtext; border-top-style: none; border-top-width: 1pt; color: #6a6868; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"&gt;–Casa Cuadrada–&lt;/span&gt;&lt;/strong&gt;&lt;span class="apple-converted-space"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #6a6868; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%;"&gt;&lt;span style="float: none; text-align: -webkit-auto;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class="apple-style-span"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #6a6868; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%;"&gt;de Nîmes (Francia) se ha mantenido en pie durante más de veinte siglos es porque siempre ha tenido una funcionalidad, convirtiéndose así en&lt;/span&gt;&lt;/span&gt;&lt;span class="apple-converted-space"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #6a6868; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: -webkit-auto;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-color: windowtext; border-bottom-style: none; border-bottom-width: 1pt; border-left-color: windowtext; border-left-style: none; border-left-width: 1pt; border-right-color: windowtext; border-right-style: none; border-right-width: 1pt; border-top-color: windowtext; border-top-style: none; border-top-width: 1pt; color: #6a6868; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"&gt;el único templo romano que preserva su aspecto original&lt;/span&gt;&lt;/strong&gt;&lt;span class="apple-style-span"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #6a6868; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%;"&gt;&lt;span style="float: none; text-align: -webkit-auto;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span class="apple-converted-space"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #6a6868; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #6a6868; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%;"&gt;&lt;br style="text-align: -webkit-auto;" /&gt; &lt;br style="text-align: -webkit-auto;" /&gt; &lt;span class="apple-style-span"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"&gt;&lt;span style="float: none; text-align: -webkit-auto;"&gt;Consagrado al culto imperial, fue&lt;/span&gt;&lt;/span&gt;&lt;span class="apple-converted-space"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: -webkit-auto;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-color: windowtext; border-bottom-style: none; border-bottom-width: 1pt; border-left-color: windowtext; border-left-style: none; border-left-width: 1pt; border-right-color: windowtext; border-right-style: none; border-right-width: 1pt; border-top-color: windowtext; border-top-style: none; border-top-width: 1pt; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"&gt;erigido en el 16 a.C. en honor a August&lt;/span&gt;&lt;/strong&gt;&lt;span class="apple-style-span"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"&gt;&lt;span style="float: none; text-align: -webkit-auto;"&gt;o, su esposa Livia y sus hijos, y cumple con las características clásicas de la arquitectura religiosa romana. Con 26 metros de largo y 17 de altura, es rectangular, hexástilo –seis pilares en el frente– y está construido sobre un podio. Las columnas corintias rodean el edificio y están adosadas a la cella, el área destinada a albergar la imagen de la divinidad, que en este caso son el emperador y su familia. A su vera se erige hoy su hermano moderno, el&lt;/span&gt;&lt;/span&gt;&lt;span class="apple-converted-space"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;em style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: -webkit-auto;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-color: windowtext; border-bottom-style: none; border-bottom-width: 1pt; border-left-color: windowtext; border-left-style: none; border-left-width: 1pt; border-right-color: windowtext; border-right-style: none; border-right-width: 1pt; border-top-color: windowtext; border-top-style: none; border-top-width: 1pt; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"&gt;Carré d’Art&lt;/span&gt;&lt;/em&gt;&lt;span class="apple-style-span"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"&gt;&lt;span style="float: none; text-align: -webkit-auto;"&gt;construido por Norman Foster con los mismos cánones vitruvianos que rigen la&lt;/span&gt;&lt;/span&gt;&lt;span class="apple-converted-space"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;em style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: -webkit-auto;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-color: windowtext; border-bottom-style: none; border-bottom-width: 1pt; border-left-color: windowtext; border-left-style: none; border-left-width: 1pt; border-right-color: windowtext; border-right-style: none; border-right-width: 1pt; border-top-color: windowtext; border-top-style: none; border-top-width: 1pt; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"&gt;Maison&lt;/span&gt;&lt;/em&gt;&lt;span class="apple-style-span"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"&gt;&lt;span style="float: none; text-align: -webkit-auto;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br style="text-align: -webkit-auto;" /&gt; &lt;br style="text-align: -webkit-auto;" /&gt; &lt;span class="apple-style-span"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"&gt;&lt;span style="float: none; text-align: -webkit-auto;"&gt;El &amp;nbsp;ilustrador, José Antonio Peñas, ha reconstruido en&lt;/span&gt;&lt;/span&gt;&lt;span class="apple-converted-space"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://www.muyinteresante.es/tag/3d" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: -webkit-auto;" target="_blank"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-color: windowtext; border-bottom-style: none; border-bottom-width: 1pt; border-left-color: windowtext; border-left-style: none; border-left-width: 1pt; border-right-color: windowtext; border-right-style: none; border-right-width: 1pt; border-top-color: windowtext; border-top-style: none; border-top-width: 1pt; color: #e0081d; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"&gt;3D&lt;/span&gt;&lt;/a&gt;&lt;span class="apple-converted-space"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #6a6868; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%;"&gt;&lt;span style="float: none; text-align: -webkit-auto;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class="apple-style-span"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #6a6868; font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%;"&gt;este magnífico edificio, protagonista de este vídeo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;object data="http://sll.kewego.com/swf/p3/epix.swf" height="300" id="iLyROoaf8xQR" type="application/x-shockwave-flash" width="400"&gt; &lt;param name="flashVars" value="language_code=es&amp;playerKey=a51f8737afcc&amp;skinKey=&amp;sig=iLyROoaf8xQR&amp;autostart=false" /&gt;&lt;param name="movie" value="http://sll.kewego.com/swf/p3/epix.swf" /&gt;&lt;param name="allowFullScreen" value="true" /&gt;&lt;param name="allowscriptaccess" value="always" /&gt;&lt;video  poster="http://api.kewego.com/video/getHTML5Thumbnail/?playerKey=a51f8737afcc&amp;sig=iLyROoaf8xQR" height="300" width="400" preload="none"  controls="controls"&gt;&lt;/video&gt;&lt;script src="//sll.kewego.com/embed/assets/kplayer-standalone.js"&gt;&lt;/script&gt;&lt;script defer="defer"&gt;kitd.html5loader("flash_epix_iLyROoaf8xQR");&lt;/script&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Fuente:&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&amp;nbsp;&lt;a href="http://www.muyinteresante.es/asi-era-el-templo-romano"&gt;http://www.muyinteresante.es/asi-era-el-templo-romano&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #6a6868; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span class="Apple-style-span" style="font-size: 14px; line-height: 17px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-4109993064155130519?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/4109993064155130519/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=4109993064155130519&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/4109993064155130519'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/4109993064155130519'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/12/asi-era-el-templo-romano.html' title='Así era el Templo Romano'/><author><name>Jacqueline</name><uri>http://www.blogger.com/profile/10269902721390896190</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://2.bp.blogspot.com/_K_JUhobbGjU/SWOeZtteIRI/AAAAAAAAALU/fTbGJ9HgZWc/S220/!cid_009e01c8ca0e%24487550e0%242101a8c0%40jacqueli15cb08.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-1545235088152867322</id><published>2011-12-08T09:00:00.000+01:00</published><updated>2011-12-08T09:00:11.587+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Cultura general'/><category scheme='http://www.blogger.com/atom/ns#' term='Física'/><category scheme='http://www.blogger.com/atom/ns#' term='Ciencia'/><title type='text'>Historia del vidrio</title><content type='html'>El vidrio es un material inorgánico duro, frágil, transparente y amorfo que se usa para hacer ventanas, lentes, botellas y una gran variedad de productos. Se obtiene  por fusión a unos 1.500 °C de arena de sílice (SiO2), carbonato de sodio (Na2CO3) y caliza (CaCO3).El término "cristal" es utilizado muy frecuentemente como sinónimo de vidrio, aunque es incorrecto en el ámbito científico debido a que el vidrio es un sólido amorfo (sus moléculas no están dispuestas de forma regular) y no un sólido cristalino.&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/jyobnoeI0Qk" width="420"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-1545235088152867322?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/1545235088152867322/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=1545235088152867322&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/1545235088152867322'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/1545235088152867322'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/12/historia-del-vidrio.html' title='Historia del vidrio'/><author><name>Jacqueline</name><uri>http://www.blogger.com/profile/10269902721390896190</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://2.bp.blogspot.com/_K_JUhobbGjU/SWOeZtteIRI/AAAAAAAAALU/fTbGJ9HgZWc/S220/!cid_009e01c8ca0e%24487550e0%242101a8c0%40jacqueli15cb08.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/jyobnoeI0Qk/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-3412702980731902405</id><published>2011-12-01T16:02:00.000+01:00</published><updated>2011-12-01T16:02:00.284+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4º ESO'/><title type='text'>Biología y Geología</title><content type='html'>&lt;a href="http://recursos.cnice.mec.es/biosfera/profesor/index.htm"&gt;Proyecto Biosfera&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="border-collapse: collapse;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;table border="0" bordercolor="#111111" cellpadding="0" cellspacing="0" id="AutoNumber4" style="border-collapse: collapse; width: 523px;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td width="389"&gt;&lt;div class="txt" style="color: black; font-family: Arial, Helvetica, sans-serif; font-size: 10pt; text-align: justify; text-decoration: none;"&gt;El proyecto Biosfera del Ministerio de Educación tiene como objetivo el desarrollo de unidades didácticas multimedia interactivas para las materias de Biología y Geología en la Enseñanza Secundaria Obligatoria y en el Bachillerato. Incorpora, además, una serie de herramientas y recursos que estarán disponibles en Internet para quienes deseen utilizarlos.El diseño de las unidades está pensado para aprovechar las ventajas que ofrece el ordenador y los recursos de Internet, procurando que sea sencillo, realista y versátil. De esta manera se propone una metodología de trabajo que pueda favorecer la motivación, el ejercicio y la evaluación de los alumnos en sus conocimientos de biología y geología, de tal modo que aprovechen las nuevas tecnologías de la información.En esta página se ofrecen diversos recursos de Biosfera y enlaces que ayudan a potenciar el aprendizaje en estas áreas y que permiten, bien un apoyo, bien un contenido amplificativo sobre la materia trabajada.&lt;br /&gt;&lt;br /&gt;Para acceder pulsar en &lt;a href="http://recursos.cnice.mec.es/biosfera/profesor/index.htm"&gt;AQUÍ&amp;nbsp;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-3412702980731902405?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/3412702980731902405/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=3412702980731902405&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/3412702980731902405'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/3412702980731902405'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/12/biologia-y-geologia.html' title='Biología y Geología'/><author><name>Clonlara Esp</name><uri>http://www.blogger.com/profile/07907301614080542843</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-cI9xKawBwDE/TmuqU-UdD3I/AAAAAAAAAB0/Go2v4YOOqJY/s220/ClonlaraLogo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-8060065027118494142</id><published>2011-11-24T09:00:00.000+01:00</published><updated>2011-11-24T09:00:08.081+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='educación plástica y visual'/><category scheme='http://www.blogger.com/atom/ns#' term='1ESO'/><title type='text'>Precioso collar de nudos y cuentas</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.hogarutil.com/archivos/201105/collar-nudos-cuentas-v-668x400x80xX.jpg?1" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="190" src="http://www.hogarutil.com/archivos/201105/collar-nudos-cuentas-v-668x400x80xX.jpg?1" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Os dejamos un&amp;nbsp;&lt;a href="http://www.hogarutil.com/decoracion/manualidades/cuentas-abalorios/201005/collar-nudos-cuentas-5254.html"&gt;vídeo&amp;nbsp;&lt;/a&gt;que nos ayuda a montar un collar de cuentas con nudos, para regalar o para presumir.&amp;nbsp;&lt;br /&gt;&lt;div class="flash_kplayer" data-playerkey="d09a64ff5131" data-sig="iLyROoaf2HWv" id="flash_kplayer_iLyROoaf2HWv" name="flash_kplayer" style="height: 300px; width: 400px;"&gt;&lt;div style="text-align: center;"&gt;&lt;object data="http://sll.kewego.com/swf/kp.swf" height="100%" id="kplayer_iLyROoaf2HWv" name="kplayer_iLyROoaf2HWv" type="application/x-shockwave-flash" width="100%"&gt;&lt;param name="bgcolor" value="0x000000" /&gt;      &lt;param name="allowfullscreen" value="true" /&gt;      &lt;param name="allowscriptaccess" value="always" /&gt;      &lt;param name="flashVars" value="language_code=es&amp;playerKey=d09a64ff5131&amp;configKey=70fbd922437a&amp;suffix=&amp;vformat=&amp;sig=iLyROoaf2HWv&amp;autostart=false" /&gt;      &lt;param name="movie" value="http://sll.kewego.com/swf/kp.swf" /&gt;        &lt;param name="wmode" value="opaque" /&gt;&lt;video  poster="http://api.kewego.com/video/getHTML5Thumbnail/?playerKey=d09a64ff5131&amp;sig=iLyROoaf2HWv" height="100%" width="100%" preload="none"  controls="controls"&gt;&lt;/video&gt;&lt;script src="//sll.kewego.com/embed/assets/kplayer-standalone.js"&gt;&lt;/script&gt;&lt;script defer="defer"&gt;kitd.html5loader("flash_kplayer_iLyROoaf2HWv");&lt;/script&gt;&lt;/object&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #636d6b; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 15px;"&gt;A la hora de fabricar nuestra propia bisutería con abalorios&amp;nbsp;tenemos que tener en cuenta todos los recursos que tenemos a nuestro alcance. Uno de ellos son los nudos, que además de tener una función práctica, ya que nos ayudan a unir cuerdas o&amp;nbsp;cerrar collares, también tienen una función estética, puesto que pueden ser muy decorativos.&lt;/span&gt;&lt;/blockquote&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #636d6b; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 17px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;blockquote style="text-align: left;"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #636d6b; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 17px;"&gt;&lt;strong style="font-style: inherit; font-weight: bold;"&gt;Consejo:&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #636d6b; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 17px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #636d6b; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 14px;"&gt;Para cerrar collares es mejor utilizar un nudo doble que uno sencillo. El doble se hace como el sencillo sólo que el extremo de la cuerda se pasa 2 veces por el centro antes de cerrar el nudo.&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #636d6b; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 14px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #636d6b; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 14px;"&gt;&lt;span class="Apple-style-span" style="line-height: 17px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="herramientas" style="float: left; margin-bottom: 0px; margin-left: 0.699999988079071%; margin-right: 0.699999988079071%; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: 320px;"&gt;&lt;ul class="bloque-detalle" style="border-bottom-color: rgb(138, 143, 141); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(138, 143, 141); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(138, 143, 141); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(138, 143, 141); border-top-style: solid; border-top-width: 1px; margin-bottom: 15px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;li class="bloque-detalle-encabezado" style="background-attachment: initial !important; background-clip: initial !important; background-color: initial !important; background-image: none !important; background-origin: initial !important; background-position: initial initial !important; background-repeat: initial initial !important; border-bottom-color: rgb(138, 143, 141); border-bottom-style: solid; border-bottom-width: 1px; font-size: 12px; font-weight: bold; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 5px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 5px !important; padding-left: 10px !important; padding-right: 10px !important; padding-top: 5px !important;"&gt;Herramientas&lt;/li&gt;&lt;li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://www.hogarutil.com/img/bullet-listado-peq.png); background-origin: initial; background-position: 10px 9px !important; background-repeat: no-repeat no-repeat; font-size: 12px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 18px; padding-right: 10px; padding-top: 3px;"&gt;Tijeras&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;div class="herramientas" style="float: left; margin-bottom: 0px; margin-left: 0.699999988079071%; margin-right: 0.699999988079071%; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: 320px;"&gt;&lt;ul class="bloque-detalle" style="border-bottom-color: rgb(138, 143, 141); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(138, 143, 141); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(138, 143, 141); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(138, 143, 141); border-top-style: solid; border-top-width: 1px; margin-bottom: 15px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;li class="bloque-detalle-encabezado" style="background-attachment: initial !important; background-clip: initial !important; background-color: initial !important; background-image: none !important; background-origin: initial !important; background-position: initial initial !important; background-repeat: initial initial !important; border-bottom-color: rgb(138, 143, 141); border-bottom-style: solid; border-bottom-width: 1px; font-size: 12px; font-weight: bold; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 5px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 5px !important; padding-left: 10px !important; padding-right: 10px !important; padding-top: 5px !important;"&gt;Materiales&lt;/li&gt;&lt;li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://www.hogarutil.com/img/bullet-listado-peq.png); background-origin: initial; background-position: 10px 9px !important; background-repeat: no-repeat no-repeat; font-size: 12px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 18px; padding-right: 10px; padding-top: 3px;"&gt;2 cordones o cuerdas&lt;/li&gt;&lt;li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://www.hogarutil.com/img/bullet-listado-peq.png); background-origin: initial; background-position: 10px 9px !important; background-repeat: no-repeat no-repeat; font-size: 12px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 18px; padding-right: 10px; padding-top: 3px;"&gt;Cuentas&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-8060065027118494142?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/8060065027118494142/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=8060065027118494142&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/8060065027118494142'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/8060065027118494142'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/11/precioso-collar-de-nudos-y-cuentas.html' title='Precioso collar de nudos y cuentas'/><author><name>Jacqueline</name><uri>http://www.blogger.com/profile/10269902721390896190</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://2.bp.blogspot.com/_K_JUhobbGjU/SWOeZtteIRI/AAAAAAAAALU/fTbGJ9HgZWc/S220/!cid_009e01c8ca0e%24487550e0%242101a8c0%40jacqueli15cb08.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-431694828048779861</id><published>2011-11-17T09:00:00.000+01:00</published><updated>2011-11-17T09:00:05.483+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3º ESO'/><category scheme='http://www.blogger.com/atom/ns#' term='4º ESO'/><category scheme='http://www.blogger.com/atom/ns#' term='2º ESO'/><category scheme='http://www.blogger.com/atom/ns#' term='1ESO'/><category scheme='http://www.blogger.com/atom/ns#' term='Historia'/><title type='text'>Clases de Historia</title><content type='html'>Revista digital de Historia y Ciencias Sociales para alumnos/as de ESO y Bachillerato.&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-O0ZB5VGl604/TmtaJGX_cHI/AAAAAAAAByw/mBBZ_mbj15U/s1600/357Dibujo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="165" src="http://2.bp.blogspot.com/-O0ZB5VGl604/TmtaJGX_cHI/AAAAAAAAByw/mBBZ_mbj15U/s320/357Dibujo.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://claseshistoria.com/"&gt;http://claseshistoria.com/&lt;/a&gt;&lt;/div&gt;Encontraran Mapas conceptuales, textos historicos, comentarios de texto, un glosario, algunos audiovisuales y también ejercicios tipo test y otros más ludicos: emparejamiento de conceptos, crucigrama, relleno de huecos, hotspot, etc.Abarca un periodo amplio, desde la Prehistoria, Egipto, Grecia, Roma, Paleocristiano, Bizantino, Hispanomusulmán, Mudéjar, Románico, Gótico, Renacimiento, Barroco, Neoclasicismo, Siglo XIX hasta el Siglo XX&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-431694828048779861?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/431694828048779861/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=431694828048779861&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/431694828048779861'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/431694828048779861'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/11/clases-de-historia.html' title='Clases de Historia'/><author><name>Jacqueline</name><uri>http://www.blogger.com/profile/10269902721390896190</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://2.bp.blogspot.com/_K_JUhobbGjU/SWOeZtteIRI/AAAAAAAAALU/fTbGJ9HgZWc/S220/!cid_009e01c8ca0e%24487550e0%242101a8c0%40jacqueli15cb08.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-O0ZB5VGl604/TmtaJGX_cHI/AAAAAAAAByw/mBBZ_mbj15U/s72-c/357Dibujo.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-521827695077112341</id><published>2011-11-10T09:00:00.000+01:00</published><updated>2011-11-10T09:00:15.980+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Inglés'/><title type='text'>Una herramienta interactiva para Inglés</title><content type='html'>Un recurso divertido, a través del comic, para practicar ingles de una forma creativa.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-0Ll3dqFBZAU/TmpG83dekQI/AAAAAAAAByY/MZfqjczmmKk/s1600/357Dibujo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="302" src="http://2.bp.blogspot.com/-0Ll3dqFBZAU/TmpG83dekQI/AAAAAAAAByY/MZfqjczmmKk/s320/357Dibujo.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://ntic.educacion.es/w3//eos/MaterialesEducativos/mem2009/playcomic/index.html"&gt;http://ntic.educacion.es/w3//eos/MaterialesEducativos/mem2009/playcomic/index.html&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-521827695077112341?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/521827695077112341/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=521827695077112341&amp;isPopup=true' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/521827695077112341'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/521827695077112341'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/11/una-herramienta-interactiva-para-ingles.html' title='Una herramienta interactiva para Inglés'/><author><name>Jacqueline</name><uri>http://www.blogger.com/profile/10269902721390896190</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://2.bp.blogspot.com/_K_JUhobbGjU/SWOeZtteIRI/AAAAAAAAALU/fTbGJ9HgZWc/S220/!cid_009e01c8ca0e%24487550e0%242101a8c0%40jacqueli15cb08.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-0Ll3dqFBZAU/TmpG83dekQI/AAAAAAAAByY/MZfqjczmmKk/s72-c/357Dibujo.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-500321140629926348</id><published>2011-11-03T09:00:00.002+01:00</published><updated>2011-11-03T09:00:01.713+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4º ESO'/><category scheme='http://www.blogger.com/atom/ns#' term='asignaturas'/><title type='text'>asignaturas 4º ESO</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;i&gt;Tras el debate originado por el post de la &lt;a href="http://esoaprenderesfacil.blogspot.com/2011/10/asignaturas-3-eso.html"&gt;semana pasada&lt;/a&gt; sobre las elecciones de asignaturas, voy a arriesgarme a terminar este ciclo de entradas. Quiero&amp;nbsp;recordares&amp;nbsp;que esta semana estamos en &lt;a href="http://boletinclonlaraesp.blogspot.com/2011/10/biocultura-madrid-2011.html"&gt;BioCultura Madrid&lt;/a&gt;, por lo que las respuestas vía e-mail van a demorar un poco más que la semana pasada. Paciencia por favor, estaremos de regreso el jueves 10 para retomar el ritmo cotidiano.&amp;nbsp;&lt;/i&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-j4351DH6Fx0/TndAZdFnJcI/AAAAAAAAAC8/DHPM5hefRhU/s1600/ESO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-j4351DH6Fx0/TndAZdFnJcI/AAAAAAAAAC8/DHPM5hefRhU/s1600/ESO.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Llegados al grado 10º del itinerario educativo, estamos a punto de tomar, para el sistema educativo, las riendas de nuestra propia vida. El curso pasado tomamos importantes decisiones (ver post 3º ESO), y ahora nos toca trabajar en la linea de nuestros deseos. Este curso hay más opciones para elegir en el sistema español y aún tendremos sin usar algunos de nuestros&amp;nbsp;créditos de libre configuración de Clonlara School. Eso es bueno.&lt;br /&gt;&lt;br /&gt;Acá la lista de los saberes comunes, y de los opcionales.&lt;br /&gt;&lt;ol&gt;&lt;li style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 24px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Ciencias Sociales: Historia&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 24px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Educación Física&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 24px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Lengua Castellana y Literatura&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 24px;"&gt;Lengua&amp;nbsp;autonómica&amp;nbsp;si la hubiere&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;&lt;li style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 24px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;1º Lengua extranjera&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 24px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Educación Ético-Cívica&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 24px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Proyecto Integrado&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 24px;"&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; line-height: normal;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;Matemáticas&lt;/span&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 1.5em;"&gt;&amp;nbsp;A (nivel más sencillo) o B (nivel más experto)&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;ul style="list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span class="Apple-style-span" style="font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;b&gt;&lt;ul style="color: #274e13; list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/ul&gt;Opciones para Letras y Artes (se escogen tres)&lt;/b&gt;&lt;/span&gt;&lt;/ul&gt;&lt;ul style="list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Dibujo Artístico,&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Música,&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Informática&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;2ª Lengua extranjera&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Latín,&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Informática&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Religión&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Historia y cultura de las religiones&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Educación plástica y visual&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;/ul&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Opciones para Ciencias y Tecnologías (se escogen tres)&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Física y Química&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;br /&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Biología y Geología &lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;br /&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Dibujo Técnico&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;br /&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;2ª Lengua extranjera&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;br /&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Informática&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;br /&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Tecnologías&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-500321140629926348?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/500321140629926348/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=500321140629926348&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/500321140629926348'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/500321140629926348'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/11/asignaturas-4-eso.html' title='asignaturas 4º ESO'/><author><name>Clonlara Esp</name><uri>http://www.blogger.com/profile/07907301614080542843</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-cI9xKawBwDE/TmuqU-UdD3I/AAAAAAAAAB0/Go2v4YOOqJY/s220/ClonlaraLogo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-j4351DH6Fx0/TndAZdFnJcI/AAAAAAAAAC8/DHPM5hefRhU/s72-c/ESO.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-248035848272563968</id><published>2011-10-27T09:00:00.002+02:00</published><updated>2011-10-27T09:00:10.855+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3º ESO'/><category scheme='http://www.blogger.com/atom/ns#' term='asignaturas'/><title type='text'>Asignaturas 3º ESO</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-j4351DH6Fx0/TndAZdFnJcI/AAAAAAAAAC8/DHPM5hefRhU/s1600/ESO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-j4351DH6Fx0/TndAZdFnJcI/AAAAAAAAAC8/DHPM5hefRhU/s1600/ESO.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Llegados al grado 9º del itinerario educativo, la cosa se complica. Nos han ido&amp;nbsp;abriendo&amp;nbsp;un abanico amplio de posibilidades, pero cada persona tiene sus propias inclinaciones. Y ahora es el momento de tomar partido, aunque también de sentarnos a pensar si vamos a pararnos el&amp;nbsp;próximo&amp;nbsp;curso o vamos a continuar hasta el final, pues eso puede ser determinante en la configuración de nuestro curriculm para los&amp;nbsp;próximos&amp;nbsp;cuatro años.&lt;br /&gt;&lt;br /&gt;Hay una serie de&amp;nbsp;créditos&amp;nbsp;(180 horas d trabajo) que son obligatorios en Clonlara School, tales como&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;ul style="text-align: left;"&gt;&lt;li&gt;4,0 créditos** en Lengua (Lengua Materna)&lt;/li&gt;&lt;li&gt;2,0 créditos en Inglés.&lt;/li&gt;&lt;li&gt;0,5 créditos Expresión Oral&lt;/li&gt;&lt;li&gt;2,0 créditos en Matemáticas&lt;/li&gt;&lt;li&gt;1,0 crédito en Historia&lt;/li&gt;&lt;li&gt;0,5 créditos en Gobierno&lt;/li&gt;&lt;li&gt;0,5 créditos en Geografía&lt;/li&gt;&lt;li&gt;3,0 créditos en Ciencias&lt;/li&gt;&lt;li&gt;1,5 créditos en Educación Física&lt;/li&gt;&lt;li&gt;7,0 créditos de Libre Elección&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;Y una lista de lecturas que incluya tanto narrativa como ensayo.&lt;br /&gt;De modo que este curso es el que nos obliga a sentarnos y pensar, para poder combinar a lo largo de los cuatro restantes las exigencias de las dos orillas del&amp;nbsp;Atlántico, pues será necesario tener claro también cuales son los saberes&amp;nbsp;comunes obligatorios en nuestra comunidad&amp;nbsp;autónoma.&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Biología y Geología&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Física y Química&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Ciencias Sociales: Geografía&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Educación Física&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Educación a la Ciudadanía y Derechos Humanos&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Lengua Castellana y Literatura&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;1º Lengua extranjera&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Matemáticas&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Tecnologías&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;ol&gt;&lt;b&gt;&lt;ol&gt;&lt;b&gt; &lt;/b&gt;&lt;/ol&gt;Optativas&lt;/b&gt; (elegir una de la lista)&lt;/ol&gt;&lt;ol&gt;&lt;ol&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;2ª lengua extranjera&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/ol&gt;&lt;ol&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Cultura Clásica&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/ol&gt;&lt;ol&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Cambio Social y de Género&lt;/span&gt;&lt;/b&gt;&lt;/ol&gt;&lt;ol&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Historia y cultura de las religiones&lt;/span&gt;&lt;/b&gt;&lt;/ol&gt;&lt;ol&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Iniciación a la administración&lt;/span&gt;&lt;/b&gt;&lt;/ol&gt;&lt;ol&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13;"&gt;Música&lt;/span&gt;&lt;/b&gt;&lt;/ol&gt;&lt;/ol&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-248035848272563968?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/248035848272563968/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=248035848272563968&amp;isPopup=true' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/248035848272563968'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/248035848272563968'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/10/asignaturas-3-eso.html' title='Asignaturas 3º ESO'/><author><name>Clonlara Esp</name><uri>http://www.blogger.com/profile/07907301614080542843</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-cI9xKawBwDE/TmuqU-UdD3I/AAAAAAAAAB0/Go2v4YOOqJY/s220/ClonlaraLogo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-j4351DH6Fx0/TndAZdFnJcI/AAAAAAAAAC8/DHPM5hefRhU/s72-c/ESO.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-4354609080423517534</id><published>2011-10-20T09:00:00.001+02:00</published><updated>2011-10-20T09:00:12.344+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='asignaturas'/><category scheme='http://www.blogger.com/atom/ns#' term='2º ESO'/><title type='text'>Asiganturas 2º ESO</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-NqXSWPEbfQI/TndCsZYErkI/AAAAAAAAADA/5Ql1nKrUyTc/s1600/ESO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-NqXSWPEbfQI/TndCsZYErkI/AAAAAAAAADA/5Ql1nKrUyTc/s1600/ESO.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Georgia, 'Times New Roman', serif;"&gt;Para quienes están cursando el grado octavo del sistema norteamericano, equivalente al 2º de la ESO en España. Acá les dejamos un recordatorio de las asignaturas que van a tener que trabajar, siguiendo sus propias metodologías, para poder alcanzar los objetivos deseados. &lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;ol&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Ciencias de la Naturaleza&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Ciencias Sociales: Geografía e Historia&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Educación Física&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Educación Plástica y Visual&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Lengua Castellana y Literatura&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;1ª lengua extranjera&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Matemáticas&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Música&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;li style="margin-bottom: 0.1em;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;Tecnología&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;b&gt;Optativas &lt;/b&gt;(a elegir una)&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;ul style="display: inline !important; line-height: 1.5em; list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;li style="display: inline !important; margin-bottom: 0.1em;"&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;b&gt;Francés&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;&lt;/span&gt;&lt;/ul&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;ul style="display: inline !important; line-height: 1.5em; list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;li style="display: inline !important; margin-bottom: 0.1em;"&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;b&gt;Métodos de la Ciencia&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;&lt;/span&gt;&lt;/ul&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;ul style="display: inline !important; line-height: 1.5em; list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;li style="display: inline !important; margin-bottom: 0.1em;"&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;b&gt;Cambio Social y de Género&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;&lt;/span&gt;&lt;/ul&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;ul style="display: inline !important; line-height: 1.5em; list-style-image: url(data:image/png; list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;li style="display: inline !important; margin-bottom: 0.1em;"&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;b&gt;Religión&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;&lt;/span&gt;&lt;/ul&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;ul style="display: inline !important; line-height: 1.5em; list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;li style="display: inline !important; margin-bottom: 0.1em;"&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;b&gt;Historia y cultura de las religiones&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;&lt;/span&gt;&lt;/ul&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;ul style="display: inline !important; line-height: 1.5em; list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;li style="display: inline !important; margin-bottom: 0.1em;"&gt;&lt;span class="Apple-style-span" style="color: #274e13; font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;b&gt;2º Lengua Extranjera&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;&lt;/span&gt;&lt;/ul&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; line-height: 19px;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-4354609080423517534?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/4354609080423517534/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=4354609080423517534&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/4354609080423517534'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/4354609080423517534'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/10/asiganturas-2-eso.html' title='Asiganturas 2º ESO'/><author><name>Clonlara Esp</name><uri>http://www.blogger.com/profile/07907301614080542843</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-cI9xKawBwDE/TmuqU-UdD3I/AAAAAAAAAB0/Go2v4YOOqJY/s220/ClonlaraLogo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-NqXSWPEbfQI/TndCsZYErkI/AAAAAAAAADA/5Ql1nKrUyTc/s72-c/ESO.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-8140720447317766982</id><published>2011-10-13T09:00:00.003+02:00</published><updated>2011-10-13T09:00:04.414+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='asignaturas'/><category scheme='http://www.blogger.com/atom/ns#' term='1ESO'/><title type='text'>asignaturas 1º ESO</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-j4351DH6Fx0/TndAZdFnJcI/AAAAAAAAAC8/DHPM5hefRhU/s1600/ESO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-j4351DH6Fx0/TndAZdFnJcI/AAAAAAAAAC8/DHPM5hefRhU/s1600/ESO.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;Para tenerlo claro. Esta es una lista del conocimiento dividido por asignaturas que se va a trabajar durante el primer curso de la Educación Secundaria Obligatoria. No quiere esto decir que ustedes deban separar el aprendizaje por asignaturas, en&amp;nbsp;ningún&amp;nbsp;caso. Si ustedes optan por trabajar de una forma integral, a&amp;nbsp;través&amp;nbsp;de proyectos, deben saber que esos proyectos han de estar integrados por todos estos saberes y que después, nosotros los vamos a desglosar en el boletín de notas, al final del curso.&lt;br /&gt;&lt;br /&gt;Los estudiantes se limitaran a 9 créditos por semestre a pesar de que en los EE.UU. no dan créditos a este nivel.&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Ciencias de la Naturaleza&amp;nbsp;&lt;/li&gt;&lt;li&gt;Ciencias Sociales: Geografía e Historia&amp;nbsp;&lt;/li&gt;&lt;li&gt;Educación Física&amp;nbsp;&lt;/li&gt;&lt;li&gt;Educación Plástica y Visual&amp;nbsp;&lt;/li&gt;&lt;li&gt;Lengua Castellana y Literatura&lt;/li&gt;&lt;li&gt;Lengua&amp;nbsp;autonómica (en caso de haberla)&amp;nbsp;&lt;/li&gt;&lt;li&gt;Matemáticas&amp;nbsp;&lt;/li&gt;&lt;li&gt;Música&amp;nbsp;&lt;/li&gt;&lt;li&gt;1era Lengua Extranjera&amp;nbsp;&lt;/li&gt;&lt;/ol&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;Optativas (a elegir una):&lt;br /&gt;&lt;br /&gt;2ª Lengua extranjero&lt;br /&gt;Tecnología Aplicada&lt;br /&gt;Cambio Social y de Género&lt;br /&gt;Historia y cultura de las religiones&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-8140720447317766982?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/8140720447317766982/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=8140720447317766982&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/8140720447317766982'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/8140720447317766982'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/10/asignaturas-1-eso.html' title='asignaturas 1º ESO'/><author><name>Clonlara Esp</name><uri>http://www.blogger.com/profile/07907301614080542843</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-cI9xKawBwDE/TmuqU-UdD3I/AAAAAAAAAB0/Go2v4YOOqJY/s220/ClonlaraLogo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-j4351DH6Fx0/TndAZdFnJcI/AAAAAAAAAC8/DHPM5hefRhU/s72-c/ESO.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-4893670021498815915</id><published>2011-10-06T09:00:00.003+02:00</published><updated>2011-10-06T09:00:02.058+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Genética'/><category scheme='http://www.blogger.com/atom/ns#' term='Cultura general'/><category scheme='http://www.blogger.com/atom/ns#' term='Evolución'/><category scheme='http://www.blogger.com/atom/ns#' term='Historia Universal'/><category scheme='http://www.blogger.com/atom/ns#' term='Anatomía'/><title type='text'>Born to Learn (nacidos para aprender)</title><content type='html'>&lt;a href="http://www.born-to-learn.org/"&gt;Born to Learn&lt;/a&gt;&amp;nbsp;es una serie de animación que busca explicar de forma amena y sencilla como aprendemos los humanos. Han comenzado por la adolescencia, una etapa vital que suele ser ignorada y sobre la que los adultos preferimos pasar de puntillas. A veces por que la recordamos demasiado bien, otras veces por que hemos preferido borrarla de nuestra memoria. Encontraran que los videos nos dan una idea muy positiva de lo que es la adolescencia y las grandes ventajas que tiene para el conjunto de la humanidad.&lt;br /&gt;&lt;br /&gt;Les presentamos el primer&amp;nbsp;vídeo&amp;nbsp;de la serie de animación. El&amp;nbsp;vídeo&amp;nbsp;original&amp;nbsp;esta narrado por &lt;a href="http://es.wikipedia.org/wiki/Damian_Lewis"&gt;Damian Lewis&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.youtube.com/watch?v=falHoOEUFz0&amp;amp;feature=related"&gt;Aquí&lt;/a&gt;&amp;nbsp;el link al original en inglés &amp;nbsp; No sabemos quien ha realizado la traducción, pero agradecemos el esfuerzo.&lt;br /&gt;&amp;nbsp;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/I8hKSzv_rRw" width="460"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-4893670021498815915?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/4893670021498815915/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=4893670021498815915&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/4893670021498815915'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/4893670021498815915'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/10/born-to-learn-nacidos-para-aprender.html' title='Born to Learn (nacidos para aprender)'/><author><name>Clonlara Esp</name><uri>http://www.blogger.com/profile/07907301614080542843</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-cI9xKawBwDE/TmuqU-UdD3I/AAAAAAAAAB0/Go2v4YOOqJY/s220/ClonlaraLogo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/I8hKSzv_rRw/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-526352559656013743</id><published>2011-09-29T01:13:00.000+02:00</published><updated>2011-09-29T01:13:49.709+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Lengua'/><category scheme='http://www.blogger.com/atom/ns#' term='1ESO'/><title type='text'>Oración simple</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;La oración simple&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;La &lt;b&gt;oración&lt;/b&gt; es la palabra&lt;a href="http://www.educared.org/wikiEducared/La_palabra.html" title="La palabra"&gt;&lt;/a&gt; o conjunto de palabras que expresa un pensamiento completo con significado. La oración debe tener además, &lt;b&gt;autonomía sintáctica&lt;/b&gt;, es decir, empezar en mayúscula y terminar en un punto. La oración es  &lt;b&gt;independiente&lt;/b&gt; y &lt;b&gt;autónoma&lt;/b&gt; y por encima de ella no existe otra unidad con más rango.  &lt;br /&gt;Fundamentalmente, la oración consta de dos partes esenciales:  &lt;br /&gt;&lt;ol&gt;&lt;li&gt; &lt;b&gt;Sujeto&lt;/b&gt;, al que vamos a llamar &lt;b&gt;Sintagma Nominal (SN)&lt;/b&gt; y  &lt;/li&gt;&lt;li&gt; &lt;b&gt;Predicado&lt;/b&gt;, al que vamos a llamar &lt;b&gt;Sintagma Predicado, (S. Pred.)&lt;/b&gt;.  &lt;/li&gt;&lt;/ol&gt;&lt;b&gt;«Sintaxis»&lt;/b&gt; (σύνταξις εως ἡ) es una palabra de origen griego  que significa "ordenación, disposición conjunta" y está tomada del  lenguaje militar. Utilizamos actualmente la palabra &lt;b&gt;«Sintagma»&lt;/b&gt; (σύνταγμα ατος τό) con el significado de &lt;b&gt;«constituyente.»&lt;/b&gt;.&lt;br /&gt;&lt;br /&gt;Para analizar una oración sintacticamente, primero se busca el verbo &lt;u&gt;conjugado&lt;/u&gt; y se le pregunta "¿Quién?" realiza la acción del verbo. Lo que contesta es el sujeto y automáticamente lo demás el predicado. &lt;br /&gt;&lt;div id="htmlContent"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Algunos ejemplos de analisis sintático. &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0; margin-top: 0; text-align: justify;"&gt;&lt;span style="font-family: 'Trebuchet MS'; font-size: 12pt; font-weight: 700;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoBodyText" style="margin-bottom: 0; margin-top: 0; tab-stops: 21.3pt;"&gt;&lt;i&gt;&lt;span style="color: blue; font-family: 'Trebuchet MS'; font-size: medium;"&gt;&lt;b&gt;1&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border-width: 0pt; width: 10px;"&gt;&lt;tbody&gt;&lt;tr style="mso-yfti-irow: 0;"&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="55"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;   &lt;span style="font-size: 12pt;"&gt;Los&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="30"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;   &lt;span style="font-family: 'Trebuchet MS'; font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="72"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;   &lt;span style="font-size: 12pt;"&gt;niños&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="30"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;   &lt;span style="font-family: 'Trebuchet MS'; font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="56"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;   &lt;span style="font-size: 12pt;"&gt;van&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="30"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;   &lt;span style="font-family: 'Trebuchet MS'; font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="85"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;   &lt;span style="font-size: 12pt;"&gt;alegres&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 1;"&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="55"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;Det&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="30"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="72"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;   &lt;span style="font-size: 12pt;"&gt;N&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="30"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="56"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;   &lt;span style="font-size: 12pt;"&gt;N&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="30"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="85"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;C.Pvo&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;"&gt;   &lt;td colspan="3" style="border: none; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="165"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;SN–Suj&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="30"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td colspan="3" style="border: none; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top" width="179"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;SV–PV&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt; &lt;span lang="PT-BR" style="color: blue; font-family: 'Trebuchet MS'; font-size: 12pt;"&gt;O.S. Predicativa Activa Intransitiva / Enunciativa Afirmativa&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div align="center" class="MsoBodyText" style="margin-bottom: 0; margin-top: 0; tab-stops: 21.3pt; text-align: left;"&gt;&lt;i&gt;&lt;span style="color: blue; font-family: 'Trebuchet MS'; font-size: medium;"&gt;&lt;b&gt;2&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border-width: 0; mso-padding-alt: 0cm 1.4pt 0cm 1.4pt; mso-yfti-tbllook: 480;"&gt;&lt;tbody&gt;&lt;tr style="mso-yfti-irow: 0;"&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;   &lt;span style="font-size: 12pt;"&gt;El&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;   &lt;span style="font-family: 'Trebuchet MS'; font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;   &lt;span style="font-size: 12pt;"&gt;libro&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;   &lt;span style="font-family: 'Trebuchet MS'; font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;   &lt;span style="font-size: 12pt;"&gt;resultó&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;   &lt;span style="font-family: 'Trebuchet MS'; font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;   &lt;span style="font-size: 12pt;"&gt;interesante&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 1;"&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;Det&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;   &lt;span style="font-size: 12pt;"&gt;N&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;cóp&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;   &lt;span style="font-size: 12pt;"&gt;Atributo&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;"&gt;   &lt;td colspan="3" style="border: none; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;SN–Suj&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td colspan="3" style="border: none; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.4pt 0cm 1.4pt;" valign="top"&gt;&lt;div align="center" class="MsoNormal" style="margin: 0; text-align: center; text-indent: 0;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: 'Trebuchet MS';"&gt;SV–PN&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;i style="mso-bidi-font-style: normal;"&gt; &lt;span lang="PT-BR" style="color: blue; font-size: 12pt;"&gt; &lt;span style="font-family: 'Trebuchet MS';"&gt;O.S. Atributiva (verbo semicopulativo) [resultó = era]&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Algunas frases para analizar&lt;/div&gt;&lt;ol&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;Los niños van alegres.&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;El libro resultó interesante.&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;En España hay cuatro lenguas  oficiales.&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;El castellano, el catalán y el  gallego proceden del latín.&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;El vasco es una lengua de origen  incierto.&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;El español cuenta con 400  millones de hablantes.&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;A Gloria Fuertes no le importó la  popularidad.&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;Newton publicó su libro más  famoso, &lt;i&gt;Principia Matematica&lt;/i&gt;, en 1687.&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;Plutón fue descubierto en 1930.&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;A Carlos V le sucedió su hijo  Felipe II-&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;Alejandro Magno fue proclamado rey  de Macedonia con solo 20 años.&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span lang="en-GB"&gt;Mary Shelley  publicó &lt;/span&gt;&lt;span lang="en-GB"&gt;&lt;i&gt;Frankenstein&lt;/i&gt;&lt;/span&gt;&lt;span lang="en-GB"&gt;  en 1818.&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;La esperanza de vida de un niño  depende de su lugar de nacimiento.&lt;/div&gt;&lt;/li&gt;&lt;li&gt;Atenas fue destruida en el año  480 a.C. por los persas.&lt;/li&gt;&lt;li&gt;¿Qué es un omnipoliedro?.&lt;/li&gt;&lt;li&gt;Díselo tú a Ana.&lt;/li&gt;&lt;li&gt;El inventor del pararrayos fue  Benjamin Franklin.&lt;/li&gt;&lt;li&gt;¡Siempre se está mirando en el  espejo!&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;Comprando tontamente se pierde dinero.&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;La oración está lejos. &lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;¿No os vais a saludar?&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;Volverán las oscuras golondrinas&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;los niños desayunan despacio. &lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;Te estoy llamando, Quique.&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="margin-bottom: 0cm;"&gt;El matrimonio es la principal  causa de divorcio. (Groucho Marx).&lt;/div&gt;&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-526352559656013743?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/526352559656013743/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=526352559656013743&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/526352559656013743'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/526352559656013743'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/09/oracion-simple.html' title='Oración simple'/><author><name>Carmen Ibarlucea Paredes</name><uri>https://profiles.google.com/116585217947801162948</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-aWDWCgWBGko/AAAAAAAAAAI/AAAAAAAAFIs/q4tEXfJ0sWI/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-6835240357401537384</id><published>2011-09-22T09:03:00.000+02:00</published><updated>2011-09-22T09:03:00.533+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Física'/><category scheme='http://www.blogger.com/atom/ns#' term='Matemáticas'/><category scheme='http://www.blogger.com/atom/ns#' term='Química'/><title type='text'>El rincón de la ciencia</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Os presentamos una web que recoger información sobre algunos fenómenos que resulten curiosos y nos ayuden a conocer algo más sobre el mundo que nos rodea. &lt;br /&gt;&lt;br /&gt;&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-bIrTzeQ7Lb4/TgdZ0p9iCYI/AAAAAAAABxw/JE5OSnzRgUU/s1600/369Dibujo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="49" src="http://1.bp.blogspot.com/-bIrTzeQ7Lb4/TgdZ0p9iCYI/AAAAAAAABxw/JE5OSnzRgUU/s320/369Dibujo.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Curiosid.html"&gt;http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Curiosid.html&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Hay secciones que ordenan el saber. &lt;/div&gt;&lt;table border="0" style="width: 775px;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td align="right" width="393"&gt;&lt;div align="left"&gt;&lt;span style="color: green; font-family: 'Comic Sans MS';"&gt;¿Cómo     funciona?&lt;/span&gt;&lt;/div&gt;&lt;div align="left"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;           &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-129/rc-129.htm"&gt;¿Cómo funcionan&amp;nbsp; ... los            globos luminosos?&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Numeros/num-59.html"&gt;Trucos       de magia&lt;/a&gt; (16 experiencias)&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-93/rc-93b.htm"&gt;¿Cómo         funciona un frigorífico?&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-67/rc-67.htm"&gt;La pizarra       mágica&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-family: Arial;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-56/Rc-56a.htm"&gt;&lt;small&gt;Físico química de     la heladera tradicional&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-54/Rc-54.htm"&gt;El efecto botijo&lt;/a&gt; &lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-53/Rc-53a.htm"&gt;Calentador químico de biberones&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-55/Rc-55.htm"&gt;Dispositivos que generan frio y calor&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-52/Rc-52.htm"&gt;Calientamanos por oxidación del hierro&lt;/a&gt;&lt;/small&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-39/RC-39.htm"&gt;¿Cómo funciona un pañal?&lt;br /&gt;&lt;/a&gt; &lt;/small&gt;&lt;/span&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-69/rc-69.htm"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;¿Ya       no se construyen acueductos?&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-103/rc-103.htm"&gt;¿Cómo      funciona un tubo fluorescente?&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-104/rc-104.htm"&gt;Reutilizador       de bombillas de bajo consumo&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;     &lt;td width="374"&gt;&lt;span style="color: green; font-family: 'Comic Sans MS';"&gt;Ciencia truculenta&lt;/span&gt;       &lt;span style="font-family: Arial; font-size: x-small;"&gt;           &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-131"&gt;Te quiero muerto&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-62/Rc-62.htm"&gt;La química de los vampiros&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-family: Arial;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-36/RC-36.htm"&gt;&lt;small&gt;La química, el mal aliento y el olor a pies&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-17/RC-17.htm"&gt;&lt;small&gt;Heridas llenas de gusanos&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-10/RC-10.htm"&gt;El funeral de las ratas y el mecanismo de transmisión de     la peste&lt;/a&gt; &lt;/small&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-1.html"&gt;¿Qué pasa con los empastes de los muertos?&lt;/a&gt;&lt;br /&gt;&lt;/small&gt;&lt;/span&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;span lang="es"&gt;                  &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-136/rc-136.htm"&gt;Fármacos a partir del                   veneno de serpiente&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;&lt;tr&gt;     &lt;td align="right" width="393"&gt;&lt;div align="left"&gt;&lt;span style="color: green; font-family: 'Comic Sans MS';"&gt;Física&lt;/span&gt;&lt;/div&gt;&lt;div align="left"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;           &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-114/rc-114.htm"&gt;Luz polarizada &lt;/a&gt;&lt;/span&gt;           &lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;          &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-115/rc-115.htm"&gt;La luz polarizada en nuestras vidas&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;          &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-116/rc-116.htm"&gt;Actividad óptica&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: #800040; font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-107/rc-107.htm"&gt;Presión           atmosférica en Venus&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-108/rc-108.htm"&gt;Los hemisferios de Magdeburgo&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;      &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-97/rc-97.htm"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;La Luna y el         sistema métrico decimal&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;      &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-96/rc-96.htm"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;La         curva cicloide en física&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;         &lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-95/rc-95.htm"&gt;La         clepsidra y Galileo Galilei&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-92/rc-92.htm"&gt;¿Cuántos       planetas tiene el Sistema Solar?&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-93/rc-93.htm"&gt;Neveras         magnéticas un frío prometedor&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-86/rc-86.htm"&gt;El         rebote de una bola de billar&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-88/rc-88.htm"&gt;El       rock de la carcel y la impesantez&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-87/rc-87.htm"&gt;Movimiento       circular y gravitación&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-85/rc-85.html"&gt;Einstein,         un legado para la historia&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-85/p-2/ciud.html"&gt;Einstein,   Ciudadano del mundo&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-85/p-3/1905.html"&gt;1905, Annus mirabilis&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-85/p-3/efct-fot.html"&gt;La explicación del efecto fotoeléctrico&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-85/p-3/laser.html"&gt;El láser&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-85/p-3/aplic.html"&gt;Einstein no es sólo teoría&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-85/p-3/mb.html"&gt;Sobre el movimiento browniano&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-83/rc-83.html"&gt;       Espejos parabólicos&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;         &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-79/rc-79.html"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;La elipse y la parábola en física&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-80/rc-80b.html"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;Antenas parabólicas y hornos       solares&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;         &lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-78/rc-78.htm"&gt;El nacimiento de la nueva física&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-74/rc-74.htm"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;Energía eólica&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;         &lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-65/Rc-65.htm"&gt;La         piedra imán y el magnetismo&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-66/rc-66.htm"&gt;Imanes&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-63/Rc-63d.htm"&gt;Energía         hidroeléctrica&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;       &lt;span style="font-family: Arial;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-28/RC-28.htm" style="border-bottom: medium none;" target="_self"&gt;&lt;small&gt;Movimientos armónicos&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-49/Rc-49.htm"&gt;&lt;small&gt;El caos y la física&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-49/Rc-49c.htm"&gt;&lt;small&gt;El tratamiento del caos&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-49/Rc-49b.htm"&gt;&lt;small&gt;Simulación del caos&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-50.htm"&gt;&lt;small&gt;El efecto mariposa&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-47/celulasSolares.html"&gt;&lt;small&gt;Fundamentos físicos de las células solares&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-40/Las_auroras.html" target="_blank"&gt;&lt;small&gt;Las auroras boreales&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-42/RC-42.htm"&gt;&lt;small&gt;La paradoja Einstein-Podolsky-Rosen y el teorema de Bell&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-33/RC-33.htm"&gt;&lt;small&gt;¿Es "realmente" el tiempo relativo?&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-34/RC-34.htm"&gt;&lt;small&gt;El fundamento del espectroscopio&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-31/RC-31.htm"&gt;El gato de Schrödinger&lt;/a&gt; &lt;/small&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: #408080; font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-26.htm"&gt;Solo de cuerda&lt;/a&gt; &lt;/span&gt;&lt;span style="color: black; font-family: Arial; font-size: xx-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: Arial;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-19/G.htm"&gt;&lt;small&gt;La medida de G&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-18/RC-18.htm"&gt;&lt;small&gt;¿Es el universo plano?&lt;/small&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-16/RC-16.htm"&gt;&lt;small&gt;Levitación por rotación&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-15/RC-15.htm"&gt;&lt;small&gt;Los extraterrestres, las ondas electromagnéticas y el     proyecto SETI&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-11/RC-11.htm"&gt;¿Qué pesa más una tonelada de hierro o una de madera?&lt;/a&gt;&amp;nbsp;&lt;/small&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Arial;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-6/RC-6.htm"&gt;&lt;small&gt;La sonda espacial     &lt;em&gt;Mars Climate&lt;/em&gt; se estrella en Marte. ¿Son importantes las unidades de medida?&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: Arial;"&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-4/foucault.html"&gt;El péndulo de Foucault y     los eclipses de Sol&lt;/a&gt;&lt;small&gt; &lt;br /&gt;&lt;/small&gt;&lt;/small&gt;&lt;/span&gt;           &lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-132.pdf"&gt;Las            fuerzas fundamentales en la naturaleza&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-133/rc-133.htm"&gt;           El legado de la manzana de Newton&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;     &lt;td width="374"&gt;&lt;span style="color: green; font-family: 'Comic Sans MS';"&gt;Química&lt;/span&gt;      &lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-132.pdf"&gt;Las            fuerzas fundamentales en la naturaleza&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-128.pdf"&gt;El núcleo            atómico&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-127/rc-127.htm"&gt;¿Qué es el            hielo seco?&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-112.pdf"&gt;Estructura atómica y sistema           periódico&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-125.pdf"&gt;Enlace químico&lt;/a&gt; &lt;b&gt; &lt;br /&gt;&lt;/b&gt;&lt;/span&gt;           &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-123.htm"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;La            química del cosmos y... ¿S&lt;/span&gt;&lt;/a&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-123.htm"&gt;omos            extraterrestres?&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-111/rc-111.htm"&gt;Dispositivos           LCD&lt;/a&gt;.&amp;nbsp;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-111/rc-111a.htm"&gt;&lt;br /&gt;Cristales            líquidos&lt;br /&gt;&lt;/a&gt; &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-111/rc-111b.htm"&gt;Pantallas            de cristal líquido&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-106/rc-106.htm"&gt;Desde la raíz a las hojas.      El fascinante viaje de una molécula de agua por el tejido vegetal&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-93/rc-93c.htm"&gt;El         problema de los CFC&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/practica2/pajita/pp/pp.htm"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;Pajitas de polipropileno&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-75/rc-75.htm"&gt;Triboluminiscencia&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-73.htm"&gt;Los         remedios caseros para eliminar las manchas&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-61.htm"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;Algunas curiosidades sobre los       antiácidos&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="font-family: Arial;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-56/Rc-56b.htm"&gt;&lt;small&gt;Mezcla frigorífica: el papel de la sal&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-58.htm"&gt;&lt;small&gt;¿Qué es el almidón?&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-53/Rc-53b.htm"&gt;¿Qué es un líquido sobreenfriado?&lt;/a&gt; &lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-53/Rc-53c.htm"&gt;El vidrio es un líquido&lt;/a&gt; &lt;/span&gt;     &lt;/span&gt; &lt;br /&gt;&lt;span style="font-family: Arial;"&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-51.htm"&gt;La química del amor&lt;/a&gt; &lt;/small&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-48/Rc-48.htm"&gt;Reflexiones sobre el modelo de Bóhr&lt;/a&gt; &lt;/small&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-46/Rc-46.htm"&gt;Jabones y detergentes&lt;/a&gt; &lt;/small&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-41.htm"&gt;Propiedades de la papilla de maíz&lt;/a&gt; &lt;/small&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-43/Rc-43.htm"&gt;&lt;small&gt;¿Qué es la gelatina?&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-38/RC-38.htm"&gt;&lt;small&gt;El poliestireno&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-37/RC-37.htm"&gt;Plásticos solubles en agua&lt;/a&gt; &lt;/small&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-21/RC-21.htm"&gt;¿Qué es el ozono?&lt;/a&gt; &lt;/small&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-12.htm"&gt;&lt;small&gt;La lucha contra la corrosión: ¿cómo mantener la naturaleza a     raya?&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-3/RC-3.htm"&gt;&lt;small&gt;El funcionamiento de las lámparas halógenas&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-2.html"&gt;&lt;small&gt;SABÍAS QUE ....&amp;nbsp;La gasolina no es igual en invierno y en     verano?&lt;br /&gt;&lt;/small&gt;&lt;/a&gt;     &lt;/span&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-68.htm"&gt;Díamagnetismo&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;       &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Alumnos/al-11/al-11.htm"&gt;       &lt;span style="font-family: Arial; font-size: x-small;"&gt;       Futboleno&lt;/span&gt;&lt;/a&gt;&lt;span style="font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-101/rc-101a.htm"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;       La Química a       la palestra. Una aproximación a los orígenes de la ciencia química en       España&lt;/a&gt;&lt;/span&gt; &lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-121/rc-121.htm"&gt;&lt;span style="font-size: x-small;"&gt;Análisis global de los           derivados polímeros&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="color: green; font-family: 'Comic Sans MS';"&gt;Matemáticas&lt;/span&gt;       &lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/cyl/Babel/babel-3/babel-3.htm"&gt;Las   matemáticas en "La Biblioteca de Babel"&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-105/rc-105.htm"&gt;Los problemas del milenio&lt;/a&gt;&lt;/span&gt; &lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-89/rc-89.htm"&gt;¿Por       qué sólo hay cinco poliedros regulares?&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Alumnos/al-18/al-18.htm"&gt;Diagramas de Venn&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-81/rc-81.html"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;¿Por qué se llaman cónicas?&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;       &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-82/rc-82.html"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;Las cónicas como lugares       geométricos&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;       &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-80/rc-80.html"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;Elipses y parábolas a nuestro       alrededor&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;       &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Departamentos/DMatem/2000/CARTEL.htm"&gt;&lt;small&gt;&lt;span style="color: #400080; font-family: 'Comic Sans MS';"&gt;&lt;small&gt;Año Internacional de las Matemáticas&lt;/small&gt;&lt;/span&gt;&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="color: #408080; font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-25/RC-25.htm"&gt;La razón áurea&lt;br /&gt;&lt;/a&gt;     &lt;/span&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-64/Rc-64.htm"&gt;Aquiles,         la tortuga y la flecha&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-70.htm"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;Pixeleen: Imágenes finitas&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;       &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-71/rc-71.htm"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;Cómo cuentan los       ordenadores. El sistema binario&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;       &lt;span style="font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-102/rc-102.htm"&gt;Listas de       números naturales, enteros y fracciones&lt;/a&gt;&lt;/span&gt;     &lt;/td&gt;   &lt;/tr&gt;&lt;tr&gt;     &lt;td align="right" width="393"&gt;&lt;br /&gt;&lt;/td&gt;     &lt;td width="374"&gt;&lt;/td&gt;   &lt;/tr&gt;&lt;tr&gt;     &lt;td align="right" width="393"&gt;&lt;div align="left"&gt;&lt;span style="color: green; font-family: 'Comic Sans MS';"&gt;Medio     ambiente&lt;/span&gt;&lt;/div&gt;&lt;div align="left"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;           &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-130/rc-130.htm"&gt;Ideas y experimentos bajo una            mirada sostenible&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial;"&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-59.htm"&gt;La contaminación            y la guerra&lt;/a&gt;&lt;/small&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-45.htm"&gt;¿Tiene que ver el ser humano con el calentamiento            global?&lt;/a&gt; &lt;/small&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-24.htm"&gt;&lt;small&gt;El ozono troposférico: un agente contaminante&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-20/RC-20.htm"&gt;&lt;small&gt;Ozono: ¿beneficioso o perjudicial?&lt;/small&gt;&lt;/a&gt;&lt;/span&gt;         &lt;br /&gt;&lt;strong style="font-weight: 400;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-110/rc-110.html"&gt;El            cambio climático&lt;/a&gt;&lt;/span&gt;&lt;/strong&gt;          &lt;/div&gt;&lt;strong&gt;&lt;span style="color: maroon; font-family: Arial; font-size: x-small;"&gt; &lt;/span&gt;&lt;/strong&gt;          &lt;br /&gt;&lt;div align="left"&gt;&lt;span style="color: green; font-family: 'Comic Sans MS';"&gt;Ciencias de la vida&lt;/span&gt;          &lt;/div&gt;&lt;div align="left"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;           &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-131"&gt;Te quiero muerto&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-117/rc-117.htm"&gt;En el           bicentenario de Darwin&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-76/rc-76.htm"&gt;El         esqueleto está vivo&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-72/rc-72.htm"&gt;Arthur         Guyton y la fisiología cardiovascular&lt;/a&gt;&lt;/span&gt;&lt;span style="font-family: Arial;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-60/Rc-60.htm"&gt;&lt;small&gt;&lt;br /&gt;La inteligencia de los animales&lt;/small&gt;&lt;/a&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-5/RC-5.htm"&gt;Alimentos transgénicos&lt;/a&gt; &lt;/small&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-5/RC-5b.htm"&gt;Protocolo sobre bioseguridad de alimentos transgénicos&lt;/a&gt;     &lt;/small&gt;&lt;br /&gt;&lt;small&gt;&lt;span style="color: blue;"&gt;Alimentos transgénicos. ¿La comida del futuro?&lt;/span&gt;&amp;nbsp;     &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-32/RC-32a.htm"&gt;1ª parte&lt;/a&gt; &lt;/small&gt;&lt;br /&gt;&lt;/span&gt;&lt;small&gt;&lt;span style="color: blue; font-family: Arial;"&gt;Alimentos transgénicos. ¿La comida del     futuro?&lt;/span&gt;&lt;span style="font-family: Arial;"&gt;&amp;nbsp; &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-32/RC-32b.htm"&gt;2ª parte&lt;/a&gt; &lt;/span&gt;&lt;/small&gt;&lt;span style="font-family: Arial;"&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-27/RC-27.htm" target="_self"&gt;Karl Landsteiner y los grupos sanguíneos&lt;/a&gt;     &lt;/small&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-13/Rc-13.htm"&gt;&lt;small&gt;Excipientes y formas en las que se presenta un     medicamento&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-14.htm"&gt;&lt;small&gt;Diccionario farmacéutico para el artículo sobre excipientes&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-7/RC-7.htm"&gt;&lt;small&gt;El proyecto genoma humano y sus aplicaciones en     biotecnología&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-9.htm"&gt;&lt;small&gt;Diccionario para el proyecto genoma&lt;/small&gt;&lt;/a&gt;&lt;/span&gt; &lt;span style="font-family: Arial;"&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-27/RC-27.htm" target="_self"&gt;Karl Landsteiner y los grupos sanguíneos&lt;/a&gt;     &lt;/small&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-13/Rc-13.htm"&gt;&lt;small&gt;Excipientes y formas en las que se presenta un     medicamento&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-14.htm"&gt;&lt;small&gt;Diccionario farmacéutico para el artículo sobre excipientes&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-7/RC-7.htm"&gt;&lt;small&gt;El proyecto genoma humano y sus aplicaciones en     biotecnología&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-9.htm"&gt;&lt;small&gt;Diccionario para el proyecto genoma&lt;/small&gt;&lt;/a&gt;&lt;/span&gt;   &lt;/div&gt;&lt;/td&gt;     &lt;td width="374"&gt;&lt;div align="left"&gt;&lt;span style="color: green; font-family: 'Comic Sans MS';"&gt;Varios&lt;/span&gt;&lt;/div&gt;&lt;span lang="es"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;                  &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-134/rc-134.htm"&gt;Experiencias                   científicas en TV&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;          &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-122/rc-122.htm"&gt;Coltán: la sangre de los           móviles&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;          &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-119/rc-119.htm"&gt;Con almidón duele menos&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;          &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-113/rc-113.htm"&gt;La energía nuclear: una forma           de propulsión en aeronáutica&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;          &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-118/rc-118.htm"&gt;          La           fisión nuclear. ¿Una forma de propulsión aeronáutica?&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;         &lt;strong style="font-weight: 400;"&gt;&lt;span style="color: maroon; font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-109/rc-109.htm"&gt;¿Cómo            utilizamos el fenómeno de efecto invernadero en un colector solar de            placa plana?&lt;/a&gt;&lt;/span&gt;&lt;/strong&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/cyl/Babel/babel-2.htm"&gt;La psicología            en "La Biblioteca de Babel"&amp;nbsp;o ¿puede la mente humana            ser sólo un sistema de información?&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="color: blue; font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-100/rc-100j.htm"&gt;Trucos         de magia para aprender ciencias&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;         &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-98/rc-98.htm"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;Tecnología de identificación por         radiofrecuencia&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-99.htm"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;Radiofrecuencia, ¿adios al código de         barras?&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-94/rc-94.htm"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;La         actuación circunstancial de la fauna en los conflictos armados&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;         &lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-90.htm"&gt;Aristóteles,         el vacío, o de cuando amarga un dulce ...&lt;br /&gt;&lt;/a&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-91/rc-91.htm"&gt;Formas         no verbales en la comunicación científica&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;       &lt;span style="color: blue; font-family: Arial; font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-87/rc-87b.htm"&gt;El         uso del hipertexto en las clases de Física y Química&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/rc-77.htm"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;El         valor integrador de la ciencia y tecnología europea&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="font-family: Arial;"&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-57/Rc-57.htm"&gt;Tras la pista:     aproximación a la identificación de personas&lt;/a&gt;: &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-57/Rc-57a.htm"&gt;Identificación     de huellas dactilares&lt;/a&gt;; &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-57/Rc-57b.htm"&gt;Identificación de suelos&lt;/a&gt;; &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-57/Rc-57c.htm"&gt;Identificación de cenizas&lt;/a&gt;; &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-57/Rc-57d.htm"&gt;Identificación     de fibras y tejidos&lt;/a&gt;&lt;/small&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: olive; font-family: Arial;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Aveiro.htm" style="color: teal;"&gt;&lt;small&gt;La     Ciencia como Humanidades&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: Arial;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-44/Rc-44.htm" target="_blank"&gt;&lt;small&gt;Cesar Milstein,     in memoriam&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Alumnos/CTS/CTS.htm"&gt;&lt;small&gt;Ciencia y tecnología en nuestra sociedad&lt;/small&gt;&lt;/a&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-35/RC-35d.htm"&gt;Más sobre la Ciencia&lt;/a&gt; &lt;/small&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: blue; font-family: Arial;"&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-35/RC-35.htm"&gt;Ellos las     prefieren... ¡Ciencias!&lt;/a&gt; &lt;/small&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Arial;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: blue; font-family: Arial;"&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-35/RC-35c.htm"&gt;Hay prestigios     que matan&lt;/a&gt;&lt;/small&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Arial;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: Arial;"&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-35/RC-35b.htm"&gt;Ellos las prefieren     ¡Ciencias! .... pero se casan con las morenas&lt;/a&gt; &lt;/small&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-29.htm"&gt;El perro de Paulov, el gato de Schrödinger y la carabina de     Ambrosio&lt;/a&gt; &lt;/small&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-30/RC-30.htm"&gt;El perro de Paulov&lt;/a&gt; &lt;/small&gt;&lt;/span&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-22/RC-22.htm"&gt;&lt;span style="color: #408080; font-family: Arial; font-size: x-small;"&gt;Sobre la revolución     copernicana&lt;/span&gt;&lt;span style="color: #408080; font-family: Arial; font-size: xx-small;"&gt;. &lt;em&gt;O de si las teorías     científicas describen fielmente los fenómenos o sólo los explican&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&lt;em&gt;&lt;span style="color: #400040; font-family: Arial; font-size: x-small;"&gt; &lt;/span&gt;&lt;/em&gt;&lt;br /&gt;&lt;span style="font-family: Arial;"&gt;&lt;small&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/Rc-23/RC-23.htm"&gt;¿Cómo resolvemos problemas?&lt;/a&gt;&lt;/small&gt;&lt;br /&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid/RC-8.htm"&gt;&lt;small&gt;El origen de la teoría atómica&lt;/small&gt;&lt;/a&gt;&lt;/span&gt; &lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;          &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-124/rc-124a.htm"&gt;El agua en la antigua Grecia&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;          &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-124/rc-124a.htm"&gt;Los aromas en la antigua           Grecia&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;           &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-124/rc-124c.htm"&gt;Los pigmentos en la antigua            Grecia&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial;"&gt;&lt;strong style="font-weight: 400;"&gt;           &lt;span style="color: grey; font-size: x-small;"&gt;           &lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-124/rc-124d.htm"&gt;¡Eureka ...! El agua y los            descubrimientos tecnológicos&lt;/a&gt;&lt;/span&gt;&lt;/strong&gt;&lt;span style="color: grey; font-size: x-small;"&gt;&lt;strong style="font-weight: 400;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-124/rc-124d.htm"&gt;            en la antigua Grecia&lt;/a&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;&lt;a href="http://centros5.pntic.mec.es/ies.victoria.kent/Rincon-C/Curiosid2/rc-120/rc-120.htm"&gt;Año           Internacional de la Astronomía. Preguntas y respuestas&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&amp;nbsp;    &lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-6835240357401537384?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/6835240357401537384/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=6835240357401537384&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/6835240357401537384'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/6835240357401537384'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/09/el-rincon-de-la-ciencia.html' title='El rincón de la ciencia'/><author><name>Jacqueline</name><uri>http://www.blogger.com/profile/10269902721390896190</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://2.bp.blogspot.com/_K_JUhobbGjU/SWOeZtteIRI/AAAAAAAAALU/fTbGJ9HgZWc/S220/!cid_009e01c8ca0e%24487550e0%242101a8c0%40jacqueli15cb08.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-bIrTzeQ7Lb4/TgdZ0p9iCYI/AAAAAAAABxw/JE5OSnzRgUU/s72-c/369Dibujo.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-3398039579327908917</id><published>2011-09-15T09:41:00.000+02:00</published><updated>2011-09-15T09:41:23.400+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3º ESO'/><category scheme='http://www.blogger.com/atom/ns#' term='4º ESO'/><category scheme='http://www.blogger.com/atom/ns#' term='2º ESO'/><category scheme='http://www.blogger.com/atom/ns#' term='1ESO'/><title type='text'>Nuevo curso ¡Vamos allá!</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;a href="http://1.bp.blogspot.com/-GRe3_TTTRoo/Tmu1rdqvjAI/AAAAAAAAACU/kHBn2A7fStQ/s1600/ESO-Laura.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="188" src="http://1.bp.blogspot.com/-GRe3_TTTRoo/Tmu1rdqvjAI/AAAAAAAAACU/kHBn2A7fStQ/s200/ESO-Laura.jpg" width="200" /&gt;&lt;/a&gt;Estamos a las puertas de un nuevo curso. Para algunos de vosotros es el primer curso del &lt;b style="color: #274e13;"&gt;&lt;a href="http://en.wikipedia.org/wiki/Education_in_the_United_States"&gt;Middle School&lt;/a&gt;&lt;/b&gt; también conocido como"junior high school" que va de los grados 7mo al 9º, y que normalmente se cursa cuando uno tiene entre los 12 y los 15 años. Llevado a su equivalente en el estado español estamos hablando de la ESO (educación secundaria obligatoria), el final de la educación obligatoria en España, aunque no en USA, donde después del Middle School aún deben cursar el High School (10 a 12 grado) de 16 a 18 años para obtener su primer titulo. &lt;br /&gt;&lt;br /&gt;Pero volvamos a nuestra realidad, a nuestro día a día. Quienes recién comenzáis esta andadura podéis continuar con un ritmo distendido, aprendiendo sin más, viviendo el presente. Pero quienes estáis llegando al final de esta etapa, se os impone pensar en el futuro, hacer elecciones, dedicar un tiempo a discernir que os gustaría hacer en el futuro. No necesariamente para el resto de vuestra vida, decidir eso a tan temprana edad debe ser muy dificil pues en términos generales la vida es una aventura larga y sorprendente. Pero esta claro que uno siempre tiene unas inclinaciones que son determinantes. Hay personas a quienes nos gusta leer, soñar e imaginar, hay personas a quienes nos gustan las cálculos, las abstracciones y descubrir los secretos de la naturaleza, y hay quienes optan por las artes en cualquiera de sus formas. &lt;br /&gt;&lt;br /&gt;Solo quiero recordaros que estando como estamos al inicio, es importante para llegar a buen puerto (y rápido) que nos vayáis comunicando vuestros vuestras actividades, al menos, una vez al trimestre. Las &lt;b style="color: #274e13;"&gt;citas mínimas sería en diciembre, febrero-marzo y mayo&lt;/b&gt;. Sin la debida comunicación, o cuando todo el mundo llega a última hora, sucede como con el trafico en las grandes ciudades, la hora punta dificulta la circulación. &lt;br /&gt;&lt;br /&gt;Y ahora refresquemos la memoria, ¿qué se busca en esta segunda etapa educativa?, si lo miramos desde las &lt;b style="color: #274e13;"&gt;competencias básicas&lt;/b&gt;, los objetivos son estos y se han de lograr transversalmente. &lt;br /&gt;Competencias comunicativas:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Competencia comunicativa lingüística y audiovisual&lt;/li&gt;&lt;li&gt;Competencias artística y cultural&lt;/li&gt;&lt;/ul&gt;Competencias metodológicas:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Tratamiento de la información y competencia digital&lt;/li&gt;&lt;li&gt;Competencia matemática&lt;/li&gt;&lt;li&gt;Competencia de aprender a aprender&lt;/li&gt;&lt;/ul&gt;Competencias personales:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Competencia de autonomía e iniciativa personal&lt;/li&gt;&lt;/ul&gt;&lt;i&gt;Competencias específicas centradas en convivir y habitar el mundo&lt;/i&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Competencia en el conocimiento y la interacción con el mundo físico&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;     &lt;/i&gt;Competencia social y ciudadana&lt;/li&gt;&lt;/ul&gt;&lt;b&gt;Y las materias o asignaturas de primer, segundo y tercer curso:&lt;/b&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Ciencias de la naturaleza&lt;/li&gt;&lt;li&gt;Ciencias sociales, geografía e historia&lt;/li&gt;&lt;li&gt;Educación física&lt;/li&gt;&lt;li&gt;Educación para la ciudadanía y los derechos humanos&lt;/li&gt;&lt;li&gt;Educación visual y plástica&lt;/li&gt;&lt;li&gt;Lengua catalana y literatura&lt;/li&gt;&lt;li&gt;Lengua autonómica y literatura&lt;/li&gt;&lt;li&gt;Lengua extranjera&lt;/li&gt;&lt;li&gt;Matemáticas&lt;/li&gt;&lt;li&gt;Música&lt;/li&gt;&lt;li&gt;Tecnologías&lt;/li&gt;&lt;li&gt;Tutoría&lt;/li&gt;&lt;li&gt;Religión (voluntaria)&lt;/li&gt;&lt;li&gt;Materias optativas&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;Las materias optativas pueden ser una segunda lengua  extranjera, refuerzo en matemáticas o cálculo, o la cultura clásica.&lt;br /&gt;&lt;br /&gt;Una vez llegados al grado 10 (equivalente a 4º ESO), lo que nos pide el estado español es que sepamos tod@s (materias comunes obligatorias) &lt;b&gt;&lt;br /&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;li&gt;Ciencias sociales, geografía e historia&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Educación ética cívica&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Lengua catalana y literatura&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Lengua autonómica y literatura&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Matemáticas&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Lengua extranjera&lt;/li&gt;&lt;br /&gt;&lt;br /&gt;&lt;li&gt;Tutoría&lt;/li&gt;&lt;br /&gt;Y otras que nos dan la posibilidad de ir orientándonos hacia aquello que más nos agrada, y que deben ser tres de entre estas: &lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;li&gt;Educación visual y plástica&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Física y química&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Biología y geología&lt;/li&gt;&lt;br /&gt;&lt;br /&gt;&lt;li&gt;Informática&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Latín&lt;/li&gt;&lt;br /&gt;&lt;br /&gt;&lt;li&gt;Música&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Segunda lengua extranjera&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Tecnología&lt;/li&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;Os deseamos&amp;nbsp; un buen inicio de curso, y ya sabéis donde&lt;/span&gt;&lt;b&gt;&lt;span style="color: #274e13;"&gt; &lt;a href="http://www.clonlara.es/"&gt;encontrarnos&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt; &lt;/span&gt;(en la web están disponibles los horarios de tutorias semanales)&lt;b&gt;.&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-3398039579327908917?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/3398039579327908917/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=3398039579327908917&amp;isPopup=true' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/3398039579327908917'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/3398039579327908917'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/09/nuevo-curso-vamos-alla.html' title='Nuevo curso ¡Vamos allá!'/><author><name>Clonlara Esp</name><uri>http://www.blogger.com/profile/07907301614080542843</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-cI9xKawBwDE/TmuqU-UdD3I/AAAAAAAAAB0/Go2v4YOOqJY/s220/ClonlaraLogo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-GRe3_TTTRoo/Tmu1rdqvjAI/AAAAAAAAACU/kHBn2A7fStQ/s72-c/ESO-Laura.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-6851909302033064787</id><published>2011-06-20T09:03:00.003+02:00</published><updated>2011-06-20T09:03:00.481+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='verano'/><title type='text'>¡¡Ya es verano!!</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Este es el último post de este curso, esperamos que las publicaciones  de este blog os hallan sido de alguna utilidad, o de diversión, o que  os incentiven a la investigación. Suponemos que vais a disfrutar de la  época estival, que aprenderéis de otra manera, más libre, más divertida,  más amena. Os deseamos un excelente verano lleno de experiencias.&lt;br /&gt;&lt;br /&gt;Y para despedirnos... un viaje astronómico, esperamos que podaśi leer en el cielo.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span class="mw-headline" id="M.C3.A9todo_astron.C3.B3mico"&gt;Método astronómico&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;En  astronomía, los solsticios y equinoccios  marcan la mitad de su  estación respectiva, pero debido a la inercia  térmica, regiones  continentales suelen considerar estas cuatro fechas  como el inicio de  estas estaciones.&lt;br /&gt;Las cuatro estaciones tradicionalmente tienen su  inicio y final marcados por estos acontecimientos astronómicos,  (equinoccios y solsticios).&lt;br /&gt;&lt;div class="thumb tright"&gt;&lt;div class="thumbinner" style="width: 452px;"&gt;&lt;a class="image" href="http://es.wikipedia.org/wiki/Archivo:Equinoxes-solstice-ES.svg"&gt;&lt;img alt="" class="thumbimage" height="280" src="http://upload.wikimedia.org/wikipedia/commons/thumb/1/1c/Equinoxes-solstice-ES.svg/450px-Equinoxes-solstice-ES.svg.png" width="450" /&gt;&lt;/a&gt; &lt;br /&gt;&lt;div class="thumbcaption"&gt;&lt;div class="magnify"&gt;&lt;a class="internal" href="http://es.wikipedia.org/wiki/Archivo:Equinoxes-solstice-ES.svg" title="Aumentar"&gt;&lt;img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /&gt;&lt;/a&gt;&lt;/div&gt;Los  dos equinoccios como la intersección del ecuador celeste y la  eclíptica, y los solsticios,  momentos del año en los que el Sol alcanza  su máxima posición  meridional o boreal; los cuatro puntos en los que  inician las estaciones  del año.&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;Primavera.   Tradicionalmente comienza con el equinoccio de primavera y termina con   el solsticio de verano, mientras que meteorológicamente hablando   comienza alrededor del 4 de febrero en el hemisferio norte y el 7 de   agosto en el hemisferio sur.&lt;/li&gt;&lt;li&gt;Verano.  Tradicionalmente comienza con el solsticio de verano y  termina con el  equinoccio de otoño, mientras que meteorológicamente  hablando comienza  alrededor del 6 de mayo en el hemisferio norte y el 7  de noviembre en el  hemisferio sur.&lt;/li&gt;&lt;li&gt;Otoño.  Tradicionalmente comienza con el equinoccio de otoño y  termina con el  solsticio de invierno, mientras que meteorológicamente  hablando comienza  alrededor del 7 de agosto en el hemisferio norte y el  4 de febrero en  el hemisferio sur.&lt;/li&gt;&lt;li&gt;Invierno.  Tradicionalmente comienza con el solsticio de invierno y  termina con el  equinoccio de primavera, mientras que meteorológicamente  hablando  comienza alrededor del 7 de noviembre en el hemisferio norte y  el 6 de  mayo en el hemisferio sur.&lt;/li&gt;&lt;/ul&gt;Debido a la inercia térmica de la atmósfera terrestre y sus  océanos,  el clima de cada región está desfasado ligeramente con  respecto a los  períodos de mayor y menor insolación solar. Por ejemplo,  en el  hemisferio sur el día de mayor insolación es el 21 de diciembre,  pero la  masa terrestre y oceánica tarda en calentarse y la temperatura  máxima  se da en enero, un mes después.&lt;br /&gt;&lt;h3&gt;&lt;span class="mw-headline" id="M.C3.A9todo_meteorol.C3.B3gico"&gt;Método meteorológico&lt;/span&gt;&lt;/h3&gt;El  modelo de las estaciones del año basado en la astronomía presenta  limitaciones cuando se analiza el año de manera meteorológica  teniendo  en cuenta indicadores como la temperatura y la precipitación.  Así, el  verano astronómico no coincide con la fase del año con mayor   temperatura ni el invierno con la de menor temperatura, y la primavera   astronómica en casi todos los casos es ligeramente más cálida que el   otoño astronómico.&lt;br /&gt;Por tal razón, en la meteorología la división del año en estaciones es ligeramente diferente:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Primavera:  trimestre con ascenso de temperatura, en esta época se  empieza a  florecer todo lo devastado por el invierno pasado (marzo,  abril y mayo  en el hemisferio norte; septiembre, octubre y noviembre en  el  hemisferio sur)&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Verano: esta época es caracterizada por el gran calor que  se  produce.en algunas regiones es lluvioso. Trimestre con mayor  temperatura  (junio, julio y agosto en el hemisferio norte; diciembre,  enero y  febrero en el hemisferio sur)&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Otoño: en esta época se empiezan a caer las hojas de los  árboles y  plantas. Trimestre con descenso de temperatura (septiembre,  octubre y  noviembre en el hemisferio norte; marzo, abril y mayo en el  hemisferio  sur)&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Invierno: en esta época en las zonas que están fuera del  trópico cae  nieve, componente muy famoso de la navidad. Trimestre con  menor  temperatura (diciembre, enero y febrero en el hemisferio norte;  junio,  julio y agosto en el hemisferio sur)&lt;/li&gt;&lt;/ul&gt;&lt;h3&gt;&lt;span class="mw-headline" id="M.C3.A9todo_fenol.C3.B3gico"&gt;Método fenológico&lt;/span&gt;&lt;/h3&gt;La  fenología  investiga los ciclos y cambios en la naturaleza a lo largo  del año.  Ejemplos son el crecimiento vegetal, el florecimiento de las  distintas  especies o los ciclos reproductivos y las migraciones de  animales por  razones climáticas. Para esta disciplina de la ciencia,  tanto la  división tradicional como la meteorológica son demasiado  imprecisas para  determinar las estaciones del año. Además, en cada zona  climática las  estaciones se dan de manera diferente. Un ejemplo: Para  la fenología el  invierno consiste en el período sin crecimiento  vegetal. Este período no  siempre dura tres meses, por ejemplo en zonas  con clima  boreal/continental puede durar hasta nueve (ej. &lt;a href="http://es.wikipedia.org/wiki/Siberia" title="Siberia"&gt;Siberia&lt;/a&gt;).&lt;br /&gt;De  acuerdo al desarrollo de su naturaleza, para la fenología cada  zona  climática tiene estaciones diferentes y también existen bastantes  más  que cuatro subdivisiones. En Europa central, por ejemplo, la  fenología  divide el año en 12 estaciones diferentes, de las cuales  siempre tres  son subdivisiones de las cuatro estaciones principales.&lt;br /&gt;&lt;h3&gt;&lt;span class="mw-headline" id="M.C3.A9todo_tradicional_asi.C3.A1tico.2Firland.C3.A9s"&gt;Método tradicional asiático/irlandés&lt;/span&gt;&lt;/h3&gt;En  algunas culturas del hemisferio norte existe, además de los tres   métodos más reconocidos, un método alternativo basado en la insolación o   radiación solar. Según este método, los equinoccios y solsticios no   marcan el paso de una estación a otra, sino el "día central" de la   estación. El verano, como base de la clasificación, es el trimestre con   mayor insolación. Por lo tanto se da un desfase de alrededor de 7   semanas con el método astronómico tradicional y uno de 4 semanas con el   método meteorológico. Las estaciones se clasifican de la siguiente   manera, de acuerdo a sus comienzos, que varían según la cultura:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Primavera: entre el 2 y el 7 de febrero&lt;/li&gt;&lt;li&gt;Verano: entre el 4 y el 10 de mayo&lt;/li&gt;&lt;li&gt;Otoño: entre el 3 y el 10 de agosto&lt;/li&gt;&lt;li&gt;Invierno: entre el 5 y el 10 de noviembre&lt;/li&gt;&lt;/ul&gt;Como consecuencia, al igual que con el método tradicional  astronómico  se da un desfase con los datos de la temperatura, pero  invertido a  éste: el otoño aquí es más cálido que la primavera.&lt;br /&gt;&lt;br /&gt;Los cambios de las estaciones vienen dados por los equinoccios y los  solsticios.&lt;br /&gt;&lt;br /&gt;Solsticios  y equinoccios totalizan los cuatro instantes en que  anualmente se  produce un cambio de estación. El cambio de una estación a  otra, así  como de un estado de soleamiento a otro no se produce de  forma  repentina; el mismo movimiento de rotación y traslación terrestre   produce un cambio constante y gradual que acontece con el sucesivo   transcurrir de los días, semanas y meses. &lt;br /&gt;&lt;br /&gt;Las  estaciones varían de un extremo al otro del mundo. En las  áreas mas  templadas de los hemisferios norte y sur se reconocen cuatro  estaciones  (primavera, verano, otoño e invierno). En los Polos Norte y  Sur hay  sólo dos estaciones (invierno y verano) mientras que en los  países  ecuatoriales y tropicales las estaciones se dividen en aquellos   periodos en los cuales hay sequías o lluvia. &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-6851909302033064787?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/6851909302033064787/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=6851909302033064787&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/6851909302033064787'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/6851909302033064787'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/06/ya-es-verano_20.html' title='¡¡Ya es verano!!'/><author><name>Carmen Ibarlucea Paredes</name><uri>https://profiles.google.com/116585217947801162948</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-aWDWCgWBGko/AAAAAAAAAAI/AAAAAAAAFIs/q4tEXfJ0sWI/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-3717305739645313882</id><published>2011-06-13T09:05:00.004+02:00</published><updated>2011-06-13T09:05:00.258+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Cultura general'/><category scheme='http://www.blogger.com/atom/ns#' term='Astronomía'/><title type='text'>Historias del Cielo</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Llega el verano y apetece pasar más horas fuera de casa... de día y de noche. Poder mirar as estrellas y reconocer las constelaciones es una de las cosas que más gusta a grandes y pequeños, por eso les compartimos esta pagina que nos permute adquirir conocimientos de astronomía a través de los mitos. Esperamos que lo disfruten. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-K593rJyiF7E/TeFPnzEdiGI/AAAAAAAABxY/QoNsudD8qRI/s1600/thyssenDibujo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="236" src="http://3.bp.blogspot.com/-K593rJyiF7E/TeFPnzEdiGI/AAAAAAAABxY/QoNsudD8qRI/s320/thyssenDibujo.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://ntic.educacion.es/w3//eos/MaterialesEducativos/mem2009/historias_del_cielo/index.html"&gt;http://ntic.educacion.es/w3//eos/MaterialesEducativos/mem2009/historias_del_cielo/index.html&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-3717305739645313882?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/3717305739645313882/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=3717305739645313882&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/3717305739645313882'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/3717305739645313882'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/06/historias-del-cielo.html' title='Historias del Cielo'/><author><name>Jacqueline</name><uri>http://www.blogger.com/profile/10269902721390896190</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://2.bp.blogspot.com/_K_JUhobbGjU/SWOeZtteIRI/AAAAAAAAALU/fTbGJ9HgZWc/S220/!cid_009e01c8ca0e%24487550e0%242101a8c0%40jacqueli15cb08.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-K593rJyiF7E/TeFPnzEdiGI/AAAAAAAABxY/QoNsudD8qRI/s72-c/thyssenDibujo.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-6400374838876464557</id><published>2011-06-06T09:03:00.000+02:00</published><updated>2011-06-06T09:03:00.793+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3º ESO'/><category scheme='http://www.blogger.com/atom/ns#' term='Varios'/><category scheme='http://www.blogger.com/atom/ns#' term='4º ESO'/><title type='text'>Aula Mentor</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-LusP_TNJsIE/TeFQ7GAOiOI/AAAAAAAABxc/JjNYLUPJAkg/s1600/thyssenDibujo.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="175" src="http://4.bp.blogspot.com/-LusP_TNJsIE/TeFQ7GAOiOI/AAAAAAAABxc/JjNYLUPJAkg/s200/thyssenDibujo.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;Un apoyo extra en la labor educativa pueden ser los cursos del ministerio de educación a traves del AULA MENTOR, su oferta va desde el ingles hasta el diseño de webs, pasando por salud y cultura general. El coste es de 24€ al mes y hay tutorias on-line. El titulo es como el de cualqueir academia privada, no reconocido como titulo oficial, pese a estar promovido por el Ministerio de Educación. &lt;br /&gt;&lt;br /&gt;Sobre &lt;b&gt;&lt;u&gt;AULA MENTOR, preguntas frecuentes.&amp;nbsp; &lt;/u&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;blockquote&gt;&lt;div class="textos" style="background-color: white; color: #660000; text-align: center;"&gt;Los cursos Mentor&amp;nbsp;&lt;span style="font-weight: bold; text-decoration: underline;"&gt;NO&lt;/span&gt; &lt;span style="font-weight: bold;"&gt;sustituyen en ningún caso a la enseñanza reglada&lt;/span&gt; y&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="text-decoration: underline;"&gt;NO&lt;/span&gt; conducen a ningún título oficial. &lt;/span&gt;La &lt;span style="font-weight: bold;"&gt;validez de los certificados&lt;/span&gt; emitidos por Aula Mentor para acceder a un trabajo dependiente de la administración pública&amp;nbsp;&lt;span style="font-weight: bold;"&gt;dependerá siempre del Organismo Convocante&lt;/span&gt;. &lt;/div&gt;&lt;div&gt;       &lt;/div&gt;&lt;div class="textos" style="text-align: right;"&gt;&lt;span class="titulosparrafos"&gt;1.&lt;/span&gt; &lt;strong&gt;¿Cuándo puedo matricularme? &lt;/strong&gt;&lt;br /&gt;&amp;nbsp; La matrícula está permanentemente abierta y puede realizarse cualquier día del año excepto el mes de agosto, en los horarios que especifique cada aula Mentor (las aulas ubicadas en centros educativos se rigen por el horario escolar). &lt;br /&gt;&lt;br /&gt;&lt;span class="titulosparrafos"&gt;2.&lt;/span&gt; &lt;strong&gt;¿El curso tiene una duración determinada? &lt;br /&gt;&lt;/strong&gt;&amp;nbsp; No. Aula Mentor permite al alumno marcar su propio ritmo de trabajo, de manera que cada uno se distribuye el tiempo dedicado al curso según sus posibilidades. &lt;br /&gt;&lt;br /&gt;&lt;span class="titulosparrafos"&gt;3.&lt;/span&gt; &lt;strong&gt;¿Debemos estar siempre conectados a Internet para seguir el curso? &lt;/strong&gt;&lt;br /&gt;&amp;nbsp; No siempre. Muchas actividades pueden realizarse sin estar conectados: consulta de materiales    descargados, redacción de mensajes al tutor, lectura de mensajes descargados; no obstante, sí &lt;br /&gt;existen otras actividades en las que se precisa la conexión a Internet: acceso a la mesa de trabajo,    evaluaciones en línea, la teleconferencia, entrada a foros y tablones, participación en los tablones y    lectura de intervenciones, envío y recepción de mensajes y ficheros, ftp, etc. &lt;br /&gt;&lt;br /&gt;&lt;span class="titulosparrafos"&gt;4.&lt;/span&gt; &lt;strong&gt;¿Y si no dispongo de Internet u ordenador en mi domicilio o nunca he navegado por Internet? &lt;/strong&gt;&lt;br /&gt;&amp;nbsp; Las Aulas Mentor existentes aseguran poder disponer de un equipo conectado a Internet y, lo más importante, el asesoramiento y la ayuda del administrador de aula en las primeras comunicaciones a través de Internet. &lt;br /&gt;&lt;br /&gt;&lt;span class="titulosparrafos"&gt;5.&lt;/span&gt; &lt;strong&gt;¿Estudiaré solo? &lt;/strong&gt;&lt;br /&gt;&amp;nbsp; Tanto de forma presencial como a distancia, el alumno y la alumna Mentor se relacionará con las    personas que participan, de alguna manera, en su formación. Por una parte, en el aula Mentor,      cuenta con el apoyo del administrador que le informa, asesora y apoya en el manejo de equipos      y de la comunicación telemática; por otra, y a distancia, el alumno tendrá asignado un tutor o una      tutora que le resolverá sus dudas, evaluará y seguirá su proceso de aprendizaje. &lt;br /&gt;&amp;nbsp; Al mismo tiempo, tendrá la posibilidad de contactar con el resto de sus compañeros y compañeras de curso a través de los distintos medios de comunicación telemática. &lt;br /&gt;&lt;br /&gt;&lt;span class="titulosparrafos"&gt;6.&lt;/span&gt; &lt;strong&gt;¿El precio de la matrícula incluye los materiales didácticos? &lt;/strong&gt;&lt;br /&gt;&amp;nbsp; Todas las personas matriculadas tienen acceso a los recursos formativos en línea. Por lo tanto, los materiales se pueden descargar para disponer de ellos sin necesidad de estar conectados a Internet. En todo caso, el administrador del aula es el encargado de facilitar y completar esta información. &lt;br /&gt;&lt;br /&gt;&lt;span class="titulosparrafos"&gt;7.&lt;/span&gt; &lt;strong&gt;¿Necesito un ordenador con conexión a Internet y el programa del curso? &lt;/strong&gt;&lt;br /&gt;&amp;nbsp; Toda persona que decida estudiar en su domicilio necesitará un ordenador con conexión a Internet y la aplicación informática correspondiente al curso. En el caso de acudir al aula, allí dispondrá de todo lo necesario. &lt;br /&gt;&lt;br /&gt;&lt;span class="titulosparrafos"&gt;8. &lt;/span&gt;&lt;strong&gt;¿Quién es el tutor?&lt;/strong&gt; &lt;br /&gt;&amp;nbsp; El tutor es una persona especializada en los contenidos de su curso, con experiencia docente y con dominio las aplicaciones telemáticas a través de Internet. Su labor tutorial consiste en apoyar, evaluar y hacer un seguimiento individualizado del proceso de aprendizaje de sus alumnos y alumnas. También fomentará las interacciones entre las personas matriculadas en el curso para crear una dinámica de aula. &lt;br /&gt;&lt;br /&gt;&lt;span class="titulosparrafos"&gt;9.&lt;/span&gt; &lt;strong&gt;¿Cuándo recibiré la respuesta del tutor? &lt;/strong&gt;&lt;br /&gt;&amp;nbsp; El tutor o la tutora atiende la tutoría diariamente de forma que el alumnado obtendrá las respuestas a sus consultas en un plazo no superior a 48 horas (sin contar fines de semana, festivos y el mes de agosto). &lt;br /&gt;&lt;br /&gt;&lt;span class="titulosparrafos"&gt;10.&lt;/span&gt; &lt;strong&gt;¿Se puede uno matricular en más de un curso a la vez?&lt;/strong&gt; &lt;br /&gt;&amp;nbsp; Según las necesidades de formación, la persona interesada puede organizar un itinerario formativo: su curso que integrará distintos módulos (cursos). Después, podrá optar por matricularse de los módulos simultáneamente o de uno en uno. Sólo existe como límite, la disponibilidad del aula y de tutores. &lt;br /&gt;&lt;br /&gt;&lt;span class="titulosparrafos"&gt;11.&lt;/span&gt; &lt;strong&gt;¿Qué es un aula Mentor?&lt;/strong&gt; &lt;br /&gt;&amp;nbsp; Un aula Mentor puede definirse como un centro de recursos equipado con ordenadores, conexión a Internet, programas informáticos, materiales y asesoramiento de un administrador, para toda persona matriculada en un curso. Sin embargo, el horario de asistencia al aula tendrá que establecerse en función de la disponibilidad del aula. &lt;br /&gt;&lt;br /&gt;&lt;span class="titulosparrafos"&gt;12.&lt;/span&gt; &lt;strong&gt;¿Quién es el administrador ?&lt;/strong&gt; &lt;br /&gt;&amp;nbsp; Es la persona responsable del funcionamiento del aula, del asesoramiento y de la matriculación de los alumnos y las alumnas en los distintos cursos. También apoya el manejo de los equipos y conexiones telemáticas. En cuanto a la orientación sobre al curso, su labor es la de facilitar el aprendizaje y apoyar la comunicación con el tutor. &lt;br /&gt;&lt;br /&gt;&lt;span class="titulosparrafos"&gt;13.&lt;/span&gt; &lt;strong&gt;¿Cuándo se hace la prueba final? &lt;/strong&gt;&lt;br /&gt;&amp;nbsp; Para obtener el certificado, el alumnado deberá superar una prueba final que se desarrollará en el aula. A dicha prueba se podrá acceder con el visto bueno del tutor en cualquiera de las cinco convocatorias programadas en el año. Con la matrícula se tiene derecho a dos convocatorias. &lt;/div&gt;&lt;div style="text-align: right;"&gt;       &lt;/div&gt;&lt;div style="text-align: right;"&gt;&lt;strong class="titulosparrafos"&gt;14.&lt;/strong&gt; &lt;strong&gt;¿Qué es la mesa de trabajo? &lt;/strong&gt;&lt;br /&gt;&amp;nbsp; Es el entorno virtual de estudio desde donde se accede a los &amp;nbsp;materiales de formación, ejercicios, al grupo de noticias del curso y donde se desarrolla la tutoría telemática.&amp;nbsp;En cuanto a su formato se compone de una serie de herramientas&amp;nbsp;que posibilitan la formación en línea y la interacción entre alumnos y tutores del curso.&amp;nbsp;Esta estructura se mantiene constante en todos los cursos, de manera que se facilite su uso a aquellos alumnos que ya conozcan este sistema. En la propia mesa se explica el funcionamiento de cada herramienta.&lt;br /&gt;&lt;span class="textos"&gt;&lt;/span&gt;&lt;br /&gt;&lt;strong&gt;15.&lt;/strong&gt; &lt;span class="textos"&gt;&lt;strong&gt;¿Se expide algún tipo de certificación al terminar el curso? &lt;/strong&gt;&lt;br /&gt;&amp;nbsp; Sí. Tras superar la prueba final, se gestionará el certificado de aprovechamiento donde irán consignados los contenidos del curso y las horas estimadas. Dicho certificado estará firmado por el Ministerio de Educación y Ciencia y la Consejería de Educación de la Comunidad Autónoma correspondiente en caso de existir un convenio con la misma. &lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;a href="https://centrovirtual.educacion.es/mentor/inicio.html"&gt;https://centrovirtual.educacion.es/mentor/inicio.html&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-6400374838876464557?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/6400374838876464557/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=6400374838876464557&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/6400374838876464557'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/6400374838876464557'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/06/aula-mentor.html' title='Aula Mentor'/><author><name>Jacqueline</name><uri>http://www.blogger.com/profile/10269902721390896190</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://2.bp.blogspot.com/_K_JUhobbGjU/SWOeZtteIRI/AAAAAAAAALU/fTbGJ9HgZWc/S220/!cid_009e01c8ca0e%24487550e0%242101a8c0%40jacqueli15cb08.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-LusP_TNJsIE/TeFQ7GAOiOI/AAAAAAAABxc/JjNYLUPJAkg/s72-c/thyssenDibujo.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-991828699824179623</id><published>2011-05-17T09:03:00.000+02:00</published><updated>2011-05-17T09:03:00.069+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Manualidades'/><title type='text'>Web con buenas ideas...</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;a href="http://www.blogger.com/%20%20http://www.manosmaravillosas.com/index.php/tecnicas-ideas%20"&gt;&lt;br /&gt;Manos maravillosas &lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;a href="http://manosmaravillosas.com/index.php/tecnicas-ideas"&gt;&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-iitNjo1V5KE/Tca8vUyoq_I/AAAAAAAABw8/7AJcYtaCMws/s1600/9943Dibujo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="357" src="http://2.bp.blogspot.com/-iitNjo1V5KE/Tca8vUyoq_I/AAAAAAAABw8/7AJcYtaCMws/s400/9943Dibujo.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-991828699824179623?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/991828699824179623/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=991828699824179623&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/991828699824179623'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/991828699824179623'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/05/web-con-buenas-ideas.html' title='Web con buenas ideas...'/><author><name>Jacqueline</name><uri>http://www.blogger.com/profile/10269902721390896190</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://2.bp.blogspot.com/_K_JUhobbGjU/SWOeZtteIRI/AAAAAAAAALU/fTbGJ9HgZWc/S220/!cid_009e01c8ca0e%24487550e0%242101a8c0%40jacqueli15cb08.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-iitNjo1V5KE/Tca8vUyoq_I/AAAAAAAABw8/7AJcYtaCMws/s72-c/9943Dibujo.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-4374620099628239951</id><published>2011-05-10T17:15:00.000+02:00</published><updated>2011-05-10T17:15:20.343+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='competencia basicas'/><title type='text'>Ocho competencias deberán reunir los alumnos de la ESO para aprobar</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;ol style="text-align: left;"&gt;&lt;a href="http://www.monografias.com/trabajos75/contenidos-paraescolar-habilidades-basicas-pensamiento/contenidos-paraescolar-habilidades-basicas-pensamiento_image012.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="296" src="http://www.monografias.com/trabajos75/contenidos-paraescolar-habilidades-basicas-pensamiento/contenidos-paraescolar-habilidades-basicas-pensamiento_image012.jpg" width="320" /&gt;&lt;/a&gt;&lt;li&gt;Aprender a aprender,&lt;/li&gt;&lt;li&gt;tener iniciativa,&lt;/li&gt;&lt;li&gt;dotes de comunicación&lt;/li&gt;&lt;li&gt;interacción con el mundo  físico&lt;/li&gt;&lt;li&gt;competencia matemática&lt;/li&gt;&lt;li&gt;tratamiento de la información y competencia digital.&lt;/li&gt;&lt;li&gt;competencia social y ciudadana, &lt;/li&gt;&lt;li&gt;competencia cultural y artística&lt;/li&gt;&lt;/ol&gt;&lt;span class="reset"&gt;&lt;span style="font-family: 'Trebuchet MS'; font-size: 10pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Es  destacable, además, el impulso que se da a las Matemáticas, asignatura  que incrementa su horario hasta un mínimo de 385 horas en la etapa. Se  refuerzan, asimismo, la Educación Plástica y Visual y la Música, que  vuelven a requerir al menos 105 horas en los tres primeros cursos de ESO  y también se regulan los contenidos de Educación para la ciudadanía y  los derechos humanos, que se impartirá en 35 horas en uno de los tres  primeros cursos de la ESO, y de Educación ético-cívica, que se impartirá  en cuarto curso. &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-4374620099628239951?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/4374620099628239951/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=4374620099628239951&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/4374620099628239951'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/4374620099628239951'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/05/ocho-competencias-deberan-reunir-los.html' title='Ocho competencias deberán reunir los alumnos de la ESO para aprobar'/><author><name>Carmen Ibarlucea Paredes</name><uri>https://profiles.google.com/116585217947801162948</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-aWDWCgWBGko/AAAAAAAAAAI/AAAAAAAAFIs/q4tEXfJ0sWI/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-8902170833114876327</id><published>2011-04-18T09:03:00.000+02:00</published><updated>2011-04-18T09:03:00.143+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Manualidades'/><title type='text'>Broches</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: #990000; font-size: large;"&gt;&lt;b&gt;&amp;nbsp;Decora con estos originales broches &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-pot7FswmFIY/TZbhsB7hFLI/AAAAAAAABwk/i_5EQex9BHs/s1600/botones.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="160" r6="true" src="http://4.bp.blogspot.com/-pot7FswmFIY/TZbhsB7hFLI/AAAAAAAABwk/i_5EQex9BHs/s320/botones.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Como ya les he dicho en varias oportunidades, con simples detalles podemos hacer una gran diferencia. En este caso, te contamos que con unos simples botones podemos crear lindos broches artesanales para decorar nuestros bolsos, la ropa y todo lo que quieran.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="color: #990000; font-size: large;"&gt;Materiales:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;5 Botones pequeños iguales&lt;br /&gt;&lt;br /&gt;1 Botón grande&lt;br /&gt;&lt;br /&gt;1 Botón pequeño decorativo&lt;br /&gt;&lt;br /&gt;Broche de prendedor&lt;br /&gt;&lt;br /&gt;Pegamento&lt;br /&gt;&lt;br /&gt;Retazo de fieltro&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: #990000; font-size: large;"&gt;&lt;b&gt;Paso a paso:&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-aAyX2rf2p98/TZbhlxjsWGI/AAAAAAAABwg/cz_FVGJQDZ8/s1600/botones1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="235" r6="true" src="http://1.bp.blogspot.com/-aAyX2rf2p98/TZbhlxjsWGI/AAAAAAAABwg/cz_FVGJQDZ8/s320/botones1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;1. Coloca los 5 botones pequeños formando una flor. En cada uno de ellos coloca una gota de pegamento, hacia el centro.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;2. Sobre los 5 botones pega ahora el botón grande. Y arriba del grande pega el botón decorativo.&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;3. Por el lado de atrás pega el broche de prendedor. Recorta un circulo de fieltro que entre en el broche.&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;4. Pega el fieltro al broche para un acabado perfecto.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.lasmanualidades.com/2008/03/31/decora-con-estos-originales-broches/"&gt;http://www.lasmanualidades.com/2008/03/31/decora-con-estos-originales-broches/&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-8902170833114876327?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/8902170833114876327/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3892477610430172935&amp;postID=8902170833114876327&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/8902170833114876327'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3892477610430172935/posts/default/8902170833114876327'/><link rel='alternate' type='text/html' href='http://esoaprenderesfacil.blogspot.com/2011/04/broches.html' title='Broches'/><author><name>Jacqueline</name><uri>http://www.blogger.com/profile/10269902721390896190</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://2.bp.blogspot.com/_K_JUhobbGjU/SWOeZtteIRI/AAAAAAAAALU/fTbGJ9HgZWc/S220/!cid_009e01c8ca0e%24487550e0%242101a8c0%40jacqueli15cb08.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-pot7FswmFIY/TZbhsB7hFLI/AAAAAAAABwk/i_5EQex9BHs/s72-c/botones.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3892477610430172935.post-6882741190243014377</id><published>2011-04-11T09:03:00.000+02:00</published><updated>2011-04-11T09:03:00.768+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='geografía e historia'/><title type='text'>Web de las Ciencias Sociales</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://lh4.googleusercontent.com/-pAobZ-5wEsU/TY2iDAhiGEI/AAAAAAAABwQ/JvBbF2zT3K8/s1600/3399Dibujo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="302" r6="true" src="https://lh4.googleusercontent.com/-pAobZ-5wEsU/TY2iDAhiGEI/AAAAAAAABwQ/JvBbF2zT3K8/s320/3399Dibujo.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.xtec.es/%7Eaguiu1/socials/indexc.htm"&gt;http://www.xtec.es/~aguiu1/socials/indexc.htm&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3892477610430172935-6882741190243014377?l=esoaprenderesfacil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esoaprenderesfacil.blogspot.com/feeds/688274
