tag:blogger.com,1999:blog-43698246337541826392024-02-07T03:52:59.133+01:00CEIP PALOMERAS BAJAS - CUARTO REUTILIZADOBlog de cuarto del Colegio Público Palomeras Bajas de Vallecas en Madrid.Maríahttp://www.blogger.com/profile/10189977223712593085noreply@blogger.comBlogger516125tag:blogger.com,1999:blog-4369824633754182639.post-49209510231265443182020-06-19T09:01:00.003+02:002020-06-19T09:02:47.686+02:00Vacacionessssssssssssss Hola chicas y chicos,<div><br /></div><div>ya llegó el final del curso, un poco raro, con la pantalla de por medio, pero llegó. </div><div><br /></div><div>Os felicitamos por estos meses que esperamos que se queden en el recuerdo como una anécdota más en nuestras vidas, una gran anécdota, pero que la habéis superado y con creces¡¡¡¡¡¡ENHORABUENA CAMPEONES/AS!!!!!!</div><div><br /></div><div>Ahora lo que toca es disfrutar de las vacaciones y ¡¡¡a bailar y saltar!!!</div><div><br /></div><div>Os queremos,</div><div>La profes de 4º😀💕😘</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/OOlPbNwgjBE" width="320" youtube-src-id="OOlPbNwgjBE"></iframe></div><div><br /></div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-4369824633754182639.post-38607758304149363332020-06-19T08:49:00.001+02:002020-06-19T08:53:41.900+02:00Canto de bodas<div>Estimadas familias está canción de boda sería la que cerrara de manera circular este este año curso. Podéis añadir personajes en esta festiva boda. </div><div>Por ejemplo…a la sombra de una encina, la madrina…Peral, el tío Pascual….Pino, sobrina y sobrino…etc. </div><div>Espero que hayáis hecho un hermoso cancionero familiar que compartiremos y ampliaremos el próximo curso. Os deseo un verano fértil en juegos, lecturas y por supuesto descanso. </div><div>Un saludo </div><div>Llanos </div><div>Enlace aquí :<a href="https://drive.google.com/file/d/1J8a7SBWr9k4tq5AopQy0Hqo8RQv2PAGr/view?usp=sharing" id="CANTO DE BODAS" name="CANTO DE BODAS"> <u>CANTO DE BODAS</u></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrUtjIA6_KRyxGIMPmoveTmzmznpZL3mLGCCWkDozneqUnOFYgAkCvZbQLZUfJCcNvvVoBEDWeJRpc-dEDrWXHMclQCXzx0CDNt69ttM50PgmguyXfrWdbv0v4pWRYiAjt6qEgk2jUSluE/s584/Captura+de+pantalla+%2528218%2529.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="584" data-original-width="493" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrUtjIA6_KRyxGIMPmoveTmzmznpZL3mLGCCWkDozneqUnOFYgAkCvZbQLZUfJCcNvvVoBEDWeJRpc-dEDrWXHMclQCXzx0CDNt69ttM50PgmguyXfrWdbv0v4pWRYiAjt6qEgk2jUSluE/w540-h640/Captura+de+pantalla+%2528218%2529.png" width="540" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwNo7sHKqpDXGmy4GJSBOPb8AD8JjPANG4EJLOGdZ5p5NoYhi-Ju6aenzInn45C08yVh3H9031vqRrZ0Qa_u1Bcykyk5qvQwucmtxk9XSSHbBeXpfUhrCJ-NWBcskw0PxoEvGIaPnFfTyw/s553/Captura+de+pantalla+%2528219%2529.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="460" data-original-width="553" height="532" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwNo7sHKqpDXGmy4GJSBOPb8AD8JjPANG4EJLOGdZ5p5NoYhi-Ju6aenzInn45C08yVh3H9031vqRrZ0Qa_u1Bcykyk5qvQwucmtxk9XSSHbBeXpfUhrCJ-NWBcskw0PxoEvGIaPnFfTyw/w640-h532/Captura+de+pantalla+%2528219%2529.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAGOxSAYAifsN3Os88KWUsavIIoiQIlVxVeVbtpDmTr7V_AQLG0t3Qtjuz5qHKtsGix5y8_Oq9hqib9A7UnbWElFyPc2c-BoUW5tCDjMrLu_lyYyZGIKu0elqKoKHRcrFQBT3hgXfR3YVt/s515/Captura+de+pantalla+%2528220%2529.png" id="CANTO DE BODAS" name="CANTO DE BODAS" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="515" data-original-width="485" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAGOxSAYAifsN3Os88KWUsavIIoiQIlVxVeVbtpDmTr7V_AQLG0t3Qtjuz5qHKtsGix5y8_Oq9hqib9A7UnbWElFyPc2c-BoUW5tCDjMrLu_lyYyZGIKu0elqKoKHRcrFQBT3hgXfR3YVt/w602-h640/Captura+de+pantalla+%2528220%2529.png" width="602" /></a></div><div><br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-80442298858224723382020-06-18T08:40:00.000+02:002020-06-18T08:40:02.409+02:00Educación Física - El laberinto<div class="separator" style="clear: both; text-align: center;">
<img border="0" data-original-height="1328" data-original-width="979" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQxXPkVxq07Df4Sy1mw8SFnqJlSuZWWKWn534lw5SP3nQQjLE5bOgkapvbOz_Gkcdb-tg3yTlXu5RszhmQV0lgj8ZZ0phmUBDg4BDER7fbEzTq72EQ9pqdr3dY6E_sTNcXpIelmZcsEbVL/s640/EF_page-0001.jpg" width="470" /></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-22413598612057023022020-06-16T23:23:00.002+02:002020-06-17T00:05:45.296+02:00Taller de arte - Tú eres el/la artista<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8uk_F6YYDSWBgbevRfPsN_VbNW9uzVbSYnzyRJEcLBC0jzeA12aFDyYs3lwlf7Hyctha9z51Ba1BW1oqvBG1jyPoUvGcL-s8T4ujdLiCQAi-tUUYH7abCw4q-J5deyV5s9iq21Jsq6GC-/s796/Captura+de+pantalla+%2528214%2529_LI.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="554" data-original-width="796" height="446" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8uk_F6YYDSWBgbevRfPsN_VbNW9uzVbSYnzyRJEcLBC0jzeA12aFDyYs3lwlf7Hyctha9z51Ba1BW1oqvBG1jyPoUvGcL-s8T4ujdLiCQAi-tUUYH7abCw4q-J5deyV5s9iq21Jsq6GC-/w640-h446/Captura+de+pantalla+%2528214%2529_LI.jpg" width="640" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-4806577829893916352020-06-16T09:01:00.000+02:002020-06-16T09:02:25.678+02:00ExperimentoHoy os proponemos hacer este bonito arcoíris con agua y colorante alimentario;<br />
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<img border="0" data-original-height="844" data-original-width="1500" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgxDHYbm5d-d6g3l4UqPMLiMVaTAvfDTw6hbPlK58BpEuYr0Mc9vqWOH4E71OFd4DbgvZmWuaBvTFPh0tKqWGyQQWdg-JH2Vspwp3AWT4t-Dri6zE0zjNqH-uVBYoaZTCWXMpF0ja1xTZJ/s640/Experimento+AGUA+ANDANTE+1.jpg" width="640" /></div>
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<img border="0" data-original-height="844" data-original-width="1500" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIc3p1fZx8zVu63-k_sUdK4I0p3nNSBrREijRuK-tYKTCTGMfoTbd5pTTuU57j8kuXhYIyoVryTNYzrUhaPFKpUPCXWE60RU6GISDbPeu6eUEJuG20LOPU_ZgI1DNZe3HCseL8sxIGKR51/s640/Experimento+AGUA+ANDANTE+2.1.jpg" width="640" /></div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/LOkVnbhAuTw/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/LOkVnbhAuTw?feature=player_embedded" width="320"></iframe></div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-70608910810082608622020-06-15T01:45:00.000+02:002020-06-15T01:45:32.859+02:00Eso que tú me das<div>"Eso que tú me das" una canción de Pau Donés, cantante y compositor del grupo Jarabe de Palo en la que transmite positividad, optimismo y buen rollo para esta última semana de curso, después de este duro confinamiento.</div><div><br /></div><div>Gracias por estar, por vuestra amistad y compañía. </div><div><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/hE6CsyWv8Zs" width="320" youtube-src-id="hE6CsyWv8Zs"></iframe></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-31709659722705955282020-06-15T01:08:00.005+02:002020-06-15T01:11:14.971+02:00Experimento social<div>Un gran experimento social para dejar atrás el racismo y la xenofobia:</div><div><br /></div>Pincha aquí: <a href="https://www.facebook.com/EhUniverso/videos/2708198949503517/?v=2708198949503517"><font color="#9c27b0">¿Sabes el origen de tus madres y padres?</font></a><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-86804896588141720352020-06-12T08:39:00.001+02:002020-06-12T08:39:36.174+02:00La pulga y el piojoLlanos os manda esta canción (pincha en la imagen):<br />
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<a href="https://drive.google.com/file/d/1ciL2GPZQzK0cievM8mj5SPecW_n7EGW4/view?usp=sharing" target="_blank"><img border="0" data-original-height="268" data-original-width="394" height="434" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijzWXNFzaSg6QP0WaYM__KZzSnnOsqIXk3vFaD5iFIt3j2ioE7zWcIDF_M_1c3Zbf14zcK2HraleeyPg8eTmzgKRrpbFmGslMupvr6izp-lqACgX7MyjojIBLJvU0Vu2LiPtgbgDj4Jf4m/s640/Pulga+y+piojo.jpg" width="640" /></a></div>
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y este mensaje:<br />
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Queridas familias está versión de la conocida canción de “La pulga y el piojo “ se puede representar, dibujar en Aleluyas (una viñeta para cada cuarteta) como romancillo de ciego, etc<br />
Espero que la disfrutéis en las veladas teatrales y familiares.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMbKzlJzutDdZzKCxean3pXhhhPnRt4KMNn19-KLmNNKVO8sPSjyKPa6WfKaljB90veFD1MfVEGytD_wEE8o43f1SVros_bovERx-LgEKR9FhuWabzXr5FBcZ-8eMpDdKTa2yEjkxbaouB/s1600/LA+PULGA+Y+EL+PIOJO-1_page-0001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1213" data-original-width="549" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMbKzlJzutDdZzKCxean3pXhhhPnRt4KMNn19-KLmNNKVO8sPSjyKPa6WfKaljB90veFD1MfVEGytD_wEE8o43f1SVros_bovERx-LgEKR9FhuWabzXr5FBcZ-8eMpDdKTa2yEjkxbaouB/s640/LA+PULGA+Y+EL+PIOJO-1_page-0001.jpg" width="288" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiYjxVoxF_pY2FAzCqQx7nGuhrDwj6FNPHR1OD4iQpMGAuXCkkLH7Rigb3xt80W5hSlqBWGwVUXjeO5bAjDQrm17XwTlWU8OlArqiAfEztj-W5eAtil6naDKHp-fCYkk0j5Ekr1Rc0FsJD/s1600/LA+PULGA+Y+EL+PIOJO-2_page-0001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1327" data-original-width="550" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiYjxVoxF_pY2FAzCqQx7nGuhrDwj6FNPHR1OD4iQpMGAuXCkkLH7Rigb3xt80W5hSlqBWGwVUXjeO5bAjDQrm17XwTlWU8OlArqiAfEztj-W5eAtil6naDKHp-fCYkk0j5Ekr1Rc0FsJD/s640/LA+PULGA+Y+EL+PIOJO-2_page-0001.jpg" width="264" /></a></div>
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Se puede seguir añadiendo necesidades y personajes que colaboren…….</div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-82096392916818328762020-06-12T08:39:00.000+02:002020-06-12T08:39:30.145+02:00Sombras chinescasOtro juego que manda Raquel:<br />
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<b>Material: </b>tus manos.<br />
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<b>Desarrollo del juego: </b>mira este vídeo e intenta hacer las sombras chinescas que<br />
aparecen en él.<br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-3894931289355287432020-06-11T00:05:00.001+02:002020-06-11T00:06:27.193+02:00Experimento - Lámpara de lava<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTPAV03TtDrCm9tsQPxllXgz_FSUrsKAFWghV-qj5MEbTDTcze222-t_RDlsYEKr_Q6Ndw37x10ubKqaLEpcQSTMxqYfTQUwAMLr3NNntT7gpg7MayIBMOhe6A9oiZs-vdh-dtGw78ni9x/s948/Captura+de+pantalla+%2528208%2529.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="543" data-original-width="948" height="366" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTPAV03TtDrCm9tsQPxllXgz_FSUrsKAFWghV-qj5MEbTDTcze222-t_RDlsYEKr_Q6Ndw37x10ubKqaLEpcQSTMxqYfTQUwAMLr3NNntT7gpg7MayIBMOhe6A9oiZs-vdh-dtGw78ni9x/w640-h366/Captura+de+pantalla+%2528208%2529.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3_L0wdBVduv6uBEasYv3tC98B2MS-jCjCEMhPGOayBeRFP7Q2lElmWPe6AT3qubA7gl2zCSD_CKCOyc9qvLLTBanR7GngHgHC5UuzT8DDbh4C2noOd9kA57f_j-NWf6u2_4TZ-2LMtKrF/s945/Captura+de+pantalla+%2528210%2529.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="504" data-original-width="945" height="342" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3_L0wdBVduv6uBEasYv3tC98B2MS-jCjCEMhPGOayBeRFP7Q2lElmWPe6AT3qubA7gl2zCSD_CKCOyc9qvLLTBanR7GngHgHC5UuzT8DDbh4C2noOd9kA57f_j-NWf6u2_4TZ-2LMtKrF/w640-h342/Captura+de+pantalla+%2528210%2529.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/8QRMs0F79Ws" width="320" youtube-src-id="8QRMs0F79Ws"></iframe></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-997255188430878912020-06-10T23:54:00.001+02:002020-06-11T00:06:24.388+02:00La ballena llena en tiempos de coronavirus<br /><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/5Hscoy6mVEM" width="320" youtube-src-id="5Hscoy6mVEM"></iframe></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-68364698782639538092020-06-10T08:48:00.000+02:002020-06-10T08:48:01.515+02:00Capitán GarfioOtra propuesta de juego de Raquel...<br />
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<b>Material:</b> una percha y diferentes objetos.<br />
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<b>Desarrollo del juego:</b> en un lado de tu casa pon varios objetos que creas que se<br />
pueden coger con una percha. En otro lado pon una papelera, cubo o similar. Tienes<br />
que coger los objetos con la percha y dejarlos en la papelera. Uno a uno y sin utilizar<br />
las manos.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbbLInoTU4N-B0W8AUixhlJHRq8vXafXPu0JGCALStSX9b_ylpaomWrIzSBv7KuuyYlLT4no5rBU9zcvrRqgAqP9YGsLWnDH77khWWP-AEhPBqYpiQ_U_cgNU1Vq6qjI6RgBCmo7qyTau-/s1600/Capitan+Garfio.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="328" data-original-width="754" height="278" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbbLInoTU4N-B0W8AUixhlJHRq8vXafXPu0JGCALStSX9b_ylpaomWrIzSBv7KuuyYlLT4no5rBU9zcvrRqgAqP9YGsLWnDH77khWWP-AEhPBqYpiQ_U_cgNU1Vq6qjI6RgBCmo7qyTau-/s640/Capitan+Garfio.jpg" width="640" /></a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-69005082432290935312020-06-10T08:47:00.001+02:002020-06-10T08:47:54.631+02:00Educación en valoresPor un verano sin máquinas...<br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-88528644917694840302020-06-09T08:46:00.001+02:002020-06-09T08:47:11.215+02:00Patinaje con bayetas<div> Raquel nos manda esta propuesta:</div><div><br /></div><div><u><b>Patinaje con bayetas </b></u></div><div>Material: dos bayetas. </div><div>Desarrollo del juego: pide en casa dos trapos o bayetas. Pon los en el suelo y los pies sobre ellas. Ahora deslízate por tu casa como si estuvieras patinando, inventa distintos recorridos, desplaza objetos con las manos de un lado a otro de la casa,… </div><div><br /></div><div> <img 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ICFJBqo9CSS6iolUpY1F4mlLKcv0eRjiToPKpoC8PhCBvqLJw/R2dqExrpqtDU1oL35AwZ7u9DX1c4gH+7vwfgwLQQNMthHB/tYOz5M0WXiPzW6UDT6nr6JLgQ4JwL9fXkFiyVUWSGgObhng04DgLYBEOhNNUqnJQgJWnJeAppgJHgpvnCTTM7xuZbcmgOd+lAkoXNugYj6cdBTX/peAp1Ef15LXSmDvLOtEq3NFWhpqmCgNzbV4enzZzh19hzCo2NgaW8PoZ42DKwJcld4hHgjJjsRRfu3In/nDkRlZsPONxA6dk5QNzBnMNFqJsH+73J0EVVbJPhXjRX4gbcCWvZm8E4MRVBGNKz8HLHCUIj5Qj6LLFTxUa7KGkxncyPM51FG/z3QxVgs0MVigT4WCvWxgCTSxXyRLuZKdJjmfQX6Ig0eFqtpYrk6DxqafHh4eODF86fo7GhDU2MD2lqbmfp6u9HV2Y6e7k709/VgeGgAI8ODM+3Y6DCmxkb/00GnRanv6RvQaX8CgU7tbNCpVk4R5enDRzOw0zGJA51WRtsa3jO4Z8NLx9zEkSIJQU8Ac9ByLQHNDQpyc+pHzt3ZVM36cqBTP25Q0JODRKC31pehpfEd2tvK0N5agebmSrS01qG6pgIXL19C3tp1cHSTw9DSGjpmprBwcYCzrxyyEAUCE8OQmJcO//g42Cp8ILKwgaq+MZZKDRjo5OZ/LqObYj6fNCu+sMmoNuaLxKyk+P+oLAFlc4dgD4Rlx8M1UgGRrTaW6fOwSCJiq7IUmZZIDLBYbAhlNv890MnNlfoadAa5+EvQF0i0wTk6gU6OvkKDD3W+AHK5nIHe3dWBluZGdLS3or2tBb09XeyYrhP0gwN9GBrsZyLgx8dG8HFKOQn9z5yMfg9yusb9M7OpiwDnxIFO+1ho9ZPiy5MHDxncHOTUUl6n+7QySo5OUBN81BKAHOTk6FRmnO3oBC9Bz4lzaSox0ncQ0DRJJbipL7UkGhz0Ge7Pos8R6B/qXqGttRSd7VVobX3PdiiWlLzF3v374B8cAkMzS+iamkPLxBja5sYsuhg7W8DKwx623i4wdHSApoExiwFUhuMWjMgZF0sN/oSj/z7oNAn9m+Zy8Mz1oIgPZm5uqrDBUn1VLJCqgEqK3ELVQiHtszFgoFM+XyQ0/Q1H/wy6cslfuT2A7aIU6mCOSAdzxNr4UayNOWIp5ou1lKALaSejAMs0BWxlmCcSQyaT4enTx+jq6kBrazO6uzvR2dmO/v5e1vb19WBwsB/D5ObDgxgaGmDt+PjofwnQqbLzPX0LemUl6quqmOoqK1FdVoaK4mK8e0Xbc5/jyYP7M6AT9KTZoFeVvkVFyUtUFr9AefELVm6ktuz1U7x5/hCvn9xD8UuC/RWqy9+yKs37sjdsey+1H2oqUVNFde9i1L4vQ/OHGrS3NKC1qQ4f6qpYS8ctjbXsvK66nPVrqK1EU0MFaqtfMtA7Ot+jra0azS21ePHqKQo3boCNkxMEOnoQGhpCXVcXi4QCLOBrYLmuGOpGOqzaIbGyYauQ88nBhTrMVQk4Kg9S5lXCQ9UXgv6zaNvuPCopMjcnIMnR6WlApUWqigjZXpYfNJZjgUQdhq5W8EkKg09CKPRcLLBQooIfecswj8+fmYSyaotAj4G+RGyGpRLzL0Cnv5NyokzfPw07l+kFetN/V9q2oASdYJ8r1GJVF9riQOsFS/liLOdLWJmRL9GGs6sLnjx5xEBvb29Fb283E0FNxyMjQ2y7Le1EHBkbxdDIMNPo+JgyMnALRdz+lumWg49Ki3+uvPj36VLjP9ZOTExNg/5l+w3oDWXFaKx4h6b3ZUx1FcWoePscb58+wvNH9/Ds4T08e/CAAf/4/j08uP8L7t+7i/u/3MODu7/gwd07St2+jV9u3cQvN27g9vVruP3zz7j581XW3rlxHQ9u38aje7/g8S/Kz9y7eZP1u3btGm7cuonbd+/g/sMHLFu/evMaxe9K8K6sFC9fv2J68eolSHRO998Uv0VxyStUVbxAXc0rNDWXo6mpAm+Ln+H4qcOISoiBuYMtBAZ6UNXVwWIJlfgkWCjVwUIdAyzUNcQiXUMGx0y1hNXBCe7vSQnSF3vDKT/zTJkW8YwY5IsEYiwQ8bBIpIYF4hVYJF4GLXsDuIZ4wj3SD1aeruCbmWCZlLYdEKw0IEhiNkBY/Z1BS38HIywQKgcQW3Wd3uZLuZv9u5Brq4uxVGrMJrBzNLTYQF0k0gMNGlU9MywTG7CFpXkaYsxV5YO27apK9CA0MIOOiTk8Fd6498sdTE6MsTze2NiIrq4u9Pf3Y2BgAH0D/egfGMLA4DAGRkYxODqB4fEpjEx8xOjkFMYnpjA+OfHb+k4Nffb+8slfCWzS//6n2onxT2Cwf9V+A3pT2Us0V7xGa1Uxmt8X40PFa1SXPEPZy0d4++wBA/7lkwd4/ug+Ht+/iwd3b+He7RsgeAnom1eu4Mbly7h+6RKuXbyIq+fP48q5c7h89iwu/fQTLpw+zVq6xt27eOYMzp44gdPHT+DQ4aM4ePQYDh8/gWOnTuPkT2dx5vwFnL14CecuXcaln6/h4tWfceHKVXZO10jnL1/BxcsXcO/uJTy6fwlPH1/Ho8fXcPnyKRRtyod3gBe0TfShKhVjqYQWTSRgWZUyuJYR5koN8INQX+nKXyz6KJf0Z8P+5cqkMiYs4isrI4s40NnqpTYWCYVYINLAIvEKLJAswVzefBjJzOCXEAJZhD90bKyxREruSk8PfQb4PLESdAL4S9ANGOgEu/Jpooe59PKGUMLEtvpqSrBcYoiFmlqYqyrCMpEelgh0ME9NhBUSA8xXEWIpTxtqEkOoiHWxSF2C+ap8LNaQQlWghfXr16P47WuWvSmft7a2oqenh6m7uxt9/YMM9L6hUfQPj2FgdBJD4x8xPPEJI5OfGOyjkxP4Lc2G+nvHSsAJ8n9ODHSC/Ct9A3rNi3uoef0A9cVP0VDyjLXvXz1E+bN7KH5yB6/u38KL+zfx/N4tPLl7C49u38C9W9dw98bPuHP9Km5fuYRbly/i5qULuHHxPK5fOIdr58/i53M/4erZM7h85hSu/HSaHXPn508cw5kjh3Di8AEcOrgfhw4dmtHhw4dBOnLkCNPJkydx4sQJHDt2jF2nvgcPHmT9Dx/ah7Mn9uDs8e04c2wHjh3ahu2bC5CcHA1nF3tI9bSgIhRgmVCIpSIpq5Uv1zbCEi1DVpn4QVNLCRDtVflas2LKbOi5Y4KfOS5PmdGpOsKihVCM+WINLBCrYL50GRZprWCTz4SCTLhFBEJFXxd/U+ezWvliqT7micSYIxEqWzGtxHI7JqejETm6kOYQhqyqQn8GrXb+qClkL2cs5kuhLjXCYk0xA5jceplAC/NUeFjKl+KHxapYpCaEqkgX6hJdCHRNYO7gipDYFOSuLcLTp09ZSZGqLjQZpUkoVVna29vR0dGB3r4BBnvv4AgDnRx9aGySgT487eq/BTld/x7cs6/9s4Bzn/sacO78G9BvntyNW6f24O5PB3Hv3GH8cv4w7pw9iOunD+Daqf346cB2nD24Az8d3oWzh/fi7NF9OHdsP84fP4QLJw7j0okjTBePHwaJNgidP3oQ544cmBGd03Xu3tnD+3Hm4F6cPLAbp44exMmjh2Z04shBzNbp40dw6thhdp+uHz98YOb+qaP7cXL/VhzfXYiDW/Oxbd1KrMlMQFy4P9xdHWBuZgSJlhR8qZRlUloCXyHRw3KpHpZQGY6vzWLKN5AT9LNAn31MoNM5a6cz+jyBqXJjF1VbRGLMk/AwX6yGedIV4FvqIDAzGumb8uEUFoDFWlL8TVMwvdedsrQUc8Ti6VYbc0Tca3ufBx+BvlBkxOYMNAdg2wQ0hJirpokFKppstXO5Oh9LNfgQ6xiAp6XLFoX4Eh2wbbnG5nBwlSMgNBIZOXk4eOwUXrwtRUdPPysrUr28uekDA52qKwR7c3Mzc/W+vgEGe//ACMjVB0bGlaCPkasr48tfAvSilEBsSA3CpvQwbMmMwOaV0UwbMqJAWh0fhNyEYKxODENuUjhyUyKQlxqJNakxTBuzU0HakJXCVLQyGZzWZyaxY7pHfTblpGHzqnRsWZ3BtDk3A9vWrsbWdauxrTCXafv6PJB2FK1h2rulEJz2bV2P/duKcGjnJhzZvQXH9mzGyR3rcWTLauxZl4kN2YnISQhHXIg3Aj3d4OnsAAsTY+jp6UEgFENFgw8CYpmGCMs0JFiiSQs03040CeSv3xHlzmlQzBEqIZxDkUJgijkCU/ZEIEgpfsyRCDBPooE5UhUIbPQhiwtEQHo89N1dsFCqhQXa+liibYS/8QlypahC8qNYBz+K9fCjyADKd1Lp+0mU1Q1ZrZyVE4VaICenVc5Fy5azwayvrw8zC3PIZHLI3D3g4uIGL29fRERGI2dVLouI9x88QmUVTdjb0N7Rg66uHlYr725vQXMDvevZxOrkVD8n8JUT0l709vcxV6ecPjg0gsHRMSXs41N/neiS4W+DzABbrAx0QHawE7JCXJkyQ9xASg5wQZK/MxL8nBHr7YAoLztEeNog3MMWYXIbxPu6zSjOxxVfK1rhhBgv+qwL65fo747kQA+kBHkiJViBpBBvJIX6ICXMFynhfkiL8EdaZAAyogKRHhXI2ozoIGRGB2FlbAhy4sOQmxyF/NQYFKbFYFduKnbmJGBzegzy40OwMsIPiQGeiPKWI1whh4eDPezNzKEv1YamOg+qKzSgskIDK1Q0sVSVz/ZvU2WFq65wLS0UcXB/2SpBJ9iZpkFnx+TGBK5EiDkSHuZI1bBQjw+Jkzm0XW2wzEgPc2kbroERluiZ4F95ElYGZJ8REeQ605B/Bn0un7YAG2I+Tx80L1gq1GWTSU0tfYi09WBqYoQAHwWS46KxOisDm4vWY9P6QqYDe3bj+pXLrIBQVlqC1pYmVhOn2nhjwwdUVVSy1VBaCW1trEdXWzNGBvpZ/ZxiDC0K9Xb3oLe3F+TsNCkl0IeGRzFCWX1s/DezOefys2PK9465CPLPtlxU+br9JrqsCrAGKSfQRqlge+QE2yM7mMB3QGawIzKCHJAa4IAkX1vEetkgysMSEe7mCJdZIEZu87uKdLMEpyiZFaLdrVn/OE87xCvsEe1piyhPW9ZGK+wQo7ADtbFe9ojxskeUhw0i5NasjfSwYfdpwCX6OSPFzwW5oV7IC1UgN0SB7EBPpPu7I8XXHUl+HkjyVyDOxwtBrq6QWVrCQk8fBkIptDQFEKnyoK6qzLFsWX16e+vnba5cVv68setb+MnZp12XRR0d5ug0uaT4Qq7+g0AFC7R4WKgtxFwRH3RviY4+Fmnp4weeWPkEoMFBtW+Cnbk5PVGUA2ku3xBzeQaYr6GNRTxtqAh1INA2hK6RKUxNTZEYGYZdGwtwkV5WPncCNy6cwdmjB3Dq4B5cu3Ca7UikjVp1VeVsH0t9dSUaaqrQ3FDP9rLQ3pau1ka0N9Wjo1W59E8OT/APDfayGENlxr6+PlaFGRwcZOXF4ZExjIz+hUBf7WuKHD+lsqn1t0BWgAWy/K2wMsAKGX5WSPe3QpqvFZJ9LZHkY4VEb0umBIUVEj2sZ5TkaYPfUoLcCvHuljOic/psvKdScR5WiJVbMsW4WyBaZs6UoLBhfeg+J/oMXU9W2CLJ1QJpMltkeDog09MJGV7OyPSRIStAgexgP+RGhCAt0A9Rcg/42dvD1dQMNjq6MOaLIGF7PoRsDwjt16Y4QFokUO71nj0AWDVkZqLIwa+ckConqHps/zfV0JXlQgGblM4TqWOOQJVtz6X9LgvEIlYapAkl7VVn/YVSzBNRPifYPz9J2NyAr88gn68uwRINMTSEyr3k5uaWcLSxRGF2Gi4f24vnty7h6Y0LuHn2GA5tLcT2gmwc2bURty+ewetHv7DScWdjPdul2FBdwVoCvK2+Bn2drehobmC7FAe629keFwK9t7MN/d1dyglqbx8rOWiiMJgAACAASURBVBLow8PDGPmrgZ4fYA5Snp8pcpnMsMrfDLkBVlgdaIXcIFtkB1gjw8cSyQpTJMpNkOBhgkRPUyQpzJDkYY4kD8s/VKLcAgnu5kzxMjPEuZkyJcrNwEn5XeZI9rRgSlFYIsGd/kzln0Pnad7WyPC1RaafHbL87JHlZYdcH2es8XNFno8bVvm4IsfHDTn+HlgV6I1MH0+s9PNCpr8f0vx8kODpiRAnR3hZmMPJxBgigRAqPB6Wqqlhkao6lqhrYjldE0mU21q1DLCM3tynvelUi9ZU7i6kLQJzNbWxkKeLhTxtLKQFJ74EC3hCLODz2MLUfL4qFgjUsFCoikUiDSwW8bFELMBikZCVIakUyX5TRkSTYgn7lQDadrBIaqSU2BDz1CWYqyrEwhV8rFDjQyyWwtTQiMUxVyszHNqYhxvHd+L26f24cng7LhzYhhPbC3FwcwHOHtiOqycPovL1I7RWl6G+vBgtNbT1uYqBTy29itjRWIP2D9Ws7WyqRWfLB3S3NaG7o5nl9s6OFlZjH+jvZWVIyu4jIyMYHh35d0eX8Y9/x79HX0cW7vyb6FLgb4p8PxOmPD9jBnyevxny/M2RG2iBVX4WyPI1Q4aXKVI8jZHsYcKAT/U2R7q3BZLkJkwp7mbfbZPcTJAgM0KiqzHi3QxZG+dqgAQXI1Cb5GaEBJkhkqmPuxFS3I2RJDdGqtxE+WdNX//6PvVLlZtilcIGed6OKPBxRr6vK/K8nZHr7YpcP3fkBXggL0CBvCBf5IUEMOUE+iHDR4EEDzdEuLvAzc4a1lZmMDLUhZaWBEIhHxo8TSxTVcHC5cvZ5qdFqhqYr6KG+aqaWKQhmnZ+bSzUlLIa9VJNCfvdFPrtlKU8AZby+FjCU8MSngqWC9WZVog0oBQPy4WaWCbQwFKeJhtQywQiLOKL2JOEqkG0uYtFKE0JW+BZrC6AqqYAYqEIxrq6cDQzgdzaAj525ihMCcPh9ek4WpSF3WuSsTM3CevTorAuJQK78jPx88l9oHJxS3UJGsreoLm6HG11StCpba0tnxb96gK96EI7R6tB7k8u39XaBIoyfV3KzV2034X2uowOjzDYabGIy+Pfa7+Xy7+89n8KdF9DFExrjZ8h1vgS7ErgyeGzvYyQoTBAmtwAKXJ9pMgNGfBpXqbM5QlIUpq76XfbRGeCWh9JLgS5wUyb7GqEJDdDpMgMkOxugFR3Q/bdaXIjpHoYId3DGGmexjPX6T71S3bTR5JMH0muekhyNcBqTyus8bZHoa8T1vq6MODX+Lgw6Av85VgXqMDaYC+sC/XD+vAAFEYEY114ENaGBSI3PABp4QGICfZCsJcbPF1s4GRtCjOCXsyDpoYK+DwNaGhoQE1dE2o8ITT4EqgLJKx8t0yNx1yWnHYFbZRi0sAKdTWs0FDBCo3lUOOrQo2vMiNV3gpwUtFUhRqPzzZY0f6T5QIRewuIyqC0d5ze81yswYMqnw+JRAQTfW04mxrBy8YUgQ6WCHO2QIqvA/JjvLAm2psVDzKCZIj1smPzm1Vxgbh6Yi+qXj5goNfT4mB1KQP7w/tSBnxjVQk+VL7Bh8pi0HHTe+UuVAK+peE9c/eu9iYWY2jrLu1FHxnuxyjbGjDMVkS/Bzh3bWxqEr+vXzE29dv6I7fnHPzr9htHX+OtD1K+jwFTno8RSKt9jJlWehogQ66HFJkeEl20keCqq5RMfxpQgvG3leiiDxJBSUp2M2RKkRkxyFPd9cGJBhMp3cPwG3H3ZrcZ7kZY5WGJAi97rPdzRpG/C9b6OU27uzMK/NyU8pdjbYAH1gYrsD7MFxsiA7A5OggbY4NRlByG/MRQrIoJQGaEH1KCvRHlLUOAmx087C3hYm0GO0tTWJsZw9zYCEYGhtDR0oVAIIKamgb4ajzw1TVmJNBQh1KqEGiqTGs5BJrLIeQtg4i/HBKhCrTEatCWaEIo4EFTU5MNJBUNzemf4ZBCXSyFmliEpSorwONpwFBHAnsTPSgsjRBka4xIB1NEO5mBYiBVzNJ87BArN0e03AIBDvoIdjZFZqQXrhzfw0CnVe+6spcMZOXuUnqtsRINFW/Zaji17LiyeBp2en2xkjk7RZnejlYM9HSC9qbTCxgc6GMT4xj5Hf0+5DQIfhtyuvcfBnqelx4DvcDXGGunIwy5OoG+ytsIOd7GyFIonTXBWQexTlqIcZQixkGbKd5JF7+nOEcdfK3P/bWR4KyFBBcJU6KrFEluWjNKlmmDu0bHKe46SPPQQ7qnPnvK0N9rlacFCrxsUeTvhI2BLigMcFLC7uuIAj8XrPV3RUGAjGltoDvWB3uhKNwXWyIDsDU2EFsSg7EpIQibE4OxOTkMm1LDUZgYglVR/sgI80FSoBei/TwR5ukOf5krPB0d4GxpAUsDQxhJtWAikcBEKoaploTJTFsKcx0tmOtIYKErhrGEB2OpBky0NGGmw4OlvhC2xmI4mmvD2coQFga60NcSQ6ipATXVFVBRU4WKhjpUNTWgylODiupSSIRqsDIQw91cF36Wugi10keUjS5i7HSR5G4GKhEne1kixt0MUe7m8LXVQZCTCbJjfBnolS/us+0dtaWv0FhdhsbaCuVrcrUVSievfINGTlUlM65PW6Ypv3c016GnvRk0UeVApxcxqPxIm7uGf0ecs/92S9sIflv/YaCv9TNCYYAJioIssDHECkUhVigMskBBoAXW+JmjIMgGef6WyPI2B8WKRDc9xLvoIM5JlynGXgu/p1gaENN9ou2kiLKVMEXaiBFpI0S0nRDR9nymGAcBSLGOQqY4JxGi7HjsHl2LdxYz8Dno0931Gehrve2wIcAZm4JcURTkgnX+jgx2cveiEBmKguVYHyLHhjBPbIrwwtZoX2yPDcTO+EDsiPPDjngf7Iz3x86kQOxMDmHwF0b7Iy/MG3lRQVgZ5o+UQG/E+yoQ6eWBYJkLvB3sIbe0hNzcFHJzY3hYmMDT0hQKKzN4WZvD28YC3rZm8LA0gtzCAB6WhvC0MoCPvRECXUwRJrdCuMIRPk42cLYyhbmuNrSEmuCrq0BVbRlWqCzBsuULIeKrwFiHBxczbfjY6CHYSgdhFmLEWIgRZyNFirsJq4glepoj1sOUObqPjTYCnUzYYt/lY7tR/vI+GquUv7dT/74UDbXlbMcoAc/iStVbNHF6/w4tNWVoq6tgPyFC7xsQ7DQ57e9qw1BfN3N09rbR6CBGx0d+F/Tfc3vlvY9sgxhtEvue/sNA3xRqjS3httga5YAdsc7YEeuKrVFO2BjugKJQO2yOdsWGCCcUhDhgdaANsn2tkeVjhUzWWiON8vnviIs1FFkowpCbk8Mr4Zcg3knKACaIydnJwTmRu38N/ux+yS7ayPY0Rb6vLYqCnbEpzA0bgl2nXd0BBb72WB/swmDfGCbHlkgFtsf4YFe8P3YnBmNvUhD2J/hhb5wX9sR6Y1ecN3bG+WBrtDcKwz2RG+yONWHeyAlSsNp8nJcboj1d2SQ22MUJgY628Le1QJCtJYLtrBBib41QBxuEO9kxRbjYgRTubI1QJ3OEOpki3MUM0e5WiPeyQYKvE+L95AhTuMHXyR6uNuawNjOCsYE2dKQCiAWqMNUTwdFcF/4OJghzMkGkrTaiLUVIsBAi2ZZAN0aKtwUSPMwQ52mGWE8rcKCvSgjGpeO7Ufbi3legV06/H1rJ8jlt6qPNfOTqBDxNXGmSSrBzk1MqRRLow31dGB/qw+TIACZHhzAyNowh2r77G/ovA/qOaEfsjnPCvkQZ9iXLcSBZjj2JMuyMc8O2aGfsjHfH9lg3bI52xvoIJ6wPc8C6MAcUhtO5C/KDbZnW/kabH2jNSpW5fhbI9jFjMYjlbJkekt10weYACn2s9NRHppcBshQGWOltiGwvQ9amumkhWaYFapPcpEhhA0GCZBeSFNmexsj3tUZRsCM2hblgY6grCgMdsdbfHgV+dijwt8e6QCdsCHVjoO+I9cXuhADsSQzE3qQAHEwKwIF4P+yL9VHCHuuD7TFe2BjugbUh7sgPdEeOrytS5PaIc7VClJMlwp0sEGJnjkAbIwRbGyHE2gCh1sYItzNGhJ2ZMj87WiLayRyJ7raIc6VjM0TYGyLCQR/RzkaIczNmawpZoV5IC1ZGpFg/D0R4u8FPZgc3WxPYm+rAyVSHPQUi3K0QJ7NArKM+YmwkSLCVINlRD8kepkj1obUISyR6WSPB2xZ+dvoIcjZFXmIILh7bxUCnCSd7i6vqHaiOTu8AfKgpR0P5KzSWvWQtO56GvXkadu4tr86WevR1NmO4rwNjg92YHOnD5NggRscGGewE/Nci+P8Y9EmMTExibPz77eTUJ4x//ITvtXRNuR99Srl7kfamT2/X/WYyuj3CFrui7bAv3gUHU9xxJNUDh1Ll2J/khr0JLtgV68hEg2FnHJ07Y1u0I7ZE2mNzhB02hNtgY5QdtsY4YkeiK3YnybArWYZdiW7sfE+yO2u3RDugMMwK+QGmWO1Hk11D5PgYYJW3AXL9jbE2yBxFETbYHGWPzTEO7Puope+nzxUEmrF+9LlVvobI9TVi1aF1gZZYH2yDDaF2KAqxxboAG+T7WmKNjxUbAAV+Ngx8GgBbIzywM8YbewjsxADsTwrGnvgA7I0NZNoTF8TOd8b4gp4A6wJdkO1hhSy5JdLdzJDkaIg4W11E2+ogzkEXVFGKttVChJUYoeYihJoLEGElRZQNSZtdpz5UYSLFO+rNRLcEZz2kys2R4mmPJC9npPi4Is1PhrQA9xml+svY6m+SlyPiaUXZ2RTRjoZM8c6GSHA2QZyrOVK9HZmSfRwR62ELhZk2vK30kRMdiOsnDqDsyR200y8ZVxSDcjq9FUYTzfryN6BKTMO75zOqK32O+rIXaKh8pXT7WuUri+3NVehur0VfzwcM9jdjaKAFwwPtGBnpwehIP8ZGBzA+NojxiWGMjQ99MwA4xx8cHwcnujY8/VQYZXl/BPTm0vgkvdQxjokp+kXeMXb+vZaucS94fP0Cxjeg746xx944RxxMcsWRVALdHYdTZDiQ6IJ98U7YE+vwhag/DYydUbbYHmWDLVHW2Bpri52JjtiT4oK9qa5MdLw72Rn70txYuy3ODhsiLLAuxAT5gYZYE2DAVBBogsIQc2yMsMbWGHvsiHfCzgTnGdG1zVG2KAqzxNogU+QHGGONvxFr6bgwiOYVBLota9cFWqHA34LBTsCv9bdFYaA9c/qtkfJvQY8Lwq4YTgHYGe2PrREKrA90Rb6PHTJdTZDhaoQ0ZwOkOOog2UEbac56yHI3xGqFKVJd9JDkqI14OwkS7KXsOMVZF8lOOuyY7qe56rN+iQ5aiLMVs77UJ1NuimS5NZI97JGqcESGjwtW+rkhy1+GLH9q3ZDp64I0L0ckya0Z1AR7rIsZ4t0skCCjlWZrpHk7zyhR4YQAWyMEO1miICkCjy6eRuXze2ghqEueo6b4BZtsUg4n6GeDTpAzlStBb3j/Gs11JWhuKGU/KdLVUYO+ngYM9jdhaKAZw4OtGB3qxthwDyZG+zA+3s9gHxvnnF7p9kPjyngzOD46AzkHu/IpMIixsRGMjg9Ngz7CAJ+YGp0GXXk+Pvll+yXoX75S9w3oh5LdGNhH0+Q4lu7BRLAT+PsTnBnsBDwNBk4EPwM+1h67E50Y4PvTZTiYKcehlR5MBzLcQddIBP32eHtsjrZGUbg5CkNNZ7Qp0oYBTnDvSXbD/jT5jPalumN3kiuDf0s0PT2s2KBYF2wGThzgBPv6YGsQ6GsDLFHgR46uBH19kMM3oO9N8Me+xCCQi++KCcD2SF9si/DBljAvbAiWId/HATlyC6Q6EuB6SLJXQp7uQhNgE6z1t8aGEAfk+pgjR2GClXJDJopSdE7KovUANz2mVBcdJDpIEGcrRLydCCnO2kiXGSPe1RwJMoLdDuneTljp54rsABlyKDIFuiPT1wnp3g5I8bRForvVjJI9bNg1eiLQgEj3dUaajxNSfV0Q4WqBGE8HFKVH49XNC6h+dR/N5a9QX/IMNSXPWAWG6uXVJS8Y6HWlL/CFyOUr6NfQ6KX2d2huKENbUyW6OmrR292Avr4mDAy0MA0NdWF4qHeWqw8pHX1UGWU+V2UmMDQxgaHxKQxMKMXOydUnCPIx1lK5cnSKXHziD1vq89nRvzz+BvSTK71AOpXlzXQiU8FgJ1enQUDAk8jhCXxO7DzJBYcy5Dic5YmjOV44vtqH6dgqbxzJVrDr5OgE+o4EB2yJscHGSMsvRIATzAT1wQxPHF7pxXQoU8HOCXwaAOT05OwE+/pQCyZy+U3htszNCXJy98Igaq0ZiAT7ugA7EOg0Ud0WpYwuu+N8QaCTCHTm4uHe2BTiiaIgNxT4OjLIycmTKaLYSZWZ2EEbK2UGbAAR5FsiXFAU6oC1gTZY42fJVBBgzc6ppWuzgU9ylDLIY20ESuDtpYixN2CRhGAnmDN8nBm4BPmqIDkyfBwZ6Gle5Pp2THRM12kQ0MBYHezBnJ8iTIavK2LdbRCvcMS6pHA8uHAcFY9vobXyDVqohFj2Slk3p/d23738AvTa0hdgKn+J+srXqHv/hv0ycWNDKVrpF9Haa9Dd3YDe3kb09zdjYKANgwPdGBrswchwH0ZG+5WQj09PUseHWUVmaGKMQT4wOTED+WzYufLkH+f5b2v2NDDox0y/1jegn8sNAOnsan/8tMoPp7N9GPjHMzxnHJ7cnos0NADomLl/pidOrvbGqVwfnFnjh5/y/ZlO5/my68dzFNiX4ow9SY7YGW+HbTHW2BptxUTH22NtsC/FFQfSZDic6YGjWQocy/Zi7ZGVnmwQHUx3Z312JThiW4wtNkdaYVOE5bSsWbVoY5gdKKuvDbBgkFNmLwy0Za5OsUU5Uf0SdMrppN2xgczNN4XKWVyhkmSuwhYr3UyR6qTPnJwmfqRUJ23m5vTdm8IdsDnCEduiXdgxzQ+4ucLGMHs2X6Bzerqs8TVDjqchMmW6SHGSIN6WjygLNYSaqiPCRgsRdnqIdTZFoswcaQo7ZPo4IsvPGdn+LsjwdpgRXV/p68Tu5QS4YlWgG1YHyZAfrmDAJyvsmbPHyW0R7W6LrHAfnNxeiEeXT6Gx9AU6a0sZ7JTBycEpttSVvWYRhmLMjMpfK38o6n0xGmre4UMd/awI/ThULbq6PqCnrxm9/S3oG2hFX38n+gl2BvoAuKxNDq2cjE5ieJLeSPqIwUnSJwxMKUXH7B7dnyXm9OT+f6Dh8Qn2JKAXt7/WN6BfKgjBxfxgXFgThPN5gTPAn8nxZdBTS25PTk/wU0vnNChogJwvCMC5tYE4vy4IFwqDWUvAE/wnVnlhf6oLg313ogN2Jdgz4Kkl+GkQ0BOBoCbAT6yiz/jgeI43g53gJ9D3p7qxiLQjzp7BTsBvj7XDjjhHVhLdFG7PIC/wN5+BbX2QHXN1cvMNIU7YHC6bcfRdsT4gVyftivVjmZziyjp/ZxZZaFvBSpkJy+JJ9lpItBMjyV7CcjlNdrdEOmFrlDMDfXeCHNtjXNi1zREOrN0S6cju0QCkSTI9bQj4fD8zrPYyRrqrFmKtNRFivIJNYEOtpYi010esszGDPcXDCmkKG6STi3vaMvgJeIKc4CfAqfRJItDXRnghy9eVxR9yeAI+ytUSKX5uWJsYwWB/ffsKg72FSomlL/Ch9CVz9q9Bp58dYT/kWvUWde+LUT8NelOTEvSOrgZ09zahp78FPf1t6O3rQF9/FwYGezA80j9TeZlx6akpjExNYWjqE9Pgx1/BNPVvrKXrdJ9EsM+Gm3L87POvj/8h0K+sC8PltaEg4Al2DniCnjsnoDm3J/DpnPrTZy8VBuPy+hBcKQplonOC/6c8X5xe7Y1jK+U4kiHDoTRXHEx1YS2d0/UT2Z44maNg/c7k+uAsPRWmP0fXj2d54GimOw6nu+FAijP2JTlib6IDa+n8YIobdsW7gkAnyAkkclHmqMH2DHRy89mg74j2AoHOwU4Vli3hnszNqe6+xtuW7Z/JcjdFBm1bmAY9zVmHOfP2GFfsS1Zgb5InW3M4lOLFSrO7YlyxM8YJ1FJlakeUM7ZF2mNruAO2RtixdnuUA2vX+Zsi00UL0VYaCDbTRIiFAOHWtNqsB6qm0Ea4ZJkpUmQWTGlyK2Qq7JHt44TV/q7IC5QhP9gT+cFyrPJzQX6YnLk8RZtVQTJk+ivjS6K3I+K9ndkWh1M7i/D81gXUFz9GS9UrNFFmn3H0N6gtVYr+L4P0w7G1lSWoq3qHumrlAlNj43u0ttaho7MR3T0t6OltRW9fG7p7CPZOBjq5OldF+UPQp4Ef/vjr50Ew+XEm2vSPT+KPRAOB/s93YyPf6htHv1oYzoAl2MnZORHIdI27zsUbaqkPfe76hqgZwK9uCAOJoL+wNvALYAlogpbgppYgng02AU6Dgz5HLZ3TIPkadm6gEPg0AI6vVLCaPznpbNApVlCGpgkjgb4x1HnG0WeDTrDviPbB5jB3rA90ZgtMBHqulxWy5SbIdNNXurmDiMUOGkT7U7xwPDsQRzL92LrD0QxvVpalUuyeeGdWkqVjVo6NccC2SKpO2bESLZVsDyTL2DntL0pxEiPERA1BZpoIsxIi0pZgp1VnAwY87fBMcjVjsGd42s2AvibInYFeEOKBLG97FIS4s3v0BCgIp5dQ5EjxckCKjzPCXcwZ7DQx/fnYHtDL8J01xWgjxy5+ivpSZXSpe0egU3xR/lox/aYmc3S2klqK5g8Eeg06OxvR1dOI3mnQe7rb0NPbjoH+z/GFKinciikt/XOO/dnVyd2VgBPoHOwUbSi7c4D3jU3MHHPXZrczoI8OK2Gf1X4D+u0tcbi5KYZB+/P6CAYwOTUncnUCm3NwAvxaUSTrf2NjNG5ujsLtrTG4sy0Wd7fH4daWaPxcFIaLBYE4l+eHk1meOLHSA8cy3Jno+Mwqb1zID8DldcG4WBCAS2sDcaUwmInOz1LsWSnH0XQ3HCP3n9ZxgjvTnd2j+zRoDmd4Y1e8jE1EV3sZYZXCiDkv5WiCnRaRNoe7gkqLO2IUM07ORReqrW8Jl2NTqAzrg5zYQlOetyVWeZohx4P20pgg0V6IZEcxKIqcyAnCmbwQHMvyw6F0LxzL/P5chibyJJrP0MSdKlU0kadzur4j0gbrgkwRZq6CEHMNhFnyWI2dVo0TnPRZnT7GThtJLsZIcTNHhtwWOd5OWBMgR2GoNzZG+mNztD/WBLoiL8gZa4IoziiVE+iGrEBXZAS6gXYz0gpsWogndhWk4+Hl46gvfoiWipcMdIowLK+XvGQVmeq3z9nPndBEtabshfK3Lqvfoqm+nE1IO9vq0NVVj96uRvT0NKGvu4VBP9TfxSakrJ4+MYyJyRFW/yaHHxwdUa6cTkyweDI4Ncl+KoMGwMDY2EzJkYsmXF7n7nN96P7se/S7MvR7NB/HR/BxfAxTY8OYHB1hP4b6XdBvbY4FQUsAE8izxbk6gU8DgfowwDfFsAFCYHOgE+xfg346x2sGdoL8VLYCZ3N92UC4UhjCIL+8LghXKf4UBrPzc3m+OEVPgWmwZ8N9kp4IWfQ9nuy7TmT5YW+SB4Mwz8eEgZ7nY8oWjoqC7f8Q9G2RntgS4c7Kj5TnaYEpz9ucAU4TSBo4SQ4EuojtAyLACfTj2f44mqHA8Uz59EB0ZwPzSJobjqS54nAqyYW1+yluJTjgUIozG/Q0SA8mO2NHtC2yPPXZxrZwK81p2EVsiwTtEaKFp0RnWmwyQbrcCtlejsjzd8e6EC9siPDDpig/FATLsDbEja3ikrPnB8uwOohKlK5YGeCCVD9nxCvsEOftgNy4IBzfmo8nP5/C+2d3lTGm4jUrPdLv+9CElfI7rZR+qKDqzCs0Vb9FS20J2j6UoauFFo1q0NtZh76u+mk1YqCnGcP9bRgd7JipqRPwpJFpEfAkbuGIa2kQcOKuzW4HRuiHk4Zn+swMGlp1HRvF6MgA+6VftsmMdlUO0v9PqY/j/PP/OZocfTboBDMngpqDm2IKBzj1p8/d2RqPu1timH7ZGsva25uicH19GK4UBOFinj/OrfLB2Rxv/JTtxUTndP3q2mBcKwzFtcIQXFsfhOtFway9ui4AF9f44OwqT5zOcp/RmWw5SD/leDDRfXoy/JQbjMMZvmy7AlVdaLKX662sc/8Z0LdHezK3V24dsGerqQQ6LQYR5PR9FDEI9HWB5uwJcmZNEE6s8sPRDA82GE9muuFEugwnMlxxPM0Nx9NdWHsszRlHkp1xKMkeh5Oc2P1zq7xxPtcLZ7I82dxlR7wL8gMtkeQsQaSVOqKseYi1FSPWVoooKzFbjU1xNka6mwWyPe3ZW1S05bgoxAcbactxmBzrw2VYHy7HunB3rA2TITfYBTlBLsgKdEaqnyMDPVJuzfao58YF4Ni2PLy4eRZN7x6juUSppuJHaHz7EB+KH6Kx5BE+vHuMxtInaKl6gbbqV2ivf4uuxnfoaS1HX3sl+juqmEZ7mzDe34LJwTZ8HO7Ax5EufBrtxtRYr1LjA5gan141HRtk5Udu5ZS2D7CV0PFRtmBEi0Zs4YhWSafF3edarg+142NDzMU/Ujs6yMT24IwMfAs6wcrFFwKZgOY0G+wv4N6WgLvbEvDL9kQQ4JzubI7GrY2RDGAC/dKaAAY1gX0h14+JrtE9gvz6+lDc2BAyIwKeQL+U74tzqxUzUM+Gm65zoohzoSCUxYndCbQF15pBTnBSDZ0qL38UXSjObI2UsRxPNfc1PhbI9VJWR5SDxhipziIkOfDZPv19KTKczgvEqdwAFlvoaUOgf08M/HQXEPCkUytl7O9+Ic+btfRkOprljV1JcqwLsUaGXBfxDkJE2/ARZSVAlJUICQ66DPZUFzOslFtjlcIZa3xl7IWSwiAFNkcqsDnKA5siPFEU4cFgOmKdZQAAIABJREFULwilsqMrg51cPc3ficEeLrNkL50XpUfi1ql9qH91F+0lD5naih+A1FLyAK3vHqKt/DHaK56gufQhWum4+jl6Gt6gv+UdhtrLMdxRgZHOSkz21mGq7wM+DTTh70Mt+HW4nenTSCeYRrtnwJ8cnV5BHenF+Egvc3/aLzMxOsA0TlsJhvuYRmkRaqgXU+NDTNTv677UXwl4Pz6NEOifW470mV/T5UAnkCmrfw03c+1psGfg3p6IezuSlNoWh3tbY/DLlmjc2RSJWxvCcb0wBD+vDcKV/IAvdLUgkF2/ti6Y9bmxPhS3NoTiZlEQbqwPxLV1/rha4ItLeV64sNoT53LkX+j8Kg+Q6B7p/GofXFwbhlOrQ7Av2ZMtHBGcFDkI2D/j6DtjvRjoVJmhySu5OYFOTwWlqBwoYaBne2pjZ7wTA/3MmgA2RyB4T2e6fqEzK90wW9x9unY2253ppyyZch5Cawc5/ji80gfb41zZewAJ9kJEWwkQYyVGgp0OEu31keJIWxEskC13QK6XC/J93LHWX47NEZ7YFOmOTZFybIiUozBCzlw9L0SGVcGuyPR3RmaQK1L9XRApt0KYmwUywxU4vjUPz64eR3fJA3QX/4KuaXW+u4eu0vvorniInspHaCq+jdbSX9BZ9Qj99S8w3PIWE51l+NhTiU+9VZjqrMTHrip86qnF3/vq8b8HGvFvQ0rovwv+cBc+DnVianhaY72gATBbEyPd4PRb1+n+1HA3xgc6mCYHujEx2Amu/S7os2Gf7dx0nbk2OfcszUC+MwEPtsXj/rZYBvrtjRG4WRQ2AzqBzYnA5wCngaBU0Azo1wsDGOSX13jjYq6CAU2gc2Bw0M+GnUAnRyfQ96coGOgUN7Lk+gzYPwQ93ge74hTYFuXOJq70FODcnCCnzE9vW2XKtJDooIF0NxG2RNkyNz9bEMTKoxzoHNgEMIn7e9Pfl/v3oOtcP4KfPktrCKdpDaMwEqfygrEj3g2rvU2Q7KTcF0N7zuNttZFkT/ttzLBSZoccD0fkKpTvx24IdcdG2p4cLsPGCPeZCLMm1B25oTLQKmp6gDPSA1wR52nLQKfJKbn6iU2rUPLzEZRcPajUz4fw7tphlN48ivLbx1F29wQq75/G+8dnUf/iEpqKr6O9/A56qh+gr/YRBuqfYejDC4w0vcF4awmmOsrwqbMKv/ZU49feOnzsq8OvAx/w62Ajfh1sZo7/b9OO//eRDvw62oF/G+9h+t8TvSD9v5N9+P+m+mf097FukGb3m+kzOYCPQ91Mn4Z7QPp1pJfpG9DJpTnQKcLMZO9tymhCUM+G/IvjHfEzoN+l6svGCJBLE9AENulrF/8MeQiurQvEzSKCPgA/r/UDQc6c+is4ZsPDAc/aVd44mxfEogsHeraHASsFkjP/YdUl3ge7472wLcqN9aW9MfREUEYWE6zxNWXv0K5012agpzjzsTHcAqdy/XBubTAD/XSWG85kuTD9lO2KszluOLdKxnR+tTsu5MpxMc+DtXROfWb6rfYArSKfoQrVurBp2EOxO9GD7aGhTWCx1hLE2WghwZb23Jgg3cUaWe72yJE7YTUt89NbVUFOWB/qgqIwVxSGuWFduBsKwt2xJlyGTD8HZAQ6ISPQBUm+9ohR2CLexwEZ4R4oiPfDiXWJOLU2gen0ukScKUzCmQ0pOLspDee2ZuDnvbm4dmANbh1ZhzsnNuD+mS14cG4bHl3YwfTq+kG8vXkM7+6cROWDs6h+fAk1z6+i7sUN1L68gcbie2gsuY+mdw/RVP4YLRXPP+f+mtfobihF14cydDeWo7e5Ev2t7zHQVo2hjlomOubOR7rqMdbzAeO9jZjsb8ZkfyvG+0jtmOjvYJoc6MTUYBfH+efJ6PdA5yIK59xfwD3t7NSHyokPd5CjR4NApxiiBJ1iCMFOLk1xJWDazSmihOJ6odLd6fqN9cEsslzJ95t2csW0G3r8/7S993eb17X3+f4ya9bcd9bc3NhxVdzi2I4Tt9ixZUmURFFi7yQIsIEgCJAoJDpBsHeCvffeJFGF6pJlyZItuXfZcUvixLn3zrzvzPwT31nf/fBQULGd3GS01l7nwQNIlOXP88X37L3POTLO+1JEBRf8qRtKqd1fqkzHYmUm5qsMktemdWFjF9Xck/ScKPrfAzrVX0DP2CYTUWZuWLon7P7U52Hf+zgcsY+huXC7VH1ZCZ6p5IRZA30T3gjII0HfX5MusPMh4H3Cf6AuWzJNrBvMV+Vgf0MhDrdaMF9tlKKXc9/TsO76Day7n4Yt5nk4922FKz4KnqQ98KfGyuS0JicWdbmxaMiPRwN78QX0FM2rF2mqHixIQmV+slgY+vUKQ5xYGbchFm3WDLRbUzciGeGyVHQ5UtFTkYFeVya6ylPRXZGGbncG+nzZ6GeWK6CXsd9vwIA/H0NVRozXWDDdZMdCuwvLnV6sdAew2lOJQyMNODzaiKPjzVifbMeJmU6cnu/B2cU+nFnux4VDE7h4eBKXjk7j9WOzuHpyAW+dXsI7Z1fw7rlVfPDqQXx4YQ0fv3YY115fx++vnsCXb53C1++cwTfvvoLvPr2Kv1x7W+K7z97BXz9/V0KRvunRlYqrkeoeGReHfXh10INX+l040+OUONtbLq/PD1bg1T4bzvdacbaLPr0Ix1uN4rmp1PTdhP9YS/6mReF9enLt/XyZeB6oy8HBulwcrNfLyNf7a/Ra9oUwB1Ix603dzGZwkjfjSZG05ZgrA8MVmZJLZycjAaV9oQ0h6B2mJAnm0ZlhUQUjyaOXZWO4XI9BRxZ6rOmSYuRqJRaMqrN2SwYmkPoSXAlU1l+idM8jqNY9h8GKOEwFUzHujcNcMAWLG/BSvVUQZkKtXq8EU7BalYr9oTQcrMnAobosHK7PxlooU+JQrR7rjYVYbyrCgZpCTLgy0VeSiIq9hP1JlOykX38e9n0vo3TvVlQkRSOYHY+gLhbVXCdbkISm4jQ0m9PRZMpAgzFNCknMrQfZV6+Pg0/HNoJ98OljJf3I+3wwWooYCWgtjkWbORbtlhhpvQ5bd6OrLFqix7YHvfYYsJWD7RsDzgQMsFbgzsaIJxujbh1G3DoMu7JviHGfAZMBZqkKMFtTjLlaM+brSiRm60ow11iGmcYyzDbZMNdsl5hvcWCh1Smx3OECYyXsxmqnB/u7vDjQ7ZM42OPHsZEGHB9txKmJFpyZasO5mQ68MhtWnF9XdGVVCLdSciq4UvNI0Ak4Yb8Z9Fd6LDjTWYyT7UYcby0QsDWYCfT1IPgMWhUtmILUoCbYB2oNGuDVzNDoZLIpqu1PF7CZupus0FJ4BJ15eYI+4sqSXDp7TNiLTthVGy2LRYT9dqD323QYqTBgyJkNTkqZYmQbQChjN6ozuYBjDwKp28HyvwI9lP0sBiv2CegTvnjMViZiYcOuEG4VhJw2hqDz3u1AP1qXjfW6bByvzcbxegNONRXidEsxjjYUYimgx2R5BmrSt8K17xlYdv4all1PwRr9PEqifwd7XBRYLfVlxqBSFysFI8LdXJwpQdi5HFABLwUlQwJChgT5LHPuTEVyEttuZiSjw5KATmuctFR3l0Wjx7YTvWVR6LPtQH/ZDgzYojBs240RewxGWBewx2HCmYqx8nSJ8YoMeUD5kE66sySmvTrM+NgsaMB8JXup8jdjvioPM6ECzFQXSszWGDFXW4T5OpPEQn0xJipzJSaDeZiqysd0qEBC/Z7pUCGmqk2YrikGH5z5BquEIn1T0ZV6E3LCTYjP9VVoij3gxoUh76ai8z7f3/zMQDle6aF9KbkBdAU7lfxmuJlZoR/XwiBAs4K6XKOX4DULSsyRs9ikCk6srLIYw0IMR75mkxlBZx6dsHP5H5uoCLtW/t8rVVFVGY1UdOlejAC9ryxb2gTqc/YJ6IS9JjtaQHcn/Bal0Y+JoldlPYN+Z4yAPhVI3AQ90pvzmlaG3l2BT9AV7Aeq07FWm4kjtVk40ajHqQY9TjXl42yrCefaLTjZasbhehNWQ4XoK0lCTcZ2lEU/jeIdT6I46hkU7XwGlj0vwpkQhYqUnfCkRwvsLBYR7hZz1g1B+Hm/vjBVwFefabVkotPKyECXNQ3dpcnawhf7XlHvXvsu9Nl2CuRDZVFgEPRh2x6M2vZhxBaLEVs8Rm1JGLMnC/RTFemYdmVg1pN1Q8z7dFjw50jwmjHjy5YK80QgBwxmnxhTQcNmjPt1UHHz5/gQDLmzJYY9OjBGvDkStwU9EnJaFMJNJX9txC+Qnx9wC/h8j7BvRr8TZ3usAvnpsEkU/URbISIjEnQFOVOIB2uzQYvCXDjBVrFQlS1ws4JKxWYLAauPE+5kgXy0XKs28jULNuPuTEz49BKckLKzkP3o7DKMzKOz+hnZj07QB+w5oujD5TpQ3an63EGAai6qnrV7E/SyPY8L6JUZT6HXHi2gzwSTbwE9EvI5X7yALr68MhnLlcliXyJBP9lkwJmmXJxuLsDZViPOdZhxpsOCU61WHGuxYjFYiE5THHwJv0Pp7qdgjnoKph2/gXnns7Du/R1scVvhTNoBb8YeVOnjBWaC3m7NQUepHm1cFliSvanyhJ6v+X5nWQ66SrPQVZqO7tJUAV1Wd22A3m/fJSpOJb8R9N0YKduDkbK9GLLsw5A1HiNliRh3pICgz7gzMefNFpjVqCDnSMj5IEx5MjEZyMaEBGHntTZq0OswXZWLmZABMyGq/81jHqaCeaDaTyrl3xhvAV3ZFFoSAkw/TsgvjQZweawShDwyFOyi7H0OnGZqsdOMk+FiHG8vkjjRYZLXvMeCkKp6HmrMlYKQePBanfjzm0GnkivICThhp3pTyVk2VyEldlcKJr3ZMhlloxVVnd2FbL4i6Ox3YUMXi0Y3gy4rjBx6jLpyMVKRg0GHXjw8m7sIOlt1qzJ2CuiexOdhi3kC1uiH4U/7NbrLdgnoc6FUzFclb3p0qjehppoT8llv3GYGZimQJKBT1ZVPP1yTieMNOpxu1ON0S56Afra9GKfbS3CmvQynww4ca3Ni0qNHS26MNJpxtRP9evGO38Cym7A/D1vci6hI3o7K7BjU5SeihW0NXORt06PdkoVWc4bcY0GJ77WVZCJcqkOXTYeu0kx0K9DLkrTW59I96C3dJbZl0L4Tg44oDNup5jsxXLpLYsQajeHSGAyYYwT2kdI4jNsTMVWegll3Oua9mVjwZWHRn42lgA7LlTmbwXt8b86Xibkg1y4w9LeMWsu2Ttq2+UCwlfvGkS3dOu2bwJ8jyj/h00lN4hbQb55gEvRIRSfYDMLO9zjyNUE/02vHSRaKOkwSBF1BTvhPd5XgWJsR661aBZSVT8LOSSdhX6nVS+MX7YqyLFR0BbrYkw01p5IPO+IwZI+Vka9HK5LB/zA2WjEIOhdCRILOQlBk9+INi6OdBoy58zDq0mPIaZCmL+4Lww5Ggs7NkdiuK12Me38loHtTfoVOa5SAvlibgcXqVKxUp0kWhZkUwq5UnbDzmkHQFeyclFLVD1Vn4Fh9Ns40GXC2rQCvdBhxtr0IZ9pMONNhxdlOO851u3Gw3oIptx69JSmoz94t61bp2ZmNse55RmBnP4w3fZdMTNkOoEAn1Ap0Qs5rwk8177XnoIdbfJSlyW4PzOGzINa9Cfp2DDl3SgjohJ32hbBbdksMmqMxZInBqDUOY7Y4TDmSMeNKwbw7A/PedCx6CXsmlv2EPRsrAQKfLa/ZFsJuWFm0E9JrqdaqHMlqaQ9AFmYCWeACHo6TgXRM+7kwJ006V9m9ej2y5HrSqzXa3QL6DZ57A2gFNcGmyhNsXqtQoJ/useFYhxnr7cWbwdfHwyU42WXFqW52M2rvH20z4TBbeZsKwCYudiyyU5FdjMu1eRJLNblYCOkxW5m98ZdOF3sy5krBsDMRg3a2wXJrjnh5zV0L2GRFyKnoyrrIulH9blH0m/vRFehDjlwMl+cK6GNuA0Yq8mRfF+4LQ9C51V1l2o5N0NnYRUX3JD+BsGWHgL5Ul4mVugzsr83AgY24GXYF/aI/8bagU9HPtObhQlcxLnab8Uq4GFT1s2ErznXZ8Ep3BU6Hy3G81YHVGjP6LckIJP0O9t2/kSV+luinURrzLJzxv4M3dTuqc2LQVJiIDmaYyrLFg4ctGfKarQK85v0+hx4D5QYMOHUYsGdKfz23OeG/b78tBgO2XeLNR527MOLYgVH7DozYojBSGoVh6w6MWnZipGQXRkv2YNiyB+PWfRi3xWLanoCZiiTMV6Rgzp2CObZMuFOw6E7Doi8dK75MLAcyZVwMZEgv1HwoS+Zks8EMbU5Wma41AgbStPlaKAtiaau0ORs/RzFk0NrKtX9jThfQhPIW0Df99ob3JsSREQl65MSUDwgnr2zTJegEmSPBPtFpEchP95TJNcHne0dai3CICzS4WKMhD6tclVSXL8UXjqw2EnR+lfHJZdVw3J0qS+0Ier9DA53jkCMBQxUp0kVI0Cf9BmkDYC86V/NwMkrr8veAzglpa0GSrP6PBJ3rRBXo7qTH0VGyXUBfrs/C/oYsHKzPwlp9Fg7WZQrwzLSorAttjOTY/Ykg7MqnK/tyojEH59oLcKnXgtf7S3Gh26LBHi7B+W4bzoXteLXXjUsDlTjTWYFplw416S+hIubXWuqRBSW288a9AE/KNlRlR6OxIEH6XzT/nbUJOyHnPSr5QDmtXr42R6nIkhTtSHmaCMiQMxZDjmhR8lFnFMYcUQL6qG07Rkp3COgjJdsxUhKFUctujFmjMW7di0nbXkzb4zFbHo+58iTMuxIxZYvDjDNOXi96krHkScOyLxXLVHtfqjS3zVamYs6Xhml/spZd82lNcpNeTujTcfP7vM8mOmbhODIDN+dJkz9jwZchv+cW0JV1+aGRUKsHgp/j5FX1sHNl0aHWIhztMONYpwXHu6wS6+ESucf7Rwh5e7F8josz+Hu4QIOx2mTESpMJyw1GLNQVgJ2BnHSwO3CyUodRT7q2K0BFCgbKkwXuYXcaxn0bfs2fg5lg/qZ14RI3WSAtkHOVkQY7PTobuKjozKFzXxeq+JTfCCo6J6P8DD06t7mQCWnmLniTtsqCaE+SVh2173sY1TlPY9yfhOPdJhxq0eNwUw6ONOXgcKMOhxqyN6En+CwUUeVpV1TWhZDTujCfTjVnnG3L16K9EOc6TJuTUoGdbRbtZTjVbsPRBoukHesztqIs6peSY2f11BbzLMrjXoA/dbts2tRuStFsiew+xowU+/az0W/nghEDhivyMOrJk9Rqf2mKrIgaKI2Xif9KnU7+m4626nGkKQuHGtNwsDYZB0NarFWn4UhNJo7W6HCoKhMHK9Ox35+OFW8yVryp2O9PxcHKTHmPrw8E0uQ1x1VfmnyOnz8QTMdqKAurNZnYX50t40oV6ybJmPUkYdIVi2lXAqbccZiqYGNcLCbL4zBRsQ8TzlgJTopHbTGYkFRnLKacCfKZHwRd5c45qmpopLVRKs7cO5u/2MKrQCfIBF1FJOB873Cb6RbQVxoLNcgbi7BYX4j52nzMVmuz7KkN0LkzAMHmLgEM7grAe+P+LJmhU83Z60LYWThi1iXSuvwY6JO+wk3QmXWhR2eKkfaFRSN6dBaNvMnPwRnH6ugjqNE/gzFfIo51FQnoR5oJhAZ6JOxUeVoawk64IwFnepFFo9NttwOd2RcN9le6rGJjzoZLca6zDKfbSnGgKheDxfvQkPkyHNHMr/8G5qgnZeTuXZXpUag37ENzQQI6S9Iluq0sql0HfYiKzhqCLRN91iT0mLmdiQb6an0OjrYYcLzDgLM9+TjTmYsz7XqcatXhVCtHvTyU59oLcbwhB8fqdQL94eoMHA5l4WhtFo7V6eW9Ew25YGbpZGOevF6v1T7P12faCnAmbMKZsBFnO4tlPNnGopkeh+p0IgYrbOSTjFWqjEtsipNvx2QssnfIm4gFNsv5UsH3lgPpWK5MVZxfLxgpJVdwU62ZW1eVUqXkCnK+RzUXyBuMWGs24WBrMQ61l+BwhwVHwlYZ+Zqx1maW4GcOtJiwv7lIU/HGQiw3FEiPx0JDEebZhVhbgJmafEyFcjFZZcBEUI9hbyaGPBmbwdej/mx5j/nWuVChlMwJO0GndanN2SHdi7QvPwb6hLdAJqNMNTLPLiuNcuMFdm5pxwkpVxmxDaAi4VeoSPgl6nKfE9CPdBTcAHok7JHAU9kJtgpWRI806HC0MUdAP91mwJn2fImzHQU410HQNdjPd9K3l+B8pwUXu+24xG/XdisOhfIwW5GB2swdsojbvONxGLf+Apadv5LXlWnbwJVS2kQ8EV0lqdLXM2DPxpCTWSadVIQHylKlAttXHIuh0lixAWxNON6WizNdBXhtsBgXB4y42FeAiz35uNBdgIvdRbjUVYzL3WaxXfw2OtOaj9MtuZI90r6hCuS9VztNeLWzSCbavC/ZpbZ8vNZTgiuDZXhrtBxvjTllvDpix+X+UrzabcLZ9kKcas3FMT5IjTqs1+uw3pANFtmO1mdJDYJ1CHldl41jDQYcb9TjRFMeTjQZbgX9doBHtuwS9Jsh54IMWRjdUCjwEmKGglqN6n4k5FRxAbw+X1PxeiPm2IF4G8gV6IR7xJclgI8FdBrkoVxMV+dhsdYkcb1VN0Yqo+xCVBsY0ad/n3Vh1kWlF7nJKJfWEXYqO5fWsWjEBrFgxovwpjwFZl0a8p/HqDcBB1sMWGvO2bQuN4OuYKedIdwKcCrWsWYDTrTm3h70MO2LBvurXYTcDI6Xe+24MlCON/orcKGzTHLt0x6DFMUq4n4L07ZfSnBrDi7s9qewL59pVq1w1m1JE9j7bVnaaE2TghTVvNcUg0HrPqk800qcaM/DK32FuNBfuAm5Ap2wv9ZlxGudJpwPG3E+zIxRIV7pyN8c1X0Ncj4IeTjZpAPnJGfbcnGptwRvjdjwwZQHH0y58P6kG++MOXB1yIZLvcXy555pNcjvO93C9CsfIj1ONRtwqjkHJ5v0Evxz+c3AB+OVcJHE+U7TraCryigVPBJwtQiDik8bo5RcLbfjEjs2IR1sLcGB1hLsbzFLrDYXb15H3hMf3lgkCk6bQj/OoIIzCG2kkhPy8cocUXRCfjPg/D18OJbqiiVoXbikjqlF6UDM2Lah6j/s0fn1TdCZXqRPp4fn8joumOamRw0GbZE1W3bZj86CUbPxRYx44rHSkI0DjdlYa8gWb06gVRDyGyJCxY+35OJkWz5OtedHgE57kCsqqEFDcAolE8NsDOON3jJc7bfjzf5yXO1zaure7cVcwIgmfTTsu59E8dZHYNn+S7E0bB0IprwklVW+31EYh+7iJElT9piTIVGcgF7TPvQU7UGfeTfG7HtlIn28NQfnewtxoTcfF3rzcLGHkY/XqPJdBbjYWYgLAng+XgnnCuznO/M2R4F+4/65Dg3O441Mp2bibLser/eX4N0JOz6Z8eCTGRc+nnbjw0kn3hmx4Up/sTxI59sNONfKyJHxbIsOZ1v0ONOcjTPNOQI8J/L8d+KDdaHLJHGxu/hW0NUSOYJ9u1A2hu8pyNXC6QONRqy1WQR0Ar7cWLQZBJv3GLeDnH6cfdiEW4WyKwrySNB5zc8Rbn4DqFisLxZFp1fnKiNORBXof4uis6mLlVGmGgV25pdZbDFz5VEqWgqo7DGylUYo+wVp6mo1bcWwOw7Moy/Xpt+QXqRNEauykYnZBH8DdKq5Av10R8HfBDq/5l/vseCNXiuu9Nk02AcceGPAhUtDIRxpKcewPQvV6dtg48qkl38hsJftfAKeuOfgT3wBobSX0aDbhda8vQJ82BgvFddeUxx6ivai2xiN7qIoDFp2YcYTiyONmTjbZcClASMuDxrxxmCRxNUBE97oM+H13mJc7jFqkHfm4dUuzdZQ7XlN6PkAqNeE/XSrDmfacnCxpxBvj5Xh4zk3Ppv3bsans258NFWOd0fLcHXAjNd7i/BKm34zNOBzoAFP6HV4tV2DnN8cBJzxWo/5VtAJrVoMTZAV+PThKnhPeXIq+ebvaTYJ6FRuwsyeaqq11ltdJPd+CHJOPAn3WDB3M0YrDVAxEtBj0JuNYVa9qvIwXWvEbL0Jcw3FEmz6WagzYaGmSNKL3A2AE1GCTrvxt3h0elU2dRF0gd2RK1vVyVYYlgzpf2EXJNej8oynOsMLaDdvE9BZGV0IpWApou9cJp416Zt5dU5IGapbkb78h0HPi7AAhWIP6Iev9Fpwtc+Kq72leLOvDG8P2PHWsBuv9vlwuseHtaYyjJZnoS57O8r3/hqlO3+Jsl2PwRnzJCr2/QbehGcRTP0darO2ocmwC20FMegwUsljNcgLd6KrcBt6i7ZiwrEba9UpONOhw5WhYrw5YsY7oyV4d8yCd0cseHvIjDf7zaK8hPa13gJc7jfi9YEiCV7znnwD9BZsXr/aRfDz5M/8YNqBz5a8+HzBh9/P+/DFgl/GazNufDThxHsjZXh70ILXwvkSFzvywLjQnivxapsBVHzaJzVfeL2nBG/0UhAst4LOFTqr9QU40GjCwSZmEUpwpK0E6x1lOBYuldeccPJ9fo5L10TJm83SO01FJ+hUc2VJFOwKcr6nHgKl5IScQfUm6ApuNRLySNAnQvmYqSsSwOcbzWAQ9PkaE+aqi8B2UDYl1Rl2Ipi5TRYusA3glsmoNRPMl6v0ogY6e17o1fMw7MyT95iCVMvsWgtjZTsNnuDXkLcVHeadGHLFY4b532DKRqtuKpaq0rAcSsdKdYYEvS4ndgciVJ4+fr3FgBPt+TgVLsTJtjyJGyaj9Ogbwa9kqhT/513tL5V4c6AM7ww78c64B2e6yvDqoA8Xhvw40mLBkC0Z1Zm/g2vvr+GM+RVsux+DY8+vNmGvSnsR9bodaMmLRnvhXnQa96HbGIPOwiiE815GZ8FLGCndhZVgMk625OBk+UW6AAAgAElEQVSNoRJcHbbgrVEL3h21itq+PWwV0KnsDKr8W0MWvDPCKMVbQ2ZR5Df6jLjUXYjLPQUyXurOl28Bvv/xdAW+WAqAKn5tzoPP57wyfjrtEgsjoA9b8Xq3EZd7THi924RL3UW43FUktuZSp1FGwn25jzUIq0xuOcGlz1e/NrsX52o0r7zUYBIF3t+iWZEDrdYNS1KyodamDbW+/rmDbRas0qI0Gb83JIUYOQGtywPXWzIIuvLmAnxAJ16cfpxBuzLgSpNJKC3LSksJDnaU4UB7qVwvNpgxwab/YCFGvAZ029LkoIIafTQYdYY9qMqKQq0+WnbrYrsusw/sPedJF2PlLP/na1FRgNGKAoGdFoZZGK4+4gSuzRgnHZFchMFjb7g/PBdJc8u82WAmWKnjIgzGdCANU/5UTPqSJOaq0jFfnQZWUVcbdVhrzQWzNce6CnGiyygtzez2PNVegNMdhZJiY7qN14xXe8240FeCiwNmXBqy4A1+rY/b8eZ4Od6adOL1UTsujdpwacSO14Yd0nbBHqHa9Gdhfvl+2Hc/CsfuxwV2V+xTUhPgDgeyeFwfjSbDTrQX7EbYuAedBbsQLtiBAXM05n1pONqQh0uDdrwz7sJ7U268OWzHlUEr3h13iqf+aMqFjyYq8PFkOT6e5LUTH4w58c6QFVf7SgTSd4dtosxXes243FUooFKpr8148YfVEL5aCeKL1QC+XK7E58sBsTEfzbrAP/u9iXK8NVSqAdxnlQksMz188KnitCiv9ZXgUr8Zrw9aNuPyQIni/Hp6kQAxtbfYaMJys1kAWm21QAXv8T2VAuTI14RutdX8d4O+UJsrkM9V6zFbo5euNHpvBTpThyrDwmsFOiefS03F8vfiz+bfgTaGoI8GjRjy5qHTxgUHcQgZNNBrbwM614dqoGdj1KnHSHm+hEBeni/2hQ1eKjPRw9U3RfGb21FzcQfbgZnKHPeqvSK5OWq69GCMeVMw6knGiCcRw9wBoDIF01VpmK1Ow2J9Flab9Vhrz8eRLsJeJL1AJ9qKZNEKO0DZ18843WmUONtdhHM9JpzvM+NVTtKGLLhEpRstwxvjpbgyYcUb4xa5fmPMhvP9FuyvzUKPKQpVyU+iNOpBOPc8BnfcU/AlPid9O6wLMPUoHZ60MYUa6O0FO9GRF4Xe4mjpVzlQo8erPWW4OubCe5MeLQ044sD7kxX4aMYjMH4y5cank25cm/LI+PF4Bd4ftuPtfiuu9pjx7mAZ3hkoxVt9FlzpLpZ77w3Z8PmMD9+sVOHr1Sp8ub8SX6wGBfRriz7x7szEEHQ+XFToNwbKcLnPKmlJzlkk+kpwecAqAnCZ/yYjpeDIUL82FV1N7ggwQVKwc2QowNXkj6OCfamJOfEfV/TNdCJL/BGgz3Anr1Ce+HSqN8FmKjEyBt3pcl9SiRsPI/+efDinagpFzRXoXXb2XcejOncPqnN2i6rfrOgEnSo9WJaFEUeOWBXaFQLPMVLNuXC6r4z7viRu7o7LxR399lTpgecmRqzgRm6KOuxKlM1TB8pj0e/cJ9kZFpcI/FxNJpaYqWnNxaGOAqx3GqXb82S7CafDZlmSeLbLDMaZriIJAn+my4jrwJtwYcCMi4MleG3YjKuTpRthw5tU+DEnTncVg/vHDJftg3PPo3DHPgl/0nPwJ/0W7MRkk1ooM2oD9J1oy9+FzoJogbwjdwd6jLswYY+X3hT23bwx6MB7E268O16BD8Zd+HSWE0i/ZEs+m/Xh8zm/BK8/nfbgw/FyaEpeircGrHh7sFRCXVP1+dmvl4P4Zn8IXx0I4sv9Vfj9SiU+W/Ljk3kPPpx2ywP11ohj45vEJi0ShF3FpX4Lrgzb5FvuypgNkfG9oCtVJ0QMKqaoZm2BZDr4QKgg7Pz8QkPhj4KuIOdi4kjIucCYoLPfWKk5lZyQRxaIVLaFP1M9iPx78TVBH6ssEEUf9uWj25El5yop0Al7JOjaAoxksS/91gwM2bLB5q7I0NRcJ7sDUPkJOhdPc+NSBnfOZfMYe2tmgrnSXsp2UraQ0soo0GX3YHsMCPyQK1YKTFT2BTaCNeXgYFueWBh2e57qKBbQuRyRi1giYVfKTtip7K/0FuF8n0nUncBT1SXGbLg64cCVyXK8NmwTC8O+omaeEJLxPHxJT6Ni369REf+07ApMRW/M2Y0Wwy4BPJy/Ex352xHO247uwh3SqDXljMPRuhy82lWMt0edorBMA8oEctEvnvqLhUp8uRiU4DWhp8oT5vdG7GJhCDrBf3/UIfdpc34/HxA1/8OBanx9sApfHQgJ7LQvny545RuDsL8zVi4/+81hB64MasrOniAq/OuDpXhz1KFZuQmHWLk3JxxgqF+biq7y0Rq4RaLWSsV5j0rKz6jPEbDrkf+joBNwhjRsbag5IWdMh3SykkSBrmxLpHXhz1LfNrQsDKXozMKMBvIxUlkIgt7j5AID7ja7ByHdLgmCTq+u7airLaujqvdZ0kXVOSmNDObS5XQ6a/qGn08VRSfkrLry1D7aFgW62syIsHN/d26Dza2yB5xxouhUda4xZd6dqj5bnYGlhhzNwrTmYr2jCCfazdLTz7bmM90WnOlmi3PxRhThNNW9pwhne00411eMV/rNOD9QLHFxqBgSgyW4zK/uMTsujzpwYcSB80MO6fqTre+Sn5GJKfeQ5L43knrV7UCrfgeo4mHOPfJ3oDs/Cr3GKAwX78Z46R6s+lKkmsmJ8HtjDoH4y8WAqDGzJV8tVeHr5ZAErwk7/Te9O2GnV39nqEwg1/y8S97nw0HI/3iwBt+shfDNWo3ATgsjqj7nE9jfm3DJN8nbo7QxLChxnmDTxmGbZqcmnXh7qnwzOHdRv24BnUARbAavqd6EW4HO1+r965/J+5tAj4RcvDnVvEonp2NwRYmafKqR4DPtSO+urJSaM9wM+og/bxP03nIdWsxJqMmL0SDP3olQ9s4bQFeq3mNOBVVdVhqp0y94MADPHLVmCuR8IGhbmHXhRv+Ris7ddNkaPMt1j1V6WQBA0DVVZ/NZklgY7gHPDM2oNwkTgWTMhNIxX5ulwd6gl47OY61aPz8XqrCPXy1kORkm5AS+CGe6TTfATuDP9dG/U+mNovT08K8OWnBxuBQXR+14bawc5wadsnMxz5J1xWl7SKp9b5iKbMnZjjb9NnTkbkNXQRT6inZioHgXRszR0oo769iHo7WZksZ7c9CKD8cdkgr8ZrUSXy37NyH/ZqVargkwbQlVm6DTrlDNaWd4j9aGas7Pf3uoDn88zKjBHw7V4uuD1ddVfd6Pj2e9Ujll1fTdcRcI+1sjTgFexlEH3t6YlEeCzmv1axP0SJCVUkdCzvcV5MrOKMWfq/txRSfkkaCLZWEbLjf8r8qWVSEKcNoUAs4HTCk5wb4d5Pw7TVYXYNiXi+FAAUb8BeiryEFrSfIm6MGsqBtAV9vTMfvSXaypOtOIsn6UkPNggNIs6XLUIOdWdbFSMGJ+nlXXsDlOKrBc/U7YufCD28qxm5KdliNu2pfroI+4kwTycX8KJivTMBPKFK++UJeN5TqdtC2zTz+yzflY2CRKv95RiGNhI453Fm4GMzUnugslTndzwlqoefhe042KP2wV2C9PenG8yyLfNHWGrXAlPC2nbvCwsbqsKDTpCfvLAjq9ORdSjFhjMGaJwZh1F8Ytu3CgMhnnWvIkzce0H5X8D/uDENhXmDkJ4evVahl/v1iJa1RjlvXHnXh7uAzvjtrxwUS5Nnmd8YCf+ePBOnx3tBF/OlKPPx2pFeCVqtOrX1sI4BNRdZ/AzjnCO2MVAjuBF+j5II05xapQxQk4x9sqeiTohCcSciqqAl3ZByosrQNf/62g05szItVcgc6t2GhZCDuVnD+P3xj8GcqqcFQ/l+/x78i/G/Pv3wd6VfZO3A50BTtB7y1J2zz5gpDfDDofCHVyBhdcs+rKySgrsLQvstWD7ELALTfSMcyDxthlWZ4sW0FwSwjpqecW2FwVE0wX0GerszBXk435Wh0ONhfcAjuhP9puxJG2QhmPthdAizysd+RrEdauT8lktQhne4oF9E2LM1iCV0dKcWnShfPDThxsLZLVQ9x1rDT6cdnZgNv2NTKnnvMy2nN3oLdotyyLGy2LxVjZPukzHzbvwLI3QfpKWPJnuo/VTNoOxpfLVQI4YWcQYk5WP5ysENAJOS0PQec9lvz5mT+t1eM/jrfcADpVnV5dJqX8c+b9+GjGhw+nvXh/0iOqTthVUM2VR1eAc7ytR1cTOwJG0BiEiDAR5kh1VfAphWV6UXpdbteVuOHLmWPnhJSgU81VhoIA8JAvgk5PzuDPVj+Xfy8FtbJVHPn35EPBtGO3MxU9zkz0VOgw4DZI0LrwOHdf2suSeanW7UJNjtbFqM4zYkdf2Jgowb3R2dvCkj/3fGEHIxvA+JnI/RhZbSXsBJ09NVy2x+DElAcRqxgq53E0aaLu/G+Uw8y87J9P15aEVWXJkjEef7NYZ5DDE9jPz2Ar89GOYqyHzRLHOoux1pIvufdDbXlgHG5nHp4TWQW68vcbFqdH8/OnegtxqrcIJ6n0g6U4O1wuXaV8INndydPymIEJpVPZX0KzYYfk0fuK90oXo8Buj8WEfR/mKuKw4k+R9luW2pn2+3wpiC9XqyV4TShpNZh2ZGqQuXY2bXFkOpL3OLnkZ/j5Px5qwF9PtOAvx5rw53Wqer3YF4IuqcalID5brMTHsxrsH0x5NzI//LO1eGeiQhRd6gobk1Gq+jvTFcq5XM+ja8pcKHDfDLry4krNqaz726wRUfIPg86tDKjojEjQ+TP/K6DTugSyo+BP36alGJlmvA3oHYUJm6CzY5GgM7hTgAKdXY+ctLGdgHvFUNGZdeGuYFR0Bq8ZhH/AkSLAC+wuTkw1KxN5ThPnJtyGToGujsRRJ4ZwPNR6PVYb9NjfaJA40KwH42BLjgSLT1R/enxtva4RJ8OFONVViJM9BRDY+0w4N1QmoB/rtkmmiIeM8bQ8nn/KVCO38avL3oaWvN1yDE13Cc+S3YcByx5ZDzruiMO8JxkHa7Jwqt2I14ft+GDGi0+ZbVmtFnA19b2eFuTDwG5EjgzCzpHAE2CC/u8nW28BnT5dgc4H4pO5gKj6D4GuMi1Uc4LOUL82PTpVkqpNFac/Zii7QtCo4rQNVHFWJFmZvB7WHwWdlVFmXVgJlQnoxkFcnLjxiMbIySh/tlL0m0Hn35Pv8TN8KG6n6IOeXHSUpqFKvxuBDK6f1CBXoKujGCUDUxAPwk5FJ+hUdQYbudi1SMj5DcAqovTNGHjU4z7ZEYwqriAfcKRLXp25dVoajgSesNPKXFd3rojSDiSjheO/B7/lVOVYa1/Ok8POePjZUoMhInKw3KjHcqNOUpMsOjEONHHdbS4O1hVgjXtdNubicKsBRztycbwrT2A/PVCEs4MWnB124GSfHax4j3pyUJ8bIyuSXEm/E1HgUZE8SpIrtPgwa2cy7UNnUbSc1jHlSpbNpvhQvdJXhrcmvfh4sQpf7K/F5ytV+GTBjw9m3HhvqgLvTpbLqK75+u1xB94as+OdCSc+nvfhm0P1+OvJVnx3vBl/OdaAb482iE9XE9LfL1fJA0TQqeofTvvEvmj5fBaT3Hh30iWTUYKurMv3gk54VHZFeXJlVwg6AaeKE+61sA2HOu2bsRYu/VHQVR49EnRt24JMAZ37d3ASqiaiBJq2RYGuAOffU9kr2hyC3lOeht7yLHSXZ4ttYYqRRaPa/L3izxXobAFgzwtBV/alLT8ODIKuYJdjXkzcWTdBPsffo1URd0jWpduatKnmhF1TcYKeBp5OR9Cvw54m6k6rQNjHvBkyaeXchBZOga5Sr2rCTrXniX4MTlwV8Bro+ltA53GZiwG9HLbAAwa4WHutRYejHTqsd+lxsq8Qp/pMONlfKqAf66nAcoMF4ZIUlCdwm4yX4cmIQoj/NtzVrCQFndY0dFlT0GlJlMk3D0Tj6nouYmffE1eRXR734dqBJlxbqcZny8FN0Ak1YSbkH856ZOTrN0dtuDLMvLdN7hP0fz/VdgvonJCyePQF/f5yFT6dV/bFD6XqhFyBLvZlYwL6g4pOgCKDYBFwlWFRKk7AD3c5NkMDvuxHQVf/I6liStEV6DyElwUjqrSaG3wf6Hz4+Dn6cxaVFOh9FdmboKvMC6ujzKNHgs4FCJGwt+TuQ2terPSdK9A5Us21s4z2oCabxzD+TvraqeYEWnlzpejqhLrrsN+o7DJJraBXZ4sAt27Q9jBRqr7Z5MZ2CBbQWFuo4uHEmZhkD011FmZrsjFbm4m5uizM12dLLDRkYbFeL5sATbuyMO1Ok/0p57k2tT4dB1szcCSchaOdOTjanYcjnUasd1lxst+D9S6vrBkNpO+GM3UnXFl7EOBaWVMKmrkHZVkmOhi2dJnsD/lyZFs4ERrZUUuHo502vDVfg4+WqvDJcqXEB/PezcwHfTJfcySArFqyRM/x/TkPvjqsgU6f/t3xRvx5XcvAqMxLJOiafdFA56RUBftvRNUjcuhUdP489esG60KwqaCEW1kVlfGIVPKbQf9bFP26Ul0HnRNSBk+Y5p7gyjbxH1I9ZPz7EHql6HyPqk81Z+W0vyJVFD0S9NFAIWhfJJeujxbQqeaMSNCp7M2GvRJcYMEg5By5/2JjLr35bimTq5Oi+ZVOqCNBF59errX5ahZGU3ZCr1mYNM3CbICuFnQz705VlyzURhen9P2wJWID9ulQFhjjgVSJiWAKGJNVqZgKpWEqxB4aba/DyfIs2Q5usiIJU74ELFQnY7UpFWtt6TjYkYXDnQbpr1lrM+FEnxtnBkNYrLWj2ZQhp0/zUK9KYzrqzFloLstBh9OALlc+erjnTciMAW8uupwZaLXEo8qwHf7sl9DnTAM9/7tzfny8FMC11SoZ351xCWgEnEArK0F7wUkjIfxwwSeg/+VUK7470YK/nmgSr64mpGJfVqtF1a8tcKJLVQ+IfaGqK9Dfn+Y3hlseJv489bNuC7oCXPlw2hSquIrbgU41p4052PHjHp2g82taKbqkFSuzNvPo7J4kxISdqn0z6HzNbxy+r9Sc/S8EvbciHf0unSh6v0uPsUqjVEi5DXJdbsxtQaeqM5r0MRJcNqdglyV0+fGbJ9NVZXBflxelr73LkihHLyrQOXLPR25+pK1QytbWYDo4MdUmqNpENVVgH5E9IrkJDxvBWBnmv4nabk3r5GQ351ytYSNyMF+nx2QwfTOmqjIwXZ0uMVOTIfZm0qXDpDMb4440jDOd6Y7FbDABS/VJ2N+cggPtmTjSlSug728uxPFeFy5ONOJ4dwijfgusSTtRkrIb1rQ9sGfuhUufgEBhCmqL09FoyUBDSSr8+mjYkl+Eac+TyHj+XmQ8fzf82VtlhdgbXAq34MNnB6rx6WoV3pvzSM/NW1xAMesGR8bbVHZmRLiaaLkSXx1pAEGnT1eg06dvFo42QP9sUdmX66ATdgF+2gPCzofrR0Fney5VXNpz20txqMOmefGNca1d8+aHw5o350jIef8gV6RzGV0rFz0XY6XZiBX2njcWYInL5erZxJUv/+P4P5Zfy9IEVaX9z+ZKf0JMwH8MdGVbqOa0LbcDfTxYBKo6J6S3A12pOkFvzNGCVoWnSjPUJJTvs+mJi6Lp0dnlR3/OM0ZFxTdy6Nzzcdyr17ZMdmXL+yoLw3QjJ6QyVqRAQPeyy/FG0PnvotSdkBPu+QYDFhoNmGvKwUxDNqYbMzHbmIXZ5mzMNWdiviVLYqnZIIWqsQrtrFMeMsyOyQluflqbisWmDBxoN+BIrwmHwkwqmHCs14vLM+04P9aC+WYv4p57DHufexJ7f/sEYl94EkkvP4XM3S8gL+5lmBJ3oDD+JaRvfwL7nt6CqMd/it9u+V+w9ZF/gSX5BUzUFeHChBfvLATw6Vo9PlurwwcLAQ3uSSfenaFft+O9KSfen3bhvVm32JlPV4L4+nAT/nyybRN0TkojJ6Rf7a+RjA4zNFT169kXpi83YsYrf24k6FTz2yr6WmupAHuorUwgP9Jhx5FOB9Y7nTja5QTfJ9TqPke+PtBswUqTWbtuZw+7FSstXE7HYhK3rmCWJE+syUwNlSsP09UG8eRTIW3HVMJLNSfoBJ7qrULZFr7PUD6eqk77Ij7dkyUectCXJ1+v/IplPp0T0mZjvHQvMrvA4CSUobw5/TmDBwBwBREroBy56RELKdoWF7+VJiiW/sc8rIIaMOLS9gLnNftdeM4p/XdksYgFIxVa5iVlYzKaIZZNSzHqZbMmnuHK3crkEGF68boszDTpMNuWg9nOHIy3Z2A8nI6pznRM92Rivj8Li4PZWB7Owf7hPIzXZ2OkKhP9vhT0eRMxGEjDaCgLE7U5mKo3YLG1GCtdNuzvdGChzS77jJ8ab8Ll5T68cWAC+thdeOTOf8Mv774Tv/75fXjs/rvxxM/vxsN3/QTPPboFUc8+gZ//5H/FXf/y3/DUw3fg+cfvxa8f/Ffs3foEgqVpWA7bcW7cgzeXavH+Sh0+XKrCp8shfDzvwQcTNnw4YcNHk3bpVWfBiLl0qvQ3a0347ngY/3GyA/9xqm0zp077QuuiOhmlN31GS1syNck0pUpVcuLLB4hqHqnotDDq16ZHJ+CH222bIUB32HE07JBQ7/M+73HkvYMtVqw2l8hDQrvD7Aztjyr0KG9NiBkKWCo3g+D+LaCr38vfwwkrQWd6kaDLMjtfLv7roO/VQC+Mke2mueU0S/3MmasjYtyJz0paMRJ0dS2ge7VGrutlf7bpJkqvC/tdRtzsT0+VHhimVDk3iQSd22Vz30luy0Y7Ml2fhanWbEx35mCmR4/pAT2mBnWYHMzE5GAGJgZSMTmQjIn+JEz2pWFpoAgz7QUYrMlApy8Bnb4U9FfpMNZgxHSrBcM1Rkw1l2G+oxzzHS7s7w3i1FQ7Liz14fzyKIqzU/HolvvwwM/uwkP33CXjIz+/D1vu/CkeffB+PLrlXjx43534xZY78cgDd2DLz/477rvrX7DthSdQnBuLmXA5zi824LOzg/jybD8+OdSIDxcr8cFMBT6YLMMn0w5cm3bi2nQ5uEzu84UAvl6pw7eH2/HvJ3sEdObTVfGIvS+RoLNll8H1pQyC/yH/7GlCXq6lNGfdt9iXW0BXQCvAOUaCz2v1XiToVHraHYYq0au04M2QK1gJ+z8COh8MTkgJOlX9nwU6G7YIOXtZuJ1dJOhsgOKmSLQoVHGe7MDrSX+ubFXNtCFBJtAEWwXBZyjIWRlVeXSCvmlXqrJklRInlpOhNEzWZ2KqTYfZ3lzMDuVjdiQPUyN6TAzpMDaQgeHeVAx3J2GwMwGDHQlYGDBiprMQI0056K1OQ3cwA70hHQbr8jHSUIS+UCEmWxxY7q3E2nA9jk924PzSAM4vDckRjH57GZ5+4glsuese3PPTn+LeO36GRx74Oe678048cN/duOvf/g88+vAW/Pqxh/Dgljtw10//N9x3z/+OJx69F797egvK9FGYaDXj/ZN9+NPrk/j6XA8+PVyPT1Z9uLbsweeLbnw+78LvFzyQrsfVany71ozv1jvxHye78NfjmprTujDzQtA32wCW/NLJyG5GBhdlsIVXBb81mJNndoe2SFkYqrv6tanotChiUzbUmmBTscWytJbeAD3vq/eo6IScVoUeP1LJI8HmdeTrvxd05eGVfSHoyr4M+XT/oHXRFJ2gE3JWPlkeZ7lfKTqh50RUgX5dzXOlqSsSdAU3R6XkBJyh1JyT8UjQuTJpPJCGscpUjIRSMFqfgcmOHMwM5GNhzISJwVyMDeZgsD8L/b0Z6O1MQld7PDpbYtHVFIfeplQMt+kxHi7AVHcxJrvMGGsvxkirGcPNJZjt8eLQRCPOrQ7itUOTuHJsAVeOLeKV1XEcmBxAUyiIF1/4HR7Y8iDu+Lef4md33IVHH/kF7rvnXtx/3z0SDz14Px5+6H48+ODdeOihe/Dww3djy70/wU//9b8h+qUtCNnjcXalEV9fmcRf3pzEny724suT9fj8UCU+W3Hjs2WXAP/lsh9/OFCLvxxuwXfHOvDvJzrx3TFVNGra9OgKdPams0oaGbQ0Kj5n89dSJT5a9N8C+y2gK5VWSi6evcUq1oQ+nEAzeL2/qQSrjebNoEdfqLt9a68C+p8BuoL9ZvvyzwCdvpygE3KqOQ/oUkc4+lKeFyvTW5Yiak7YCTrVfCqQJ6DTnytFV6ATcrbrMgi4qhvQttwMOiEf8adg0J+EgaokDDakYyycg9nhQsxPmTE5ZsToSB76B3To7EpDS3MC6mpjUB3chZB/B+oCMWitTUZfux4j3UUY7yvFZL8Ds0NeLIwGcfbQAN44M48PL6/j2punce3qWbx34TjOHJjD3HAv6qtrsH17FH756K9w11334I6f3o2HH/4F7r77Xtxzz3144IGHcN999+G+++7Bgw/dj4ce3oIHH7oPv3z0QTz79MPIyXwZNd50rE4E8PqJLnx6aQBfvd6HL8414ZMjfny65sbHy058NO/ApwsuKQb96XAj/nq0HX892oY/H9WUXOXRIxu7CDqhv13Q3nxFL78aAie3THFGKvstoCvlvhlwgi0TzoZiLNdzNywjFmq4/VuBBK8JOfPgkTArwJUHj3zvv2JdIm0Q/2xlXyTV6M/5hxVdgU5vTjXn+aJcmEDLQtA5EWW6kLaFoDOmK/MFdEkvRoBOwCOVXKm4AjwScloX5szHKtMw5E9Brz8RPcEE9NWlYrhTh6nRQszOlGB+oRQT0yUYHClAe3cmahsS4PVHo7x8G+xlL6LcsQ2e8ij4XNEIuPehOpCKcHMRpkcDWFtqx5VXl/HB1eP4/P0L+P37r+PaO5fw9oUzOLo0h+HuTgQCQezeG4cXX9qBhx59HHf+7D7c+/OH8NM77sFP77oXd84uiScAACAASURBVN19P+69bwu20M5suRc/u/tOPPDQ/dgdvQNmSy4KCvbCURaPmkAm+tuNODTrxtunm/H5a6348nwDPl734MNVO96Zs+KDWRs+W/GJPfnuSCsY3x7RlJwZF5VHJ9jS7xIBOsFmsKDE4APxDbsdD9bic6Y2V4KSn2funhZG/dq0LpEKzWuqNkOBTqDnuNVEkCpGb8oFB/yfrWVQWNm8GW7VHMbxHwWdWRgFu7IvalLK7TDYpvuPTEYjQaeaK9uiQGehiGlFBTrHmWCBwM423UhFV5BHKjnhVkHLomyLAn00mI6hylT0BBLRGYxHd10KBjqzMT5ixPS0BVOzVoxMW9A7UoS2HgPqGtMRqEqEy70PDmc0bPYoiTLbTpSW7YLTGYe6ujyMjQaxdqAPZ0/P47VX13D18ilcvXwWV147h3Mn1zE3OYbWxiYEq2qRkZOHTF0BtkZF4+cPPY57H3gEP7njPtxxzxbccdf9+PnDj+L+Bx/BHXffgy0PPYztu3ZCp89BQVEOXtr2OHbHPIb0tGdht+7CADczWq/G51fD+OPbHbh2xo/3Dtnx5lwR3popwadLbgGdav7v6+2guhNwBv35ZmV0Y7G0UvObIedn/8DPH6rHF2u1UrCihSHo9Ovq1yboS3VFYFC1VxqKxZZEgs4VNIRajsxgKs2dKSk1WXAQyJGlcEq9IwFX1/9/gS5V0n8C6Gr1kJqE0rbQnxN0BvPnwxVZYleUT78ZdKXkCnQ18VQZFgW4Ggm5An2sKgMDwRQBPRyMR2ddIvrCWRgdKRQlHxg1onvEiPCAEa09BWhsy0dNox5VtTmorM6GO5AEfygNwdosuVfTUIhwtxMz8604sj6BldVhHD4yh2PHVnHixBpOHD+CtYP7MTQwiFCoBnWNbSixueD0BJGWnYcnnnoeDz76JO645wHc+8CjAv3Djz2Je7Y8iJ/ceTde2PoySspsyDMW4jfP/RoPPHIHnn3h50hIfgo22x4McHetEzX4+Eo7vni7BZ9dqMJ76w68MW/E1RkTPl6uwB+P1sok9D9PtAvchFbFzaCz7+Vm2KnmCvQ/HmnEl4fq8Nn+0A325bagE3D6cDXRpLJTyQk5Ffz7gp2Ho16tl5yZENoJAqggVw+AGpXyR45U6x8K+nOl6HxoqOpK0enRuZSO+fM+t1760rlAmgUj5tFZNJLyv+F6Qxfz6Cz/a5VRtgbsEh+uPDqtSyTonIiypM9sC9WcQZ/O4AojNmz9EOgq00KwWSGOrBKzBWIwkIJufwLCvjgQdE4uh3r0AvrIpBk9w0Z09BeipasQjWEjWrus6Bn0YHSqFtMLzZhaqMfscgPmV5sws9SIidkGjE42Yny6FVOzXRgZC2N6dgj7D8zj2PHDWF9fx/z8IsLhLgQqqxGsbURNcxgN7T0I1reiqLQcu2KT8Ysnnsa/3bUFWx7+Jf77T+7Ev955N17asQvm0jKUOpyIiYvFw489hF88dj9eeOlR7It/Crl5W1Fbk4wDK+X44Gorvv64A19cqcPnFyvxwbodV+dNYmG+WgtKOvE/jrdJq65KLaqCkYKdgCvQqegEPDK+XqvB12t1oui0L/TptC23XXhBJSfY/1XQ5Wi8je5DAngz1ATz+4Lg/hDkN7+nJqX8GXyguFUdrcv3gc59XdiiS9g3Oxc3elxuBzoXVkSCTuD/EdBpWW4HOqGX94IZGPAnb4C+D51VCehpTMFAlw6DA7noGy5Ac6cONS1Z8FWnw12Viao6I8I9PkzNhrF/bQQL+7sws9yK8dkmjE43YGy6FWPTbRiZ6MDgaDuGRrswMz+Glf2LWF5dwtjEONo7OlFd0wBvZQjeYA3q2sLoHZnC4MQcwr3DcAdqoMszYV9iKh779TN4eWc0DAVFKPd4YbHZEZuYgKeffQa/+OUjeO63T2JX9PNITd+GQuNOVIeSMTdrwaXzIXz0Vh2+eq8eX79Zg2tnXXh3vxXvL5fhqyOhTdC1pi626l7PuhB0gv1PBZ2Q049zMhqp6Jx80pvTj39fsMVWeXQFs7IqhFKpsQJW3Ysc1XvfN9Kj39yyy28EPlTKoxP0XlfOpqKz16WpMA4EPXKFUWQzlwKd+zNyIqomoyrjQtvyt4Ae6dFVzlxNQm8Gnf0+queHtmaiMh39nkR0e+PR5YtFVyhRQO9pz0BXOBvtYR1q6lPhqkyAxbEX5rIEuHz56OgKYWVlAmfOHcKhY9OY29+P4elW9I83Y3CiHYMTYfQMtaK9pxFtXS0YmRzGwuoiJmdn0NIRhtsfgMPlRYU3AJc/iLrmNgyMTmJ2aT8Wlg9ianYJA8MT6OobRGfvAMamZjE3vywPiC7HgGeeexbPPPMMoqN3QZedjhKTHh53PqpDeejqLMDygg0Xz1fig6vV+PazFvzl40Z8/XolPj7mxMeHnPj6WAjfnWRltFmA13rSr4NO1SbojH+aohNypeYEndeEX4Eue5dw/5LbBCFnqT8SUlXCVyMhVaHuRX7+x67V71Ww8yHhQ0XQuU/jkNeAfo9Bg7w8W8r/bZYUAZ3b0nEXAMKu+lxU1+LNoCuPzowLsy2Mvwd0Qs642Z+rjAtVXLoVlZpzHxh/KvrcCehxx6HbH4dugl6fjK6WVLQ1p6KxMQX+YBzsrn0wWWJgNCeg3F2Ajo46LC/N4vSZY1g/sR8rh2YwMTeA/tEOdPa3oL2nGS3hJjS1N6CyJoDWzjb0Dw+hs7cHgVC1eOzCYjOKSiyi0v6qEBpaWgXq0bEpgfrAwSNYP3YC73/wEc6fv4DZ2XnU1tYiNzcXCfGxyMpMh91qQa3Pj86meoz2N2F6tAZz014cXK3A+bM+vHulEn/9sh3/+UUrvnu/Hl+84sW1Yy58fSyIb49pE1AFOdOLyroQdKo6458GOuGODIJOz07QmUqkT/++YP8Km8JYLFIRCSavWUxSBSUFK4H/McDV++rhUL+HoEcqOkFX/rzLmSXb0hH0xoJY6XUJZu7QNjHSaetGCfh12Nmjrim6si1Ucm/ybwV0Qv9j1oUFI5Uz56hAp5pz8hkJukxAN+7xcyPeZPS74tHrjkOPPw69VYnoI+iNyWipS0RdTQIqXHtQZt+DInMMioqTYLcXor6mEoO9fZiZmsbK6gKW989jdmES/YM9aGiqRTBUiVBNFRqa6uGv9MHr96HcVQGzpQQ5Bj1S0lKRmJyEhKRElFgtsDnscHncqAyG0NjYjK6uHoyNTWB+fh4jIyPo7Aijoa4edbXVqK0JoiboR21VAK211ehrbsd0Tz8OTA1hbS6MpakAlmatOHaoDJfPl+O7rzvwP78J4z+vNeMPr1fi8xMefLHuE/vy1VrVxlI6rR9dpRhlorkB+z8NdFXeVxVRlTtnJkalFmlhbhfMobNopGCOBFoBr97jg6BAJ8QE9u/x6MruKDVXefRBj15A5yojBTrXjTbk7wMXXlRmbAdh585UVHVNyRXsnKRqZX/m0GlbCLkn6bm/GXT2mCvQCa+yLSqNqEBXrznSt/P3cCuMQVcC+l1x6PXGoi+YiL7aJHTVJ6G1NhH11Qmwl+2ExbIbRUUxMBYmwVyUA0epFX5XADWVdQJl/+AAGC1trfB4/SizOeByexGqqUYwVAVrWanAvWNnFF7c+hJeenkrtu3Yju1R22Aw5MBkMsLptMPv9yIUrEJ1KIja6hoB2+eqQMDjRn11CB0tjehqa0K4pQF9nW2YGRrETHgQy32jODA6iOWRJox2l2K4R48DS0V440I5/vJVK/7HHzvwP79ox5/eCuHz0x58tu7F7w8H8dn+AL5dvxFylWZUsP/TQI8s/9OnR4KuVF0ViW4e2UtO0NVWFJGqrpQ4En7eU4ATWCqzUu7vG5X3V5/nRFS1AAx4sjDgzhF/TtA7HZkIl6XL3i4EnauM/GkvC+wEnYsp2J57XdWvg84cOhWckLORi9blb1F0gk7AVUSCTqtyM+hUen6GNofb18kWdq549Hli0VeZgIGaJLEv4XqqejIqHNEoLd0Dk3EfCnITkZ+TiUJ9PopzLTAX2GC3uVDh8sPjDcJZ7kWJxQZTsRXWUgcqXB4B31RcIqDv3hONnbujsGdvNGLj9yE+MQ56QxZMRflwOkrh81ag0uuB310Ob0U5POV2dDQ3oL2pHuGWRnS2NqK1NoSmaj962hqwMDSIufZhzLb0YaypHp2Vpah2JKDOtwvz4zq8fdmDP3/Zgv/72w78v38I46/v1+PLc378/jhBDwjofzqqrRdVah6ZUyfs/zTQT3SVY73LjnW237ZZcLCpRHrKV+qKsFhXgCVWQGvzv3eUPdCb2dPOFUrafozz9Wy51dKCkfATZpUiJOSElh7/5tiEvrYI3BddxVgoDyNBA4b8evR7stHn1qHXY0C3y4CwU4cORzbabJloLElBTX4sKnOi4UnfDm/GDgSzdqFGx0UXe+W4lmZDLBicoNK+qNZcd8JvZc8THlpblbpVjj8ZtKVh3KXDlNcgMeHOAWPSk4MpHzcvug56ZJblZtCp5gp0piTZADbsScKAOwF9nnipjvZXp6K/PgNdDeloq09DwBsPlzMeJeZYFOTtg14XD312CnJ1mSgw5CIzMxtZ2TnQG/KQm1eA/AIjjEXFKDZbYCm1il0xmYtRWGSUMJoKUVRslOC1sSgX5pJClJUWw26zwGG3wuUog9/lRNDjQbihEa01tWivrUNfcyt6m1rQUVWDZr8fHf5qjIY60O+qRZ25BPasWOjjfwWT7nH0hRPw2nkX/vhlG/7HX3rw//y5B3/9uAlfXQzgs1M+fLbux2drAfxpvU68+c2gK2X/IdAlO7ORXvxiv5ZeZNvubdOLZ3tdONXjwImwXQ4AWGss1g65DWmH2x6oL9p8PV+Vg4WgATzhmfd5cMBaR7HEobAZjLWOEhxoK8Zqi3bihTogQFYSsYoazJOYCRVI+8BCKB+LVblYrC6Q4ClzczVGzNUWYba+GJM1JozXmjBWa8ZonRmDtSb0VRWhO1iILn8BujwF6PYUodtfjJ6AGV0+ExrKdLBl7UbOrqdQnhmNisxoeLP3okofj/rcJNTrExFK34tAyk408H5KFHzxW+FPeBne+Bfh2vc8Agkvoj5zFwYsGRh1ZGPOk49FvxFL/gIsePMw78nFvC8XU550TPpS5aRrHgLM4HHeDJ6AzQOC+e82xypxQCcPBhcaT3gy5BjJnookhCsS0V6RgA5PEroq0zHQlIvxbjOmhm3obM1HY70ePl8qSsv2Ib9oJ3R525Bl2IaMnF3Q5ydDn5chYcjPBCO3QCeRV6BHjiEL+YUGmMxFEgTeaCoSO+OscMDhtsHmsaKsogRljhLYHVaUO8vgKXeistyNxkANahwBeIwOOHVm2DKKYUs3wZFmRnlKEUpj9CjYGovkp36LuGefgCH+GdT6EiTz8tqlWnz1VS/+/G0v/q+/DOJ/ftuH//NaGN8yt37aj08Oe/DN4Vvz45G5cjUp5cj7VHmGUn7eY88LWwY+VVtOz9yme1Edt8hjXNRpc1wMsFydi8UqPSKvF4I5m/d4HAw33TkSLsHhTvNmEPaD7SZZdUTYvw/06ap8meTO+LSHZ6XGiNV6E5br2ShmwlytCTN1Jm3v8yojBkMm9IdM6A2Z0Bk0IlxZhI6ACZ1+MwZryjHZEsB4awDdVTb4zZnIjd+KuBcfQ+auZ6GPfh6m2JfhTItByJCCpvxMNOVloDE3FdUZ+wR4f3IUKlN3IZC4A57YFxFI3IbG7BgBfdyeI6Av+a6DvuDOxYJXA31q42z6myH/IdDH3eka6K5UhN0paK9IQrMjHk3lCegIZmKwzYiJARvGBm0Y6LMg3GlEfZMO3lAyyjwxKHZEodC6A/rCaGTnxiBdtwvJGduRlL4DyRlRSMvagwxdLJLT9yA9OxY5uanIN+pgKslDmaMYbp8T/mo3/LXl8NQ64K12wPv/MfeW342f6ZrunNkH1sye3k2BSlLppINdSSXFYCguu8zMsmSULFm2bMkyMzPIzMzMUHYxMySpcHen95y/4zrrfVWqdtLZnT1fZh2tda/fT1SrPly6fb/PC0+6DlNqAqYUPalGg3T0+IgY1EFKlK4BBJ7wIMDODd/DrvgccMV3rxOhB51QHDmF6tQZDCGelKYr6WkxMDebwfr5TJ5+Ucezr2v4/ptafviqmr89LuO7G/l8sZ7GZ3MpclC6Heyf3ttAt72+HXIBu3hdlCEF6Laz1cV6ddvjxRIA0Z9IAG7rUTSSE85QVpgEfSAjBCEBvE3iPdHDSPY6Et2iqzTMVKulpqtimaqMlc4+VhotnV20dBHd5+Qm6LQQ2lOtrm4DvcMUKP9KjOREMiKrPZEIt29PU9CSFoYlRUFDmhJLZhSW7FgasjXUZqupyoilMk1NfU4iPVU5THdUM9FWSX1+MlqFOy4OH3P04zc49P4rOOx6A5f97xN6/ADxXmfICPYiXxlAkTIQs89ZjJ6iQ/RxjB6OxDsdQn3yUxKcDpLpc1weRNqsC6LLaHX0/pRweqWjh9BrCpZOLo6bE5FFyJbJRUQRslVaZCdss8jn/nK3kdyVlORNtcGLiiQfShLcyI49jTnyGBnas1RmB9BSE0N3i56OVj3tbToszWoq6yMoqAgmo8CTlBxP4k3uqBNdUKpPEhxhT4DCjmDVMRSiSqM5h1rvjVrvK6UzBGNICceYFoExLRJDmor0Qi1pxToyi/XklCRSUJJCSXka5eXZVJXnySxenpNFvtFIVnwimbF60qN1pKq0pCpiMfiEkKWMoCHdxHhbKVsLTVy50MDmVjHLa2aePqvhi2dVfPesir88q+Tfn1Ty19tFfLOZxRcLYu9oxo9mO21A2642JxfPt0Muoo6QeF18RkQcsWZdbM74WdAF2ELCueW2rqywF6ALVxcubnNy8Vw06xI/DNGqUbRDn6/RMlcbJzVbI6DXMFkRIyOMgP3nQLfBLmrzPWkitoQhxgRisCtOqG2RxyuE0ZYZQb/YNFCWzFhNOhMNOYw2ZNNfnUF7cTKWvCS6K3KZaKtlfbSbxYE2avPNKH2dcNj3Pnvef413XvnvfPjav7H/7Vc4uftd/Oz2E+V8Ap2bE3pPJ3QuJ4g9e4TIkwcId9iN794/4rn7DcKP/okkt6Py0FHRgLbTqKDXHC7VbQqlxxhCd0qwjCpiTflPIRd5fLtsoG8/jNRi8KHa4EOlwYcSnTtpKkd0gfsxhB8m3+iGpVRBa30UrY0xtLXE0tKmprkjhvrWSGqalFQ2Kqi0qCitV1BYHUpeRRC55YHkV4RSVK2ipDaSmpZ4KhvjKK/XUNEQR6UlnpIaNZmFYSRm+BCX4o3G7EN8qj+GzGDSC6IoqkigpiGdppZ8urvK6W4to8NSQmdDGb2WSvqbahlsqmPIUsu4pZqVvmZuLg3y9PoET+4McutGI+c381laNfL5s2q+elbJ919W8rdnVfzPx5X89UYRz9bS+Ww65Rejiw347ZHFBrlto4YNdLGsV+xGEruQbI8Xji7g/amEa9vUmyocN0g6u/ghiMgiWjGKvqTzVRoW6+JZrNexUKdlvjZOOryIM6JrtGikKzdJi9bn6WHPVz9a91qKdokS9AzRIMAq8VxsT+vOVDJepmehKZPro3XcnGzm7lwndxd6uD7ZwWpfPeOWQnorshmsr2C0rYH5gU4mupspzTbh73aKfR+9zYdvv8KbL/0rf3jpX3n3pV+x+42XOPLOm5za9T7On+zi3Ke78Ny/C9dP3+Xsrj/g+PZLHHj1v3Hk9f+O34E/YvC0pyrOn/qEINpSxArOcHpSFXSZgxGRS2Ruq5OLcxWta82Fi9sA/7ubBzw/Vnqbm4sDSQXoCd4S9GKtG6lKB7S+e4gP2kdm/Cmqcn1pq1HRXBdOU4OCpsYwmlsUNLcraO1U0tqtork3gtaBCDqH1fSO6xiYSmBoJpnhWaPUwFQSfROJ9I4Z6BtPoncsmZbeOErrgsko8kSpO0KY9gghaqsi4k8Qb3LFnBNITpGK+iYTDU1mWloy6ekqYmykhoXpVlbnO1mb6+T6Sj/3t4Z4eHmI61stLC8WMjNrZm7ZyPqWic+/rOLbb6r427e1/PsXVfzldhHPNtJ5OJ3I/SH9L4JuA9zm5tsh/+kadlsTAeHqtscL0G3xZDvsNsjFdTvkIrIINxd5XvQfXajUsPwT0MUhOZNl1rbooiW6qNz0ZlmhFksJxM55AbNwbrEqUpxxIo59EJ/pTBdLChSMFGvZ6Cjg3lQzf740yfdXpvn28gzPNie5vzjE5dEOFrtqmWyuZNBSRU99DQNNDfS1WijJTSfA25V9uz/g3bdf4w+v/Z43X/kNb/zuV+z87a945/e/4cOXf8+ul1/io5d/x8c7fstHO/4HH73yr3zwm3/hrf/2X9j1u/+K54F3MAWdolx0WU4MotWskP83OUMslimnWEEXgHek+v5oKa4A3CYBvviM2P1viy1iIZjYNN2QaD0otVLvTanWjQzVMQxBBzGE7CNd40BhijOddeG014XSUhdMY4O/VFOTP02t/jS2+1HT7E5Dpy8dQ2EMTscwsRTPzJqB2XWj1OJWKrPrKYwtJNA3EUtLr4IKixfZJacw5thjzD1BQtYxdOmOaMx2qE32xJkdSUg7TVKmE8XVYZTWqqhu1NDWncLQeD7TC5UsLteyvFzH3GQJixNFTA1n0NMZR0uzgq6ecOYW9Vy5kcFnn5fx7VeV/PXLKr65U8iDZSPXhmO52hvNrV7tfwp028BzO+RibYyQrTojcrrYeSS22f0s6Nuh/rl78UMQr4vIInK8cHMZW8o0zJXHStCX63Qs1WpZqNbI48qmSqPk0WWiTeNgtqimhMmIIuDoMAZLdZpC6E4NkU4nj2cTXaQzQmRFZiA/luXmbG6M1PFksYd7c51cHWtls8/Canc9K531rHY1sNLbykhrE+01NXTU1zHU1UFLQy1xmmiOOR5l15/e4w9vvsYbr74k9z6+8m//g9d+9Sv+8Jvf8NavhX7Njn/9F7nL/Z2X/pW3fvt/88Z/+y+899v/isuBd0gKOk2JLoAqQ5DsrNGRLmAPlf/nzpQAWVkRkFtP1gqwHueRESg3VIgDiYTEGfBilWKbOYAWk58cgDYmedMgjpdO9KYy3otynSclca7kRJ8iXelImuoombF25MQ70lTsQ1OZL81V3jTVedFc701jvQd1dS5U156lrPYkVU1naezyoHskiJHZCKZXNCxsJLC0aWDjipn59UQGJlTUtriRU2KHKWsPSem7MWTsobj+HGVNnlS3+1HfHYSlN5S6riCq24KpaA6gsNab4jo/yhuDqO+MpH1IR894slXDBrq7tbS3RNJYH4LF4k9nTxhTs3FsXTZz+14Ojx7m8dWTYr6+V8SdFQOr7SHM1nhzvimMu33xvwj6P4N8+0IwG+hiQCrii+3xwtFt2dx2tcG+3eHFezY3t4EuYJ8ti2Gp1gr5Yk0c81VqZkQVpsTas1S0ULeBLqD+KegiAoiymzjkaFDsWk8PpjHJn2ZTMP0FcczWZbLcUshkbTa9RWbacpPpzDczWl3ESqeFCyMDTHf30FHfQFdjCzNjY0yMjJKXl4Onpyf7D+6TO2N27HhF7of8/a//jR2//h07f/d73n5pB2+9/BIv/er/YefLv+L9nb/nvdd/w87f/J+887t/4dTet1H7HKM43gp6k9hV9AJ0f2sZUTq59fg4AbQ4t0bsGhKygS4gF2oVg9DnoFukm3tSn+BFldaTcq0HpRo3itRO5EefJif6GFkxdmTGHqLYeILyjFPUFTnTVOVKS50bTTXO1FScoLzUgTrLWeqbnGlud6erz4+RiXDmljSsbyVx4YqZqbloBkdDaWh2ITt/P4nG90k0vkdW3n5Kqo9RUGlPZbMTnWPBTK5pWbpsZPGiiZmNJMaWdIwuxkuNLxmYWjcxu5nG9GYak2smxhaT6RuIpq1NLCv2o68/nJU1A7fu5vLgYQEP7uXx8HYWz+7m8dmVTLaGIhkqdqYv+xSrtcFy8/TXE/+8vPjPQBfrZITLi1izvfLys6DbHFsMSG0doYV7C7gF9AJ4G+ii0iIAl7GlQstiVRxr9Qms1sWzIoCvjmO+Qs1MqbWSI/L8YKYoVQopGcgIZyBd9UKidi7qyWLCRcQXa5v1GGvFJVVFZ5aa3vxEGlPVlOqUlOkj6S3OYr2vnasTw2yODnF+apbZoTGWJudYWVhkYmySjo4OUuQWsTPs3ruP197cyf/41a/59a9/zWsv7eCNl1/ljd+9yo7fiSMc3mDnay+x89Xf8taO37DjN/8Xb/z6/+D4p2+hCz5Dvs6P8sQAGkzWg1AlsGJNS7IHbUZPWkUNPVWcmhUkT8cVZ03azpsUp+WKe/GeWBMjmgQIidhiiy7VcZ5UxnlQoXGnRO1MUcxZ8mOOkxdtT3bMIfK0h8mN309W/B4y4j8mTb+LbONuijP3U1loR0XJMRpqnentCmByLJLFOS1L8zrmZ2OZmYqiudGFqorj5GUfJDtzD0X5R6mpOklTgytNzS509nnSPezN0FQQs6sxrF5K4Py1ZDauGlm7nMTypWQWLxikli4ns3Y9lfWb6WzcTGf9WjqLS4lsbKRw4XwKly+auX83Xw4+P39SxJ2rZrbmY1noD2G41pWB0rNMV3lyoVXJvX49n42kyLYuthz+U6gFxGKgKd4XeXz7akfxXLxvg10MWkXlReR04eq2xwtHFyDbookNdHG1VWLEe+LeNgj9KeirdXoJ+X8E+pBYJiClkrAPZkQgJIHPCJelRTHgHchSyMVkot25ONbYYhDHQ0fSmBJFfYqaerOOtvxU5lrruTk3wcPVRW4uLrA5Pcfc8CTLU/OsLa4yOz3H0NAIRcWl+AUFs+/IEd58911+/fuX+N3vX+b1HW+wU+yDfGmH1I4dO/jtb3/N73/3b/zhjVd4yD9dIwAAIABJREFU543f8+Gbv+fMoT+hDjhNbpwfpXo/6o3WJr9i+l5OEBk96TB60pXqS1e6v9xQIf4y2UAXkItIJp6LwelPQZfQJ3hTF+9Drc6bGp0nVTo3KuJcKI07Q0ncCYri7MlRHyBLvZe0mF2YIt7DoHqbpMi3SNW8S6b+I/JSDlCcZUdN8Wnp+G11nrTWetBY6UJ92RlyUvaSa95HQfpBKvIdaa52ob8tgLFeBZNDCkZH/Bmd8GN6NoyltWg2L8Vz6ZpBavNyAhevJXH+aiIbVxLYvGbgws0ULt9J49LtVK7cTGNzw8C1S6ncuZHNIzHF/6iQZ48KuXM5hY2pSIYsrozUuTBR68GCJYALHRHcHdDzZDQFsQHDVjbcDrsti/9nQLfFl18EXYAsHFu4uA10AbW4twEvrrZBqKi2iEkmqUoNq9U6Vqu1rFTFsVypYaEsltniKKYKIpkU/062Smo0KwKhkcxIhjMinkvJWJaC4fQQhjNEeTNCVjXkWYYGsaYlijpDBG3ZSQxVF7LQ2cjV2TGeXtrgi6sXebi1xeWFVRZGp62gL6ywOLPA5OQ09Q2NcjnqYUdH3vvoI15+7XVe3fE6b7zxJm+8tpM3XnldQv/6G2/y8is72LlzJ7s//pAj+3dz/NBu/M7aoQtxISPak8I4cc6jL83iSDmTF13JnvQYPehJ8aQvM0Ae6i+Atp11Lu5toAv4xYBU1M1tp3fZ2r+I4+qsR9xZO2eIKFOn96RG70K13onKhNMUxx2lQHOIzOhPMSneRx/0JrrA19EHv06S4m2Swt8jSfUBpqhdmGM+ljJGfUCi8h30ircxqN4hQ7ub8nQ7WkrP0Vvnw3BzEOPtYUz2BLM8o2RpNozlOQWryxFsbsRyYVPD1nk1G+tqLmzpXujSlUSu3TBx45aZ6zdTuH7NyJO7OTy9k8fDG1ncvWji5noil+fVLPQFM1h3js7C44zXuLPZHc798QSezaTy1UwGX01m8OVE+o9q6NthF+7+vwL69hLjzzq6gFw4tgBdAC4GnEICbCHbvS2b22KLDXTRi14AvlShZrE8lvnSGGaKIiXoE3kqxnMipMayI/8R9LRwRsSSghQ/+o2B9ItKTHIwzfpAWk1i44aWziw9E7WFbAy0cW1unAfnl/ni2iU+u36FBxcucnNti9WJeZbGZ2V8mRyZYHh4lJraegn6UcdjfLB7Nzt2vil3swvQhau//vJrEvg/vPUub737AZ98uhdHewdOH7PnrMNB/M46oPY7izHMhZxIFxkvmhI8EQfidye702dyp9/szVB2sDy8X0BuaxVva2Vj2zonqi4iqtTr3amLd3ve38idOp3Hj0AXZ66L8xrrEzyoT3SRqxrrk5ypTjpJud6RvNgDpCs/IiXsPcyK90lTfkhK6AcYw/6EOexDTArr8+TQ90kO/iOG4D+Sp/6ECtNR2vKc6Cp1p6vIlea807TknqIx/xgjLW4MtTsz2uXO9IA3K5NhbC1EcGEllgsr0VxcVXNlQ8Oty0k8up3Os0d5fPk4n6f3snh0K43vHhbz9Go6l2djme32Y7jhHANVZ+ktO0l34XEWGv242h8jJ4f+tlnEv68X891CjgRdOLqt9eLP1csF7L8UXWwlRvE528kBYuLI9ngRXQTg291cgC1nPYtjZBlRAC7KibJuLkqKNjev0Mo8vliuZqk8lsWyGKn54mhmCiKYyotgMlfFZG4kEwL2rEjGMiMYSY9gOE3FUKqS4VQFw8YAevUedMZ50Kb1olHjSV2sF02JYfRk6hirypEVluszI9xZnePe1hpPrl3m0fWr3Lt0iXtbV1ifmGV2cJTxngG6WtpobLDITQK+gQEcOHKY9/70Ia+98To7Xn+N1157jR2vvMrrr7zKztffZOdb7/Gnj/djZ3+CY8dOcGTfPg589D6nDnxE4OmDxPucIDX4BMURTtRrXGjTu9BrcGMw2Z1hsxfDOSEM54UhKkxi7Y+QdRAeRn9miFzrIpYGiB9JvdZVqkHnhlC91h2LzvuFGuN9aBT9kBKed7UzuNKS4kmz2R2L0YWaxFOUxdlRpDkinb5ca0dlvINUtd6R6oRj1BmOUW88QaPpBI3mk7Smn6I7/xxDJZ70F7vSkXUKi/ko9cZD1JoPUmHaRXnan6jN3kN7uR0jTeeY7/NlZSiYtdEQVodD2JpScmtFx+dX0/jubh7f38vny5sZPL1k4up0DGt9wUzUudJXcoLewmMMlZxhusqd5YYA6eJfzqfzw3oB/3OjhL8s5/PNtHDzVAm7DXQB6k9hFw7/S6AL1xefsw1GRUb/WdBtEUVchaMLFxdw28C2XQXgi5U6KXEvnF0MPAXYC6VWzZdEMVcU9QL0iRylFXIRXyTkSgn4oDmcgRQFA6YQhg1+9GhcaIlwwhLhTK3Smeood5oNoglvAqsd1Vwc7eTGwjg3V2a5fX6NB1cv8+DaVe5cuszdzYusjkwx3tFLV0MzNcVlFOXlo9VqEctSxd7Gt959h1df28ErO17ltVd38OrLr7Bzx2u8/Yc/smv3AQ7bn+HMGXeOHzvN3o92s/uPb+H48Xv42H9C9LnDGLyOyMONaiLP0Kw5i+i9OZTkIpvNDmcGMZQbKuHeDvpQjkJ2iBALutqNAmAP6uJcpGzAW5+7UR/nSYPWSwIvQG9K8H4+aLUeadds8qTZ5IElyZW6xLPUJJyh3uCEJdmJZtNZ2lLO0JHqRFf6Ofqy3RnK95SNACZKfRkqcGOkyI3xUk/GSsS9C8NFTowUOzNS5kxr9mGasg/QnHOQ1rzDdBbZ01XsQHvBUVrzDmLJ3Cev/RUnmWpyZbXbj7UefxbbvZhpcqU77yid2UcZKDjGTLU76y2BXOlScm9IyxfTZr6cTuXr2Uy+nc/mu9ksvp5K56vJNKlvpsXe0HQJqQB1O+y27P5LoAvXF5/9RdAF3LZMbgNdOLiAeakqXl4F4OLeJvFcgC7q6ALsOdEs6rlmCyOZzhdOrkKAPpZl1Ui6gFwhAReLoXqTQ+g3BDKg86Ir2olWlRMtUa50xPnIBVRTpSa22iu4NzPI/eVJ7q3Nc31llmvry9zcOs+VrQ02F5e4sbLOfM8A/Q1NNJZVUJyZRWZKChGqcA4fPcSfPvqQN9/aKQ/eeWXHy7z+2qtSf3xzJx++/yfsHJ04ccZLgm539Bh7dn3Mvg/e49TeXfg67EVx/FO0TnvI8DkiuyuLjsrd2jMM6Z0ZMboxmOYvDwndPs6xjW3Ea2Kg3S4miHTu1KnPSYm/DELieb3GjYY4dyxaDxp1nhLy5kQfxKIvufAr4e+HIjUni/Mc3eRmDbFpozXFnU7zOXpSz9KX7sxg1jlGct0YL/BgssiLqRJPpkrcmSpxZbrUjfkqD1Yb/DjfHMT55kAJ5WpHIIttfsw1ejFd785YlTN9RcdpTT9IvfFjyrXvU657lwrdB9Qm7aLFvIf29P1Wpe6jK+MwA9mOLFS6c6Mnkidjep6OG/h6OpUflqzu/fVUJkICbAG7DXgRXZ6Npv0I9J/C/kugCzcXoIuN1P80uohBowBc5unnji4qKwLm5Wq9vArAxb2QuN8O+kxRBLNFERJ0cS9ji8j4udZ8PpqhYjhDKePKgFlJv0khQe5ODKUrMUiC3RztiiXKjQ59AMPpscxXpXNrqImvNmf47soqX13f5MnlDW5uLHF1bYVLayssz84yOTDIxdkFJtu66Kquo6GwhIK0dNKNRiIUYRw5fJAPPniPnTtf55VXXkLU08XRajvfeI1333mb3bs/xeG4Ew7HXDl8+CSffLSPXe9+yP4PPuD0no/xPPgJIUc/lou8MtwPUh5oT7PyBL0xpxjTOjGR6CpdfSjVl/H0IKayQpnJUUhNZyuYEkspTH70JnrTonHBEu1MQ4wzlthzUvUxzjRqXLFo3WjWutOs96Q10Zs2g49c/iuWADfr3WlL8pCDYDEQFmXNliQ3WdrsTPFgPNeHiVwPpgo8mS70YqbIm9liL+ZKvJkr8WSp0puFcneptTofLrWGcLUjlEutQWw0+nKpO1zqco+Sq30RXOuPlM83mgJYrvNmvOgMQ7nH6U07Srf5MP0Z9ozknmCi8AzTxU5s1PtLXW8L57PRRL4cT+bJYAJPhxL5ZiqdH+Zy+H42i7/M5PDDYh7/72oRf1vK5+vJNB4PJErQ/w67OE5a7BW1LfSyurzoLG0tL+Y/30xt25VkXbIrPm8F3SzLi08GjLaI/vf2i7OF0cwURTNfHMtCmRhUigpKPKvVetZqElivTZRarU1EaKUmQcL+wtFFXCmNYK4kytr9uMg6mJ3IjWQ0N4rRrCjG8zRM58czkhVHb3IkbQnhdOjD6UiKoCstlu5MDf35CczW5nChp447M308WZ3iyeY8Ty+tS8hvbaxyfm6GlalJVqZnmJuYYLxvkInOHub6hxht66SuqERuEKgsKKQwOxtTQgJnThznwP69vPWHnfzmN/8m9eabb7B376eIrWWubt6cOOHKgf327PloHwc/3suJA4fwtLMnxNGOuLPHSXE9RonvSRqCTtMddpJh5SmmIk8yE3uKce1pRvVnmEw4x7TBlVmDu9RcoiczCV6MxDozGO1MT+RZOiKdaIs4S1uUE22xrrSp3WjSuNKsc6VV50ZbggeyPYtBXN2kRAOu/jQfuk0edCa7SPWkuNKf5sVwphcLhb4sFXqxXOTNSrEXqyXerJV5sV7uzUaFF8vFrmxUeHK5PoDb7WE87I3kyUAUTwejeTwYy+NBzQs9GlBzvzeGO12R3OpQcaMtnEsNIVIX60O5UBfCZk0Q56sD2agK4nxFIFcbFFxvUnC7LYIHXRqe9uv5ciSZbyfMfD+Vxl9nMvjrbCZ/m83hh7ks/jydLt/7atTIs2Ejz0ZTn0u4u7j/8VVEm28mM2Uv0r/O5/PDQiF/mRMrFwXkmbLr9LdTotYuYlAaX4yIQ0h/po4uQBcSoC+WaliuFOVCvYR7o86ATT+FXLj+dIkoIyqZKlQg2nxPFFpzvtiUIUqFg1mR9KVF0psaRY85mi5jFF1mNQOZiUwWZTBXnc9SaxkLbWUsdVSxMdjM9el+7q9O8WhzkUdbK1xZnOLSwiwrk+NM9vcx1tvH1OAQYwNDDHZ0093QKCHva2qhoaSM2uISuhubGOrsoru1lfLCQsS+R7Fr3cH+KAcO7MPR0R4vH0/CVUpOnXTGwf40hw84Yn/AgXOOZwlx9SI+IJi0sFBKI8KpjgiiSeVDR5gL/aFnGAk9wbTyOHNRx5iOPc6U9jgLujMs6Z1YS3Rj3eDO+URvNgzezGtcmVa7MhZ1joEIJ7pVThL4jigXOmJcaVafoznOhVadC+16NzoN7s/lSqfBlcE0b/rNnvSYXOg2nqPHdI7+VDeGMjwZyxaA+7JS5MlqsRdrJd6sl3pxvtyH8+VebFZ4s1HuwcUaX240BfGgS8VnA9E8G1a/0OeDcdj0tF/N455YHnRGcbctkjutEVxrUHC1PowrtQou14RxqVrBxaowLlZZrzcsEdxqjuBeewyPe7R8IU7iGjPx/WQqf5lOl6D/IECfy5ISr303YeZrCXoSX70A3Qb8j68CXivoOVhBF8dkCNDFsl0BepaUuP9qPJ0vRsz/EeiRMmcvlMSwXK5htVLLRo2e8/WJbDYI0BOk1mv1sma+VKGRJcTJoggr2LlhssflaJ4CoeHccOu0f4Y4F0ZFV3oU7SmRtAjI03WMlWay3lrFrZEu7s8OcX2yi4sT7WyNtrM53sGl6V6uzA1xeW6ErdkR1iYHWZkcZWawn/7WFtrrG2iuq6NG5PGsXCry8mU2t5SWU5aVQ3luHl2WRvljmB0fZ2xggMHeHtrbWqirraa4uJDs7EzS0syYzWY83X1wd/bE/awHfi6+RPqHY4qKoyghibrkZAayM+hLiadLE0JrqDMtvvZ0+hyiz/8Aw0H7GQ0/wljEEWaiHVjUnGZNe47zeje2Er2lVrQeLGo8mIpxYzjqHH0RzhL2rggnOqKcaYl1fgF6R4I7XUmifOkpS5iijCkg70vxoDfFVcoG+Wi2D5N5vqwU+7FW7Mt6qQ8bZb4S8s0KX7YqfbhQ5Sshv9oQyJ22MJ70WSH/ekzLN+M6xPXZsI4vxMBxSMtnA5ofgX67RcV1S7gV9rrw57CHc7lG3Ku4UqvkVpP4UUTzsEvDZ/16vhpJliDbIBeO/s9A/3LELOEUgP6c/ldBF38VPh/+mfKirJqUxLBUppaQr1fHs1mXyJYliQuNyRJ4AbsAfaVKiygnijr5ZL5Sgj2eq8AmUY8fylHK0wO60pV0pKtoSlFhMaloydAyWJYhF2Xdnhnk8fosn23OcXWunwvT3ayPtbEy0srKSDuLwx3MDrQz1dvKZF8HkwPdDHe202Gpx1JdTV1FBaX5hWSbUskzp1KRk0dlbj75KankppipKiikra6e7qZmhnp6mBobZVXMop5fZ211mfHxUQl+TVU1hjgDiTF6EiLjSYrWk6FLpjg5jZqUdJrNqYwW5NJr0tGo9KbC/Silpz6i4tT71J95l0bn9+j2+hO9Ph8xHLCHidCDzCsdWI46xWqME2sx51iKPsd8pBMTSieGFKfpVZyiO/wMXUprlGmOcaJJc046ugBdQN5j9KLX5CklIJcyu9Gf6i6dXEA+kefPdIE/qyX+rJf4PYfcj80Kf7Yq/bhQ5c/Faj8u1wZwvTGYex0qnvbH8OWIVgJuBT1egm6DfTvows1vNSv/AXQB99U6FdcborhhieJuayz3O2J50qvjy+GkH0EuAP/fAbpwc5ujW+OL+R8z+kq5mtUKDWuVcWxU6zhfp2erIZELFgMXG5PYrE+Qr23UxrNaFSdr5mLQOZkvuhUrZIXFNgsq95dmR9GdoaI9NYLm1EjZyq82JZrO4lRmOmukW9/ZmObm+gyXF8e4tDjI+dlelsfbWRxtZ2Gkg9nhTiYH2xjrbaG1vpzG6lLK8rLJSEkmy2ympKCQ6vIKqkvLyUo2UpyeSXl2rrzmp6ZRlJFJaU4uZbl5DHd1M9zby/jgIBMjw4wPDzE40EdvZwfdre0UZ+RRkppDcUouZam51GTm05CZT0tGDu1pqXSZk2iKDaPY+xRZJ3eTbfdH8u3fpMxhJ5XH3sBy4nVaTu2kw+mP9Lt9yJjXp0z6HmDG/yjTgfZMBToyHmDPcMAx+vwd6Ak8RlfIcXoUZ+hUnaUp+iyNamdatOcQoAvI+1J85GTUQKq4ejKQ6sVguifDmd7YIJ8qCGSmMODvoJf6c778H0G/VOPPNUsQd9uVPO6N4oshjYRdAC8kIBcS8UVEl0fdMdxrt0J+o1EhQRfRxRpbQqWbX6uP4GZjDLebY7nXppZu/vlAgowsf7blcpHNn+ufOfqz4RTpwMKFf06/5Og2yMX164kMmdPFd2yPFxNG52vi2azVS23VJUiwBeg2CfCFBOhr1VqWK9Sybj5TqGK6QMlcUYzM+NP50YznRDGQGUlHqpJGk5LqZAXlySoa8w2MtVWwNTvAnUtL3Lm2xrWtRTZWJlibG2RxqouZkXYmB1sYH2xlrL+Voe5Gejst1FUWk5+VRoxKgdvZszifPkOwfwA6tQajPpGo4BB0ygiM6jgyEgzkmFKkq2cbTaQbkqgrLaOxsorW2jpaGxpoqq2lurSUopwccs2pFJsyKDVlUGnOpj6jgNbcYjryiunIzqUzLY3q6HBKgzzIPmcnQc8/8QHlp9+n+vQ71Jz8A3X2r9Dk8Crtx3fSffptBp0+YMRlF2OunzDitodRj/0MuR+g3+MgPZ6H6fI+Spe/A13BJ+lQnKYp8gyWWKcXoPeavBlI9WMwzZehdD+G0n0YzvBlJMuHsRw/6eST+QEI0IWjv4guwtUF7GUBz1094LmrB3C1Pog7rUoe9UTLeCJgt+lH+bw3hvsdkdxuCee6JYyr9SEyn1+uDeFiVQgXKoNlPheOfqsplrutGgn6o+44mc2/HU95kctFdLFB/78TdJHThWyPF6BfsiRi08WGBC7U69mqi5farNVh0/kaLRvVcaxVqlkui2ZRNGctimSpKJbFAjUzebFyir8nNZympGCq9EEUxwdRlhJNU3EKY121rC2McOnCApevrnHp8joXL6+wMDfIzGQXIwMtDPQIuOvpaqujtbESS105jfUVFOZlEhkeynF7O/bu/oRD+/bjeNSO40ftOXXkKGePHsXr9Gki/P1Jjo0lIyGBVJ2OZI2aVH082cZkijMzKM/PpTQ3mxyziWStBn1EBEWJJsoSU6hOTqchNYvm9ByazJnUJxqojdOQ7edBlscJMp0Pke+0h2r3vVi892Bx34XF6Y+0n9xJz4k3GDz1NiNn32XM+QPGnXcxcW43Y+c+ZcJ9PyMCdLcDdLvtp8P9IB3eh2n3s6M1yIHGiNM0xJyVoHcmeiBAF7X54Qx/RjIDGM3yZyw7gPFcfybyAhCQ2zSV78dyoR8rhb6sFj3P6iV+0tmt7u7L5dogrjUEc7dNxePeGOnctkwuIBdxRQ5Ce2N40CUGoEpuNIZypS6YSzWBCMgvVAWyWR4of0RbFSHPs7kVdBFdRD4Xg1Ab6DbIxaDzl6LLF0MmOXgUlZKf0/+Ko9tcXTi77fEC9GstRq42J3OlKUkCbwNdgP1z2g77ihjAFsaymB/LTHYkw+KA/OQQ6vWBlGp8yY31ISsuiNIMLS21BQz0NTE20cv04jhL5xc5f3mVlbVJ5ueHmRjrYrCvlZ5OC+0tNRLymsoiGuurqCwtIiXJQEiAP+fOnOWk4zGO7j8om0wd/GgXB/70AQ579uDrfJZ4lYr0hHjS9XpStBrS4uMxamIl1FqlQr4vXs81GqnIyKDalEqdMZUGY5pUnSGFUrWGnJAQ0rw8SHE5hfnsUTLO7KPY9QCNfkdoCzxEi/cnNDq/w8C59xhzfpfJcx8y7bqLGbePn+sTplw/ZcbzIOMeBxh02y9Bb3c7QJvnQVq8D8t/y6I6JUFvjnNGgC5iy1B6wHPIAxnPCWQiN4jJ/ECmCoKkkws3FxldDEaXCnxZLvDZBvvzzP48ylypC0VEkHvtUTzpVfPFoI4vR6zZXAD/pC9W/gCE29/vFJFFIX8YAnJrzg9iqzJA/rUQY4HN8mAZX0R0EY5+pyXmR6ALFxegi6qLAP//N6Df6UhB6JZojNqazPVmA1cbE7hi0XO5IV7qYp2WzWr1C61XRLNcomIhP5z5TAULmSpmM1QMGUNoifOhMtKNomhP2Xk4Qx1Ahl5BlklNbnYSpWV5WFrr6R3vY3JhgrnFMeYXx5iZGWJgoIOGhgqKirLIy04jJ9OMpbaKqrJictPT0avVhAcFEervT1RIKNqISPxdnHE/Zo/TkcN4nzqOJiSYjPg4cpMMZCXoSNdpMcVGkRQViVkTQ74xmdJ0M6WpqZQkJ9GQkkptYjLFMRoyQkJJ8vQi7swZYh0dibY7QMLJI+S4H6M+2Jm2MCfpwk2++2jz3UOf7ydMeH/EnPcuFn0+Yd7zE6ZdP2LKZRdTrruZdN/DlOcBGV/63fbR6baHVre9NHnsxeJ1gDrfQ9SHn5Cgt8W70mu0QR4kQReOPlMYxnRBKNOFwS9Any4MYqYomLniIFaLg1gvCWSjNEhCeKEyVMYMkaltbiwiiCgX2kB/NhQvgf+sP07mc+HqAnSR4wXowtHFj0NoudBDli5FJLpUHYrI57eaYrjTIiBX86hLhy2fC7iFbLCLyLK9+iKgF++J8qMYuH42kMDng0bp5CKfi6qLcHARPYQr2xxalBL/PJsry4uixCjuxWviM9slvie+/7MZ/W6nWYJ+u930AvRrTYkSdBvsAvStGo0EfatKzUZlDCvFKpbyw1jOVLCSqWQ+PZwR0Zow1pNypRP5CieylO6kRXhjjg0kRackJSmWFHFmSFYK2UXZFFYU0NBURWNTNQ2WSiorC8nNTSXVpMdo0GFK1GFOSiAr1UROipmUeD1xShWxYQqShOsmJ1NgMpKu05AUpcIYE0mOQU9pWgolqSaKkg1SeQnx5MRryU/Uy+cFhgTSY6JJDglC6+ZCnNNZok4cR2lnR7jdESLtjxB33J6EU/bUhPvRGh1Af1wAg7Ge9ISfpCPgEF1++xgM2MuM/6csBe5hLeiA1LL/fhZ89jLns585vwNMeB1gyGsfPR57aPPY8xzyfVh8D1EXeISGiBMyo4sa+nbQR7MCEdoOuoBdAD5bHMJ8aRiLZaGsl4ZwvixYarNc5GhR47ZKgCmytaiFixLgk16RpfUI0D8f0CJAtw1CZWxpC5eQX7eEyIwucrqIQMLRxQ/neoPI5lYnl01y27U87hb/lnUgaoN8O+jbB6TiXnxGgP5syPCzoIvyoA10G+z/Eeg/HYiKz4vvCtkeL6LLvU6Tta96ezK325K42ZLI9SY91xrjuWrRSV2q03ChJpat6hguVsVwvjKK9RIlK/kK1jND2MgIY9kcwpjBV06CVIWdoTD4FFnBZ8kM9yA9yp80TShGnYpEXSTxulj0CXEkJonDMHUYk/UkJ8WTlBCHThOFJkqJOlKJNlJFjCKUFJ2WArNZgi0yuMjWGfHxlKan0VhcQF1+FhWZZkrTjJSkJlOakkRRcgKFhniKkvTyWix+AMmJlCQlkK2JQR/kT7SrEwpHO5T2hwm3O0S0ox16p9Nk+nlSqQqhKU7FfF4KS3kGljLVzCQGMBhxmp6gw/QF7mc0aB8LoQdYDz/ExUh7LkUdY0vlyLrCnpUwB5bC7Bn1PciAz346vffS5LUHi89+GvwP0hByBEu4I42xZ2QdXcYWky/DGQLwYAm5AF26+XNHnykKYa4klIUyBUsVSlarlGxWKNgqf66KUAm6cHWrgqULi1q4mNCxgS5g/6xfJx1eVlp6omX58WZzqIwtYvBqHYhaB6Pih3KzMdJaSmzXyia5j7oSeNSl50mP/kU+F4Ck8DknAAAgAElEQVTbJJx8+yDU5u4vJot+ArrI58LVBeg2VxbA2iaEvp8Ru4z+Ltvr/xHs/wD6/a4UbLDbQL/RnCBBt8F+uT6OyzVqLlXHSl2ojJagr+aFspEeyPnUAFZTgpg1+DEU505b1DmqldYW5Lnh7mRH+JIWE4gxJoTE6HD0sSoS4mIw6DWoo5VoYlTP4Q5Ho1JIaVVKdBEq4hQKTBoNecnJ5CYaMMeqSYqIJC1GTV5CArkGHfnJOgqMCRQm68hL0JIbH0tuvIb8eDX58XEUxWsoMyRQbTJQYzJSbognJzqKtLAg8pRBFKgCKYsKpVYbSYdJz1heBitVhVyylHDVUsyVygw2cuKYTfBjKPw4fQEHGfTfz0TwfhaVh9mIsuNy3Amu6k5xSX2S89HHWYlwZDHiGEP+++nx20+b3z6aAvZhCTpIg8KOxshjNEWfok3OiHrQneTFgFkMQq2gj2UHMZ4T/CPQZ4tDpZNLyKsjWa+O4kJVBBcrlVIXKsKRqgxjqyIU28BRzF7eb9fIWrdw388H4nnap+Vxj0aWE0U2v92qkPV2AfmVukA5GBWw32xScbvFCvmDjjgJ9+PuBB53JyKuT3sTflQ/3w66cPB/n8+WM6K22CJyu5wVHTLw+WAiYjBqKyvaJoy2w74d5F+6t8WYn3X0+10mhO51GrnTnsSdlkRuNem52RjPDYtO6poEPZbLNbFcqYnlYmUU50uVbOSHspHizZbJm/NGX5ZNfswl+TOa6Ee31o9mtS9VMX6UxASQExmAKdyX+GBfYoN9UYcFoVWFExcRjlqpkM4dHRZCbFgomrAwdAqFlDYklHgRVZRKTJGRpEZFkx4TS1ashmxRFYmPoSApjrJUA5VpSVSkJlGZaqAm3YQly4wlM5WmrFRacjLoLsihv6SQwbIiBkuKGCjKZaQ0i8mKHBZqilm1VLDVWsvl9jqut9dyu72Ki1U5nC80sGQKZzTGhf4gO3r99jLkv5fxoL3MRxxkJfYIm9rjbOlOsKE5zlKUAzPKo0wo7aTzdwUfpC3kEM3hR2iMdKBRfZxm7Rla4s/RZfCkO8mHPpMvg6liEBrEWHaIhHwiN+QXQb9YHcmlqkguVm4DvjLshbNbM3UUAtKnfdaYIWYwxXT9wy7rdL+YTLrVEibr7VbI/w66gPxOa5QsI9pAF05uc/TP+w1yNlREEgGzreJiy+Zi6t/m5uIzNtDFDKpYE/PTJQA2N7ddBbzi3jbjud31bWBvjyy27/2Doz/oTvkR6HdbDdxuTngBuwBegH6lVv0C9EtV0WyWqdgsCGHD6M6FJHc2jV5cMPtzPj2M5XQFU8ZQBgyhjGSo6UmLo8moplQbSboqFENoAPEhAejCgokJDpZlwTAvL0I9PVF6exPh60ukjy9RXj5o/APR+AUQHxCEKVxFQVw8VUYzdakZ1KWl0VleSHd1MQN15fIwo6H6Cgbryhmtr2SioZpJSw1T9dVSMw01zDXWsdRsYa29hc3OJjbaqtnqquFKTz3X+ixc7bZwsbWKzfoizlflMJupY8qoZEztyUCYcPNDDPrtYzxgP5NB+5iNOMhC7GFWNA4sq+2ZjTrCWPh+hkP3MxC6j67g/XQoDtIeZU973Ana9GdpSz5Hm1GsQBRT+770pwRINx9KC3wBuoB8Mi/0R6D/Q3SpjHju6AJyqy5VqZCqDudSdbicvRQTOw87tdJ9haML4EVJ8H5HtFzXYgNdzKBaY4s1ulxrCJVuLkAXfxHEvyEg3+7oX4h2imOmFzXzn4Juey4ii4BcfFZc5XPx2k8GlNvhFfc2wB/3J/GwN1FK3NuAF+/bZPuLIN6zPV5k9Ic9ZgTsDztN3G9PRoBuc3Xh7LeEszdouVqrfqHL1TEvQD+f7MoFwzkuJntwOc2fK1nhbGVHsJQazrgxnKnsOCbzkxgvSmeoMIMO0a3BbKQi2UBxkoH0OC3JUbHEh4dLB09UqjCqIq1SRpCj0ZKv01NuMEq4W3Py6SkuY6C8guGqSqbbLfJIuomWGsabq5lsei5LFeP1FUxbqpiur2SqroLJ6jLGK0uYqChmqqqU2epSZmvzmKvLZb4+j4XaXOYqc5guMjOZk8hEho7B+FD6NX70q5zpDz3GaLAdUyGHmQ05xKziAHPRh5lTCx1lOvoQw4q99AZ/THfAbtoDP6Y1ZB/tqsN0xZ2gJ/kcPWmedGZ60Z7hTXuaD/0ZgQylBSMgH04Pkvl8PCdUQj6VH/bPB6OlCjbLI7hQEcmFCpWE/XJ1BFdqIuValKt1YgYzWpYBRXVExIzP+hJlrn7QqZYlR7GAS4AuosuNJjFwDZYSA1FRdRGQi4GscHMx8Hzaa+CzviQ+60uW1y+HjBJcAbRwbltEsTn6dsAF5ELiNfn+bCZ/ns6WFRQx4BSyZW/bVWR3Afb9bj13OrRS4l68Zsv1AmxbDf7poBEh2+MF6E+6zTzqSuHRNtBvtSZysyWBG83WCHO9Qcu1Og3XatTcqFZzvSKGK8UqruSGcCHJhSuJLlxJcuO62ZfbmSFczwzlfEogcyKzqz2YSA5nqSCJ9aps1moLma8qZKI8j6GSfIbKS+gpzKM1K12qKzebvsJ8+gvz6c3PZagwn+mqClYaG1htsrBUW8N8VSVLtVWsNtUyXZXHWHkGQ0UpDBaaGC42M1pkZijfyGBOEgPZBoZzkqWGMhPpNWvpTI6lIzGajsRIelMi6UlR0pOspDtRQbc+jB5tEH0afwbVfgxFezAU6cyI4iRjYY5MhzuwoLRjUWXHvOowc7H2zMY5MK22YyTyMD0hn9IW8BFNfh/RGPAJTaEHaImyo0t/hv40DwZz/enLC6QrW5wH48tgVjAjGcESchFbxED0Z0EvCH1eXgySpUbp7kUhrFWoWC9Xcb5SJd39Uk0EV+qiuFofybWGKG42x3CnTcPDbp2EXILeq0OALkqOD7ui5Wzo3VYlN5vCuPG84nLTouBmUzj3WsX7sTx+/kP5ot/AFwNGvhww8WzQhA30v05bI4q4yqrLlBX6b8esVZavR6zZ/JtRs3z/h5ls/jafy19nc2W5UJQMtw82beALaIWTC8hvtqqlxL14zQa19WriyUAyYi26+BHYHi9A/6w9maftyTxqT+JBu4E77Ync6EjgWrueq23xsgvv7bYEblu03KvV8LBKzaOyGB4URnA/J5QreheuJ7hwK9GF2wZX7iS5cTvZjRvJrlxPdmdD58yCxpkpzTmm9N7MpSpZztWyVJDIfL6BjYosNkozWCtOY7UoVV7F862KbC5U5nCxIoeN4nSWspKYMsUxrI+kPy6cPo2CXk0wA3He9Me5SfWqXeiJPUevWP8d5STVHn6SNsUJq8KO0xp6jJYQR5qDHWgKsqcj9KRUV+gJ+kJPMhx6mrHQ00yGnWIq7ATjfkeYCjrCnELAbc9S5FEWIg8xq9zLmHIvwxGH6ROOHbaf5oBPafD7GEvgXlrDD9MRc4z+hHP0GlzkqQF9qd70pPvRnelPV6a/vE7kKZh8IauTi8hikxiQbo8xs0UK5kuULJSqWCxXylLjYnkYazURnK+LYqNWxXqNkvM1CjZrw7liiZRw3O/R8aQvgce9Oh71aKXEYPRhRwz326K416xCwH2rIYwbDeHcsai43RTBw9YYHrTH8qRDw9MeHV/1J/LtqJkfJjL4QewYGk/j+4l0/jyZxZ8nM/h+IlO+9q1YRz5q5pvRtB9dvxvPkJ/767RYn54nN2T8HOA20MVVRBMB9t1OHfe64nnUZ5CQW508haeDwvWFkuX1ZzdefNGWjID9SZsV9FvtVsivtMcjdKNTuHs8N+s13KtW86RCzWclMTzNj+BxVij3jN7cT/LkXqIr9/RO3NOf4UHCaR4mnuGh4SyPU9y4nXSOC7qzrMY5sxTvxqzei0mtF6MaT8ZjvaUmor0Yi/FiQu3DtNafOX0QC4kh8iqei/eHla70hzrRFXya7sBTdAcdY1x5nHGVA+Ph9oyG2zEadpThsCMMhxxmMOQQI6FH5HNxHQo9LF8X16HgQwwGH2EoxI7hYAfGQuyZCnZgNtiRhWBHloPsWQmxYyngICshh1kNP8J6pD0r0UdZjDrITOR+xiP2S8i7VXZ0KY/SEnqQJiHFYdpijtOpPUNfkju9ySKL+9Cb5kdfZiA9zyWOyhjPDZMgC5h/TttBt0aZcOaKVcyXRDBXqmS2NJS5yjCWq5VWVYWxVBnKalUo6zUKLlkiuNGmRoD+qP/voD/sEWvPBehqCfO9pkhuNyi5VR8uJUC/22gF/VGbFfTPu62gfz9i4q/jqfx1Kl2CbYVcgG6VgN0Kehpfj6S+kIDeCnoW/xHoAvrtkG8HXUAuYosNdBFXbJuhraDbgP+ZjRcC9KdtSTxsM3CvPZHtoF9u03GlVce1xjiu18ZypzqWhxWxPC6J5lG+SoL+KNWfR0ZvHiS4cld7hrtxJ3kQd4LH8af5LNGJb9K9+Nzkzt0EF65ondmKc2FV7cJClAuzKifmI84ypzrDfPhpZpWnrfcRZ1mMcpZLXBejz7EQ5cxcxFlmVWeYDj/FRPhJJsNOMBHmyHy4PXOKI8yFHmYm9BAzwQeZCj7AVOB+JgL3yddnww4zHyZc+Yi8zocfZUFxVH53SmHPVJgjM+LfCnVgMdRBAr4aas9ayFE2wuw5r3TgfKQD6zGOrMY6shB9RObx8ahDdCsP0hlpT1eUAx3RDnREOdIZe5wu3Vnp5P0mL+tKRLm3NJCB7GB5DkyfuOYE/adA/yns0wUKZgrDmSlWSNBnykOYKwthpiSI6SI/Zor9WSgNYKUyRIJ+vTWWe91aHvbppaM/7I5DSCzGEqDfb4vhTnMkNy1K6ebC0W81Wh1dvCc+87grjs964/ly0MC3oya+Hzfzl8m0F3D/ZSobm6yuniFh/2rYjE0CevEDED8IG+jbM/p2Z99+Lyoptpz+oCdB3v89tlh3/QvQxQGjNuD/Ibp83pr0I9BvtullDxgBuNDFRjWXGmK5WhvDzeoY7lfE8LAkigd5Su6nh/DA5M/DJG8eJnrwQO/Cw3hnnujO8oX+LM8SzvJVghPPEpx4muDM4wQ3Hid68jDJlwdJ/tw3+PE4yZtHBk/5/bsJbtzRu3I73oWbunNSt/Wu3Ep0k7ppcONGoivX9Oe4onPiStxpOUlzOcKRSyoHLirtuRBux5biKJthR34k8Zp4T3xGfFZ+J+oYq0oHqZVwR1bD7eVkj4B7PdSO9bCjcgJoK+KYrI2vxTqyFHuMmeijTEYdZiT6CO3KQxLwHu1J+uJP06c/S2+iEwNGdwZTvawrEDP9GcwSpwWIk7tC6c97rtxgxnJCZSlRwPxL2u74ItpM5AczWRjIWKEfY3k+DGd7MpjuxnCWG5N53swV+3GxIYJrLTHyT74A/VFPvIRcbHuTwP8nQX/SreXzPj1fDSXxzYiR78ZSJOwCagGuDXJxvx30L4dSsGk76D/M5Mro8v1U1o8c3Aa4yOy23C7q4iJ/b6+6WPO4yOQpEm4B+Xb9A+hPWg08bjXwoDWRu20JbAf9couWrYYYLtRFc7k6ihtV0dypiOZeUQS3skO5kRrAzSRf7ib58CjZh89Mvnxh9OTLJDe+SnDmKwG75iRfaU/zrd6Z7xNd+IvBgz8ne/MXkz8/mP35LsGZ7xJP863hzAt9k3SGr5PP8CzptNQXyacRepp8iseGEzxIPMY9vQN3tQ48UB/nkfo4D2OPcT/agXtR9tyNtONOxFGpW8rDCN1WHZHPxXviM+Kzd6OPcTXSgStRz8FXOXBJac/FcDsuKI6ypbCXoG9EOLIa5fj/tXdeT3VlWZrvt3mYl66ZiOmO6emJrukpk1mdVWkk4b2T93h7LxfuBa7DOwEyCOQRIITwVt5g5CUQCIRASEhICCshr8zK6ujpmb/gm/jWYaObpNJUPXbUjVixz93nCNA5v7POt9deex1c0rujQ+eGszpXnNa5oE3vimM6Z4moNJv90WIPQkvqKjSnr5Yc8rbcTWjN34rWbcECeWtROFq3R6J5ewSaigh7GI4X/DzQOYGkTKUHHM/fgrbcDWjOW4emrNWoS/NHrc0XDel+OJ5L2Nctgk59O9ZIyJMwVmdatJ/r0anPp1osmG23C+j06jRKEYKtgFeQU6YQbA5caRy40rOznzeDAv25w3I4yhSCriDnkjluM8yooi/07ApybVsDnYVFlRF49VkcjBL0R1UW3D9qxr2jKRg6moyBo0kg5EtBv7NPj+FSHYZ2ROF2TjB6Uzegz7YeA5b1uGtZh1HLWjxIWYmxpAA8TPTCuMEDU4memEvywatkf7EXiX54bvDBfIIfXiT6YE63As/jl+GV0RlvzO54b/PCN+m++CbTD+8z/fAy1RPPUz0wZ3PDtMUFT81OeJy0DOOmrzCeuAxTRndMJnhg0uCOiXg3TOhd8VjngsdxzngU6yTteJyztOx/QtO7ynHj8a4Yiyfwbrinc8WwzgVDsS64HeOEvmjtCXAz1hXX4txxKc4dnXp3nNO74bTBA6cMHmhP9EK9yRsNVn+0pK1EW8ZqtGSskZVALdkb0JK3SSBvKQyBBnkEWnZooDcUhaOpIFQKICmAP9bSy7OfcDPJi+m7Wp76ZvB3cKE0S17UpQXimM0Pxyy+qLP7oS17NU4XrEfvoTgMMPJSkyT69mF9Ch7UGsUE+BrjT0qXR7WJi7KF3lzZbHvawmAzSyQJZQmNgBNqevKnzXYxidS0pX8H9DedRSDonPFkONERdEKuEri4nwNPyhVHyOnhlWQh5KyLrmD/HuiEnN7cEfTbC5D3HTGit9yAvkPx6D+ox8B+Pe6UxKK/KBw3sjbhknU1ukxBuGDwwdloF5wK+QInN3+Gcxt/h65Nn+Dqpk9wP9ZZAHxm9MQLoxfm413xXOeMeZ0b3hjc8DZxBd4nrcC3Flf8ye6Bf0v3xr9l+uBPmd74Nssb79Lc8SrVFfNWJ8yal2Eq5SvNLMswbV6BuWRXzCa54ZnJDdNGF8wkOGMywQlT8Svw1LAC0wan73yf1C/HRPxySKtfgclEFzxJcMV4vDPG9M4YjXPGUKwT+mOc0BPjLNr8it4D3XoPdMR74ZzRG2eS/HAm2R8nzIHixZvTV6Ela41YY8Zq1GWsknh5U97GRdBb6MG30yJAyOsLw9C4LURK2ikP/bHWEXQFubbyaAMaM9aixhaAY6mBqEsNQm1qAOrsAWhMD8SJvHU4W7QRPQdjvwP6GAd0jF7UmDTYa4wy6zlyRA+mCjBxi8bcFq4HlRVEC5NNDCVKmPB4OmbatdAiYXbU4Apwgk3IVdyd2/Tq9Oj0+vToBF1NGBFmBbqCnKBzm/s4GeQYK6c3p16n91aQE3QF+/dAJ+QPqjXZMkyPfiQJg0dM6D9iFKM+dwT9NicoisJwKWM9zluC0Kr3RE34chxc+2sUe/09djj9LUqdf4Fy9/+KOq//hivBn2Ig8nMBac7ohvlEN7w2eeAbszf+T6of/j3NF/83wwf/L9MX/57pK6D/0e6Ot1YXvDSvwBubC16YV2A2+StMmj7XLPlLzFiWY87mgpc2D7ywumPe4oHnZlc8S3HDXLIzZpNcMGNagWmjE6aNyzGVuAKTCV/hqWEZJuK/wBP9l2JzRme5QXhzjBtW4IFuOe7qluN23Ar0xDnhusFNG4AmeqHD6IOzyf44awnEWdtqnEqnDl+Dlpy1aM1dh+bsNQJ5bfpK1GWtRUPOejQXBGtWGCagU7IQ8rqCUDTkB/8k6MrLK2/OlUes+diUvl6KnNbYglCTFoT6tJXi3ZsyVqM1ey3OFGyRNN6egzrcrjDgXk0KHtSbMVZLj65AT8JYTdLPAp3xd4LOkCFh5/ZUq31RligdTpgV5JxYIug0BTq9/c8F/XWXtuKf3p4hRjUxRM/OyMsPgU7Y1WdRuoxWpYA2UpUskN+pNOF2RSL6KhNlIHqrLB69B3RYzKng5MT2MFzM2YhzaatRHrUMB8O/QPGG3yDN7b/A8MnfIPFXf4Pcz/8T9rv/AmdDP8GV8M8wqPsSj00ueG7xwlu7D96neuObVB/8a5of/pTqi2/ZZ/PCW4sHXlvc8cLsKuAS3jmzC6ZSnPA0eQUmkpbjSfIHmzY7YzZlhRzzzOKM51Y3PLe6YN7mjnmb9m/nzE6YTXHGTPJyTCetwJTpK0yZCP8yzCQuw2yCdkNMGV3kbxwzuWLI5I7+JHf0Wf1wNdkbnSZvdNlX4lreFtzcEQkmtHXkb5VswlM7GU1Zj7rMleJdCV5t5hrUZ69DbfYG1OVs1OLmeVvRkB+CBkJeECrSpSU3WOQIvfXHTAFOuULIlTdXoNelrkJN2iqwpVdnWQyWwji/PQQXSyO08VV5PIaqjBiqSsDdSgOGKuKlHa4yYORoAkaPGcXDc2KJE0x3KnQYqtSD+2m8MSZa7OD6TknCak2VPHLmkn8M7McNWsIXUwW0vBgtbYDA84agrn9zoRDvunfIgJQgc8BJLU6vvtSjs4/7lU4n5MooXejR+SY63swjx5LFPgo6tflS0Ak7Iy795Qkg7LcO6kW+cFDaWxKNa4Uh6MjbiHpbAKrM3tgXuwx56/4ZFvdfwOL0n5Hr/rfY7ft3qFj5D2hc9z/RGfYpBuK/wmOLO56le+NlhjfeZPjgfWYAvskIwruMQLxND8CbNH+8SvUTm0/1xZzVCzNWT0xbPPA0xQ0Tya5iT8xueMobwOyMaasTZixOmLE5i5eftbvgmd0Vc6mu0s/9lDlTlhWYSlmOpynLMJm8TICfM63Ac5OTPAGmkl3wxOwug90Riydu27zRl+aPa6kB6E4LxJXcdejdFYm+PVpSW/cOLS/89C5GVDaiMUfz6Eq6NOZuQGPOJtTn0raggaCrOHp+CBrp0XP+PNCVN2eVAFXUSIHOAkf19lWykPpcUQi6d0ei52C8XEM6sDtHEjFUkYA75fpF2O8d1SAnzASeYBNyAs+bgEa5o0CXxcwLoBN6gu4IO2F2BJ3bNOXVKW3o0RXonBlVoBPmPxd0Shd68J8EnZD/EOiEXLz7YQP6ywy4fTgBg4cTBPie0mhcLg4HL3JzPut8+2B3zFfI3/xrZK/+J+QF/Q8UBf4D8t1/gT3+f4f6Db9EV+wfMJTigicZPpjL9cer/CC8yAzEi8yVYvMZQVhqc6n+EoGZtvrgqcX7OzZp88KU1QXTNmeBfMbuAkI+m6pBzpbwTxF0q5O0hH2SZl4u0D9LccF8igvmzG6Ytrnjid0LY+k+GMn0w52sQNzKCcL13DW4UbARfSXhGCqLx1CFUc4Bp9+7S6NwvjgMp4q2oC1vPVqy14lpEZfNaMnbgua8LVod9dytaMxxsKzNPwm64yBUyRaB3L4GtfbVqLGtQrV9lbSUMXW2lWjJonTZiq7iCNw8oBdHNVCeiMFKXr94DJTppaVnH642ykB1tJaekNPsibhzxCDen/tolDycbXzaTp3MvBLNptszxUM7gq7kioJdDUYdpQujLm87ivD+4k6ZGaUGZ6ycoBN6enTKFqXRf8yjK9BHa82LHp2eXX0WpYsCnbOf1Oe883lSCDhBp0Zf9OhlBm3f4QSRM9f3xaBjbxTaizbjWHoQDiV5YK/eCbsjv8COTZ+gcPX/Qp7336M44L+jYv0vcTzsU1xNWI4RuycmcwPxvHANZrKCxKYzV2I2IxAz6UGYTQvATGogZgh5WhAEdlsAZmy+mLb4STtrC8Azuy9mbR4a3DY3aefs7uLJVTtj1WBXLSM34uEtLpixEPAFyC0emLB5YDzNC/czfTGcF4jB/FXoLVyD3h0b0L8nVKtjUm2SR+NAhQE3D8TJAoiOkghwedvJws04kb8Jx/M3yYLmkwXBOJ6vmVTdzQlGa3YwWrK2ojlzC5ozN0u2IuXJD5mKuFDWULZQsrCwEat4HbOuRLUlCFXWIGm5XWNZKXVgTlFW7QzH9b068eq3DxvFUd2WwEKc5MMQeoJNwBmVUaCLxFnoZ58CnYBzup1G6Fn+bak2dwSdsHO/8vrcVuFF5dEZRyfg1OCE3RF0pdF/DHTKFr5XlKAr2fJR0DkApS0FXWA/nCCSpWd/HG7sjwUHNoSe8DO2fu1ALC7uiZRJCyYscUBErXjMHITDek/sC/sKpZt+h/0bPkX5xt+ifsunOB3xB1xLdMJduw8eZfphJncVZnICMZOzEtPZAZjODMRsJgEPwGy6n0BOoBlnn7N6S8x93uqDl/YAvLT74YXda0GPe360fWZxX9DtHh9pPTCd4o7JFDeRVGNWT4ymeWMkJwB3ClZhYPta9O3agFt7g6W+yeixBAnRjdQm4XalXiIal/ZEyoqfjp1hsnCZnpSr9c8WhuJM4YdJIOaYM2FLJXC1M1sxa6vknqsB58daFXVRoNObC+TmIFSlBEhOe2VKkLT8Xp0SiIbU1TiRuxnnt4fiamksbuzX4dZBLajQp8ZbB3Qa7JUa7Mp705vT1A1A0O8z/7zJtpBLwnwSu3h1gq6iLB/z6pQrjqFGHrs06sLwIgFnVIWw07srj/5zQP+YbPmLQOdA9Oa+WFzbG42r+2MkcehmmV5ags7+i8Vh6CgKxfmCUJwrjMDp/HC0p29Gk2Utag2+qIv1QG3YctQG/x7NwZ/hbMQfcCluGXoMK/A40xcTmT54muWLqSw/zGT741l2AOazA/EqOwhzdsLthXmLF16keOKl2Quvzd54a/XFO5sf3tq88cbmjddWL7FXFk8oe2n2gKOp/sVj7b6YSvHAkxRPPCTkdk8MZ/jibl4g7uxYi8GSjRg8EKKlq9Ya8KDJhAeNyRipTcTtSh16y2JkwEct3LkrHBd2hILaWLMwnCsKw/mCcJzbFoZz+RFirLCr7ExuGM4WMKnrQxLX0m3OhhJ2enx6dL5Shl77aHIAKpP8UGkKQHlSgLTcrkryR51tNdqzN8rNdnl3NK4xjU7gkQEAABdQSURBVPcAgwrxkuHYs5jpqEP/YT0GKvQCNwHntvpO2GlaDN6MsQaLFrmh7l6QMoT3x2B3BJ0enceqNABW2J1b8OYcaBL2Pxd0evOl+vyjoHMmVGyJdFEenaFFenTKFIJ+/WAcbpTpcf2QTjw6E/45OL25KwbXd8Xi2i4dLm+PQ8e2aFzIjUBndgQ60rbgfMoanDH4yqqbM5HLcD7iS3RFfIZb8b/HQMK/4K7xD7hvXobHdhfMpHvgRZYP3mT74ZnFVSIwL5Jd8DLJBW+SXPE+xR1/TPHAt2ZPfGP1wTdWP3xt8RV7b/bBuxRvvE32+o6xj/vUcfw3b+2aDHpi98Mjuy9G03wxkhOE4e1rMVKyGUMHgiWV9X69AY9ak/Co3YIHLcm4W2dAf1Uceiti5Sbv3hWOrp1h6NwRKjf8hcIQXCgk5KG4sC0cHQUR6CiIEussiAGtqzAWXUUxuLA9RstbYe7KR4zgO4JO2UKvzRVK5UYflCf64bApABVGf9lmP2+EtqwNOFMQgkvFUeLVb+7ToWe/HoT85p5oaRlJ6z0Yi74yHW6Xx4sRfA1+evZEidYMVyeJ/iVANIJFyUAJo0AmwEu9OmWM2q/2sWUfYac3nz2ZtRg2ZPjwzwWdf4ujbKF84Xf1WdToPwU6gSfslC704EwFFY9epheNykHprdI49JbE4kZxDK7sjMbFwih0Fkaja1sUbpWa0FMcjxuFUbiavRXd1lU4n+CFUzFOImPaN/0jzmz5R3SG/zOux36KAeOXGLM6YyrNE88zfDBtcZOBIieG5pOcBfa3yW742uyBbyye+KPNH++tfmLvLL54a/bBmxRvvE72WjR+p3Efj+HxX9v88SY1AJPp/niUEYD7mf64lx2AkW2rMVy8AaP7Q3DvcLhk+D1uTcbTk1Y8PWnHWGsKhusTMFCtR3+VHt27QvEx0M8XBAvoHQVhoHUWRkp5kO7tsbi4Iw6XdupwaWcsOnfGfM+YnaiMGYv06vTojLjQWx81B6LS6IvDid4CN2En9BWJPqg0euOYOUDybE5v24KLuyJxpSQG1/fFgbBf3xONa6VR0vJJfXN/tMDOAapAfjAOtzibygFrZYJEaRiavHc0CQL8UQ36R/U2TDRzAonZiZqnZmxdi6GrxRmWBW//oV+bIWU8nrOpmZg9mYGnxxmutEn77HQWXnZuw9subUDKVF5qdHp+ev0nzTYJLT6WEKNN5gU4kB6t1gbTbPldfRZBd9TnzFJUJuGoSpM2WbQQcXEcnFKjU7PzcUj9R+s9ZEDPAQNu7NPLIIj6UDTiXh5nwAAXbxxKlLyZW6Ux6CsOw+VUX3QmOuF45Kdo3PxLNG/4J5wO/Q2u6r7EgNEZY1ZvPDR74HGyByaS3TCd4oHnFm8JPzIc+TrNHy9sPpq8sXrjpd1X+tjPbcoe7uc223mrtxhDmC9yVmLQ4o6BLH+MFK3FWMlmjO8LxfihCDyujMNjrpxnMlOLWdY3Tp/KwNMTaSJfBqoN6DkcK9LlYkmUhPIY5aCEoV6nXdgRJh6VXpXAKeveGYEPxn3RUieHtXKkXk5xNDp3RaFjZyTOFlG6BKM1hzXSV+OYNRBHLP6oSvETq0j0QqXJE0eSvHDE6IkqkxdqLf5oz16Ps4Vb5e+6VBqNK3s1rc4oDDX7tb2xuLonCv0Ee3+MLKpWFQV690XLKiXCzmV5PGbgoG6xvVNuwGhVkqwb5ZpRVuni5BFrtchEUhsXZ9jkvLFKANeo8jvXiXLCiUvpCDnbqTYzJtuTMd1uwczJhSKlC4uq33UX4V1nIV5dyJeQpFTebUkV2GWFU3OqtnaVGY1crN3IUKYVvAnUZxF0x0EoIacHp0lqbqVJBqMyM7oAO0OMNPZxYMo47c1DhkW7cTAe1w/ocXVfnJxcrlRnX+/hRPRVmMS4zT56lIeVRozui0FvwSZ0WrzB1Ne2iM/QFvIpjm/9Dc6E/BYdC5NOt2K/wD2jqyR3Pc9ehVfb1uB5ViDmMvxl4MrB60yaL55aPTFmdMKI/kuMJ7vicYqbxMe5zX4atx/avNBrd0dvXgDu7lqPsQMheFwWiccV0Zio0uNJjQETdRroMuVN0NvT8aDRjNtH478HOrX6UtjZ52jcr+xicQQu7ojCpZ3RUieHtXIIevdODfILC8WLWKmL4UpO+R9LXYmjtkBUWQNQbfETwI8meaE62RtsaXVWgr5OQOfv4o14mSuR9uvk2rDl9eH4ihBz+R0rCagqAoSby/EGDy2AvrA8j8fR2K9AJ8Cs0ULICTKN2+zjDcD1qQJ6q0UD3WHN6PPTLGTEFwckY+Y4a8NYMX+G1b2ypHrA++4CvO0oAFcjcZKJ8ohPBEoibSmffWH9KkE3S7xexey/B7oKKRJsBTFbBbzMinKyaCG0qDw+9zMESS+uQCe8CnTCLuUYDifiVrkRt48kY6AqRYzb7OPPHKtOEdjvHdLjDmfyCjfjWuZKdFt90GVyw6mYP+Bs9Gc4H/kv6Ij8F3RHfYbL0Z/hRuznuBn3Bfp1X2Ew/iuMmJzxyOaFiXQ/MWY43ktykSxHZjrSeMzdxBVi3DdM0FO90LctCKOlW/DkcBSmjsRh8qgOk9UGTNQmgIsNxKPzsXyCobVUjNYno/9IPG6WxS16dOXVFeyLMJdECWjcv9Qul2iQU+4RcikKtStaQCfk57eHy5pRRm+Yqci3XNSmrxbYucC61h6IYxY/1Fr8BG62NWZfNNgDcTxH8+h8wvBvolcn3Lwuyhgepdfm2lIupNaK+0fKNuufD5bFof9AtJjjfh4/epRrSM2LnpyAs4wFzRF2njvx+G3WRdC5ZpQVAQj17AkLZk9qkD87ZcOLs6zX+F3QuTyPoHMwy3j8x0An4ApyRnvUZ9GjK9AFXE4GOXhu9jmCrrw8/42yW2UJArqC3LHlDUAv3l+ZJIAPHjWDRuDZJzfKPu1E3j1swL3KBIwdMWKsMgEPyw14eCgOd4u3YrBoI/pzVuK6zRvdictxNvb3OBH2W5wI/jVObvnfOLP1VzLzejn2c/QmOKE/2Q39Jlf0JDpJZOdmwgppr8cvw7W4L8G2z+iCfqsnejJ9cHv7aoztDxXAZ2oMmKlLwFRtIp7WJQro9Eh8NE+020UfjtSacKtChxuHYsHwIiFSthRm1c+WXlUZpQTlw+XiKFwrjsWVBSPs9Oid2xdA3x4utReP525GUyZnQzXQ6dkJOqFuSlsJJpaxpTH/5lT+JokCEXL+Tfy9CnRel54ybcabMoS1zgk2YaYRbsJM0Nmv9rEKGE2BrsXJNbAJuFr8vBR2R4+vFkdzXSmBfn7ajudnKFnsmD+TKqC/vpAtHv1d1zZ5JQxB5+BVgU6QnzQyj8a26MUdIeeNoD7fA50QK9iVR2cfp/4pU7iPul2W1XFp3YKpCSXqdXoIGvU7ZQ01PRPEaHeqkr5jqn+g0ojBI4ny8+4fS8GDGjMe1qbgUQ0tGY+qTXhUZcTDcj3uH4zBcGkoBndtQV/RBvRvW4crZg90JzjhXMznOBH+O5wI+xTtoZ+gLfg3aN7yK/nO/pPhv5N+7j8d9Xt0xS/HpWQ39OUG4s7O9aLLp4/FY7bOhJl6E6ZZU7DWhMkGbeU8PQlTRBliG6pORF855xaicaU0Uox698eMMoGRKxoH9tq50uNaaSxulsaJcftqCeVLlGh4anyGKllJl7XRm5g/I3MVQZLXwtyWlozVOJG9Bqdy1+F03nppz27biK6dIfJ3Lf2djteG13T4iFFqnSuoCbny5uoGINjsU96d/ferTQKZZDMuQC7ae6GkBWFXwCtJw+88RtWAedPBOjDpeHk+TWu5zbfZLQH9Jd9ox3cbtaaJN9e8twb7UsAJOa+V+iyC/lODUQW9gtxxgomw/xDohJwQM7/9x2ykxgLavVorRutsuF+r5S0wRPSgJhkjVSZ5TPLEjjnYw6NGPDxiwKMyHe7tDkNv7lpcsvuhI8UT50xuOGt0xekEZ5zQLxc7rluGttgvxU4ZnNBp9sKVND/cLlqHu6WbMV4ehamaeEzXGcWTT9QYNX3eZJHV8xztc7DDEf1glUFi6Nf3Ee6IRcAJsyPQhMzxuwJcBvHUvxzn7NNLmT+W+mMFtJ49OoGdnp4DVs5PnC0MxknmtmevA7MTmYPOdOCmjFU4nrsWZ/I34ELRFnTuCBbAL+0OlxtKORt1jdRkn7o2DB8y12XkSAKGyjUJQ6CVN1eg8ybgfmWsjT5Wkyygq8HlBzmSqdVscajhQi+uwCfo9OYsbPSuKw9vO7PxppNwswCSJlsIOvezyhf1ORddE3Tqc3pzBToHnpp3V1EeDfKPgs5V/1zl7wg8ZYny2ARcfXeEXEkXxl8Zh2U8lqGqngMx8l1CU1VGibkSWhWDVS37CDV/PstrsFrYeFMWHjdnY7wpAw8b0mRqV+QSPf5Rk4S3GOKSiQxm4ZXrMXHMjPHKRNw7EIuhPZEYLAnHwO4w3C4ORd/OYFzJXYvLOWvQnbkS5+1+OGfzRUdagPT3FG3E4O7NuHcgBOMVsZiojsdTlm6rTsDjGhMe1ZrwtJEDHxseN9rwqN6yOP3PPO9reyNxbU+E2PW9kbixL0pMnQeeC/bxuwrjMXTH88VQnjiRhUgUo1EsEtW3n7Ut43C1JBrU8Bywyqxr4VZ52wXfRMfsRLY0vrDrfOFGXCymBw+Xv0ly0CsTcLc6CcPHkqXlU3OgkrlLBmn5fajKiNFqk1TFZf0XVvVikX8at/nqFr7K5c7hOHm7BctEa8X/jVJ/kcAxeuIIuaa9P8DOfYTbEXTWdCHEX1/chvfduXjXze+sC6N5c0fQpXzGmRwJYyrQVQElgq7pde0aEXAaj1OfRY9O2EZrrN+BXQHNG4DA87uUvFhyQxDSHwOdcHJiQeUjcBZLmepn1uRYDZP0+Z8pEJtoypa/iT+foPOm4u/n3/qgzo5RThLUWLXJi6PJou2HynQYPBiL2/ujcYvw7dyKS4UbcXN3KK7vCpbt89mrcDo9AGczg9CVvw7Xtm/C4N5QjJSFYexILMar9RhnYXsp8aBVpuKJpDcn6A/rzHKzaXku9NYa6IRcga4g541PU6ATejU5I5CXx4P6eOhwohSIYpGoO6yIxpJ/rIQmMoYx7xgBnhNSDBee3rYZpwo0Y330M/nr0LF9My6XhImUIuSEmYDf5/lusMn54vc7VcZFyLlNh8EFGISXVXIJtIKc2wp0tverNbgf1iYvFBnVCowSYgW6qrtI2BXgalt5dR5P0Km/v7lUgK8v5uH9xRy868rBm44skS2UNMqjE3SW02C8ngDz5lKgM6T4s0EnyMo7O3pvgkVvT6Acjf0En/9GdH2ZHrcPxaKfGo6PvbI4yXW+fyxJwBhvsEIZYaE9abIvWBrGa+yYrEvHbFM2nrfmYa4tD9PN2XhSlya1ZlgpbKQyRSqIsZIYbwr+PferbZJ1KRMF1PmH9BISY2iM1WWv7QrFpaIt0nL76s4Q+d5F/bpto7aveKtWw6QiCg+O6MRY9mG0SoexhRJs8qhstGG8Qct55s1Lj0xJcok30d5I9HCQxtcRMnKxP0q22XeT1W0X+vsYvVg4Px/SZBNxt9yI4cNGqZvDbYI/UGaQ7EgGAji5QylCzc1XufAtF3x3EWujd+0OQzdv4uKtuFoaipv7I9F/mHVcEkViqSl75qpQcnEqn8Zt9jFZi2m4LObP1URcVcTVRQOLb6DjwDNK9rEcHWPiNFbsYsvKX4RWGUEn4ISaupyDUEf4uc1jWdGLHp3ShYDTo0vbxaKkfFWjBjqPoz4n6JQuHIwSdg1uRl/sAj6vEfuUN6eWV59Fj/7ngk74FejUeKwGRbgJO40XcaSKdf2S5VH/AWq7zKRxNu1pS5rYZEsaJmvtmKtPx4vmbLxuy8PL9jw8a87CdH0GJmpS8aAiGQ+qrHhYbcfj2nSML1QVe1iTKuU5OHjlrB29o8zuLUyAXC8JlyL5bGmsI355ZzC6izaLcft6Sagka/Hta4SbpdfYqlqDzMNWfz+fQJxuJuj0yNTfV0s0yH8IdPY77iPsPEc8ZzxPfGsEo02smUPY2Q4dYum/eG1SjakXJZGSDt29I0R0OLW4Ap1y5eKuLbi8OxjX9oShl2+Mq9BLFiIhZiLWUtgdIX/UYJaaiqyryCVzCni1pG6wjLIlRvpVSTvCrUrbcbKIJehUcVFCTA+uQGc8XYGu2r8EdGp0Rl1UHJ1Aqzi6Goz+LNAdYaenVlLF0aMribMUdF4wrkgZLI+Tlon7fBzyJHKGisn5ypi0T+MMF22uPRPPGtPwsjkTb9tz8f5Evtjr1mw8a8jATG0qJqrMUmBpsjYNU/UZmG7IxlR9Fp7UZeBRrR2ciubFoxcbrIyXC02vRu/Gi39jX4Rss6XXIxg0bvfsC8edilgMsyxytR73aFVccBAv/weCzpuS2XoEneMKnh+GYJk3wul0AXl/BG6xWNDBKDFu9+6PkJ9/c28YaPzO/v5D0RhgCYryhQFeWTyGD2nGXPc7Dk8mzlDeKI3AlZIwXNwVjM4dW0SmsKUnJ+j05tdKguV38efy/PPv5rnnCiC2HETzenBhNI3bMovYxIGdVlmXNV5Ypo7l5+RcHNVJgVH1sly+XpExcWWMjRNkBbqCnUArTc79BFtBzpbHaQNR6nN69R/36EqjK9DprR1BdxyMsp/7P+rRCTVBV7CzZZ+CnIA7GmUD5QuP01asxMuKFLX0iqtUeDLViWZZYGVM4KExb4E2fzIHL1vT8aY9E9+czMUfz+Tjj6e24d3xXLxszsBcQypm6myYrUvDbGMGnjXniM015grwE/XpeNKUJl6Lj2SmmhJ4ZuER9p4DUbh1KEaM3k7BTsi5fetQNIaO6jF8jIXwDbhXawBTcSUdtzZJ/h/MwWamniPoHEQy5YHJbpQqBJwAOxr7CPaPg67D8CHaB9jvchH6gTj072PR0GiRYXwiXS3mTRqM7p1bFyGnJ+d7Rq+XhsjvosOhkyHEssyNxTdb7NoYYwF4BTjHHRMt2uwl4eVcAWGWokZ1id+BXr0sl3AvnfyhvFBGiAmzo3wh6I72l4LOCSPqdEJM+fKUyqBZi8Is9eaUOOqzKF0ItSPs3HbU52oAyEGg8uoKdI7aBfBKHbiKnG8oY9VVegk+1jjJIjkNzGvg6HyhTh81F+3lmRy8OpGBd6cy8O3ZHPzpQh6+PZuHd6ey5AZ41pgKseYMzLdm4UVbrtjzllzMNWVjujFdPC7XD7Jcmaq2OlxN784kpVgx1h/kdu9BRkXCxbjNvuFjBkm7ZSWr0XqtWit/DjUsH/sTbZlSJIdRIN78LLw6UM4cIC1Xn3Dz9eHUsnzU05TGZT9fWUjja1b4ehTuoxygPGCkY6RMD84K07hN8NWgmpM3nKCh1qfMulISIjJFAC8Jke8EnW+M4+/iNaCWVguZGeOWnJNmalguZ/uu7OA+el01Xa9g12qnJy6UljZILXXeDDxOTf5QnhBoemdloqkd5AsjLcrTK9h5DPU5p/cZdfkpj87wInW6Al3pdAW6ptc1fc6bgPs/CroaXCrYFegy4FuIchByZYR9Ub4Q9HJtEMOTTJ2ntJycxLZUgZuAO0JOzUVjSbPXp9Lx9ZkMfHs+G//akYtvz+cK+PT0zxpteNaSjvm2TLxoy8Yrevr2PMy3ap59pikDk60sYKOVFSbsLNRDUIeqmFutWzTCTg9+cz+ljObNuZ+55QSceeb3G5Jwry4JnPlcCvpYPV+U8AH0/jItq1N7k7IGOQGmOcLOdwjRCDlh5D4N8jiMVOpw73A8Rss+GGG/yySqAzESQSLofHsFYb9RGiaSi08kQn+1NARXd30AnbKLA0Wee+bm/CWgMzeFoDt6diVbloJOPa4gZ/tDoBN2ZX8p6FxnqgakmlenZ9cmkBwHoYScWl59Fj266vhr+9cz8B/xDPwV9P+IV/Wv/6fvnYH/DxYTQGWLRCt+AAAAAElFTkSuQmCC" /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-33295872955831916842020-06-09T08:41:00.000+02:002020-06-09T08:47:16.382+02:00Educación en valores <span style="background-color: white; color: #3f3f3f; font-family: Roboto; font-size: 17px;">Teddy Newton es el director de este corto animado que trata sobre dos personajes muy curiosos que representan el día y la noche. Por ejemplo, cuando Día está feliz aparece un arco iris, mientras que en Noche aparecerán fuegos artificiales. Y aunque al principio se sienten incómodos juntos, con el tiempo aprenden a ver lo positivo del otro: como el día se convierte en noche y viceversa. Una historia para aprender a convivir con nuestros compañeros y quedarnos con las cosas buenas de los que nos rodean.</span><div><span style="background-color: white; color: #3f3f3f; font-family: Roboto; font-size: 17px;"><br /></span></div><div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/BeDqPfI2o0M" width="320" youtube-src-id="BeDqPfI2o0M"></iframe></div><span style="background-color: white; color: #3f3f3f; font-family: Roboto; font-size: 17px;"><br /></span></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-77303381499115107452020-06-08T08:57:00.000+02:002020-06-08T08:57:03.091+02:00Taller de arteEmpezamos la semana con este taller de arte:<br />
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<img border="0" data-original-height="1131" data-original-width="1600" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvX1fxT3NoMvIUNJPenNuPMy7ghyIe0WO7KDQW4kUal0BVYhbhsKlwAxeLen6tZkWDkdQUbUbLdCgfMAQrGTYmbtvdysdlr79fl8CAHaHpqulSOKQQklvjOxpd45LUrqVdF-VSslsmhLUR/s640/Juan+Gris+2.jpg" width="640" /></div>
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<img border="0" data-original-height="1131" data-original-width="1600" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTJEaoB-wZg8YDboYHsm2vRmmFf-_Busb0ilOAzDNhN9QD1zHRBTWzYSgKyEF5JYxCZOuoazj2XZd41KCQcj58UkTb-4OMRM88y04s8Ehydc6V3BQ82zVG-DwPLMZr5UP-bSqxAhYE1YFl/s640/Juan+Gris+5.jpg" width="640" /></div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-54009147936626587172020-06-08T08:56:00.000+02:002020-06-08T08:56:57.526+02:00Educación en valoresRETROCYCLING ROBOT:<br />
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Tú puedes poner tu granito de arena para cambiar el mundo...<br />
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/qCdDPCZfDoE/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/qCdDPCZfDoE?feature=player_embedded" width="320"></iframe></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-24306053463647044082020-06-05T12:09:00.000+02:002020-06-05T12:10:04.359+02:00Música - Canción de cuna<div><br /></div><div>Llanos nos manda "Canción de cuna"</div><br /><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/XsZI0gwlCAs" width="320" youtube-src-id="XsZI0gwlCAs"></iframe></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-56743556785856516712020-06-05T12:05:00.001+02:002020-06-05T12:10:08.256+02:00Educación en valores - Out of sight (Fuera de vista)<span style="background-color: white; color: #3f3f3f; font-family: Roboto; font-size: 17px;">Creado por tres estudiantes graduados de la Universidad Nacional de Artes de Taiwan, este corto de animación cuenta la historia de Chico, una niña ciega que es asaltada un día mientras paseaba a su perro guía Gogo. Al robarle el bolso, Gogo sale corriendo tras el delincuente, dejando sola a Chico. Esto le hará conocer el mundo de manera diferente por medio de los sentidos.</span><div><span style="background-color: white; color: #3f3f3f; font-family: Roboto; font-size: 17px;"><br /></span></div><div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/I1tGfknJ4v4" width="320" youtube-src-id="I1tGfknJ4v4"></iframe></div><span style="background-color: white; color: #3f3f3f; font-family: Roboto; font-size: 17px;"><br /></span></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-32576744430063742982020-06-04T09:07:00.001+02:002020-06-04T09:08:08.973+02:00Experimentos con el agua<span style="font-family: inherit;">Soy dura y fría como un cristal; ligera, blanca y vaporosa como el algodón. Clara, transparente y</span><br />
<span style="font-family: inherit;">movediza: soy el Agua. Una de mis diversiones favoritas es disfrazarme de nube, de lluvia, de nieve y hasta de granizo cuando me porto mal...</span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">El agua es un elemento fundamental del tiempo atmosférico de nuestro planeta - aquí proponemos dos experimentos para entender más sobre sus cambios de estado:</span><br />
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<img border="0" data-original-height="900" data-original-width="1600" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnAeiP7ZoOuelNfsdW2u7SYn4HUm_VVD48_aSmrFVI4P852Jn3Ptc1xYe30L-qjy0Hnlk9JQlTimySAgLpGzzDXEDEKRfIsg-EKpcLe8ir6ML5eOrqyM6nggm2aO897hriv3d2neU8jBYz/s640/Experimentos+1.jpg" width="640" /></div>
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<img border="0" data-original-height="900" data-original-width="1600" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgulkoKMgc0Rq36u4B3n81hNmx_O74hAhiu6VpJnQYFv2hJGpU_5YmipWf35qq5CfPRs0MvXsyyie03Eurf4dPKdAV-ZJZk6GkCD2iGPzzqQkTe1m3XjWJve9YKEVBHElp7SO90Zh3aCcAg/s640/Experimentos+2.jpg" width="640" /></div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/nI0_1t-4Ojg/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/nI0_1t-4Ojg?feature=player_embedded" width="320"></iframe></div>
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La estudiante que hace el experimento se equivoca en una palabra que utiliza al final de la explicación. ¿Sabes cuál es?</div>
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<img border="0" data-original-height="900" data-original-width="1600" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpLzHer47zLkUU_B9Jqp83AKe4Cipgegq4ELeWUA3kNBqUwkTytWjSXLLmwmn0gXGqXu-a5M-Sa-czJoBdXc14hJkGkwhX6aabUgJX8GVPwNaxiHv7v80ALconDtxgPgmg_KgZHp9OYqjK/s640/Experimentos+3.jpg" width="640" /></div>
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<img border="0" data-original-height="900" data-original-width="1600" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9fBO_kyYBG8s9sfcYN1xD_X-vYytADph3YpVwVzJdUzz1ll12zxLzpNFl3-gZxds-_eaYjw-Zfu4oJRCiVXhSSgnyUmaMcqhfHWricq6uhyphenhyphenwDMOCM2PABPSCM0xpbVpKjUZIeEHjIEuAa/s640/Experimentos+4.jpg" width="640" /></div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-41498434543006743782020-06-04T09:07:00.000+02:002020-06-04T09:07:02.501+02:00Brahms - el más clásico de los románticosLlanos os manda este vídeo para disfrutar...<br />
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/Yzcetn8TE9Q/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/Yzcetn8TE9Q?feature=player_embedded" width="320"></iframe></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-84160741375463294192020-06-03T08:55:00.001+02:002020-06-03T08:56:01.720+02:00Taller de arte - Roberto Matta<br /><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoujzWBz0IVvVNTWh1_LdGHHSeU8TMaXvfIkVOpbjDj0eLXULLMy8PuPdVsvrS8J_7WQnUDpZfJ6o63Y6VXZ5G0dduLdddSkBQpIDd8Vr02-KepWw-pKgEmyZSE1u1VefG6l-KMipTMbRx/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="518" data-original-width="788" height="420" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoujzWBz0IVvVNTWh1_LdGHHSeU8TMaXvfIkVOpbjDj0eLXULLMy8PuPdVsvrS8J_7WQnUDpZfJ6o63Y6VXZ5G0dduLdddSkBQpIDd8Vr02-KepWw-pKgEmyZSE1u1VefG6l-KMipTMbRx/w640-h420/Captura+de+pantalla+%2528186%2529.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic5ew_tVHS3sahmZU4DGz-XJD4luWkhB3BkABnnc5n2VEKUMwZJXB-Ba1adVt_XPKbpsl6-Bi6iGPkgKxClEYigUqPMI0547Rmq6OmpocmJkTtycCeySMWazgd6L-MuNGFBSnGTq_K_Cps/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="547" data-original-width="788" height="444" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic5ew_tVHS3sahmZU4DGz-XJD4luWkhB3BkABnnc5n2VEKUMwZJXB-Ba1adVt_XPKbpsl6-Bi6iGPkgKxClEYigUqPMI0547Rmq6OmpocmJkTtycCeySMWazgd6L-MuNGFBSnGTq_K_Cps/w640-h444/Captura+de+pantalla+%2528193%2529.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHXUlshUee9rH-yg0YURmvGREWNy9A_VFuv9XXL1MLbWohL3WDV8A6GBBhJc5uZiFX3KnkETqvIAp15Y9Zyjlywi0-1Utn9groE4_7Q9gh7tKMd2EnsTp_LnMr7ZMu3SEuzsKfJxenC31g/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="561" data-original-width="770" height="466" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHXUlshUee9rH-yg0YURmvGREWNy9A_VFuv9XXL1MLbWohL3WDV8A6GBBhJc5uZiFX3KnkETqvIAp15Y9Zyjlywi0-1Utn9groE4_7Q9gh7tKMd2EnsTp_LnMr7ZMu3SEuzsKfJxenC31g/w640-h466/Captura+de+pantalla+%2528194%2529.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg14_qGjSF0png2ipnSGZuPZLOEoAY4pkfn1GOdzbtVv_PDTkPThFn5WNUqJkDkUA08Kvt1fuiGc2TJ8jsNX7RIN2Rb91DAGvfgKu7QNXIpJhha2LmwcGpaLEc5dCTaC4jooQhTHi30BYF/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="554" data-original-width="777" height="456" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg14_qGjSF0png2ipnSGZuPZLOEoAY4pkfn1GOdzbtVv_PDTkPThFn5WNUqJkDkUA08Kvt1fuiGc2TJ8jsNX7RIN2Rb91DAGvfgKu7QNXIpJhha2LmwcGpaLEc5dCTaC4jooQhTHi30BYF/w640-h456/Captura+de+pantalla+%2528195%2529.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5iJn-He_6BbnLI8HCT62WbO3SmSAp68oekQ_r3tFPRTHbrngtIdmAKj63BP89Vyaf9OSWKMeGfRNlrHrsfaDDh9F4spnBR57jqRgBKsbdm_cdZfpLrMTLsVYmnKHd_j0vKr7pj0gLVlxR/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="557" data-original-width="784" height="454" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5iJn-He_6BbnLI8HCT62WbO3SmSAp68oekQ_r3tFPRTHbrngtIdmAKj63BP89Vyaf9OSWKMeGfRNlrHrsfaDDh9F4spnBR57jqRgBKsbdm_cdZfpLrMTLsVYmnKHd_j0vKr7pj0gLVlxR/w640-h454/Captura+de+pantalla+%2528196%2529.png" width="640" /></a></div><br /><div class="separator" style="clear: both; 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text-align: center;"><br /></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-6723195466271602222020-06-03T08:31:00.001+02:002020-06-03T08:55:57.809+02:00Educación en valores - No juegues conmigo<div>Interesante cortometraje para reflexionar sobre el acoso escolar, la presión grupal y el contagio social en el aula. Sé tú mismo/a y no te dejes llevar. Siempre que puedas, ayuda a quien esté en apuros.</div><div><br /></div><div><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/fdMKi64AKYs" width="320" youtube-src-id="fdMKi64AKYs"></iframe></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-59147369267667510902020-06-02T09:01:00.003+02:002020-06-02T09:01:28.543+02:00Enigma 4 - Los huracanes<br />
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<b><span style="color: #333333; font-size: 20.5pt;"><span style="font-family: inherit;">Qué son los huracanes<o:p></o:p></span></span></b></div>
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<span style="color: #333333; font-size: 16pt;"><span style="font-family: inherit;">Todos hemos visto
imágenes, tanto de la forma como de los daños y consecuencias que pueden
provocar los huracanes con sus fuertes vientos y lluvias torrenciales. A
continuación te explicamos <b>cómo se origina un huracán </b>paso a
paso:</span></span></div>
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<li><span style="color: #333333; font-family: inherit; font-size: 16pt; text-indent: -18pt;">El inicio de un
huracán es una perturbación o </span><b style="color: #333333; font-family: inherit; font-size: 16pt; text-indent: -18pt;">depresión tropical</b><span style="color: #333333; font-family: inherit; font-size: 16pt; text-indent: -18pt;">, lo que significa
una baja presión en un mar caliente en el que el agua esté por encima de los
26º. De ahí sale la energía que generará el huracán, del agua que rápidamente
se evapora y forma nubes.</span></li>
<li><span style="color: #333333; font-family: inherit; font-size: 16pt; text-indent: -18pt;">El </span><b style="color: #333333; font-family: inherit; font-size: 16pt; text-indent: -18pt;">aire
caliente va subiendo hacia arriba</b><span style="color: #333333; font-family: inherit; font-size: 16pt; text-indent: -18pt;">, mientras que el aire frío ocupa el
espacio que antes ocupaba el aire caliente.</span></li>
<li><span style="color: #333333; font-family: inherit; font-size: 16pt; text-indent: -18pt;">Este aire frío se
calienta, subiendo hacia arriba con el aire caliente y creando unas corrientes
de aire que forman una </span><b style="color: #333333; font-family: inherit; font-size: 16pt; text-indent: -18pt;">tormenta tropical</b><span style="color: #333333; font-family: inherit; font-size: 16pt; text-indent: -18pt;">.</span></li>
<li><span style="color: #333333; font-family: inherit; font-size: 16pt; text-indent: -18pt;">El aire fío entrando y
subiendo hacia arriba en forma de aire frío va </span><b style="color: #333333; font-family: inherit; font-size: 16pt; text-indent: -18pt;">formando el huracán</b><span style="color: #333333; font-family: inherit; font-size: 16pt; text-indent: -18pt;">,
mientras que el vapor condensado va causando las precipitaciones.</span></li>
<li><span style="color: #333333; font-family: inherit; font-size: 16pt; text-indent: -18pt;">Mientras esté en el
agua caliente, el huracán irá ganando fuerza y capacidad de destrucción.</span></li>
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<b><span style="color: #333333; font-size: 20.5pt;"><span style="font-family: inherit;">En qué categorías se
clasifica un huracán<o:p></o:p></span></span></b></div>
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<span style="font-family: inherit;"><b><span style="color: #333333; font-size: 16pt;">Los huracanes se clasifican en 5 categorías</span></b><span style="color: #333333; font-size: 16pt;"> en función de la
intensidad de sus vientos, efectos de las olas y capacidad de producir
inundaciones. Estas son las distintas categorías de huracanes:<o:p></o:p></span></span></div>
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<ul>
<li><span style="font-family: inherit;"><span style="color: #333333; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: #333333; font-size: 16pt;">Categoría 1: vientos entre 118 y 153 km/h, pero mínima capacidad para
producir daños en Tierra.<o:p></o:p></span></span></li>
<li><span style="font-family: inherit;"><span style="color: #333333; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: #333333; font-size: 16pt;">Categoría 2: vientos entre 154 y 177 km/h, con capacidad moderada de
producir daños.<o:p></o:p></span></span></li>
<li><span style="font-family: inherit;"><span style="color: #333333; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: #333333; font-size: 16pt;">Categoría 3: vientos entre 178 y 209 km/h, con capacidad extensa de
producir daños.<o:p></o:p></span></span></li>
<li><span style="font-family: inherit;"><span style="color: #333333; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: #333333; font-size: 16pt;">Categoría 4: vientos entre 210 y 250 km/h, con capacidad extrema de
producir daños.<o:p></o:p></span></span></li>
<li><span style="font-family: inherit;"><span style="color: #333333; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: #333333; font-size: 16pt;">Categoría 5: vientos de más de 250 km/h, con capacidad catastrófica de
producir daños.<o:p></o:p></span></span></li>
</ul>
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<b><span style="color: #333333; font-size: 20.5pt;"><span style="font-family: inherit;">Dónde se forman los
huracanes<o:p></o:p></span></span></b></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-size: 16pt;"><span style="font-family: inherit;">Dado que para que se forme el huracán la temperatura del mar tiene que estar
cerca de los 26-27ºC, normalmente se originan en las épocas de calor. Este
fenómeno se da en casi todas las <b>zonas oceánicas tropicales</b>, las
más calurosas, menos el Atlántico Sur y el Pacífico Sur.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-size: 16pt;"><span style="font-family: inherit;">A parte de esto, hay que tener en cuenta que un huracán requiere<b> de
una extensión de océano muy grande</b> para que pueda ir cogiendo fuerza,
por lo que tienen que formarse en algún punto alejado de la costa para no
entrar en tierra firme y perder potencia antes de convertirse en huracán.
Dependiendo de donde se origine, en vez de un huracán, lo que llegue a tierra
será una depresión tropical o una tormenta tropical.<o:p></o:p></span></span></div>
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<span style="color: #333333; font-size: 16pt;"><span style="font-family: inherit;">Además, dependiendo de la zona geográfica en la que se de este fenómeno,
tenemos <b>distintos nombres para identificarlo</b>, así pues:<o:p></o:p></span></span></div>
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</div>
<ul>
<li><span style="font-family: inherit;"><span style="color: #333333; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: #333333; font-size: 16pt;">Lo llamamos <b>huracán</b> cuando el ciclón tropical se origina
en el Océano Atlántico o el Océano Pacífico oriental.<o:p></o:p></span></span></li>
<li><span style="font-family: inherit;"><span style="color: #333333; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: #333333; font-size: 16pt;">Lo llamamos <b>Ciclón</b> si se forma en el océano Índico Norte o
en la Bahía de Bengala.<o:p></o:p></span></span></li>
<li><span style="font-family: inherit;"><span style="color: #333333; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: #333333; font-size: 16pt;">Lo llamamos <b>Tifón</b> si se forma en el Oeste del Océano
índico, es decir, China, Corea o Japón.<o:p></o:p></span></span></li>
<li><span style="font-family: inherit;"><span style="color: #333333; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: #333333; font-size: 16pt;">Lo llamamos <b>Willy-Willy</b> si se forma en Australia.<o:p></o:p></span></span></li>
<li><span style="font-family: inherit;"><span style="color: #333333; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: #333333; font-size: 16pt;">Lo llamamos <b>Baguía</b> si se forma en Filipinas.<o:p></o:p></span></span></li>
</ul>
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<span style="color: #333333; font-size: 16pt;"><span style="font-family: inherit;">Sea como sea, se trata
siempre del mismo fenómeno atmosférico.<o:p></o:p></span></span></div>
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<span style="color: #333333; font-size: 16pt;"><span style="font-family: inherit;"><br /></span></span></div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4369824633754182639.post-23012041180524925932020-06-02T09:01:00.002+02:002020-06-02T09:01:22.338+02:00Las mil y una noches...Pinchando en la imagen escucharás la historia EL PÁJARO QUE HABLA, EL ÁRBOL QUE CANTA, Y EL AGUA DE ORO contado por Llanos:<br />
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<a href="https://drive.google.com/file/d/1vJDT8ZuhekoT6kcHmnLdjN7jCNkuiJ4A/view?usp=sharing" target="_blank"><img border="0" data-original-height="1600" data-original-width="1131" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCRQWbqJQu-lSknIk4FkQfdMGytvg9Lq2ITblHnd5AZZUZ9d_kHqY5mwl9-bpFeeh8vO3yligNz22jHgeVPrbPo2-ydLygHXVWZlsq3hHsXQjVJwjDOL2tIvQ0j7ksZ4Dsuo1vyPx6hAYe/s640/pajaro11.jpg" width="452" /></a></div>
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