<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-297000914828628904</id><updated>2012-01-28T19:16:36.652+01:00</updated><category term='triatlo'/><category term='bicicleta'/><category term='triatló'/><category term='esquí'/><category term='Entreno'/><category term='Aguilar'/><category term='pubalgia'/><category term='leve'/><category term='duatló'/><category term='bici'/><category term='bkool'/><category term='entrenar'/><category term='ciclocròs'/><category term='Btt'/><category term='córrer'/><category term='Tacx'/><category term='nedar'/><category term='bi'/><title type='text'>Pep Tatché</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default?start-index=101&amp;max-results=100'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>459</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-8988983534833719651</id><published>2012-01-28T19:16:00.001+01:00</published><updated>2012-01-28T19:16:36.662+01:00</updated><title type='text'>Newton Gravity</title><content type='html'>&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh6.googleusercontent.com/-GdfeDzXfvvo/TyQ7g6MGZEI/AAAAAAAAFek/9MjW9l8Q-xc/s640/blogger-image-2004029822.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh6.googleusercontent.com/-GdfeDzXfvvo/TyQ7g6MGZEI/AAAAAAAAFek/9MjW9l8Q-xc/s640/blogger-image-2004029822.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-8988983534833719651?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/8988983534833719651/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=8988983534833719651&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/8988983534833719651'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/8988983534833719651'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2012/01/newton-gravity.html' title='Newton Gravity'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh6.googleusercontent.com/-GdfeDzXfvvo/TyQ7g6MGZEI/AAAAAAAAFek/9MjW9l8Q-xc/s72-c/blogger-image-2004029822.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-3419608664676034343</id><published>2012-01-28T09:17:00.001+01:00</published><updated>2012-01-28T18:07:11.989+01:00</updated><title type='text'>El Teide</title><content type='html'>Gràcies al colega Adam he pogut escalar el Teide sancer. 44 km i més de1000 metres de pujada..&lt;br /&gt;
Bon paisatge!&lt;br /&gt;
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&lt;a href="http://3.bp.blogspot.com/-gUwg2BkeYJ8/TyQrKHZ_RWI/AAAAAAAAFec/utpuLjE7Deg/s1600/Captura.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="137" src="http://3.bp.blogspot.com/-gUwg2BkeYJ8/TyQrKHZ_RWI/AAAAAAAAFec/utpuLjE7Deg/s200/Captura.JPG" width="200" /&gt;&lt;/a&gt;&lt;a href="https://lh3.googleusercontent.com/-QBMqSZZzu1E/TyOvMMoD1II/AAAAAAAAFeU/udbckH4gtr0/s640/blogger-image--495244094.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="175" src="https://lh3.googleusercontent.com/-QBMqSZZzu1E/TyOvMMoD1II/AAAAAAAAFeU/udbckH4gtr0/s200/blogger-image--495244094.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-3419608664676034343?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/3419608664676034343/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=3419608664676034343&amp;isPopup=true' title='1 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/3419608664676034343'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/3419608664676034343'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2012/01/el-teide.html' title='El Teide'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-gUwg2BkeYJ8/TyQrKHZ_RWI/AAAAAAAAFec/utpuLjE7Deg/s72-c/Captura.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-4354845727849722823</id><published>2012-01-27T16:30:00.003+01:00</published><updated>2012-01-27T16:32:26.186+01:00</updated><title type='text'>Evolució de la Aerodinàmica</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://1.bp.blogspot.com/-nDWydl3qDaU/TyK-IE9vbuI/AAAAAAAAFcs/NmT6oNRHVvQ/s1600/alberto_contador_bg_01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="136" src="http://1.bp.blogspot.com/-nDWydl3qDaU/TyK-IE9vbuI/AAAAAAAAFcs/NmT6oNRHVvQ/s200/alberto_contador_bg_01.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href="http://3.bp.blogspot.com/-5owE0YYhDKU/TyLBPXax08I/AAAAAAAAFdk/AfdclWHOryA/s1600/contador.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-5owE0YYhDKU/TyLBPXax08I/AAAAAAAAFdk/AfdclWHOryA/s200/contador.jpg" width="168" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Rth1W_RqwaI/TyLBOAteYaI/AAAAAAAAFdc/axkuBWGJo4Y/s1600/levi1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="183" src="http://4.bp.blogspot.com/-Rth1W_RqwaI/TyLBOAteYaI/AAAAAAAAFdc/axkuBWGJo4Y/s200/levi1.jpg" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Levi Leipheimer, li va treure 1 minut al Contador ahir, al Tour de Sant Luis&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-K42937HxOYU/TyLC8EZA4mI/AAAAAAAAFeE/I3KhHvcIOUs/s1600/Levi_PR.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://1.bp.blogspot.com/-K42937HxOYU/TyLC8EZA4mI/AAAAAAAAFeE/I3KhHvcIOUs/s200/Levi_PR.jpg" width="145" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Foto d'en Levi feta per l'Ibon ahir al Tour de Sant Luis, després de córrer&lt;/td&gt;&lt;/tr&gt;
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&lt;a href="http://2.bp.blogspot.com/-Oo8R_-vR4Ak/TyLBQJAKwAI/AAAAAAAAFds/m54zMFmYe9o/s1600/341481.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="133" src="http://2.bp.blogspot.com/-Oo8R_-vR4Ak/TyLBQJAKwAI/AAAAAAAAFds/m54zMFmYe9o/s200/341481.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;Al final, després de mil proves i mil hores en túnel de vent,&amp;nbsp; vols dir que no acabem fent la clàssica posisció d'ou de tota la vida de l'esquí?&lt;br /&gt;
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&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-4354845727849722823?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/4354845727849722823/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=4354845727849722823&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/4354845727849722823'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/4354845727849722823'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2012/01/evolucio-de-la-aerodinamica.html' title='Evolució de la Aerodinàmica'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-nDWydl3qDaU/TyK-IE9vbuI/AAAAAAAAFcs/NmT6oNRHVvQ/s72-c/alberto_contador_bg_01.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-8430141843955343705</id><published>2012-01-27T09:29:00.000+01:00</published><updated>2012-01-27T19:14:46.348+01:00</updated><title type='text'>Estudios sobre la Fractura de Clavícula</title><content type='html'>&lt;span class="" id="result_box" lang="es"&gt;&lt;span title="Background"&gt;&lt;a href="http://www.ncbi.nlm.nih.gov/pmc/articles/PMC3224586/?tool=pmcentrez" target="_blank"&gt;ESTUDIO &lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class="" id="result_box" lang="es"&gt;&lt;span title="Background"&gt;&lt;u&gt;&lt;b&gt;Antecedentes&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;span title="In the treatment of clavicle fractures, the choice of procedure depends on the possibility of restoring the anatomical functional integrity of the shoulder."&gt;En el tratamiento de las fracturas de clavícula, la elección del procedimiento depende de la posibilidad de restablecer la integridad anatómica funcional del hombro.&lt;/span&gt;&lt;span title="Methods"&gt;&lt;u&gt;&lt;b&gt;Método&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;span title="We examined 71 patients (51 males and 20 females, mean age 38.9 years) who were affected by clavicle fracture sequelae."&gt;Se examinaron 71 pacientes (51 hombres y 20 mujeres, edad promedio 38,9 años) que fueron afectados por las secuelas de fractura de clavícula. &lt;/span&gt;&lt;span title="Demographic and clinical data and the site of the lesion were recorded for each partecipant."&gt;Los datos demográficos y clínicos y el sitio de la lesión se registraron para cada participante. &lt;/span&gt;&lt;span title="The dissatisfaction of the patient was determined by the presence of 1 or more affirmative answers on the Simple Shoulder Test."&gt;La insatisfacción del paciente se determinó por la presencia de una o más respuestas afirmativas en la prueba de hombro simple. &lt;/span&gt;&lt;span title="The Constant Shoulder Score was also included in the functional and clinical exams."&gt;La puntuación constante del hombro también fue incluido en los exámenes clínico y funcional. &lt;/span&gt;&lt;span title="We measured the length of the healthy clavicle and the previously fractured clavicle, and we expressed the difference in length in mm and in percentage shortening."&gt;Se midió la longitud de la clavícula sana y la clavícula fracturada previamente, y que expresa la diferencia de longitud en mm y en la reducción de porcentaje. &lt;/span&gt;&lt;span title="We then examined the correlations between the shortening of the bone and the clinical and functional outcomes of the patients."&gt;A continuación, examinó las correlaciones entre el acortamiento de los huesos y los resultados clínicos y funcionales de los pacientes.&lt;/span&gt;&lt;span title="Results"&gt;&lt;u&gt;&lt;b&gt;Resultados&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;span title="Sixty patients had a lesion of the diaphysis, 8 patients had a lesion of the lateral third of the clavicle, and 3 patients had a lesion of the medial third of the clavicle."&gt;Sesenta pacientes tenían una lesión de la diáfisis, 8 pacientes tenían una lesión en el tercio externo de la clavícula, y 3 pacientes tenían una lesión en el tercio medial de la clavícula. &lt;/span&gt;&lt;span title="The mean Constant Shoulder Score was 77.9, and 51 of the 71 patients were satisfied with their treatment."&gt;La puntuación media fue de 77,9 constante del hombro, y 51 de los 71 pacientes estaban satisfechos con su tratamiento. &lt;/span&gt;&lt;span title="Radiography showed a mean clavicle shortening of 10 mm (mean percentage 6.5%)."&gt;La radiografía mostró una reducción media de la clavícula de 10 mm (porcentaje medio del 6,5%). &lt;/span&gt;&lt;span title="In the 20 dissatisfied patients, the mean clavicle shortening was 15.2 mm (9.7%)."&gt;En los 20 pacientes insatisfechos, la reducción media de la clavícula 15,2 mm (9,7%). &lt;/span&gt;&lt;span title="In these patients, we found a highly significant association between dissatisfaction with treatment and the amount of bone shortening, (p &amp;lt; 0.0001), as well as with a diaphyseal location (p &amp;lt; 0.05) and with the female sex (p = 0.004)."&gt;En estos pacientes, se encontró una asociación altamente significativa entre la insatisfacción con el tratamiento y la cantidad de acortamiento del hueso, (p &amp;lt;0,0001), así como con una localización diafisaria (p &amp;lt;0,05) y con el sexo femenino (p = 0,004). &lt;/span&gt;&lt;span title="No other variable related to the patient, the type of treatment or the fracture characteristics correlated with the treatment outcome."&gt;Ninguna otra variable relacionada con el paciente, el tipo de tratamiento o las características de fractura relacionada con el resultado del tratamiento.&lt;/span&gt;&lt;span title="Conclusions"&gt;&lt;u&gt;&lt;b&gt;Conclusiones&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;span title="In the literature, measurements of the shortening of the bone segment following a fracture range between 15 and 23 mm, and marked shortening is correlated with the failure of conservative treatment."&gt;En la literatura, las mediciones de la reducción del segmento óseo después de una gran fractura entre 15 y 23 mm, y el acortamiento marcado está relacionada con el fracaso del tratamiento conservador. &lt;/span&gt;&lt;span title="However, these data need to be reinterpreted in light of the physiological variability of the clavicle length, which ranges from 140 to 158 mm in the healthy population."&gt;Sin embargo, estos datos deben ser reinterpretados a la luz de la variabilidad fisiológica de la longitud de la clavícula, que va desde 140 hasta 158 mm en la población sana. &lt;/span&gt;&lt;span title="Shortening of the bone by more than 9.7% should be the cut-off for predicting failure of conservative treatment."&gt;Acortamiento de los huesos de más de 9,7% debe ser el punto de corte para predecir el fracaso del tratamiento conservador.&lt;/span&gt;&lt;/span&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh3.googleusercontent.com/-T9WLwD5ICw0/TyLplHNM89I/AAAAAAAAFeM/RrmWpt-M21Y/s640/blogger-image-1859695129.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh3.googleusercontent.com/-T9WLwD5ICw0/TyLplHNM89I/AAAAAAAAFeM/RrmWpt-M21Y/s640/blogger-image-1859695129.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-8430141843955343705?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/8430141843955343705/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=8430141843955343705&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/8430141843955343705'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/8430141843955343705'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2012/01/estudios-sobre-la-fractura-de-clavicula.html' title='Estudios sobre la Fractura de Clavícula'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh3.googleusercontent.com/-T9WLwD5ICw0/TyLplHNM89I/AAAAAAAAFeM/RrmWpt-M21Y/s72-c/blogger-image-1859695129.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-5904571862003745606</id><published>2012-01-25T22:11:00.001+01:00</published><updated>2012-01-26T18:13:36.239+01:00</updated><title type='text'>Problemes</title><content type='html'>La visita del metge d'ahir amb la corresponent sessió de raig X, van desvetllar que hi ha 2 estelles de clavícula polulant per aquí dins... &lt;br /&gt;
Fins aquí bé, però això vol dir que trigarem més a reomplir els forats deixats per les estelles i a més a més aquestes partícules fora de lloc faran que el "callo" ossi que es formi al mig de la meva "esvelta" clavícula, serà del tamany d'un ou XXL de gallina. &lt;br /&gt;
&lt;br /&gt;
Però bé, que no falti el bon humor i a fabricar massilla òssea!!  (algún dia ja tornaré a agafar fort un manillar!!)&lt;br /&gt;
&lt;br /&gt;
M'haurè de replantejar del tot la temporada. &lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://lh5.googleusercontent.com/-iNoX5A1UuoY/TyBykcLfeoI/AAAAAAAAFck/1uZSPSPpu-Q/s640/blogger-image-1724020001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh5.googleusercontent.com/-iNoX5A1UuoY/TyBykcLfeoI/AAAAAAAAFck/1uZSPSPpu-Q/s640/blogger-image-1724020001.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-5904571862003745606?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/5904571862003745606/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=5904571862003745606&amp;isPopup=true' title='4 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/5904571862003745606'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/5904571862003745606'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2012/01/problemes.html' title='Problemes'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh5.googleusercontent.com/-iNoX5A1UuoY/TyBykcLfeoI/AAAAAAAAFck/1uZSPSPpu-Q/s72-c/blogger-image-1724020001.jpg' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-1124812649495300032</id><published>2012-01-21T23:35:00.002+01:00</published><updated>2012-01-24T19:23:43.835+01:00</updated><title type='text'>Reflexions</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-SSpWHII_BWI/Txs4y4bhwCI/AAAAAAAAFb8/q4-3oHqMC7g/s1600/DCP_1207.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="133" src="http://4.bp.blogspot.com/-SSpWHII_BWI/Txs4y4bhwCI/AAAAAAAAFb8/q4-3oHqMC7g/s200/DCP_1207.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href="http://1.bp.blogspot.com/-nAAXLdu5OLU/Txs42tRxdII/AAAAAAAAFcE/Mu_G-xbEG9U/s1600/DCP_1351.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="133" src="http://1.bp.blogspot.com/-nAAXLdu5OLU/Txs42tRxdII/AAAAAAAAFcE/Mu_G-xbEG9U/s200/DCP_1351.jpg" width="200" /&gt;&lt;/a&gt;Des de l'any 2.008 quan em vaig trencar els 2 braços de cop, que no havia
 estat una setmana tan parat a nivell esportiu. Això sempre serveix per 
agafar distancia i recapacitar.. ara pensava que des dels 11 anys que faig ciclisme de "carreres" com dèiem abans, i ja en tinc 38, això son 27 anys d'esport que han donat per molt, però sobretot per fer molta bici, mountain bike, atletisme, triatlons, esquí de muntanya, esquí de fons, alpinisme, ironmans, i ciclocròs... i més bici, més BTT, més triatlons i duatlons de carretera i BTT.. i molt Rodet des de l'any 2008,&lt;br /&gt;
Cal dir també que durant els anys 1992 fins el 1996 vaig aixecar molt el peu de l'esport per bolcar-me en la meva carrera per acabar sent Enginyer industrial sense anar a cap recuperació i aprovant en condicions, i sempre a la primera.. i es que en el fons soc competitiu, i si ja ho era al néixer, la vida m'ha portat a ser-ho més.. Bé més que competitiu, diria que sóc perfeccionista, o si més no, voler fer-ho sempre millor que la mitjana.. o el millor de tots al final.. això em produeix benestar o autocomplaença o vanitositat.. no ho sé, però quan em poso a fer alguna cosa sempre penso en com es pot millorar o fer millor..&lt;br /&gt;
&lt;a href="http://4.bp.blogspot.com/-EORP4YluKc8/Txs44Yyy12I/AAAAAAAAFcM/usv6iuK8BMs/s1600/robert+pep.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="141" src="http://4.bp.blogspot.com/-EORP4YluKc8/Txs44Yyy12I/AAAAAAAAFcM/usv6iuK8BMs/s200/robert+pep.jpg" width="200" /&gt;&lt;/a&gt;Per això ara faig el següent raonament, si vull ser el millor en el què faig, i cada vegada tinc menys temps per motius familiars i laborals, seria lògic dedicar-se al què millor se'm dona per les meves condicions físiques, i a més ha de ser una disciplina que requereixi poc temps i que hi hagi competicions prop de Barcelona, que no requereixi molta habilitat però que tingui certa durada (mig fons o fons) i que la bici tingui un pes específic gran. Si faig cas d'això, és obvi que el triatló i el duatló ha de ser el meu fort.. i sobretot aquells on la bici tingui més importancia.. això vol dir tris de muntanya i mitja i llarga distancia "NO DRAFTING!!!" així que ja pots comprar-te unes Newton Pep i fer el favor de tornar a córrer a 3 min el km i sense trencar-se!! estira i fes gim!!i seràs FELIÇ esportivament.. ja que familiar i laboralment ja en soc!&lt;br /&gt;
Gracies Blog per deixar-me les coses clares!!&lt;br /&gt;
Ah! i per cert! per mi les xarxes socials de Google i Facebook son només esportives, es a dir que no és que estigui obsessionat i tot entorn meu és esport, però només parlo d'esport amb els amics i amb les xarxes!&amp;nbsp; Abraçada a tots els meus lectors! us estimo! tot i que no tant com a la meva DONA!!&amp;nbsp; ;)&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-1124812649495300032?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/1124812649495300032/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=1124812649495300032&amp;isPopup=true' title='2 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/1124812649495300032'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/1124812649495300032'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2012/01/reflexions.html' title='Reflexions'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-SSpWHII_BWI/Txs4y4bhwCI/AAAAAAAAFb8/q4-3oHqMC7g/s72-c/DCP_1207.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-1188549734807952846</id><published>2012-01-21T15:25:00.000+01:00</published><updated>2012-01-21T17:04:34.311+01:00</updated><title type='text'>Cómo tratar una clavícula rota</title><content type='html'>&lt;div class="almost_half_cell" id="gt-res-content"&gt;
&lt;div dir="ltr" style="zoom: 1;"&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://3.bp.blogspot.com/-Mr7Gt6esDlo/Txrf_NMnbYI/AAAAAAAAFbs/zgeS8mytgnw/s1600/fractura_clavicula.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="150" src="http://3.bp.blogspot.com/-Mr7Gt6esDlo/Txrf_NMnbYI/AAAAAAAAFbs/zgeS8mytgnw/s200/fractura_clavicula.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;FRACTURAS DE CLAVÍCULA&lt;br /&gt;&lt;br /&gt;•&amp;nbsp; Inmovilización 14 a 21 días &lt;br /&gt;•&amp;nbsp; Si hay lesión del plexo braquial rehabilitar de acuerdo a lo necesario. &lt;br /&gt;&lt;br /&gt;Durante la inmovilización: &lt;br /&gt;•&amp;nbsp; 2o -3er dia fijar la escapula y hacer mvtos: &lt;br /&gt;•&amp;nbsp; pequeños activo-pasivos de: &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;&lt;a href="http://4.bp.blogspot.com/-GpzmLutglAE/TxrgARqMjLI/AAAAAAAAFb0/w3xscCcqq7Q/s1600/clavicula2.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="142" src="http://4.bp.blogspot.com/-GpzmLutglAE/TxrgARqMjLI/AAAAAAAAFb0/w3xscCcqq7Q/s200/clavicula2.gif" width="200" /&gt;&lt;/a&gt;
&lt;li&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;&amp;nbsp;Rotacion brazo &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;&amp;nbsp;Retracción &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;&amp;nbsp;Protrucción &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;&amp;nbsp;Isométricos suaves del deltoides&lt;/span&gt;&lt;/span&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;&amp;nbsp;Isométricos flexo-extensión hombro&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;a href="https://physsportsmed.org/sites/default/files/article_figures/psm.2011.09.1930_fig1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="166" src="https://physsportsmed.org/sites/default/files/article_figures/psm.2011.09.1930_fig1.jpg" width="200" /&gt;&lt;/a&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;Después de la inmovilización o de la osteosíntesis (intervención: placa o clavos): &lt;br /&gt;&lt;br /&gt;•&amp;nbsp; Manejo Sedativo &lt;br /&gt;•&amp;nbsp; Movilización Progresiva. &lt;br /&gt;•&amp;nbsp; Activo-asistida &lt;br /&gt;•&amp;nbsp; Más tarde Activa. &lt;br /&gt;•&amp;nbsp; Movimientos de: &lt;br /&gt;•&amp;nbsp; Elevación &lt;br /&gt;•&amp;nbsp; Descenso &lt;br /&gt;•&amp;nbsp; Retracción &lt;br /&gt;•&amp;nbsp; Protrucción &lt;br /&gt;•&amp;nbsp; Tonificación muscular progresiva. &lt;br /&gt;•&amp;nbsp; Si hay excesiva rigidez y cuando hay completa consolidación se recomiendan movilizaciones articulares &lt;br /&gt;•&amp;nbsp; Ejercicios resistidos solamente cuando la fractura ha consolidado y no hay dolor con el movimiento. &lt;br /&gt;&lt;br /&gt;Las fracturas&lt;/span&gt; &lt;span class="hps"&gt;de la clavícula&lt;/span&gt; &lt;span class="hps"&gt;son muy comunes.&lt;/span&gt;&amp;nbsp;&lt;span class="hps"&gt;&lt;/span&gt; &lt;span class="hps"&gt;Son más frecuentes en&lt;/span&gt; &lt;span class="hps"&gt;la población joven masculina&lt;/span&gt;, &lt;span class="hps"&gt;y&lt;/span&gt; &lt;span class="hps"&gt;una historia completa&lt;/span&gt;, &lt;span class="hps"&gt;examen físico y&lt;/span&gt; &lt;span class="hps"&gt;radiológico&lt;/span&gt;&lt;span class="hps"&gt;&lt;/span&gt; &lt;span class="hps"&gt;son necesarios para&lt;/span&gt; &lt;span class="hps"&gt;una evaluación adecuada.&lt;/span&gt; &lt;span class="hps"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div dir="ltr"&gt;
&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;El tratamiento está determinado&lt;/span&gt; &lt;span class="hps"&gt;por:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div dir="ltr"&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class=""&gt;la edad&lt;/span&gt;&lt;span class=""&gt;,&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class=""&gt;las características de&lt;/span&gt; &lt;span class="hps"&gt;la fractura&lt;/span&gt;, &lt;span class="hps"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;las preferencias&lt;/span&gt; &lt;span class="hps"&gt;individuales de cada paciente&lt;/span&gt;. &lt;span class="hps"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;A pesar de&lt;/span&gt; &lt;span class="hps"&gt;las fracturas de clavícula&lt;/span&gt; &lt;span class="hps"&gt;son tradicionalmente&lt;/span&gt; &lt;span class="hps"&gt;tratados de forma conservadora&lt;/span&gt; (inmovilizando la zona de forma parcial), los avances en &lt;span class="hps"&gt;las técnicas&lt;/span&gt; &lt;span class="hps"&gt;de&lt;/span&gt; &lt;span class="hps"&gt;osteosíntesis&lt;/span&gt; &lt;span class="hps"&gt;han permitido&lt;/span&gt; &lt;span class="hps"&gt;mejorar&lt;/span&gt; &lt;span class="hps"&gt;la fijación de forma interna&lt;/span&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div dir="ltr"&gt;
&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;&lt;/span&gt;L&lt;span class="hps"&gt;a evidencia reciente sugiere&lt;/span&gt; &lt;span class="hps"&gt;que&amp;nbsp;&lt;/span&gt;&lt;span class="hps"&gt;los resultados y&lt;/span&gt; &lt;span class="hps"&gt;las tasas de complicaciones&lt;/span&gt; &lt;span class="hps"&gt;se pueden reducir con&lt;/span&gt; &lt;span class="hps"&gt;tratamiento quirúrgico&lt;/span&gt;&lt;span class=""&gt;. &lt;/span&gt;&lt;/span&gt;&lt;a href="http://www.blogger.com/goog_1566248526"&gt;&lt;span style="color: cyan; font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; font-size: x-small;"&gt;&lt;span class="subtitle"&gt;A Review of the Literature and Update on Treatment&lt;/span&gt;&lt;/span&gt;&lt;span style="color: cyan; font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;

&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div class="authors" style="color: cyan; font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;
&lt;a href="https://physsportsmed.org/doi/10.3810/psm.2011.09.1930" target="_blank"&gt;&lt;span style="font-size: x-small;"&gt;&lt;i&gt;Paul Toogood, MD; Patrick Horst, MD; Sanjum Samagh, MD; and Brian T. Feeley, MD&lt;/i&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div dir="ltr"&gt;
&lt;/div&gt;
Si estás en el caso tradicional de inmovilización y paciencia como yo, hay ciertos trucos o consejos que te pueden ayudar: &lt;br /&gt;
1.&amp;nbsp;&amp;nbsp; &amp;nbsp;buena alimentación: come de todo y equilibrado, asegurando la aportación de minerales.&lt;br /&gt;
2.&amp;nbsp;&amp;nbsp; &amp;nbsp;inmovilización &amp;lt;-&amp;gt; movilización : aquí está el truco.. consiste en no mover para nada la parte de hueso a recuperar, pero si, el resto del cuerpo para activar la circulación y activar un poco más el metabolismo. Ejercicios suaves y aeróbicos como andar o bici estática que no estresen para nada la zona afectada pueden ayudar.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;div class="almost_half_cell" id="gt-res-content"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="almost_half_cell" id="gt-res-content"&gt;
Y ante todo:&amp;nbsp;&amp;nbsp; P A C I E N C I A !&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-1188549734807952846?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/1188549734807952846/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=1188549734807952846&amp;isPopup=true' title='4 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/1188549734807952846'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/1188549734807952846'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2012/01/como-tratar-una-clavicula-rota.html' title='Cómo tratar una clavícula rota'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Mr7Gt6esDlo/Txrf_NMnbYI/AAAAAAAAFbs/zgeS8mytgnw/s72-c/fractura_clavicula.jpg' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-3058239842938342892</id><published>2012-01-16T14:59:00.003+01:00</published><updated>2012-01-16T15:43:21.087+01:00</updated><title type='text'>Clavícula Trencada.  Clavícula Rota.</title><content type='html'>&lt;br /&gt;
Els fets:&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://3.bp.blogspot.com/-ftooXsoGkkM/TxQrpzX_MrI/AAAAAAAAFaQ/CMlOb5ZDjCY/s1600/IMG_3782.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-ftooXsoGkkM/TxQrpzX_MrI/AAAAAAAAFaQ/CMlOb5ZDjCY/s200/IMG_3782.JPG" width="156" /&gt;&lt;/a&gt;Ahir diumenge sortida amb els bons: Jordi Soler, Airan Fernandez, David Sànchez, Edu 
Gómez, Albert Gómez, Raul Muñoz... 15 en total. Direcció Sitges per les 
costes del Garraf.&lt;br /&gt;
&lt;br /&gt;
A Gavà dúiem una mitjana de 39 km/h... ja s'intuïa 
que no podia ser bo... abans d'arribar a Castelldefels&amp;nbsp; a l'alçada del 
bar la Pineda, fent relleus amb el Jordi S., l'Edu i el David, la resta 
ja no podia :P, em passa l'Edu, després de fer jo el meu relleu a 47 
km/h pel pla i em va semblar com si s'aturés.... afilador perdo el 
control, trepitjo la linea botosa (banda anti clapats) i ja no recordo 
res més. &lt;br /&gt;
L'Enric Aguilar que anava a la cua de la fila de 15, diu que va veure la
 meva bici a 3 m del terra, volant, perpendicular a la carretera, 
exposada i que li va caure arran d'orella...&amp;nbsp; es veu que sobre meu van 
caure el David i el Raul... "atropellu!!!"&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://2.bp.blogspot.com/-WzbZl84VPLs/TxQr7-M9mfI/AAAAAAAAFaw/VRJS4nD5FwY/s1600/IMG_3784.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="135" src="http://2.bp.blogspot.com/-WzbZl84VPLs/TxQr7-M9mfI/AAAAAAAAFaw/VRJS4nD5FwY/s200/IMG_3784.PNG" width="200" /&gt;&lt;/a&gt;no recordo res... ni de com vaig picar.. només recordo de obrir els 
ulls assegut a la tanca de la carretera amb sensacions molt estranyes al
 braç... aquí l'Enric va fer de tot... diagnòstic ràpid: "això està 
trencat Pep", trucada a l'ambulancia, trucada als mossos, organitzar el 
transport de bicis, buscar el punt quilomètric... i acompanyar-me fins 
al final, les 4 hores d'hospital, la cerca de les bicis i el transport 
fins a casa.&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-DDDZdc1Ab6g/TxQr0gRRJvI/AAAAAAAAFaY/1-O_AThEkOw/s1600/IMG_3780.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-DDDZdc1Ab6g/TxQr0gRRJvI/AAAAAAAAFaY/1-O_AThEkOw/s200/IMG_3780.PNG" width="133" /&gt;&lt;/a&gt;&lt;a href="http://3.bp.blogspot.com/-Giocb0iCHVw/TxQr4U7sU0I/AAAAAAAAFao/6C_pTTMkWqM/s1600/IMG_3783.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="116" src="http://3.bp.blogspot.com/-Giocb0iCHVw/TxQr4U7sU0I/AAAAAAAAFao/6C_pTTMkWqM/s200/IMG_3783.JPG" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
El diagnòstic: clavícula dreta partida per la meitat amb un 
solapament o escurçament de 5 cm, que en teoria ja està a lloc i ara 2 
setmanes d'immovilització i altre cop al metge.. jo demà vaig a veure un
 professional.. ja us explicaré!!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-3058239842938342892?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/3058239842938342892/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=3058239842938342892&amp;isPopup=true' title='6 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/3058239842938342892'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/3058239842938342892'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2012/01/clavicula-trencada.html' title='Clavícula Trencada.  Clavícula Rota.'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-ftooXsoGkkM/TxQrpzX_MrI/AAAAAAAAFaQ/CMlOb5ZDjCY/s72-c/IMG_3782.JPG' height='72' width='72'/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-6377260434590650320</id><published>2012-01-12T18:28:00.001+01:00</published><updated>2012-01-12T18:28:21.102+01:00</updated><title type='text'>Swim Series</title><content type='html'>&lt;a href="http://previous.presstv.ir/photo/20110314/mdavari20110314133031047.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="133" src="http://previous.presstv.ir/photo/20110314/mdavari20110314133031047.jpg" width="200" /&gt;&lt;/a&gt;.&lt;br /&gt;
5 x 100 m a 1'16" (recup 44") sense cap estri = "a pelo"&lt;br /&gt;
.&lt;br /&gt;
3 x 200 m a 2'40" (recup 35 ") pull boy + pales&lt;br /&gt;
.&lt;br /&gt;
1.200 m non stop en 16'58" (a 1'25"/100m) pales&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-6377260434590650320?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/6377260434590650320/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=6377260434590650320&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/6377260434590650320'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/6377260434590650320'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2012/01/swim-series.html' title='Swim Series'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-913978758913745147</id><published>2012-01-11T07:03:00.000+01:00</published><updated>2012-01-11T11:25:47.061+01:00</updated><title type='text'>Voltes al BMC</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://2.bp.blogspot.com/--W-75Eo74KE/Tw1iMFj1vmI/AAAAAAAAFZo/NgkJDNooAYk/s1600/IMG_3759.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="116" src="http://2.bp.blogspot.com/--W-75Eo74KE/Tw1iMFj1vmI/AAAAAAAAFZo/NgkJDNooAYk/s200/IMG_3759.JPG" width="200" /&gt;&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/-U9FVeAlCM9c/Tw1iKbgTzLI/AAAAAAAAFZg/B9WzCDkLJDo/s1600/IMG_3758.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="195" src="http://1.bp.blogspot.com/-U9FVeAlCM9c/Tw1iKbgTzLI/AAAAAAAAFZg/B9WzCDkLJDo/s200/IMG_3758.JPG" width="200" /&gt;&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/-XfywlCqMFww/Twx8oOzMYyI/AAAAAAAAFZQ/YebOJ2SV2Hc/s1600/foto.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-XfywlCqMFww/Twx8oOzMYyI/AAAAAAAAFZQ/YebOJ2SV2Hc/s400/foto.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
10 voltes a R4 o a 330 w, a 40 km/h de mitjana per un total de 30 min i 20 km. Amb la cabra fins i tot resulta fàcil.&amp;nbsp; Cada dia m'agraden més les bieles de 180 mm.&lt;br /&gt;
&lt;br /&gt;
&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-lS23DqQWDrE/Tw1cqiarXhI/AAAAAAAAFZY/lcj_rJTyY9A/s1600/pot+graph.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="182" src="http://1.bp.blogspot.com/-lS23DqQWDrE/Tw1cqiarXhI/AAAAAAAAFZY/lcj_rJTyY9A/s400/pot+graph.JPG" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Dades de Potencia de la sessió. Mitjana de 330 w durant 30 min&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
Mitjanes de 40 per hora en solitari i amb 190 m d'ascens no hauria pensat mai que les podria fer a 145 ppm de mitjana. &lt;br /&gt;
&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: right;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-hCICkQp6JUk/Twx8DHdaEhI/AAAAAAAAFZI/4ckDB860tGE/s1600/Captura.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="173" src="http://3.bp.blogspot.com/-hCICkQp6JUk/Twx8DHdaEhI/AAAAAAAAFZI/4ckDB860tGE/s200/Captura.JPG" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;br /&gt;
Gràcies Xavi per les fotos!!&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-913978758913745147?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/913978758913745147/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=913978758913745147&amp;isPopup=true' title='1 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/913978758913745147'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/913978758913745147'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2012/01/voltes-al-bmc.html' title='Voltes al BMC'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/--W-75Eo74KE/Tw1iMFj1vmI/AAAAAAAAFZo/NgkJDNooAYk/s72-c/IMG_3759.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-4570688104945938212</id><published>2012-01-08T18:52:00.001+01:00</published><updated>2012-01-08T18:52:36.880+01:00</updated><title type='text'>Bieles de 180: Sortida a Sitges i +</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-MFxvNeUEk-Y/TwnSFc4zImI/AAAAAAAAFXs/2cJAGzRAT3w/s1600/IMG_3719.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-MFxvNeUEk-Y/TwnSFc4zImI/AAAAAAAAFXs/2cJAGzRAT3w/s200/IMG_3719.JPG" width="147" /&gt;&lt;/a&gt;&lt;/div&gt;
Sortida amb l'Edu, el David Pua, el J Soler, l'Albert, el Sergio, l'Arian i el Víctor fins a Sitges i tornar. Sortida flash per provar les bieles de 180 mm.&lt;br /&gt;
&lt;br /&gt;
Segurament que l'hora de rodet del dia abans a 160 pulsacions no va ser la preparació ideal, ja que les cames de bon mati em feien mal. De baixada tot bé i amb bones sensacions.&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://3.bp.blogspot.com/-TPvLpQEAp_w/TwnURL91VcI/AAAAAAAAFX0/yqXkcStgGvQ/s1600/IMG_3718.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-TPvLpQEAp_w/TwnURL91VcI/AAAAAAAAFX0/yqXkcStgGvQ/s200/IMG_3718.JPG" width="143" /&gt;&lt;/a&gt;Acoplat al manillar fer relleus amb gent de la talla rodadora del Jordi, l'Edu, el Pua i el sergio no ha estat cap problema, però al arribar a les costes m'he adonat que havia exhaurit tota la xispa. Malgrat això he seguit amb la meva filosofia de seguir donant relleus i quan el Soler i l'Edu han passat a fer l'últim relleu abans del port m'he quedat, si ho reconec :(&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://2.bp.blogspot.com/-tXYno4dihRs/TwnUsMplhAI/AAAAAAAAFYU/XfOINXD4CHs/s1600/IMG_3736.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="100" src="http://2.bp.blogspot.com/-tXYno4dihRs/TwnUsMplhAI/AAAAAAAAFYU/XfOINXD4CHs/s200/IMG_3736.JPG" width="100" /&gt;&lt;/a&gt;amb una sensació molt desagradable de cames rebentades. Després per pla i baixada he seguit tenint millors sensacions i podent recuperar el ritme i sort que m'han esperat..&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://2.bp.blogspot.com/-XxTfgd-C9uQ/TwnU10X3e4I/AAAAAAAAFYc/iHZjWX8eNaY/s1600/IMG_3738.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="100" src="http://2.bp.blogspot.com/-XxTfgd-C9uQ/TwnU10X3e4I/AAAAAAAAFYc/iHZjWX8eNaY/s200/IMG_3738.JPG" width="94" /&gt;&lt;/a&gt;No sé si és per culpa de les bieles, per la càrrega del dia abans o&amp;nbsp; per falta de km.. però hauré de millorar.&lt;br /&gt;
&lt;br /&gt;
Després puré recuperador de pèsols i cigrons i al vespre amb un mal de cames mai vist. Avui, m'he llebat súper fresc i he pogut fer 2 etapes de la Liga &lt;a href="http://80.32.178.148:81/cgi-vel/prueba/DATOS-CLASIFICACION.pro" target="_blank"&gt;LEVE de BKOOL&lt;/a&gt; a fons. Total 2 hores a fons altre cop.&lt;br /&gt;
&lt;br /&gt;
Total que en 3 dies he fet 360 km el 80 % dels quals per sobre de 300 w... o mort o curat!&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-4570688104945938212?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/4570688104945938212/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=4570688104945938212&amp;isPopup=true' title='1 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/4570688104945938212'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/4570688104945938212'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2012/01/bieles-de-180-sortida-sitges-i.html' title='Bieles de 180: Sortida a Sitges i +'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-MFxvNeUEk-Y/TwnSFc4zImI/AAAAAAAAFXs/2cJAGzRAT3w/s72-c/IMG_3719.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-5200122781490495551</id><published>2012-01-06T09:37:00.000+01:00</published><updated>2012-01-06T09:37:56.547+01:00</updated><title type='text'>Força al Puig</title><content type='html'>&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-FXqvMuA4dks/TwYnyHoiw_I/AAAAAAAAFXQ/blqBraTtulY/s1600/puig.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="206" src="http://3.bp.blogspot.com/-FXqvMuA4dks/TwYnyHoiw_I/AAAAAAAAFXQ/blqBraTtulY/s320/puig.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;cames carregadetes al final... i fa massa fred per anar curt&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
Pujar 2 cops al Puig de la Creu pels Bombers assegut i sense posar peu a terra és: &lt;u&gt;molt bo per la força&lt;/u&gt;.&lt;br /&gt;
&lt;br /&gt;
Pujar amb un 21 de pinyó gran, és: &lt;u&gt;el següent&lt;/u&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Total 30 km&amp;nbsp; 1:45:20&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
1era pujada 16'15" 145 ppmitjanes&lt;br /&gt;
2ona pujada 16'08" 148 ppmitjanes&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
157 ppmax&amp;nbsp; 1.100 m ascens&lt;br /&gt;
&lt;br /&gt;
&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-X0gf0i6T8Xc/TwYpFICWGZI/AAAAAAAAFXk/2oOS5KhIH8U/s1600/perfil.png" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="134" src="http://1.bp.blogspot.com/-X0gf0i6T8Xc/TwYpFICWGZI/AAAAAAAAFXk/2oOS5KhIH8U/s320/perfil.png" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;perfil de reis: el camell&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;a href="http://4.bp.blogspot.com/-l7gwSqT6z-8/TwYn0zfE44I/AAAAAAAAFXY/wh__MFaPtb8/s1600/foto.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-l7gwSqT6z-8/TwYn0zfE44I/AAAAAAAAFXY/wh__MFaPtb8/s200/foto.PNG" width="190" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-5200122781490495551?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/5200122781490495551/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=5200122781490495551&amp;isPopup=true' title='2 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/5200122781490495551'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/5200122781490495551'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2012/01/forca-al-puig.html' title='Força al Puig'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-FXqvMuA4dks/TwYnyHoiw_I/AAAAAAAAFXQ/blqBraTtulY/s72-c/puig.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-1179257971315794914</id><published>2012-01-02T19:19:00.001+01:00</published><updated>2012-01-02T19:19:12.666+01:00</updated><title type='text'>Agulletes de Cavall</title><content type='html'>Després de la Sant Silvestre de Sabadell de 5 km a 3:45 min/km amb les Newton super voladores i dels 120 d'ahir amb la cabra i la Blanchi Band, avui tinc unes agulletes als bessons que no puc ni estornudar... curiós que només és als bessons i no als quadriceps.. però res no frenarà els proposits del 2012 i seguirem sumant! Bon Any a tots! amb il·lusió!&lt;br /&gt;
&lt;br /&gt;
Les culpables de tot: &lt;br /&gt;
&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-ElefImackiU/TwH0lrDRQlI/AAAAAAAAFWc/HO4EZ8pSlUQ/s1600/IMG_3610.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-ElefImackiU/TwH0lrDRQlI/AAAAAAAAFWc/HO4EZ8pSlUQ/s200/IMG_3610.JPG" width="149" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;al meu fill li falta una mica però ja ho intenta&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-_aKitCBN-Fs/TwH0fMni7VI/AAAAAAAAFWU/X-9PlHUmNR8/s1600/IMG_3613.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://1.bp.blogspot.com/-_aKitCBN-Fs/TwH0fMni7VI/AAAAAAAAFWU/X-9PlHUmNR8/s200/IMG_3613.JPG" width="149" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;les MV2. tot el que tenen de ràpides no tenen d'amortiment&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-1179257971315794914?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/1179257971315794914/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=1179257971315794914&amp;isPopup=true' title='1 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/1179257971315794914'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/1179257971315794914'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2012/01/agulletes-de-cavall.html' title='Agulletes de Cavall'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-ElefImackiU/TwH0lrDRQlI/AAAAAAAAFWc/HO4EZ8pSlUQ/s72-c/IMG_3610.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-3393688893272177252</id><published>2011-12-31T13:03:00.001+01:00</published><updated>2011-12-31T13:08:35.833+01:00</updated><title type='text'>Recull de fotos</title><content type='html'>&lt;embed type="application/x-shockwave-flash" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" width="750" height="500" flashvars="host=picasaweb.google.com&amp;captions=1&amp;hl=ca&amp;feat=flashalbum&amp;RGB=0x000000&amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2Fpeptatche%2Falbumid%2F5692251557220725169%3Falt%3Drss%26kind%3Dphoto%26hl%3Dca" pluginspage="http://www.macromedia.com/go/getflashplayer"&gt;&lt;/embed&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-3393688893272177252?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/3393688893272177252/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=3393688893272177252&amp;isPopup=true' title='7 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/3393688893272177252'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/3393688893272177252'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/12/recull-de-fotos.html' title='Recull de fotos'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><thr:total>7</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-530142688356781420</id><published>2011-12-30T20:36:00.001+01:00</published><updated>2011-12-31T10:24:59.606+01:00</updated><title type='text'>Primeres Impressions</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://1.bp.blogspot.com/-u0NAC6dfWQY/Tv4QijQUiWI/AAAAAAAAFR0/3FhPGi7zyYE/s1600/image.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="262" src="http://1.bp.blogspot.com/-u0NAC6dfWQY/Tv4QijQUiWI/AAAAAAAAFR0/3FhPGi7zyYE/s400/image.jpeg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
Després de 70 km reals amb la Cabra amb punxada de Tubular inclosa i més de 400 km amb rodet a ritme bastant altet, crec que ja estic adaptat a la nova "posturita".&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Fets Destacables:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Amb bieles de &lt;b&gt;180 mm&lt;/b&gt; és cert que es fa més força, però quan augmentes del rpm, també augmenten les pulsacions que dona gust.&lt;/li&gt;
&lt;li&gt;La geometria curta d'eixos la fa molt nerviosa a les baixades i el fet d'anar tant baix de davant i arran de terra, fa augmentar la sensació de velocitat i fa que a les corves et caguis una mica.&lt;/li&gt;
&lt;li&gt;Quan agafes una recta i comences a apretar i veus que la velocitat va pujant i pujant, les sensacions son indescriptibles i sense adonar-te'n pujes molt de pulsacions.&lt;/li&gt;
&lt;li&gt;El fet d'anar tant avançat amb el seient et permet fer molta força sobre les bieles, però la posició diferent també m'ha probocat unes agulletes als bessons mai vistes!!&lt;/li&gt;
&lt;li&gt;Ja tinc ganes de provar-la amb la Blanchart Band &lt;/li&gt;
&lt;/ul&gt;
En resum ben satisfet, a la vegada que ben fos.. 5 dies de canya amb aquest pepinu, m'han deixat ben matxacat.. avui no he pogut pedalar ni 40 min.. Demà Sant Silvestre de Sabadell (5 km run): Bon Any a Tots! &lt;br /&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-530142688356781420?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/530142688356781420/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=530142688356781420&amp;isPopup=true' title='1 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/530142688356781420'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/530142688356781420'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/12/primeres-impressions.html' title='Primeres Impressions'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-u0NAC6dfWQY/Tv4QijQUiWI/AAAAAAAAFR0/3FhPGi7zyYE/s72-c/image.jpeg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-356876726487547699</id><published>2011-12-22T22:23:00.002+01:00</published><updated>2011-12-22T22:23:33.277+01:00</updated><title type='text'>KBRÓ!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://2.bp.blogspot.com/-PT9QHemUKtg/TvOe-p1rOlI/AAAAAAAAFRc/PzQd2N51VvA/s1600/foto+%25281%2529.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="476" src="http://2.bp.blogspot.com/-PT9QHemUKtg/TvOe-p1rOlI/AAAAAAAAFRc/PzQd2N51VvA/s640/foto+%25281%2529.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
La Cabra s'ha fet gran i s'ha tornat un Cabró!. Gràcies a Mon Bike &amp;amp; Run per a fer possible aquest somni.&lt;br /&gt;
&lt;br /&gt;
Durant aquest dies prometo un reportatge i una prova a fons, així com el pla d'entreno promès!!!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-356876726487547699?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/356876726487547699/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=356876726487547699&amp;isPopup=true' title='2 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/356876726487547699'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/356876726487547699'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/12/kbro.html' title='KBRÓ!'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-PT9QHemUKtg/TvOe-p1rOlI/AAAAAAAAFRc/PzQd2N51VvA/s72-c/foto+%25281%2529.JPG' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-2310517344687432639</id><published>2011-12-19T23:00:00.000+01:00</published><updated>2011-12-19T23:07:06.348+01:00</updated><title type='text'>La Cabra...</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-x0FBkvmxfWM/Tu-zl0AfD-I/AAAAAAAAFRI/XEqeXYiNbNY/s1600/foto.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="176" src="http://4.bp.blogspot.com/-x0FBkvmxfWM/Tu-zl0AfD-I/AAAAAAAAFRI/XEqeXYiNbNY/s320/foto.JPG" width="320" /&gt;&lt;/a&gt;Ja estava obsessionat de fa dies, però des del diumenge amb les Cabres de la &lt;a href="http://miquelblanchart.blogspot.com/" target="_blank"&gt;Miquel Blanchart Band&lt;/a&gt;, que estic enamorat^2&lt;br /&gt;
&lt;br /&gt;
com ho veieu això?? ho poso a la carta?? uaaaahhhgg!! quines ganes!!!!&lt;br /&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-2310517344687432639?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/2310517344687432639/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=2310517344687432639&amp;isPopup=true' title='3 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/2310517344687432639'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/2310517344687432639'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/12/la-cabra.html' title='La Cabra...'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-x0FBkvmxfWM/Tu-zl0AfD-I/AAAAAAAAFRI/XEqeXYiNbNY/s72-c/foto.JPG' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-8123636118386825735</id><published>2011-12-18T19:58:00.001+01:00</published><updated>2011-12-20T18:34:15.763+01:00</updated><title type='text'>100 km amb Blanchart i Companyia</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-Nlj664wkTQo/Tu4vJhWmpSI/AAAAAAAAFPI/hjNjl5dTUZA/s1600/foto+1+%25282%2529.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-Nlj664wkTQo/Tu4vJhWmpSI/AAAAAAAAFPI/hjNjl5dTUZA/s200/foto+1+%25282%2529.JPG" width="164" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href="http://2.bp.blogspot.com/-ljlFG0Hb6Yg/Tu4vMzTuulI/AAAAAAAAFPY/ofFsLQsr_oo/s1600/foto+1.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-ljlFG0Hb6Yg/Tu4vMzTuulI/AAAAAAAAFPY/ofFsLQsr_oo/s200/foto+1.JPG" width="175" /&gt;&lt;/a&gt;Dia molt complert: Hem sortit de Sabadell 10 guerrers armats amb les millors armadures: cabres i rodes de perfil a mansalva.. quina por.&lt;br /&gt;
&lt;ol&gt;&lt;a href="http://3.bp.blogspot.com/-H3Z3XbLLwgU/Tu4vOo8ZXWI/AAAAAAAAFPg/nb22A4E66FY/s1600/foto+2+%25282%2529.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-H3Z3XbLLwgU/Tu4vOo8ZXWI/AAAAAAAAFPg/nb22A4E66FY/s200/foto+2+%25282%2529.JPG" width="198" /&gt;&lt;/a&gt;
&lt;li&gt;Miquel Blanchart&lt;/li&gt;
&lt;li&gt;Jordi Van Hedel&lt;/li&gt;
&lt;li&gt;Aleix Muñio&lt;/li&gt;
&lt;li&gt;Ruben Gallart&lt;/li&gt;
&lt;li&gt;J Manel Torralba&lt;/li&gt;
&lt;li&gt;Llibert&lt;/li&gt;
&lt;li&gt;Sergi&lt;/li&gt;
&lt;li&gt;Paco&amp;nbsp;&lt;/li&gt;
&lt;li&gt;amic del Paco&lt;/li&gt;
&lt;li&gt;Pep&lt;/li&gt;
&lt;/ol&gt;
Molt fred al principi amb mans glaçades, d'aquelles que fan tan mal quan es&amp;nbsp; desperten. Ritme suau comandat pel Miquel i el Llibert fins al primer port: Alella.&lt;br /&gt;
Ens escapem uns metres amb el Ruben, que quan se li desperten les mans ha d'afluixar una mica, just quan ens atrapa la fera Blanchart i coronem junts, apretant una mica fins a les 159 pulscions. JA no tenim fred! jeje.&lt;br /&gt;
Baixada fins a la N-II i vinga relleus pel pla. Aprofito per fer un palito i treure una mica de carbonet del motor. M'atrapa el Jordi Van Hedel i després tots. Seguim a ritme alt fins a Mataró i una mica més.. just fins que el comptakm ha dit 50!&lt;br /&gt;
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Mitjavolta i palo-Llibert.. vol dir que seguim del mateix PAL fins a peu de Perpés. Aquí la carretera gira a Nord, i el vent ens fa passar les ganes de marxar. Aquí el Llibert es menja un sot per culpa meva (Sorry artista!) i seguim a ritmeto fins dalt. La pujada l'hem fet en paral·lel amb el Blanchi exepte l'últim km que m'he posat a roda pel què pogués ser.. i tal dit tal fet a falta de 400 m ja salta el Van Hedel i darrera seu el Ruben, però se'ls hi fa llarg i els supero, després m'atrapa el Blanchi POWER i coronem en paral·lel i RIENT.. 165 ppm..&lt;br /&gt;
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&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-eV5_poGtCB8/Tu4vSxdm5SI/AAAAAAAAFPw/ge4hiqOxSwI/s1600/foto+2.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-eV5_poGtCB8/Tu4vSxdm5SI/AAAAAAAAFPw/ge4hiqOxSwI/s200/foto+2.JPG" width="149" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Van Hedel donant l'esquena&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
Baixant ataca altre cop el Van Hedel.. som-hi de nou, he vist el 70 al compta.. o sigui que les pulsacions no ha calgut que baixessin. Reagrupem, em trobo al Routier, al Lluís de Vilassar, quatre comentaris i seguim a rimeto fins a Montornés on el Llibert que definitivament té la negra, punxa de darrera. Aquí ja se m'estan acabant els crèdits, així que decideixo abandonar el grup. El Manel s'ofereix voluntari a acompanyar-me, i anem fent a bon ritme fins Sabadell, just a temps per enllaçar amb les activitats familiars i demanar als reis una CABRA!! quines ganes que tinc de rodar endollat!&lt;br /&gt;
&amp;nbsp;En Resum. dia 10, i bones sensacions a les cames, tot i que han de millorar!&lt;br /&gt;
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Moltes gràcies Ruben Gallart per fer possible tot això! i a tots els que heu vingut, ja que pel què camineu sou prou Ben Parits!! jajajaja! &lt;br /&gt;
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&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-BlICBTAsitc/Tu4vMO3bgDI/AAAAAAAAFPQ/H4_NybL9Mbw/s1600/foto+1+%25283%2529.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="149" src="http://3.bp.blogspot.com/-BlICBTAsitc/Tu4vMO3bgDI/AAAAAAAAFPQ/H4_NybL9Mbw/s200/foto+1+%25283%2529.JPG" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Aleix Piernas Muñio&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-1VuUhGMjt0I/Tu4vZdo3ROI/AAAAAAAAFQQ/kyZO6HBGA7o/s1600/foto+4.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="150" src="http://4.bp.blogspot.com/-1VuUhGMjt0I/Tu4vZdo3ROI/AAAAAAAAFQQ/kyZO6HBGA7o/s200/foto+4.JPG" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Pep i Routier: quins records!!&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-leCZ-aUGVY8/Tu4vVomSRWI/AAAAAAAAFP4/M1RBZjKa4WQ/s1600/foto+3+%25282%2529.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-leCZ-aUGVY8/Tu4vVomSRWI/AAAAAAAAFP4/M1RBZjKa4WQ/s200/foto+3+%25282%2529.JPG" width="149" /&gt;&lt;/a&gt;&lt;a href="http://2.bp.blogspot.com/-hTnHE8gcXwY/Tu4vWldk1pI/AAAAAAAAFQA/gp3K6xklX_0/s1600/foto+3.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="192" src="http://2.bp.blogspot.com/-hTnHE8gcXwY/Tu4vWldk1pI/AAAAAAAAFQA/gp3K6xklX_0/s200/foto+3.JPG" width="200" /&gt;&lt;/a&gt;&lt;a href="http://3.bp.blogspot.com/-tork71uXrPs/Tu4vQgBfziI/AAAAAAAAFPo/_tibclndKDk/s1600/foto+2+%25283%2529.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-tork71uXrPs/Tu4vQgBfziI/AAAAAAAAFPo/_tibclndKDk/s200/foto+2+%25283%2529.JPG" width="176" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-KcMMZWZgX-g/Tu4vbJjmHzI/AAAAAAAAFQY/OzXK-RS3fTk/s1600/foto+5+%25282%2529.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-KcMMZWZgX-g/Tu4vbJjmHzI/AAAAAAAAFQY/OzXK-RS3fTk/s200/foto+5+%25282%2529.JPG" width="138" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;La jove promesa&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-jXqull0IlZ0/Tu4vYYAITRI/AAAAAAAAFQI/A39EZ5ybT7E/s1600/foto+4+%25282%2529.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-jXqull0IlZ0/Tu4vYYAITRI/AAAAAAAAFQI/A39EZ5ybT7E/s200/foto+4+%25282%2529.JPG" width="161" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;JManel Torralba super classe!&lt;/td&gt;&lt;/tr&gt;
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&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-sybDulb1g2w/Tu4vdYYN0cI/AAAAAAAAFQg/fP6cdKUfXVg/s1600/foto+5.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="149" src="http://2.bp.blogspot.com/-sybDulb1g2w/Tu4vdYYN0cI/AAAAAAAAFQg/fP6cdKUfXVg/s200/foto+5.JPG" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Blanchi Power&lt;/td&gt;&lt;/tr&gt;
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Dades de la sortida:&lt;br /&gt;
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&lt;a href="http://3.bp.blogspot.com/-X_TcoE4w7SA/TvC7dpLeqCI/AAAAAAAAFRQ/4npCKCz1Y1k/s1600/Captura.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="232" src="http://3.bp.blogspot.com/-X_TcoE4w7SA/TvC7dpLeqCI/AAAAAAAAFRQ/4npCKCz1Y1k/s400/Captura.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
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118 pulsacions mitjanes&lt;/div&gt;
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166 pulsacions màximes&lt;/div&gt;
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34 km/h de mitjana&lt;/div&gt;
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desnivell positiu = 920 m&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-8123636118386825735?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/8123636118386825735/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=8123636118386825735&amp;isPopup=true' title='4 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/8123636118386825735'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/8123636118386825735'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/12/100-km-amb-blanchart-i-companyia.html' title='100 km amb Blanchart i Companyia'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-Nlj664wkTQo/Tu4vJhWmpSI/AAAAAAAAFPI/hjNjl5dTUZA/s72-c/foto+1+%25282%2529.JPG' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-1428330728248995211</id><published>2011-12-16T04:30:00.000+01:00</published><updated>2011-12-16T09:40:16.136+01:00</updated><title type='text'>Entreno de los buenos</title><content type='html'>Normalmente no publico mis entrenos nocturnos por no aburrir el personal pero cuando me salen como hoy, hay que contarlo.&lt;br /&gt;
La idea era hacer unas transferencias con esfuerzo anaeròbico máximo.&lt;br /&gt;
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&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/gmmi_E8qYmE/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/gmmi_E8qYmE?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;


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Primero pesas: sentadillas 4 x 25 repeticiones con 24 kg + sesión de hombros completa (3 ejercicios) de 4 series x 20 repeticiones con 12 kg en cada mano.&lt;br /&gt;
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Y luego 45 min de calentamiento del 60 % al 85 % de ppm con alguna apretada (subiendo al Alpe d'Huez en 38 min ;))&lt;br /&gt;
&amp;nbsp;y 2 sesiones en competicion de la LEVE de 25 minutos entre 90 y 99 % de ppmax.. que dolor.. nunca antes lo había gravado:&lt;br /&gt;
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os dejo el último km. en total han sido 1h y 11 min por encima del limite aeróbico..&amp;nbsp; &lt;br /&gt;
Mucho que aprender de Indurain y su cara de poker.&amp;nbsp; que feo soy .. y sufriendo aun más!&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-qAZKxV-5t-c/TusBStJgHtI/AAAAAAAAFNc/RsnzbsIKEB4/s1600/Captura.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="202" src="http://4.bp.blogspot.com/-qAZKxV-5t-c/TusBStJgHtI/AAAAAAAAFNc/RsnzbsIKEB4/s320/Captura.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
En total 2 horas intensas en el cuarto de tortura a 135 ppm de media y 176 de pulsaciones máximas.. con más de 7 min por encima de 160 ppm; hace 2 años 160 era mí máximo de los máximos en un esprint.&lt;br /&gt;
Ala, a dormir calentito! &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-1428330728248995211?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/1428330728248995211/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=1428330728248995211&amp;isPopup=true' title='2 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/1428330728248995211'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/1428330728248995211'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/12/entreno-de-los-buenos.html' title='Entreno de los buenos'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-qAZKxV-5t-c/TusBStJgHtI/AAAAAAAAFNc/RsnzbsIKEB4/s72-c/Captura.JPG' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-5480724344070026354</id><published>2011-12-15T11:01:00.002+01:00</published><updated>2011-12-15T11:01:54.356+01:00</updated><title type='text'>Amb Ganes de fer equip Ciclista</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://3.bp.blogspot.com/-BNG4T_MHPRo/TunFbdm6uoI/AAAAAAAAFNM/moZalaXm6pQ/s1600/Captura2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="238" src="http://3.bp.blogspot.com/-BNG4T_MHPRo/TunFbdm6uoI/AAAAAAAAFNM/moZalaXm6pQ/s320/Captura2.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
Després de saber que l'Edu, el Keni i el Marcos hagin decidit deixar el 
Mon Bike per córrer amb Electrolizas el proper 2012, m'he quedat una 
mica sol en el Mon Bike per fer ciclisme del bo l'any que ve. Seguirem 
treballant per a fer un gran equip.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-5480724344070026354?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/5480724344070026354/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=5480724344070026354&amp;isPopup=true' title='7 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/5480724344070026354'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/5480724344070026354'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/12/amb-ganes-de-fer-equip-ciclista.html' title='Amb Ganes de fer equip Ciclista'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-BNG4T_MHPRo/TunFbdm6uoI/AAAAAAAAFNM/moZalaXm6pQ/s72-c/Captura2.JPG' height='72' width='72'/><thr:total>7</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-1177367050287565751</id><published>2011-12-14T09:02:00.004+01:00</published><updated>2011-12-14T09:02:34.214+01:00</updated><title type='text'>Entrevista a BKOOLers</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/---wGPfuFCaA/TuhXv6c29fI/AAAAAAAAFNE/MRVWaCJTNgg/s1600/NORMAL.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="133" src="http://4.bp.blogspot.com/---wGPfuFCaA/TuhXv6c29fI/AAAAAAAAFNE/MRVWaCJTNgg/s200/NORMAL.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
M'han fet una entrevista com els bons.. jajajaja..&lt;br /&gt;
&lt;br /&gt;
No us perdeu aquest &lt;a href="http://www.bkoolers.com/2011/12/pep-tatche-entrevistas-bkoolers.html"&gt;Blog&lt;/a&gt; treballadíssim del meu Amic Isidro Merchan.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-1177367050287565751?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/1177367050287565751/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=1177367050287565751&amp;isPopup=true' title='2 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/1177367050287565751'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/1177367050287565751'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/12/entrevista-bkoolers.html' title='Entrevista a BKOOLers'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/---wGPfuFCaA/TuhXv6c29fI/AAAAAAAAFNE/MRVWaCJTNgg/s72-c/NORMAL.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-7678923756805449519</id><published>2011-12-07T12:58:00.001+01:00</published><updated>2011-12-07T13:08:43.597+01:00</updated><title type='text'>Afinar = dolor de potes</title><content type='html'>&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-XSBgFztDeHc/Tt9VhQ2-3uI/AAAAAAAAFM8/p1vrDPraVIQ/s1600/foto+1%25282%2529.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="100" src="http://3.bp.blogspot.com/-XSBgFztDeHc/Tt9VhQ2-3uI/AAAAAAAAFM8/p1vrDPraVIQ/s200/foto+1%25282%2529.JPG" width="88" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;objectiu 68!&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;a href="http://1.bp.blogspot.com/-0nK7oclkOHw/Tt9Vfc1bB0I/AAAAAAAAFMs/6n2dywtvp0s/s1600/foto+2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="184" src="http://1.bp.blogspot.com/-0nK7oclkOHw/Tt9Vfc1bB0I/AAAAAAAAFMs/6n2dywtvp0s/s200/foto+2.jpg" width="200" /&gt;&lt;/a&gt;Ara que ha arribat l'hora de començar a afinar de cara a les primeres curses ciclistes del gener començo a entrenar amb mal a les cames, ja no m'en recordava del què costa.. Sobretot les peses de quàdriceps i biceps femorals, em deixen ben tocat a l'hora de fer potència amb la bici.. però clar té algunes recompenses en forma de menys quilos per arrossegar i més definició.. que no sé si serveix per res.. a no se que sigui per intimidar als rivals o per sentir-se més fort.. però diuen que va bé..&lt;br /&gt;
&lt;br /&gt;
Sens dubte la millor ajuda per assolir-ho són les peses!! el meu millor aliat!&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-e5eX220Xi0c/Tt9Vf6pvt7I/AAAAAAAAFMw/isbyPz3g5q4/s1600/dreamstimefree_114885.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="137" src="http://2.bp.blogspot.com/-e5eX220Xi0c/Tt9Vf6pvt7I/AAAAAAAAFMw/isbyPz3g5q4/s200/dreamstimefree_114885.jpg" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;la millor inversió 19,9 €!!&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-7678923756805449519?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/7678923756805449519/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=7678923756805449519&amp;isPopup=true' title='1 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/7678923756805449519'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/7678923756805449519'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/12/afinar-dolor-de-potes.html' title='Afinar = dolor de potes'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-XSBgFztDeHc/Tt9VhQ2-3uI/AAAAAAAAFM8/p1vrDPraVIQ/s72-c/foto+1%25282%2529.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-7640931048146815438</id><published>2011-12-05T18:35:00.001+01:00</published><updated>2011-12-05T18:39:02.193+01:00</updated><title type='text'>Crònica del Diumenge</title><content type='html'>Copio la crònica del meu bon amic i ciclista &lt;a href="http://bikequake.blogspot.com/"&gt;Jordi Puig:&lt;/a&gt;&lt;br /&gt;
&lt;h3 class="post-title entry-title"&gt;

&lt;i style="color: cyan;"&gt;La Flaca, finalment!!  Sortida en carretera (by Jordi Puig)&lt;/i&gt;&lt;/h3&gt;
&lt;i style="color: cyan;"&gt;
&lt;/i&gt;&lt;div class="post-header" style="color: cyan;"&gt;


&lt;/div&gt;
&lt;div style="color: cyan;"&gt;

&lt;i&gt;
Feia dies que tenia
 ganes de sortir en carretera, feia unes quantes setmanes que no ho 
feia. I què millor que aprofitar que el Pere Farriol baixava d'Andorra 
amb la seva OLMO per fer una sortida amb un quartet de luxe: Pep Tatché,
 Pere Farriol, Enric Aguilar i un servidor. Quedem a la Betzuca a les 
8:00, surto de casa amb una fresqueta estimulant i encara de nit. Al 
desembre el dia és cada cop més curt. Arriben tots ben abrigats menys el
 Pere que va amb culotte curt i quasi maniga curta,.....es veu que viure
 a Andorra curteix. Enfilem altre cop cap a Terrassa per anar cap a 
Ullastrell, Martorell i Gelida. Durant el primer tram del trajecte ja 
podem veure que el Pep va amb ganes i que a més, per variar, està com 
una moto. Exprimeix la seva Kuota al màxim a totes les pujades, 
baixades, plans, etc..&amp;nbsp; Pujada a la Creu d'Aragall, al principi amb 
tranquilitat però al final intento seguir al Pep que es posa a moure el 
plat a tope. Em desfonda a la darrera corba on el pendent augmenta 
considerablement i arribo demanant l'hora,......Baixada cap a Corbera, 
Molins, i ascenció cap a Santa Creu d'Olorde, Vallvidrera, Tibidabo, on 
els demés seguim demanant l'hora, mentre el Pep va al seu ritme. Tornada
 per Rubí, Les Fonts, i a casa amb 103 Km i 3h 55'.&amp;nbsp; He arribat una mica
 tocat, el cansament de la setmana s'ha deixat notar i m'he buidat 
d'energia durant la sortida, el fred també es nota, ja que en aquestes 
condicions la despesa energètica augmenta considerablement i quasi no he
 menjat en tot el dia. Suposo que sense menjar és lògic,.....&lt;br /&gt;&lt;br /&gt;
M'agradaria també fer una reflexió sobre un fet que ens ha ocorregut a 
l'entrada de Vallvidrera. Anavem el Pep, l'Enric i jo, en fila, i com a 
màxim un parell en paral.lel i ens adelanta un cotxe amb una parella 
bastant granadeta, jo diria que entre 75 i 80 anys. La dona baixa la 
finestra i ens diu literalment &lt;/i&gt;
&lt;i&gt;&lt;b&gt;"Y luego os quejáis de que os matan"&lt;/b&gt;.&amp;nbsp;
 Quedo estupefacte mirant-me la dona i li contesto "Sra, usted se da 
cuenta de lo que acaba de decir".&amp;nbsp; Gira la cara i segueixen 
avançant-nos.&amp;nbsp; M'ha fet pensar molt sobre la capacitat social de la 
gent, que està clarament desbordada. És evident que aquesta gent gran 
que prou feina té a conduïr, veuen com una gran molèstia una bicicleta 
que va més lenta, però d'aquí a dir el què va dir, ....n'hi va un munt.&amp;nbsp;
 No vull fer més comentaris perquè la frase parla per ella mateixa, 
simplement deixar constància de la manca de tolerància existent avui dia
 a la societat i que en un moment de crisi econòmica espero que no ens 
acabi passant factura,......&lt;/i&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
No hi ha fotos del festival.. massa concentrats tots a fer córrer les bicis.. 100 km 29 de mitjana i quasi 2.000 de pujada.&lt;br /&gt;
&lt;img alt="" height="174" 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" width="640" /&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-7640931048146815438?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/7640931048146815438/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=7640931048146815438&amp;isPopup=true' title='1 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/7640931048146815438'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/7640931048146815438'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/12/cronica-del-diumenge.html' title='Crònica del Diumenge'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-2780511988269036178</id><published>2011-12-04T19:28:00.001+01:00</published><updated>2011-12-05T09:53:46.014+01:00</updated><title type='text'>Càlcular longitud biela</title><content type='html'>Aquest article teoritza que els fabricants de bicis ens fan passar pel tub amb uns tamanys estandards de biela 170, 172,5, 175 mm quan en realitat, la longitud (&lt;b&gt;L&lt;/b&gt;) d'aquestes depén directament de la llargada de la cama:&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.bikudo.com/photo_stock/879145.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="148" src="http://www.bikudo.com/photo_stock/879145.jpg" width="200" /&gt;&lt;/a&gt;&lt;b&gt;L(mm) = 2.16 x I(cm)&lt;/b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; On I és l'inseam o entrecama: &lt;img alt="" height="200" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAGKCAIAAACq28sfAAAgAElEQVR4nOzdd3RVdb4//Pcup/feez/79Jz03jshhdBBQEAFFbGMjo5txlF/ltHRsXcdRyxjQwUsKEUFpUhogZCQAKGEXtKT/fwRhpl5njt33fv8uKJzzXqvs87a+W+f1/nsz/ezywEIBEOMXKkwWy0Gk9FgMtoc9rE3FyUKV5iv0AdcHgWgAax86HgQAjwKBEBQJCgO+GII5OCIIdFAaIDIBaEbENOAkgcJEDEazGavxe7TmW0KncpgVDtNCquEUgBiElxAwKcpHh8cAaQa8JXgKSHWgxSTPAmHw+MCSg68an5QJ1BIhH6HyaWVqHngAqB4EBkg90Bsh9AMvh60GqQchBSEGIQIMg9EFnCVIDkCHl/EpWiARxAaIGxTW61Wic6usPr0FofDqLbKOUG5RQJwSdBigEODZ4YkBIEPUh9IDcQqcGlQEAsgBKSACPC7bDqt2mlQupW0Q0Y4rSaFyX0RP4L/VTFZzP9htFotl8tFMMR8t+H7Q0cOHzx8qH1vR0fn3s59XZ37ujo6916U7Dx4/GDP8X07tz+weMHNU+oeuWHe766dMbU6O2A3ibikUMgXq7Uyq0viCELnph1RcazMljOFyZ6mMgaVMr7XxJvbULxz5aeH9x/q7Njb2rpjS8t3G75bufqTtx69fVFNwqPgEzxAIZcqdUaxwSZ3h/nOKNcVl9hSxOaQ1h4UiRUGhWxyddFfn3pgoGvLqSP7Txxoe+7h3+ZEXAIaGpvflFatSGuUZc6UZ0yTJ5tlsTpZuFIeLFb681X+XDJYIg4VWhO5FqdXq5QpeZRexMmO+D948u7Wb5bv62hr6zyws+NAV1fXod1bfvji3UXNs7waqUQMvUetCSX0KeNVyYkCZpzKV6RwpRv9caXFIBCBBzhknEWTG99/8dGObd8f7GrfvXHtug9e+uzPj7Vt23T4ZO/F2v//27K3q/M/zNatW00mE+RKxaEjh0dZdoQdHWXZUZYdGhm+8P7/PmeHR9nRoZ6dP9w7f8rtk8tfvv2q5+9acNu8utqchIIHHgWhTCmxehVMFlzpdLAQkSp1zmXugvnWcIneqBMBWS7FsmceYfvPsQNn2N5j/af3n+3Zdbrzh89eeXR6bsSlV4ppQiaTKY0Wmd0v8yb5nnQhk0fYsnmODHM4lyfV0oBbJVjUXH5q25ds77GuLWuvnV5nV/KkEpErrdRTs0BRejWKbkX+r5B9DdLmIj6FjDTSTA03WEVFayTxSn92pdvPqISUEoibJNdNqdm9cklf1w9s77GhvrMD506zI2fZE3u//PMjl5VW6QUkwYGWcesza6Sp0wTJmfzUaapwhS5UaPDF1AaNXAgp0JDNbFv+Ftu9hT17cPTUoe6tX/dsWr7pw+cPtm4cHrk4O/+XXMjp06fNZjPMVsvBw4dG2NFTZ06P/WNweGiUZYdGhi9KRtlBtv/UF68/c/f06kfmjXtiYeMDV457aPHE2dW5JgF4ACguFCaRNxO2dDiyEBmP6FRuaKoqVG0LRniACrh1YvWRLd+yZ7vZM/sOt63r2Pzpvo3L1y55/O6ZNTlhr5JHcQjwJQqB0S10p5CuNNqfRwZrYctVMcUinYtLc0RApk3avvJNdvDoSw/drqUgBFR6syZeLs2fTxRcj7zbkHMT0q5GfDZCk+AfB085XCUIVsKVrfGnafU6KWCl0Zzu/Mvvrjm59YszbetPtm8+3NZyfO82tvfgoQ3Lbp1aFFFrhAApJtTxVFF6E4JTwExByhRJoFDsSNIyDQWoaRQENU/dNm+o7Rv26PZTbd/t3by65bM3T21a+sEjN370ymPnTh2/WPv/f1tG2NH/MO3t7RaLBQaTsX1vx4UvwfDoyEUs7aMsy7KDbN/xt/5w16NXNH1y/3Vv3zn3j1ePf/72WYsnFKda5RoeKAB8mdgZIx1psGcg3kSmzeWkzJenTLal5AkEUBO4qip/+XMPsqf2skOHers39bSuPtzyWcfqv657408Lm6tDBqUA4HB4Aq1N6kpSzjTKm8OJT4K1iO8tEBgCao1RCPiVnGXPP8ie7LjrmpkiQCUTO6JZ0ngtkTUf+Tch7zrkXI3MuUhOI2NNVKiKGyjlBUr48VqBP1frDuvVCjWJdD1975zq1qXPsD2tbM+u4cO7hg/vGjm0gz26Y+N7TzUldA6BQC3hic0GcayATk5DdDZiU4noeAWTI7EESYonBHxy3LdwYvuqN3t3rWK71h/Y+Fnb+s+6Nyxn93z1+HUTbr1i8ujAuUteDv/N0tXVpdVqYTAZOzr3jm0aHh0ZHh0ZZdm+gf5/9S35b2e4jx04+eI9Nz84r/7zP/zqy8dvee2uuU/8asq98xpnlSSTVhUfACBUGSWWoMqbCn8FnT5PkneTKm+BLq2Kkoj5QFyv+vXUymNbVrJD3eyJnUNHtp9p/+7c7vWDezY89avLa+MuAw9cgCeWi80B2hrlONJhL4OjSBwskzoSVk9Uq1QJgarM6FUTSkJmGReweUP2zFpF1hR+3lXIXEinNtOJJipWT4erqWA5HSjm+gu5/kJpuFAbztbbXVoJVwOUeOR/+e2CY+veP7t/x7l92053bB7q3jbUtbF7/dIXbp8bk0MGqFUyoc0JXy4i06j4HEG8iRvM4hvsfLmSD9iFmFmUWPPGY+zxHac61p3atrLj+887f1hzeve6/av+MiPPk3Squ7s6Ltr+/1+W/4S7yWSCzWHv3Nc1NDI8ODw08g/t+8U7uAwPnDz86C1XP7Jg8icP/Wr1s3d/+vTtr9y78Plfz//j9bNmlmZ4FHwRwKcgkUjMdgciFby02aKcm6R516ozG6Uuv1goMomkU7ND37//0sDBlqGjrWe6t3X+8NXBH9Yc377+/XsWzi8MRZWkDOCSlFhjFZqDEncabAWEu0jsK+JbYlpnRKO3EQCPhIELKQ2+WGYM50hj1fzkRDp1OmJTeKEyLlNKMaVkoIwIViBUiXANEamVuSIGb0giEUlJ2AWYVRr7+i9/PPXDZ4c6dvZ07jyya8MY9+/fe+bWmZUhOYSAwWSUB2J0uJITv4wfmaqKluqYEDigAAUwpzjtq5f+cHLbmtFju090b+vZ8sWxPZsHj+0fONj62n2LoyroBDh0uOeSdwU/04yV7P9vDhw4oNfrYTAZO/d1XYDeN9A/NDJ8EQ8iwyzb2bbz1/OmP3HjvKUP/OrjR25Z9dqDn71y/1v33bj8qXsfvHbW+EwmZJRKAT6gl/HhySMiE3kZi7gZC+hYLdcR4onlfHD9Ivzx5is3ffH2/tZv9u74umXtsr0b13RtXPvdM7fdO7WgJqCxCcAHBFKlQOeUOeOUt4TjLuS7cyTOdK03VWPxkzwJwFECEi54cp2cKeCEqqloA0LjwdSR3jx48uEtgK8EwWow4xGZgFiz0Re2e/x8CmoaeT7NIzfOPtny1XDn5v1795w8vO94587RnrbePeveeuTW5myvnQMpTdm9Xk0sU5AYz43PoFw1ckfc6DbxBRCRcPLx6h3XsucOsKf3de/6vnv/jrMdG492bD+6r23v5tUL63MMgIjAjt3tl/zo/2+WPXv2mEymvzczY8pH2NHzb0YvTvrYkYMHdy+cUvbczTOW3rfgs8du/PjJX3/718e+evqOD+5fsOTOy1749ZRJOW41HyAAqcJoUct9UcTricLrqNwFqtg4t9WpB8wy3DJt3Non7+vdsPzIlhW7Nn7cufnLfd+ubF399vq/PH5NSTLdKBRzAQoqrclnj8FVAF85/JXwlMCZLbIEpHKJiIIMkAlpqc0njJRR8QZExpNMJTdYAl8evMXwVFLuWspTTXnL6EAxFSowhENao0EFOIGrCzPWvPr40NHWo0e2HT6y/2DH1mM717I9W09vXHb37MaAXKAhAJlYH83Xpk8RxibIUiqNqXm0REtDaqThV+L2KxrbVr3PHtjJHmwfat95bueWo/u2sj27D6567+ZpZelRPbgAF+tatl6s/f9LxtLZ2Wk0Gv/HuZ9j+/Z3bb96UvnLv5n/2cM3fP7oTZ8/c/s3S/7w/euPrn727mUP3/jOPQtunlSYGzTJ+ACg0wjkTi83UcctXsQrvNaQM42JZmlpyAhMzU95667rz236rK/jm84tn+5ev6x99bKDLZ92fPHWvdNrq4Imo4IEBblC47IwcObAUwR/ObxlpDdP4U7oTGatUqDiQKWUKlxhQbiUiNQhWA1fKeUrhC8f/lJ4q0hPNeWpon2l3GCRIFIosRglMrEMiAupJxbM3rXird4D204c2dG5d/eRrh29nRuHdq9Z9eL9jWleDaCmaWh0smCuiKmn/TXicIEuGKE5PD44Tj5mlydWv/nEyL6tI907T7f9cGLn5pNt2053b2fPHNj54avVIaNKBHABGu988PEl9/Fvlh+J+8BQb/u2jXNrC5+5fvay+29c/sANa5777eoX79n01vM/vP3M+pf/sOrpe96578Z75jXleY1SQAjwpVKuN1eQN49XcLW28HJ35jihVCclkGHX/u6yhkNrP2C7Nx3ZuWrP+uWd6z7v2f7ViZYv/nznNfPLUiNmqZALkUik19loeyrlzYGvBP5STqBYFc6xBsJ2p82ok+stdoUvyWOK4a+ApwTuArjzEChCoJzwVZPeKtJdzvMWi5kCRSSPIxcLuIQSaIp6N77+TP/OdSfaN544tL27c/eZg7vZwzsOrf/giZtmJY0SKWBWqkhXUBAo4vprBf5yqTch1yr5gIFAc6rz3UduH+7YxJ7u6j+w40jbDye6WvuP7x883Nq36/u//v42nwA8gC/jgcO7554/XHIf/2b5kbizo0PffflZbTL8q4bKZxdd9tbtC9Y9d++XT9y+9qWndnywpPXD17e/+9Lupa+ueeGBmxsLo2IoAB4JWucVpjRy0maKMqdr0huhYXRC2swnGtOZz1948MjG5T1bPutY/8mBTV+1f7/sxNavVr/yh4eunFwcMGt4EHIpiVQusUeEnjTKlw9vEeUvVoSLTOFMayBsdHt1nogskEX7i+AphrMAzny488hAGRmoIIJVhL+S8pbwvXkKf5YumCEQ0iIScZP895dP6t2yhj28u6f1u+MHth/raus7uIs9tGPrRy/dNKWU0fBlHMpisorieaJopTQ0XsWUyk02moAGKHHqv3j6/r6W1eyRtoF92053bTve3Xr29IGhoRN9XT+8cd+tU1JCaoBPQahSguTPmXnNJffxb5Yfizs7+NKTf/Sp5YVu+4Ky3CcWzljzzO++fOI3nz358O6P3+les2LvFx8cXvtRx/LXl9x51bWlYUYMJQFwBDx7Gs1U0dE6SbIRzjybQiECAjrR7xdOXfPnRzvXvrfn66W71y/buvr9g1tWdqx6b9ljd83KjfukPCmPAIdQ21xKd0zozYY7H94ibrBIFsxWeZOqQLoskCXw55LeArjGrOcT3gKOv4z2VyBQiUA57S8SeTNVroTeERRSkBGYWpL28RP3jnZsYA/uPLrr++Nd24937Bw62Mb27Fz50gNNmV4dFxya1FpcsrRSUbhC6iuT2xIcHikCcuzCh+ZNHGxdzx7d09++6fjuDWcPtfWe7mbZs6Ns7/CRrQvHF9kJKAGJQi0x2gmBtrJk0iX38W+WH4n7yHDfvDkz+ICOInPs5huayt++b/GnT9z65bMPtC17s2fDqs61KzrXLm9f+c6GJY99+MB1JXahjQMeQIrUImdSGCyUp9UKIhWMzSUEjHLu7Nqcv/z++gOr3j3w/bKd65Zu//rjzs1fnNq+es/Hf75vSm2Z26QVU+BAo1OrbS6hOwWuXLgL4SmivDlcZzovWMD1F1K+fMKTD3ce3PmEt5D0FfF9ZZS3DL5SMGU8plDmTVOZvCqlXgJYRXhw8aydny7p2/Vtb8em422bT3TuPNe5iz26lz20/c+/X5wwCfgAweHrPBFZPFvgyeLoogRPxQWMAtw6vXTbu6+c3bVupHv7ibYNvd2tAyf2sQMnWLb31KnDqz96Nj9okAFyoVSgt8m9ca7KHQjmX3If/2b5kbif6juWkhojAD5gEHJqUwN3za59+/9c8+1L925599mur5e1r1/ZuWn13u9W7F+3dPfnrz44r7453aMAaECsMcpcEU2iSJ1akRZISHg8hYQsSXE9cNXkrk/fPLxx+fb1H+z8dvmObz/q2fbl0bVL37756ivz0p1aIbiQiymlVie2heHKhrsEvjJ4iuDMQaAS/jL4CuHJJzz5hCcfnnx4CoTuUsJdBE8hmBJhtEjhSyrUJgktMHFQEDB98eojZ3auPrfrmzNt35/Y03K6c9fogfbeXZvaPn/ruoY8ExcKISnS6PShVBkTldijlNhCgNaJ0JDrXP78vaNtW3rav+s9vPPEvpZzR/ec6+lkh06zo/3LP3i7MMsiAvgAV6SA1iEIZkLllWtDl9zHv1l+JO49544Y7AYQEPIFQiBmVU4rCT1927TvX/rtmpfua1n+RsemVcc6t/W0bzzZ/u3BH5af+37Zm/fekO1QigA+nys2WnTRTFNmSdIX51E0QcCv5y+qydn65jP7vvlg85q3t6z9aN1nS9q++eD4mqVf3febO+srAyYpeBBRkMolQrMfzmx4SxGoQqASniIEauGvhLcInnzKk0d4cuHOgytP4CqBowCeAoRLxPFilS8hlan5QETNu7wiq+ubD9ierYOd353bu2mM+0jX7m2fvP3i7VdnGDgKwGnRad0+uT+hDAY1rohQauQASY/yzgXj9679gD3c2dO9+dTRnQf3bjzcufXYvlZ2uJcd7Hv4zju4FHiASatU2f1wRgSxfKi8Yl34kvv4N8uPxP342dPg8yESQammZDKpkBcyqG6bOXHJLbPXPHn3rvdfPLDmo+5NXx3v2tJ7bm/Xwc3sqcMHN6+6vjEvTQkbCRkJrcHpSin2xEJ6g0nOE6tAVYWCz9967cY3H+/+6rU9q95pWfHazlVvtaz8y86VSz5/7v7Ls4I+ADwFAdKi11g9YdKRBm8ZPPmwxOHJJ7wFhLeA9BUS3gKMtTSuXNjLCV+1JFQpdqarHEGdySwWkHIBJsYUS+5duGfVO737tx/r2Hps746TXTuO7dnMnmr7/p2nr20q9CtpCaBTylxexhVKVfkDlJTLB4JKPLq4+dSWz/u7tp3q2H1u36a+/S1Ht3473LlzdN8uduDYgc0rm4oiBEi+SK4weaT2iNAR5TujlNUHve3Y8ZNj50fOnusbHBoZGBweZdmh4dFL7uZnmh+L++kzoDngCwmNFlIZTZMGIa8hM3l7U976lx/qXvnXvSvf279h5dG9m8+d3Xuqd+/R9m2n2zZ98cpDNzUX+iUQAWKJUqTz+CMht9djUmokgF8suqoq//W7F257709717zbsuzVnave2rH6rfa1725899l7ZtTW2uQCgYIG9HKpyenn2FPhKSK8hZQzDZ78C+L/bt2ZA3sZnGVcT6HAGleaPQqVkktCysV9s4o2vv3okR8+P9PZcqTthyNtP5zc23Kq4wf24Jb3/3TnhOygRQgFDafFyIRiVldAotML+JSej6YM+/dvPsqe3jPQvfNU155TezeeaNswtG8Hu383e6L79K6N10ytMQpBU5Br9Ep3ROBOp10ZfE86xxyE3LRj564LZwSHR9gx7gODw5fczc80PxL3E2fOgsODUMozO6DUgubxAadcWhM2ffyn37Ute6N12ZKDG77oad9w+tSeIfbo2YMd/d272APbP3/p4fKwVQwQgFBhCDB+hgk4TBYhoAIqw85Hrp6888On9699v+WTV3Z88cbOVW+1r323feVb79x30821uQaVigfI+Ryd2S6wx+DMJjz5tDsT7jy488bQ/926IxvuMjgKaWeW2BZR6K0CPi0ArHLq3QcX9Xz3wZldX5/Ys6lnz5YjbT+c6Ww519Uy2rH+mduvzPfrDTwouHBZTV63RypRyiiOhkJjOvPugzf3b1vJHtt1eu/W4/t3H+3YdGz3hpEDraNdO9gDbR+9/JSGBx7AExJyq1XGpBOBIvjL+MEyoTWNkFhe+/NfxqCPfRa/cP+/zI/EvftgDymQQaYVuoK0yUHKNDy+mEdQYYP05sualj55f8fK905uW3O4dd3JY239w8fYkf4z3XvY3kM929c+dud1OREXF1AqZG6H2eu0mfU6HqCike8z3T2nftv7z+778p2tH728dflrLZ+/vvWLv7Sveueb1x59ctHMhMOgICEkoNYYJJYgZU/AmQFnFly5cOWeRz/G3ZENexZ8paS3QOzLUbliCo2eD5iFKI+7vvnz/+nbvfZM2/qju74/vnfb0bZNp9o3Hd22eueyV6+fVBrQ8nVCUiMROswGl9Uk5JBGICDkPXHdFcM7vmE7N5/eue7k3pZDHdvPHGwdONw20r3zVMu3n7/y9GW1ZVxAJOaJTAqpP8CNFiI8Dkwj7a/hmjJIoWPe/CtHWba3b2B4hB0ZZYeGRy/muOx/X34k7qu/+poSKqE003aGtjO00SPU2Si+VKeURu2Gh2+66vSW1UPtG7tb1pw4vPts31GWHTzdc2Do1MHh452nu1qee/gur0EuIqCVcHVKsU4lF3BICQ2fRjS7NHXZY3fueO/FHUtf3rrs1c0rXt20/JW2r97e9vErHz7ym9qY1SkGHxCLpQqzU2wL064MuHP/JXdPHu3PkwUytC5GLBSJgCy76s5Zde1fvsEe2HymfcORXRtO7m3paf3u1K5v2756+083zij0auSATiKy6HRWg9ailEoJxCSCq0rzv3v9efZQG7t/+9n2H84dbDu4Z+uJg21nu1vZc4faVr4/ozjDKOJyuVyV1alMyRCl5CNRjVgzwhPgKocmCaE7MytnlGUHh0bOnuu70NL8Iv6nzv3eu+8HLSHVdug8sEdhYfhWhtbYuFI5BVw7teHgN8v6W785uv3bUz0d5wbPjIwMjY4MnD1x+OTBdnbk1PH2TTfPn+jXcWQEpBxo1DKZUiTgQkmjLGh99lfzVz91X+vSV1pXvL5l+aubV7za+uWb7ave+f6dpxdXxXIccj7AoUmVzqhyBMWBbPiK/2UzY09S3kyRKyrTW/iADJhZEFnx+F09mz8d2r/laOv6w63fH9uz+fju70f2b96+4rXr6rOiGloEaJUKo94g5tEiQAZMzY6sf+fFkc5tg3tbBvbtPNO542RX6+kDbSd6uk7vb2UHjq588Y8+McEH+DKNNpgqLJyJ9GZEGhBuQLgevgrYcghTmtPlOXHy9CjLnuvtH+M+ODTyC/f/3/mRuFcUVwEivikAtQvuVFgjhDXCs4YIpQEkVZEeffGORW2fvjHSvb33xIH+kbFKNnLm7InD3R1s/zG2t7t1zbt3zK+zSSgJBZmMp9TJRVKOmETSIL11YuU7dyza9eEruz97Y/MnL2/69NVNy19p/WLJ9hV/fu36xllFYQ0fFCCTSTRWl8SfCW/xv1yqulO5vjTa5BJIFQLAI8L9lzecWPXOie2rTu5ef6Bl7ZFdG47s2nBy93r2UMt3b/1xXnE4oRcIAIlIKpUouYASKAkaXnrwBvbEbnb46Jl928927z7S1nJ0d8vQka6hwXMjJw/u/mrprVOqTYCMQ8stXmNqGbf+PhTdhMR0BGuoYDmXKaMDJfAVKpTqVavXjk1jxrhfcjE/6/xI3N1mHwix3JWA1gd/FmwJWCJ8V5Jr8QgUKpdGPD7mWPnc/Wxv99Dpw33D/YOjI2f6evsGeocGz50+0jF6vJ0d2v/N249muA1yCiQFoUIglHMFgI2HCXHPi9fN3vPhq22fvrFh6QvfffLimr8+uWHpCy3LXl3/xHV3z6x0aiQ0IOZzVHqTwJ0KW96/GkRyQrnCUAals3JEIjmFDLP0jTuuZveuO7Xr26M7vu7e+vXR9paDO9YfalnV3/b1u3+4qT6i98nBBwCaovlcIDtgeeo3V3W2LBs+ufPkoW2ne3YPnuw+0bWr98Cege6Ovt5TQ6cO3TKzISyGGVCLxIH0IqZqhmL+e5KJT9B5C8FUU94c2p8Hbx7sOSTFeeLJp8camKHh0bGl6uDQyCV38zPNxed+oQ719g2MjRF6jh6XSaRyjUGod0HngyEMawrhTIUtDls6bWJA0CYF76Fbrx49to8dHjx98szZUfbcCNs7PNw30Huu9+S50z3nTh3qO9n9yA3zihmbDNDwaJNELAK0JLKc+gdnFrW+88eer95o/fC5HUtf+OG95zd98NLWT/7y/bsv/+WB35QyVgMHPEAgVRpDWTx7Er46+KrhKeF48rjefI6viPCXI1gjtGWpfakirVwO5Ok5906u/ObN584cbD3b3nJo+7cdW1Z271p17uD6Izs++eT52+6cXeC3WsQUzQV4gFHETbepfj2xuGf1m+cObO8/1Np7YPfJjp0nOjr6Dh7pP3jiTNdR9tTuT1/6Q9SqJgBCpoc5LkzUyHOnaac/Zpj5GK/qdsRmItgIXwVceTxfHg3p1Alz2FF2cHSkjx3qY9kzLHv2lxr/E+F+YS01Bn2sFC1f8RlPKBOpTXyjH4YQjFHYUghnKulI4bgzxHaGoEgRkOvXPXvPzYd3tbDDg+dYto9l+1l2kGUHRoYHh3oHB84O9Z8Z3b/jud/fmsV4NWKJiMPjAmKS8Bm0lxcEl/x+8ZpXH9nw3gutn7+74eM31n34+qblf+348q9fvfLI5eXpMYNICPD5fKMvJncl4K+BrxLeUtJTSHsLaV8xHSgjmWq1K0Nu9YGEFJib4//2yd+f2fLVuQPbTm/deqJl84ntm862bT6zY932D196cMa4Agn4HNAUxCKeTMyLeMyz6wvffOQW9kTLybMHjp/a23N416EDW48f3NZ/bDd7qp093XHks2ffvGtuup6SAgqJUKozawJJbSxfU32dY+JvtDWLkZgIfyW8ZfAUUf4iHq0pK2vo6x8ZZtlBdrifHT07ykCZI7IAACAASURBVPb+wv2nw33kbwV+7OTfKMvefMut4CkolZ1jjsAchykOa5JwplKuBKn3yMxOjVqu4cAhxPjMwBuP399/sGNk4OTQ2aN9xw/0HmnvO7JruGc3e3wPe3IP29/91ZvP1ealy3l8AjRA87kCtVwxIcP/zB3XfPrio+vfe3Xnl0tbPv9gw/L3Nq54f9+Xb2/74IUHr5zQkOrSc8ADtCarzh0iAxWEvxyBSvgrEKgkAxWcYDmXqTCYGa3VzuFBCVyR5//hhfsHWr48tmPVkR0th7ZvOda29fTe7ad3fL//y6Vv37Z4btQj5IImwOGAomA3Spsr015/5Gb2+A+jfcf6TnSdObT9zL71J3d/cWTzO/u/ebFr9ZOdb92z4r65szNNSS2COr5NK3E4LXa3y5AsDZVPCZZNVcTLCE8u3PnwlyFYJVLZbf74ph27hli2d6hveHRkaJgdGb70bn6m+R/p3ceGxGMzhFGWramtA0cDlZe0psCShCkOS4zjiPJdEYXVbXI4gh5bwm1g9MKARliaDF01feINEzJvbs6+c3rho1fX/vX3cza/dlfP508Pbnid7fp2xTP3TC1Js8r4fIALyHgcrVR065Tyje88c3zDigNfL92/9sPONR90rf1o9xd/7Vj+Wuenr737wPU3TshjFBABcrFAb7bImEIBU0Yy1WDqwNQjVMcLVYpDpRa91WI1KGXQkZgY1n1454LDX755cvvK7v2b9rav29/1Xc+BDWcPbGQPbzn+7UcrHvp1DuMyiGk+wAc0XOT6jI/cMJNt+5o90sm2bjz3zbLDny1pfeux1U/c8tG98967+7KWt/648tnf3j6zqjrpTrh1LrPa67F7fG5vkImmpkbSMuxMXO6O8lwZpK8ITLXcGoBQ+cKStwZY9kz/2dHRUXaYZYcuvZufaS4y97FV1D+uq4aGR9MzssAzQu0nrUlYEjCEYfQJLG6Z1aVUK1Rqmc2sC/lcMcYXZkKRaEo0kVmd5qlJdTVkemaVxm6eUvTHRRP/fPe89x5Y9NVTv358UfPkPCZkEMlJiAAZAauUuLE2ufH1h4a3rhjY9HHPV2/s/eTZ7hUvdq94sefrD89sWr757ccfWzQlyyaWAjxApZSbIznKSAkdrUd0MmLTEZ0gjNaooqVeo1El5XNImISYkeH58HeLT333MXtie/+BtUd2LTu08+OjrcvO7F7Otn1xaPnzH90xtzrMuAR8GSADzDSdYdLdObWx/eM3O99+4dvH733rN4ueWTzvkUVz71s07/5fXf3onTffcettt95y28TmqfG0LIuX0TiDtnCaPZ6ZjAcZr91n13ucJovDKXcEBO502l+gsAVBiW679/4Blh0YHRwZGWGHfuH+k+E+MDg81rtfuJ5p+45Wry8AsQW6AG2JwxiG1s3RWmR6nUandFo1dpvR7fU4glETk2FNVtqzmw0ZEwzREnO8zJ1ekShuLK6fMW7KvAnTr5gwY/7CCcVTKzLLMqIxn92okkgoqLlwKahpGc7X7rxi19LnT617b/+Kl9c9f/d3L9y1fcmD3V9/cmzjZ1uXvvjMrfNLggYVBS6gkIsDsTRTooSX0ozkHCTnI2W6NGW8IVHm0ao4BAgSLp1gVnHGkrtu7F71Aduzld224sSXr7V/8GTre4/vefdPe5Y8uvLuqx+pzUo1mZ1imZ4n0XLlZpEqYrA2ZKTfOWvGzXOb506oqCnNzSnITyutStROSmmam5xytb3wMl/lXHPeFGmsmusv5voLpYkqebImLSvbbjOZVUKvUeyxKE0mg8LqltgjanMAHOllVywYYtlhdmR4dGRwiB0dufRufqa5yNyHR873MINDI2MtzcuvvCaWyAilk2sIck0hSuumVUaJSqVRCvQKQi/n6DVyg9On8GfBU4TwRCp7IZF7HVIvR+ocMn2OKGe+pmiBrvgqVd4sWfrURHZRJLs4klPO5JR5Etlmt89o1Fv06nzGefn48juvmv7Ebdf+4YY5N00svWlC0e0zKl/4/a/f/uM9Sx7+zX1XTyuPu1wasVzEM5kMKSkprtRiYdpkZCxExrVIv1yZWm9LlvoNWhGf4EvpoM86qTD7nsunL3nork9ee+yje371zLUz755effPk8psmV97UXHlFUXp9wOZ3u5xOt80dNLpCRlfI7mE8Hl/Q6zEFghofI/UmBMFcQWIcL3MGUmcjPA3JeVTmFUTabCSmINqEyHhuShMnUc/kV+nsHq1K7NXy/BraqeaZDUq1XmfU+TkcRWpadtvejiF2ZIBle1m2/5el6k+E+z8OZMY6mVt+fRtA8nReoTkoMAVojY2nUMkVIoOcMIlhUfHUKqnKGZCEyxBqQsqVKLoLpfchZxHSr0RiDuKXkamzOckZVGwymAbKX0z5S2mmQpKo1WfUWZIlOk9EbrDaLPYYEw263RG3K8XjTHGasv2ObJ+1PCU0szLvhmnjr51UVZHqi3ktFoPW6/dlpia8acWizOnIuhZZNyBzvjq90ZVWmskEDXq1wqSKxpgJxYWLmxpumtE0f2L59MqC6txkZoovFHN6Iw5n0Obw2pweqzbgkzhdQm9QFk5VxjLkoZjQ6eSbjdBGoE/CmAtrOTc4Q5y8lhNfDM+VyL8RmdciOQ+JmYhNQmwCnWiiEuOteY0KT0yn03i1PK8cHjmcap5Bybdq/BxI+DzJR8uXnRnu62PZc78MIn863PuH2WGW7R8YYll2eHi4v+9cTUWpRMBVK/gqOU8l46olHI2Yo5Vw9RKeQcq3CWFUSVT2AD9YivhkJC9D+uVE+hwqVk8nmshYE8KNiE/hZs7jZl6B5BwiOQuxqWAmIDSBE53AjzRwgzWktwLWVFhTYEtStiTHnsJ1JPjOFL4zrkzkGzIrLHm1+pwaWbJMECkUxUvkadXS4qtFJddxS25E4Y3IW4ycq+ncq4T5VyrjZcp4mTxWLo2XSxNV8uQ4RVq9Mr1BHKsShEs5vgLSmUnYU2FLoWxJ2pECXwF85fCNJ31NHF8Tx1dDewtJTwbXkUZ5Cqj4BCrnSmQvRHIuUudwc67gps7iJGeQiSmINCBUi1AVYtVESo0jkRVPhHND5hS7zKaWqhRKg0rl0spdJrlKTPJpPPTQPYNDvcMs2zs83PcL958I94ERtn+Y7R8YGhkZ6evr2/LDJo/DSgFqBV+t4KvlPI2Uq5VwdVKeQco3SPk2McwamcoREjBliDUjZSaSlxFplyE8joo3kLEmRJoQn0Knz+ZmziNSL6fS5iA+DaFmBOsJpp7D1HEC1ZSvnPDkE55c0p1LubJoVwbtSuc40jjOJCxR2pUuZPL4TD7lyyW9eRymSBitFOZfKSq5TlhxC6/yN1TpLUT+IjL7Cjpzjip1nDxZI4lXC6NV3HAVJ1LFidRQ0RoyUEb4Swnv2M1+uZQnj+fLEwQK4MuHrxj+GsrfwA3UcwLVtL+A8mfBU0SG6ziZs3iF15IF1yHrSiJ9DjdrNh2fSsenULGJiDSAqUGoCpEqMl5tjOfH09Pz4+6kQ2lVSbRKhVGjdKilRiVPL+NySZSX5J48dXRgaHCIZXuHf7kA+KfBfZhlzw0Mj7LsyMgIy7J/fu0VAYeUCnkapUCjFGgUfK2Mp5Py9DK+USYwygROOWnRqzWuCJ8pR6wZ8alITEPKVISqieh4Kt6IaCNik8jUyzgZc+nMuXT6bDJlGiLNCIyHvxreKspXTvnKqVAFzVSQwRLKX0x6CwhXDpzZcGbAEIclnXLlUJ4CyltE+4q5TIUgUs3JnMXPu4pXcj239Gaq6EbkLiTS5xCp00XJBkFiPCc+jojUIlSLYA2YGgRqEaxGsBrBSgSrSKaSZio44XJOuByBHAQKyUAZGagiAxVksIRkCkkmF8EmpM6iCq6li64n868hsuYTqdPJWBOYBoSbiGgjIuPPV/dIFRGrkSaqIvnlxVnxFIfKpODrlDKrVm1Tis1KvtMgV0s4YgG5t2P3wNDgMMsO/VLdfzrc+4fZUfb83w3XX0cBdrNBqxKOcdfJ+XoZf4y7SS50aYRWi0njSQhCFYhOQHQiYpMQa0a4ioiNI6LjEWlApBGJKZyMOfzcK8m0GWTKNMQmITQe/ip4yuAugacI4Row1WAq4C87fwWYKw/OHNqZx3EWcNyFtKeE46/gBio5gWpusAaJKUidhcz5yFqAjCuROgfJy5CchvA4hOsQqUNoPCKNYw+IRKwZ8WbEm5GYgHgDEa1HeByYKvgrEMgmgnkkU4hgEfwF8OcjWAimAIl5yFmE/MXIuhLJWYhPRmg83GXwViJQg/A4IlKHUC2YKoSqEa4h0qeHKqeWlBbEXVqjhDYqZXad0iYXODVil0Hu0Cto4L23lwwPD4+y7PAv3H8i3AdG2IGR87370aNHszLTKcBm0v8r7m6jwmazaXypglAFIg0IT0CkiYzUU7FaIlaDaC3C4xBuQGwinXGZMP9KJKeRKVPJxCQy1gCmFt5SuArgyIGvDN4x6MVwFcCdB2cunDmUI5e05cKWA1seHIVwFsFZAkcxAvWITkba5chagKwFSJ+L1JlUchqYGoRqERqPaBPik5AyGSlTkTwfMjmZSGlGvAGhcQhUwVdBBfLoYD7J5COQA28uPLnwl4CpRM4NKLgRuQsRn47geARq4C2DoxCeIvhLEaokQjVgqhGsQrAGTC3yFvsaFxVXj4u7TQYRaZIL3TqFQ863KQUWOd+ukXGBKc2No8Mj/f2Dff2Dl9zNzzQXn/swy/b2DbAsu2bNGrlMQgE6lfxfNTNui87q9Gj86fxwFSINCDci0kBFxnNSahGtRKQG0TpEGxCbgORUbvYcpEwhUiaRiWYq3kBFxpGBMrjyYMuEIxf2XDiy4Ri7bD0T9kw40mFJhSUdljRYM2HPgTMP7kK4C+GpRnQinXsVv/QGQdmN3PyFdMZlVMpkIlJHRMeTsQYiPgGJCUhMRGIy4pMQm4B4ExGfQMUbyVg9EakFU41AJe0rpgPFJFOIQB68efCVIlSP+GSi+FdUwbVU+kww4+ApgacI3lJ4SuHJg78QoXIiXAWmGoFqBGvAjEPV/3FOvjuvbnLMazEJYZbx3BqpW8l3acR2lciqkkg50CqkZ06cZFl2YGDokrv5mebiNzNjh1qWZZ9++mkCEHIptVzyr5aqLqvR6vKp/Jn8cBXC9Qg3kuE6XqSWilciXI5IFZVsolKbkZiI2EQkppBpU4mUSYg3kLF6OlbLCVUS3gI4smHLhC0d1vTzIxprgrAkCGuMdKSQjlTCmQpXOlyZhCeXChRwgiXw1yA+WZC/QFpxk7TiJkH+Ak7aDDLWxInUcKO1nNh4TqKeTjRS8UbE6hFtHGs/iEgdGa6lw9VUqIIKllNMKeWqpH3lFFMKpgjBMoQbkJzDy1nMy72SSk6jQjWUp4ByZMKRA3chApXw5yFYQIZKSKacCFbAX00EasngOEx4yTT9oYxx06Jem1kMs5Tj1Ui8amFAL/doZQ611CAXcYGvPv+CHWVHLzWan28u/iByrHcfGhq65ZZbCEAi4Cqlon81iHRaTf/MvZ6KjOdHxxHRcoTKEK3mZTQLsqch2YxwE0INnMwZZHIiouMRraVjtdxIBeUvgjsb9nTYU2FLktYU0hIjLRHSHCbNDOWKUa4E6UrAlQJHChxJuNMJXw7C9WTKVF7ulfyiRdyCa6jMuWTKVDLWxAmW0qEybriKFxvHTdRxEvV0vIGK1VORcVS0hg5X00wFxZTSgWLaX0T7i0hnNe2tppkKhMoRrkbKVF7OImnJ3VTKZPgrYMugbUnaEocpBfZcBKoRzCVC+VS4lAyVIlAOXxURqCUD4zHtbf3Mx5LjZkZ8DosEFjHpUYsDGqFXI7HK+Ba50K5R8IDf3nHnQN/gyNAvD974aXAfZdn+/n6WZc+eOWU16kRcUiUVqqRCrYinlwj0MqFOKlBLeAoxVyHlqeQCtSuo8ialwXxOuHxsmUhEx9PxhvOdTLiejE6i41PoRDOitWBKEagiInVUrI4IV9HhSl6kmh8eE59FOFMpW5gyuGm9izB4YArAFIY1AWsC1hTY0mDPhCMTzhw4c+DJRmgcPzlXnLaYF7+ajMxEuA7R0vO9e3jc3xOqBVMDXwl8JYS/lAyUkYEyKlhOMxU0UyH1hDneTPgrEZmOnMWiklvEWQtoppl0pJGONMKRAVcmXNlw5cKdD3c+3HmEJ5/0FZLBEpqpoMPVZKSaCNXgihXGBa/48xrDFouDT9mkPItKaFbzvHqJQ8W3qkVOg5IDMD43y46MjPxye8dPhvvo6CjLsju2b5WJ+DQg5lFqmUgn5uslAp1UcIG7TMyRiTlKFyP3JkXBfJqpQKgWoXGI1FGxuvPcIw3/xD1URsUbOIlGKlaPQCUCZXS4mhep5oQq4c6FLQUmhjB4SL2LMHgIC0M6UghLgrCMcU/CkQ5HFpw5cOXCm4NQLS9ltiC5gBObj9BUhMf9J9zHlP9jCH8p4S/lelOJQBGiTUifh/wbePmLOIlpcFX/F7lToSoiXEWEajDvY9385xw59YzNYRdxrRKuRSW06YR2Jc8q51hUQodeIeZRDotxT9su9pfJzE+K+/Dw8AvPP0sBNCDkEBq5WCfm68R8rYSvlfA1Ur5CzJUIKRGfkDrDYm+qIFBAMpVgasDUIjyOioxDtBLR2gvcqfiEMe4IjyOi4xEeB38lAlVEpJaK1RGRWjJSCXcebAnSHCAMHqgc0LphjsASJSwJWBOwJWFPhzMDzmy4suHLQ7CKE53MjcyimBkINoGpJiKlYKouDAcRrkGoemwLzVRQwXIqWD4GHb4SeIvhLUawFJE6pM8mC66j8q9D8jJ4qmHN+69wp4Llf+c+603VzMf0aeMCbr9LKbKIORY536GXubUit1bk1MsceoVaJpIIuE8/9cQv3H8q3EdG2YGBAZZlmyc0UoCAhkLM1yokeongH7nLRRwRnxBwIXTE+Z502l90fiQXrAFTTYerEalAtJaINlKxyVRsMhlrQrQW4XIEqs6ffoqMR7gekQaE6uCtJBIN8JfCmcFxJkhzACo7lC7ogzCFCHOUsMZIawphTx3zR7hy4MtHoJRi6qjgBMLfCH8NESyjwqUIloOpQKjy72EqECz/fxX1sd4GvhLEm5EyBVnzqIKFRPoc+KphyYIl7V9yd+XCnUd4C4hA8QXuYKrR/JS46ffylDpfKOE1aWxSrknKdeoUXr3EZ5A69TK7Tm7SKilgyuSJv3D/CXEf690tZiMFSPi0ViFRy0QGqdAgFV7o3eUizlh157pSOZ4cwl+KYDUC1QhUganghCoRLke0low1jXEnoo2I1iJSQUTquMkJvIzJdNpkInUakTYDKVMQmoBwA7zlcOfSngyuMwZzEIYgLFEYGRgZmCKENQZbCulII53plCsLnhzCW0h6y0hvBeEpJzylpK+IDhYiUI5AORGsIJlKkqkkghVjW87X8r918BeaeCSnIjEZKZORMglMDaxZMMXhSP5XuJOBMpIZ+0ZVo+K3vMpbuIk6Z0p2wG11KfkmMcemVlrlHIeKb1EJLWqJ3aTjUUimxHt7ey+5m59p/gdu3hsZaW9vpylijLtaJlJKBEaZyCQXm5QSvUw4xl0u4SplfMqVRXoLECxHsAaBWgSqSKaSFxoby9RS8Ql0fAoZnYRIA6K1iFaCqSFjDXRyEpE6jZMzR1RyraTqJmHljUiZhngzQpWkN4d2pJDWEIxB6P3QeqH3wRAcE0/ZkqQjjXKmw5UNd87fH6vkziM8uaQ37x/XoxfKOXwl8BTBUzQm/h+5cyLjiGAVfKVw58GeDksMtijciX/J3Zlz/vk2/qJ/4p69iFN0HeL1prRCf8Dl0YltUp5FoXKo+C6N0KIS2rQyi14tFfI0auW33357yd38TPM/0rs//PDDBEABSolAKRGopEKjTGRVyawauVEhVom5chFHrRAadXLCkw9fCZgaMHUIjkOwmmTKeaGyMe50ovnv3CM1iFbCV4FwHRITkDqVzJ7HL10srPo1r/JWFFzDKbiCmz4RnnyYYzCHoPdDbofaCY0HOi8MQcIcJSwJwp4kHamEI4twZBCONOJ8vc+gXFmUKwf+IviLiEAxGSwhgyVEoHhsy/nq/rcCfyGULZWypsAYhj4AU4BwROCKwxn9z7i7ci9wJ4IVYCoQrELKHG7+QkTrFYlCp8/hN0qcCqFVqfUbZX6jzKGTuowqnVKqkokJ4IEHHrjkbn6mufjcBwcHS0pKODRJA2adSi0TaeRik1xsU8sdepVJKRnjrlNL7BYtPAXwl4GpQagOwXFgamimQhAuB1P6T9zD9WPciUgdL3UiL3MGmT4T6XOQNhfxOQhMR/FiXuk13IzJcGTBECKsEcIagdoNleO8eH0AptBYE0/ZkrBnwpYGRxKOBOlKkq400plJOLJIXxHpK6L8xXSghA6UUP7isS3/1LV7i88Xe3chFA5K4yJUNqjMlNnF98YITxw25r/CnfCXXuBOxmfy8xYi2iCM5ls91oBJ6lVJbErD2FLVrpV4zBq1TGTSqQlg/vz5l9zNzzQXmTvLjgz09zI+NwUoxHy1hKeVcPUyvs0gUKvFGpXWJFNYOIRFzNGazTxnAP4yBMrBVBDhKiJSjWg1YtWIVSNSQ8TGkfE6Ml6HaC0iNYjWkvE6RJoQayYTk+jkFDo5hUxMQqwZkSY4czjBUkGslg6VwZoOtQ9KK19joXR2UuuA2gaNAxon9D6Yg6Q1BGsCtr8tXp3ZhCeXHHuimK8A/kL4CxEogr8QvgJ48+HJg6cAnoKxy4wJdxbpzCQcaYQ9FSoHNE7oPIQpRFjG5j9psGWQ9qyxUI7ssdDOHNqZA1sm7Flw5cJbcJ57qBJMNRlqoFImE6lTEKvlBDJ1DqdPJwxL4NIIXVqJUyO2qIR2nVwj5avE3JRI8PjJE4PDQ+cfozc8dOH1knv6iefic2/Zstms14xx18oEY5cMWPV8nVqm0+jNcrmJS5glXI3FxndHLxZ3wpPPCZZyw1WEvxTWNGj8UFm5GjOls5NaG9Q2qOzQOKD3jHEnLIm/zWrSCHcW6c4lvQWUrxBjGWtgfIW48ICx8z/hlEO4cmh3NuVMhy0Jc+y/yH3M+nnujmy4cuEr/Ht1Z6oJpp6OT0LqRMRqOcEcndPt0YkZMRwqvkMtcmklVrXIppVpZQIpj7CbdN+uX9fb3zcwNDg8OjL2Ojw68gv3S8D9maefFHKpMe56hUgj5uikPJtOqNfIDTq9RSk38mCWCXR2j9CX/t/mHm1ErIlMNFMpE6mUiWSiGbEmRBvpQDEVLCeZSviKYcuELgSlnZQbKK2FVFuhtkBlhcYBrRtGH2EK/m00mSQdaZQri/RkU5480psH3z8U+LHq7smDO5fw5MKZDVcm5criuDNpeyrMEWgDY9wJvffv3B3psGcSjizCkUU6s0lnNuXKGQvtzoU9C45suPP+iXuwCv4aItqIlAmI1XKZPK0r4NZJfUJY5RybUuDWSe1aiU0r0ytEYg74FF5+9ZXRf/jt8wuV/pJ7+onn4nOfN3cOBfBpQikRGFWS882MRmTSKi0GvVklNfBhVol1noiAKflvc4/VI95AJBrJlCYypYlINCLegFg9xZQSwTIEyzF2jeRY3RVrSZWJUJugMkJlhtoGnYsweEiDjzCHSUuMtMUpW5Jypl8QT/jyCF8e6c8fC7y58OTAnU06M2FPJeypYzdJUdYodH4o7ITaCa2L0HtJc3jscDHGHc7ssRCunLGQ7lzSnQtH9vnhzD/37vBUIlSHRBNidZxIkcYbthtULjGsco5FznNpJQ6d9P9h776jLKvKvPF/9z7n3JxzzjnfyjnnXNU50WSQnIMomEBMOA68w8iYZswBwziKCOOIzqhjwDC8hjGjouRuurrqxrN/f5zb1dXQ1WM31eL83mY9fxTda921ivrU4Tl7P8Fn1XltBoOS44Err75qPfdSpSz97F5xT3/lsdnn7rXKQH8vB+hUcrNO5TCqnQal26QO23Reh8XnsrtNSocKXofJme5UZudPnvsCCgsoLpKmJdK0hOKi9CdcahypcanbiCSHSbANlghUNhgdMDpgdMLsgsULawC2MBwR4s7QI+JJQBLfwYW7SLSbRLtprEcKRLoQ7kSoQypG4HxF3l/gfXnOlYIlBL1X4k6d8aPcQx0IdiHcfeSssweRHhLtleJFB5Fr3El0HOk5FLegMC/kR63JJr/bEdDxfqPMZ1SErBqJe8Bpdpo0PNDU0vz4738nZTIiY6vlkshYTTxTS/OX5f6Ln/8sHAooBWrUqqwGjVWn8Jg1PqsuZjcFHFavy+oyCU4t/D6nKz8k5HecIveXBE1PIjmJ1DQyszQ9zke64YhD5yQGKzFYYXQQk2ud+CBxJOBKkiN3rtJ5PA22IdxJIl1rIVlHsB3OFNwZ6sny7jTnjMMWhtEPg5tYQsQeoc44581JH3KU+7HWaayPxvoQ7iXS8OHk8HruXGyMZOZQWEJ+ni9OWLOdfr8/YFQFTPKAWRW0qIN2ndei9TtMfodJLaNmq+Ub3/pmnYl1Jq7/qb3inv7KY5O5f/ITH1Mp5VqlzKBR2oxao4r32/R+mz7lsIUcNo/T5DBRpxHhiN/dPM0X9p0897njBs1NIzON1AxS0yQ1wUX7qCdLLCGiNxGdRRIPs4uYvbB4YfHDFoE9DmeicefqbYK/Gf5mhNoQakO4HeF2hNoQbEWgBf5mWCPEkeDdSc4ZJ5YQjF4Y3cTspdYwsUc4V+LF3KM9jYj1ItYr5Ugk3rdWM3MM9+SkPDHOZWaQW0RhnitOWvM9/nAsYDUGTPKgRR20qEMOvdeidZm1fofJrFPJFPJP3v8pKZNpvKSyM3ts/uLcb3/TGwigU8n1aoXNqNUraNBhDNgNaacz5LC5HUa7kbhMiMZDnrZ5kj/71LnnZ5GfXftXKM3Z6AAAIABJREFUobCA7ByS00hMITFKI71CoCi4E9AZid5EDFZqdBCTi1jcsHhh8cIahjUMWwzOFFxpqZKMeJsQbEWwtYF+zbqvCaYQ7FHBneTtUZi80DlgdPNW/3G4hzsR6l5vfT13Eu2nsQGpRGw9d0Vygs/OIreI/BxXnLQW+wPRZNBu9RmEkFUTtKjDToPXorXplR6r3mbUguBt73j74dUVkbGV0urRH9wr7emvPE6Ru/RX4pGtEmujlK64/FUqpaCUEb1G0KmITS936GVei9rstXpcurCZi1uETNCbLAxZWvYhd6FUoILMZIN7bgr5KeQmJegvDVKYO24gO4f0DBLjiI8gPoroEMK9CHTDGYDZQ9RWXmERlFZea4PBBqMV5ggsUVhjxBbnHEnOkeSdKd6ZgjsLbx7+Igk0kUATfAV4cnBlqNXTeOU1ORthdhGLG44IXHHiTVN/kYRaEelCtAeRPhIZOm4gOiCdydD0JMlOITsj1Rgrk31cehSZOeS2kNy8NjPgTuSi0XDUpAkbVBGzJubQRxwar0VwW3ifXeCBqbHhaqVUb1S/H+0jOxObz31tBOTaYgmRsYMvLG/buiATiFrBGbQyk05wmlROg9xn1VhdFrdTG7TwCZsiFwmlmkYtLfuQO3+zuJPcPNIzSE4gMYr4KGLDiPQh2ANvHLYg0Tp5hUVQGGVqPW8wUJMROjf0HmL0ceYAbwnKbGG5PSK3R+BKwJ2EJ9UIVwKOGOzRF3M3uxrc7VGJOwk00VB7g3u0j0aHjxskNiidyRzDPTunTA5wqXFk5yXumvSAK1EMxeIRky5k0ARN6qhdF3FovGa5x8z77HIeaM5nlg8dlAac1OqsIp7hfjq5r61MWeP+6988XixkKIFeIzfq5DaT0m3RuIwKv03rcJrddk3IIk+6DflkMtk2aW7Zh+w5G3HfkPUGQfMLyMwiNYnkGJLjiI8gNoBwHwJ5eFLE7KdqiyBTy2QylVrQ6GVUbeI0Zk5j5rUWQWeV6W0yvU1usMPiJVZfI+GxeGH2wOSG0UUs7hdxJxY3tXrgjMGdJL4cCTQh3I5ID6J9iPVzidHjhsRdKg5bz12WGuEyE8jOI7tIcrPKzJA10eZN5IIWnc+o9ptUYZsuYtd5zXKPSea3yWUUNpP+T3/8g9RMU6nWV6viGe6ni/v6Q9+1Majf+e6jVouBozAb1AatzG5Wucxql1ERsOvcNoPXog7btCm/M59rjrbP6lr2IHvWZnKXZr+kxklqgibHkBhCpB/BdvibqTNJDU4qV/McFDy0cghKjaDUcHIVlSmJoFgL6IzQGaE1SF8QvYkazNRgPm4mQ60euBJSKQ6CLQh3ItqD2ADiAy/tfmrUVx7hzmWmaG6a5GZJbh7ZOT4zRrJT0ogbkptVZMb0qV5zss1vM7qMGpdR5bfognZdwKzym+VBq1KjEDjgRz/8vjTPp1oTz3A/7dzXMhnpTx56+Csygchl1GbWaVWcNGbDZVQEHXqfRR0wq8NOQyoaShU7/a0zquJO5PZtPvf0BE1PcqlxkhwmsUEEukmwgws0UUcUOjNkMh6QARzHUUoJIQAAEEIopRzHQaGCQgWlGioN1eh4nUFmMMmN5mOsm5ySdc7mhSsNTwa+JoTaEOlBrB/xAcSHNuJO40NrjR1r3EluXvoauXnk5pGd4dMTitSwOtXvdphtRq1Fr3RbNEG7LmjRBM2qkEVt0qk54NP3f1LiXhdZuc4qrzSmv/54WdzXp+8iYx//xKcIoFbJ1ribNbzbpAw69GGTKmTWxNz2VCIdKfRYi5Ncfityuzfi3jh4eUmcKHeXkpnU+DHcQ30k3IdwJwJ5OCMw2CHXgcqx7h9CCM/zcrlcqVRCroRCBZWGavW83igzmuUmi9xkaUA3OtYe7ZzNy9t9jVfbQDNCHYj0IT6AxDASoyQ1dtxY485np7n8DM3P0fyCNNwGuXmJPsnMkOyUNNvD4bQYTRqjTukwa/02fdCiC5rUUYvWZtJzwM033SBxFxmrMlY+M/f9NHGXiK/t55B+Af7mXXcTQKOWW4wavUawm1VmDe+1qIMOfdSoiFq0CZ8nmcr7cr3q9Agyc8jv2izujZOZ5ASSYyQ1scZdFh6kkQFE+xDrRLgV3jysCWIIr89kqEzJK9RytU6pNUBrgs5MDFbOZOfNDt7s4Ex2zmRvWH8pd08O3iICLQh3IiaNRx1FYhSp4weXGJa6VNdzp/kF5LeQ/KI0x4ZkpDbZWWTmrC6L3qjR6hQ2o9ZvM4as+ohZEzNrbSa9jGJosJ8xJopipVo/MzvyNHJfn8xUqvVSuXpoeeXmV79Gerqb9CqjTu6yaS1awW/TBuy6uEERt+hSAX8i3eTO9AjxISSnkd+xadwzs0hNIzEucafJMYm7KjrMRQcR60eyH6kBxAe4UJ/g7TRYnVqTTakzydR6XqnllVpBpZOp9TA6qNnFWz2CzSvYvJzFDaMDBvuRYgSHdF0lZTKCww9PDr4iAi2IdCPWLz3akRw/MXdp5MYx3AtbUFik+YUGd2lwX3bJ6rZrTRqNVmE1HeFu0sXMeqtRJ+fg9bhEUazX66ulSvXMQeRp5V6t16SQ6B944eD45ISMQrpgsumVVo3gNCi9ZpXXrPJZ1D6DkPA74sUuXWEauSU+OyuP9jY6QaVu6OxU45qpOHOy3KXWUqm79GiDaXIcCammd4DE+2ish0a7SaQD4XZlsFfuaNI6MhpTgPJGKljkOh+v8cMYgikMc4RYosQShTkCYwiGIK81CTqzYLDxRpfMFJCZw4I1KrMmOG+K+jKcr8j5W7lgLx8eEsLj8ui0EJ85bvCJRgjJWSE5K0vNSYHC1uOGJzDs9RU8Drtbq/WrbVGDP2rxBMzaoNamBXUpjWxVZBXGlquswlhVWty0CSGKjahWWaVy9IvN+vyTjdUaK9VZWWQV1oiyyEp1VquurjDxAGMHGatJVw+sXmIbztA8de41sb5mvSbWn/jTH1OZ9HruNq3sGO5GRTLgjBU6dYVpZBe5zMxfgnt8ALEBxPpJvI9Eu2m0m0Y7SaSDTw3CV4QjAqsbWiOMNlhd0Dtg08Omh90AhxEOI2x6WHWwaGGxwuqA1QmbD/Yg7BE44nAk4c8gkEewBZEuxPqRGEViColpJGeOH42Rq7NHp9k0Xk+3HDeM0Zw15rMFFFY7nGbBa9O47DKzGW6fFRREjv/62ferrFRmpRIrHWaHD7DypsQqK6+ycplVl8WVZXGlzKpSbNbnn2w8y1aeY6vPs9IBVj7IKgdZRfpzdrjCKvWKyEp1JlYZq7FSvXyAbdi6forcy9VKnYlrZdbVeu0Xv/qlQqUUCHQq+XruHpPSY1J6zJqgRZ0MeUL5Dk1+GtktSM/K4wOnnXusH1GpHalnjTuNdiLVi0ABrrBgcco1Bo3WZDQ4tFq7VmfW6S1SaHVmjdak1hhVaoPSYFMZ7WqTS232aawRtT2usSc1zgwJRLlgko/mZIkWWapDnuqVpftkqQFZZvi4wWeH+eywkBsRciOy/KgU8sKYPD9x3IgGOxLBRMJtihplSa0mZ7RmLYaEifcYTGa50iCTf/ajH2Plcn11ldWqrFphFXFzosZYVWRVUTxcYitlVhXZaoWtlDft8082SrXG2dOLHvsHnyuvHFxm4jJjVcZYnS2XVjefu1RgLVWfSiVKP/nZT0HA4zjc3UaFy6wNOfSJsD+QbVPlZ5DdgtSMEB/6C3GP9CLSjUgXiXTRaCcX6yKhVuLLUKcfRj3kBHJASaDlofc3QueDzgeNBxoP1G5o7dA5YfDCFIQ1AUcOria4m+FphrcdoW7EBpAYQ2IC8UnEJxCfOn4kppCYQnK6EdJondQMiluOG4r0pDLZJvN7YNBCaRC0LoXZLli0CpNFZjBBkF//ujdI25oOMPYCY6y+ObHKGrHCjn59SNy0z3/5IVZZvcJEdvAAO/wEqz/B2CHGRMaYyES2YSH0qZ7MiPX1XQUiY9//4Q9AwAFapcxq0NgNKqmxw21UOPUyp0kT9ViT0ZA33abMTSOzFckZITHyl0hmJO7hLoQ6EO6Unu5cpBWeOAxmaOSCUVCYOc5IYYBKp1fp9EqtTqHRKjRauVojhdJkV1pcKotXZQupnTGVK6Vx5zTuApL9yAwhP4bmSbTMoGUGzVNomkbTzPGjZfZotM6hdQ5t82ibR8+O44ahqc/clDWmrBq3TGVRamw6nUujdhOnValVgiPYvXP6hUN/WC0/XRGfXy49WVl5alPiwHO/PXTw94cPPVEpPV0pPV1aeXL18J9WD/9psz7/ZKO6+rQUlZWnSst/OnzwD4ee/90Lzz3Ofv0zduCJKqs8J1YPlmuszsTaibq6Xt65e7VSZ6JE/6F/fVimkHOARiGs5+4yyB06wWbUJvyOdDziTLbJsjPIbkNyVpYcPe3ck0OIDyLSi1Angu0IdSDcTiIdSBVg88mIoo3X3+xOfzza+4C980uali954g+4Yw+4Y190Rb/oij7gjn3JE3/Qm3jQan7QannQanvAYv+CxfV5s/vzZv/nLP4vGfwPGgNftoQesoYfskW+ZAt/0Rb6gtX/oCV03HjAGnrAGvqSLfwlW/hBe+RBe+TLjuiXHdGHrfHjxvstzR93Jz/ndX/BbnnA7HrIFnnI5X/AZf6CK/Q5u/9+s/vjJucvJ+YeTua/1zXwrdbuR7raNyUebmt+pLvj671d3xjo/WpX+xcL2QebCw+3NW/W559sfK2742vdHY90tX+1s+0r7S0PtRQfbMo/UMh+KNX52GvvYL9/ipUb6c3y4fLKaeIuQZfiPe9774u4S2sLnHqZXctbDNpkyJNKxm2JNj47i8xWJOaE1Pjp5k7SI0gMIdqHUCcCbQi0Nep7AzEYbBpwQ1C+w5x4xNP1mKHj54rWb1nT37SkvmFOfsOc/KYl9Z+2zHccue8689+32h61OR61ur5nc3/XHviOPfwdW/Q/7dEfWAM/sAYetXoftXq/Z3N/2+b8ltXxTYv9exbXcePb1kZ8x+b+js39XbtHikfNx4+Hdf3fsLR81xb9vt73Q3Xkx/rMz6zpH9uC3zIlvu/Mf9OS/AS0/xVq+zi098P8z4Lj45x+U+LzRs9ndc6PyYyf1tg/o3V8VDB8XG76qGDYrM9/OfExqvsINB+G+kNQvcHseuiyq9njjzcOxeusXBHLp4P72rGMyFilVn3j7W+iPMcBajl/XO7piG8d9+1IzMnSE6ebO5cdI8nhBnd/K/ytCLQg2ApDgNPaQcARKGRQKkB48EpQtYqqVUSlpGoVp1HL9DqF0aAym+COwROHL4tgE4l08PFeWWpInh41FvYai7t1+Z3a/DZVbkmRX5DlZ2X5WXV24bihyi2o84tSaApLmsKStrhFW9yibt5+3LC0T9nbOiwZn8Kp5DRyQatXWjRKh2DU8kYtL1C0t6Sfeuo3jK28sPzkweUn2cozmxPPPrH8m5/9/gf/eejXP2UHn2LLz7KV59mzT2za559kiMtPscNPs5Vn2OqzjZD+6rmfs9XfvcAO/YGt/kmsVhmrlOps49vlUz2ZYfWVWuNqY7VcYozddtttBJADBoXMplPb9EqbXm43KGx6waQmHjWXjkZDuR5NfAixKSTnSXxanpxBeuKYEaTZKSlefIt0hPtaDTDXtCC0LPHNi7Q4j9xM4zgvI903TSE1jsQYEiM0PS7dsCLSj2A3/B0Id3KxHo3BAyjB80QGnUENgBCOQACoIAhyGc9xBHIljA7YwrAlGn1P3jz8LQh3kmg/jQ+RxChJTEpBk1M0OcWlpqUgqTEkR5EYORrJUZIaQ2Z6bbwwyc2S3CzNz9H8hrVAaFpUNU96Ct0+n8emJB4ljZm1YYvRazKYlXI5kIgEy6UVkbEqEysnf83EDouMsWVWO8TKIquzuijWWLnGDrLSCx/7+HucwZWPfJix0pOMlRhj1ZP+/L+22ATu5WqFMfa6173uBNxdaj4ZjQWyvcr4MOJTSMyR+LQ8NfVncl8Tv/YFLc7zzYt88yIpzCE7jfwCcvPIzv+Z3BUaBxF0oFRjVL/jnW+97rprACpQJUB5npcJHMcRKFQwOmCPwJ7cmPu4FDQ5IQWXmuRSk5vGvWWrunnGXezxBwMONedRIWrRhsyGgNVsVStlQCTgfeHg81J7xykUEbAKq1brJcZeqK+u1kpS6XyNMfbCH/91+44P8PpPtnSx3//+UF0sM8ZK/+snHZzqQaRYW61XJe7Vek16ulMQBWBQyOx6jU2vtOpka9ztGlkkEnNnehTxESRnkJhDfELeGCr0Z3FvhMQ6N0/yC1xxiSsuEanSPb+A/MIx3JPjx3CPDjRWlIU7abRbrXcDSlA6szhdqhz+xS/+Ox5PEgggHMdxPEc4jhClmpiccMbgysCVfCl3xEcQH0N87KXiN4s7ad+jaV30Ng+GIzGnXubV0IhZHTRpQ3arTaOSAUGv68k/PXHq3EW2slquMrbMqiusXmX1ldIhxqr199/7cb/3i0T1UWgeu/61rFQqM8Zqr7zXV557nYmMsVtvvZWnnAIwKuXruVt1vFEFk07tDSWsqV4+PorkDBLTiI2fgPtxk3VanKeFReTmpctIWlhscM/OHcNdWrCaHJeESfUziA4g1INAJ0IdNNpttAYBZSKXe/iRh0RWrVRKH/7wR9UKPaE8pZQScByhKg01u+CKw5NrjC3wFSTuiPSR2OD62ajrxwLT5Nhmcee6zlO1bvO2jEQSaY9Z49FxIYs6YFaH7Fa7Vi0DAh7nb379y1PmXmb1ak2sVFmJsWXGDrNSdfU5dvi5b3e2fMak/Y7O+qjSfa/evfy9b5VZ5QQe/rfEqSczJbFWYWKNNZYGv/rVrxY4XklgUinWuNv0couWMyih0xvtwZQu2YP4GNLzSE4jNiJPjW3IPTcjtWNL4tea97jiFpJfRHYeuQVaWOKKW2hhCbkFFBZRWEROqno/yh3JUZoco6kREhtEuFfiTiJdGoMHnOZd995ba/zPvM4Yu+Wm23hBTgghAMcRTq3lLG644vDmiTtFPVniKzQmyUT6EB1AbHj9kD2SHD46OniTuPNdFytbd7pbJmLpfMBu8BmEgEXhNSsDVrNdq5YDAY/zJz9+TMrdT3AisVEcYmWRsdWVWomxg4xVWJmVDj7xqU98WsZ9Rqv6usnxPYXzfUTzyQv3iytProqrr7jXV4y7FFVp3kO9fv311/OUU1GYVAqHQbueu14BpdGiD6QU8R4kJhrco4Py9OiG3LPTa+Il7lzTAte0IDTvoIWtyC0ht0QLW/mm7VxxGy1sfTH3jHREM7bGncaH1rgj3EllJrc/8eyhQzVWPXT4gMT98V8/oVCqKaUSd16jo2YXnDF489STPg736FBjyN6ROXskOdSITeJOuy6XN+11FiejmaaQ2+ozyXxWmcci91tMEne/2/Ho974jMlYR6yXxpOfMvMDKImP1Cisx9odyibES+/3j/zI191nKf9np+5zW8R8G/0NG15t0msfv/zCr/a9fo3CqvapMrDCxJNYqYl1krFKpXHXVVRRERWFWKx0Grd2gsupkVp3MrKF6BQSTQ+nP0Gg3EpPILiA5heigPD18Iu6S+HXc+eZFecsevriT5LaR3DausENo2sUXd/LFndLoPKlknGRmjnJPjBzlHulDsHG3SgSj25+oMna4slyprTJWf+65A4cOrGq0eo7jCMDzVNDqickJR1Tiznlz1F9scJcGWK/n/iLxm/Wq2nElV9htK0zGsq0hr91rlvusMq9VEbRZnHqtDPA4rP/x71875ZOZg6xcqlVZnR1m7FnGWHnlwL3/8CGl/csK238485/VRf/NkfwPrfMjIA8MTbAf/egV9/rKcK8yVmHiar1artdExsrl8hVXXEEANUeOy503u+S+DCI9SEwiu4TkFCIDfz536dHONy8qWvcKTbtofjvNb+eLO4WmXVKguITi0nG5k8QoTY1wieGj3EMdMpWNVxj/9NxzNVYVWbVaLTPG/vsnv9LpjTzPH8PdHoEnx3kzx+EeGTzSrXfauLddSbK7rfmpWLY17HP4LAqfXe6xySJOu8ugkwEOi/Er//rQKefuB9jqSqXM6uxAhR1krPbkHz4/MfcZaL6ujXyRhB60tHyY2r8ts/yMWt4P9Xevf+0r7vUV415lrCTWpGSmXC5feeWVBNApBbNO5TRpnCaNTSuzqIhdRVxaXhmKy0LtNDKJ+DTSw0j3ITXMxRo/8pcGsrPIz3L5KVluQsjN8E3b+fZz+d5LSMc5aNmH5r1oPYt07KedZ3Nd5whd56JjB9q2omULigvIzXOZGSE5LSQnkR5DeoykpT0cg4j1NubgubJUb/36Vx9kbKXG2GHGaoz94Tf/bdBrBUEA4SFTQ2+H2Qd7BO4kcWcaW83W1lYG2hFsR7hT2m1Gov1S2zXiI0iO8okhLj5IYgOIDyI2jOQ4MpMkM0Ny08cNLi+1rkq/4Y3Jr2jago5z0LyDz40bUp2eeDYY8PlterdOFnLoXUaVmodBo/yXz39OZGylUj+Vk5kVVmXs19VnV9nzbPV3T7/xpg9z5EHgLpnrp7rYQ8D3h4p/l/HcA+4rUH4D3LNf+CI7dJBVlw+tPL/K6i+I4vKqWC298o5PL/cKEyXu0qtqrVa77rrreMpplTKTVmkzah1GtU0rs6qpQyd4DfKT5p6bW8+dK27j2s7hel6FrnPReQ7a96PtLLSfy/VcxPdeTLsvRMdutO9AyzYUFpGbJ5kZLjV5Iu7uHNFZvvSFT0vcl8UGd61GxXEcCA+5BgYHLP6T4x4fRHwEiZHjcE9PnDr37KQ+1e2K5wOBgN+m9+iEoF3nNqk1wsvlvrLMlhl7gdUZO/TsV774ty1Nf2uzfXdsuP7V/1i+/JZPWu0rH3gn++9vrHz6M9/ee8EbrbY3LW1Z/uH3WXWlKq4eZtVSo6HilXf8l+BeZvW1k5lbbrlFLshUMk6a/SvtmbBqBJdB7rdqTpm7kB3ns9NccRttPZt2X0y7LxT6XoXuC9B6Djou4AevEIavQe9l6NqPzn1o3YmmrcjNIz3NpSaF1PhG3Km3AI3pQ/94HxMP1xg7VGc1xn73q58q5AIhBISHUkfNblgDcERPxD3U0ZiSJ728Hsudxo/8AkiFEunjWz8R9/b9aN5BctOadL890eQPhPw2vU/LBWxat0mtlcGgUX7+nz8rMrZaFU+B+zJjy4wt10u1p5762jvv+cg5F77w2c+xPz5eZ4d/8ua33m6x/fL+99fYMqsztsLYwUP/8vZ3rP78v1l1VWTVFVZ/oVoR/9/hvvZ0F0Xx1ltvFTie54hcxmsUglbB6xXUqOKdBmXAbniZ3GlhK2nZT7ou4vouVo5cxQ1cjvYL0X0pP3EzP/VaDN2A3gvRfS7a96FpO/ILyEzT9DiXHt2IO+9vglL/tjtfz+rLNcZeqIk1xn77ix9zFABABU5j5K1eYg9JCz9OxF1aTbzGPTaMxAgXH2xwTwwRqXtVGmx90tz3onkHcvOKzIg52e4JRvw2vV9LfBa1x6zRK6hBo/zcZz8tMlaqnUru/mxt9bDUGFFh7Jd/ZL99hpXrpcrqgfqTj73udXcZLM988sPV2sqhVVavslXG2GqFlcsrzz1TE6tVxg5Xq9Xa/wPc13L3GmM1sV6pVG699VZpaAsl4Dkio5BT6OTEblD5HaaXw53LTJH8FjSfhc4LhYHLlGPXCqPXoucKDF4vzN3OL74F46/HwBXouwQd56JlF3LzyE4iM0ozIxtxFwLNkGmuvOwCifvBar3G2C9/+qPG3BlOJujMgs33P3OXxAe7Gi+vMekwflhafSNN+l2/tuCkubftRvMO5Bf47KQ+1esKxv02fUALadOqUcXr1YrPfub+U+bOWL3K6odZvSIydpixCqsx9hxjInviN6+98V6QQ/f9LSsfqDG2WmFPlldYrc5q9VqlKh6ZSskYWz28YW/oX1u8LO6r9apUM1Mul1//+tcTAKCN4S0Ad2RDfMBpPmnu+XmJO58Z4zJTyC2haZ+UvchHr+PHbsDwjZh8A7/lLm7r3Zh/Jzd0Pem/Cl0Xonk38ovITSI7iuzQibhzyh1bZ9dz/+l/fa/BnZfL9BbB5oMtCHvkf+AebD+Ge3RI4v7iSb+pcSQnT5Y7aduJ5h3Ib0VuXpMecITSfps+pIXbqPBZdSa1oFcrPvPpT4mMleunxP1wqVRaOcCqB6RnvMgOHhaXGTsg/vy3t93wAZls+X3vYrUnl1l9lbFnWenQakXq7KsxJk1NZIyVSv9/574+manUqrVa7c4772xwJ5zEnQBKgdpNuqDHcQrcSWFO4k7Tk8guorgX7efzg1fwI9dw4zfR6dfRxbdzO+7Fjvuw/T5+9BY6eB26L0HrviPcR0hu+ETJDKccGeyScneJ+2Pf/0+JOxEUMr2Ft3obr6p/DvdQD8J9iPYjOoTYkDTYmksMSVNlGtwTEyfLnWvdjuYdKG5HfkmZHrGFM36bPqyByyD32/QWrVyvVnz6/k+eOveSKDL2AmPL0qO6ylidrVTFFfb8r2659V4onv77v62Izx9gbJWxp2svHGbskMgOlmsVkdVqYq0mro0x+18Rp36rusZdKhG76667ZLxAOYFyAqG8JF4l4xwWY9jn2hzubedxQ1fQoWvo6M38/B2y7Xfzu+7D7vdi9weEsVu5oRuP4Z4bQX7wxNy72gvSyYzE/Yff/cZ67pzFA7MPtvCJuAfajixjOj3c27aheQcKO5DfKs+MW8M5v00fVcOplwXsBotWrlPJ7//UJ0TW6Fo+ae5lVmPs6crhEmOsXK08fYBVGWOszsQ/3vjOD8FZeu9HxHr5BdY4lHiOsedFtir9boisXhXFWr1cLr/ijk8vd+lYpsJE6ZqJMfbud7+bgqyfuigNozOZTMFg8Mh08yOr1hMjSI8hM74Qm+O4AAAgAElEQVTRtYu0zqBR7pubQW6GFueFliUMXEX6r0Df5Ri4ipu6Vdj2N9h+Hxb+HmOvRv+VaN+PwlaSmye5xnALkp0g2QmaGZW4S+M3EOmy2T2AsGv3/tVSbW3o3y9+9XNQAkKhUBONCRoLb4/y7jTsMeLJHzcQKCLYQsNta3u3aaibBns3Whd8bGPhOElNcJkpLjOF3BzJzdLcJJcdQ2YS+SW07kPn+XzXhcgt8ekpWX6ez87qU/0+ny+khkOrDjlsFo1SLeff+577pCKCU6iZ2ShExn776uvvleMPH/gHkbFKlbF6ffV/z1N887lLdQRr3O+77z4CUErXj18UBMFsNodCoc3iTgavJv1XoPdV6LuMTtwibH0Htv8dFu/F6M3ovxJt+5HfQnJHBnGlX8wdsV5EuhDpMprshMrfdPtbK9XGtG6Rsd/94XGLzQpCIVMQjQlaG2cPca4E7PETcyehVhpq33zuXRfwXReS/BYuMyPLz3OZGX2q3+/3h3VwaNVBu1Xift+77z3D/S/BvczqEndRFN/znve8lLtcLrdarZvInRu+lvRfgc4L0XkBGb5etvhWsu1uLPwthm9E72Vo3Uvyi9JIUWSmJe7IjDeSmfjAGneN1sQLqq/827/XRVarNxYbPXfg2Y6ONhCAk1G1gegd1BKgjhhxJP5M7tIiVRLoOWnu2VlkZxrcs1MobEHbWei+kO+6EPltfHaWzy+SzJwuNRAIhuMm4tCqAzaLRaNUCvSeu98lcT+Fmpkz3E/iZGaNe71e/8AHPvBS7kql0m63byJ3fuQ60n8F2s9D6znou0w28zpu6W2YeweGrkXPxWjeg9y81LSK9DTSM8iMS9yRGDrKPdypUOpUasNTTx+oH5mIVhPrq+WVc87dBwIQStRazuAgJg+1hqlj42TGX0CgWeJOQ5001E2CXS+HO58bR3YKxa1o34+ei2j3xcjvoNl5LreA9KwmNRSMJpI2uUOr9lvNFo1SzuEdb39rnYlnuP8luFek9eSi+JGPfIQAa7m7lL5rNBqn07mJuTs/ch0duBId56NpHzov4EavF2begJk70H8lOi9AcScys1xq/Mjb4RQy40iPITXc4B7tka795Qqtxxuqi6xSbSTu1Xqtzmp3vvkNjUMlhUow2GB0UkuAs0VOzB3BFhJso6HGsmz4u18Od5KbRtM2dJyN3otJ96tQ2EmyCzS3iPScJjMaiqezbq1Dq/aajRaNUkZx+5vecIb7X4h7lYk1sc4Yu//++ynI+kc7x3F6vd7lcvn9/k3L3Yev5QavIl0XoGkPWvaSvku58Zvo5GvRdwU6zkdhG1JTNDXCJ0docgxHigga3GP9De6hDkGm7usfERkrV8Q17iKrf+zDHyAA5Ql4OaczEYOdWnzUFtyQuy8Pf5PEnQQ7SLALgc6XyZ3mZ9C0DZ3noO9V6L0MxV00t0jyW5Ce12RGo6lcIWB2aNUek8GiUfLAra+9pSbWK+Kp1Myc4X7SNTNS897nP/95geNf9J5qMpncbrfX6920k5mha4SRq4S+V6F5D/I70HYON3gVP3YTui9B2znILyE9wSWG+eQwlZY0rXGPDyLWj0i3dO3P8cpXXXKlyFi11ni615kosvrDD/4zTyCT8eA4otJTvZ23+onZ/z9wDzQj0PqyuGdm1nMnzdvRdS76L0HvZWjaS/JbSH4LUguqzHg009Qctjm0ardRb9EoOeCmG68/w/0vzf2BBx6QC7L13GUymcVicbvdbrd707gPXi0bvVo++Cq07kF2K5r3kr5L+RHpguls5BaRHOcSQ0JymKZGkBxFegyp0cYssXXcCZXf+Za7pG+wUq0fmQ9V/8YjD/EECiUPQqFUU71dsPlgdP+Z3BHoRKATvq5T5i7kJyTupPs8MnApeq+QuCO/TeIeyza3Rh0Ordpl0Encr7/ummq9dob7aeS+lsysFQB/85vfJAAEgCh4KFWgBhnsDpUjFDSHC1SavhvpXasLp8kxmh7fcJ1B4UgUZ1CYQ2EBxUUUlzB4PUZvweB1aN5NksOKzJisbTf6L5e17+RatpH8IjKzSExI+/dIaoym5pCYQnoCyUEEWxFskfsKMIQI8PDDD6+urlbrtSoTpYKIKmM/+9lPErE4BxBQysmhUMFqhssGh7RiO0ncKepJU0+auFPEnaL+PPXnuUAT52/hA218oI0PdAjBTgS7EeqRuDeKCDKTSE9vxF3ITQn5CSE7xmXHkJ1D8270XoLh69FzJWnZz2fmSXIG6TllbtqT6c6k0j6z0apWStxvvOE6kbFyvbaJ3FcZe/zm69/H48n3/UNZGoYq7eZ+pb2+MtxLYk0iIjXvMca+//3vCxwPHiAyASolOIMcdqfGHg4bw0WJ+/o2iD+P+3RjL7ZkvbiEgWsw9hoM34jWfSQxKk+PCq270HOp0LbjKPfk5Bp3LjmLuMR9QOIu8+ahDxLg0Ucfla4PJSiHq+WVWuWZ554eGxvjALmgEGQqKNUwm2C3nBR3PtCBYPdJPd2lNEbIjnOZCeTm0LoHfZdi+Eb0XE5a99HsPFIzyC4q8nPuXG86k/OZjXat2q7XcMDll11SZ+JqtXKG++nlvv6a6cc//jFPuTXuKvAmJbW79NZwRBtqptFuEuki4Z5GoWxjle6JuU83Hu1HrJPiNgxcRcZvwdir0XE+UlNCapRv2oqO8/nW7bR564u4IznKJWcRH0dqFIl+BJpJoEnmzkDjUcoVjz/+uMS9VKuWxFpJrC1XStV65bLLLuMAlaDkOQUUamoywWw8MXfqL3L+Fs7fepT7SSYzNDfJZyf53DjJTiC/gLaz0H8Fxm4+yj0zi9xWWXHRWRhK5poCVrNDp3EYtBxw3rlnr5ZLK5XyGe6ni/vaOPlyvVapVSXuBAAPEEEOlRpyo0Zm81qNkYQ81EoiXcdwjw+SxChJjW3IvZHDHLFe2EqK20hxG3ovIeOvJlO3oedSZOdpaoTkF9C8lzZvJU1bkFtocG8MWx3lE1OISbl7LwLNXKDAO1NQOmOR6MGDBxljlVq1ysS1ireyWHnHO+8iAAdKwINT8HojMW7InfhyxJej/iL1NXP+Vs7f2uAe7kWk7xjuUkXkhiczUzQ3SXOTJDeN4hI6zsbgNZh8LXovo237aH4BmTkUdgjN2+zNE7Fie9hhc+g0Vq2KA/bt3V2pVTc3dz/DfUPu0tC8//t//y8BwIEQTg6VGgqTXmXzu3TRLBfsJJGuRtePVCj7P3I/jvUdpLgDXedy4zdxM2/EwDUobCOpMWRnUNghTSJocF+bIpYcFRITiErvqV0INPH+Am+PQbDu3b2nWq1Wq9VSpVxjR19FSmLl81/4F51Gy4Ny4CmRy9R6Tmc4MXfiK1BfM/W1cP5Wzt/O+dsl7iQ2cLS9QyoR27CI4EhfX2EOzdvQfT5Grsf0G9B3CW3bQ6XZaU27SOtuc9tMqKUv7nHZtWqTSs4DO3dsk6rPN/Hc/Qz3Y0KqiCyzeqlWlc7df/SjHzW4g8qh0kBlNhlsIZ86VkSwW7rcOco9NiC1MG/MfeFF1mnTbtq0G217udHrubk3Y+QmNO9p3J5mF48zNC8xhsSILD7RmBcQ7UKgwAdyvC0Canj3vX/PGCuVSpVatXakdr8k1sqs/ovf/Lq52MSDyiDjIZPJNYJKtxF3eLMSd+Jtor4W6mtpcI/0kWj/MdyTYyfinp1FbobkZkl+AS070XMRxm8mc29C76to2x5anEd+CS17Scd+Y+dSoGMk5fc6dBqjUsYDszNTdSbWGNvEmpkz3I/DfW3wRq1W+/a3v02kcndADoWGqs1mozUcVsZaEOhtcF/fBnFi7uvy9TXrtLgHxe3c8LXc/Fsw/hq070d6mqYnkVnbN/1S7mMI9SHag0g7AkXBn+EtQRDDv3/t64yxarUqVZtUGVuulKqMlVi9JNa2b93Gg2qoiofAc0qZXHMC7vBmJe7E20x9LdTXRn1tJNpPov1Hm/cSY0iOIT5+wmumOeRnUVxE6y70XYLxW8jCnei7iLbvosV5FLegbT+6ztV3b/d1TWSCfo/JICUz3V0dzx88sLm3qme4HxNrzXvSyczq6uojjzyynruW01gsFms0Io+3wN/X6P9fa4P4n7mvWT/CvbiHFvcgt0SHruLm34LJ16H9XJKZaXCXtti9ZOB1g3ukG5F2BPKCP8OZA6C6x370X/V6XRRFkbFSrbp2EHlILFUZu/jCi2SgWqqSQeAglwnqE3OHN/9S7lI3k9S8h8QYEqMn5D4n9SuiuIS2Pei7BJOvoYtvQd9FtGM31rh3n6/v2eXpmc6GAgGbxWnUcUA2k3r89787XC6dyd1PF3fpZKbK2Kq0jaxWu+OOOwSOB3gCyAh0apnZ7tAGM4h0ITxIAq0k0HqknblLemElscHG9oG1sUoS9/wULU6jMI38HIpb0LoXXeej+2J0X4Lui8jg1dzUrdzM69F/NXLbERtWJfvW1hm8KPjUIE0NI9KLSA8faOWsYXDqQrH5mWefXz68WhfZ2k2TVAZcKpUYY+9///u1Wi0AtVotXQ/DqIfNAXcM/gK8TXA3w1HgnAXqycKdgTsHdwHeJvhbSLAD4c6jF2qx4fUzU4XkJJeapMmJxllNZpLkpml+hsuOcdkxvjAt5ejc+A2ybXdh7m0YvBztexXFRS67Bbl96LlCNXKZsmdXJhcOWjR+GXEK8Dp1D3/jK1XGKps37+UM9+NzL9WqImOVSuXmm2/mCF3jrlUJJptdE0gj3InI0Mvi3rZvHfeLMXg1N/U6Ye52DF2Lwg7Eh5WJ3o2400Q/4r3wtsPdDHdB7oyCV+3atefgC8urpcoa92pNrNVZXWSiKErvIYFAgOM4SinP84QQ6HWw2OGOwJuHtwmeIlx5zpnbLO4kO8FlJvjCNPLzaN7FT9wsbL8L83etcedzW1HYj76rleNXyfv2ZfKxsMMUUcvsHAw6+ol/+VRZZPXKGe6nh7v0v/4qY2vJzLnnnkuANe4aJW+wWNX+FMKdiA6fLHdSmGpwb9qKtn3ovgA9r0LPpei5GIPXcjOv5+fvwPCNaNqD+Kg8vuHTHZFOhLvga4UzD3dO5YqDyG+//fZSuVqp1mvrJkbU6qxWlxov2fLyciqVksvlAHieBwCNCiYLHCF4s/AV4SnCXSCuzeROshNcYRaFRbTu4aduke14J+bvwtAV6NgnK27h8tvRdB6GblBOXi8MnJsqphI+T9ykt1JwwD3/cHe5Lm7iAIwz3I+JtWsmaWjeoUOHxsbG1rjLKbQqQW+2qHxJRLoQH31Z3NvPIj0XovcS9F6G7ksweD2ZeaNs8a1k/Ba07Edigo/3Sp/z0kCwBeFOhLvha+Z9eYUtCCJ88B//af1DvVEiJrJqTWSM1ev1SqUyMzOD9fXMShnRG6jND3cSngI8BXhyxJPdLO7SZEyuMI/iEtr3C7O3yXfdjYV3YvjKBvfCLrRdgvHb5LO38iOXxJuLsVAwabVYKDjgtjturYgn2kl0hvvL4i41qq7Ndz9w4EAqlZK4UxAlD71GbrTaGtwTYy+TO+29iPRdSvouR98VGL6RzNwuLL6NTNyK9vOQmubi/Rty9zeRSAeNdpNAq+DJEJ1drtY98q8PN4p+a+Ja594adymfef/73w9AoVBI+QzlOarSUrMbzhjcWXhy8GbgTW8a9/wscjO0sCgduivm3yjb/XdYeBdGr0bHPqG4lRb3oOsqTL9ZvuXNZOK6SEtLOByNWKxWGUcIrrj+8nK1sonbNc5wPyYanXtHSsSeffZZo9EocecI1cg5s0Fttjs0gTSJdp8i9/wU8nNo3kY69tPei2j/ZbT/Cgxei5GbMHMHXXw7mboNHecjM8snhtYfdxwTwRaE2+BvhjsPWwxyQ1d37+9//Ys13y/lXq1WGWN//OMfFQqFlMxwHEcJOLmKGh2wR+FOw5OGLw1/avO4zyM7h+IiWnai92LVljvk++7Dwt1k9BrSeRbftB3NZ6PnBiy8U7bjnZh+jbep3R+KBywOm1opCNhx1vaDB58/w/10cZdOIdeG5j3zzDMAeMoBPE85vUpmt+jtbo8ulCXRbiTHT5Y78pPIT6EwL3Hn+i7mBi7nBq7EyPUYvQUzt2PhbZh8HTovRHZeSI1uxJ2Emmm4De4c3FnYIuC11157fb20XBdZrf7iZKZWZ/V6vVar1Wo1xtjk5KR0LEMI4QFekPM6O2xhuFLwpOHfbO65ORSX0LIT/Zcot71FcdY/YOFuOnYt6djPN21Hy3nofzWW7hF23Yu5N9rybd5IJmB1O7VayqFnuPt3v/vtJm7GO8P9ONylKWJr3OWCTOJu1CicNqPT69OHczTW8zK5086zub6L+cEr+MGr6OjNGH8NZt6MhXdg8nXouhD5BVl6bCPuNNjMRdrhLXCBJsGdhKC75557WL0inTzWjk12a3VWqVTYuuNIpVIp5TMygOdlnM4CWxiuBLxJ+JMIJDeP+wJy841D9/5LVdvfqtj3Xiz8Hzp+tcSdtJ6Pgddg299ze+7Dwh3GTKsvXgja/U69DgTxXOxnP33sDPfTyF0qq5JOZr761a/K5XICEF4tA0wCvB6XPlREuA/xYS4xxIVaaLCVhFoRlNYBdCPag2g/kkNIDSM91rhmykvj8uZVuQkuPUrzcyhuR/N+DF5LJ2/DwI0YvQYTN2PuDrLtXWThTvRficIOkppCchLpCZqe5FLjXHqUTw5LM3gR7YCvSR1sk1uiWqPXF0z87o9P1Tb+vlZKq+KR3ci/efy3cqUCBDKFHBzA81CqYXRQR5h40/AU4M5vOG5p3ZayBnopUsPS93tkbfIs8vMoLND8HJ+dRHISxX2YuF04659Ue+7jpm7F0GWk+xyhaRcyezHxZuz9R5z3j1i8U5Ee96VbEm5TQA0DB7Va/eV/+/oJvq8z3DeHu1REcP/990s7XsCpZIBZ9nK5K7LjNDlG8wsobkfLWRi4ik68BoM3YOxaTNyM+Tc3uA9cheJOmp7ekHu4Hb4m4kgprVEqM/X2jh44ePgELMQjS8BFxp4/eKBvoB8EoAQcwFMo1cRgP8I9B3dhs7iT3OxR7pN3yPZ/ULn73RJ32nk2V9iB/Fl05m3krA+SCz6IpbfIM5PuZEvcZQxqYOAgl8sfePirZ7ifLu6VI0Wz5XqtJtbvueceaUqexN2qgNfj0gULCPchMULjgyfLXZYeI6kxkptHYRta9qLvcjp2I4ZuwMT1mLpF4k4X34KBq9C0i8vMIDW1xp2mRjhpvHpsAKEW+JtgS+jdaUB90823rmXqJ+C+Wi5J/xHe/JY7CUdBAApwFAol9BbOHiDuBDw5eDZ+uq8nvp7+ibmnptB0FqbeLHEnE6/B4GVoPwv5bWg6h1/6G3rOh/kLP4ylt/LZWUusJewyB3XQEXAc98Uv/+smcjzD/ZhYKwCWJhHceeedjXoZTiUDHGrO53VrA/lT5t6YnJGdQ2ELWvag+yJu8Co6dA0mb8D0a7BwZ4P74NVo3i3k5l7EncYHaWyARPsRaoUvL/dkDc4EJxgffugRaYLniblLT3eRsa/9+9c1Oi0ICAV4QCGHzshZ/ZwrAU8G7uxmcUd2hs9OIj2NlrMxfads/wflO+/F2KvRfyla9iK3BZ0XKnb/HTn3I/ILP4ItbyfZBX2kNeS2hgxUTUAIefDLD2/iaNIz3I/PXWrNvvvuuwEIHA+qVAAureDzujX+HMJ9SI6eAvdGZW9mFrkltOxG+9mk52J+8HIydSOmX3NMMtO8W5afX+MuLQ0mkvVIH4l1wJXRBQuQWxyO0DNPPc9YnbHqRt+XBF3q1K4z8Yk//TGbz0ncCQfIeKLRUbObumLwpOBOb8h9g1fVE3MnmRm0noOZt8j2f1C24+8wchPpfhWa9yC7hP5Llfvvwzkfkl3wYWy5C/kdqnC73+0IGnk1gSAIX/m3R07wa3yG+2Zy/9znPkcIkbirKLwGhc/rVvuyEncSGzhZ7khPN8aa5pZI804070LrXkX/xWTqRkzdgrk7sOWdmH8z+q88yj0zuZ47In0I9dB4O5xJlScFaEZHZliV1UqrjG04j1z6rkuVsoS+UqteePFFoIRS6QHPEbWWmJzUESbuBFwbc48MHhW/bqf2htwz03x2kmZn0X4eZt8q2/9BYfv/wdANpP1CFHcjt0TGrlKe/17sfb9w3gexdBcKu5XRbq/X6zfKVAQ6rfqb3/wmEzf8NT7D/eVyX6lVJO7Veu2xxx7jOI6CgCg0PPWbVD6vW+XNINxHUmOnwJ3kZrnCorT9nTRvR34rCjvkvec1uM/ejqW7MHs7+q5A0y4h11gdLHFHYgjRfoR7EepBqEB9GYUrAWjuesfdTGT18soJuL8odxcZ+8jHPqrWagQKSgCBQKWmRhtnD8AVP9Eg7MhgQ/wR7tLy+BNz53Jz6Dgfc2+T7f8gv+0eDFxHms9HYRfyW+j0dfIL34ed93H7P0AX7kLxLEVi0OcPevQyNYXdZvnBD35whvtp5H6ovCrl7uVq5emnn26czBCFVuACZrXf53k53Gl+QWjagtw8cgu0aTuyC8guKbvPxuQNmHw1Zm/H4jsw86YXcSepiaPcQz0IdsOdVESa1O6ExuB+9Ds/YnUmdaWemHu5Wlk7jvzhf/3I7nQIFFTKZ45wp64YcW/MPTzwUu5canxD7umpBvfOCzD/9gb3/mtp03nI70JxKz9/o+yi92HbvWTf+/iFu1DcL0+OeIMRp16m4eD1uH7y48eYuGlbNM5wPyZKdba8wlidsTpjNfHAU09xAE85BWDSwGLVmzw+U7RZEelBcBDxKcRbESkgkiOJPKJZ+NPw57hIqzrcq4gN8MkR5GfRtIU276HFfTS3D4WtaNqOph0obkV2CdkFFLbyLTsxdQ/m7sHUWzD/ZjL+anReIGs7i0stygq7kdqKyAxCkwhNIjgG/zC8g/C3KSPtUFkcocifnnqSsWq5vHrik5lSubqyWhYZK1dqImOrpcq27TsJIQJPlQLlOE6hNVKDm7rzMKUQysGbgjfLhVqUoQ6lt1XlbtX7OxEcRHBICI2oIuPK2IQsOY7MOHLjSA8iN4qmaa5liTRvRXE7ijvRtBuZJcS3IrAdxUvJlncKO+/DwFtJ7ja07kBsEdF9itk7seMezL8Lu/4JU3+PyFYa2q/wzFGDF5SPp7p/9fvl0pnc/TRxr4hseVXaucdYXXzmmWcEuQyggpzXGC1qa1BhKyg8g3BNw74Az17EZxEahW8QgUH4B+Duh3sQvnHqHoZ3BMFJxOaR3oHMHiTPQny/LDMozw7JsyOyzDCXGOISw7L0mDI3TRduFBZuwvDlGL6c9F2ClrMVLefR1B5kR5AZpv8fe3cZ1WbWPgr/rkx16u3UKBXaUm+pd+oyU5tOO3V3pQpFKlAKtLgHCEmQhCDBLSEJ7k7R4hbiHuJ67/MhPfM8/3edeZ6Zc5h5v8C6FosvrEV2fuxc95brWndkwoafxq8+NGbp7lEmO0abbIMWbZ5othX6btrFm3dgYADAYDDotPo//NCHwb+ueqjUWuMxMhfXz8Zl1okTxo37bszYiVNGTVswccnmUYu2jF28FVqwEZq/ATLdCC3ZBC1eBy1dD62wgNZtglZvgcx3QGa7IbMD0PIj0PLjkPkvkNkVyOwStOQ8tPgMtOgktOj46MVHv1t6bO6CU/Pm/zZ7wXmTzc/WXwrcehO9/mfP9VscV6y4YjL3tyWmN3af8N54Idj0jP+Wa9gtp1FmW/f8YLJ16vcLpoyHJkDQzs17aHSJQCUb4f63cIcBUKpVxtvvWgC4oqGps2dDo0dDo8aPHjdt3JS5k2cum7VwwwyTzVPmb5luumvh8i2zTNZOnbNixrxV80w3mC7dbLZ8+0rzXauWHl6x/IjZ6pOLN/62yOL83PXnZyw79f2Co2OW7Buz7OBos5+hZSegpaegZWegFZcg86vQJtfvfvQYtd1h3J53Ew5Zj977ANp7Hdp8Clq/G1r7I7R293drfhy3cttY0/UTFq6bYroBWrRxnMkaaOzk6PhEGBhgWA8DoNLp/+h16fSw4fcMXq01nqgpKi6dOWsOBEFTp0yeNHE8NHY8NH76uPmrRi/cCM1aDv2wavSiTWNW/jhq9SFo1SHI/BC05mdo+U/Q0iPQokOjFhwaa3JonOmRcWY/jVv+88xFu+eb7Vu5dv+OHQd/+fnn2xdPvbx12vb+GX+rVYjXa9BOmxNwvxbVvqxsfVNW9KQi5QbJ7QDh7Rai309fi6zqa9+UVr9ubXNtb/wY8enXT3f3vzi2/PQaaAEEbV26aKCXox5ZiPybuAOgVGllWqBXAqACgCeVm602h0ZDMyHIfDq033zK5QMmNtfXuTxe7/5std/rdagna/1vmrmdM3E7uyTg2urwBxvxTzfHPt+carM2/d2mTLfd2UE/Z4WeSPI9EuGwLejl2ruXT9+88Ov5078cPXp8556f1m49vGzjgUXrDpocdlt21HuyhTVk/gBa+xDacB/a/hCyuAltPT9q89kxm059t/7od6v2jV2ybcyCdaN+MJ+weCM03QSaNL21oxMAg0aj0sIGzR8Px79z12j1xnxGLJFu2fHjqFGjJk+aMHnShFGjx0LffQ9NXwTNXjHadPVo0zVjTC1GLdoGzdsFzdkDzToAzTkyftr2GbO3rViyY8/GXecO7b5/YZ/V/YP2Lw/G2e5O/XAgz+un2rCjfQmnROQz8rxTUupPQtIGQdZKSf5KQ99OoD8BDMcAY4u+foU+exMnwURbuQnITgPFMYNkP9CfBJqTSspxfuwpVuSJ/HeLr66CTm9YyOxmjHD/+7jLlHqpCugVAKgAGFLIjx3eO3vSKNsdYz1OzIi4voBqu7zDfxMrYgM/aoU83lwTt0GIXNnrtqj9w4J+1yVc35WiIDNh0KKh4Fmy8PmqpOUgbxuo2N4f6j0AACAASURBVAcq9uupW2VpazSJB2UJB3jR+wYwe1qD91T67i5w30Fx3ZFUYpleZO+NuH3v4W/HT11ct/3KnJVXoTnnoAVHIZOj0MIj0MIDkOl+aNk+aMkuaMGWKYvXQhNmbNzxo1Qu0+lVBoNOrf/vTV2Mp8eMRyaN4u88tISg0aMgaPL4sd99993YiVNGT5s3dvZSaJY5NGslNN30u2nzZs2cu8rUZP8G8192WjheNvO6vRL3Yl2ui0Vz6FZmwg4Rebu8YIchcStI2QYytgDSJlCwGVRtAWVrFTmm0sSfBTE7penbQMshIPoViE6Ajt1wyTplys+0GAt13U9AfFFFPzQ0uFcnPqkW/wLSlinCV4LorfKotXH3vg9+fFInlkm1I7n738VdroKVKgC+9VxWy+xunt017zvS3ZkFT+aVPZvT9Ho+03WZxHOZ3HOxzn+ZIHzpoJ9J47tZlS+m11vP6fowf8Dth77PUwR+a7hBa3mYzeKkPZqc43Dhr/qcE6qsI4CwBMQvA4nmIGUDyNgBsvYC4gGQdVDKXQe0J0Hvz5ycAz0Jp8pCThNcf/V/dej4oeN7dh0wX71tuskaaLY5NHcjtHj3aPMjk+cvgyZOsXv3HgCdcVrXwOA/zILfdlX/7V6fMYOPTUydPG2msZfg+DHQuPETR02YOn72onGTl86fv2LbOvOze5e8Pr0w+OH89DcLC50XtPjP7Amaww01UUQsg3GrQMxqOG6NLm61krBLTtjJj7NgxG3kZu2QlhwSlh8azNvBwR+hoTdzkjaoG3frOIc1nEOar7vURRv58Yc6CZsVXafA0Bl2z1Yhc49WdVapu6RJNmX7/cDznssLmEN9OZ3icR9otSrDCPe/h7seaJVArwJACQDQA6CRRdncubVycvyNcal3J2XenVjwdFqr45JBj1Vcn3WykC009KoOvxVV75cWvlhcZmXW4mTe7WnW5bWQFbxqMHTlQNRaVuo2cf4hWfERUe4ebtY2euxOWvROWvROesxuVvwBVvwBOn4/Dbd3iLYFqE+Dnj2G3JWAugrkbYCLLGR56/pjz1WHnIj/+NPbO7v37Vw1+YcF0IyVY5buHT9z3ripMzKJWcZtMRgYjG/eH74uA4DBt+9aneH370yBdMly81EQ9P2E774VsR8zfubCZfd2L313en3Yw21pNptKnFa2ui/s955B8xr/xWVS2+fpNM+FfD9zafBWWdheCeagKOKIKP04L+0ojbC3K27nYNZBScUZccUZet5hTuyJ/vCtnFQL7df9Wv4xJftnZctBZf5OMfZgP2GrYeC8lnOsu8qM17ZNLTwnk18TZ2xnYjZzAs0HvedmPpqU/fkG0Co1f7xbPML9/4m7DgBj1q6CAdABoBTmuDx9u2ka+u407ONZeMvp6TYzyz1MGwOWtSIWd6HMeFGraMGrGp3MSl+Ylr9Y3Ph+SeenBR2fpnd/Nu32MaNh1gky9qqKjmtKjw9RD3BSt9ATd9EIOwbjtjPjt3Pjd/Dit7NxFozIDV979gHFLU3HSSFxizx1qzJtlyxzDy9tF0j8HiQtUGb82Bpz2u3Z7nUr542ZMnfcXIsx38+YMnNOQ0O9SjkEgFalUWoAkPzxuXAj7t8fVY0jAAOgAWD1+k2jIGjqxO/GQtAoCBo3acrK9VuS706kvphVZrOw0npu9avZTdY/dNjO67SdW/R+VuWHuc2fFnf7rqKHbWbjd7KT9rLTDnDT9/AydzNTNrOSN8hytoHaw6B6jyxnrTDh2GCkhTBrA9y1T88/LGPsl375UUTapETt4sZZAMY5wDg0UDhP2bwFiC8BxZ2+1EMD2J/ZyJ19PqYpDyeRPl0HGpkGVo1w/1u4KwDQA4NBr9Zq9TAMgEJTivG/ufS7yFsmMfcXJTxYQHphWu+8tst7w4DfWh7SYhBj0Re6qdHNvNB6XuGr2XWOpm3uy9o+m3R5L2P4buAEbxWn/qhuOChr3cPN385L+ZGP28eO3suI3cdIOMhJ+Ymf/BMv9gAncre8dhvQ3VCxzvAyNkii1kgSdogzDvDj9/QlHKSHr1Kj5oMw0w7HZY7Hliyfvxr6bscYCLp68Zx0SAwA0Gq1MPjW4PyvDhOA9dHR0RA0GoKgcRA0BYLWzYIu/7gMd3924uPZGQ+mFTydVm83/4vt/Brr+XV2S6tez/vqaNbvtmrQew0TsZ4bvZ2b9CMjZacs8aAq/Yg4ZQ8jwUJI3mX4ckLb+DO/bKeYcIaL/XEobRvccNBAP6YbOKmp+kmWvHMQva6bsgYMHVd8WcvJNqNX7dJKrgHVDS5xa3fc1sGQ1SK3ubk3xtVH2AK9FOiHjTs80s7g30MGgA7oYYNGpzPAMAAaQ308+vbyCcHnp0Renxlza0am5ZzaD8u6vMxpfiv5oevo6LUDoWub3JYWWc3Mfz615t3cVheTFpe5bV4mAz6rWUEbhclbNQ175S07ubkW7ITNPNyPLNwuRuxuRuI+VvIBTsJ+Fm4XA7NVUrsV6G6puWf5JIuh6HXCxB3CjIO8+D3dsYd5+F3KiNVi7/lNdvNjHq59cHzrOvO1E8aOsrN+qVErAQB6vV6rM6j1QKH5w4XIP+QODLW1teMnTBozZszU8aNMvoc2z//u7FaT4CtTYu/PTn84g/p4SrXV3DqbBZXW86ptF5e8nPHl3YJu12U075WskHV8/FZ+6i52xg5W0hZR9m4BeQctYzU7f72uZZ+2fbewdp0g6SgTv02YuUnTtFtDP6Qa+ElevV+UbMGK/JFedAAM3VBU7WZnbmZU/qSX3wPqG/zEzX1R2xhB68Qui3KvTW3AugC9Dh6+u6oj3P9HSGFYbdAAWKvTw1oDAHrQnZN0e/Xk8MtT4u7MSnkwg/piVuPHxX3eK5h+ywXBK0WRawXh6/t8l1fbzy61mlr/fm6b68K2T/M6/RYyAs25oeuk6dvgr3sN3XuGii1EyZv5uO38mJ38hN285L38lH38hN0c3DZWuAW/0gJobyh453mUbeKYjdz47azUvYzY3Z24Q2z8AVHE1m6XBZWvphW/NU+wtvhwzmTqpPGokCC9TmMwGAAAegPQA6D+6ywAMKjV6g0bLSZMmGA6d8bahVO3mUw4sW725xNjI2/OTns0J/vhtNIXs6ttFlRYL6iwMS23ndnktLDPw4zhZ85BruVHW3CTNnNSt3QnbOdRD4sLD9PJW9l5FtrmvaBjv6RuAyvmMC1iMzdps6Jmv7TriLjtJ0HRXnbMxsHQrbySY4B+k5uxnRa1cTBvv150RSs+OoRdP4jczPXfIPlomnNlZnOcL9ABw/Bd3hvh/j9CZoC1eg0AOr0BqPQAwIBdk3Nz7feo8xPjbs1IvDs16+H3VW/mtn8yGfBaxAlYxkea8ZHmPZ5Ly62m5T6eUPpqeu3bOdXvZnz5PLvTY3GftxkTv0pVu13/dac030IYu14QuVmI3y5O2iNK2ydM3StM+FEQvU0YtYVTYQGrr8u55/jU7eIYC2bcNlrynkH8rv7YHX2RWwdRW1pclxRYTip5Pr3Kdj7l0fdmi02K83MArNdoNMbj4HoANH+9HotOqwYAWL+2HTNmzBqzRRtMZ1jMG3t4xZR3B0Zhrs9Ps1xMejSn8PnccpuF5bampbZLKt7/0Ohs0uNpxgxYyUWu5WLX8wibuCkWnRG7uaknpJRTnLR9zJStqqKDhsqDYupmDmoPI2gjP3qLquiQ/MtxcdVRYeY+DnIDF7FMV3EIdJ7mRpixEUsF2ZuB+AQQbpQEmfb7LGd5mbHfzUq/NL4l2RvABt3I7P43cVcBYDDoANDpAZDpAQBA8LX06vrvA05NjLw6C39tGuHGpNwXsxsdF/W4mTH8zOl+S5n+q9pdzQqfzkq7NSnrwfTcV3PyrGaXvptV57CowcG0E2Emyt+qqdstJW3nR1gwg9ZwUJv4+B28uF2cmB3sqC08zGYherO4eidQ31ZyzkuoP0pjtnFjdzIS97Hwu9mJ6weiVveiNjR+Wp73eGrh/clVDyfnX4FOnzzGYdAAMBjvXBuTGalS85dHSq+FYZhIIkMQZL5kwZoFUzbMGXVo+fdWP44OubIo9cly4mOTnGfzS6wXFVkvKrZdmm87o+zND01OJl3uS2l+y+khq5hR69lxm1goCwl+ly71kCxxlyBuvSZrB8jbO5S6btDLpP/zLH7oYjVpi6z4R0HONi7enOE5t9d1gjZ/oyZvfbcTRP84mR2zGAzuUfUs6neeVv9+ztcPc5pfQBG/QE3prgDIDPAfHn0b4f7/xF1n5A7r9ADIYAADIO6tvmIx9ePhKf6/zUP8Njv49KTYa9MpT+eXWC+sfrO42Wlxq+uq6jcrU2//EPnblKiLM2LvzCPcn096Orvg6aIiy8VVTksHk7aL8/az8Tv73DZ2uizt9V7Vh9jQE7yhI2BNm/fKHi/zQe816to9QHZb0XdGnLFdid3Cw27jxO7lRu0RxK/iRK/uR66u+WCS/2xW5QuTknuzYg9B7+xe61RyAAzG6jHGv1z517djADAoFIr+gcFZs2bNmzF51bzJFvPGHlk59em2cb6/LYy9vzzlwULio7nZlj+Qnv5AebWQYjUn99Wsstdz698sbHRY0Oi8oMXTtDNoJd17+oDXNC5yATdy6SBmEZewSpS5aTDevOnDuMb3Y/v9fxCmbOTmbKdlbuhGmbY6TWpwnCum7qfFr658DnXazesM26TqvEBv+LHlnWmR3dIy+0X59yHvw9CXLA8YDAEw8qj693DXA6DXaYBeowdADoAGGIYG6q7tmHVv3Xdv9v3gdGiO86Epwadnx940Sb2/iPTEtNTWrOrdxoJXG/CXF/sdm+1/an7I5aVhN1Yk3lpIum1OuWVebLumO2ovO/WnroBdtS/Wtrxb0ua8st1jbZP7qmqnJVVvTRreLW7/sFxVshMwzvNqDjIizIW+KxmBa2mhFozALezQ9czgtR2eyyvs5hS/mltptyL7/oLggxA2HAX0GtigMxgMBoPh/35lBhh0Op1Spblw4cKEUdDahVO3Lhx/aPn39y3GfTw2F3nRJPr6D4k3Z8ZfnxhzfULywxnplnMyHs2kPJ5V+nxetdW8Gvv5jS5L2n3XdLjMqraf2PRpQQ/KojPyx77kk0zq1c6Ms42++5p9D7BirirK7CUNH9gVtrSUOx1Bv/RFv4B7guiFTxvdD/PCnjBJn4E8m8PC0INu1HpeqXU7SXli+unwmAZSONDCw1h4Y4T7/wgdAFqNyqBR6gBQAKCG9VL6l5t75l5bMdFmr6nLiRV+v62Ifbil4O2BKpefv7gfbfM82B1wqtn9V9KLA1E3t2Lv7op/cTjR5uei17vr7Y432Z3o8jolJd4yFD0QRJ7vtj/89e3yTuc17W7rvzibl9kvKrGaV2O9sNluqYS0XtF6tJu8sc1zzqDD3M6PJm1uK7qcV/R9tuj4aN7wZmHl61llr+flWy9OuD8fceb7wlwKgHUAGAAAGo0GBkAL/988qqpVCgAADEBwcPA4CFq/aPrWheP3LZlwa+1Y+30zfH6dgzk/E3d5MvosFHYWwt2YEHllMvbShJTrUwoeza21XtL6wbw/YKsAe0iGPdvrd5gecUmZ+1ZV4a1vjwYsooaWwUrD8NJwoDIPcHuAkgkE3erGsiFSCq80D2g7OW2EDpyrgpgqrP+iB1qhTmTIQNNiArvDHYttD7sdNWmhZAA1AMoR7n8bdz0AOj2s1+t1Oh0ABsWQ6ObVS0cWfe/94GzAo3M4m1sZzpYNES5d8V70lEA6KVhSguPlRtSGf8x0fZTq9IDiYVUU8LYK7dKGc+mM+dSVjtT01YMhmvQLkZcT3JHpxy9E01I+d0S8ZhOc+rDvW5FvuOkIAz8fDBJFBX5dyHttn0402G0temya//CHWmvToqcLcx/Mq3oyZ8DOtPbRzLSbJogLy4ZrmGTqbwW+c3Lzx0HQsumj95lN3Wcy6vbGcZbbJr4/OMPj+A/ex+d6njQJvLgu/MG+mOenU95cIX28k+/1tAb1tjHauS/dX1YRKy7FCotj+rOx4tpcwOnR8/qknB4xt1uY4cPNCFM3V6t5XPGQYIjfLakjKkmo3oY6IOrkEf3oCc50crj4axXQSLV8hiTNn01w74/5lOv5wu/JRUFHvU4pGym88XdxV+u/pQQwDGu1WgAMsFb14Z39qZVzAp9eDnl2OdLqerLDg2qkQyvuU2+8t5G7sADbgP2U6foo5cN9svurooC3lSjn1qiPbTjnzrRQTW8DkAxKG8ncXORQfYq2OU1aEi4iB+hLwuVUJC8rBDSSAGAAmAZYVarqeAXZj0+w6UFe/xp4tvnTnmK7LWl3TdMvT216sbDZalnidZPYx7uGa5h+b1fW10/buWXjgknQDtNJB5aMP24KXV837u2RBUGX1obf2ox9sDvR+hTZ5Xbe50clvi8qAq1rkG9aol3aCO6DRISymiAqxfEKcP2kCG5ZpmGgGeb3ynl9YkGvmOTPzkAqG8vVXJZYyv/GPRvNaGsB/DZuli89wZlBiZC0VQOtTM0dFKX4MmLdurEuFLenaPt7GnY3MIz0Vf3buKt032r/Gncrjb8Rj8f+tmZ+gOWlsJfXUM8uxdvfLguyb45y6Y71HCQiJCU4STG+NdaT+PlJsuM9svurQv83lWEfmsIdWiLed6aFageawBBd0pTHyw+XNJKFVSnMHDSHHKoojeZRMYzsSNBeIgVADbSwVqRnt2k7CqWV8Wxy4GCGGyPeqinkXvLLXaEnvidemV78ZCni5Iwyv7vDxt3wLelXKNUvLB9NhqC1s0dvXzB21wLo3IYZ706tQz8+HG91MtH2XMbH2/l+1mU+VtUI+2qEfW3Y+yasSzP+c19a4FBZrLAshpuPpZHCGdQ45dcywO9ViwalErqYGsJID5PWFWs4tCEZZ0jQKa7LVlCjxLQ+wGxkpXsZuQ+11wCtTMke4CX5DOI/tWIc050fJbi9BkoBgA3qkYLXfxN3LfxtdjfuVsIGHYB1JQW5v62Z/+nmSeSLq0jLC3F2t8oRb9rwbn0En0EiQlyMlZfHdycHkD2e/c69KvR9I+pdA8q+MyNMO9gGxExxa7GgnCBrLRwsiOsnhbNzIsQlsXRyZE92FOip4gEgAUCiGBIwOrnNRczSRHpOOJMcyssJbU/wyHK+HnR2Wfiv06NOT3fc/720DDtcw2Q8BqyFgUoHhyFDJkDQ8hmjN8wZZWEy+dTmRfbndqOen8HbXMTbXCY43Mv0eFXo/qLMz6bMz6Y8yL4O7fQlyrU7OUBcEiupTuTmY5nZaFoWRlJDArxuvZSlVAqEeZj+tDBxdZ6eN6BUcaXCTsGXbGlejFbA1fdUMlI9GIku37jr5DJGLyvOawDv1oxxjH97JyPAEWilAAbKEe5/E/dvH+7fOmYDg14LYF1DbdVliyVvzu4PfX4l7OnFePvbpYF2HbEeRu6CgghFBWEwC5nr8yrV6QHV07rAz7469G0T6s2XMLteUrie1W0QsSWd1UMNRE1H+UBeHJ2KFZfEikvjBiiRPVQ8GKhTAaAEeoVSNMRs5zRQ6QU4LjlUSArqTkXWRvuQva0JL47hrpm7Hfje4dgSIGsfrmEyNi0z/pNXVlYumT/LZOqYDQu/X2My64iF2fMz+wIsz0W9voq1uRbn8DDd/XWpt3VV0JuqoDfVoe8bI11bYjz604PllYnS+nR+YTSPimFmhohLEwGj2SBja7RSUSm+JxUpqqQAQZ9By5WLO7kNFElRIpAPSRpzaUmfWcmf6ORwI3cJrWsA796Pd28O/4i1vkoOcwMqEQBgGB8lR7j/H7jrDd+K/xv0WqDXdLe3Pj2y5dWJHaHPr2BeXIm1vVngY9Ue494d60nLCuLkoBQVBDYlvDDAJsPlca63TYGffU2IXRPKrgFlT8+J0fMG1ELuUH+LurNM1VTQnYFhU6NkZXHCIlxvNqqbitX2VcEAwEADYCk81Cf5msPJjxBlBcrSvNrjEWWhbmQv2yJPS8qbXxwOzvG6dwToOMPG3aBTqVRytU4HgEAoPnJg7yQI2rh45vplpj9tXWf56wGfx2cjra5G21xPcHiQ5WZV4WdfG+JYG+JYi3RqinJrxnv2pgZLSgiyRqKwOEacgxaSgsUFWHVnmVbCUOvksrq0rnQ0rzQT8DqBjq2QdPGb82RVJKCSM8rS+hNcuWnu3x5VtTJRf0dftFsP3qM53CX85eUiPALIBDo9PHKb6e/iroWBFgYwAMZS6MbZXcBhOl0++vjQRoTlRcyLK9HW16juzzpiPXrivGhZQYzsEFlZHC83qizkLcntWYGffb6vXU2I7Vf0m5aI9+ziRCBgKgU8Ob0TMJpUVcTupOChAhyoSRwqimJQUbSCaHigAgZAp9MAoDQoGfyv+fS8KF4GQpriw4gPKvN3THd8XOFvVel59+MvK5J8bYFKNGwjpVHKZDKVDtYCoIWBrY31OAjasHSexcplP29Z9+jkXq/7pyNfXY6zuZby/n6W67MST9vKgPdVgQ7VIU4NEW5fIt07CIH8/NihBqKwOEZMRcopwSIqil9LlHF7paohbVteT1YEqzBVz2wBGrpiqEPYUappLgYqeSc1po/gws/wHMzGiForgVYm7GvvwXt0RH2qQ33AWF1rIsYAjUyrG5nd/zbucrXud+4Gg0Gv0wBYp1crPO/+dnfPar8Hv6GfX8a+ukL+bNmb6EtL8qdlBQ0SEdLSWH4etgL5nuL5sijgbb6vXW2wbXvEm69RjryyFCBmK4R8OasXcDsEOfg2rJuEitZXRItyQmikoP5cjLa7QAeAXA/UsFYu5wy0FHXnRnOzMbKsME6Mb5m7TeyLKwWfH1d6P/S4tL2eHP0fyif91TAu3usBkKn1egCio6PnTJ2wfZ3ZatMFe9eY3T68zf3miahXFxPtr2d8uEf9/LzQzbrC/111kGNdmEsLzqsF79OTHCIuThDWEwVFeFE2Qp0TIsgOphcTRIwOoUwMBsp6snGMgiQtrV6v7JNL2iXdFaCrBihlLVmRfQQXYZb3YDZG0FwONFJhX3tvjGdruHN1iGO49fW+EiLQKzWGEe5/G/c/CoSHy9kdK0Mfn0E9OI16diX9s3Ur3nUw/n1fkp8oN3KoACfJx3bEeuR7PS/2syoPsq0Msq5D21fhXPhdFWqNXCjkAxEd/lrYGenQnYIYzE+UVKXJS3CsTG9OfgTor9IAsRrolDpYxmHJvuSJ8iMYFEQvFdkR61Hg8SzF5grZ6XGy0zOne5d4tA54+G73GLuEa4BBB2CdQS8WixcvXvzD7DnrzBZsXr7w0h4Ll+unkU+uxNjcTHd+kOn6oNjPqjTgdXXo24Zwp8aIjy1Y1/5kf2FOhKCaJKrK6CWGMSkoeSWBlY8TVqYDVrOO0cwqje9M8dB3ZAM1XcztFbA6YBlNr+APxLoK4lzYyT50ooecUQNglbQhry/CiRblWOX7PODpZd5An1Sl1QIdAMNWeGNkm+lPBS404NyO1QF3T6IenUE9u5Li8rIl2oVGeN+X5CfMiTBy74zzLPR5WeJvXYGwqw21q0PbNxA8Jf21ao1MIhYCbo+4PKUryrEnNZhekPTv3OG+Sq2ROwxUAp6ypUhSGMUkI3oooe2xXnlulsmvL5Odn8S+eRBg90QuZOqHj7uxnv3vzXm0Wu2RI0fGfzdu1dK5G5bMPbdzo/O1M6in1/Cvb6Q6PSC6W5b4W5cF2tQg3/3OfSAlQJQbKa6jiKsz6TmRDHKYtDxOUBrPLU3Wd5ZrGC3cyuTezABdRw7QcZUynnyIA7RClYjZH/tRRHDjpPtzqP4qdj3QKYRVpL4IJzrOqdrvVdjr23IeR2EAGlg7wv2f5k5OTbiwa6371cPoR2fDLK8SnJ424D7SCI69ib4CargkHztUgOsmeJf4W5cH2VaHvm1Av6/HvOvMRKhZzVqVRDkk1A60dKeEdGM/9KWHMotShqrTjdzZeeH6nnIdLFQDrRoArVSs7iyXlOAY2UG9xOC2GE+q65MEq8vkj0+Rz64lB7oBrVQ/fFW1fm/OY2ysCQBwcXEZDY1avmjOyvnTT2xe5XTtdNjzG1Gvric63KV4vygLtKlA2P1/uIvzoqQNuaKqDH5JHD0bKSmNUdZnMAsJvMoscU89uzK1JwuhaKEADVerU2r1KgCUElZXP95JnOTBJYbwC8O0gmaDRsIpTOgJ/0iPdinzfo778BRWyjQAaAx6AOQj3P9R7o3VpVf2b/7w2x7Uk3Mhlldx7x/XRHzoJzj1JvryKRhxXtRQAa4vya8CYVcd+rYO5dCEcapDvaPnhMPcVoNSpJMK5a3ljegPPTgnWhaKU5o+VJ0uK8ayMr1ZuRh1R7Fey9cAjRoAg1ahG6iVlEYzSYH9mYiWGC+i88N4qyvpDg89bp0qT8EBWD2Mu4w6AFQGnRrWq/U6PWwAABQVFU2aMNFk7owlsyYfWmv29tIp5PNb4S+vx7+/m+P3ugJhVxlsXxv2vjHio5E7LTXQyF1YmS6pTKIRQ4RFONCWwylJ6s2JY9QXMksTO9MD+NWpeglDrdfpADAAraC/oR//QZTsxSKi+KVRsLjDoBQwqdjuSJdB/Ke8z4/iPtsAWKcGQGUwAKAc4f6PcmfRem8f22N7Ygfy8flgy+sYu/vlYe97CR97Enx4ZLQxfR9ICahBvqtHOzZGfGzCONeh3gmK8IDTqpdy9UIWvyKrPsi6N/ojIzucX5ElrcmQFWPZWT6sXIziawGs5qkNKhUAMNDoWQ2Scjwj038gLbAx2ivN8X681ZW41zcdL/7UWUoBQKsYvoq4xtnd2DZZq9fBMMxkMqdPnTZr+sT5UyfsXbnk9dnjoc9uol5ci35zm+JnWxlsXx36th7t2BTp3Bzl0or7ZOQuqacKKtKM3Hn5kaCrYKiW2EXG95ekc4ri+tL92SXxKnaX4LCtawAAIABJREFUWqvRAQADg6CzajDGUZTsM5CJ5pbjgazXoOANZiF7olz7sc5Z728neTsA2KACQK6H/0Op1xHufwt3tUxief641bHtoY8uBFpeC3t9rxDxpjveqZvgzSGFGdN3ejrC6KAV96kx/FNjxEdJWbxhsEEnZKjoXX3EyNZgqz68M5saJawiyWozjdyZOWhpcy5QcJU6hQIAPdDquE2Scjwz3W8wOaA2yi3x3T2CzU3UkwsfLh1jt9TABo3M8JfvpP4H7san1d+PTsjlclOTRZMmjp07deJOM9PnvxwOfHIj7Pl1nP0dku9rI/eGcKdW3KdW3Kev0Z8HUgKEORHG3F1UnkDPRrKoaPgr1dBe1JcbT8+PGyrCcjN8+EVYRX+TSiaBAQBAx2stZMQ6iFL8uzMwnEoCUPQbZFxaqn931OeuiI/JdlezEJ+A3iADQA6DEe7/NHdg0NveOv/y+HbEgwuBT26EWN2hBth0xTl1E7zZRKSAGi4tjGZkBDdGfGzFfWrDu7VivdrwborKFHVPpZrdK2yva8J59SJf98e4cHNx4hqyvC7LyJ1BRYkbKEDOUWnkcgA0QKvjNwvLoxmpPoykgEq0a7z9neS39wNu/ep644ysv82gVw/j22Oc3X9vm2z8Ovbz0bFjoLlTJ243W/Tg6H6fh9fCXtyMsrud6WVVGWxfg3zXFOncHuNujIGUAAE1fOhLjqKBIiiNZ1HRNGKIoi4d0GroRckcMkqVjxSnfxbnhkq/lkrYg3q1AuiV7AYyK9ZRlBbQkRnFqU0BGoZhiNlL8OiMcm9Df0iwu5aPDQIGWGos+DN8C68j3P8cd9jw9sHVVyd2BN0/H2B5I/jV3Wyf1+1xH7rivdhEJJ+CkRZGMzNDmqNc2vBuHbEe7XjfPoKfqjpN1l6ioHcy64srQxzoGNv+GBdeXvRQHdXInUP0ZVBRoi9kIOMo1TIZAGqg1QqaBWU4eoo3M8G/JOxjjN2tNIdH3lePe92/pGb2GfTaYXx7tABW6rXGPrJKtcq4uWb72mYUBM2d9v12s0V3j+zxun8l7MXNKLu7qZ4vjc+pzVEunXGeHbEe7THu/cn+fApG1pinbc3nFcdycsP7MxGi8gTAamCXpbMz/FXZPuIkBxHRT1BHZnc1K0QcoBAwarKYMe/EaYjOLCyvLh3oWDoxvSvGpTPKvTXMIdH+ejkBDWAgBUAFADzC/R/nrvNzfnt65xr/pxdQT3+LePYr0fl+K+5TV7zXYFqQMCdCko9lZoa0x7h/jf7cTfBuiXNnUCJ4ZSnKpgJDexk9G1cT5tQa7tyegWYXJyqbyKqGbH4xgUGJ4ORFScsJhq5MHb9VqRqCgc4g7GUW4wbSvXqSXIuRVnEvf0u3uuXy2yG0q61KwTUADWwYvqpa6n81ODCGVKbIyCRCo6E5M6aumj/7/tH97nfOIywvYu1upHx6XB5kW492bMO7dcZ5dsZ59iT4MDNDRLmR/HqSvDFbVp4kpkaxssJEZclgoE7cVcnKCuYTQ4XEUAEJyc2P4TfnyUTdWiCVlMf24Z2lGYE0ErqrNhsYeIBez4n1YmJdO7DuPk8utpRQjDeGtcZkf7he78g2058JAOvCfN1/3bHa+/FZ5NMzGMtfMp3vNWM/dxO8/4/c2xM8WDkRgrIkWT1F2Zjbn4mpRzt1Rn/qyMSwixNVDdmqeiKvOJZBieDkRkpK45SNCQp6vUwugoFOL+hhlUTTs3z7Uj6Xo+0TbS6nvLrh9OsBrJejVi2AgW4YO9EZy+hptHrDv1Ua+9LQBI2Gpkwct3LuzLs/7XW7fS746SWs3Y1E5welAa/rUA5teLeueK+ueK/eRF9mZoiAGs6ry5TWZw2VECQ5kaysMH5xgqGvWt5by84OY2ci+JnBfGIokxrJbaDIBZ1qvZBfhO2PcZFlBtFI6N4vVAAEoL+ajv3Mwn1qi/zs9/Rye3WBkbtKO8L9/wfuhmQc5tSONW73Toc8OYN8/EuG0/3GSNeeBB96OsLInZUV2hHr8TX6c1e8V3eKDzcvSlieLK4misozupJDGsKd++I9u0gYXkmCoj5LUZvJL4xhkNEsKlpUiOOVRQi6ysQSHgA6Ha+LW4JnkwIGU91L0HYp9teSXlx3On0wA+MHw3L9sHKH/62MnrHZAQwAh8ufNG3yWAha8cOMW4d+dL1xJvT5FZz9zTjHO0W+r6pD3xr/pXsSfPqT/ZmZIXwKhlOTLqpOFRXih3KjeEQ0Jw+v7SrXMhq4eRGMjCBORhCfGErPRnFrs5TcNrWCwaCiaHGf5FmIASKK1pwPgMDQWdqLdmLgPrVgXAJfXBtsrQZApwNApf1P/WL/aoxw/5PcQXke+Zdda51unQh6fDr44S/JjndqMM69ib70dIRxp4lNRHbFexlnvr4UH15+pLg8WVSexikgtBECWiKcaQSvvuxwXlG8vCZDXpXCL8AxSEgWGcXPDx/MDea2FkrEPAB0amYbuwjHJQXQkj7nhlglvbkR9/Sa87mfS1LxAKjVsFarG7ZtJqPv36Ebf5AMydZv3jAGglb8MOPavu0fr54yco95fyvf63llsH0L1rWb4N2X5EdLDWRmhnCzUazKJGFFgiA3QpobwSehGNmRiq8FgNUoriAMZoVwshDCbCSTGMqvTNEwGtTCzn5iMCPBXZYZ1JsRyvhaBIBA0ZTbHeZIx7rWhTogrG+JBttgI3c90A0fixHuf447AH1tLaf3Wry58pP/o1+DH/4Sa3+jHOnUm+g7mBZk3GnikMJ6Enw6Yj26Cd59yZ7cXPRQeaKoLJlJwbXF+7ZFOdMJHgPZEdyiGGlFkrScwM+LZJJD2dmhPCpqkBLEbSlQSIUA1ikHmpl5kRyif1+cc27w6wT7m1EPLzic+akuJx0GajWs/7+4gv1HYRwKY0oD/+/GHgql+tb929+Nglb8MOPy7i2Ol06EPLuMs78Z63A71+NpeZBtU6RzN8G7P9l/MC2IlRXKzUYxS+MFpfF8CkpKxYjIqEEiWtpIhhn1ssbMQSqGTQwRU1AcUqiwjKDpLVcyvvQTg9nJXpI0/65UBLerHOi5gqrMXrQTDetSGmCLsLmtFg3CQKcGQAXAyG2m/xrDzB0GQCrknT+089W5gz4PT4c8ORNhdbkQ8a6b4D2QEsDNRonzonhkdH+yfzfBuzfRtz/JjUtBSkrjBCUJg9kRHXHeXfhPDILbYDaGk4cTl8RKivG8PAw7O5STHcKjIOnkIEFLoUYuAbBO2vOFQcHwiAG9sR/zUW8Jb+6g7px988vhhoJsPVBrABjGXVUD/K/WBnrDv55cg5CIcaMhs9nTLu6yeH/hmPFRNc7xTq7H09KA1w3hTp1xnv3J/vR0BJuI5GajBgvxgtJYATlMRgmTkFEMEkpcm6HprZS3U+mFUSxSiCQnTEQOExbh5c1kWWdRPzGYk+ItTPbpSQ8ZGqwHGha9MKE/3Lkv6mOu54tA29tAzdcDnbEa83/oSvJXY4T7nwoYAKDXXD669/mZA94PzoQ8PYe0PJfn/6Yr3qsvyY9NRIpyI/kUDC01sDfRdyAlYCDZnZMdIizCc/Nj+tLDuuJ9+uM8WIkeNFIYOydCUIgVFmD5OWguOZRLDhaQQxgUhLC1SK+SAVg31FXHpGBE2YiBOOccpD3hzZ3w+5c+nDvRVV2sA1r1sHI3NvMwtjn43T0MADmPMhaCTKdNOr9jo8PF40FPLkS8vhr/4W6ux9MSf+t6tKNxCZKREcwhhfHI6P68SHFZDD87VEIKkVMxXApaWJU69DVf2pnLKMbTScFCcoiYHCrIxQjKCYL6jL4sBCfFW5DkTSOhdYJ2oGZ2ZWMHIly6Ij4QXR4F2NwC8JAO6GTAoAb/qU3DX40R7n+OBQAANlw/edjy9D6vh2eQzy8gHp6m+Nl1xHr0JvqyskJFuZECajg9HdGf7E9LDaSnuLNJQfy8SCY1sjsF0RXvNZjoyUvyoBGRTAqGnxfJzw/n56B4FKSAHCIghzDJCFFLEVDJAayTdNYyKRgJJYSe8IkY+DrW9laU5XWvW5eZbQ16oFMDoBy+MkO/Z+3GMOo3wKD6S80YCFowedz5HRs/XD4Z+Ph8uPUV4+xe4m9tXJzpS/JjZARzs1F8CqY/J0JSHisgIyXEIDkVxc8J51ckiRopQ125jNKYgawgPgkxlB3Kz0aycyM55Qm9mUHsZC9+oheTGglkfUDFaE1H94c7d4Y7pjrd83t9E4AhHdBJYb1qhPs/z9249f3y4Z2DG1d4PL3h8/BcxMvLmR8etoR/6Iv35JFCRVQ0hxTKyEIMZAb2pvkxKBheAU5cEssgoTrivHsS/QfTgjvjvOkpgcxMBC8nVFiEEhahBHlhfApKkI0WZ6DlvbVyoFAApbi3UkjGKDJD2PHeVA/7FPtbiBsHfZ5cFND7NMb3fvi2Xf4oyqtrpkyZPHX8qOM7N9hcPuHz8BzW6kbS27t5XlZlftYNSLtunAMt4RMj059JQTFyo7glOEExjkON4FOxrOwoQUmiook8WJYor0qRVSZyciMHs0I4ZCSHHMomBQtyUAPp4dK0IE6Kb28tyaATA05Hd7JfS/TbHpSDy8W9WXgEADqDFgAD0MBABuDhel0j3P9UaGEDAIZQf8+9a5e6Przs8/Ac6un5NMeHLeEfemLdOVnBwhwMlxJGzwwayAykk4JZORG8ApywCD+YhWyP9epNCjBypyX5s7KC+fkYYXEkvzCcm4vikcP4JJQ4C6Poq1MApQooh3oqhWSMPCuEEe9FcbdLsb8VfPNQwPOrEvagBgAVAHr4r5c+/YvR0t5hYrJg2oTRP29ba33x2O/cqe6vinyt60Ptu6IcaQluzKwgdk4EuzCWVxojKI3l5UZxyZFsMlZakaJoIvcXxfw7dy4ljEMOZRERfGoYkxQlTQtipfgzWwqBXqLpq+9K8G6JfteKsP9wfk9lTiIABtgAgAGoDUA20qzmv8VwHxHTGwAw1JUX7jRfbH/tlPfD8yEPzya+udOAcmzHfaanI8R5UaL8KFpm8EAGgpsXwc3HcvOx3Lyo/vTgjjjv/pQgRkZoR6xXf7wPi4QUlkQLymM4xVhWLoadHcbLRIqI4UraFxVQaYByqLtClI2RZ4UMxnuS3WyT7W6G3j4SYn1Lzmf9Y9wZHO6mTRumjh91yML81fmff+ee5fqswPtVbbBtW+T7PsInRmYgNx8rKEvklMeLq5L4+XgWEcOjRKlrMlUNpG5qhKwyWVaZyM2LohNDjdyZWUFccqggBy9JDx5MC5LQvgBYImnK74r3aME5lLpavjm7l9lTDwMDgAEwAI0BHuH+X2O4uRuMizPcveuW3z+x1+fRBcTDc/jXN6qC3jRGuPQnBw4VxsjKCAwyuj8zhF8YLSjCc/Ox7JyIvjREZ7zPYHoIKyusM867O8aNTUKLK1P4denMikRmPp5NQnMyEEJyhJLRqAZqHVBI28vE2RgZMaQv3sOYzITePhL6+rZSyDEmM8N4ee+PQiSVHT58cNIYaM/apS/OHvF9dD7y5TWC3a10l6d5XlY1IXatkQ49cZ9o6QGcQryoOo1fnSqtzxQWE+gZaD4Va2ggKevTOkkhQ+WJQ+UEbl4Ug4TkUVEccigjM5CTHSLKw/HSAvszUFphD9ALeWUpvXEeLbiPsU8vvLt0BKgEWvgbd51Brxy+5G2E+58KDQBaGABYd+nYwZNbzD3unw96dD78+ZV8r5fVSIcugq+4KEZTl8bLxw4QkYIivKgklleAM3LvTvBjZoVxszFd8T7tWBcWGSP5QhK1FHDqKezyZA41gpUWKMiJUrOaNUCt1Q9JmgrFWShJVnBnvFu+z/sU+1shtw6Hvr6tELD/Me4SueLs2TPjIGin+aLnvx32eXgO8+xy7OvrKR+fUj2tq0PftoQ7duBde1MDOAWxQ/UkYQNJ3kwVliYNpKMEOTjQSFTUJHZnBYhK4sWlcZzcSAYJyc9BcylIRmYgmxQszEUzUwP6qdFAyQYKBicnejDesyHCxePMfi/LawAo5Rq9wQCAAehhgwoM26fZCPc/FWoAlDoYwAYfp7fbFs1yvH4q6MmlsKeXSa6WFcHvW2K8ODlY/RfiUHkijRLOLYoRlcTyC6O5eVG0zNC+5EA2Cc2nRPQk+H0N/8CiREpbCiS9dYLOKlFDDj8fz0z24xfgNJxWLVCpFQJRTY4wLVSUhWgjuBX4OiTb3Qy+eej32V31j3CXKlV37twaB0FbzeY/O3PI+8HZsCcX8FZXExyeZHtYVQa/bQp3bMW5dKcG8koSlC35krZCxdcCUXnaQDpKlIsFX9KlZdE0UhA3P1pQhGfnRDCzw4R54TxqGDMriJMdwqMg6OmBzIpMoBNq+R0cUhgrzqsy5MOr/ZsIfs4AaIc0ep3xGD4wqIevvvsI9z8VagA0MNDrNLVFecu+H/Xy1MGAhxeRlpfSPz4pRTh8iXTvz0Bp6onymgxmbjSnKE5YHCMowguL8MxsNC0tmEsOF1Aj+5MDW9AOLApW1lEuY3ZIGe2KrkpJSSIjyZdXjNfwvmqBUi5h80qJvGSEgIhoIXzO9XqbaHMdceNgmO1dtZinAUDxj3BX6w1WVi/HQdDmpXOfnNrvee9M6KNzMdbXsLZ3M1yflQba1aPfN+Oce9MRwqpUQ1eZoqdC2V4iqMigZWBEuVh9daK4EMOiBjGpkdx8LJOCYWaHifIjBLloNimYSw7lUQPZ2WGilhKglwz113LTg1h4N6rn6wc71nzJTgZAJ9UBnbFYKzBohu+u6gj3PztMOgC0ao1ayJ0/Grp3eLvPg/Mh/5t7Nca1PSlIUZ2uqidyiuK4xfGCIrywOEZcEsuhRgymh/AoEcKcqIGUoFbUe1YOTt5VreT1qfj92oEGaUUKM9GHVxqj5bdpgEImYHALM3iJgfysoKaEzxR3O4L11eCbhzBvHuikQg0AMgP8DyxE6gFwcHg3DoIslvzw6ORe9zu/hj46F2dzA/PqVrKTZbG/XR3KoRnn2psROlRLBLR65UCtvKNUWJk5kIkR5WJ1FfHC3DBBXiidHM7OjWSQ0czsMHFBpDAPY9xF5ucEcnPC5b31wDDE6yjhpvoxcJ/SPz67u30tt7kGBga5AWi+cdeph68SwQj3PxVAbwCwQaPTKtWKs6eOblky0/PhOZTlxSjrGyXBDnVop9qw92xKuLaZOtSUx6mlCupzh+qo8qo0cX60gBrOp0ayqTh6Nq4H58onRoHeBljO4csYElG/urWCHR/RRU0EgnZgoCs78tikcEkWkpsR0BD9nuj2IO39A6fTh7GfPgJYKwd6LQBAM2xHxP4odACg0JFjIch8wezrP+92uXsOZXMnwuZ20ssHifZ3SR5PasJsa4PtupKQKkaLTMXR9H+RthTwyhO5OeE8CpJHDuOQUQwShp8TzqKi6TloemEEuxTHLcKyqGh6ZjA7L5z7JVfLZygZXeI6Ci09qCvWzffaAYf39pIhAQAGpVqlB0ANw7qRQwR/Ioabu1oDYKCHDRpY6+X+cf3CaS43f0XcPxNpdT3f374a6VAd+rYvDSGrzRxqyuPV5wray2QdpcpmiqQsnkONYFMi2dRoJiV2IMmHl4OH+xoMKq5AxZbKaLruOmFmTA853jBYD+Sd8q9UDjFcnBnKTg1owDmS3B+mvrvvdPpwrOdnAHTGDxmgHbZtlz8KDQww4dixELR09tRLB7e/v/ZL4LMryBdXCS/uJb25l+1pWRNm2xD2bjArCgi6NTrh79w5VAyXHGrkzswOF+ZEsCloeg6aWRzFq4gRlsXwciNYWaGcnDBpcy7gD0g66nglCX0Jno3oN54Xd6FRIRqtAgCDSqPWA6Ay9oUb2VX9bzHcKzMyBYCBHgAtbKirLtmydM7LX/ciHp4Lf3mV5P6yHPGmAmHXjHfnFhNkLQVDrSUCVqOc06geKBPWptFzIunkSG5evKA4nZGL4ZYl6mjNerVAqOXK1AwDo1Gan9RLjJa25mkHK8T1GdxsjDgtlJHk24BzIro9SLK/43T6cEqg77+4D98hgj8KLQCxcYnfQdCi6ZPO7d1sf+mY14OzIc8uRz+5SXh3j+j5pBL5uhnjyMuJA5IBGAyp++qlLQXcsoTfuXMpaBY5wsidmYPmFGMl1QRZFUGQH8UmIgU5Ifr2PMD6yqslsynogTjncl9L78u7K8qLjbzVWo0eAIVON8L9z8QwczdotAAALQBKvV4i5p0/vOv8luVhz6+jnl1K/vCwyO91WaBNNfoDjYpVtZfo++tFQz1qebeSU89pyOjJieyjRgkqslSNhYIvydzaLOVAs0bFE2o5UhVNy6iTFCX0Z6A5ZYnCxkxuWbyAiBGmBA/Ee32JdspwvRtrde3Dr4fIGOQ/ObvrAKDmFMyeOtVk2sSzeyzsLh51v3s65Nll1IPLMfa3Uz8/KAl60Yh8xyPHAH6PXi34nTubguZkh/DIYTwqhk2JFGSjWSQknRLGLooSV8XLqgii/ChOZuhQXjDckqVtL2YVxAqyg9gJLgVuD9BPf+Ow6UbeGp1WCxuUev0I9z8Tw16JAOgNxq5YsFan9Ptov3/xzJCn15CWF+Le3M73flUWaFMW8raHiNF0lgH21yE5TSnvV7DrmfVZnbm4wcIEWXMhoDXLevK4DRRpT4NGxhYpmCJJl7ynhJsXRU8JoedE0ktwzLxIfiZSmIToi/Wqi/qQ+vEW9tlFp9OHS+Px/+L+j+TuXxpalpuazp009uS2Na/PHXG5cQJheTHg9tlIm+sE59t5Po9rg2wHklCani9KEV3dVz/UnM8pJbDIKCN3fk44NwfLy0QyMoJpxBBGLoZfEi0uwQuo4ey0YCElQFIeyytPopHChKQATqIrxfU+0dteo5YDoINhvc6g18IGY+6uHeH+32K4j4jpgVIDfzuhZdDVFZKPrjZ1u/4L0vJCjN3NXM8XZYE2JQj7rynB8tZCwP6qEA6q+d3y/jpmLbGviMCsJqp6agGvR0kvZ9VTJV/rdAKmVEIXc1tELdmMrBB2kj+dFEzLQQ2SQnmpwfyEwB68R3W4Y/KHG5GW513PHW0kpgOgUwCD5p/K3WmDrC3r108fAx1cu+TFr/sdL//k9+A331tnwl5fwTvdoHo/qvK3bo/yE30plrP7jNzZJfHM7DA2KZhHDhPkRvBycdz0EFZ6MC0zmE4JY+eF83IjeMQwdiqCQfRj5EYwiuKYFAw/y48W75Lx+VlTFsGgVxu5f2ucAoB2hPufiOE+AKwDah1Qf9vUNKh4gy/O/mz7637Us0ux9reo7s9K/K2LAm2/xPlyqrJ0fXWagR59f6eyrZpXnc2syBQ0FchpjRpul3KwklFNEX+pBByGVjQoYzRI6jPoyX68JB82KXiQHDyQGchJDBQQArtxnhUohxSnm9hnF72u/tpbnP8v7sN3u+cPWeiBQqk9sm/f1FHQ7hULfufuc+c35Osr0R9v5PlZ1gXYNIa5cytz1Tza/5E7Py+amx7CyQylE0MHyUg6JYyZHcbNQnLTQwbJSE5ZorIlX1mTJsgO7o5zy/JzkPV1woZv11d+566BR5KZ/x7DnbvrgQ4ANQAijQ4GAOgUIW+fvzy2C/PiStyb21T3Z8V+VoUBNpVRbv2FibK2Mn1Hl6G9VdNULa7JEdRSJO2lQ7QmMeurglbFKCMJayoAkw6EdNVgg7QmnZXkK0j04pEQDErIQJofh+DLjw/oxnmWh71Pc76Nf3nF/9Y5Vk2Fkbv2H+GugQH8v9g7z6g4r2vvK9eJ7cRJHMeJ7ci9yd2yZEuWrC6rVySEBEICRO+9dxg6DDMMMEPvvffeRJVE773OMEMbYGDaU/f74ZG5We9azmvlSrLfXGvtD3xgaZ15+M15/mefvf8b4OqFC395ZtuBD7dbXv3e8/Y5loFSkOZVtrVKsodaA8u0O9Suh+Oz1FpFrPEp3Pl303ilHAp3YU3cSm2ysJCzXByxUB7JK4+YK2XPl7AXC9mrRRHzdYmS/ipYHoKJJmF11FhmYFUUHTAMSPRX3P+NeOy9qgRBAg4gw4EE2FxbGWxvVL98nGOomOtucDfUuSnUuSnEvieOtlwRS7bnrY02L/VUCjtL5AM12FCTZKBFPt4Pi/OwOCHmDYsWp5YF47K1OVibWuuomCyInM0OXa9LFrfnClqSJirCpooY0xn+49Fubd4mqaY3Q8zvrM2MYjIpCQAkYNLHZpr3o58XlwGB6mlpPv/Mtj073ta+eIRueD3WSpVlej3FVq3e26SPad/DcupLClpqL4PNaenq8Dq3Z6G3ab6pUthUKmktWmtImithLpZxFso5/PJIXnkEtzSUV0TnF/ryCzxn7xeKhfNAAkg25gsje8Ot+nI4QDw2czwJwAaACGAdYJMqI8WAlIIYVmedPeN/99JaXBQO4mUgSIDH6Nvzc8VjdyLASQAcHm57QKArc6N2ejdDdS/nuOk3s93uR3reY7v0xNF4heyN+iRBe/FcYybvbqqwJVvYkiNoLFi8X7c51AOL4zLBmGxtbmN1DtvggnBsrb10riSWXxAhakyTdOQttiTPVnNmSkKmM/xHY9we+JmnmKtybPVkC7MkgVG447InflQFAgXAzM1Mnn9m2+4P39a5dJRhrBxjrco2V0m2UavyNOgKtukMceiI8eY154NwBGQz8uUR0XjnWm+rtKsR6ShfrU+eK2QulYYvlUcsVsUs1sUt1sUJ6uKW6mOXG2LnOkrWBTMkQoB4TVgV3x9hO1AQ9RhxxzAMIR52QiGUHyAOgIIcxMO2LhG/+ctKXBQC0hUABH+cxh4/Vzx27Y5QuFO7O5AYSIVBzmZ0jbOZzjqtER7d8X6d0Z49cbTxDDqvMGyiMna0KHSqkMUrC+eVR82UxfHqc1c66lFuv5jbj4rm0E0utjaN8roXm3J4JbG8okhhXdJ6c7qgLm6vXb5OAAAgAElEQVSmIny2OGQ6K2Ao1q090DLJVCXWxRQ2lwEIEoAkAEef+OOjFIWnh9vvf/ubL97Zrn3haJCRcpSFKsdCLd7ydpGzdmuA+T2GdUu463h5IjHbAeg8sjqxOdsvn+wjJ7uwvrrVuylzhczFEtZyZYSwPm61MXWlLWelq2x9sGFjom11tFnIHRUvCmB+fKUspjPMdrgsGfDHN4QHBcCBxAHFCATFMYx4OC4Z5FPWnom/274eHQeEfBMHUv40xOGTjseu3VEKdwlKYjgJJAbYRpiXnbfysRQ7jWa2W3e8X3esV3es51Cy33hG4FBmwFCG72S2H7+IvlAWvlCVIGwrkg01Scba1sbuIyvjyPq0fHFobaB+piJ+vjiCVxYjqIrlV8bMFIdNFTJnCxjjmX4D8W6tPiZReleTPK0A3wQgcAAMB/LJ/3kACACIiIh44blnP9z+yq1TB7y1FVnGSkwD5Qgj5XQbtVpfk1am9V2WfX82S9JXAxKuZHF0bXZAwh0muAPocNN6c6agjL1QHCKsYK/WxgjvpizfLxAOtYoFU7hkjRSObvCGhaM96/crptODmoMtp+4WwuMTFSAHwIEEQP57g6fqieUCO9+437yyxo4BFAXi4W/87Lz+D+Pxa3cMJ+U4yHBAMYJEZYBvRvo7u175LsZMuSbY7kEUrT3SvTPavT/BeyTVbyjVezzNh5vrv1TCXKnirDWlSfuqYLZDOty0NFAv4w9gq+PS+d6ljpKpIs5yGWe9LVt4N4VXHjWdx5zJDZ7ODRpK9WqPcqh20WZqnEvxtQNCTAKBAsifzssXSJyAwqKSv/z5xTdffunSd7vslE/5aV/yVVdk6ijFmikXe+g2hlg1hNh0JfitNGaBhCtbnRYtTmwsjiH8YWSsVXwvf6UyRlAatlIevlLFWaqJ5jdmLA02y9aXSADAl/HlcdFA82J18kSyT0OwzVJPExCPTaRJEVJCPFTwG0Csg2wVXV+VCOWocMLNl/H7vy6mJQDIVyUYScLmr2Lm/woAAsUIOQ4YPNTuQIhj6e4OF/awDa6W+po3spxaw5zuc5x742iUp9xsDn2hiLlSHr5SHS1szdwcrMW53cRk63JP9cbMA1w4gsx3Lj0onC1ii6tjYbxO0pG3WBU3nx86n8eczgrojHGqYZoU290OvH0qi+EKhBgFDPlBTT3px0cCyHHifmfP66+/uf2vLx798gOdM/vcbp6mKV+haymFGymlO96uCTapZ1q2R7ryS6JBygdkEZEKNtZmNgXDyNR9aUfJanUCr5SzVMFZrQhbKgvhVsUsdFZJV7gAAPgquTiEDtSuV0bPZwXUMe3XRruAfGy4ywAkAKtArAImBgyhbghBjMPaAM2N9qcX5nKjMRBR4n75yRdUP+l4/EdVDCdR8gfcSQwIcbi3ve3Z3SydSwWeRrV027sM25ZQ+45I155Y96mc8PkiznJF9Ep19GJtwmJbzvrwXSm3D2baBO3Fy8P1cn6PfO7B0r0cbhELrY8nJmo32nMWyqL5eaGCvJCJdN+mcKs8mka+rWqQ2ulCjg+QYikmo3DHnzzuOIAch9n5hU8//fyNv/117/tv3Djwhb3SMZry1RA9VZaBUpSFUpGvTi3D9H6o3UwGQ740CfJlDF9dXZ9bEQxIZ9pl3WXrVQlzZbFLlZHrFaGrJUH8EsZCa7aUNwSEDBHxNsdaZQ9yRaUhgqzAUj+r5eEuAnu8YxoAIQEHAgAFTAridVgRwNKUwMgk8w9/5nnZw8wAiOUgXAfJys/O6/8wHr92x3847WA4CTgChNjP3sjmzC6m1oU8d4PqQOt6unUj0+ZeuGN7hNNkLodfEiusTlipTVxsTF3qKBFN3JcvjMJUM7cld66jZH2qVTzRyG9Kn8lnyGujRT2F/PqE6VwWN4uxkMMcT/GuZZgkO90osLvF0DxfEUcHUrwhF8sBpORTwh0hYXVT9vU3+9549W9fvf2qwjc7bK4e8VVVZhtpMg2VWEaXcjzUq+nGbSE2E0kBC2OdMhFXhiwvrEzyuX2SmXZ5d+VqRcJ0WcJiVcxmTfhmWcBSccDS3UTx1H2QLq3yx7kPSoQ1MUtZXjMpnmnOuvN97Rjy2I6quPThaRUwAgRLs1XVZZ5eEbfUEr49cPfZVxu3bSvb/lbol99U3TDqMaNtZBf+7Lz+D+NxdzORKADIpRgGsAa4HFDAxCHGumZnvg3SVYyyuJ3jZljpb1kTYHaf7dAb7TaYzRLeTZPez1mojpupiF9pr0BmB7GF2WXu0PyD0uWaJLQ5R9JaMleZOlUcslARsF4Xu1AWzisK4RWyprKD2yNcSj31Mm1u5zre9lU7N9ZcScrlcgIQACmOPpVuJgwnMQDs6IFv//7H3+167/UjX36gdeW0283TwfpKYUZKEabXs5w1y/2MGxmW7REOK225sNBDrI4u8npEK6My/tBqV72wqXg9P3a1IkZYH71eFSbKZ2yUxOL99bA5jc60LdWlzuQzJgqDR5J8Km1NZqtKZY/etSQDkFIZFxKAALkUkwGsAqyjACSAaGk5glWy99vwP/89+qu9bfYusyk5qzW1M7WVvSUVkwXNfe7s5A92Zr/wQt+n+0nvANjky0DIQxaAIEmAOSBklEklgBRwahynHEV+gYnLJ4I7IsMxgHUgEMAo3M3P7gvWV4o0v5XmoF1MM672N33AceyNdhvKCV2uT9loyZiviJ4uj11pr0Bn+lH+5Ops78K9wpXKGGld8lp95nRp/HQhY6XCX1gdxS8J5RYy5/KZo2n+bWEOJR662Xbqxe5aTD1Fbmcj4DiFu4zAngLuGJAYgQJgh/Z989qLz3/9wZvfffK20vf7nW+cDNRVZBoqhRspptlrFHvp1waZ3gu3nS6PhelWcmVoaa57fWFQLhjc6L+71lqyVBC1XBWz1BC1UMHiZdPn8zmCtiLhVLt0ommpJmUmnzFeGDgYTyu3MZgqL/o3cJeiGJVxkUsRqrNxcXMDBwCQLtXUZJxW8P/7W636BvDgPiwsgEgKJAHiVcBF1ABDVIKBgA93K8q8nNzf3pH13SlhQT6ASAZyESpDAES4fJNEqV2Gwh0hcOLx2Tz9onFH5QQGsAGAAAaydZaJnunpvQyD6xFmqvGWt3Ocdar8TDoinXuiXEdyQgRVscs1cTPFYTNlsWsdFehMv5w3vjl5b7U1hzJMXCyPmyjgzBQErZf5LZSFcwuZs/nBk1mBffGeDXTLYnedPEfNSh+DGCv1laF2IAgZDgiAnMSfTvMeRqA4Jjuwd/frf31hz463v3n/H9/v+sju2jFfzct0vatMvStxlio5LlrlPvpNLOuuJN/N7lJ0tn1lvG2T10ssDEqHm4RtRfxitqAqcqExdr4+mlseNV2ZNH2/ZGakZXO4fqEqYS6fOZrr1xvlXGqhO1qQhT467hhOAgogIwBgGdAlQIFAYRMTsUPpn3yWc+kydHcCurlBSGTULSEA8LlN/t4w1IcDMQOwBCAHQgIy8fRErbpJxmu7ZryDJMSCEGSw+bB/kBrYJscxHICKn53vJ4s7AhgA4NTEcgr39UWmkY7+sa+CdBXZJirRpiqZDprV/qZd0a7dkS4DGYFThSxuEWsijz5XFi3qqsCme1HeKDLavNmavlbKWCpizBVzxgo4s/lBa0U+FOtTOYEjqT4POI5VvsZFbtrFbnrVfkaJ9tqrI51AEBKUlAOg8JR6VQnACVx+aN83b/7tT3t2vL3rnVf27XjD9OJBD7Xz/tpXgrQus42vpdjeynfXrguyaGHbcysThJ1ly311yFwPLA3JxxoX2/K45WFzVWxBS9JaT6FoqFo4elc41yVaGd0YqFqojOfmBQ9lerazbIpN7vRlJZGPjruYuiFYl+JAzMDaBshBIp0OiGU+9+KUFw2kSziIJVRGC2AeQWFysVvLPP6ZP9d8/R0MDGIEvgGwLiaAgBUAwMRcG8+Ev388FswEQgQgJbfcMwEQAkcInBpU+LPz/WRxRwEnSSBxwADEAAhgUsEMXV9T+9Dn/loKYUY3okyUKdw7o1y6Ipy7k7yHM/3Gs/zHMv25ZZEbXWX4dDfGHcYGGyTNKSulwYJSJrcmfq4mlV/KWc71mc0Pns4NGs/060/waA6xLqPpF7vrVHqbVPsZxdncEfS2UrhT9e5PR8yQQFDa/a2//3nPjrd3v/vq3g+2a5/Y46hyxkdLwU/zYoj+1VgL5SxnzcoA09ZQ68G0gKnS+MXWImLqAQj6pCN1vJYMXhWLWxG+2JIqn2qC9VFCyiURPsDaem/pQlk0NzdwIMX5frB5qYl6Z1Ik+egt2AtAyAFwDFkTC+UgBVw8E5vCeGv3dEYqrApIQNdQqVyKgQQjUQQBdNDJN/I3f27d9l/Vv/ltwYnjIBGDFAMERBsgl4AMEADRJJ0Z/dy7M24BYpJPohiBoIhMjuM4DiAjMDGByh7f1PJfKO4YEAQBQD7EXQbIyuSQn9ZtvaM7/TQvswyUqN29wsfoAcexK8K5I9ZtIJk2kuY9luHLLeOI2ktkY/eQ6T5ZV42oPmWxlCmoiVruLF3rr1tpzOLnMuYKGFM5gaPpPt0xLg1081JPvTKafl2AZV2gaaT5rYnWakBROQFPDXeqop7A5Yf373n7lRf3ffLetzve+PbD128d/ML62kma5hVfzctMvSuRZjfSHO+U+ZneD7XojXYbSmPwK9OQ/gaYadsYLJ9uSRJUB8+Xhy7fzZBNtJGy+YdVW+jqckf+fFE4Ly9gKN2lnWleaaHZFs0iQPSo61wDWANSAsTG5jLIxfyCAsah7/tM7SWAUqMzqZOrBAAQOSys4NX1cV/tZG3bxvnzb7nhgSBbJwHb2FhHcAAUEIBRZAlw8bxvuMuL26G+ktIuJIqhcoQEQIGUAv4YHYn/P8B9E0BMSrkDnTQ1ZYtz+4N0FSnc0+00Ct20m0OsOzlOXbEuA0keY6m0iSxfbgl7tTV3o//uxkj7anOZoDJxtiSU35Imm+sE4ZS0v2G+MJJbyJzKCRxO9eqMcqoPMiv11Kv0MWpi2LWwbMKNlftqCgFBqFzyU9vdCcA3RMK9u75459W/HN758aHP39v7wXbFvR9bXDlO07zip3OVYXAt0kwl1UGj1N/8HtOkL9JpPDloLj9mrTFX1l+51lc03Za4UBEgrAxbrcsQ9jZtrnFxEAO2jizM8JszZvNC+HmBE9me/RybBjv9prAAqUzwqOsEDFYJdB0wIKUwNhn1/fnM27dBxF9YXSIBMIA5GcoHWAYAiQTW5CDH1lvq/c8f7InwB7kIRdE1DJMAAYAuSUQSgDUpiQAAKa21tS77cPemYBmwh8RT/6EMyF/gYMoni/smIZnqvueuquR07Xum4Q0K91QbtRxH9Qa6eSfHqTvOdSiFNpHuPZ3lN1cSutSYudJZudLXNF9bOFUSN14Uxm/Pg7VpwEXkVC+/LGm+mDWVEziY7Nke4VAfZFbuZVDtZ9IS4tAR6RxurNxZnvPPuD8d7Y7iyIKAu/PTHe++9tKJPV8e3fnh1+++qvD1hyYKx2maiv66ikxDpQgzlWSHO6X+5m10/aFol5m04Nks9nxp4tqDgtXe/Jl7SQsl3htVnPWa9Pm2mmXBBA5yEhWtjw/N1CfMZActFATOFviOxjq1OBvVMbzX1mceGfd1wAG4xDrgUmFsmsc/PoDWegAukKhwc01EECQJIAFCRIgBRgABHAAnQCoE8SrggGBAXR1KYUkOqBgDGcAKAA4YPGiN/csrxSmZ8pV1aqY4CYAAIQbsPx93KeDUURUHkAFBgnSkuZJ245Kr8kmG7rVwY2WOsUqitXqmk3aJj2kz23Uo2mEihTaZ5jeeQecWx260FG3eq1hqKJqpiOcXREhq08jpTpxcl4NINNmyXMLm5obw8ljDid73WLaNQeZ1fsZ3A826IpwHIh0iDK8WhPkBjlGJBQQAf/LaUU4ABiBcWdr96Ufvv/KXM3s/P7vroyMf/OPyrh1ml4+7qV32177GsVCLMruVYHWr3N/yPttoKMmlN9qtPz6AW5Igbi8V95VNNiQs1ESulHLWyxLmq1Pn+6sBlgDW5gceLGSFzOYxeBWhYxneAxzHJh+LfE8zYq77UdeJIhLAQCbdANFUxR935PkwCPxfvf1kINrMT4O6fJmbuyAhQ04AICCmuu5JkAGIAeQAQBIgXK9mx5V+9C3MjmzAJmAY4LBMlYo++YrUXxDuEsBIkHZV5TtdPuWqfDJYR5HCPd7ydpr9nWJvkxaO22ic63Sa30x20GRe2Hx1sri7RjbSvN5/d6Exm5vPWSmLk400A4hI2FzprxUUsP4Z9ya6Rb2/SWOQeVeE82CU40PcUWQLdwyeeHsHQgJKwsry4lcff/jOy386t+/Li3s+O/HJW1e+/tjs8nHX25f8tBTZ5rcjTVXjLVVLfc072Jbdsc5d8d6TRfGijipsvFU+Us9rzVqoiVwqZa+WxMxXJPJ6KgDnASEU9N+jcOeWs8YyvAcjnFr8rPI8TJGp9kdeJyoBHIDERE3FDW/tmaxoABLQH7dQbUqNDtz+RsTfXmT/5rlWY1sUxQGFdeIh7hs4JgZyg0CAJADB5pvbY/7+/lRy7AYIAcOAACEAyABk/+l5dxkQAFuZGRQH8d3cJIuTB7dwZxspx5jdTLS6VeBp2BrhPhrjNp3mP5MXOl0aw2/N3ZxsRZb6JYv96HDzQlXSXEE4vzUfEAHAmqC9lJ8fsoX7/VC7FoZVY5B5c7Bld6TLULRThOHVwnB/kEm3cEefhnYHhCCXlxZ2fbLjrZdeuHhgl8K+L89++b7ink/NLh93Vr3gc+dKmKlqhMnNGDPlQppxG9Oyhe3cmRm62FUNCyOwNIZNdSy3ly3URi2XcYTF0dzSWO79AnJtBDanl7sa+BmM6Rz6XFnIWIb3SLTrvUDbHDdj0VDTI6+TkAMOQGDldiYt354G4SaQICd+1EIVyc7O+sPfMrZty9y2bczCHkgMMBBTzR8kbGCoDGATR1BEBigG6+KKI2dqzM0xfBUIDFBSCICj/zt2d5IEIAADkACGkZsVKZHGR791v3maoXstzOhGuOGNCKPr0SbXs110WjhuveEO48l+c8WRvIa05f7qTUG3VDwpls7A0qS8u3K+MqavmL0+3Q5S3vL9gsWi0C3cH4TZ32PZtjCsWpnWvdFuwzHOEYZXSyPpIBFjTx339TXh3i8/e/Mvf7h86GuFfV+e2/nBjf1fmit873TzvJf65VCTm2wj5UhjpRxXvQYf8+Zwj5HqTCl/CJAl2ODiMwPrHXWLd2NXKqOEJZG8osjZxjTJTAsx277UVMRLo09lB82UMMYyvCfiPTsYjpnOBvz2ikdfJ0rgAAgSvPebLlVNQDAM/Ve7O5acWP3CK23P/r7lmT/OWjvg8jVAUAQICneqOB4DkMulgGOAYgJ3WsbpSyBaAhIjZNg65Un85G2tfn7ccZykjqoyIAiQFMWFmhzb53nr7BbuHEMltv6VVDv1BpZje4jDSErQQnXKWneFePqBbG1MLuNKMQGscIHbJerM7s6jz93Lh4V+UVs+P5/JzQ3h5oYMJ3p3sB3bwx3uh9rdD7Xri3EfinaKNFKsjg99+rhjAHKZ5Mi331C4X9r7+dkv3791+GvLqycdVc553r7IMlZhGylzDBXTHTTr3U074wKEAw0g45PYCrnBI+eGJN3Nyy0JazWx6yVRvEL2dFXsSnfhRmfxYlkyNzVoIjNgqog+luE9neTdE+qa5qA73pD7qOtEASVJgJVVxlsfcIMDAcNkMsB+/PksZ8fnvfhy7e+eqf7Ns+MO9jiIgcBwwKjLpK07VBRHgEBJRLoRH834x0fE4CCGywAlRQAyAED+F4gZFMWBBJR8eFTNjQw2Pb7fR+MiU08p1PA6hXuozqU4c+XKQKtWlvNweshqcx462koKBvG1KUzMk0v46NwUye1CxktHy0OmquNhuEnckj2T5beFeyfHqSvCuYPt2MF27I/1GIh0iDK+1pwRA3LZ0zyqPrRWJ/FThw9s/9Nzlw7uvrjnswu7dtz5fp+N0hkH5bMety5QuIfrX0mxVW/yNB1OYeAz7YAIpKIpVDhJzvYj3U0LLfFrdXHrJRH8vNDZMragIVFYnbCUw5lNDhhL95ssDBrL8Oam+Q9wPFPstHtKkx7974JgALAoTH/7C3lNIZAYggD645mr2eLk9L+/UvrsM4Xb/qvfyUECUiABI9CHiRcUxwgcAxIFjAQMxWXikizWc29gDa0IKQccxAAbALj0iWfGfmbcEQAKdzkOMiBwEKexfI2PfhugfYWpp8QyUGIbKXMMlUK0LkQaKRbSjOqYDv1pIStN+cTofZgbwLijsvlxGX9KNDmxMty4Ppw/28CZKgqXNefLGzP+GfeuCOeeKNfuSJdOjtNAnGcv2zbG9HpHQcpWZgZ9mrgDcfbY4Vd+/wyl3a/t/1L3zCG7G+ccVc553LpAiZlw/StJ1rcb3XV7Y70lg3XIYt/C5P31yQ7ZUIuotWyuIXqlOnqtiC3IC5ktZvHK2UuFYcL04OlEv9E034mCwPFMH35m0HCUd6L1nXu5UY+6TgnIEQBYEZW89oWku4YEDMcB+XExM5uTkv/X1+8+98eKbS902tmvgAQnQIoSJABOAIriOI6jOCYnEAQwOWDSlrKcFz+FsrsYYICDBGANgHzyLm6/FNwlCC4BDMFFCUEeBoe+CdJVDNG/HqJ/jW2kHGF0nal5Plzvco6rbkWgdXtiIK8uW9bXiAx3ioe6RIO9m8MDGzMzUx0Vc+1J3Ab2eE7wankScjeDXxDMzQ2Zy2FSuPdGu/VEuXZFOA/G03rCbWJMr/eWZj5l3NF/wv3lZ7ddPLDr2sHdqkf36J874qByYQt3jrFKmJ5CotWteuc7bQxrQVPm8mDdREcpv6da+KBMUJU+VcNZrIgQFoQu5DK4RSG8YtZiDmM9JWg60W8k1Wc8P2A800eQRR+J9kmw0mjOZD/qOqWAykiAlY2c59/h3SvCACMI+BfDbdYyM8v/8Gbbthdqt73Qa++6BvjWbQaKAfUPI/BNRCIFRALYQm1OyYtfQG41AhjgsEYQwqfi8/Mz4y4HREzIH05oInBApGwn6ztH9oToX2ebqLIMbtC1rzJ0r9G1rwbrKEaaq9V6GXSGO/LywjYa0jdbctcas5caM1eacjdrE9cqYxeLOfyCsPn80Pn8UF4ei5sbMpvNmEgLGErw6o/16I/1GIynDSV4DSV49QebsI1uDnc8kBOAA8ikIqpB+0k/PiBxAEAxQl/f8Nlt2858+5Xy4V06p74xPXfQ4/Zl91sX3G6eCTFSZpuoMnSvRpqqZrvo1ATZ9Cb5TeWEzOSyZrMZvHzmUnE4NzdkPj90Loc5lRE0nUmnPuxkeuBIuv9wNqs/NXCxMHizwHuYYxFvdbOrLOeR1ykBHhCwMJv68jvrseEAQqrK40dxz8vI/OPLlc89V7Tt2QFbOwzkBEZKAFaponmqKYQSjTgADuLYMPO//R16+4CUrwNBAuAYiP7jr5lkgEgBRR76TaOAydODfW8f2h2so8g2UQ0zUgnRv05BH6ipEGqoXOqi3cq0HUkNmCvgcEtj58piZ8vjZysTForY8/mhs9mM6Uz6bDaD0jAU7pPpgcOJ3gNxngNxnkMJXsOJ3kMJXgMM03BDlamBPspMC5FvPk3cMZy0tbX//W+2nd67U/nwLu2TX1tcPOKlcZWmftnz9vkQI+UwI5VAzUshuooptmplPmYPoj2GUwNG0wLHUvwmM/y5OcHTmfSZrODJ9MCxFL+pjCDqk46l+I1mBIxmh45kMReKmOJi/+FIywRbtam2+kdeJwLzIIXNpYzPvxkwMQVUuIZL/g3cVwBQgioSwNEfhrUAASKaV+SRYzA1ASQqJgkSQIb+Elu5HzfupOyHrAhgCAo42piXqnJot7/GJbaJaoTZ7XDjm2FGKsE6ir5qF4K0rmTb3K7xM++M9OiJ8+5J9B1MZwxnswYzmeOp/qPJvsOJ3iNJPuOp/hQNM1nBFO4jST7Uvk79wnCi9yDTLMxIZXl2+mH5ACknCOwpFKBSuBMkBAczX3zudye+/lzlyG6tE7utFY5731H0vnPFW+NSiJFyiP51n9tn/W6fizW7keeq1xjq0B3r2RtH64txH0zwGEv2Hk/1H0vxG070Hk70nkgLoL7nI0k+4xn+Yzms6ULOYnGIpIzex7ZMdNLdnBl71HXiJMgwFPC1JjOTwq8Pw6pQCJKNR8d98wfrJakYkQFsACEjEEIs6T1xrdnSGlYFQGIEATiAGCeR/3zccTkGIANAARAEAwKd7bmnevI771vn2Caq0ZYaEWa32SaqwTqKPrfP+6lfTDBRLvMyaQt3bQl3bYtw7Un07U3xbY/zGIjz7Itx741264/1oIifTA+cTA/cwp0iYzTZdzTZdyTJpyfYOMxUVbq6TPWPkYCiOPIYHXF/FHcgSJIkAXJz81/58x+PfPmRypHdmt/vslY47qmm4KWh4HPnMtPwBlNPyfvWGZryyQjDq1mOWnUMm/ZI184ot64I594Yl6F4j5Ekn6EEr4E4z+FEb+pjTmUEjST5zGQHTuax5stjF4qYGyX0e0yTFA9T2Fx/1HVuUPf/sLFYWxTz9x3Q3ImAdPVfaPcfwR2hZDsBEpTYAFhENwDkm1OjyS+8NxcTB9g6AAE4VTFF/C9o3kMRHEBOgBwAQUkgMenirMGN8+43ToYb34y11ow0V+OY3mLqKfmpX/RTv8jWU8xzM2oKdWllu92LdOtL8O5P8uqIdhqI8+yP9eiLce+P9RhO9B5L8RtL8RtN9p3OpE+kBVC4jyT5bOF+z08nyvoOIRfLACSA44DKCeQpFKACEARBkAAdHV2vv/zS/o/fvXn0a83vd1lcPOKsfM791gWa2gW63jWmnpKv2jnPG2iFsJoAACAASURBVCfY+grpdho1dKsHES4dka6dHKfeGJfhBM8teUZ9xpms4KmMoPFUf15e0ExhOL8iTlDEWikIrPHVywlyg0d3IljEAOQgJUWIcDJ99/FudTNAN2UgfWTcMSmQQBIgBxASqBxkgIqawoKS3v2WuN+OgxwHABxwAPEv0kL1cbd3oDi5hTtlsiUXuVrqOigcDjVUTrDTibG6E2WhHmakEqip4K9xia5+OcVOu4bu0Mp264hy60+gDSR59MW6DCd6D8bTBuI8B+NpFNYU4pS6pbb2LdyHE71rXG4mOhsALpMBSIDAAEEAkz4V3HEcJwEEgsW3Xvnb7ne3U7ibXzhse/WEg9JJF+VTvncuBeso+mtcoCmfZGlfSLG+XRlgfo/t1B7h0slx6ot1HUmkUVv7UILXRFrAdCZ9KiNoIi1gIi1AkB/MLQrjl8culoQJcv2KPbVrEtn/RsZDBgCbBAYoButDgYzQN3aSDXfJH6+b/1HcUTFBYAQJcoA1DAFCCpNDbjs/7qEFgmQTA0wOD/uaZASG/ce3dxAYSQKgADISMOq1R0rC6Z7mp/cw9ZSSHPQS7XUT7HSiLNQZutcC7lz2uHE63FAl39OsPsTxQYRLV7Rzf5zzUIIzdQClBPrWFj6U4EVpeiob889fgyIrhQxvC8Blkoe1SVIMCMnTwp0gAcOId1575fPX/7aFu9XlY9YKR+0Vj3mongnUVAi4c9FL5VTg7ZOxJteLvQybQmzbwhwehNl3RzkNxXtQbzPq+zyZHkh9rom0AEF+0HxR+FwxR1gRycvxz3fX7qsqAPzR10lQ9n6YDMTo3EjlqRvt6qaA8h8VdxKkBIHhD832AFaX2xxsUnZ9uT43CpgcgPihUhJwHJf88myYHv/0jofV/SQgAASQQMqSY0MMj+2ka19NcTJIczFKdTaMs9Fi6in5a1xyVDgeoKGQaq9TGWjdEmrfzrbrjXYYSXChWKc2vNFk37EUPwr3rR+2cKe+GJkmZ/MC7QhUQuEuxjaRp4U7hmE4AQDwzmuvfPLaSxTulpeOWl46anHxkPXlQy43TvhrXKJw975xJEL/Sp6bTl2QRRPTpi3EpjPCYSDWrTfarS/GncJ9PNV/MJ42GE8bT/VfzAuaLwqdKQxfrY7h5fjne+jNtTfBv7FOKSAAuFwmATEGaxCaFPr7d4Y7yh4ddzEJGA6wgQCQMF9f5/fpx0Cnr4MYcAkgmBhA/NAoFhf9x+NOTU1BACinEQCCBLS764HOdx8FqF9Itr2T6ayT72GQ7aQdY3iFrnrcTvWkq8opjv61ak+znlDXznDn9ijnruSHqn0wnkadRynEKQJGk32pIx2VzRhJ8hlJ8mHeVqlJjJLL1+VAyDCqPAlfxzeeOO4kRm2bBA4njxz727PPnP/mc91zRwwuHDZROG5x5bi5wjFrxePOKqfcVc+4qpxyUjrO1FNKd9Er97esoVs1MW3awx16o5ypLNNEWgB1Qu2NdhtJ8pnPDxXmsnjZnLWa9OWK2JFkj3w/I0I0v449skiQ/vC+lQGOkDJY4vf7MJ1/9/pszxCIUBChQMAm4EuAbwCGASpODE3Z9sKDbX/PfX5Hk6cPyNcAk4FYDBhsAEyCaAPW8PZmzmf7KtQMQfzEn/MvFHc5ATKcGvNJojiFAjbPm7E9vy9Q42KsuWqms06Jj2kxzTjV6maI+ik71VOOSscZGpcKHXXvM5w6OS4d0S5die6UaqcE+sNUYzyNOslRYoZK11BH2KEErwCVa12leTghkQMhxwkAIIEQw48WuD5G3EkCo3DXUtd45fnfXT6w+86pA3rnDhpfPmaucMzs8lGrq8ecVU65qpxyvnHCUfF4wJ3L8dZ3irxNqwOt7zKsH4TZ98a4UEqG+kSD8bT+WI+xFD9eHmspi8HNDhOUxC+URoyneZUzLQBZ+Xe6hAggMQAScCAwQAGXwsBwl0cg7cX3RGUVJGwuwOYaiAEnAAVAyH5ua3WA90pYAr+knL8yJwJMAiABEqSAAgaYGHLLord/mXtRBeSiNfjfjbucJDEgMQKncCdwuY/qGbrmZY6hUoaTdkWAZU2QTZG7XoTuRYebp2yvHHZXOh5vrFLjZ/mA7doZ49oZ5751GKVAp7I0vdFuW3pmPNWfgmM81b8vxt1F4byg5x4JqBRI5AdNJX/yzXtADQQggSAhhB780rP/pXhkr9r3+3TOfGd48Yi5wjFzhWNWV4853jjhfOOEveJRu6tHXW6cYOopZrnoVwRY1gVZtbBsqGoI6js8EOfZG+02GE+bTA+cy2EuZAfzCyLmCiL5xezJdFoN0wqQlX/jPgHQh3IbRzEZLiVBDriUnJ+duaEesv2dSn0dWOUDiKQgwQEjcQIAhTUxiDEgMRkQGIZRxRKAbsKKqPOqXuxv3+s3tAfhvBikQmTtZ+f458F9qzSUwh3DqGsfzEvlFF3zMtvgWoaTdrm/RSPLqSHYJsn8hvutCzYKh63P7w9UO5/jrNsS6tgR5dYe6UodUinQqcKYrgjn7kgXSs9QaXhqax9P9b/HsrU4cwLhT2OArgOOARAYdcX95Kd3AIZgcqpQrKqi8rlt285++8Xtk/t1znxndOnoFu4O17+3Vzxqffmg1aXDFhe+c1M5FWOhVkgzLvM1qadbtke4tIc7UOKtO9KlJ8p1NNmXulZbLmCtlMXMFHKWStkTKR7FPnoId4h89HXKUEDkBOBAIOjGxrqckGGAIqQMNqdXwpipH+5OfH/XGM0fBNOYmAcgwleFgKIkyHmwJgEpIFKQijHRQruXe9y7O2Ne2rGRlUvA+iqIZfJNePJTUn7puOMAGIHjOEoCKpWIrM/uDbpzKcpEOc1Bs8jLuJHldJ/jmmWv7qep5HDthMmZvXZXDkaaqVQFWd9ju7SFOfREuW5VgD0Is38QZt/JcaK2wKmMoMn0wKmMIErYjCb7Vnnpm104BZvLcsBWSQKhFPVjHav7L3CnbtZwgOHh4We3bdvzwXaNc4d0zx4wvnzM4spxiyvHKdwdrh2zvnzQ7Pwhg5N7rC8eZOoppjlo57rplfmaNIXY3mPZUqB3cpx6o92oi9WZrGBBfvBiWeRsUcRKOWcy2TXHSXW6peLfSESuAqwDLqeShCiGoxgOhBwIIayKUAE5Ozrly0h5e3fi9k+yzp1vobuKu1pgiQeSFRDNQleb0D+k5PCF8M/2+L38+rQbDR1oF8EmHyQ4YIABKX/iTZK/UNxlOCAkyAiCwp0SMyPD/fqHPqVrXo4xu5lip5Hnrl/PsO+I8ihy1wsz1qDdVjA9953huT0+mueyPQzuMuybg23vh9q1hzt0sB2prqUHYfY9Ua6D8bSxFL+5HOZkeuB0Jp0SPANxnhmW1z00b4NcJANCCCQ1YhIe6yS6Hw1AERKlpuAtLi+98uLv3335ebXzh7RP76fEjMWV4zbXvne5edpV5ZTT9e/NLh0xOr3f8uIhH42L0RaqGY5ahR6GVYEWbSE290PtOtiO3ZEu1Fd6Loc5m82YzfSZLWDNFIYvlbDm0jyKXNTasmL+jS4hMcAagIjKElItp8RDLyDK/QpQCYyPyZLSy88pRL7zCf3Lz+Pf+ST+1Q/jdu5hfPpl2PaP6vedheAEGOgG8bwcxDhgOE5uAmwA+Qu8Tnp6uFMT4nEABEMp3PNyMw0Ofxaiqxhlopxko5bnrl8daP0gwq3c2zjBxjhYX9Xi6lHNU7vsbhyNt9Wo9rds8LVqDrZsC7F5EGZP9St1cpwoCKYygubzQ6kfqHRkd6RLpNbpBC93ICViINa2/qKPnpz+N0JOyFDApUAiABKZdO+uz155fpvKqX0a3+/RPXvA5OJhc4VjdtdP0jQu+mkp+Gpetrx60kLhmM2VY7Rb58ONlVPttfI9DEq9TVuZ1i0Mq3ss274Yd6pGiCqMm8nymcqlzxSG8vKClnN97gYYlYf7g/RHL/9/LIAEGZBrAGIAHAOqIFhKAEpVOIkBAESAyUAOYjEINmB9bNzUgvnsK+OuPrCxACACbANw6QZsboAEcIAlAhAQAoh+kU16Twl3SslQuzuViMQJeTDd3/zk7jCD62yDawlWtwo8DSv9Le+xXSp9TdOdLMPNtG2vn9Y4+ZXZlf1sc5Uymmm9t0VjkHkr0/p+qB2lZHqiXMdT/akaSUFhOIU7lZzuYDsyVA5VxEcByMUA6wAS8iHuT2HXkaBiDAgJScgAEAK/evH0S7/bpnjs61tHdmmd2md0/qDZ5aMOyqf9dK4yjZSZRsq218/aKZ11unHW8/b5UMPrqfZa+R6GRV7GrUxr6iMPxtO26uF4eSxegf90IZNbwp7K8FovCOgKt8v1dyKEj1wzA+tywPBNqsmIApQAyv1UDrCO4kAAbAC6QYgApgGkMD3mFxD1hw+xiBxA0SVAxAAIDiuAEEACAUtSkACADMhVOZD/W8UMRlAD2gABWKcaFjGZt6427fr3TC2FGBOVJMtbuU7a1f6WLSEObaFOhV4mWS664fpXrE7tND7ycbj+lTJ/yxJf8+ZgyxaG1f1Qu+5Il+FE7+lMOr8gbLGYIyhi8fIZ01kBU5kB/bEevdEerUzbMLVTLXfrAECOgxj7wUKMwAB7ColIwAhcgshRwEnAkhOiX9i27dBnn6kc2KVyYJf+qYOWl45aXzxIu3kmwuRmgpVaoOYlH9UzDM2L0SbXk8xV8p10GvwsmoNs2sLsHnAcu2PchlN8p3MY3IJQXmEYtyCUXxkxkx/MywtaLmAK8sP6UuhJrqbC3hb8hyYLAkiUJB62zD4+7H4dI/yTAgWE8oFFATYAZIBvLvDsr1/zUz3D0rkaa3ozxVotz1mn0te8mWl/P9ylOtiu2McsxU7DT/WE/flvgtTP5LobVAbZUGfTvhj3kSQfKiUnKAzfwn0yw288zbc/1qM/ltbKtA1R/X5mfBiAQMkfmrKpcp2ngjsBpBzHMCBIwOxtzH+/bduhzz67/t1OlQO7dE8dML9w2Pz8frfrJ0L1laJNVYK0LtM1L0eZKCfbqGXaaZR5GrcG27UG23VEOvfEulPDqmZymbzCMEEJZ7EsUlAVOVfInM+nLxQwFovChjKY6e5ms3dLgCC3cKemZmOPNRP1K+4/KTDAgQQCAzkBEgA5oCP3G/W/P8TUUgjXV4ozU82w18x30S2lGTcG23ZGetyLojWGudQE2+W46oVoXQhSO51qp1HHdKBa8ijQeXms+fxQCnd+Ych8AXM8zWc4iSox8GkOtg66fnhpdgxIFMMw7L9xB8AfWeM+agABJABC4BgQCCY9uP8bCvdr+76gcDc+f9D07LcOikeD7lwKNVAM0rrM0ruWbHsnz92g2MOwLsC6PdT5fohjb5zHcIrvZBZ9Ni9kLp81XxS+XBG9XpuwVB07XxLKL2TwC4KWy9iTeWH5XhadaRwgAQCo2mMcgHKX/nVI/P8zHvvuTtWRgAynpKG8OjNea9+uCCPlSGOVREu1bCedAle9IneDhiDrnhiv3sSA3sSAgRR6V5xviZdJvJlyhv2dWrpte7jDYDxtJiuYXxDGLwjbIn4ul87NCx5N8RpOog0neg8l+NT7m/le2f+gphCkaxgqp8qPqTf9UxhqTuEuw1AMCMEi788vPPvib/9r/0cfXdn7mcqh3TqnDxqdP2hy7ltbhUPet84wdBX8NS7QNS8n2WiU+VlU+1vWB9o8YDm1hzoPJHqNZwTO5bO4BaFz+SxeYdhKZYz4bspqbfxCOUdQyuIWBq1UceZL2NWBNlWBDgSG/zPuMgL7FfefEo+9eQ9wgnKSAjkQBGwk+DsZHtwZa347zkIt1VYz10Uv30W3wFWvPtCqO5o2mBwwmc2aL47iFUX2J/rVBlqW0gyr/c2bgy27IpzHU/3ncphUSo7a5qcy/WdzgkZTvMZSfUaTfXujPco99HwU9kX6OoCIDySKoDj60P4XqFrFJxqUEYVYLsOAaGisfWbbttf+9MLX7757/uuPVA5/rX3moNH5gyYX9ltfPuh+8yRDV8FX7RxN+WSUiXJFgFU93bba16I5yKYjzKUv3nMsPYDCfSaXOZfPWq6IFt9NEdUlL1dEL1SEcYvpq3URC2XhD8Kc82w014SrFO4EkDiAFEd/xf2nxGO3VQIUAwKj3rCYRMr3MbrpdHp/vKV6sq1WlpNeroterpN2gaterb9FO8dtIMmXV8RZqojll0TO5IX2J/o0s+xqA83vBprdD7UbiPOkqqaoZMVsNmMi3Xc6K2AkmTae5juS5NMWYlfgqBF0/bCDpgKxPAmElKBS/gAoCeijl1I9alC4SxA5BoQHzfWZbdveevmlnW++efKLd5UO7dI8c0D//AHTi99ZKRx0vXkiWP9KoOYlt2vHwvSulvtbNgTbldNM6nzM7jEduqJdqUPqXD6Lwn2pPEpUlyipT1+uiBZUhnMrgoUNnMUS1misR46R0vjoGKXdcZLYwv1X7f7/jMeMuwRAipAkRpUBo8sLwyYKh/2vHI2zUMtw0s93N8510ct20KRwb2U5DiX7LZZFL5ZFT2YxxjPoo2mBXdHubWEOLQyrB2H21FGV6nigcJ/OCpjOChhK9KCOqtXeRlnWNzl3zhopHFgeuQ+EmOrIfnitiz9xF6st7Y4AduDQPgr3L99448CHryns+1ztxLfaZ/cZX9xvrnDA6cYxusGVMKMb3jdPh+srlvlZ1NNty2km1TTjxgCrjkjngUSvLe3OKwxbKo9ar02Q1WUtlccs1HDmq0NW7rIXioJ4KX4F+ldbm1tIkgQAFMdQkqDEjBR/bDVCv+L+k0IKIJETFO5ScnNm8oH60c+ZN07Emt/OcjEsopnluuhl2d8pdNOv9bdoDLYdSfVbKo+aLwrvT6D1xXsOJnn3xXv2xnm0hzt0RThTJeATaQEU67PZjLlc+nRWwGCC+2iKd3ekS7GLVoalcoLhVZ2zXw83FsLmEpCYDCMR8imNwqJq0XAAKS5/4U/PP/fbbW+89OLON9/c8/Zfz+/5WPnY13dO7TG6sM/00n6H60eD9BVirNTpmpcjjW+U+prX020rvc2qaca13qbtEU598Z4TmUEU6/xi9nJF9FpNvLw+e7EseqEmklfLWrnL5hcErGQGlRpcqSgrxzCMwh0hcDmJYwAS7LEdzX/F/SeF5If5mggBQGDNuak39+4IM7geY6ac5qCZ66af5aiVZa9e6KZdG2DWyLAcyY3ZvFfKK0/qTQzojfXujXYbTvAcTfDc6tsYS/GjfFcoqxleLmMmO2g81b83jtbItCnw0Eu0uBlheNXv9oUIewPARRgulQBOGULI0SeemUEApBjgAHk5uS//6U9v/vUvH29/9aPXXt774ZsHPn73wt7P7pw6YHDhsNn5Q45K3wdqK8aYKKbYqCZZqWQ53akOsiz1Mc5z06mhWzWEmfWl0MbSgmez2MKyJF5BxGR+sPBuzEpdCrckQlARs1gRNV8UulYVNZsTVOmpVRBoD8gGQqW/CMDlEiDxx/j1/hX3n/qYqMBwAAzN4zDUD3wWYaoca66S5qCZ46pH4V7krlMbYNbEtBrOi5E8KF+oThtIofcn+vXFuI8k0saTvLb6NsZS/Kj7RQr32ayg6azAsRS/zii3mgCzHBetRIubMabXw/SuhZirg1gAgG4QCIU7gj3xAmAEQE4ACeDm4vrstm3bX/zT52++9smrL+/54I39O94++/XH6if2658/ZHruoKPS9wFaV+PNr6fbq6XYqGY6alT4mxV7Gea6alcHWT7EPYMxlxcprEzhFUVSuK82pHFLIvjl0UuV0fzisJVyzlwu/W6AUYqrAbHEk+MgAUBwIBDpr7j/lHjsLmIgowa0E0Bsiug2RvondydYqVG4Z7voZjpoZtmrF3vo1gWaNzGtRvJj5d3Vq3dzRrNDh1IC++I9R1O8J9N8J9ICqPpeSslQJlvz+aFT6f5TmQGjyb73wh1LafoZDuop1rdTbNXSrdUDtRXnuu8CyEWoTExdND557b51SFC4cP7Zbdt2vP7qtx+/v/OtV795//W9779xcucHqkf36J07aHruoMO14/6aV5Ktb+a4aKXbq6XZ3S72Miz01M9x0aoMMG9gmfen+EzkhPPLktYbcnglsZN5zNWGOFFTJrckglcauVwVIygJXywJ4+YFd0c4cEyUFgc7cBykD32O0Mfrq/Mr7j8pKNxlOADA5gLPROms1aWDSTZqcRY3U+3vZDnrZNjfybJXL/HUqw+yaA6xHimKx/vrN+4VTRVFjmQyBhK9xtN8p7MCqCpfqtCXKpaazw/lF4RNpftPZwWOJPk0MW0KXLUyHTVynHXyPQyqacZ0jfNNmVFASmUEIiEAo1KiT/jxSTESB1hZWfn84w9f/v1zez5+7/AXO75+5x97Pnjjm3e3H/307esHvtI+vd/k7AGHa8d9NS5nOKgXexlmOd1Jtr6Z66qd56aT46JV4W/WxLQYSPWfLo5aasjavF/Mq4ifyA1Zr40Tt+bwSiO5JRHLVTELpWzqUnki1Sdc//xwfTGQP7RIkzhBEI/RxuhX3H9SyAEkJIEQJJDAG+69eeQbN5VTyTa34y1VU+3vZDhqpdmqZ9mrl9L0G+iWzSHW42XJ5EiTpKNstjRmLIc1lOo7kRkwl/uwRmrrhLqF+3RGwEx20FCCVwPdssBVq8BDr8LPoppu84BuEamnkB7gCMQmCcRDMfPkiyLFcoQAsqG+9i8vPP/mX/+875P3Dn36/t73Xt/30dvfvLv94I7Xr+z97M6JvcZnvrNXPOajfonay3NdtePMlNLt1XJctHJctMr9TJsZ5oNpAbOVCWvtpdK+Gm510ngOc6M2Tnovj18ePVfMWaqMXizj8AtD+IUh83mMRNPLrZmRVJEzCQBAYPjjnHT3K+4/KeQkLidJlAQgie6GaqX9XwRpXU62vhlvqZpip5HuoJlqo5Zlr17mZXA32KqFZTNTmwkTreKu8pmy2PH8sOGMgMmcoNn84Lkc5pYvJHXTRN2qzmYFTWUG9Ea7VfuZFHvoVgaYN4U6N7Ndh0Isc21usa00NufHALCHTpFPHncSgCAIur/PH/5r2ydvvHLo8w9PfPXJqZ0fHflyx97339j//msXdu24fXS30en9FO757rp1DJt8d90ooyuJlspZTnfy3HQq/M1a6JZD6XReXfrmQD0y1sKrSx/PYW1Uxcvu5y9Wxc0Vc/ilnIVS9kJxqKCIJSgIKXG9WRLqDhiO/4A7SsJj9NX5FfefFAgQGJA4SQCJVWYl3zjwBdtEJdXqZoLVrRQ7jVQ7jRTr2xTujQzrFpbNfGMeTN3b7CybKouZKAgfzaFP5wXPFvz3ds7LY23hvlDEnskMHEv1eRBmX0bTL6XpN4Y6tEd73YvyHGdZNvoY+mspDLfWAGBSjHw6uAMAgaO3Va6/+Oxvdn3w1rGvPj675/NL+744+c3n+3e8ve+9V8988d7NQzsNT+2jcC/w0LvLsi/01OfoX4oxUcx01Mh3160MMG8JtBpOZwqacqXjrdhMO68haywrdLMyUXY/f6U2ca6Ywy0KWyhlL5exBUWs+TxGc4B2koshsSmiPD+AxP+1o++jxq+4/6TAAH/Yx4TKsqLDVA9/FWt1O93m1hbuyVa3suzVy70NGxnWraG2/NZCmL4v6iydLI0eL2KP5QZPFTBmCxi8PBa/IExQGE7ZQG/hPp0RMJxEa2FYFblpl9L0WzkuXXG+96I8J1mWXSHWXqqnGwtSCFwulmMYAPoU/MUJbHNj/eC337z0/DO7Pnjj8GcfnPxyx8mdH5zd99WBj9/99t1XTn32jvKBLwxOfruFe2OoQ6GnfrjuhSijK5mOGgUeelWBFm2BVsPpzIWWfPn0fYLXxbubPZYVKqlMlN7LW61PnivmzBawBCXhK+WcheJQbg69k2XINleVrSwhKBAEkASG/4r7T4jHbasEsIbIZYAikhV/E03rM4eiLNTZtrdjzVUynLTTHTSTrW7lOmmWexveDbbqiHTmdtaDcEzSWz5ZEMItZPILggVFoQulEfzCkOUy9lJpODcveDYnaL6ASb3HJ9MD+2M9moMtq7z0q7z0m+gWVO1kF8ezm+2QZnE1ydMISPmWh9mTfnwygKKyyhd+99wn/9i+9923Tu385PyeT899+8m5bz46+PGb+z9+5+Bn71/47qtbx7/WPbWLpnaiwkX9QZhjmY85S+96qIFKsq1WjrNuKc2wMciw+/+wd1fhdV1n3sBdmNK007SddqaYSRu045hkkiwZxbKYmZmZWTrMLGbmI2aW2bJlEDPrSLJlSzq09/oulnPGX6aOPY2szoWe53/h5CJ+9s5PS2utvdb7ZiVONxeKRu6A+acrPVWjpZTNJo7kfu1Gd/5sHXeqir5Yx1pp5CzVMWcqyZMFcRQHNfH0A4BIYA1a0Z5+Vjvg/k4BKHghlewA0c7WUqilXtj1S+n+NrwQ6ww/8+JIJ8i9LNwOju53U6Lm73X+Xe5LNfRv4d5HCWhNdm/DePRRAiD3oUzcUEpUeagpJ9B6W7D0qsD8+79lsw1AZm7Bjw59/8gf/6j06cfqx49oyH2hdvozLbnPlQ5/qPD5R4pffnz9/HGrq3IuqieTbFWaY+xusyLqknxozkY0F5OcIPvSCKe6BPcugtvdjPjJxnzh8G2wMLzaWw25i+/xIffpasZSPXu1iQu5z5YksVw1p/rqASKWoF/31di75zrg/k4BKBACdBcIt9Zm7K6eSzLRyAy044VYZgdalUQ5F4U75PhbyLjfT4uB3F8O1o9XUudraMs11GU+c6Wet8xnrNaxVutY85WU2XIS5L7MZ4wX4IfS4wZoQZ147y6Czw168GBK9KOM+OEC0tOM2OY4B5KL/vj9m9JXhyLf+2emTZE4ITH5R4cOnfjwQ+WjX2iePKJx8lP1U59onzl85cuPlI58fPHLT7TlT1hfeDb/YgAAIABJREFUkfNQkyM6anYkOt/lRNUmepMd9MmOhtmBdpB7B87lVmrMWF3O7tNbYGFY0M8fLaVsNLKFd6o3uvPn6nmzfNZyA0fGfbkCl+lv1JpFB9JX3EXoXn5nOOD+ToH324VAND/5UP/kZzQ7g+xAG06gaW6wTVmMa3GEY46/RWmYbUOSew81aDA9dnGwG6yPvrhfN1ZBma+hrfBpq3Xs1YaUlVrmah1rpZa5WE2bqyDPV1KWaugrtUzI/SYjBN7dhjeeHmXEDxeTnmbE3iR705107zTxUQBE6Lc1Qd+rbOzuODo7/fjQobN/+6vWqWM6ckc0T312/cznBueOqh775Oqxz68c+1z3/AmbK3I+Gmdpbro9WPf7vBh+ghfBVodor5/pb1MS7lgb79aGcRrgRj6tzth+fAMsjqwP1I6VUQX1zJ1bletdeQuNqfN1nJVG7lozb6mOOVtFWS7DVMU55CQFAakQhbuuyF7ezT3g/m4RiaUAkQDhnd4G/eMfp3lYZvlbsP2M80PtKuLcSyKdZJMZyH3pQQ8QjGzdq4Xc1+oYa/WctcZUOLSv1DKXaugLVVTIfa2ePVFIeJQRf4sZOkALus0Ke5AaA8vrPSrEP06PfMoNyfY26y0tACisZPbeR/f1F89VVZV/8YPvKx7+VFfuuO6pI3pnDxvKHzGWP6Z56gv1k18qnzisd+6E7dXT/tflud7GA0TvB6lxNfGeOOvreFvdDD/rolD7mliX5kT7HmbowzLe1sM+sDT67FbDWBl1rY7xYqBsvStvqTl9sYG31pyy1sxbrmfNVVMXi+K6aX7cMBcg2Ya9rKXIXq5VDri/W3ZFKJBIwU5JNt3qwtEcP9tMH1Oev1FBmH1lvEdZtEt+kHVFpENjskcPNeh+Wszyw14gGHl+lz9aTl7g0wX1zPVGnqApba2evVLLhBOYxWrafCVlsZomaOBMFZMeZybABsJw1g5Pkt3PS3yaGTmTGVUV4tCWkQoQsItIRED4vl/f3NLil0e++N2//vTK0cN6cl/pyx02UThqcfm4+YWTuqe/1D59XOPUUcPzJ+2vnA7WVcwKsLxF8XuYFl8T74m10sLZ6KT7WhUE21ZGOTbE2XRQA+8VsZ4N9oDlsee3G8fLaau19Od9JYLO3OWWjOWmVEFLqqAl5WvuMQ8yo1nB9sK1BVgQ+FUzvD16rgPu7xQgEqFAjIBtbKS3t8aFfH+7dC/jjBDTgjD7qgTP8hjXwhDbqminJoxnDzXoXmr0ylAfEIw8u1MzUkZa4NPXG1gbTSnrzemCBg7kDgf4uQryYjVtvZE7U0qBLbNhNQ7Y2GMkF3MnL26yIG45N74+zLmSiJVsbW+jIuGbu1PsVQYfP/jNL3/+lw9+oXb8Sz25rwxOH7a6dNxWWc5SSc7w7DG9c6e0Tn1leP6kw+XT4XoX80Js79AChtITZNzTfCzzAq3Lwu3qYqxaSX638+mb97vB8tiLu83j5bTlGupmT5GgM3elNXO1JX29NQ1yn6+hrZUlDBckMfxtpgZvSsWSr7Xv2Y/3Afd3CpBIARBLwZavo2GIwdV8f5tML8PccMv8ULuqBM+KWLfiMPvqGOdmrFcPNehuShTkvnm7GnLfaGRvNqdutGSsN3Ih99U6loz7RhNvtow6nJMMuT9IjRnJxcDCqHcK4ufLMCv58fWhDnnREVsrAiEq3gXb7/v1dfd2/eDQoY9+84HGya90Tx0xOH3Y5spJO5VTVhdPG58/YSB/+rrcMaNzJx0un47Qv1QYZn+HFvAoI/F17rkBViWhNrXRls0En1t5tI17XWB57OW9lokK+nINdaO7cK0jZ7Uta601Y6MtXcb9WXXyRFEyxcf8dmudeGf71YfV3T2rxHvA/Z0ihLWftzccFE+SbXUzfS0zAq1Tg6yzAyyr4zz4CV5V0S718e4dOJ8+StADXvTyUDfYHF/trxguoyzWsZYbeBsd+SstuauNnJUG9mojZ7WRs1jLmKkkL/Dp6y0pC5WMkVwMLP4POx3Axl2jedjJfMxcEfYGI4Dprv985C5Awc77/8zU3Njyo0OH5P72J81Tnxmc+dTo3Oc2V0/bqynYXTlurnjMVPGk/tmvTORPOl85E6l3qTDUsYcWeiclrirWje2qS7JVpznqZAba5YY6lYXbdeK9H2QkrN+oA2szyw96HpdRN2vxWz35W/3FK11Fc20FK11FK62ZC3z6ai15hs+bLMbx42wbWTFA8lIIwPaetk0+4P6urwlIxJKlafsLJ8i2uhk+Fmn+llx/i5xAK8i9Osa1IcFDxn3lUQ/YHF8bqBwuoyzVs1caUzY7C1Zb82Tc15q4i7WM2SqKjPtoHhZ25IOdDmBxjseZCRN5yQsl+FusIJqLjuDRDXha8H2/vqaG5h8dOnT20w+1zxw2PPuZ4dnPrK/IOahfsL96wkLpuPlFOcPzx00VTrlcPRulf7kw1LGbGnKbF1sV68Zx06PYa1IdtNP9bbKDHUrDbDtwXvfT4gQDtUAwuzrU97SCvlmLf96dt9VfvNpdvNhZLOgtXWvPXuDTV/ikWT5vogjbnORUTQ4FyI4QgB0AJOCgrNJbsvejOyoWzQ/etFM4TrXXz/CxSPWzYPmY5gZZ18R71iX51MS6NSZ6duJ9+yhBg9yolUc94NnE2kDlSDl1uYGz2pT6vLtorS1fxl3w9dbb69xfbT7mJMOmu7Nl1IdpsRN5ycvlpLvcUJqLzvJgL0D2o69nY33Tjw4dUjj8N73zR43OfS7j7qh8yurSScvLZ4wVTpornna9di7a4EpRmFMHKfAWN6Y6zj3F05DqoEWxv57iY5kZaFcaZtua7H6LE7nSWw3W59af3BiuZGzwcZudOVv9xet9Zau95c9uVK535i7w6UvVhFk+b7IQ203yKkr0BsiOCFZvRw+Wqm/Jnh8RA0AivllX4ah0iulsnOVnlepnwfQ2yQ2yrk30rk/2rY33aEry+gZ3wY2q0QraSiN3rTltq6d4vaMQcl9r4q7L9iJqGZD7WD4OlkKHlz8g9ydZiRN5yUtlxMHUCI6X0frjmwA2h3rPr6+hrvFHhw4pHf3USPGEifxhyN1RQ9FJRc7mipz11XOminKWF8+6q8hD7m0E/xvsqOo493QfE7qTNslWk+Nplu5vUxJq05Tg0s8IXequBBvzm8O3RqqY6zXY9fasrf7izYGKjRvVL+/wN7vzF/j0hUrcXDV3ogBzhxWcEe4Idp7BYlLSg6vZb8t74I5IK1OZblfP8Twssv2tU/0s2L5mecE2dUk+jVj/+kSvFoxPF8GvjxJ0nxMJ5+5rA5WQu6Al/UVvyUZn0UoDe6WBLWjmbbSmrjZy5mtokPtiFXMsHyfrzQQrX8+WUSeLiJP5mPli3MP0qKxg653JhwAFu+//9TU3tvzk0KFLxz43VjppqnAEzt2dNJWcVU/bXj1tqyxvfvGM9eXzHqoK0QZXCkMdW3C+/cyI6jj3TD8zhrMO3kqN4WqU6mtVHGLdEOfUSwte6CwH63OQu6Aas9aasdVf/OxG5fPbtbv365/3Fi7w6XPlmLlKzmQ+5lFqFMfPcmdl7lXxhQPub8t74I4inIRIL9ULqV5Wmb6WqX4WXH+L/BDb+mTfZnxgQ5J3K9a3m+jfTw2+z4lcetgFNsZW+yvgZAaO7jLu6y0pm21pa03c17mPF+Bli1RYggYemYRL1cdZsQWRjuLZJ/uzVG1v7fjZ919xN7vwpYn8YdtrZ5w0lVzUzthePW2nomBx6ayMe0GIQwvOt48RXh3nnuVvTnfSxpgr05wNUn2tioKt6mMde6hB8x1lQDC78fTmcCVjrSp5tSX9eV/R85tVW3fqhIMNz3sL52tos2XJc+Ws6XzMcGYc28ts/vGgBAXSPa2adsD9nQK5J/q6+agrpXpZpXqacr1Nuf4WBaF2DRi/FkJQE8a3DecHud9jRyw+6ATroyt95cNlFBn39Y5CGfdn7emCZt4Cn75YyxA08yB3uN0uK7c0V06bLCLCpepwbkJ+hMPu1ND+LFW7O3t+/sPvX/zqMyPFE+aKR80ufGmvck42utupKFhePmdzRd5dRT5K/3J+sH0LzreXHga50xyvJ5lepTjqpfpaFQZZ/vfovjq99qj/STlttTJppTntWW+hbHR/1lMwV02dKU2aKWXM5GHGsxM4nmaDXa0ICiQoAOjBzsxb8l4mM2FO1j7qSimellw3I7anMcfPvDDMvhHrD7m34/17SAGQ+8JgBxCMLPeWPS0lL9WzV5tSZdxXGzl/l/tEIQFynyomybiP5GLGc5OWy0mj+Um5YXbPR+6CfVmq9vX0/+JffqB09FPDC8fNFY+aKx51UD3vrHVRxh2O7u4q8pF6l/KC7CD3qlg3yD3B+DLZQTfNzxpy76OHLHSWg5Wp1aG+x2VUGffNgYpnt/j/H/diOuTO9TLvr61CUCBFDri/PXt+3h0B0l1PQ40YU3W2i1GmnznXx4wbaJ0bZNWA8W2nBLURfDuIft1E316K71126HR/HVh7/GKw9kkpYYZPE3RkCHpyFztyluqYi7WM5XqWoJm32shZ4NMX+PTVRs5cBXm8EDOSlwir502V4KdLCfOVlMki6lgOZq4IP1VCyAq2Wh3qA6hk+/3fZhq8de83P/7x5a8+t7p8xuz8YbvLJx1UzrloXnRQOeeoet7hqpzDVTmna6dcrp0IN7rCC7RrTvbtpUdURLvyPE0IttdjzZXxTvoUT9OMIJPqGNc+UuTLPj5Yvr98u3yiiiKopK63Zqy1Zwp6cjduFT27U7LemzdXzxkvJU1XcMayYmdyo4tDzXOJ0QAgEgDQg333t2Wvz8wAqfi5wEHzcoypOsvZMN3HlO1lwvKzeBP3yV4+WHn04h5fxn3j3bhPFGG/wX08FztfTJgqIWSHWO8b94d3Bn//i18oHfnE6vIZc/kj9ldOOaicc9ZQclA556Qm73jttMNVOWdlOZdrJ8IML3MDbJuTfXto4eVRLlwPY8gd56j3OvcXvTVg6d7SrbLxSrKgkrrRkiFoy1zrzlm/Wbh5u1jQkztfx5koIU2Wscaz4+byY4tDzbPxkQfc3zF73r1DvDozbnLxNOSe4mnE8jSmeZlA7h3U4HaiXyfJH3K/wwoZ7agAiw9e3OMPlxJn+LT1joz17pzFtuw3cYe9DEbzkyaLcdOlBMh9roI8UUiZzMcvlpKmSgg5oTaQ+z4sVZ8MPvrbf/zHuU8+tL5y1kLhS8jdSV3RUfW8k5q8k/IZJ+UzLiqnXa6dCDW4xPazbkz0fp17jNk1rIMu2cPk/+O+eHfhRslYBUlQSRU0pa22pAu6sjcGCp7dLFrvzoHcx0sY49lx8wVxRSFmGZiwA+7vmL3nPvHo/vXTR+LMNTmuxjwPQ7aXCc3LJCfQ8hvce8g+d1ghj5uLwdy97bv80VLSPJ++0Za+3pm91JL1Ldwni3FjBclTJfiZMiIc4GfLSeMF5KkCwkIJcaqEkB9hv/aof3+4T41MnPrss5Mf/t722nnLC0cdrsrZK591VLvgqHreReOCi+o5F9VzrqpnXK6dCNG/yPSxbEjw6qKElkU6cz2M8TZaMWbXMPY6RDejjCCTmli3PlLkVk81mLs11180Wk4UVFLXG1LXmtNWOzIFfXkbAwWCruyFWvZUMWm0iDaRE79QGF8YbJqaGAyvZqMH3N+WvZ+7D9+/pX7iswTL6zx30xRPI463Kc3LJDvAAnLvIPl3kQN6SH49ZJ/bzOBBfi6Yur19u2asjLzAp2+0pK23Zy01Zb6J+0IVdaoEP1GEnS4lzJaT4AA/U0YcyydNFRDmivATRbjiGOfN4VsAlezDvvvawoqKvPzRP/y7nbL869yd1ORdNRXd1OXd1OXd1c+5XDsRpKtI8zSri/PoJIfIuEebXk2208a7GKQHGkPuz7urwMyN6Z784VK8oJK6Xpey2pCy0pq+2pW93psn6Mha5LOni0gjhVTIPS/AiBsXgCKSA+7vkr3nPvrgjvqJz+IttGTc6d6m2QEW9ck+nbSQTnJANyUQcr/FCLpTlg7GbuzerpkspyzV0Dda0jbaMhca0r+d+2QxDrbxmC4lwFnNaB5xMh8/lZc8VoApT3DfnhzcH+6iF7vm2tqf//aX9ioK3+DupqXkoXnBQ/OCh8Z5l2snAnUuUNxNamPdO0jBpRFOkHuUyZUk2+s4Z30Z92ddlWCqf7Ir92kJbq2CIuBzV2u5y02pqx2Z6905grbMpWrWzNfc5/Jjs331ObH+rwpEHpyZeVv2nvvEo/saJz+PNlFjuxhx3Q3g3D3L3/zvcr9ZxEOG+3ZuVU+VUZb5jM3m1PXWjIX6tDdxX6ymwREd3uiD3KdK8CO5hPFc7FhW/EheUjXGWzz3GKCSfdh3Bwhwt7b+5Nc/d1C9IOPupK7orK7gfv2ip5ai13UlT015V+WTAdoKJFejmmjXdmJQaYQTx90Ick+00cI66UHu/eSozc4KZKJ3vCP7STF2rYKyVsNZ4XMWG3gr7RmCruy11gzIHU5mZnKjM7x02DF+AFa1Rw6+qr4le899+ulDjZOfRxgqMxz12a56dDcDiofR69x7qEE9JL9ukvctRtBAAQd52rt7s3q6nLpSw9hsTl1vTv/HuI/lYIbTY57mJNTi/ZDF4X3jHujq+vGv/tVB9QJcqtorn3XWUILcva4reWtf9NJScFU+6X9dnuhiCLmXhDtC7pHGlxOsNTGOuq9zl473jLVnPS7CrFVQ1qs5K9XspXruSmu6oCNL0JK+XMWaKySNFtHGs+Omc6LSPK7LuIsOrne8LXt9vUMK5keeKp/4PMhIBeegS3XST/Gx5HhapPuYVsW6d1LD+xiRvdTQAVrIAC2kj+R/Ky1xd6BKdKtqppI5V8XaaEwTNHA3GnhLdUz4aWmtibvWxF2qYy7VMeFGpCyyuftkMe5BLmE0PXopO+Ymwb+BRZBuvUDQvTz//cbnRUEak/7Hn/3A/MoZB5Uz5opHrS6fslOVd1ZXcNNSctdQ8NRS9L5+wV1VLlDnAtHFsDnWsx0fmB9qR/c0SrTTDDO6mGClQXUyzAu0qon36GaErbZkSu5UzdQwR8sI8/WslQa27NnhT/5sFWW8BPcoHzOWFT2fE5/uqMcM8gcIbN9wwP0t2fPbTGBhbETp8EchJmoEJ32qkz7H04zhbprmbVIR7dpODpVx76cG95H8b6TEb3WX7gyUT5XTp8vpgvqUtXqOoI6zVMeE52Rk3BdrGd/OfSQjejErug/n08QhSbdeSPb0usMbnxcF2TzOn3/+L6aX5OyVT5srHrW+ImevpvAt3NtwAfmhdjQPw0Q7zVBDJcg9P8haxl10q2KmhjlWTpyvZy3XsyB3eGBupYE9W0UZK8YO5WHHsmIn0iJZ1hrs8GAgAVIAEHDQveMt2evPTBJ0dXryzMd/CDJVIzgbkBx1Ge7GVBejVC/jskjnVmJwHyOyjxYm497Ljha05m/1FE+W0SZLqSt8zkota62WDbnDCYyM+0oD+03c72fjhtOj5jIju5I82tLpyMttMQok7587KgWludkfffBTA4Vj9sqnLS8egweAv517Xogt1d0gwVbjG9x7mOErzRk7A6VTVfTxCtJcHRM+OJzXrTVxl+tZM5Xk0SLMUHbyWFbsI1Yw3lwlG5cEe78h6MHo/pbs9egOwPOVRYUvPvTWu4xz1MM5aNNcDcmuRimeRkWh9k24gF56xAAjYoAW0kcJ6iP5dzMjlxqynnUVTlcwIPfVOvY3uMP7e9/O/W429klG1FR6eFOsU28eD9ndFe1pJ7o3RoI2VVd+9rtfap85bHdNzvLisVcHgN/GneKmH2+jHmKgmGClQXM2Kgi2qYn36GNHrjRnPO8umKykTVSSZ2sZi7WM+RrafA0NzmeW6phT5cSRwuQH6UljWfG3KD44S9XG/GwEBVIAEOkB97dk77kLX2waXj1vqyyXZK+dbKtJctGnuJtw3Q3yg2zqk3176RE3mJEy7p308Nma1I2O/Nkq1lQZbYXPWW/krddzF2sZc9XU+RoaPCu2WMtY4NOX61lv4n4zM/lRRuRYakh1mPXN0ixULNoB6P5wv9HZfvRPv1U/8YnNlZNWl45bX5H7Fu4tcV5tuIDcYBuyq16slWqw/gXIvTDElp/g2c+JWm5KF7Rlj5dTpqqpM3z6fA1trpoKb7cs17MWaxmTZYSn+YkPeUljmQldWHeCk+6TG32w7xrYu+Y8B9zfKSgAQLob4+esc/rjODutRFsNvLMuxd2E46af7WdRE+/ZS4+4xY6+QQ/tJQf2kfzbqaET5WxBW+5cNXuylLpcw95oSvkG95UGNtyZ+RbuA5lJQ+kRI7ygkkDTezUFQCp5iSK7e7cP/cZI0OHBe3J/+9O1L//L+vIJq0vHLS+dfCv3nCBrkotujKWKjHtRqB0/wXOAG73UmLbclD5aSprh02f49Llq6kwleaaSDAf4+RraRCn+SV7CEDd5OC2+Id6B7G22tbYgesX94DPTW7LH3KUAACCuyGJdOfL7OPvriXaaGEdtopsR21Uv08esKta9lx5xmxMj495CCnpaSF1uypytYo0XkxermOuNvLVa9gKfPltFma+hLdezIHf45zdx789IfJAW/oQbkO9jMNRQCgDyEkV23j93gID58VH5L/566fM/WV06bnnxmMXFE98yd5dxJzrrRFsoB+kpvM79Bi9msSF1oT5lpIQ4W8uYrqHNVlGmK0jTFSQ4wM9VU8dLcI9z45/wMI95MWVhlmR/KwDEQgBEUgD27kjcAfd3CuR+u4N/4ZPfJDrpJtlrJdlr4V0MWC666V4mlTFuMu49pIA+kn8j3n8ol7hQnzZTyRwtJM6V09bqOat8FuQ+V019nftSHfNN3HsyEh6khT/m+Gd76z1uqdg/7ihYm5tR/PKTi5/90fLiMcuLx8wUjzmoX/h27tmBVjLu8ZbqNGej4jB7foLnzZTYxYbUuVrucDFhro45XUObqSTLuC/w6XPV1LFi7KOcuKc8/EN2dF6AEcnfCgDxSwB2RABI9uy5Dri/UyRSFJUiQLijcPivQRbaGEe9BPNrJFt1kqMux9OsMNypAeffS4+4wYy+QQ3rJQa14/3vpcbOV7OXajnjxfipcuJKA1tGfIFPf30ys9LAXqhkzJRSYN/JySIivJc9UUh4khJ9nxN5ixuTbKv5oLkMIMIdsWQPy/u/KSgiEW1vqVw8f+Qvv9NROG5+6ZS54lEXtTMuGhdk3L20FCB3kqtRG8ajjeCfHmCFddCLNlMP1buEs1HneRiWhdq2E3wf52BmK+lzVbTJMsJkGWGmkjxfQYfteharmMs1bNnN9Al28BAvLtpU835ny45wVwiAECCivauJecD93f73AwBQACRCExUlyyunsS6GGGsNmuN1kqMu28O0IMyxHuv3De53U2JmK5mLfPa7cF+sYkLu8xV0yH2mlDJegB9Oj3nAi24hBNJ9LGdutwNUKEbBHrbmemMQiVS4HRXs++cPfqJ38bSh4jFThSNOyv/N3UPzAuQepKtIdjNuw3i04v3S/C0x9rqQO8FOM9XLuDzMroPoB7nPVlJf5w7bVEHu8xV0WHdknBN8kxYabqw2MzQoRcA2iggBsnvwmelteR+TGQAQCTbM/8LH/4l3M0221SQ5XCc66DDdjHOCbPlJ3t3UsAFG1A1qWB8puA3nd4sTOVlKna9mQu7ww8qbuC9Vs2Ajvte5j+XjRjKiB1OiC8MdCpJDdhbGACqRgv24q4ogCIpIejtafv9vP1E9fURf/iuj80dsr55y1VR001JyU5d311CA3EP0L9I8zdowHi043xRf8yRb7ShTtTD9yySH6+k+ppURDl3kgCe52Oly6nQ5ebKMMFVOnKkkw6Fd1qlqtow6kot5mBY7nhJeH+saYaG9K1hGAXghQUQA7KK7e/VcB9zfKUIJQFAAEKSjqvTob/810dEowUoDY6VKsNemORtk+FlWxrl3kIJf597PCB0pIMxU0CB32UfEv8t9uYY9U0qBAmAlgukS8kguZjgt/DYrjOVj3prPAZJteN1hH0Z3CSIFABG9fH7u6GeHf/8rQ6VTBue/tL16GnJ3VTvvpi7vqSnvoXY6zPAy08eyHevZjPXheJnEW2lGmqiGG1yhOutmB1hWRzn10oKH8/FTZZTJUuJkGQFO2WGRBVkX5ekS8tPspAepMeNZ0Tx3XZKvPZCKpQDsvGoCdzCZeUv2+mr213eE5x4/PP6HX/oZqsRbaSZbqePtrpMddFO8TEsindoIgf30yJu0cMi9mxI4lJU0WUoeK8JNlhEWaxnfwn2Fz4GdVuGUHRYjeJqdNMQJaCd4s/ytH/U0waFdBMAOeO9ds0UIigAUoJJQH/cPvnfI8NJpw/Nf2Smfh9xdVM+5qp330DjvqX4m0uQaN8C2A+fVhPFmuhvGmKtFGKtEGl1juBnkBdvUxroOMMNGC4kTJaTxYryMO3xSuFaBBReeZCUOpkSP5MbFGytWsrAAefWwL0Qi9OC8+9uy95UIJChAJNKtpTmNM0dNFY4m2F7HOejibLWIdtpsN8PCMPsWnH8fLULGvZ3gezclZqyIIOMOP6D+Xe6rtdyZUgpsLwy5TxYRH2cmPGB418Q55CcHCmbG4DRmF4DtvSsi98bnRV/1EehoqP3Pf/2B5vljBgrHbFXOu2kpuWoqOqucdVE956Fx3kvjbLSZSmqwQwfOqzHZi+aiF2miHG6kHGWszPIwKgyzr493v8WJHCsijRcTRwuxcOI+VU6cLiHLuM+WUWFJqfu8qHtpESE6Z4baqgCCCBEgAuDFrhjsHccD7u8UIQBiABAJir7cCnO2ufrZH+NsdTD2OlgbTbyNFsNZLy/Ypgnj+zr3FqzXTXbESAEOcocHId+dO+zncZ/mXhRi0pZDA1LhNgJ2AXiBGgr1AAAgAElEQVSJIkL0vXfvkMAmUCj6cnPtstxX5z/90EDxpOW1c5C7k/IZZ5Wz7urnvDTOxpirpoc6deK9G5I8KU46YYZXwgyvRZuocL1NSyKdGhM976bEjBeTx4oIIwWY/8l9voI+XUIezcMOpcfd40a2kr1CDeWfjT8AiFQMwA4CJFIAkIPeTG/J3nMXoQAAAKTibDJG4cPfxNpox1tpYqw1cNaaNEednECrxmQfyL2fHNKG82tK9hhghg3nY9+F+1odb6aUAsvLyLgPpcfdo7rkBBoM1hcCVLIulG4D8AKRit9/sxr4OVMqlQJU4mRu+Pl//NJA8aT5lTMy7k7KZyD3WAu1zHCXTrx3faIH2VE71OByqMHVaBMVno9ZaZRzU5LXvdTYiRLKaCF+OD95sowwW0WZKn9VI22hkgG5w3XqPW5kZbxdlMUVsD4DpIgEgGe7AAVAtHswd39L9v5qNgoQBKAAld7oaD7xlw98DJTirJTjrbWT7fSIzgZcL/PSaJcOSugAK7KfEdpDCWvF+ncSAx9kJIwWEkcKcOPF+PlqOjwJCL8uwbNicE6/WsuFRZSmS8iTRcSRXMxkEfFhWmx9jF1mrPfLzRUJACLpNkBFImRflqpALAGIGKAoAPf6+n/3/e/pyX3lpXbRTfmsp9ZFm6vnHFUvemhe8lQ9TbbTqI5xbicGlEQ6Yay1Ik1Uw42UE8zVsvwtqqKdekh+Q+lxI7mY0TwsXJvKfqThhsxiFXOqmAR7UT1Mi2VY6xbgI8XSjW0g2UEBQIEUAZKDyczbsvd1ZqQAiKUSAJDxoXsqcp/bXTsZZ6UcZ3Udcud4mpVEObeTQyD3bnJoC8avgxBwPy1uOB8/nI8dL8Yv1DDexH2Fz5mvoI/l46ZLyOMFeOj+YVpsVbh1LQcj3n4uAUCKilBEKEbBzr5wFwNYBQAsTE3J/fW/Ln3yF4fLZ2XcHVSU3DUueqmdodhrVsc4txH8iyMck600I4xVIoxVEi3UcwKtqmOce8n+jzLiR/Owf5c73HefKiY9TIsdSo+7y4lINlKtT6MgYGsHSEUAoAhA9rTi8QH3d4oUADGK7IglAICX60suRuqaX/0p1koVcic46bM9TIsiHFuJQf3MiAFmWBcppAXj1473v82NepyDGc7HTpQQFvnMb+c+UUiAE1mI40FqTK6f6eOmUhQRCQGQAolUsiNF9oM7CiRCKawCAKRCkbW29uFf/cz60hl3lXMemkrWV846qCi5qSv5aJxjOOtUxzg3Y30KQu0SLdTDjZQjTVSTrTTzgm34ca791EBYwlvGHe6xjhfg4Z4M/Io8lB73MC22l+wfqnX5XmMpCnZeAqkUAEQMkD2tiXnA/Z3yagdQgqIAAKkQE+x55o8/i7RUjbXUSrLVxTvqMVyN8kPtmnD+fYzwAWZYJzG4BePXivUdYIY9yEh4moeZLCV+O/eFSgasDglrXs9X0O9yIthu+s+G7wEAXiCoFEgkkhco2I8KwChAxFKJGAUiBAAUJIaF/McPDtlcU3BXOeeuoWh95ay9sqKrmqKfljzH3aA6xrkx2Ss3yDrOVCXM8FqUqRrOVrswzL4+0eMmIwQ+zlg+Dm4+wj3WiUICPEcwX0EfL8DDbZn6WEc/HZWlJ3ekQLwllaAAoKJXRvfquQ64v1PEAMBOEhIAACop4FKO/+7HgQaXYiw0E210cA66NGeD7ECr+mSfXnrYDVZ4FymkFevfgvHpoQbd4UU/zkmaLCV+y2RmtZYLv7bAjpNQQy/Zn+ZqjK7NSwB4JkEkABGLtwAAwvdfNA8AIJYgUgB2xQCgID899ReHDhldPuOhet5VTcHq8hl7ZUVnFYVAHcU0H9OaWJe6BPcsf4too6uhBlejzdSJDnqlUc5NGO/brLCRXMx4AR5yh/tOr3OHKxbYQjnfxyDawVK4uSwByAsJAhAAhAAB6MuDwhtvy973ZhKBVz3LgUR8p6NB6bPfO6ueijbXSLTRwdrrUBz1MvzM+QmePbTQm+yIbnJoOz6wBePTQfS7wQofykoYL8bPVdHexH2tjge5TxYRH2XETxWT5sppjfHO3EBH8GJjFwXPAZAARCJ5AQAifv+ju1SMiEXo1z3pQW9nx69+dOjiVx97qJ53UZW3unzG7toFx2vng/UuZgVY1sS61MS6pPuYRuhfCta7HGOuQXE2rIh1a8X73eNGwu4McFki4z5ZRITcZ0opjzMTHqTG9JD8mNZXuMnxABWJANiRAPgrVYwiWwd3Vd+WPea+/fUnHhEKEKn45dKU2RU5gzMfR5trJFhrY+y0SfY6aT6m1XHukHsvNbyDENSC8WnFeffSggfTY8eKcDMVlDdxF9SnwMkM3G6He/BlweZF2Aiwu70DwEsAxAAF0m0AJKJ9GN3FqFQCIHcxAiYnxj76w6+/+NNvPFTPO6uct7p8xvaqgsPVc6EGl3ODbWpiXaqinVI8jcJ0lYJ0L8VaaNJcjaviPdqJAYMp0XBfFXKXbbNOFZMgd7hOvceNbMN4JOvK1ZcWA4DsoEAEp48SIAaSTXBwZuYt2WPuOwAIAdhGgQiFy7cdLxN1tSO/l3En2mmneBlXxbp1U0NucSL7aBFdpJAWjE8L1qubEng/LWa0EDtVRnoT9/WG1PkKuoz7bBl1qpiU561fzyUBoXAXgC0AhAAFyA4AEsk+cEcAQIBQAiQAbAuR9fX1E4c//su//+wb3MMMr+SH2tXEulRGOfI8DEN1FIN0L8VZatHdTGoSvTpIgQ9SY+AX4rF8HNyTgW2npktenQGeLCIOpkTf5UQ0J7pGq315u6cLBeAFgoqRV033RKh4Y+/aJh9wf7cgr4a6F6JtAMRAuMGIDz331//w072YYHs9yUaLYKdJslHjx7g0xrve50Te5kb10UNacd5teJ/GJPcucsB4MXmihDJXQV6pZa7WsRaraQtVVNhPeJnPEDRwFqqo06WEqRLCw7TYJ1nJc+UMhpVya3PL7u4uiqJiqUQKgBCVSgDY3bvmLW+KBAARQHYRiRQABKBSqdTFxeVffvBD26uKDmqXjRRPWKnI2aucCDVUKo9xrY11L45wZLgZBOso+WldSLbTSQ+w4se53qAHw3XqVDEJ/r6C9CeLiCt5zKVK7lg5cb6G9pAVNsSKTvM0JboZbe8Id4ViiRSFo8qrsWXvJm8H3N8pIhEQI3DBKgFADNCdzpriK1994nTtVIS5aoy5KtVJn+2qVxnl2JLkcZcVeZsbNcAMa8P7tOF9GhLdOoh+Y0WkyVLqm7jDfzNTRpwsxj9Mix3OwU4WkemW127fvIWiKABAJBHLuAvR936bCR4igNylKIKiaERExPcOHbJQOmeveslY6aSVipyD6skwo4vlMa78GLfCMHu6q36wjpL/dUWMvW56gFVtvNtNRshwTvI3uMPJzEoBa6GcOVpGmConPuJE3CKGsJz1i/HBQpFELEGkCHid+x4+1wH3d4pYBBAUbEskEgBEkh0AhC8Wp620lI3PfhJmqhppokxx1ue4GxQEWjUne99mRdzhRd9kR7ThfVpx3g2Jbq0476d5uKky2pu4L/MZK7XM2XLSeCH2QWrMWD7hcWYS3fLaxNg4PGkvkoglABUBRLIvhTfEAJUAsCMVf/1xDaSmpn7v0CE9ua9srilC7k7qcpGmV8pjXGuiXfOCbWgueiG6FwN1LmId9DICresS3G8xQ+G2DJy1w6ka5L5azJoto4+VE8cLMU+4MQ1Rbng7nYctxfBvf9363oo/4P5OAQhAAdiRSkUA7Eh2AZAAREyNj1P54vchJmqRZirJttfpTrop7oaNid43GRF3U2Juc6M6iH5teJ/6BNfGJPehrKTpcvqbuC/V0FfrWHMV5LECzIPUmMki8i1mONtWbWVpGXKHkxmocB9Gd/hzBbmLJGIAQEdHx09//JNrn31keVneWOmkpfIpF80zsZYqFbFu1VEu2QGWFCedEN2LQbqX8E4GWcG29Yked9jho3lY+O1MNrRD7stlzKkyymQVZTQ/+Qk3rtDbCuti/Hzx0f/0fcD9XbL33AEAIgQVAbALEBQAgCL3+wcu/u237tcVoyw14yw1yA66PHfj2niPXmr4HV703ZSYTpJ/O8G3IdGtNs75bkrMt3BfrKat1bMh94dpsZNF5Hasd5a7/vqaAEVRqVQqQaQy7jt712f0Tfmf3CcmJv7ypz+f/cO/myqeMVY6aXHtpLv2+URbjco496pI53QfU5LD9VC9S6EGV4kuRtkhdo3JXvd5UbKFKRzaxwvwkPtiBWOynDJTRR3NTRqkR6U4maTGBQJ083XuUuTVrP2A+1uz19zFKECBCEFfIFL4sUkqAYgQNVM8YXj2izAzjUQbHaqLUZqPeXmUSxc57DY36n5aXA81qJPk35TsUR3tMMAM+5bJjIz7ZDF+KD1uvIDIj3KoDLN7vvlMIpFIpVIEoFIARAARA3QfuIsBCv8iKYA3m8Dz588VFS4c/sWPjeRPQe5eehewjtqVce4V4Y48D0OivVaY/uUww2skV+PcMIcmjPeD1Bi4yw65w49N8AdgrooxXkGaqiCPZCX1JPoz7U26KnMl4OXry9MD7u+ePecuRaWICEG3AboDXp2PBSjITAq99vmffHWvJtvr4x31eJ5m+UF27eTQm+yIwfT4XlpwDzWoBetVEWHbQw36lp0ZOJmZLSfNlJEeZcSP5OJKAs3bsb6iXaFUKkVRFAVAAtBdRCICyD7M3eHQLluqIggikUisLCz/6weH9M8eh9x9DJQILnpV8R4V4Y5sVz28rUaY/uUIYxWKu2leuGMLzvdhWqysR+xkEfF17tOVlNEy/Ggx9mlqXK2/PcvJYnPu6TYQfmNol4nfqxxwf6cAKQAoEKNACMAWArYBkAAgFILZgdZLH/+ns7pCoq1uvIUGxVEv3du8gxJ2gxU+mB7fzwjtpQW34rzLw206Sf7jxeS3LlXnKiiPMxOeZmMKfI0HaGEAhVN3gAIgRpFtiQhOM97365MA8EK0K0SlEoCiAIjFYgCAr7fPHw8d0jtzzFjppPnVE76GF4mu+lXxHuVhDkxnHZyNerjBlUgTVRn3ofQ4aB1yH8vHjeZhIfeJStJwGe5xXsJDdmSxixnH1RYgL54D8evK34f4A+7fKeKdbQO1K7ryRxNsr1MdtGl2mvn+VnXxPjfZEXd40bc4kf2M0HaCb02MYwvW62kebr6SssxnrNWz1+rZcA6zUstcb+Ru8imLVczFypTVMtYkL3IyO4niajJQW/FPfIMoACKxVCiSwBFXJJaGhUf+6NAhLcUzOmePuKmcCtE6z3M3LYvyygt0TrLTS7bTizZVjjO+yvUwLI9y7iAFDmUlyayP5mGfZicN5ySPF+CnikkTpdjFwmRBPuYeIyjIWH6gs1yKCCXi9/5QB9y/UwBASIkxF7/4S4S5arKlCtlaLdvPip/gM8AMu5sSc4cXfYMV3kH0q4lxbMZ4Ps7BzFWQl2rof4d7HXWxijlf9Yr7aHoc1c30dmPNP+v1wZ1vsQQRiaWQu0SKYrD4nxw6pHruhO65Lz3UTodel+e6mZRGeuYGOCXb60Pu8SbXuB6GFdEuXZTgR9nJskXqaB52OCcZcp8uIc/XUJaL8VMpUe3JHuE216bHbsA1wvt+rgPu3ykAgMf3bpz/7I+e1xUSLVSJVuqpnqZlUR69tOC7KTGD6fG3uVGdJP/qaIemZI+HmYkzZUS4KoXcl2roK7VMQQPnWT1tqZq1UJ26Us4a50U+4kQwvC0fdDb9s14f5C5FgFiCwNeFApCVnfvLH//w0onDeuePemmcjdBV5LgaF4W55fg7YhwMkmx1o0yuJZgq8zyNqmLd+hjhT/Nw8Ejz/+Q+V01eKiE8YYYXB1nRIhzFwhUUIOjeFcd7Uw64fzcWKALEO2ZqSnpyHyfbaRPttViuRjmBjp0k/7spMUNZSfdSY7spgfxYp8Yk93upsdOlhIUq6mod6xvcN+ppi3z2fE3qUjlrPDXqNiWAF2g/erv3n/X64Gd8KQIkUhT5Wn9be+cff/PB2c8/0pf/ykfrfIzhZY6rcX6wc6aPHdbRMMFaO9pUOclcNdXbpDbR6xY3ZqTg1eFHGfeRXMxEIWGmlDJRnLhUQhpiRdMc9VpKUgDYEaOI9GAy849mn7jvIggAEkZy1Nk//1uMpRreUYfuZpLmb9+C9brDi36UnTyYHt9HD2lIdGtMcr/Jjpgsxs1VkCH3lVrmf3NvpC/Usuf4aUuV7KmM2B68V1aU+9Lwg3/W6/sGd/iPI6PjX3780fGP/mCgcMz3unyimQrXzSQnwCHN0xrraBhnqRVtqoyz1szwM2/C+d9PTxwtfHVCZrwAL+MOy19OliQtFJP6SeHRppozT29LgHhHLIKXOd5rDrh/pwgBQAFyp7vx3N9+7ax6Ksn2OtXNNC3EqSHR7SY7Yigr6UFGwk12RCvOuynZo48eMl6ImS0nrdQyX+e+Vs9eb6LP1bJna9OWqzgzOQltya6FyQHby9P/rNcHfUukKNwVgf+4sfn80rnTR/70WwOFY37aClgrjRQPs0xfW56bBcbBINpMPcZMhWSvkx1o1UYKfpSDGy189RlVxn00Dwu5L1UTpgpwpcHOBHe73S3BSyASoigQv/dyUQfcv+vrEwPJ1sq0nfZFza/+FGetiXcx5AQ41MY5w2t7DzIS7qbEdFMC4Ung0fykmTKijDvcf1yrZwsaaXO17Lm69OUa7mx+cnOCUwUlAmwL/lmvT7ZUhX+QDfb6Gqpf/OE3cHQn2mmneVlk+NiwnU2T7PQiTVRjzVVpzgb5oXZdtPCn+cSRAoKM+0guBnKHN1cWKnFP0uNptvpt2ekSieg5QEQAHHD/h7N/3KUAAOkWOcJT6aNfRltpJNheJ7ub82Od+ugh99PiHmQk3E+Lg4eBO0n+kDvci4Q77pD7ahNttu4V9/lCbGOCYw0jBki2/lmvDw7qQpHkde4oAJaGep///teQO9lBN93bMt3bmuVkkmirG2GsEmehxnQzLgx36GFEDheQhvPx4wV4+HXpG9xH86LvMMOSjTWeDz8SSiVbAIgAAKL3/vnsgPt3yg4QiwCyKxFPTozJffo3exWFWGOVTB+LsiiHNnLgLW7Ug4yEp9lJt1jBnTiPPrLPo5y48RIcbC4JawLDKthrjby1ttyllpylWtZccWJVhOVQfRGQvP+mNP/LJEeE/PaHh0wUjvpfl2e4GXA9DFO9zXjeFkl2mjFm17DWammexrWx7k/SsMul7JncV7uQ8Go2PDADDwPPZ0Zn+BsVpyTBWyuoCEgBeL53t5belAPu3yk7QCwBQALQZ5vrIW7Omsc/izFVJ1lr5AZYNuJ8bnKiH2QmPslNHkyN7Kf49VP8nuYnQu7rLSnrLSmwlthaE1fQlCLjPl+SVBNl/bCuEEjff8ux/2XYBMzffv0z6ytywXpKdFd9qoMW1UGb7KCbaK0ea65MtNfKCbRqxfqPZpNWyjhTOa+2ZeAYLzsuNltGHeOF8XwN+5sKABCLhQhAgRSAZ3t3a+lNOeD+nSIGqAggUgAQibS/peHyFx8G6V1OMFVmu+pWx7n3c6IeZCaPFBCe5mHu8cL7af4jRZixEtxsNXW9NXWrK0vQkrLcwF5vTd1oSVtry11uzV2uYy+WYerj7O/X5P0f5M7AJv71Vz+1unwqRP8iy8MIcqe7GMZZqCRaqNJc9IojHPuZUTMlrKVK7njOq50Z2VlIaH2mlNKP80oPtRbMPUSBZGdbArtjH3D/h7NP3CUA3RaJpQAgCBBuCBx0VCwvHMU76pFs1UsinXpYUfcyk4YLSJOl1EfZiTfowWMl+PFSwlQFea05Zbs3b6MtfbmBs96attmavtaWu9KWt9rAXa7ANSc53yzL+D/IPS7Y/w8//Z6Z4rFQg0s8HzOa43WGsx7bwzTeTBljqc50N6yMc7+bnrzAT1usSRktIMMjYnBKA+tCwmIEJf4WNfQogG5JABCJABzdtw4mM/9o9ok7goJtkVQKgESCAERSyCZf+vh3GGcDvJVabrBdOzXsdnrS4wLidAVrtIh0mxs1Xk6ZqKCOlpLm6zgvegs2O3MWG3irLenP2jLW2nJX2/PXm1MFNaQ2rFtXHvv/4Nw9wNXxjz/7vtXlUxHGV3k+ZkQbNYK1OtFOO8FUGW+jxfM0qUnyflxIWW3NW2zMGC2lwWIbkPtMKQXWDHuYFst10n/UWALAzvbXp6mlAOy+/1KvB9y/U1AEiCXwuCQAKDL/9P7Vox966yvirDVTfM3rsAE3UhIe5hGnqtizVZzHudhpPnuunjdaTp2sZm71Fb3oL15qTl9qTn/WlrHamiPoLHzWlrFRS+kkeDamksD2e//l/r+Ng6nhn3/+QwfV85Em17jepgRrVYK1Os5aM9lMheaol+lv1UIOmaxNfT5QsdSeM1rNgoWT4Cmx+Qr6UjVrOCe5h+SX6mW7PfUIAeJnEiACQCQCkgPu3yH7dWYGASgC0Fe9yhCwsx5gq2d04XOsjSbdxbAk1r2HHTeYQ5iq5C43Zc7yeQtNaYLO3Mka1kg59Xlfkehu1VpHzuLX3Ne7irY6sp430LuIXpX0RNHms3/6e/xGjDRU/vKLf3HVUgo3usLyMCLaqNEcdcgOulgzVa6bSVGEc29K/HpPiWSoabWvaKyet1TNkpWLWqpmLdewH6bF1sU41OBjwc6mEJVuokAIgFQKJADs7F35pDflgPt3CuS+s4NK4Agv3S7iYNRO/hlrc51gr50X5tzJiL6XjZ+q5q23FQjaclfbc18MlM3Wpw6X0bb6S9GHDc96i5dasiD3je7il105W42MLqJXCSlme+2f9pnpTTHSUPn0t7/w1r8WbnSF7qpPsFZlOOtRHPVw5mqpnuYVcZ53cwm79+vAeNfGzbLxptQVPmepmgXPRS7XsFf4nHvcyLJg85u5KUDyUgjAcwB2UIDCE/YHS9V/NPu1VH11hVQqARIUiAAiXhh6oPLVV2HaCjwPQ56LdgvW615awnApe7mrZrm/ef32rWd36gWtzMVq3GxL2svJgc17bRv1hUt9mbO9RRt3W7dv1C2X0eeKsGwvvY3HHSgAQpEEQV9963n9D+818IC77AMTPPU+Mzsvf+RjpcMfOqufj7VQY3sa0131iQ56eAdDrJVhjr9lQ6LTSA1jd+bWzuLT9Se9C91lmxXUBT59qJI0VsOcK6UvFpAGOWFs12tiCSJ7HFn2gcUB9+8WgELuYiBFUBFAxC/mZ7zNTB0VviDaaLCctPmxTjc50U9LWCvd1S8Hu18+HHwx2Czo4C5U4+ea08Qzt3ee9gkaS5b7Muf7iiH3lSrGQgme56U/f7MWfsmXnTiHPvb2PtvfjRQBu0Ix/Ltk3AcfDH314X9ePvpXN60LMeaqLA8jmosezlab4GhEsjMtCLBuSnaZqOeJFwalgomXozdX+so3KxkzVdSnVZRxPmOhnD5fQGrHuZfH27x+D/WA+3fP/p13R15dZJZKURFAJWB3p5DF0j/6x0iDi0xn7aJgqy5K8MN88kJHmXT4hmT86cvHnWs9WYs1pLmGFGTuFph/sNhasdqTttRXvHG3eWugVlDHWS4nZPgZPq7Lkp0132fuCPpqdId/486uSIoAfm39n//tx8onPvXSvRRtpgK5J1tpEp2Mmc5mRcE2bUTvqdYsZHUEbC0Ip25v9Jc9q2JNlBHH6mjTfPpSBWMmn5QfYHqvlPS67/15HJgD7t8psm4qQoCKYe0tRDJy+7bJmc/8tOSZ7voZPkYNWM/bmcmTddlgdADMj70cG1jpL1rg02f5LOlkL9gcm+1uEHRwV3qLN+83P79Rs97IFVRTikLMutIxsnpaCPrfB1f24fV9Y9Dd2RXtCsUsNveD7x3SOnfUz/BalKkyy8OI6qwbb6ZKdDJOdbcoC7XvZYXM95aiG1NgZ1U0eXOzp2CjhjtajJtqYMzW0lcr6GOZGI67weZQi+w/Ds8Y7/kV7DflgPt3CpDK9oyBCAApKgEo8lKw6m+s4awsR3HTZ7vr1CS4DPBinpazwEgvujj6Yubu8t2a5frU2Urq9lADeDk1fadns4W90pn3bLBp83b1WhN7o5ZSH2dfkeC7vSN8ncV+ckdeG3fh3x4TG//zQ4cML50OMFaJNlNhexpTnHRijK+RnE1yvCxqIh0Hc5PX7jdJNufQrcWXwz2C9vS1at5YCX6+kbFYS1kuJd9lRGWEOINnUwfc9zb7xV0CUAmQgq8rYiMSFJWiYlFGcrjpha+S7DSpztfLYx26WaEPCsnSRy3ipScvFocET7o22gvnyymr/QVgZ3Zh/PHzBvpya+bWw5Zn92qWGmibdZQeonemj8X6xjPZmUT4B2RffvtLpKhYgsATkcjX+t09vH7zw0MWqhf8jZRjLdQ4XiYUJ50owyskZ5NiX8vWRI8ZPm938pbo2dLu+tzmYMtKA3OlOmWqgrzQSFviE+YLsW2Jvk0cApA+O5jM7G32jzuQAikAW1JkF4BdAHbEIgDA/ZYq/XNHwsyukZw0iyNtmkneA6mxm31lu4sPdzbGtqbuCW/WrVbSZpp5YHdmY315q5Yy38B9+ajl2YPamVrSRi3xPjuUbX99fmEJzqFlC1bZDaP3GvjT9fr0fXtHqHVd58MPfmp3/Yqf4bV4Kw2ejxnFSSfS4DLJ2aQm2LqfHPBioAKsjwtfrj1fnlq9xV/ikxcqePN8xnwDebkaO5MTVxHiMNZRC6Q7B0vVvc0+ckeAFIBNkWQXACEAL0S7KAAvZ4f15L8MNLxIcFDPDzWrSXJuofhPN6TuLDwQbU0Ll56Cwfb1GuYYnwp2Z16KXmzVkOdq2TtP2raGaieq8Ru1xOH0GJq5ytT0LNwhkVUEgNel3/frk/mDv1hEYunKquDkqdOf/eevHHWVffSvJFhrpviaU1pP/qcAACAASURBVJx0IvQvkZxNGsLs77HCwaMWsLMs3N7YWBhfGqhaqibMl3OXGzgL9cTlauxkZnSBj8WL4fti0fbBRuTeZv/OzPzdALE42c/TVP4YyVGX7XK9IdGlneA9W80QTfY8E0xvCHd3Vma2e0pWSgiCgTqAItvdleMV7JeDFbtPKyZbGDN19LkSSo6N1qOeFgCEW0C6DQCKAiACKLKXjRffFFi8SYhKhVIJCgAA4PHjx3/9r49O/fkDO40LfkaqiU4G3AC7ZCv1BOPLKZ5G/YGuT4u4uxsTQvTZ+tLI1lDXRlvmYiV2rJaxWE/frCY+K8N1JXnwSbHS9WeSfZy9fCMH3N9LgFhclc7TO/0F0VmP5axVG+fYTvAeL6E8e1i/JZjeEu68XJ2R3K0TVDOWuiuBWAgG20cqOes3i4VPqqZambO19PlSar6j7s36SgB2dmTcxQDsaePFNwXWXpUAIEKkkPuNGzd+/cGvFD7+nZOmUoCJeqKDPsPbItFCNcn0aqaf+c0I7xl+rmRrZke8tjY7tHmvZa05baESN9PIXW5kbvIpqyWYxliXvmwWuvVyH6qgvSkH3N9LgFQ692TQ8MLxBGtNlotOeYRtG97nUQ5mriN/e2l0R/hie20WjPdttmZONRWAjUUw/2iEnzHXmSN8UrXQzpnn0xfL6aVexk05KUDyQgiQbQCkX3cG24e+qjLuYhSB7Qzq6+u/d+jQ1S//4qp9MdRCM9FBn+xqlGB2lWClUhhidx8fsdlfC3bnXj6fXh25KejnL9VzF2tIK+1pa03sDT5tOjexItJpsrMOiMT78NvpTTng/l6CoigQv/S10vHUOsvy0M8JMGvCeN7lxQ1XsESzj6S7z7cFc2Dtydbtiv/H3ntHtZ1e+f8kk2SSnSSTZNMmM5OdySbZ6c0ejz0u424wvTdR1BBFAkkgAQIhiQ6iI3o3HUTvxRgwxeDeu43pxTSh+mn394ec2e9vf+s9Z7IGz/l98XkfHx0OOjx69NLVfe69z723m3I19y6AeuFBT9W9zgLN9abF/tzZ1vS5+tTWINfqhEhQL6OAKglAEdC3mX+BgxefJ+Tb0Qk4pu8AXFlZ+QMDA+PP/+Jltl/kbhbnYS2lW8Q4HUunmtSHMe4UJGK3h0AzuT57bfFy7+Lpqukm2Wx72lp//tOOjMXm1Ks5YdVhPupHN4DAt+Dj+jxt474pQoAAQErSo+33/j2DZZPHtGoN9xpNF944JdXePgfKJfXaNKgmVPfO3GrKWh5qBN3yzHjX7Y7CjQt1K/2FC61pM/XJfVGeBaE8WJ8nAFHimB53DECx+YWy+sFMKIAGRTACB4Dc3Nyf/OjHFl/+lXHyawnFLNHTNoFqmuhmmOdj0xHFnGouhenLsH5n5d7g0nDjQlvRdJNsvjtb0Zez1JY+3ZDSlxTYkiyCjacEgW1s4/6i9ZJxVwEgoLt5/oz9gQ/iaaZZXpb1ofSzycHX8yJXh9tgZUq1PoNqZ3Tzlx51FS605IBySfHg0r2eiuWhqrUzhUtt6ZPy+LE0/2yONyxPASAaFCGwb3Hf9EJZHeBqDNHjrvfdY2NjX//FL213/51+fGc42SzZyyaBcjKdblrFdxlI8l8eaYP5q9rpsYVLLSt9lYuNufPNmUv9hetdssXWtMfy1MYo7vm6U4ArEUBXN//b6Xnaxn1TtAagAR2inGXaHgmyOZDLtK3iuZ+R8q9lhk01l8DsXdX6jEI9A6oHT0drZqsT1uYmiJUnk2cb5ntLN/qKnrbLJmpir+YLsph0mJ8A0GowLRAAOCCAKWDTJ+8hQOituz4yg2EYl8v91S9fdz7wEeXIp2IXowQPS6nriRxvi1aJx4XMUPXtYXzu8tPb3fPD1YrukpW6rKW2nOWhsvW2lKWWtEfy9CoJe/7KCBBqDegUm9+f/nnaxn1TtKKfbw4bEb7OPic+L2Q7lnFIvbH+19NC71akYxPXlIqZp6ppwKd119rmK6InH94GzdOZc+3TnUUbfUUr7RmPqqJvlYiyvGkw+xhAq0O1+ui0lkC2wJnRDzxDn3U6ArVaTaFQfv4vr7kd/sz90MdCp+OxFOM40rECX5vuGOb1Agk6cRGZvjB7qXmuv1TZWbhal7HSnrcyWrXWlvi0Nf1hXWaZmI3OPQLQqkGn2HZmXrRedmQGUAAUUW9cGOw/9PFfswM8ijhOZ2KYl1M4N0qiZ4YbdXN3tU8n8OUJmLv3uK9upb0cFPcR5aPpror19uzlszlXa+IeFskymBYPRro2lFqtvn8TIIhOhWzBURtwFGADxfWTeRaXZo0O737ntz+x2fMZ+dDOKDeTBNcT6bSTVUHkjnj/B02FyNNry9d7F0/XKDrKFW3Fi625c2fyn16qetqYsNAsO50mas6UgkoBBK6fhv2ysNjGfVNEAEIQGBD4oxvXzPfuTPAhFfg5NArcLyT6Xs6XPO6tUk1e1yw8QBYfwty92ZGOheZC7OlNXD01P9iw3Jq52J95o1b6sCitOMD+arcc1WOnLybANFsQtyYAxwDUBOhxn5ud3PXxX99765cO+3fSjn4V6WqcTD6Z7WVeG0LrTQ6a6a7Uzl1cuNg231Ox3lm+1lK41Ja3OFi0dL78aV38fFN6qzRwvKECdGp9x4EtyBs8T9u4b4oAcAxDAPC1+Rl30+PBDkaFfs4VbLvReNZYZsjNppz1e+e0c7c10zdh9u76jZEpeZbq8TnQzq5d7p1rz57vkd2vS7hfnFQvdjtdmqZPLekQDHAtTui2wDoSgH9b5qlBsScTD978zc92/v0N54Nf0Y/tjnA5mU43K+E6NIg8BzPCFKOt6keDs0PVc12n1jpKnzbnL3UWLA+VLYyWLdXEz9anV0p8F2+MAYYAgBbDdS8Pi23cN0UEgD5+p1tf5ZKdKIe/LAlwK+c4no1hDaXyL1cmLV/tQaYvqyYuE9O3sYkbj+WpK5e7QT2nfnxxsqdwri1lsi7x3ilpXxxDnhgMBIoAIBiKIyoC8C2wjgA4AaDF9YlV4ta1y6/9wODgZ/+uxz2cZJTtbV0Z5NoSwRzLj8Ku9imvt071Fs205690Fi+05Cz3FK+NVs8MFC3XSh9XJhUJPGFjAQgUIUCNbMVsqedpG/dNEQagwwkAAJ0uVRRitfP9Aq5bGde5N9LnbApvvCRqaawemzinvD+KPrkBs/enmlNnB+phdRpdeTg5VDXfnDJXI713KmY0xatYyAD1OgZAEASiUxIAyi36diLUCK6/cd7R3PCagcHxXe/b79tBOfxlOMmowM+hNpTSEcO+UppAXO9XjFZOtWfNtmUtduTOtuas9pcpxmqneovW5clXskVFYT6AbxCAajDQIAAvD4tt3DdFOgAtpu/GAR1V5caf/jXNy76AZdcmYpxN4Y3li+b6S5D7fes3+zfuXkCm7q/0ZT9pLcGmHuDIwty1jsWm9KWKmDulEVdlngVBrrP3bxIABIGhiBoDWNv87QMCR1Fcq8MxAAAQhwT94ac/OLn7I+vdn7of3BHlZlLGd6sX0XsTeHdqZeiV06unc+faZLOt6bNtGbMdOYrhqo1R+URHnqImtTeSVZMYArChAXQDBwQH2C4Re9F6ybjr3QD97NVb54YNP3o3mmSS42VdG0geTA4YzQl60i7TXG95eql99vLAyr3rugulD+TZG3euEqBYfjy81pK1VBJ5+5T4VpZPWYjb+dOtAIBhCI5pUYD1zd8+wFD4R0m6ToMc3L3rr7/7pdnXn1p8+ZH7wR0JHtbyMEZTuOdgWsiT1gL1+c619tSlttTZ1tTJ1rT5nnzluVrFSN1Ea956RXKlr1NPcTKAUgnYBgEYAKF9aVhs474p0unrq3AgMJi+dfPo+++E2h7N9bYp55AGkvxHM/kPm5JUl+rmxpoen+ueuToON2vvV8iWr1zAQLk+d2GjJXuxQHSzNOxeLrMmjNxdXQIEIDqNHvctiFsDgujD/CgGq8tr//razz56+/cW+z433/kh+dDOVB+H5khWS6T3aJZ4tuuUcqx9tSVprT11oS3lSUvqQl+h8nzd+rD8cUvuamlCLtl0RJ6H4msbgCsAMABU9dKw2MZ9UwQ4AAE6AlCA+bkpJ6NDrvs/yfB2LOI6N0WyhrPED+QZa33lyz3FC+15630lqgfnllozlrsLQLOqUSvnzrbcLgq7Uya8khd6Nsm3K5ELimkUYB30Pbc2fcwBpgMCQAegA3x4pP9Pv3rVcvcOkw//bvrl+077P80JIHfEcdojfcYzwxRnatb65QtNmYruoqW2nJnmjPX+U6qRmrnugrvy5MXKeLHVkfvnxoEAHENQdB0FZAvOHs/TNu6bIn13MX0N7fraUy8HC9udf0tj2OX52stFnv1pIbcrUxY7i2ZbcyYbZAvtOcq7IytdufNt2cTyFKreWL7Qc+eU+GaJ4Fq+eEwW0BnP1j65rj+kqgAAtJu9fgwFAgAF0OC61NS4P/zLD813fWr1+QfmO9+nHN5RLKB3JwR0xzCv5EeqzspX+moW2vPWTp9a7Mifbs5aP1OmHK6c68y9K098XCgOsz4yee06EIDjKEGoUUC2S8ReuF427higmD4VDxiqkfh7G773RjLNOtPLqjyI3J3Au1IcN1Gf8bA25W6F9FFt0vrN/o3BssmmdOXDi6B8qrk1eq8y9noh/3px1PV8YXecz/RYJ4GjGgAFgsEWFBFgQADocIIAxMHa9N3fvGa+61PrLz+22vWhz8m9teG+/amBfVL2vcoE1XD9Ym/50unytcGa+e7i6bac1f4yxdnyufbsB7WJl5K4YfaGK5PT+sIbAK2O0Cpg0+/aPk/buG+K9F6vDkADAIAWpcbuf+dX8WTzdA/zYn9SWwz7Qn7UnYrEm6Wx14oib5REPj3fqR5veNSQujzeDkuP8Ykrj5szbubxrhVG3z0VMZDAutlcCBqVDmBVo4PNLxHTovqaBQBMt+eT9/Z9+O8Wuz8x/uxvDrs+CrY52hHPG5GFDKUGTDalbwzXznaXrIw3r55vme+vnOwsWhkoUwyUzjSnP6yK6xSRo8jWyNo6BoAg+v90qm3r/qL1snEHQAjQAmzgGAFod13Z3ndeFzudSKOb5fs5tET5judGXC+JvVIYcTlfcjlfNDNYr73e9aQ1a763BB6MEVPX5vvK7xbyL+VH3T8VdSnd/8KpeFhbwADW1QhsfkWhjgAMAHBs5v7dT97+vdWBL82/+vDox/9G+fozqbvFYFro+WzhpRzBYlfecn/pVFfxxp2zilv9c6ONU31lK4OVq33F0w3Jj8pjytmWqRwa6FAUQKtDAUcwAt0uInjhevlZVQRAA7COoxigV0Z6D/39d1zTr1NppjlM26YI5lhO+JXCqEv5kkt54vPZIQ/aS9E7gwunixdb0xQjdbrHl9Yvtk2WCi7mRt0tkDwoEJzLESHTd4EAtY7YikAqAAZA6NS1+Tkfv/Ebh4O7jHb87cQX77KP7inyI1/MibiWL75XHqUYKJntyZs9c0o3f0M5eWHhcufM2ZqV4erl3sKpmoRHpRFJboeKowMBBy0AigGB6GC7RGwT9LKzqvgzT2YdcAzQiTsXjT79M/XAh8kU4wxPywaJ97lsycW88PM5YRdzRWOZwTfl2doHI+vnalYapdNNsrW7o8i9s4vVkvN5MTdzhAuVkefSA1avjwL+LM252evXAOgIBFCdvztp/7tv2+z57Phnf7HY/5HY4nhzGPt2sfReadR8U5ruXOVkR9bTc1WEekq7dGfp1sDsucbVYfnTrvzJypjHxaJQy8/rs+IIHFT6Hh4aNQBsQUXn//C6tnHfhG1FMR2ACkAJgAK68OSW+Zd/td/5TqK7URrdrE7kOZIpGs8WjWcLL+SEjcoCL1ekaR+e01xpWmuIuV8WtXh9ACYvrtZHX8yXXs8UrNfFj6ZwZsd6QPOsh95mr18FuI5AAEPsDh0w/ewjq10fHv30z46Gu+IdTPviQh6Vpz6uiFvvySEuyh+1ZSgu1QO+iCgeP703NDvevDpa97Qr/0lF9OPCMI7hB+3FaRgOKhwwAEStAQI02EvDYhv3TRFC4PoopBrBAfDV6UcW+z43/vTdCJpFkpddsb/7YHLopazw4WTeWLZgJEfwpCISudCsuzGwMFA1UZ/4tDMVZoaXzrfeqJIOpfvfKxLdKxJNNWWDdhEIZCs6EWAAOKw+vG+x632LHe+a73z3+OfvuJocqGXZjGbyH7YkznVl4COVyr6K262Fc7f7QbOmnH+w8mBk6Vrr3FDZTGfWo6qEq1kij0Oft5bJ1MS6CkCt77imA2zbur9ovWTcUSBQAB0BCAEAuObpLMXsiNHH/yYmmyYwbAo5rv2JgouZkqGkgGEZfzCDfzU3RDFcj94bWxlvnWqTzbWlwb3Tyjtnb1YnDMsCbueH3i8W361MgpnbQCCaLXDGCAAUzjTW7fvrHy13/tXokzeNvvgLw/JIdyj1cmHYRHvKbKdMO3BquaPoVkvB8sMR0K2p5+8rHp5bud4+d7ZkokV2qzhyKJ7LOPj5QGOxDhQbgGIAgAKmA922dX/R+l7grkJwDAAIDJQrvk7mJz95R+B8Io5mmcty6o4JOC8TDSZwB1K4p1M4I+n8mTM12OOrq5d6ZruLHjenrp5vgqf3HzbJzucKrmcHPSiRXMqPWLo8AKhmC3AnCAAUpOKwj9/4lc3XHx774A2bPe8FuZqfjWJeLRZPdqYt9mZrB04ttRXc6yjRzl+Ftdn1iSsrd/pXrrbM9BXclyddzBK2h3p4HfikqyKLAOU6ocEAdEp025nZDL183BEANUpgAAA4urboZnzQfMffuNbfRLmbyhg2rRLfc6mhA1LOmSR2T5LfucyQJ73V2gdXVi6dme+veNwqm+grB+3c6tmKm2WRVzP594vF5zKFE0PtgGm3AHetjgAC+Ezv9/7wK5t9n5348G36sV1JLNLFZP6t8qi501lrg4XagVMLLXn3O0+hSzfg6WPF/bGN22dUN9rmzxQ9bky7XhDRLWEFHN2VKvAG2FCBFgPAUQBiOzLz4vXycVdjGAKAAgDgk7evHvzoXacDn7HMvo5wNU6hWtQJGCPJggEp53SCb3ei71i24GFHmeLm6OqVPsVY3WxX7p3WXHh6D663TzQkX83k38gJHkoLnhrt2hpnRovoACCE7/+n11878ul7Jp/8O9/y0KlgxoPCqEd1iYv9uSv9+Yqe/JmGrIfdZbB6R/fo4tKFztWLzSvjNY9aUm9XxF7MErWGeCbYG1GP71JtTKOA6BAMCCC2L+9tgl52IBJAiSAoPPPdW6tLP/j9awzj/b7me6PJZklksyoeZSgxqD+e3RPP7Ij3GUlm36/PWhzr3LjcpTtfs3o6905D6sq103CjY6o57Xp20GgCsy/Bf/nqWSC2osSKAAQAz8nOfP3VH7//h3+12vmBxP5EfZj3o+KY+zXxU13p0+1piy2yhZa8pXPNgM2orp2ZOVuzMiZfHS27Uxt/pUA8liZsCqKX+7jY7vz3G5f6MNCqtRogQIuhW9AF7Xnaxn1ThAGoUFRf8o4iWjHP78M//Nzf3ohndzjR0zaFalHOdRuI5/XF+rZHMVqiGcMxlHvV0qnusrWhWkVfzkpH0kRzyvRg5dpQ5aO6xFt5IZ1Cl2YxQ3lnHAhkC5Lw+mrOK1euvPG73771i39x3Pt5lP2J9nDm3bzwu1Wxk51pU22piy2yte5T65c6QTe5cbFzcbAaudoC15qm2mR3K+JuFcX3RQXUs8leR3cWZccSoMVxFHACBWIFf2njkbdx3xRhAFqC0OOuWF91tTbd9Zc/BLuYh5AM032d0z2syziuZ2L9e6OZLeG0hnDqcCTpfkX0g8asmfbsmdqopfrw+fbUuf7Sidas2xXRt/ND67hW1YGu6nsXtsaZ0SEKAlAC4JOPPn7rl79wPbg7yu746Sjfh0XREw3Jy2cLlk7nLLdnrXQWzwzK15+MP2wtvFOfsTZcrjlf9VAuvV4ccS0vuiecU8t0kTgZ8ZjOKu0qAK5RqTHAVwnNy8JiG/dNkRJgFUUxwAG09y4OffHW6+7HdgY7GSZ5mGaz7fO5Tg3hPhcKY0ZzwrvjA86mCx/UpU+25DyoSX5UmzJVlzrblLbWlTfflDbTnHGvLPZcSmA5x7k8jAXr84hOtQW4ozoEAICAwwe+eesXP3U9tCPa4eDpaMaVnJAH5TFzjWkLzbLFloynbVkLzbIpedKd4qhbhRF3iqPulkQ/LI+flqfeLAhvD6MWBtFT6SbBpl+sXR8AAtUArOhwdLuL2IvWy+8RqcBwBFDANX2NlTv//GsPoz0CR8NYN6NMln1pMHUoN3J9qEE10vyoPvdWRRp+sR290DzbmnenQnq1UHKjSDwlT3pSk3C/Snq9QDKU4F/Csi8KYsDy9NbgjiEoAGi1yIHdu3f85U2e7fFsb6v+OO/xDP7NYsmj6viJ2oQn8sSp+uQn8sQHlbHX8sMvZYddyRVfzZNcL4i4cyr2Sq64K8Irn0/N8bEWW+2+3V0FmE6fZkY2v6LzedrGfVOkAlABIJgOUa2mR4V+/ZffsywOChwNkzwtc/xJRXz3xmj25VOJl0oSWiLZpQHu4/mRN8oSLxZGXswLv5ATdikv7GFV3P2KmFul0beKIy/IQqp5bgV8OrH4ZGucGf0/nUp9ZM9Xdof3pLLdGiReg4m+Q0nci1khNwrDbxVH3i6Julsac+dU9K3iyKt5knGZYFwmGEsPHkzgDkg5p2NYjQL3HH/3Yq5TrNPBzrw4nXJdqR/Yhm369ZTnaRv3zdpWHQCKI9r1Jbab/YmP3uXbnQh1MIylmWX4Ocl8HTOYDiV8alkgLdvHIY1uVcB2bIny7UnkjWQJx7LCxrNCb56Kul4guZATer1AcilTWBdMzea4q57cAUC3wroDAIB6fcXo6x1+tob5gbSWKFaLmNoWzuiOYfYncs+m8M6m8IZS+XoNpwb3xXP7EwLOSP1bRAx5kHttoFs5xzGH7VrCcUohn6iI4YFGtYGBFkCLbPvuL1gvH3d9xB1Zf+pseMhmzychTsZCB8Nwl5MJDJsEhk2Ch3W2n0tRADXXzzXb2ymX5VAj9KwJpdcK6dUCd7mA3BvvdzreryfWpz/e93QUs4JLSmLYLd2+BICuYZseyFPqgCBgY2HO6sCOQIfj6Sy7KgGl0M+23N+hiu9cF+LeJKI1iWiNYdQmEa1F4tEYxpALqC0S7/ZIVl0IrYrvVsV3K+M6Z7NIhUzbDOrJErEfYKgSBR0Aim56w+7/4X3Zxv3FSwuAPMunPrU99LXbkd0h9kYiByOpp2001ULsbBTpZprq7ZjFckmkWEnsjidRLfK5pDxfxzyWXY6PdaGfbbOY0RrO6Izy7JDQ24S0ap5bsqf9ws0LAOgWBCJ1AACgmp/0NDskIRllsWxrQmkl/s5VwW41IeQGsUdrlE9rlE9TuGdTuGdbNFMe6lEjoDWKvZvDmTUCWnUwtYLvns+0y/Z2ymFYZJCNCoK9AEU1KKAABL7tu79gvfzGG1oMgMC1yws2B/dQj+3lWx0VO56MplsJSUahjsdjqZaZfq45XLLM2ymRap3ubVcaRC8T0GqEnrVCjwaRZ18yrzfRv0/q2xfL7I/164hgJXrY3h/t2xpnRgsAAE8f3uI7noh1Myrhkdpj2U2RrJYIZmskqyuO258S3J8S3CMN6JEGnEkO6ojhtEX5tUezm8OZ8lCPBpFXjYCWxbCUedjl0M3TXI+nslxgY0NfJQrEdprpBevl467SYUDgyoUZ20NfU4/t9Tc9GO5sEuJkJHA0jCJbytjuuTx6NoeS40fO41ALAihVIp9yAaMqxKNG6NEU4TMkEw5nhp5J8BtK4l6QhZyR8iRORoP15Rq1Ygtw1wDodOid8QGu9TcS+wMl/o6d8dy2WE5juHdThE9HHOdMavCZ1OAuqX9HHKc3id8Z798Rx22P5TRFMBsk3l3SgNZov0K2YxrVOo9hmex8JIZitT4zg+kvSW1b9xet74EzgwLgCL70xGznfzBO7guwN/K3PRnpbiF2No6hWOT6U8pCvAp55HwuqZjvXsp3qw6l14k8G8VendGswRTeuQzBqCzwUrJwXCY4XxAynh14ytu6KtgP1pe3oF4cQXEg0LayXNqJL+NppnIxo0PKbYvltMX6dEv9zqQEDKcHncsQjKUHj6YGjiTxBpL8+xO5fVJ2n5R9Ot6vK9qnWUSrD3EvYbtle9nGuhoG2x1WTVwGQqlAtdt9Zl64Xj7uBADoNOrJuyaf/YVpsp9naxjiYhXlbhHuYhpPty4IpFWGeZ8KpBXx3MoCKVUhtHqJd3MkqzWS1RvPGU4POp8tPJ8dci1dcj4jZDxfcD4nqNafVOhHh+WFLeigq8e9uSTLw+irBA/zaiGtNdavI96/PY6px31EFjyWGTIuE5xLCxpN5g8mB+iJ70/knkng9Mb5dkR6NYtop7iuWZ42MoYV3/LAxfYKwJVqZLsTwYvXy47M6EPXiOrucPfJT97hWB4OtDeMojtEk82j3M1SfRzKQrzqwv2qwjwrgmlVIbSGcJ/WGHZHHLcrjtufxBvLCr2cL7mYK7yREXEpO2wsL/hCbnCXxDud5oQtzCCbv30oRgCB1uWneRrvSfG2Lg10rQ/36krg6a17fypvNEMwnhV6ITN0XCYYSw0aSuXrQ5P66ORgcsDpeL/uGGZZgHuut00hxynQcl+2kKlemCAITP3ysNjGfVOk0+OOqavSosy/+EuQ/fEQJ+MYD/tYsoWUbpXDdq0Vs5piOA3hPvIwRp2I0Rzl2xHv353A65EGDCTzx7JCL+WJL+YKr8vCr+ZJxvKCx7MDhxP5ye52yNzUFlh3Pe4VGVIvk6/TWXYFHIfKEEqnNKA1xrsr3ldv3cezQi9mCc9nhIynBY+kBw2nBQ6nBY6kB43KgkdlsBA7JQAAIABJREFUwUOp/IEk/8pAcgnHucSfFO54zM/q8J3hPiBQdPt6x4vWyy8Rw1EMMDXH0ZS0/8MwZ0OJi2kExTKRZpXmZVvMo9RH+rbFclqifBvFXo1ir5Zov05pQHcCrzve/0xiwGiG4Hy2cCwz+FKy8Fp++GhO4IjM/1xKcCrFQfnk4Rb47ihGAKYrSor0MPpK5mufzbQuDnBuifZrimS0x/j0JnKG04PGMkMuZIaezwg5ny4YlT0jflQWPJYZMpYZMioLHk4LlId5VAdT8n3tUjws6Ed3NGSnAIZsN7x+4foe4K7TKmceWe3+0Ntol4RkFOVuFulukcKwzmY5lQlojRHMthh2aySrOcKrReLZEu3XEe/fJQ3ojOX0xnPOpvJHZcHDabxxafCl7LBBGbc/iTWUwEujOk5dubBFuONITmwY+egXMl/7DC+LHJZNdSi9TkxtjmB0xfsOpvBGZcH6qoGx1KBvcR/RH2EzQ/Q/aY1m1ovo+SzrfD8HruneOCZNMzMD6EvDYhv3TRGGA2C6bnmp2c6/8WwOiZxORLmbJjBs072s87mkqhCPpghmaySrJdK7ReLZIvH4FveOGHZPHHsgOWAolT+YzB2XBo+mBnZJvXrjvXoimMnuduc7W7cAdwwHIFBZRDDpm4/TWXbpDDOZp3khx6k61K1eRG2L9u5L4Ayl8s+lBY2mBo4m6z+cgXrHXe/PjKQHDaXye5MC6sIop/wdiziO0SQTtvnx24MDoHtpWGzjvinSRzYSQvzt938idDohdDgW4Wqc7kvK8LEt9netDqU3hns3h/u0hnu1SDxaxPTWGHanNOC/4D6QxDmfIBiQcpojKd2xjNZQeryzZVfFqS3DPU0S6LD3/TSmbTrDLJVuku1jUxFMkgvJLZGevfF+g8kBIyn8kRT+SBJPD/dgcsBgcsBQKn84LVB/eB2UCWpD3eUCt0Jf+zSGHfXQ7v6KSlBvekvX52kb9/+VAAMgQIvhWgANwAYOWhwIAkCtBI3Szey46/GvIzzswpyPJXmYZvhYZXOdi/juFUJGrcSnIZzVKGE1SlhN4b7tsZz2WE5rtJ9ebTHsjjhuZ7x/czynO5HdGOJcH+jQFePrZ7Rv9tIlQDZ9+1QEqkNUp5vrj330N7GrVQzFPIZimOJjlsd2KQ2iN0b4dkoDepP4vQm83nhOTxy7K57dFc/uSeD2Jvr3JvqfTgrQa1jK65J4d4h9Clh22b52QvuDMTQzWLurxtVaABXACq7vWAYqlQqITU8/EQBPBLysVw1mivOIZ7kRfAvSdputrcIdxVEdop/JqCAIHQAGoFJigGr7GmpsDn1NNf4m0MlQRDoupZ5M97LI5joX8tzKQujVIi+5yFsu9KoL864X+bRE+TZHspoimE0RzOZIVkuUr574phi/thhWg8C5NsCuNoQWZGO4fOf2FuCuBJQA/O6lcfuDuwNsTiR52cXTjWNohtksp2IepU7s0x7H7ZL6d8Vxu2J8O6NZ+hKatmhmewyrI9b3W52OYLUJPZrDPAtYdvl+DhEux/lW+84WxxOAYICvIagGnuEOAMTmV0pu4/6/EiAEqsMwACWBb+AYCqDT4oCDZvYxw8bU6sAOtp2Rv81hievJGPLJNG/LLI5Tvr9LSRClTECrFNCrgunVAo+aEEaDxLte7FUn8pSHMerFXo3hPnriG6L8GiWMuiDHcrZltrdVvCdJNze3BUc9DQABuGZlgeNk47z3k0RveynDXEQ6mO5pm8d2qQ5lNEWy2mL82qJ82yN92iK860V0vRrEHg1ij0YJQ68OiVdTCLVB6FHk51DAdkz1tPI33R1s+83Mo1sAiEKt0ldKq/QDyrat+z+rLcMd9APh1UDoAFQatU6lBAyvSIs78N7bdNNDQSSzIMcTkWTTGKpxGtM2w88hl+NcyHMr5ruf4rmXBriX8ymVQbRaoUdNKL1KQK0SUGtC6XUiz6YIZkuUb0M4qy6EVstzLPExj7Q/WBweCGo1sSW4YwCAIymhvKN/fzOSbBZNNQ0jHUqmWWYxHcuDqHVir+ZIZnO4T7OY0STyqA2l1IZSakLIetWGUuRCqlxI7YxkygVkeSi9PNCtgO2Yx3GOdjFiHf0sLZwHqmUg0OWVNf2NXoxAt6Bv/Tbu/ysBDgSAQqvVAegIRKdVAo5M3bxBOvyl1e4Pg13MubZHJO6mkWTTWJpZso9thp9DDtspj0vK55IKOaRijktpgHtFILU6hFYZTKkIIpcHulcGU2pC6Q0S7+ZIVoPYtzaIWstzLvSxCDT9qrtIBhiKbX6aRgWgQlHA0YH6qhMfvhPqfFJCPilyO55ANpN52Z3iudeGMRrDvRvFXk0ij8YwulxI1eNeLXCvFrh/S3xrlE+1wF0e5lEv9izmOuf5Omb7OETYHbH7+qORxnLA1ASi21CqMf2XiU652a9rG/f/lfR9gtQYhgIolKsAWsDUUQGsEx/8yd/uaJibqdfJXRJ30wh3kyiKWTzDWuZrn+XrkO3nmMt2yvdzKmKTynjkyiCa3rSXB7qX8d3KA92rQ2h1Is/GcJ9GEbshxEPOdy3yseYafXm1px4IXL35aZoNgA0UBxzfePLQ6ZtdoSTTSJq5iGwkdTf9P3FvknjrrXuD2KMujPYt8TUhZLmQWhdGk4vp5cGucjGjJYpVxnfL8bbL8XZIpVh4Hf7c1+zQ5Z5mwBAgQI3oMMB1xKZf6tvG/X+3fQSotPpmv7gOUQKhHu6oN9z5ocu+94Psj/JsDvmZ7RW6GIrcTkpcT8Z5WOlxz/J1yPZ1yPN1LOa4VARSa0IY8jBGdQitIohcynMt47tVCajyMEaDxLtFxGkPYzUEupewbDnGu6YuDwEBW1BitQagAwACB0RLOXEgyNk01ss21PV4Atksw9u+lE/WOzMtEczWcK8WiWdTuGeD2EMupP4X3KtE1AohuSqUWhNGrxJQSzguuV4OWTTrZHcTpx1/DXWzn7xxFQhcqVahgKHbzsw/q62Ku+Og1gEKsKFTASBrC495NKfDH70bYLnf89jnrJO7RCRDodPxMFejUNIJqbd9Ossuk2X/f+JeGUSTC73qxV61Qo/KYEoZ362M71YZTNHj3ir275KwGwOpp9j2AWZ7n967BABbMLluXT9lUqUGVOt06Guu7Qkp00FAOppIMc/0cSgLpNRLvFuiWK2RrLYI77YI7+fhXh1Or5HQSwJdi/ydaoUe8lDPYhYpl2GXQTaJIRmbfPLXcDZzbWmeAFwHqHbzJwpu4/7dhP3DkSAACICnACoAgiAAUwOyWhEvOvDOH+knvmEb7/U+9iXf8lCkm7mEZCIhmcRQrGIoVkUCRh6fms11yfd3Kw4kF/Ndy4LcakUenRGcjnB2Fc+90Ne+Isi9WkipFlOa43xOi30bw+iVoaSyQKdgw69m+rsB2yLctQQBBAqIkm50QOhqEkU3C6eeSKSZ5XKca8SerbF+bTF+LVE+rVFe7TE+XRJ2p9ivWehTG0SvCqLJQz3lQq+aEIZcSK0RUMv4rqcCXMqDqFVC71PB9Bw2KZllk+xjG0Mxd9r1d66d4ZPLAwCrAGsIgAYlCAAAHCNQJaJVAfFP4KjEASUAVxOgwQHDAdNhmnUANQbax0EhqQY/UFRUqQCdB1Q/P/ZZXx0AFMcweDYhdAtK8b7vuH8rPe5KgBUVCgQOqDI3POjgX99w3r/D9eBuv5Nf8y0PxVCs4um2AttjgVaHI93Mk7wc032ds/3ds7kuuRyXggDXAn/nU3yXOolnRySnPYJdGUgtZDtWBpPrJB714YzmOJ8zkdwWiWeNyK0qhCQy33uxogTQrcBdqb9lh6PI3BO3I7vDXExiGBZRHieT6OY5bKdKIaM+ktkUxWyK8GqN8mmP8ekQ+TaFetcHM+TBHtXB9MogWkUgtSyQUhnoXh1MqQgiF/uTCvxdinmUQh41l+OW5usgpVsk0a0lTsYsk/0Cqm1fUwnAsn5XdTodhiEE4CiABuCfuA6y+o/gklqpQ5RaTKvT6TQIoCigj8Kj0n/6+kRuPoojGACoAJZQAsMBAEXRb3FXIlo19tKyv9873J9hgQKGEYBrixIjvvnbH612vk8z3E83PMizPBTuapbs4xxDtfY3/4ZrdkBMMon3sEtjOeXyKDn+rhlMhwymnczbKs/PriqU2hLJbQpnl/HI+b725UHkhgjvpijvlhjmYExgSwSzLpxSLyInOB6tCRcAim7B9I5ngUgMeTA66LTvC5GraYKXdRzDREq3SGc5FPHdK4V0uchTLmY0SBhNEV4tYcy6II8qHqUykFrBpxRzXArYzgVs5yKOYxnfrZTvlu/nlMV0zOW45AaQcwPIaUz7ZA+bBFfzXKZbAsWOeuhLgbtld2U2qt4AAgUC0+i0eux0/1TH4A0AJYCCINQooc99awCeAoAOuccNyX7tt3PFZSiO6AAIFQI4EBiOYZhGo9GhCPZsfjL6f7V11xse4h+jkTBcX1gCmGJNFhFy+MO3aSe+ivCw87M+QTM6ICQZR9Gso+k2AkdDP7P9XMuDAkfDUOeTaSwnmR8pkWEV526S7GEh87Yq4DjUijzqI7gVIZ7ZLCcZw6qI61wn9mqJYrVEsfqjg5ok3nXhlKZwWq6HRSLZARRrW/A2aPS3sRBdb1kxae8XEW7miV7WcXTjKHfTBA/LDD+nQp5baTC5IphSISBXCMjNImZ9iGcFn1Lo65TjbZflbZvhY5vJtMvztS9gO+ayHNI9bVM97WS+zhm+Lik+jlK6VYaPc5KrRZGv+ykuTWxzwuvYl45fv9dclqdanAYCRbFn40/0iervun5Uh6gxRKt3SDDY0GIrALMAgMCCf0T5j367UVm7gCsegVIJqBb0r/Y/nRkd4Nu4/79wRzECQXHV7JSISf/yT6+TD3+WH+IZz3JmmB7wtj4W7GQoJpuHuhj7mu/3NPqKZbbP3+ZwoMPxRE/bcJeTQVb7RXaHUxiWhQGkWpFHZ4J/mYgl8yPFkM3i3E2yfeyqBNTmcGZzuE+XJKBW6FEtdm+KoFT7O4ssjyof34PN77Goenb5UFcQJSEf/CqGYpXgYRlDNRI7G0W6mcTTrdJZDrkc53yuUy7bIYdlUyf0ag73rQ1hZHnaSF2NEqmmMm+bdG+bArZzho9tAtksimQYQzaLo1mFu5gGWh1mmewJsj4U62JawqakupgHG+6JdDQUOR53ObJrtK0WEA0BoCFAiYEWw4nv3rkAtDggKAE4oAisqgABHcAkqDcAmQgSZRn8UFFSrALlMqgBV27cvLk4v6DHHQcCIXAECB3g27j/J+4IiusQTMxw3/Wn1x13/0eEq3Ey0y7O2450+HOS0ddM0718+2MBtke8Tu6mHv2CdmyHr/n+UBfjVKZjsM0hjvGuKJJhlq9DSaBbncSzPZ6THUgTu5kEWR+MdDXO8LYvDXCvE3o1i7ybQ9nlQdTKMPcmsXuzgBxhdeThYBdsfgRDTQCOA2i1kT4Mb8Nv4qk2cVSzGIqhiGQkdjkZ4WocR7NM8baV+dimeVol0UyK2aRGCas5wi+HaR/lfCzWzSjd2ybDzyGf4yrzsot2MRbaHxU5GYqcTnJM97vv+8Th8Me2u//Oszgg87ATme0XnNxVynNtj+O67XvvbHU+oBoCYAMDNQ4Ygf8T2VbQAGA4jmkfjp27VlIOw+dBuQrY6iKo78eKs155BSqKQLsId6/OZ2Y3m9hfu3JVoVAAAEbg20fV/x53rQ7d96dfcUy/SfVxSPawCHU4yLU+QDXdfeyLd2knvmSc3E05tsPt8Ge0E1/SDXcxzfeHupmm+zrzLQ8IbL7JYZOKA8n5XKfSQNeaMHqCn4ufxQGm8e4YinmuH6mE614bRG8M8aoX+J3iuZeHutaFOneKaKmupmdKs4HY9OwjAoAhOKjVXDtrf7PjUpptnLtJAs04kmoldjMLczYMdzkZRzVLZFgl0c2lFBMpybAqmN4p5ZeH0BOpprFuRqk+NrkBLrkclwymg5RuFeVqGulmLnEx9bc6Qjuy09l8j92hj/xtDoaTjEQW+9JoprVCelOUd5qnxZXGEkC1BIASAy0AhmFAfOcjI6ZBdYAToL3aUBf3xW7pH94Zc3FZyUzQXLuwEsJvffN366H+G6kpo4aWsld/VfHhZ/OzcxiGAQCCofq5WhocVSIvrZfl9w53HYJptAjH+IC/yd5KIaMk0E1COsy12Wd/6CNX072exntcD31qseNd+6/fY5rv59gc9rM6GORsFE+38jv5lcT5eLWYWS32zuM4lvBIVaHUaB8HuuEuzxM7Exi2xTzaKX9yFY9SH8yoC/YtCXArD3WtCXboEdHzPGzkSRGArG729qEAqA4DlYphbMi3NEqk2sa6GSczzKTejhEUS6HTiVDH45FuJlK6RRLdPJFmFmq6p4jr0pMU3BTDyWTZx1KMU31sCoPImSznbD+XDD9SsrdDopdjgqdTBMU62N7Y0niH48kvQ6mmYY7HQyz35jJtmqK8h3NCS3nO5yploFwlCFAToAXQaDSAfefxB0qAh5oVLWhhY1kVIa17/e1sA4Pc137c9anhnQ92NP7AoOrN3xa89rtTBq+U/OTn0NPwre+u1mq+HRL6f7F1BwLB0GdhMhT59jHH+qsEiklvXFBDZEC4l63p1++7H98TbGXs62hosed9i13/4XpoB8v0YLirVZKnS36At7/NbpHj4XIeuVXA7BJyq9n0Un96fSTfy+wE+eg+f2tDGdu9VOBZHkSuCHSp4jtX+LvXhDKrhMwmkUdXmGu6+5GO3ARANj37uAKIElQASomPO9vkgJRikeFjG08xivEmSchWgfaGfNujIpJRHM0ynm4VQzYLdzLjGO0vF7PbU0VST5tgx6ORHma5oZTiYM+iIEaUq2kC3SaHS05i2Elp1hInI+qRnX7mB2MZdsl+TgL7QwmeZj3ZoV2ZggsSckOgOyjnAPB1gA2ADZ0G4DtbdxVgOgCd/u7BmrqL5ZdgYHDjF7+pfuUXQz/5y8hPP+h9/S8jP/1Nv8FPrtEpWnzupfP6vcMdI3A94voHCIbOzM1yTD6vEVC7Jb4NYt8EtpPz8c/9bI6Ek8w5ToZOBz+13/eht+l+Ick0leWWxaEleTh5GX8aRTaqCvGoC/JsEDAr+Z65fm5Smq3tnk/cDu0SOJik+5Jy2KRcpm0R2646kFToY1cl8K4I8W4Q0noiKAVMs6tt1YBs+lFVAagC2yA0y7JQrr/p4QSyZYKbSazr8VCSqYRsJSQZcyy+8TPZI3Q4luBhmc5ykHmTgswOxribx9Ot2aZ7eFb7Yj0tM/luNZGcchEzjmohdjoRR7VI8LCW0q2i3U3ZJgdC7E9kcd2rRD6pDPNcX+vxgrCbldH3Mvg1fHdi9h6GIas4qP5Rcvpd168DUOowfa0lIDjef6Zpx86mV358+jd/6vrZ2z2/+HvHz//c/pNftb/9jrKuUgub7hxutl487nrW9U8nAJRq1aUrl32/+fcOIeNSSsg5WVi8pynZ5NNQd8M4qlkw6aTb4c/cD30aaHcswdMhl0dP8XHmGu8TkA5m+DtVibwqgj3yfV1TGfZiZyPKoc/sdr7na3pA6mGXzXXL8XPM9LTI8bYo5dhl08wqgj1qRMy2CO++WI8cb7PFy0OEbtNxX8fUBKCAqVty0xmH92R6u2R5OiS5GQtdzESupsEOJ7jm+wKtvpHSrXL8XQt55MpQnySqVYTT8WDrA7QD73sc/iiSbJzNc5NH+FUIvWQ+9iFWByQOR7N8nbL9nLN8nYLMDgstj+YySR0xnDKOXbHXyevZfEV72tPGzE5pEL7wCABXwj8aKX/3yAwKoNSiGIAaBwAcVKuPIsTSV3889PrvO//wdsNv3u5+7a0Cg9fG/ZigXta8vGki31/c9UIwVI++SqO+ev1atPXuJ6UJt2RhV3PCk7xMWLY78kJdCgOc4xnWHkc+5Zh9HUu1yOVRCoM9Qu2O0L/5KJpmlBngnMNzSfdz5JrvJR/82P3Qx477Pgi2OpTGdCwLYVSFedYKPSr4bgW+NgU+Vnl041ymbYG/S1c8eySVk8OyUk/e1mmJzd4+AgDXaUGxfqm92emrz6OdraTOppHWR0OdTwbZH+dbHxTYHo50NUr1sdPfRexOCGiL5chFnsV8V6HNAbc9fwmy2p8fRKkN86oRepYHUSPtD0c5HCnlk8uDqJUCeqEvJYNmKw+k38yPHUv0b+PbPykJg8vylTN1t1vKQbtGAL6O4loADADRfmfrrsFRAkCDgBZACTpAN+DGpVIz4zYDg663/9z2+zdP//TN/Nf/bWN8RAc49vI6I3x/cUcwFCNwFMf0jjtG4AtLizHOh2GsGT9Tc7MoRux8gG31mTzWszfeL4PpwD6xI4FqXsgjV0f4FgvozOOf+5vuTvEwK+K75/BcpD42pP3vOez7D1+r/UJXk1K+W0ccty8luDeJfyY5qCueXRdCKeM6ljLNUskn0z3MexLYoxkBBf5OyMKTLegiBjhgagRTbFzr7zP89L0wklUm0z3G3ljiahzuZhJLtUhk2EjpFikMy4pQWp8s9GKh+FZl3NWymPH8cLnIM8hsd4Dxl3lc1/owRoPIs0ninUo+GetwqCzApT6M0RnL6Yzwr+fTB+L5G90Vy235Q1L2lSyBoiuvvzDt0UgvYGqMQJUYoQVQ6wit6jtbdxWBEgCIjtACKADXERrQbSx2d3b85FeVr/287w9/bjD4zRUXJiC6FYIA9cvn9fuFOwGgRXQojuFA6B/oXRoJ3VTmY68923S5KC7Uft/pfOE9edr51OAE0vEYx8NVIbT6SGaLlJvFdWAcfi+WdrKa594kYRXy3KLoZo5f/y3A9lCyr3Mu3+NsCu9yvuTGqZgrhREX88LHssL6k3jdsX5NwQ5VwS61Io8zKQFNYrdMjv3a1P0tGMOrVWC4FoCApakJ2+PfmOz8gGN+JMXDKcXHId3XOZPtnMUh5fu71Ig9+9NDr5RJp5qSZtvTnjSm3K1JuHIqtsDPIfDklzlMxyYRrS3CszuWVe7vkEkzquI7D6UF3q1MuJwlHpeF3iyREpc60Utdp2XhMl/nWKple0n+yuN7QDwrmEEBUBT+iTZMGgCVTgsEoAAbQKgABwwFheoxmZ75ys9afv7b8n/9M5y/jgKs6QBUL5/X7ynu+kPqt5GZSyMNVnvfD7M3FNsfox784HSOCBlpfJQTF2O9vzuWc7kodjw/ciArTMa04ll8mR/sMihmd4n9itikKLKxzc5/E5KMSsOYg9nxj6vipuRJs01pk/KU22Vx10uir5fEXi2KviDjjGULOqRcuYhSyDZvSw1WPZ3Zgnp3wEGhQDAADNDaqqKjuz7c/fZvWMbfpLGcKiW+dTFceQRrIEs01126MVo/212y2pO+3JX2tDtrqjltoimjKojid/CjMh51IIkzniW4Wii5mCtsldCaRZQ75bHKgTK43DQpT6nguxUGUXuLkq+fbp6+fmHu3o3VmWnAEQAUI1AthuowwPF/BnclgEKtAgJHcWQNkA2AVYUGNAAXzjV8sbvkJ7+85u8HuHIJQAvwEvvefH9x16GIPiajd2n+EaJZvnW+Sxboda2+sCEpxOaTN4akgjM8z3SXY8q+CnSscbGn5G5dWj7PIdHTuCHB905K+Lk4QXsEuyiYRj7wQRTFfCg3Hh5fU/cVrHdlr3fnLXfmPJYnP6hOelwnuy9PW2yUXimSFHLt40j7y/i2ymtdQGiXNv/t0WkAA1hHMRUgGGhvXRkK83E59Lc3rD/+YyzFtELole/v0hDFmmwvWB+W361NXe1OWe1JJ8bLFf1F081ZeT42lC/+3BYd8Lg6cbE1W9FbrBkov5Yv7gz3eFgpVfeXrXdlPqyKrQxxLxGzbp/tBEwDAEotCjgAga8rlgnAMQAMB4IA7Lt3XlgBAgXQf1Y0QKzpj7woAKzf5wbm/fK38PDyEqjvAaIFwPH/vxxV3/rz20+mJvWgb0ZFJOAAOgwQHFBYn1nIT0xzNrF0MbEKdzGNdDF50lm2MVzfHuFZybYaiPZQd2cvt0TMlIVOFUcMJ/O4Zjs9T37SlRo4UZP2pDJ1oinrTke24n7X4vWm683p811FM7UZ8+UhrSK3QglnbKBPA6AFQAHHYNOnTk8DKAAwAgdMC9gGol5EQakEtbw6k+VpJeS5JkUwZBH0ynR2az5/YrRI+fTcyvwQwGPl2sWRs6dUiutnB8sYHoZ3RvPVc32wdkE9d+7mqDw3KShe6N1alX26q+7OjXOajTmADSAUmPYpgawAbDyrvNtEbSDqZc3GIqZdBVA/E6587u/jyv9em7zOddhQEIuArIBuHXQqTKtRAEzAf4ZM/osmJyffeustgzfffmti8sm3wXI97ji8sMjGf2ZZcQAMQIsSGxpA4cFAp5fpYbbFkXQ/tywOKcHNMMndcKn3FDxuhfHK6zmS6xWpsxfaCmM5AZZ7+1NC71YmKMZqV67Uw8o4rF2YHimb6s6facluCXO925iLzj0gMHwDg3UURwDdgpoZ0AE8XX9QXnMrPulpesZsQtJUYsqjhJT5tNSiE8dSd3+Rf2BXxdGvOq2OnLY+coVuPRfOfxjEnIngPwrjDpId5uIklzheOfu+rLLaM8i0HWY7n2WRrgq5N8MFV8WhjxLjp9JSZ2TpsxmyGVn6ZGrKRHLSRHLSk5TkaenmaiIp7X5c4p3o+PtxiU+S06fTMieS0h7EJz3/KanP0eau83FcwnJS2npsojIueTIi7nZaFkwvghp7Hu6PHz9+4403/ivuGIHrI4kvCgvsWdMIXK3VaDQaVIcATgABgCGPrlx+eGnsQlfL9MXhBwPtPuZHjD95pyuT350SVMShdGYnwsb0QFs5+eS+fL7XRE0aPBrRnKuf7SzUjDUsdBdfK4zuiWINlmfoZu4BjqIAayioCSDpJd+mAAAFdklEQVQAB3zTrTuoN9QjgxnGhqyf/Szy57+M/9FrKa/+Ouf1P/e98udag5+2G/x69CdvnjZ4rdPglSGDn1199Xc9P/51m8HP5QY/anvl19UGP+189Y2mH/5rucGrNQYGHT/9RZ3BqwUGBpUGP2v92ZtNP3mj1uB3Va/+4dQPfp1r8LMcg58WGPy82OD1IoNfFhj8POdHP9lUlf7wt8UGvy40eL3Q4PVig1/rH+f9D3/3h7/+77XJ60x95fWiX/wxweBHMQY/CP7hjyI/+XiloxWezj8P94mJiT/+8Y8Gf3rrzf8v7hjxwny1VUStwHVaIPQV0tg/UlHfltesLC4BjgOOXhkZaqwoYzodTQvyudJShy/MAyBqzWq2NML4k/faQ3xmq3LmyrNmSmR3M2Lrma6NXOq9omREsYohKAKwjoICeza8ElDVZuNOgBKQ5clzXZPNZUh3I9EoJ+T10NAy21qnHuhCRnoWW6uq/ajen77r8m+/svjNK74fvJ1odKDA2fxacvRS7SlFi3yjo0HX2/H0dPXa2frVwYb50/KZntrJHvlkd/10b/NUV/V0d81sr3y+r37hTMPCmYb5vvrZXvlqb/WmarG/cbG/Uf/n5k7XzfbKZ3pqZ3pqn/uUnvr/Xpu8Tm19HXS0QHs90Slf7qy5398AxJIWNp6H+/T09J/+9KdNt+4agA1ANUDoADQ4qiUwDECHYxriWY2RjgAMACFArUEJANX6DLI8BwgKOKxo1FqApdlJsY+n/VfvBVofi3A0TSBZ5TMpLXHCqTNNsPJYB6DEQYGD3nFXaXFEq9uCblsrACrANaAGUAK+huvWgEAAxzdwpQ4QHSA60GpBNbn4eGbp8ZVb4y0jLXeW7txdebgO2jVA1gBZAPU8qADUGCgJ0GKgRUGLPnsuooMNDNR6oaDSEgoElBioFaDbVCGgQGEDAyUKGwgodLCOgAIBxfOfoniONnedGKA6RAGgBHQZ8BUVKNYBXXy+7z49Pf3HP/7xvzmqYi+046sWYFWr2sB0KAD6j4MBimPLCpUedwRAqcN0BKAACgTHAAECJ5QYhj4bJA+AwuryBqyOXjkzNNyxvvwEYAPFVpT4Uw1s6Dut6gD+n/bOJqdxIIjCEXdAsR0lmfsfhxUbJGJiwYghDCS2u+vvm4UdYGAyK7xAovQWvXCpq+1nd7f9qjzIP9RwhYm57oElcocbBnvTR7EWfvZkyPDQptbHdoLfObTNOCguEJgQQQQICJaRPoY5z2DfafbjiCA7yUiGHI+fDuPi8wNOuvgJTBznI9x3YhCSMceITNj/tqrn5+ez5XpVb2/+0u4OvP8sWkCvkoftr/vYh5pKa9pladWTYxJukMJ2eT8w3OAAvyx3/TOSnuAJS0fdaYID3JMVN1xdzORlDD59WSXycN6DF+WzkxMppVEnB9lpJTK8TmXQwWH4ygMtSCYcNdpsyRBIkIj3dFPIRI/ptHjt7m1b4qSLxb8xcZzZSAkc+oQYvQ7z+ym6397eFkUxW/1Y3zTbt3R/fZXyKXQPH3Mcs4TocOtHEsbk4I5oIQW57Z8D7SFlxRDnXrwFEPaPw6NxpEMHMqitER/Ik4hEaBiqyPRF8ySGwpfpEK2iATr8CFwPeMI6PBM6FA10dzTF7wc0Y4JmzHGwo64OGwI/xP7JnxLdxysSY77oflIE+g6OqKfTLnoC08aZRzpYpst0PX2LH04vZna73Xq9npVleXFxsdvtrq6uNpvN9fV10zR1XW++7du+oNV1vd1um6bZbrd1Xdd13TTN3d3d5eXlYrGYzWazqqpWq9VqtZrP5+v1uqqqoiiqb/u2L2hFUZRlWVVVWZZFURRFsVgslsvlfD4/Ozv7A/qfPp9GWbaSAAAAAElFTkSuQmCC" 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&lt;a href="http://www.nettally.com/palmk/Crankset.html"&gt;Càlcul Bieles&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-2780511988269036178?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/2780511988269036178/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=2780511988269036178&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/2780511988269036178'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/2780511988269036178'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/12/calcular-longitud-biela.html' title='Càlcular longitud biela'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-2078326323107668048</id><published>2011-12-02T20:08:00.001+01:00</published><updated>2011-12-02T20:19:11.734+01:00</updated><title type='text'>Progress = series de menos a más</title><content type='html'>3 x 16 min a 350 - 400 w&amp;nbsp; . Recup 1 min. Total 45 min sacando el corazón por la boca.&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;
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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" height="40" src="data:image/png;base64,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" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; &lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-2078326323107668048?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/2078326323107668048/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=2078326323107668048&amp;isPopup=true' title='1 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/2078326323107668048'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/2078326323107668048'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/12/progress-series-de-menos-mas.html' title='Progress = series de menos a más'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-7671968584372603163</id><published>2011-12-02T15:01:00.000+01:00</published><updated>2011-12-02T15:01:00.624+01:00</updated><title type='text'>Cabra Nova per 1.300 €</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://1.bp.blogspot.com/-XvgHf7m6EIY/TtjFqqSWKsI/AAAAAAAAFMk/dY8aoRdPG2U/s1600/6ad2100b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="226" src="http://1.bp.blogspot.com/-XvgHf7m6EIY/TtjFqqSWKsI/AAAAAAAAFMk/dY8aoRdPG2U/s320/6ad2100b.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
Cuadre rèplica P3 Carboni&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
Grup Shimano 105&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
Sense Rodes ni pedals.&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
Demana'm la teva &lt;a href="mailto:peptatche@gmail.com" target="_blank"&gt;aquí.&lt;/a&gt;&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-7671968584372603163?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/7671968584372603163/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=7671968584372603163&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/7671968584372603163'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/7671968584372603163'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/12/cabra-nova-per-1300.html' title='Cabra Nova per 1.300 €'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-XvgHf7m6EIY/TtjFqqSWKsI/AAAAAAAAFMk/dY8aoRdPG2U/s72-c/6ad2100b.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-130738156327308398</id><published>2011-11-30T14:42:00.000+01:00</published><updated>2011-12-01T17:51:33.116+01:00</updated><title type='text'>Wanted: P3</title><content type='html'>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-RXtPXd8KF3A/TtZc6urv4mI/AAAAAAAAFMc/Y8Bglmov60M/s1600/TT+frame.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-RXtPXd8KF3A/TtZc6urv4mI/AAAAAAAAFMc/Y8Bglmov60M/s320/TT+frame.JPG" width="320" /&gt;&lt;/a&gt;&lt;a href="http://3.bp.blogspot.com/-SpvHqh_eLls/TtXscFiGnoI/AAAAAAAAFMU/H_dZV7gc2IU/s1600/ttf3_cervelo_07_56cm.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-SpvHqh_eLls/TtXscFiGnoI/AAAAAAAAFMU/H_dZV7gc2IU/s320/ttf3_cervelo_07_56cm.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Cervélo P3&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
me la pido pa reyes.. y si no es la auténtica me conformo con la copia barata China.&lt;br /&gt;
&lt;br /&gt;
¿Porqué el P3 es un buen cuadro de Contrareloj? &lt;a href="http://www.amtriathlon.com/2009/11/impacto-aerodinamico-del-cuadro-de.html" target="_blank"&gt;RESPUESTA &lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-130738156327308398?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/130738156327308398/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=130738156327308398&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/130738156327308398'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/130738156327308398'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/11/wanted-p3.html' title='Wanted: P3'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-RXtPXd8KF3A/TtZc6urv4mI/AAAAAAAAFMc/Y8Bglmov60M/s72-c/TT+frame.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-2428145507732100438</id><published>2011-11-27T18:12:00.001+01:00</published><updated>2011-11-27T18:37:18.111+01:00</updated><title type='text'>Sortida amb les QK's per l'Obac</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-vYAjwEF6g20/TtJvle0KVaI/AAAAAAAAFLY/f-b_bNjSC9I/s1600/ruta+27+11+11+iphone.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="196" src="http://4.bp.blogspot.com/-vYAjwEF6g20/TtJvle0KVaI/AAAAAAAAFLY/f-b_bNjSC9I/s320/ruta+27+11+11+iphone.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
50 km pel parc Natural de Sant Llorenç 1.700 m de desnivell positiu. Detalls de la Ruta i crònica&amp;nbsp; del &lt;a href="http://bikequake.blogspot.com/" target="_blank"&gt;Bikequake&lt;/a&gt;&lt;br /&gt;
Bones sensacions amb la 29"&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://1.bp.blogspot.com/-hExm95nQAxk/TtJzys9MKaI/AAAAAAAAFLo/XVs_qVuvFgI/s1600/foto+4.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="239" src="http://1.bp.blogspot.com/-hExm95nQAxk/TtJzys9MKaI/AAAAAAAAFLo/XVs_qVuvFgI/s320/foto+4.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-e5OUxNBlO5Y/TtJ0aDdneAI/AAAAAAAAFLw/RG5CxTWGelk/s1600/foto+3.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="239" src="http://1.bp.blogspot.com/-e5OUxNBlO5Y/TtJ0aDdneAI/AAAAAAAAFLw/RG5CxTWGelk/s320/foto+3.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;la niner que ha provat el Bikequake aquest cap de setmana&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://1.bp.blogspot.com/-dbT1g7deKn0/TtJ0mB07pdI/AAAAAAAAFL4/37cIgDXgEy0/s1600/foto+2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="239" src="http://1.bp.blogspot.com/-dbT1g7deKn0/TtJ0mB07pdI/AAAAAAAAFL4/37cIgDXgEy0/s320/foto+2.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-rGhU_SeH8_s/TtJ0uCg0TLI/AAAAAAAAFMA/tX6l1XVNkYw/s1600/foto+1.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="239" src="http://4.bp.blogspot.com/-rGhU_SeH8_s/TtJ0uCg0TLI/AAAAAAAAFMA/tX6l1XVNkYw/s320/foto+1.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;hem parat a esmorzar, però la vista s'ho valia&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-2428145507732100438?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/2428145507732100438/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=2428145507732100438&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/2428145507732100438'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/2428145507732100438'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/11/sortida-amb-les-qks-per-lobac.html' title='Sortida amb les QK&apos;s per l&apos;Obac'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-vYAjwEF6g20/TtJvle0KVaI/AAAAAAAAFLY/f-b_bNjSC9I/s72-c/ruta+27+11+11+iphone.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-5152104298443284487</id><published>2011-11-24T23:58:00.000+01:00</published><updated>2011-11-26T10:00:57.612+01:00</updated><title type='text'>Sèries d'Elefant</title><content type='html'>&lt;br /&gt;
&lt;div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;
&lt;img alt="" height="142" src="data:image/png;base64,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" width="200" /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;
&lt;/div&gt;
&lt;div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;
&lt;/div&gt;
&lt;span style="font-size: large;"&gt;Series en piscina de 25 m&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;1. a pelo &lt;b&gt;&lt;span style="color: red;"&gt;10&lt;/span&gt;&lt;/b&gt; x 100 m a 1'19" - 1'20"&amp;nbsp; (descansant 25 ")&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;2. amb manoples &lt;b&gt;&lt;span style="color: red;"&gt;10&lt;/span&gt;&lt;/b&gt; x 100 m a 1'15" (descansant 30")&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;3.amb manoples i aletes &lt;b style="color: red;"&gt;2&lt;/b&gt; x 100 m a 1'10"&lt;br /&gt;
&lt;br /&gt;
&lt;a 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" 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" 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" /&gt;&lt;/a&gt;&lt;br /&gt;
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&lt;a 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" 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dDkPNekQW7qOA+vUE+Ft9LVzc9LFRMROrBf2thROVMnjpsyYeyEMaPG544cM3L4qOFDR2RnDssc1D8tOTYyLMjPWx0SEBToSxkyRZMajg42FGLKQctcHFzlTgp3ma2dpUjC53AZLDady2OKxDyppdBSKhQKOKHqwMiIMIWbXCTkm5n2VIcEVVaUda0goIyaKv94a9DtPDtt+OdxBvGTQbSbNNEMSDNq1GMoCQgQOiCaAW0B/DXAUwK93PTs8KkfN9XunrNuS9SQnD6504bNWz1jw/al2z5ftufMokOXZx25mrT1o7SKjxPyq70n5tnH93XwjfBQBvspfNX+gX16xQ7PGjw+d+TYUTkjsjOzhwwcljlo8ID0oYMzqAdJCXER6qBgf59AXy/KI6uUrnKZo7OTHQXXVe7kYG/t4mzv5ursKneSyxzdFTJ/P6+w0CB/P0+ZzFYoZFpYdGdYmHDYdB6XweUwKCcjlzlLJSKRkD92zOirVy4BCQiCdN3bpurw3pYyANDwDv/bzro9UQbUXmbHACAoV00AZgTUAAYjiuIGgBaA5wAPAX5oIfZevre8/vCoJev7T5gxIHfS0LGTsybNmlm4Y1rZoRnbvphSfWJ0xcn0wi/D13zk9eEunzU7gzfsCFpaoBgxRRbf1zu8V2x4QlJEfOaAASOyM8eNHjE6J3tIRr/+ackD+6UNHZwxoG/KoP59B/Xvm57Sp3dcdExEaGxkWHx0RIC/t4+3ijJnirLCzUWldHVxtndXyLw83b29lL4+HmGhQWmpfYZlDx49InNAeu/QYC+Zk6WlmCMRsqylAjtrMeXZra2kMdGR+/bt6wSk0+l0Op3BYOjqLn6jxPR/Ak12sCY6KOME4B2UO58HggQDCUYMCCPAcwRONjwpOXhi7pY9oVkz/DKmeA+YEpQ9q8+UFcOWb51cWDe9/GDm+j2paw7ErjgYvOyQ96pPffJPBJSfCa/5MaLiy8iCPYGzV8nSh8rCYtSRsf0Sk7PS0kcPzcwZOmRY5qCsQQMG9e87oG9KekqftKTeSQlxyb3j+6UmZQ7sPzxr8NDBGekpfRJio/z9vLw83RVuLs5Odk6OtjIXB3eFzNNDoXSX+/p4qEMCwkKDoiJD01L7jB83etHCuZVl+ZvWLZkxJbdfanxwgMrbQx7o5xkeFqRSuqamJFaUlzY1PQEAHMfbo6Y/SDTsF0Hj7aANra1AAoGRr1+1GfSYAeAWwBWS+ObR46L9H42eOjsmrm9EWJ/4mP6DM6dmT1yZPb80fVldwtr96k1H3NYctJq/w21Wve/ij1Srv/SrvCavanCrb7QpPqss/yFp94/qpWXyAaNdoxJCY+P7pyXnZg6cNCJryphRY0YOH5Y5KCM9NSWxV0JsVGxkWHS4Ojpc3TsuOrl3fGJ8TK+YSGrERYV7ebr7+3kF+Ht7eykVbi6ucic3V2c3V+cAf+8Af++w0KDkpITRo4YvmD9n3dqV+ZvXrV/z4YypY8blDp00PmfQgJR+ab0jI0L6pSdPmjj25MkTCILo9XoUxakb24i89aT3W6AxAPInCXYCcAIQA0XZqEeMBlyPkDjA5QfP8o99MWxtvip9iG1InF98/9TMCUNGzOk/fG7GuFVJkzZGziz1zdtuk1fPmL+bt/5L+barirXfeW0+71B42aHuoWD7Q+sDz2zrb3vXXwnfclQ1ZqFzZJJvSGRyQlxW3z6jBqaMze6fm5OZM3QIFVH0jouOjQyLDA2OUAdFqINSEnv1S01KjI+JiQiNj47oFRMZExEaHORHeQ8PlRvlkb29lKHqQJXS1c/XMz4uavSo4SuWLyneWlBSXFiQv37G9EkTJowcPLhvv359IiNCggJ9kpMS5s6b+cUXx1++fA4Aer3eiGD/t8qn3wANXWY/ggASAwIFHKMWzhgAAnD48+/mLF4bFpUcnTiwz6BxabnzU6aui5+xJXhGiXJmhTyv3nL2DlHeXvu1x50KT1pv/lq64QvrzSf9qu951TVZVT8W7nlttuel6Gir7OPnQfuuy2cW2CUOdfAIDA8KGtInfkTfXtnp8Vn9e2dmpGWkp6b2SUiIjYoOV4cFB6gD/UICfAN8PBPjY/omJ8ZEhAb6eqkD/cJDAkMCfP39vJTucneFzNtL6aFyk8scvTzdoyJDw8OCE3vHjR41fPWqZbU1lXW1VRs3rJk7b2a//qmjx4yIiY2IjArt1z81JjZi8eKF1xqudpI1GFFqkwEn/iTQAABUeVXHAEKj1RtwMAJ8fe56rwHDI5Oz+2bO7DtsQe9RS9W5K93HrLObXCTN2y5acZg2c7sw/ztF/W3XmgaHLT86F571LLnss+22374XioNtkr0t/MN6+sFW4dFWj09f+NecZqdPtArto/D0jQnyGxgbNqR3RHpCeFJCRHJCLGXI4SGBwf4+AT6e/t4e/t4eSleX0CD/uKhwdaCfyk2mkDl5KOTeKoWPt0rh5uLjrYqNiYiOCvPxVvn6eMTGRMTGRGQM6Dtr5tSC/A3bqsoKCzbOmT192LChGUMGxyYmqLy9ouJi+w3MyBk96sKVq1hHRICgOIaT1KyPYgTxx5H+GWgMAAUSBRIFHMFxHAN40qx90IIkZY/3jO6bMHapcthapxFFtmOLraaUi+bVshbV9VxSS1tUIyo74Vh70aXmml3hOYe153wL7/ap1SYdIhT7XtofbRYd0Yg+NfI/1lgefOZ76J7bqt0fhKY5hMcHhaoj/T1j/FS9QvxiQ4PDQwIjQ4PDggOC/X38vT18PNy9VQpvlcLHw91DIffxcA8J8FUH+lHrRrmTva+nMlQd6OfrGaoOTE1JTE1JjI4Ki4+LGjSwX87wrBnTJ69etWzTxrXLPlw0YXxuv/SUmLjo+JQ0uY9fRO8+Cen9JfaO/bOyMQAdShhw0KOEkcrF4CSF+A+eDDtAE+2rEZJK9mAtba0IgA5gfdUu+4DYgLSckHGrJBNqWLOPshd8YrHgiMmiwxarj1lVfO++r8F9703J1h94675xLrmu3vUqZrcufFuLR1WT9f5Hok+fCT9ttTqut/rotd32xpD6a9ZTNnXzjXKOjAmJCvFTObk7Wvm4yv29Arw9/QJ8fP28VN4qhae7q4dC7qGQeyndvFWKQF8vb5UiwMczKiwkNMjfQyH3dHcNDfKPCA+h5r3ICHV8XFRi77iszIEzZ0wpKS6srancsb26aMvmWTOnZgzoGxcbGR4ZoQoKCYzvExib6BUeFd47eXNplRFARwDSsQ5DCNDqDPgfh/hnoNvzFABGaM+qYVqjoQXFtQDqlCzH0D7OMQOdshexFx2lLT1JW/xN9w9P8dZdsttyS1Z8x7W4UbrmR8fC6347myI+0QccaXXeed+65pZ0byP3k7ucLx4IPntmfeylw56HsvJLsTXnrIYv7OEbZqsOVAQo7RxEIiHHxspW7uLr7hboofT0dHdVucnc5c5KVxeVm4wCHezvQ5l2eEhgdLhaHegX5OcdFhwQGODj7+cVGOATER7SJzF+WPaQ+Xmz8zev31lfu2tnXU11xbq1KydPGjcwIz01JbFPaop/THxYygDP8LhBYyZ//sMlHYCGBA3+BjQOoDcg1C2OYX8YbxoGBE7FdETHNAgoDqgB1+lQLUrCvafNErdguls4U93PZ1HtB/OP0Fae7b7xMnvrbWnZPeviu9b5N6zWXnYtuh1c/yLiYKv37qeOdY0Oe+45HW2y++KZ4KtH/K+fij59ZvlRk1X9XbvSc1Hbz4uGL6QHxEi8vKxcbPgiJpNN5woltvYqmau/u5tS4ebsLndWyJzc5c4UaB8Pd38vlYebzMNNFujtHaVWR6nVoQEBQT4+gb4+UWEhSQlxg/v3nZA7YsWSBdvKth7cU79rR3VVZen69WunzZjef9DgyPj4wNAIn9BwVVC4IjBsyYbChy36Z1r0lRFvQUgEwEhAi86I/TRJ3tzc+oeBRsBIAtZuyggAAUYALaBt8IoEDRjbnt99LLLxkqgHmqfPkM7fxVt5Urz1ll3dY0n1bbOiH3vmfyeuvKTcey/iyIuAHXcVxVfkJddUOx56ffTK/eNm2yMvhJ808T5rEh95JTr4gr3nEav6srjgc8WK7RZBqXaqEHc3DwdrqRnbjG0psHR0ZgvECneZq5uDq9xR4easdJd5e7h5qxQ+KoWHiyxA5RHi5R3g7hni4RMdEBITEBbmFRgbHJYa32twasrC6VMLli8tXLmkvjR/d1XJrpryjWtXjRg1sldqul9UbytVoEARaOMZPGrS9ONfnaCSjC1aQ3uSHSP+8Hju56CNoCcBBaQjF4eDFqAF0FZ4heBPAdVo7j2xtfdn+/Zj5qx0zP9aXnpDtOGy6Ypve679llt5wW7fLdnBW/J9161LT6nqrqoPPIn4+LX/oVdue5447H4q3ftEeuyV6JNX0o9bBYeazQ80mW6/wS751mntXl5MjpUiwtlB6Whtyxaw2FKO2EbKEXKdXezkrvYKdyelykXlIfNQuXp5Kny93L093Py9PQJ8PAO8PYJ8vcKDgqLU6ujgkAFJyZNHjZ47ceL6RfMrNq3ZXrRxe9HG1QvnLJozLS01OTq+t4PSx9zS2Sm4V68RM6asKLj96ClVzouiqEajoRbTVJfgnyqakbJoBEDfDloH0ApoK7wyoE8B0xofv7C19xcEDnCasVVZfNJqwxn+2nPc9T9ICs85Vze4776j2nvHfc8Nm8qz8j0NPseaPI4+ddr3wGpno83+R07HXlsdfSE99kp4pIX7UbPp/mcm9bdZ5T84bjxsOXCmwDNWaCV3tHeytpEIhEwBnyUUsG2sxS7Odh6ecm8fhaeXq8rLxdNH7h3o7hXkrgyUKwPlnqHuvpGeQXF+EUnqhLSYkcMzF82euWrh/A3Llm5Zt7JgzfKFM6f065Pg66n08/PrSWcxJbYqdWxEv+yCXceeGIFa6uE4/j82rP05oNFfAA3QCqiGeNnmroy0Chnov6TaZf1R4ZpvpYVXZBW3lVWNHhU33CuuqWpvKHff8jr6yOnQHfGe6+xdV7h7GiSH7tsfe+7yeYvNkRfSIy95h1/TD738YP/THjvusCrO2ed/5jBpA0udbmHj5ujk6ursYC1ki5gmlnymVMB1trfxVin8/Tx9fVRe3m4+/kp/taevWqkKkqtCXP1iPEL7BMT2C00e1itrbP+5cycvXzhn2aK8pQvmzpk+eVjWwKjIUJnM2dLKplsPU5nK1ycsZsiYKV9futkMoAXQoz/pNKH6CX9H2vOtQf/ERxsBcDAAtLWD1gCqAy2SPWyaiXN40PwS19WHlDUNNqXXbTZdcMm/7F9+J6zuYdDO+8odt+UfPRAdvEU/cM388C3+8SeWXz6XHHss3H/P5tATycEm+sFn7+1/Rtv9mFZ3h15+ybLohP2iak7aOHNFsI1M5SmTu4p4NowedhxzSxbPSergLfcM9vIP8fYL9vUNDfSLCA0MDfYJCfEKC/OOjQ9KS4/NHtF3wpTsWXPHbN64dP3qxUsXzckdPTyhd6zKUym2smaJJAyRJCAiVh2ftLao/JkW7Szt7eqFCYJAEATDsN+RjfsdoFESsPZVdpfJUAstKNkCmBEQYvfe4zSh0m304uDCY7KKC5YlV+0KLitLboVvb4rZ81q9+7li50Np/R3OgbuMTx4xv2zifPOC83kT++h97v67lnsfCXY/7r77MW3nA1rdfdq2Wz1Kr3KLvpeuOSCetJoV1V/o5qeSu/va2sh45g4cc2uu2E7s6Grv7uPuq/ZTRwZHRodGxoVGxIWGpfaK65/UOyO198ghA+ZOGb98/swP509btWzOgrzJublZgSG+QksRQygw4wtZ1nYhvVOSMkd88t3Zzj0gHUrgABiBUw31RqPxd2z9/V9AY29AowAENS9ietDqkdeAo4DAg0etyuiBlskjYos+ttr0lU3VDc89TcH7XgXteulT90xZ91S++5l49yPe4SbmJ8/NP31qcvSRydEH7E8fSz57Jtpxl1t3j0JOA+YAABLbSURBVLb9Lq22kVZ5m1Z2k1Z81bzoLGvTJ9ard/CHTKW7h7g4eajlbl7WQluuuZXUWih1lFi7uLh6BgZGxEQn9orqExcen57QNzdz5OTssbkDhk4bmrtu9uKChSs/nD5r3IhBvRNDfQPcBVJeD7YFy9raxtNXndJ/TN7SK49faQF0AG0GDMUIAEAQA5W5pzoBOin8RiPmHwuaALxzHxwQAANgBjDioMcNWkAInQFmrigShKXGrt/hXX1esfeR14HnHvueyese21c/tKttstvzSrr/Ff/gS9ZHzy0ON9GPPLU49oTz6VPRsSZeXSOrupFWe5tW1UAraaAVNdC2XO++5XyPgm9sy74QTlxF84qzdPJTewR6O9lb8i0s7W2ZVlYsS0trmdxXHRaT0KdXQnJ0VK/B/TNnTJyZNzlvfNa46cMnb5i/pmDh+rwJ0wf0TbB3FLAEdJaEI3ZykAcGxmRk5W0sagF4qCdeoKAHaJ/1SAxI7Dcqa/9c0BhV1EJ0rIpIwIBAgEAAwwEjEGPzqxYc4PtrDz2Thjhkzwip/kFRf8u2+pp13W1W2XWXo1rbw1pGzWPJfo30gFZ6oE186LXgo+fcw03sI494hx9ZVFw3KWugVd2gVTbQSm7Qim7QttzoVnSFVnDSvPC4eHGtaPBsiU9vBycfuYvC1d2ZacUSyEQMWxbHUeAXG5g+bEBmbvaoSWPHTp44O2/+zFnzZs6Yt2b15nWr80cOnxCmjrR3kEqsWTwpV+RgpQgOGDpl2qFTZ1sAWgDaAHRv/DLRnsP59WKivwR0lz0UHAgMCCOJooABAIYCgoMBoGj34e4+0YEbDvjUnQ888sDr0+eCnbe5ex/yDrzi7mnm1L0Q1r6wrHths/O59d5nlvsfC/ff4+69S6+40b3iJq3yBq3sKm1rA21LA23LDVrRNdrm092LT4nzj9vMKrVKHMtVRPKdvGwVrjJvB4kjnSGiKf3tx00ftmHrirLawl2H6iq2l24s2jB/6cJ5ixfmLVkyKDvb3ctXYmsrtORbO0osna3dA3zGz537xYVLrzooUz0ASHsSGAPS+HeCxt/8wts7T8k3rNtzhjojoSOgSY9kzl9JixwSW/td/JEb4uKvnI8+lB55YlJ3W/pRm/XeVsf6Ftftr93rX6j2Pnc/8ER24J79gQemlTffr2iklTfQiq/SCq/QCq50K7hO23KdVniJVnyeX3bWOf8Lp8lF7NiR3ZXRbCeFys3Wy4ERrBCOzYrfVbnm5Oe7Thzf9fVnu48erisqXDlpyohhIwYOGJTs6e/Ok3JFNkJHN0eZ0jUmqffyjRvONjRQTvk11r78Qt6kzLCODfy/HXSXShoSCKouiVr+4wCPnz3HARpbDcrMCeKhsyNKP47/+JJ851nOttMOR56xqm8pjujc97Uoah67lt1yLb2qqLikrL4o33mzR+UNWuVdWslN2pbL720+//6mi+9vvkIrvE4rb6QVX+ux9aK05Lxsw3HryVtME8b2VISpVKr0yIDJWenr8qbuLSv4ZHf1zsrCgrWLZ0zKGZ0zICE+xMdH5u3t4uZu6yiTuHm6ePr79uk3YEtF1ePmFiNAC4o/a9UaOj7Jm63nNx/w7xGtY41PdPmdYwCgRzEMQE9CswHBqX1fEsMALj5vDhs3U9JvZFzhzgHHGzzrf3Cpv8QrPSPf/8ixrtEy/0fWwqOmU2rZU7bZzq+3WvdZj8obtKp7tK03emy+YLrhnOmGcz02XepWcJ1WfIdWfJu29aZJyTVR6UWbDV/yJ5awek+wsPF1k/sHB8aGqRMiQnvFRPaODIv18wl0l7v6eXl6KOQyBxuFi527zF7paufn65E+MHPrtvpHL1op4zVgZJedEeI/y6/+ftBk+6KlHTQJoEMJKgLFAQAwwPWA6TAgzj98kDRpZo+gOPWy0uRdp/xqT4ccvS+rv+pUd0Va+G3PWXW0ISve67fQctQ6m0W7u1fdoG27333LdfMNFxhrT9PXnjbZeO79zVdoGxtoxQ9pFU9oZXfeK7/GLrkgXf2l3YxaadocfvhwYXi2XcxIq7DBlkHp9sGpTkF9XPxjXbzD7OWeDs5uLs5uTg6Owf5+2dnDj3x+6t5zPUVZp6eq/QggOrYvAAXAOm9Q/O9jTesos8N+ApoEEkCLENRqsVWnNehb8bZngGs0z+4A6O82PZ28YoNNwmCfmRuTd52OPnTVtf6c8lCD+94Lkg2HTEevYmTM8xyz1m/VRx9UXqdV3+9ReJ299jxn9SnWmlOmG85+sPlKt003aVse0Mqf0bY9odXc777ttmjLRZuNP9hu/p616JBg0QGHlUfsFuyyn1Eun7ZVPna1a3aebZ8RPN94oWe4o1+0b2TvibMWHfny+/YlHwk4AJCAGxEw6ADTA64HQk9tYpBAdC7I/mbQHXuwHbE0CQYjjgO0ocSzVo0BQwFQQvsKsDbAW0H/knIju744FT91kWjweId5m7wrP1Mfvhb5yX1l5Wn2zCr6yHXy2cU+Jd/Qtl2nVd/vvuUGY/151urTrDWnzNaf7bnpEr30Pm3zLVrhLVr1E9qeF913POaW3uBsuUYvv9ezrJFT1cgpukRf9ql42WHHD/dZT8yXZs6Xpo7jh/e1VCf5Jg/Jnr5w7xff6wD0AC1G0Bi6bOQTGOAoEMaOMKPdortMjH8H6C6Pf6sc/Sf7tgRGbRHjAHdaXlae+DJw8jRmxriUurNRNXc8yu6I1p+jr/mGWfyFSfV3tKpLtMqbtOKG7vmXzTect1h3lr7+rMn6Hy3Kb3YruULbcoFWfJFWecOsrlFYc5+37UnPmte0qtcfbL1nvvmKYN0pyyUfSSZtFWctNAvPEEWl20enuMYkZU6fe7KhsRVA2+HZyK5vGn56dgcQ8N/go9/2BagRIxECUAIMRiCNCGhege7IzWvC5Kz+Vad6VT/yqW7mFz3oVniZtu00rfYUreYqreIGregqbfPF9zf8aLrhHGPzJdaWy902/vBB8UWz2pvm22+b1dw223aTUXWbUfO0x3YtraiJtq7BfP0l0Zpv+TPqGAMXmcfl2CRlO/Xq5xqTOGbB0rP37rcAPEUQXeeq779ebw2apIqaqDkHjDrjKy0Yvn/ySNB7cHrld9H1Tzx3a4Xbnr9fepNWeYZW8R2t5AJt6yVa4UVawfn3Cy/23HKJvvUqs/g6Y+s1dvlNTnUjc9tt08qbPatumtfdZ+9+8V7Jw+5FD0w3N5h9eMJ02o6eWWtMkiYzYzLtE4f49xs6d1PR5cfPtABagFaAfzNoDMMQDMVx6i5EcUL3UvNi78mT0sTMtKpvg+ofOu9ttah91q2y8YOqix+UneledOH9wou0/B9p+Wdphec+KL1iUXmTV3PXevsjcWUjp6SBWXqDVd3IrH9guvOh2fb7tLUXOIU3hJsumM7c9/7Q9WYZC7hJ4/nRGZ5pw+bml9x5rdMBNKN4G0kaADTEX5u9/z/o7S0aCBwIPY626rSddSCfnj5rn5KdUvW1ou4mp/4xrfohraLRbFsDq+wiv+gys+D8BxvP0DZ+Tys8Qyu/ZF57R7jjobDsjqT0jlXZXduap1a7X3B2P6XV3KZtPW++7jR/+VecufvNRhWa9J/PSZ1ql5qrSB6+sKjm2tPXBoBXOoMGIxAAHZCGv9XtvpXeDjQVnGCAGQFeG7QIqgMCBRw9de6KY1JWQvlntjUXu2+/Q6tqpFXctii/Idh6ib3qJHf9ae7Wi+yqBvO6GyY1Nz4ov9az6DKnqMG6/J5LzTOH2ibhtnsmZQ208qvdS89JN3wjmbOTOSq/Z9ocWkimubp/7LgFy6v2PtaTegAjARqD0YDhf3tc/LZ6a9AafbMBEB1AK4GhOAIGHaDo9Wu3baL6xmw5KN52mrbjFq2mkVZ+x7zoKmftGcHqk+KN31uWXpLU3ODV3aZvu9Gz+MoHmy8Iy+5aVz50qHpoVXaXXXTNpOD8e0XnWUWnRHNqrXI3cPrPMYvJYUdkqIfPKNj32QMNhgDo9Cj1JrRaLYqiJMAfWLL1Z+ttXQdBAooAqgXQUNZkMAKC3b/9wDIwLnpjvaTqxAe7G2g77tHKb5ttukz/8IRnXaNzxWX+5u9NVn3z/upvTPLPcStvW+14wi25yS++KSm9bVt1125bo7jsisn6E+YL9loMXihOm8SKHiKMHpg4aUnlJ9/dbzYiAG0aA5AAOGbQtFGRGoYResOfvnv9R+mtQRNgMAKiAWgDQEkABAe9ERDSP3lw4PzN0q3HaOWnaNtv0YqvSiruKmsf2ZZdEmw+yVj9FXvtKWnRVbuKRsvyRk5RA3trg/X2Rw67HllWXhfmnxau/oo5/4BFboE4faokJsMuNiN50oKqIycetWEIAE501BO3V/n8c1xGh36HRRtQQLQAbQAICYAB6I1gxGevLuAmZbkWf2xW/LXg0GOTihu2VfcF68/Q13whLT3ruv22a3WjdcEV3przgk1XJaV3RFWNlrWNNjtu2VVedMg/Yb1oP2tUoXnyTNs+I1yi0+JzJhbtPnz/tR6hfqRG2161TWD/v4AG0kAAYgDQAyAkkDgAYgQE/eS7s+95hXuu2y6rPm2/5w6n8rq46Ap91Ql+6TlhxTmbsiu2W6/aFVy3y79hV3THruKe864m65pb0tKzlps+t1pQLxi5lpU0ix+Zo+idOXjq3NqjXzzV4hRl1Ih0tHpg7d0eHaD/QbTfFjRGpWlQAAOVRScAUCPgxluPn6hSB1vl5EXUfO9Y8oOg6Jzpiq9FxRcsa6+xtv5gtuZb7vofnMoaVdufK+qeO1Q9sN12S1p8VrrxuGRRPWf4CrPYXGHkcI+kUTlzlu/78jsN1f2F4BqNrh1uR7dHV8r/atCEEQiU7Jq6JvRAaNsMmgWbi039k33yqn0LT9oV/GCy4lNx5SWzjSdYW85Iyq5ZV922rbpvW/nAtuq+feVd5ooTwuWf2SzabTVhMzNxHFfdP6j/+Nx5qz87e+Vhq9YIoMWhTY8AAJCA641vOsNIgC5d0/8U1m8JmsQANwKOUhkllAQUgAQDCRoA9OuzF5zCMgRxk6I2fe1a8J2w6FvzwhP8rWcty69Z1zSKt91hFjeYF15hF12zLLnOXPKZcPZe0ejNnKSpwvAhwQPGL9pc9cl351+h0IziLShOlWEAdCQ/yZ9T/nuzcW+r3wUaQ6nOWQzACICBjoA2AP3LV60fbqy3CRvlPGqL04pjVlU/mBV947L9jm3FDXbRle6FF9/bevmDkqumW6+wN51jzD7EGV3OSZ1vFT8uZticFVvrv796p4XqXcQIDdHR5o8ROPqTU4vJLqD/xvzy2+ptQROAo4Bj1E2LtzsQAwE6jeYFEHD/kSF2wIxu7mmukwu8Cg8rK7+22XTSquCcuOgir/QSo/QCfesZ1uZvRauPdxuyhpGaZ504OWrY/BUlu3+8+aAVw7UEilCFRWRHUwmCYdhPwoxO0Ni/2qI7m5Y7vnqz30hotVoS4KtTF/2iU7lu/hHDxvtPXOK9+mP3ojPKsh/dSr53LflGXnDMcm6ZRdY8euJo68ScxPHzCncfufX8lQHACFgrpsH/F7nj/4Y9wLfVH3nUT2ep4DfffBMfH8/lcuXqeI9JG22nVbrMrfZZucd/5Xb5jA2SwVN4vQa7pmYPmf3htkOf3njUZADAgNATuteal+TfVA7wZ+sPA00VDJIk2dbWBgA//vjjyJEjHTwC2L7JNHkCIyI7fNr66Nkb7ZJHWUb2Cxk4Zt768o8+P/3yNdqlBfpX//7Gv0B/GOjOv6pBEATVon737t3anXvtlGGesYOTRs5KGz/PJyVLFpmcNWXhjo++vHX3RdtrvN3Rdp5L8a/l/Ie6DupvCgCATqejzgIw6PRND589evD06LHjcxcuWbB85denz+qxDhOm+jnQ9pCYxAD9x+SI3lp/GOhOc25ubu6sO0Z0Wt3zJ4DrgTA2v3z8+Mk9PdJGkri2TdN+9IeWpCgTGOgMoEX+tTb9h4HWarUAb05nMRgMLS0tQGJAaMH4QtP80GB4gYBGT7aigOAdRQ0EBhgKBhy0BGjaWzv+nfrjDxjs2oSDoXoCaQHQAGhx0CKgN4LRCGgbrjUSCBWfYR2nmrcBtL4D/XtFAGAkYAhgBsB0gOmA0AFhBKLrWoOqbjG099D8O/WnH5lJduHYebBYR81yR30LSUD7MY7/oM2pt9OffzYpAVTnRmd2giqS6/IUASgGGAY4Sp1d8ae/pb9DfzJo8k1CkyTbq5Xbn0QpOyfAQIARAxQFDAUcBfId6N8hsktFeGdqiOw4sYLqdTcQgGCAooCjQLyz6N8nsqPongDoWn/fbukEoASg1L5J15M7/4X686MOsv2kFRxQBFAjYAhgWNcDZIHAgaBOKTQA8S7q+H3COtZ/egz0BjDqwGgA1AgohZtqtTMAdaQCtP2NTSZ/sv4f4osenVWg8asAAAAASUVORK5CYII=" /&gt;&lt;/a&gt;Total, 2.200 m en 28'10"&amp;nbsp; (sense comptar les pauses! ;-)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/297000914828628904-5152104298443284487?l=peptatche.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://peptatche.blogspot.com/feeds/5152104298443284487/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=297000914828628904&amp;postID=5152104298443284487&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/5152104298443284487'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/297000914828628904/posts/default/5152104298443284487'/><link rel='alternate' type='text/html' href='http://peptatche.blogspot.com/2011/11/series-delefant.html' title='Sèries d&apos;Elefant'/><author><name>Pep Tatché</name><uri>http://www.blogger.com/profile/18235874345460015326</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/_FTHY8P9CWVk/SPutWnw1PsI/AAAAAAAAAaU/TrroRaz6vxo/S220/tina08va93.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-297000914828628904.post-3825815984086929631</id><published>2011-11-23T23:30:00.000+01:00</published><updated>2011-11-24T11:15:18.812+01:00</updated><title type='text'>Series de pujada.</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
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&lt;a href="http://4.bp.blogspot.com/-w1y8yvXJNxg/Ts4YSl8--BI/AAAAAAAAFLI/NCXwEO4s65M/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-w1y8yvXJNxg/Ts4YSl8--BI/AAAAAAAAFLI/NCXwEO4s65M/s1600/images.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;12 sèries de +100 de desnivell positiu cadascuna, pendent mitjà del 10 % i amb alegria: acostumat al mon virtual, el mon real em sembla una meravella, encara que no em mogui de 1 km a la rodona.&lt;br /&gt;
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&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" height="99" 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
