<?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:blogger='http://schemas.google.com/blogger/2008' 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-299626401196014347</id><updated>2024-08-28T18:52:54.414-05:00</updated><category term="AMISTAD"/><category term="anfitrion"/><category term="autoestima"/><category term="buscando"/><category term="cuadros azules"/><category term="dexsar"/><category term="dios"/><category term="el amor"/><category term="fotox"/><category term="invitados"/><category term="las palabras"/><category term="peru"/><category term="sentarse"/><category term="señora"/><category term="tarapoto"/><category term="tu mirada"/><category term="yack"/><title type='text'>PENSAMIENTOS</title><subtitle type='html'>lo que si refleja...!</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://reflexionand.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://reflexionand.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00626485506622369755</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>9</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-299626401196014347.post-1166056599811950405</id><published>2012-12-30T02:00:00.001-05:00</published><updated>2012-12-30T02:00:17.005-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="AMISTAD"/><category scheme="http://www.blogger.com/atom/ns#" term="dexsar"/><category scheme="http://www.blogger.com/atom/ns#" term="dios"/><category scheme="http://www.blogger.com/atom/ns#" term="fotox"/><category scheme="http://www.blogger.com/atom/ns#" term="peru"/><category scheme="http://www.blogger.com/atom/ns#" term="tarapoto"/><category scheme="http://www.blogger.com/atom/ns#" term="yack"/><title type='text'>Bboy YaDex</title><content type='html'>&lt;p&gt;Jejeje yop,hermosa la foto no!&lt;/p&gt;
&lt;div class=&#39;separator&#39; style=&#39;clear: both; text-align: center;&#39;&gt; &lt;a href=&#39;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj22WKjLabylZZNg8HFKFN6o1ULC5lI1sMcD3kynp-nZazimgY8nyEbkhGUO3kATz5ZcgdgMMHs0JWliNEuSgwWe1M9URqjzscmWlqXZiYUUutUUEgD5tpADjVBTjtb5QAETgUB07hOKg3x/s1600/PicsArt_1356736103346.jpg&#39; imageanchor=&#39;1&#39; style=&#39;margin-left: 1em; margin-right: 1em;&#39;&gt; &lt;img border=&#39;0&#39; src=&#39;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj22WKjLabylZZNg8HFKFN6o1ULC5lI1sMcD3kynp-nZazimgY8nyEbkhGUO3kATz5ZcgdgMMHs0JWliNEuSgwWe1M9URqjzscmWlqXZiYUUutUUEgD5tpADjVBTjtb5QAETgUB07hOKg3x/s640/PicsArt_1356736103346.jpg&#39; /&gt; &lt;/a&gt; &lt;/div&gt;&lt;div class=&#39;separator&#39; style=&#39;clear: both; text-align: center;&#39;&gt; &lt;a href=&#39;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDXVSwKMtoloBR1ePkoMp7y22XEfTF-6-PDHICxe2Zc1nau_RKw0MK-FVeuwAivCpswlDu3FixWGPnLbjHy-NU1GfPCym_4F2xZTOfKHnLJ-cbgDtoH_vY1PFFPDVVxMHb4_CLuzryJLFM/s1600/frases-reflexion-de-amistad.jpg&#39; imageanchor=&#39;1&#39; style=&#39;margin-left: 1em; margin-right: 1em;&#39;&gt; &lt;img border=&#39;0&#39; src=&#39;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDXVSwKMtoloBR1ePkoMp7y22XEfTF-6-PDHICxe2Zc1nau_RKw0MK-FVeuwAivCpswlDu3FixWGPnLbjHy-NU1GfPCym_4F2xZTOfKHnLJ-cbgDtoH_vY1PFFPDVVxMHb4_CLuzryJLFM/s640/frases-reflexion-de-amistad.jpg&#39; /&gt; &lt;/a&gt; &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://reflexionand.blogspot.com/feeds/1166056599811950405/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/299626401196014347/1166056599811950405' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/1166056599811950405'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/1166056599811950405'/><link rel='alternate' type='text/html' href='http://reflexionand.blogspot.com/2012/12/bboy-yadex.html' title='Bboy YaDex'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00626485506622369755</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj22WKjLabylZZNg8HFKFN6o1ULC5lI1sMcD3kynp-nZazimgY8nyEbkhGUO3kATz5ZcgdgMMHs0JWliNEuSgwWe1M9URqjzscmWlqXZiYUUutUUEgD5tpADjVBTjtb5QAETgUB07hOKg3x/s72-c/PicsArt_1356736103346.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-299626401196014347.post-7953759114360751322</id><published>2012-12-13T12:35:00.000-05:00</published><updated>2012-12-13T12:36:45.965-05:00</updated><title type='text'>POEMA</title><content type='html'>Oh!  Madre naturaleza nos brindas  vida, belleza y amor.&lt;br /&gt;
Cuando era niño visitaba tus ríos choclino y shilcayo.&lt;br /&gt;
Me gustaba aspirar el oxigeno que nos brindas.&lt;br /&gt;
Con mi papa caminábamos horas tras horas por las orillas de los riachuelos limpios&lt;br /&gt;
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Gracias oh querida naturaleza por brindarnos tu fuente de vida día a día.&lt;br /&gt;
Muchas gracias por tus hermosos manantiales y tus hermosa cataratas de ahushiyacu.&lt;br /&gt;
Por tu agua pura y limpia y por los majestuosos y frondosos bosques &lt;br /&gt;
Cuando era chibolo siempre me ha gustado acampar para poder conectarme a ti mi querida y hermosa naturaleza&lt;br /&gt;
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AGREDICIMIENTO : &lt;br /&gt;
Renato Jorge rodríguez ushiñahua &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_E1IcQFjM5i3fsORdc4dGd2q6mnj28t5kbEOwQUTYnuUT2oV1n4S8y06TeY69IIK-UfuOBJ2b9W8o-WCKdCzlVd8DVpsGbNX0KURn9tdvGZ2PdZOShQsliWY9F7HSrNHX7w7R9dD18lxK/s1600/images%255B1%255D.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;171&quot; width=&quot;295&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_E1IcQFjM5i3fsORdc4dGd2q6mnj28t5kbEOwQUTYnuUT2oV1n4S8y06TeY69IIK-UfuOBJ2b9W8o-WCKdCzlVd8DVpsGbNX0KURn9tdvGZ2PdZOShQsliWY9F7HSrNHX7w7R9dD18lxK/s320/images%255B1%255D.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://reflexionand.blogspot.com/feeds/7953759114360751322/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/299626401196014347/7953759114360751322' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/7953759114360751322'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/7953759114360751322'/><link rel='alternate' type='text/html' href='http://reflexionand.blogspot.com/2012/12/poema.html' title='POEMA'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00626485506622369755</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_E1IcQFjM5i3fsORdc4dGd2q6mnj28t5kbEOwQUTYnuUT2oV1n4S8y06TeY69IIK-UfuOBJ2b9W8o-WCKdCzlVd8DVpsGbNX0KURn9tdvGZ2PdZOShQsliWY9F7HSrNHX7w7R9dD18lxK/s72-c/images%255B1%255D.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Tarapoto, Perú</georss:featurename><georss:point>-6.4833333 -76.3666667</georss:point><georss:box>-6.5464418 -76.4456307 -6.4202248 -76.2877027</georss:box></entry><entry><id>tag:blogger.com,1999:blog-299626401196014347.post-6957514291481703484</id><published>2012-04-22T17:51:00.000-05:00</published><updated>2012-04-22T17:51:27.411-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="anfitrion"/><category scheme="http://www.blogger.com/atom/ns#" term="buscando"/><category scheme="http://www.blogger.com/atom/ns#" term="invitados"/><category scheme="http://www.blogger.com/atom/ns#" term="sentarse"/><category scheme="http://www.blogger.com/atom/ns#" term="señora"/><title type='text'>BUSCANDO DONDE SENTARS.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Es un almuerzo presidido por Mark Young, gobernador de Hong Kong, una dama de las más distinguidas se sintió menospreciada al descubrir que estaba sentada al extremo de la mesa, en vez de estar cerca del anfitrión.&lt;br /&gt;
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Al terminar la comida, se acercó a Mark y le dijo con sequedad: “Según parece, no se cuida usted de dónde se sientan sus invitados.”&lt;br /&gt;
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“Señora”, replicó el gobernador, “a la gente realmente importante no le interesa el sitio donde se sienta; y sucede a veces que quienes se interesan por el sitio, no son importantes.&lt;br /&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://reflexionand.blogspot.com/feeds/6957514291481703484/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/299626401196014347/6957514291481703484' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/6957514291481703484'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/6957514291481703484'/><link rel='alternate' type='text/html' href='http://reflexionand.blogspot.com/2012/04/buscando-donde-sentars.html' title='BUSCANDO DONDE SENTARS.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00626485506622369755</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-299626401196014347.post-8152379953087633381</id><published>2012-04-15T13:21:00.001-05:00</published><updated>2012-04-15T13:26:38.951-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="AMISTAD"/><title type='text'>¿SABES QUE ES LA AMISTAD PARA MI?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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2nNFNdySvJiMnYik/KoJGcAY7Vy+keF9X0zVfEF3NBpl3FrEodoHuHAQAtwT5Z3fe9B0pLqJW1KXijX9R8NXehWep3lyNNeJlvb+2iG+STGB2+XnB455OOlbvhPUE1E3sltrI1SwBQ27sR5keQcq4wD6YJ5I+lQW2k+Jor03F3caffwzxFJ7SV3CBvNkZSh2nACsq8jnHsKk8K+FToGo6vfsIITqEqstrbEmOJVzjBIGSdx7ADtTdrA7WMTxDqt5Y/EfTNNbW5rPTLu3eWbLRqEYB8YZl4GVXrVzwXrmp3ya5capc+dpltcN9jvHjVPMiG7J+UAEYCnOO5qxqXh3U7vx7pviCM2ggsomi8ppW3OGDAn7uBjf056dea1tes73UbNLS2W3MMkiG482QrujDAsgAU/eAIPsaV1awm1axzHhXxBqsvi/U9J1nKNPGt5Zxt/wAs0IHyfUAgH3Vqp3+s3Fl8RLrTbzxDLZaatr56M7Rja/HALLz34rT1jwfO3iLStX0KHT7GSzJ8wAlBMp6qQq+m4Z9+lR3PhC71LxfcarqEVjJZXNr9lktxKzMBx8wOwc5HHT609L3HeN7lvwHqGt6loD3Ot7i7SkwSPEIzJFgYbAAGOuOKy9L8SaifH7Wl8+NO1ODzdPXsApIB+rBS34ip9N8OeJNL8P3ehre2lxbPuS2meR1kijPUfdPbp6E9+KXxF4Me9bTLjRLfT9OvbKUS+YuVH+7hV+YZA5OO/HNLS4vduzpNYEp0i7aGeSCVImdJI8ZUgEjrxXG+HPEmpW7a5pmqzm61CzKyWpYBTKr4CDgdyU/77rsb+K9udHmhjjgW6liKYaQ7FJGM525OPoM+1YQ8KSy+INP1y4MIura18qSFGOyVx9xicdO/Q4wOuKlWtqSmramd4JutU1b+24dQ1W5le2uDbxuoVdoBPzDjrxU3w41K/wBY8Py32o3ktxMZ2jG4AAAAHgAD1qx4Z0DVNAk1aSQWczXs5uECzMArE/dPydOevt0qTwT4fvfDOkSafdvbygymVZInY9QBgggenXNOTWo5Na2M++vdQi+J1jpKajcCxntjcPF8v3hv4BxnHyiutu7mOztJrmXPlxIXbHXAGePeucv9B1SbxxbeIIRZmO2tzAsLzMC4O7kkIcfe6c9Klu9N1zULlhdfYTZPNEzW/nMRsTJK8pzubBPsAKl2diXZ2M/whrWpza1q+j62w+2ROLiNQcgI2PlHsMr+ddZcTx2ttLcSttjiQu59ABk1y954VuIfFdlrOixWNqkCGOWLcUEynsQq4B5689B6Vs61Z3moW8NtCluYDKj3CyyEb1UglMbTwcc+2R3olZsUrN3Rz/hbW9Tl8R6rpOsnbcfLdQJ/cRgCUH0yo/Oqetatqmg+Kbe4e/lk0drpYJopAuI9yAg5xnux/CtHUvCs6+JdP1fRYrG0+zArKmSgmU9sKuBwTzz1HpUmq+Hr7W7XVrW7FpHFd7GhZHZmjdQAM5UZzj/9dO6vcq8b3MrWdY1JvGumWlveyQ2FxM0BSML8+zG45IP8RK/8BqxJeX6/EiPS/wC0J/sT25uDF8uM88ZxnHFPvPCt6dU0Oe0a28nSlx+9kYNMTjJOFODnJ79asSaFqLeN010fZfJSHyPL8xtxXn5vu4zz0/Wi6C8fwMCPxT5mp6jaazql1pV5HOy2oCARKn8OflO73J4I6Vb1uXWdP8KXesnV2MvlW5hWHaYxkRq5zjnJLEdsEVcuNA1W90B9Lv4tNvJNhSK7kkYOmehxsOSPXIzU2qeG7ifwUnh+0mjYhEjM0zEY2sGzgA+mMdqLxuF43Ra0aG8aK0vpdQlmims1Z4pAOJCFO4EAcdeKxNO1++PjZra8bFhqEPmWK9gFJwf+BAE/iK2XsNT/AOEYj02M2yXIhEDyCVgAoGCR8uckflnqazdc8KNdnT59IgsbG7tJBJ5i5Uf7uFX5hkDk+/HNSrX1ITjd3Itbu76HxrpVhDfzxW14jGRF28EA9Mg46U46tqNn4pfQJLhZjc2xltLiRAGRsNwwUAEZU9hUupaLql74j07V1WzX7GpBiMzfOSDnnZx19Knt9Blk8RtruoSIbhY/KghiJKxLzk7jgknJ7DqaLxsF4217GTDquoQ+IdM0r7a15drv/tFUTEajGVPQY69v6115rO0q11C3mvnvntnE0xeLyVIIX/a9+n+NaJqJszm09hhphp5phqDMYaaacaaaQDTVKfvV01Sn70mSzNmTfDcf7Me78iKs2pxYXJ9WT/0FaZGu83CnoYWojGywP+04/Rcf0qF1Oqh/DE37WYejH+dFNkU+a/8AvH+dFb3NSS1U5uGc8yPLj/vpv8RXR+BAR4t0z3SX9Eb/ABrmon/0idOw3n/x5v8ACun8Djb4q0b3jm/9ANZ0viQ1uj116hapnqFq9FmrIG60w09utMNSSIabTjTaBDTTTTjTTSEJSUtJSAaaaacaaaBCGmmnGmmkAhpppxppoENNJS0lIQ002nGm0CENNNONNNIBDTacabQIaaQ0ppDSAaaaacabQISmmnU00hDTSGlNIaAENNpxptIQ00004000CENJS0lIBppppxppoEIabTjTaQhDTacabQA00lKaSkIYaYaeaaaQhhpppxppoEMNMNPNMNIQw0004000gGmqU/erpqlP3pMlme5IhuwpwxgcD64qdk22ZTPIcH88n+tV3Hyz+0T/AMjUgbzIW/67Y/U1mdND4BtzJ5dw6n1zRTdRT/T5ce38hRW5vYpafe/aL6cnjMTN+pP9a7bwW4Pi7QwOm2Uf+QnrzvR+LmRj3hI/Uf413fgQ/wDFXaIP+mlx/wCi3ogrTRVtT2h6hapnrzj4va5rHhrwxDqmjanJaTC5SFkEUbqwIY5O5Sc8Doa7izum60w1ylhqgfXr14fE0l9p2nW2b1ZUhKqzZKlXjQHICtkH1HvVrR/GFnra2EtrZXwtr5nWC4dE2HaGJzhiV+6eoBP51NiWjoDTawfEHi6x8N39ha31ten7dIIoZYYg6lycbTg7s8g9O/Gag07xzo+oTarC5nspdLXfdLdx7Ci+vU8f4iiwrHRmmmuctfHOl3Uumhoru3h1RmWxuJ4wEnIOMDBJXPbcBmqnxF8V33hHw8t/YWiTStIE3SrujQf7WGBye2PQ0rBY62krDn8VWltcWFnLaXa6jfswgsSqeaQoJLH5toGAeS1ZMvxM0KPRYdWWO9ktJJzbOyRAmGX+643ZBxzxkUWFZnYGmmsCx8Z6Xfa5daQyXVrd20PnsLqLywY+PmGT7g84qtb+P9FuZdPx9oS31GZ4bO6kQCOZlO0453DJ4GQM0WYWZ05pprjpfiZosEt5Fc22pQSWc6QTq1vnYzkgZKkjHynvz2zWv4m8TWfhXT1vr+G5e3L7C8ChtpPTIJHWlZhZmyaYa5pfHemvqzaYLTUhdmHz4ozanMyeqjr69cdDWRrnjCw1fwHLq1ld6pZWvnCKS5tol82EhhwwLDg5AyD3H0osxcrO7pKwp/FFhZy2VkPtF3eXFv56wxqu/wAsLku2SFHT15PQVVXx3olzp+nXFq81y2oyGG3t4lAlLD7wIJGMcZOe4pWYrM6U02vOfB+ryW/inxaL+9vU0+x2Msd7cNL5C/Nnks36E5rpLbxnplzLp4aK6t4dSYrZzzIAkxB6DBJXPbcBmhoHFo6E001n65rll4fskur5nCSSrCgRclnOcD9D14qHSPEFprNzf2sKTRXNjL5dxDMAGUnODkEgg4PQ9qVhWe5qmm1xM09zb/GC2s47y7+yT6cZ3t2ndo9+5hkKTgcKOlaFv470e6ns1jFx5F5cNawXJQBGkGPlxncM5GMihxYOLOkNIayvEPiC28N6eL68guZLfcFZ4EDbCemckcHpTX8RWsTx+dDPFC1p9sa4YKY44/8AaIY88jgZz2zSsxWZqmm1z9v4z025ubW3WG6SS9haa0Doo+0KM8L83BOOA2Kq2fxB0a9lt41jvYzPdG0UyQYCyAA4JBx3H9cCjlYcrOppprzXxx4nW/8AC0mo6LJqUIhufJS8hmMcb884Cvlh6Er+NdXeeKLLTHS0kS4uLtbP7W8cSgkRgctliAeh4zmjlYODsbppDWJL4t0tNP068jaScai4S1ijX55GPB4JGMHqScCue8J3l0/jzX7OSe++zQonl291cNIYycZ6s36E0couV2O7NNpxptQQNNNNONNNAhKSlpKQDTTTTjTTQIQ02nGm0hCGm0402gBppKU0lIQw0004000hDDTTTjTTQIYaYaeaYaQhhpppxpppANNUp6umqU/ekyWZdzL5ME7/AOxt/M4/rUem3AmtS7f8/PP55/rUequEs5Qer4Uf99A/0qvp3y6XMOhMjN/46P8AGkl7rZ14de4a16c3kh9/6UVHeN/pT/h/IUVZsZOjRkruPaBj+q/4V23gAbvFGhP6tcH843rjtHIS3bPeLZ/49n+ldv4ATZrvhz1MUn/opqqGs/67gtz2N64P4neFdV8Y+HotK01rOPE6zPLcysuMAjACo2evqK7x6gau00ON1PT/ABNeXO+1t9HsTIjC5lFw8zTYjcRqQYlBUO4J74H4Vg6D8PbjRvGFpqunxx6RZoji8tYLx5kuGIIG0MowoPPPtgCvSm60w0riucd408N6pr+p+H7iw+xiPTL5LuTz5mQvtYHaAEb06/pWPN8PtRvtf8WXN5LaJZ63biKMxSsZImXG0kFADyoJGfavQL2+tNOtmub66gtbdSA0s8gRRngZJ4qUMGUMpBUjII70riuzzdPBOtX1r4T0/UPskFvoUgkkmhlZ2m2Y2BQVGM45Jrc+IXhu78VeEptMsZIkuDIki+aSFODyMjOOK6s000XFc4DWfC2s6n4i0fxP9k05r21jMFzp8sxeJ4yW5Vyn3vmP8Ppyccp4n8H6prnhyPT7Gy0bT3+2rcskbsqqqrjBKp8zEk84GBgc9a7+kpXC7OBvPBmpah44v9XuGtEsL3TWsHWOZzKu5cFh8gB/MUnhfwpqWi6fa6ZeaZotwtpMTHqDDMhj3bvubfv9QDu4464570000XDmZx/hzw3qWl+KfEOo3qWL22qypIixzMzR7N2MgoAc7vXjHepPiB4cvvFPho6XYPbpI0yuXndlAA+inNdWaaaV9bivrc4s+G9XPjzT9fIsfIt9OFm8fnvuLfMcj5MYy2P19qw4vAWvR/DzU/DTPpvn3l0JklE77VXcrEH93nPyY/H259ONIaOZhzM8/uPB+pxeIdN1yGCwu3js1s7uznkOwgDhkYr9Oqj9aXVPB+ovqmj63psGmW13p8rFrKLKRPG3beF+9jPO3v7c97SUczFzM86h8Darc3nid9RNlFDrkYwIJ3doGHI6oAwzjuOlKng7V7y28MWF99lhg0WQSSSxSljNsxtCjaMZxzmup8TeJLfwvpv9oXlpdTW24K7W4Q7CemQzDqfTNXRqNmbiG2N1ClzOnmRwNIBIy+oXOSOv5UXYczMbxhp2ualp0EOiXSQETK1wplaJpY+6h1BK5/z6HN8J+HNS0LxDrN3Nb2UdpqJjdUgmZjEVDfLgqM/e68dM967Q001N9LC5naxyV94f1ab4gQa/AbNbeKyNqA8jb8ksd2NuOrdM9utc2fBniid9Mur1rK6v7LUFunuJLpyZlBB2jKfIox0Hr0r1A02nzMOdoo6np0Wr6RcafdqPLuIijgHOCR1H0PI+lcxYeDbr/hB7jRNTvUkupohAJ48kJGh/dqM4JA649zXZmkNTdkptHI+H9E1Gws7G3vNL0fzrNAgu1O55AoIXA2AqTxk5Pfg5pvhTwze6TpmpWOpi1Zbu5knV4JGYrvUKRyo6Y6+9dcabRzMHJnmUngbxAfB8nhhH094EuPNhu3mdSVznaUCHBznv/jWnqvh/xFqV/iVrOTT2sjAtsblwkUpXHmEbP3mOcZA69sV3NNNPnYc7POYPBeswab4ekU2gv9GlYiPzSUnRm3H5tvynt0PWr9joWuWHiDW9bc6dC19b/IDO7CF1XgtlACMjnpxXamkNLnYObMvQJ9QuNDtpdUVFvGDeZsUqD8xAIB5GRg8+taNONNqWZsaaaacaaaQhKSlpKQDTTTTjTTQIQ02nGm0hCGm0402gBppKU0lIQw0004000hDDTTTjTTQIYaYaeaYaQhhpppxpppANNUp+9XTVKfvSZLOa17PkQ4/57D+Rp8SFNLlbuZNo/wC+QKbrozBF/wBdR/I1YXDWUUY73Kt+bKKOiR1UPgLV6h+2Sfh/IUVavkAvJOO4/lRVtanRYw7dSgCj0yfpzXf+B02+IdCH91ZF/wDITVxVravJIh/vwjH5V3Hg848VaMo/56TD/wAhSUUviFHc9ZevNfildX+n3HhufT9SvLN7jU4rWUQzEKyMc8r0J/D65r0p6y9R0bS9VaNtR02zvGi/1ZuIFkKfTcDiu40PK013XND8ZeN9Ntr261COw05bq1jun8wq+xG49vnPA64FVl1/VrDw54L1yHU7u6vtTvRFdxPMXSdXY5UJ91duMDaBivVU0TSYNQkv4dMso7yTIe4S3QSNnrlgMmoLbw5otldJc22lWcM0ZYxskIGwt12+mfalcV0cd8aLdZPh7czF5QYpY8KrkK2XUfMOh9s9Ko6lqN9Y+L/C/hy3vJ10y6tzcO8t46tcSbWxH5oywAwpwOu4D0r0m9srXUbSS0vbeK4t5Bh4pVDK3OeQfes9vC+gtp0ennR7H7JE/mJD5C7Vb+8Bjr70XBM808XN4k8PfDuWS78RPNqVnfCNJ7O4YMI3AOyXpluhBIzgj150ZNT1bRPincadFqF5f2z6U90Le4fcDIASNoGAuSvbHWu8l8PaLNZR2cukWElrGxZIXtkZFY9SARjPvSroekR3sd6ml2S3UahUnFugdQBgANjIGOKVxXPNvC114k8QaFpniCLXoIpVvHN8Li5by2XftEXl42pxjGOfmHei1tNd1fxf4r0ax8TahZpZvbvbF5DKEzyRzzjr39M5r0SPw5osN+1/FpVml2zbzMIV3bv72cdfepINF0q0vHvLbTLKG6fJaeOBVds9csBk0XDmOT+KGuahoXhq2NlO1v8AabtLea6QfNEhBJI9CcdfrVA3F1H8WYtBj1G9OmSaa0pjNy7HcQRuDE5zgAjng8ivQbu0tr61ktruCOeCQYeORQysPcGuMtfA76d49h12wjsLSxigNuLSFSpIOctwMZ5/+vQmhJqxwcuv6uPhNc6idYvvt8GrNAk32lg23C/KeefXmuq1PU9X1b4j6h4ehuzawRacWswtw0PmSMFPmZUEttyfl6fKT612DeE/DrTTSvoWnO8xzIXtkbcc55yPWn3Ph3RbuO3S40qzkS3G2FTCuIx6LxwPai6DmRV0dtVtfCv+m3MGpalbxyKZLc5WV1JAHb5uMH3BrzU+I9YX4c2/ioancvqz6jtaPzD5RXJXyvK+7jAz0z717FDBFbQpDBEkUSDCoihVUegA6VnDw9oyXQul0u0Ewk80OIhw/wDe/wB7360kxJo4ZL/VvFHi/wASaT/ac+lPaQollGjldpJBaQhSCxwO5wA1PsLi6HxGj0ubWrm7sptGEzstwVSSTgGRMH5c4J4PGTiu2vtA0jU7pLm+0y0uZ4xhZJYlYgfjReaFpOoXEM95ptpPLAAInkiVigByAM9qLoOZHkdxqV5qvwJurm+upbmf7WFMkr7mwJFwM1tajYRT/FfQI2uLpBPpzNlLhlIIV+FIPA46D3rvB4Z0FYGgXRNNELMGaMWke0kdCRjrzRd+HtFvkt0utKspktxthV4FIjHoBjgcdKOZBzI8w8S+JdQittY1LTNYurgWmpIiS58qKLr+6VASJRjqzAdM81ueIP7Rk+JNnpdnrF7aQ3thI7BJSVVwrgMFPA6Dp+ldbN4V8PzSzyyaLYM8/MrGBcvznnj1GakGgaMk8U66TYiaIARyfZ03IB0wcZGKXMhcyK2n3cOlpYaJqWrxXOqtFkGQhXmxn5sfgfrg1r1BLYWct9DeyWsL3UIKxzMgLoD1APUd/wA6nqGQxppDSmkNIQ002nGm0CEppp1NNIQ00hpTSGgBDTacabSENNNNONNNAhKSlpKQDTTTTjTTQIQ02nGm0hCGm0402gBppKU0lIQw0004000hDDTTTjTTQIYaYaeaYaQhhpppxpppANNUp+9XTVKfvSZLMDVV3iFR1Mn/ALK1LbLmSMdlkU/kSakvRmSD/rsv9ansbVk3sf4JCT+XFSuh00PgNO7i3XLt64/lRU0vMpNFbNanUZ1tgPp23r5bA/8AfIro/BrF/GOlD+5PNn/vzJXJ2Ds18R/DFGAPqUz/AIV1Hgf/AJHezHo7n84pKmluKO57G9ed/FrX9X8L+GodV0i/MEv2hYWjaJHRgQxzyMg8Dvj2r0R64H4peGdV8XeHItK0tINwuFmaSaXaAACMYAOetd5p1M+y8R6z/wALNg0G2vk1jRzamW5uViTNuxDEBmTC54XjA4f2rXvPH+gWT3JlnlNva3C2txdJGWiilP8ACT147kAgViweE9b8P+M21rw9BaR6dfxg6hpjzlVWT+8hCke/QdSOh4qaH4HvtCfVdOn0TSdYsrq5NzbXF2VzGWH3XDKxIGB09/XhaCdjqrrxnpdvfahaRrc3Umnwia6NtHvWJSCwyc8nAzgZqrJ4+0qLU7rTjbak13bQ/aHjS0Zy0eR8wxnI+YHP9eK5rxP8Pr3Vb+5vbG1Sz1fegtNRtLowoEGBiRMZBABA25yAtQWsl/Y/Gi6SOMahdroSJITIIt7Ax5bnjkjp6E+lFkKyOwj8daBPodpq0N2ZIbyYW8EaofMeUnGwL1z+nQ96ytd+IdraeHdXvdMhea+02UQz28sZHkvux8+D93g4IJGa5tPhXqen+H9Ie3ls7nU7HUGv5LWTIgk37AUB9hGOSO5ro9Y8LT6t4W1uztNF0zSrq9iQKItu6Rlbcd7KoHoB17miyCyL9r41szpmky3sM8F7qe1Le2MeDM+1SdmTjb8wwSRSjxzo7+GpddQXT2kEphuFWHLwMOoZfbI6Z6isG50fxhcWHh23Frbx2tiojvLWK92NOFVQD5gXIU4OVH457UtN8Ga/Z+B/Efh9rW0El/dPLBItx8gDbRz8ueAvp37UrIVkdfo3jHR9fv2srGSYzi2S62yQsmY2AwRnr94fnSap4v0rS7u6tZGlmms4PtF0sCbvJj45b8+nXFWfDenS6b4f062u4IUvLa0itpHjO7cEUDrgHHGcVy0nhG8svG+qaqum2Wr6dqqL5kVwQGhYYH8QIKnn/I5WgtLmxc+OtFtrjToi1zImpJvtJYoGdZR6DHOeRxjPIq1oXifTvET3sdk0qzWUvlXEU0ZR0bnqD9CPwNYGqeF9Sudb8K3VpZafbW2kPI8sMD7EG8r8qDb2x14znoKm8JeHdT0bxP4l1C8SEQapOssWyTcy4Z+GGPR/0odrA0rGrd+KtPttTu9OVLm4uLOET3KwR7/KUjIzz1xzgc81jSavHfeOrSy/tPUII7mwJSxEO1JQVJ8wSg5BA445BHWs/wAWeCLvWtUvL+2tRDqRZfseoW90YiqgLxKuOx3crkkY6Yq2/h3Wx410TWJDDdR2FgLaeRpdrzOVIZwMYHJ9aNA0KPgfxILHwlrOoa9qc0kVpqUsKy3Dl22hU2qO5OSeB610Y8YaaZb63KXS3llCJ5rUxfvPLIB3AZwRgjODkVxv/Cu9YufB2paVM1tFcvqZ1G3IkLI5K7djcDH15rqIdLupbW5mPh3S7G9ktHiZ4mXe7kAY3BeE69cnpxxQ7CaQyL4iaDNFYTBrpIL6TyoZnt2VN27bgt07Va1XxjpGk3N1bzSSySWcQmuREm7yVJAG48DJ3DAHPtXHyeBddbwVoGjBLX7Rpt408jecdrLuZhj5evzfpWtb+HNX0jxhq2o21pa6hY6sFMsc8+wwsOxyrbhyen9KLILRLNrrsN946hji1W8EM9gJYbJrbbFIp+YShyc9Pbt+FWm8b6IImuRLKbFLj7O16IyYQ/pu9OcZxj3qhP4c1S58dWmrzRWwtI9O+xSiKUqcncSVGOAN2BznisQeB9aTwXN4TVIDE975i3vm/KIshslcZ3cYx096VkKyOp8dvND4N1C6trme3ngTzY5IJChBB9uo56VDpviW3tdE8PwXck1xqV/YxyJEo3PKRGGY5JAz16nmrfiTSLm/8IXOkWW15pIRCrSvgcY5Jx7Vz7aF4lX/AIR2Dy7eTT7G1WG5tkujGXkVSu4uFyUxtO36gg0lawK1jb/4TPRW8Pwa0k7tazyCGNQnzmQnGzb68H8s1oWWpx301xCsM8UtuVEizJt+8MjHrxXD6T4M1GDwemhapp1rdQx3bSOq3BUupBwyNj5WBxweoJ6VueC/D+oaBHfxXN1I9nJKDZ28kvmNAgznJ6c5HA449zQ0hNR6EXifxBay6frVjZS3hvbC2aV5bQsohfaxXcwI9ORz79OIfDHiWODwdokup3Ms99elo4l+/JM28j9Bjk8VTbwtrVheeKIrOO3urTXUkZZJJvLMDsHzkYOR8/6DpzVOPwTq9vp/h6bybSe70hnR7Z5Mxzxs2cgkcHk9R/LFOytYdo2sdUvjDRTpN1qL3RjhtZDDMrqQ6ODjbjuT7Vma34ss5tL1S2gub2xu7VUMsiW+94A2CGxnBGODzkZ7VX8Q+D59a0KSOysbDS7lbhLhIogP3pUEfvCoAz8xx1x688XdWsNZ1rw9qFs2m2VpdXcQjIE+4s3HJYKOAM4HJ+lTZE2iWrbxHZxx6XZiW4vLu6s0uE2xje6YHzsM4Gf8aztQ1+G41fw+8V/fWcNzIQsX2bK3JyBtYk/Lg+3es6+8G3N/pthBeWCPPZ2EdvBcW9zskjkUEHORhlOFPqMmpJ/DOvSR+F/PmivJ9LkMtxM8pBkywIUZGTgDGT1p2iFom/deKtMtp72IGaf7Coa7aCMusIOfvH8DwM9DUd14u0u0ubKFzO4vk320kUJdZR7Y5J5HGM8isT/hGNU05/FEFnDFcQayGMUjS7TEWDBt2euN3GM9KQ+EdRtpvCqQGKWLR95mdpMFyxGdox0GD1pWiLlibln4s0m9tr+cTPAunttuROhRozz1H1BH1FJb+KtLuLlLd5JLeSS2+1xiddu+Lk7h+AJwea5pvBOo3g8UxTvDCmrSpNA6uW2lHLAMMd8++K1LHSL0afEsuh6VBfw2rRC4IVyzbCoxgZAJPOT0JHOc0mog4xNKw8SWepC0aCK5Ed2WEEjx4VtoJPOePunrVDxH4nn0XV9Ks4rNpUu5dkjbCTjjhOeW5/lWdo3hG60rxFb3lgH0+yCt9qtvtJlSViMDaMdM85bnpWj4r0e/1C+0W+sI45WsLnzXid9m4cdD+H60WjcVo8xcn8SWMVy1sqXEtzHB58sMceWiTAPzeh56daguvGGkWtnZXrSSva3h2xTRxkrnOMHuD1/Ks5ND1PT/ABFqWq29tHMuo2wDRedgxS4HGSOV68/pWZN4I1KLwzpGmQPDLNa3X2mZmcqvf5V496LRDlgdB/wmOl+ddwFLwT2q75IjauH24zuxjgYxycdRUo8UaW2m2V8szGK9kEVuNvzO+cY9uR1PFZraHqX/AAlOr6mIofJvLP7PGvm/MGwBk8dOKzofD/iKy8N6TpkPk7bWdmuUjnKNKhfcAr4yvUg456UuWIcsTo4vE2mSadeXrytClk7R3CSDDRsDjGB1OemM5rmrnV55fHWiC2lvobW8RneGVmCv8pwQucD6VEfBepXGna7YSJBALu5+1W7rKWUHOdh4Bxg4z+lXG0bXbvXdF1O4tbaP7BH5cii4yXOMFh8uB16U0ooaUV1NZvFulCQASSGE3P2QzhfkWXGdp7/jjHvU1xr9nBfXFkFmmmtoxLMIk3eWpGeffHauRvPDPiS+tj9rSCe6S+W4Ev2ghSgBG1UxhfXPU+9Xtd8L3Wq3c95HbCDUDt8i6huSm3gcOMc4ORkckY6UuWJPLDudfFKs8EcyZ2yKGGfQjNKajtI5YbKCK4l82ZI1WSTGN7Acn8TUhrJmLGGmmnGmmkSMNMNPNMNIQw0004000gGmqU/erpqlP3pMlmTcDM8H/XZa0EIE19t+7hCP++az5wDcQZP/AC1H9am012lsZJW6ynP4fNipj8R1Yf4DSD+Yob1FFMsiGtEPuR+RNFaXOkxtJlxcSqerqT+Sr/jXV+A+PH1tnowYj/v3JXHafIG1LA6BePxVa7HwR8vjnSx3YzfkIn/xoprVBsz2Z6gap3riPG2s3Fjq2hWFpqTQyXc7B7KCINPdKMcKxwIwOcsSPrwa7yjqm61labrtjq97f21k0khsZBFLLsIjL85VW6MRjBx0ry0eLPEM3wj1vVjqk8WoaVqZtopgqFnTdGu1+MH/AFh5GOg987ltqmoW3xC8NaTBeOmm3uk+fJbIiBA4RuVwOOQDj1pWFY9HNZ40bS1vPtg02zF1u3+cIF37vXdjOfevKpNa8SCw8cuniO8X+w7gLbExxEsNzDDHZyMDtjn8q9A0rXbiT4eW2vXKedcDTftUioMeYwTccemcfrSaFax0Jpprzjwrc+JvE2h6Nrx8QRwxz3E/26EooAXfsRIxjgjBIyc5Yda55vFPiBfhjreqf2zcG+sdXa2im2pkx/uxgjbj+Imiwcp7PSV534n1/UF1N7Oy1WVmj0d7l7S0jUSRuFyJXkbgL0+Ucn05FZOseKNdb4XaB4gh1OSC/mnWGYoi7JASwyQR1+UdMdTRYXKesGsLxD4q0/wwIH1JLkRTuI0lji3LvOcKT2PBNci/iLWdD8e61p0t/NqVpb6S99HFMiKd6gNgFFHB5H49+tcp4lvL7WfhfoOtX+pzXM91qoLxbVEaEeaAAAMjAGOvf6UKI1E9zNNNcCda1XWPHPiDSPtk2n2umWm6FYVXc7kAh2LA5HoOnIrW8Ba7eeJvBltf33y3TF43kRdocgkbgOn/ANcGpaJaOnNNNeQS634jXQfGFyviC7D6NfmG3PlxEuok2/OdvPHpjn16Vsx+J9W1XxH4V0kzNaQX+mJfXE0SgNK5jLFVJyAAQD680+UHFnolJXI+B9cvtTm13T76Q3DaZfvbx3JUKZEBIGccZGP1Fc1rvijWtK1fVX1CW/h0qSXyrO+sUSSGHGVIcYznOQeQQQcDpS5dRcrvY9RNNrzo654g8R+IvEen6VdC1awWNLRdyqCSeXbIJYHH4Aiuj1TWNR0fwLPqlxHBLqMFtucRHdGZOmR7Z5x+FKwnE6E001wmh3PiaaLRtXfUIJNNntd94LiRQNxBOUCrxjpjPY1k6R4j1ldVsNL8RTalZXl1OwSdEja3uAQwCoQOMFlwQWHAzwaOUOU9Mjnhn3eVKkmw7W2MDg+h96p2ur2l7qV5Y25keS0IWVwh2BjztDdCRxkdq858Js+m6R4tv/7Ye1NvfzKJJlDxhuAHZQuS2fT8qu+GNZ1CPxdpumM8v2K80pblkljRAz5P7xFX7gbGdvvyBQ4jcNz0U1i6Z4lsdV1S702FLiO7tADNHNHt256Vk+MdcvbLXPD2kWs7Wseo3O2a4UAttBUbFyCATu6/SuVh1Cfw/wCLPG97EXuZra2jZDLjJPygE4AyBn8hQo3QlC6PVzTa4vw/N4lujoupm9imsLm3Bu1mdcl25BQBeCOmM9qveKdTntNR0i0tr5o3uZSHtYYw0twoxwrHAQDnJJH6Gp5dbE8utjpaaa8tHjbWLL4e316z+bexak1jFNIoJRdobc2OCRyM/TrWzr0evaTperXqa+Xt0tkktQFUyblChmPGNpJPT1HSnyMORnbmkNcFHrWp/wBs+C1+3SNHqVmHukIXDsIwc9OOTVbT9X8TeJLfUrvTbmO3nt77y44ZGURpGo5DDBJznr7HGKXIw5GeiGoLu4FpayXDRySBBkrGuWI9hXE3tzr1x41n0iy1h7cS6d9oQMqOschOMA7c7ffk4JpLXUtW1DxPqGi3movF/Z+nru8hVXz5CqlpDkHj5unTpRyC5Dq9G1qz1/ThfWJcwlioLrtOR14q8a8k0XW77RvhvYCxIjkutQaAzlQ3lA9wDxn6+hrsLTU7208fSaHJcS3VpJaCdTIBujbODyAODjv3IocLBKFtjqqSuP1bWNRm8bw6FayGCEWrTEqVVpW5xgkHgdcexrO1u98SaT4f0yW61FE1D7ctrKYNrJIjAkFgRw3HbFLkYuRs78001yOkajqMfxB1LRbi/kurWO1WZDKihlb5P7oAx8x7elO1nWb4+NrDQ7d2hgeBp3KEK8p+YBQTnAGM/nS5HewuR3sa+r69aaI1uLxZgtw4jR0Tcu49AT2pLfXbS51u40dVmS7gQyMHTAK5AyD36iuN8Srq8fhfSotblglvI9WiUvCc7l2sRngYPP8AKtASiH4n6nK0ixqmk7i79FwyHJ9qrkVivZqx2hptefWPiDU/7U8PE3stzDfSTRSytGqRzBSMFF6rjOMkDOKS48Q6nZanMNTkvIbSa7Atbu3VXg8vcMKRjPIBzzn24qfZsn2bPQDSVFHd2008kEVxE8sX+sjVwWT6jtUtZmTGGmmnGmmkIYaaacaaaBDDTDTzTDSEMNNNONNNIBpqlP3q6apT96TJZh6huDwFeolz+hqzpcgOmhP7m0H/AL5z/WmXOBgnswx+dRaQ++zl9wP/AEECpjudeH/h3LlnK0VsqE9Gb+ZoqKS4ihkZGPI5P480U7G6MvRmP2wZ6+Wp/wDHB/hXa+CiT8Q9GHbZck/98Vx1rF5GsbcfLsUD8ExXZeBCrePNMP8AEPPH/kLP9RWkHeSBO7PaXrC1rwzo2vT28+p2Ec81scwyZKsmfQqQce1br1w/xCvvE2l2NrdeGpI5LhpDG1pJCH8wBHkJB65wh4713Fl2LwZ4dtrS+s4dKhS1vjm4gBbY56525wOg6YxgelR2/gnw5aXFtcQaXGk9sMQy72LoPTcTnHJ49OOlYNv4xuPFOi6Pqeh36WZmvI7S+tniWRomOc4J78cHoQemeK377xho2nXd3ayXEs0tlF5t35ELS+Qnq5Uccc464pai1FHhDQVjvIxp67L05uh5j/vznOX5+Y59a0bGwtdNsY7OziEVtENqRgkhR6DPapLS7t7+zhu7SZJreZQ8ciHIYHoa54ePvDr3EEUd40guLlrWGRImKSygDKq2OfvAZHGTSFqWrLwjoGmXr3dnpcEMrOZPlztDf3gudqn3AFV5fA3hmaS5eTR4G+0v5kqkttZs53bc4B9wKh/4WD4fOjXeredciztJ/s9wxtnBifjhhjI5IH1NXrzxPpdnJaQvM7z3cRnhgijZ3MYGSxUdBj1o1FqV5fBXhyW5juJNJhaWOPygxLHKf3WGfmH1z29KQeC/Dw0yLTf7NU2UTmSOBpHZVY9wCevX8z60DxroMllp11BeGddRcx2qQxszyMPvDaBkY756ZFYviP4hx6ULA2VlPOJ78WkvmwSLs5wwHHLe3ejUNTpF8PaUmqf2mLQG+2eWZ2dixXGNpJPI9qzm8B+F2DqdHgKNJ5mzLbQ3PKrnC9T0xVOTXhP4+0qzXVLu0Sa3cjTZrBl887Wbd5jDjAHT1XHersvjfQIvOdrtjbQTi3muliZoY5Dj5S4GO456DNLUNSzd+GNHvJRNNaHzfI+zmRJXR3i/uMykFh7HNX7a0t7K0jtLWFILeNdqRxjaFHtisi98Y6RYa0NIuGuResnmRxpayP5i4zlNoO7oemelRQ+OPD0+gza0L8LYwSeVI7xsGV+Pl24znkdqWorMm/4RLQhb3VuNPTyrtg9wm9sSsDnLc8nPPNPl8N6RJBZRG0CiyBFqySMrwgjGFcEMBjjGcdKjh8V6ZcNqEaG4+0aeA1xb+SxkCkZDBR94Ec8VV0zx34e1i7s7WzvGaa8DmENC6htucjJGM8HjP8xk1Fqa+naZZaTam2sLdIIixcherMerEnkn3NU5vDOj3EjtLZh1kk86SIyN5bvnO5kztJz3IrXpKVybmReeHNJvtRGoT2Y+2BdnnRu0bMvoSpGR9avLa26WotVgjW3CeWIgo2bcY246Yx2qc02kFzHsvC+i6af9EsUjUElULMyoTnJVSSFPJHAHU0tv4d0q1ngmitPmtsiAPIzrDnrsViQv4AVrGmmi7C7MN/CGgSS3cj6ZETeEmcEttck5yVzjOec+tNtvCGg2d1bXNvp6Rz2wxFIrtuUehOeR7HNbpptF2K7KGqaRp+s26w6hapOiNvXdkFT6gjkH6VVtfDOjWNw89vp8SSyJskbJO9cYw2T8341rmkNK7FdmTYeG9I0t1ezs1i2Esi72ZUJzkqpJCnk9AOtLqeg6XrE0Mt/ZpNLAcxvkqy/iCDWmabSuwuzHh8L6Jb293bxadCsF2czRclGPrtzgfhjGBS23hzSLOzltIbCIQSp5bq2Wyn93JJOPatammi7FdmFF4Q0CEwmPTYw0BzE25iyfQ5zUsvhvR5b6W8axTzpv9cVZlWX/AHlBw34g1rGkNF2F2Zx0XTv7TGpfZh9sAx5wZt2PTr09ulR32gaVqN2l3dWUclwo2iTJUkehwRkexrUNNpXYrsyE8NaNHp0unrp8QtJTuaHkrn1HofcVNaaTZWFxLcQQkTygCSaR2kdgOg3MSce1XzTTSuxNsz9Q0bT9UeGS8tlklhOY5AxV0+jAg1HP4f0q5t4oJrNHiicuiknAY/xdeW9zzWnSUXYXZnx6PYQ6k2opbgXjDa0xZizDGMHnkcD8hSajo+n6qYWvLZZHhbdG+SrIfZgQRV8000rsV2Zc/h/Srm3S3ms0eJH3hWY/e/vHnk+55pG0HTGununtVeeRDG7uzMWQjBU5PIx2rUNNouxczMNPCOhRrEE09F8p98ZDsCh9jnIHt0qx/YOmeYGNsCFk80Rl2KB/72zO3PPXFaZptF2Dk+5Tg0yytby4u4LZI7i4wZZFHLYqzSmkqWJu4w0004000iRhpppxppoEMNMNPNMNIQw0004000gGmqU/erpqlP3pMlmJqOfLXHXzU/8AQxUehtmwc/T+X/1qtTx+Y6j0cN+RzVPRgY7eVG6ggfzqYvdHVh37hj65M66xOB0+X/0EUVfvjbNdlnUliqE8f7IorQ6LmlkS6quByFBP5LXSeAFx8QbEeguD/wCQ1rBjQHW5gONrsPwGR/hXS+Blx4/s8Dp53P1j/wDrVNDoKO57I9c7r66k1/pEljYfaUtrozTsZVTCGORMLk8t8+ew4610T1nalqdjpUImv7uG3Rm2qZGA3N6Adz7CvRNDz+/+H1xa/EKz1/RJFisbidZdStd2FLLkh1Hc5J/En1NV/wDhFNZ0XVfGjWVmb+38QRloHWZFMUhD5D7iPlzIcYzwBXe6frWm6uZf7PvYbhoseaiN80ec43L1GcHr6VYuJhBBJMUkcIpYrGpZj9AOSaVxXZzvhrwzLovgK38PT3W6ZbeSN5o8/KzlidvTgbsDp0FYHgrw/rfh/TLfQ7/RrGdLK4aSDUWmVhtZskquNwbBOOnbmuv0HxDp3ibT2vtMleSBZGiJeMoQwxkYPPcVp0riuzyG68FeJf8AhH/FmhQ2EEiapf8A2uC6Nyqrt8xGxtxnOF74HXnpnQm8KaxD4m0rxB/Zsd4gsFsryxNwoePaMbkYkKQcDjjr78emGmmjmDmZ55rHgqDUbOztm8Opb2cbyyrHps6Rz27naFYFsIxIByO2BgnHOVceDPFbeEtJhnlGoX1jqy3ixSzjeIAOELngtn374B4r1ekouLmZwupaNrGpePtA106f5VtZwSRzr567wXVl+XB5xuHPHfFc8ngfXbTwLqng6G1SRbq+EkN8ZlEYi3I2WGd275OgU9etesmmmlcOZnCSeGtSg8e6HqUUJmsNNsPsjytIoeQ7WG4DPuP1rAtfCni7TfCus2Vjb2y3d5qP2gbpEbMRHIGcgPkDk++DmvWTWN4g8Sad4ZtY7rU2mjgdtvmJCzgH0JA4z2zRdhzM5HRfD+tab4s1nUn0x/s2oWaJGGvRK6OqAYdmOSSR15HPU1f8EeHr7QvCkNle2Vv/AGlaeaYJWKsuXJPDDkDoDXammmk2JyMvQpdXm0pH1y3toL8s26O3YlAM8dSe3vWjS0lSQxpptONNoEIaaacayNW8Q6fotzaQXzSo13IIoWETMpcnABYDAP1oCxqGm0402kIaaQ0ppDSAaabTjVLU9Rg0mwlvboSeRENzmOMuVHrgc4oEWqaawz4v0cf2YTLNt1Mqtq/kttclsAZxwc+tbhotYGmhppDSmkNIQhptONNpCGmmmnGmmgQlJS0lIBppppxppoEIabTjTaQhDTacabQA00lKaSkIYaaacaaaQhhpppxppoEMNMNPNMNIQw0004000gGmqU/erpqlP3pMllKPAmLEcLgn8wP61SsFDidh7D9BV2MqJJQe8T49yBn+lRaWgMEzdv8A9dZx+I6aHwHMaju+19P+Wcf/AKAKK1Li1Ms27b/Co/IAf0orU6S3YzGTVRITzICx/Gu08Ejb46s1x1ErZ/4Aa4bSBuvkz2Uj8mWu78FkHx3ZjuI5D/44adFaijuetvXm/wAQtG1DWNf0aXQNSgg13S0kuobW4HySoSqkg4IyMY/4F1FekPWJqnhzStVvoL67t2N3brtinjmeJ0B5IDIQRXeaHm2leLdR+3+KF1qzstE8Q2djH5t3uZrdlBOxmUZ5HmDGCSc47Yqfwz4q1qfxzpmmXdzNcWl/o63bNPEibpMkeZGFAIQ7eAwz3xXaSeENCktL+1msBNHf7ftTTSvI8u3G3LsS3GBjnjHFVrTwL4dsL6zvbWyljubNNkEou5iyp/dJL/MvscjHHSldCujyXQ7/AFvQfhbqOu6Tq32cWmqNvtWgjdZgzIpyWBIPI6EcA/h1S+LvEPiPxLqWlaUZLFrbS0mhjRYizTyIjKzmQH5FLY+UZ7+1dbD4C8NW8KwJp7GASicwPcStE0g/iaMttY/UVa1Dwto+panFqVxaut9EhRLm3nkgk2+haNlJH1ougujida1nxbp974PguNRS0utRnNtewRRRyxZVgNykruBIPIzius0ptb0jwzcTeIbqHUL63Esu+2TYHQAlRjA5wPT8+tTXXhLRLtrNprM5siTbFJpE8piclhtYfMTyW6n1rYwMY7Y70rktnmPhzXPGfiHSdK1u0ljkjlupPtdvIIkhEIbbtQj94GGCeT37iql14z1nT9duYNauL6ytJr9VsLuC3iktGh3Dgtt3ElQeQxIz0GK7u18HaDYzyS2tk0SyS+c8KzyCEvwQ3lbtmQQMfLxgUreEtEZk32jvGk/2hYXnkaISZJ3CMttzkk9Opouh3Rx9trnifxXqXii30TUYdPk0y4S2topYlKnDsHZyVY5IQ4Ax/WnRa1rv/CZeI9Jl1h2gtdNF1AUhiHluQrfKdnK8kDdnj1PNdZc+ENCutWk1SSxxeSKFleOV4xKPR1VgG/EGm3fhDQb3Uft81gPtPkiAtHK8YaP+6yqQGHTgjsKLoLo4GHx1rb+DvCIa6A1HW7x4Jb4wp+7QTbMhcbc4K9Rjg/Wm/Ei31y28D6uusX9vdxNqEbWWxQHSIk4D4VRnp2Pfmu6bwT4dOjHSG01WsN/mLCZXIRvVTuyp69COtLP4N0G5sPsVxYtNBuDMJJ5GZyM43MWy2MnGScZOKLoXMjBXWNY034lpo17qiXNjPprXZDwJGsLBmHBHOPl7k9fxrCs/GGt/2p4cdtR+2QX97JbTSJAqW8i7gB5eQHyuTyeD7138vhfR59RXUJrVpbpYfI8ySeRiY8Y2nLYIOTnPXJJ5rPT4f+GYY4Ej090FvL50O26mBifrlTvyvPOBxmldBdHOXN94su/G+u6DpeurH5Fsk9sbm3jIQsUJBITOMMRyD2+tdJ4oTXk8KSTaTfeTqlvEJD5cSMsxA+YYYHGecY74q/D4e0y31iTVooJFv5BiSbz5CXHoQWwRwOOnApdaOsraRHRFsmuBKvmLdlgpj5zgryD0/Wlcm+xz3hDW7nxMllfxajO1tDaKt3EY49r3J4IyEBBABJAIHzJ7g0PFniTWNF8RGTbenQo7fEkunxRyNFL1zJvU4G0jjK8EHNddoekQ6JpaWkSRqSzSyeWuFLsctgemTgewAqO98PaZfzXEtxDLuuE8ucR3EkYlXGMMFYBhjjmi6uF1c4688SXssemRWWtfaPN0ozOttABPI4U/vTuG1FyM4JB6jmsTV9Wvdf8ABXgzULqRRdzaoqtIqcZV3UNjp2Br0Kfwd4fnuobltORZYYhChjd4x5Y/hIUgMPY5qIeCfD6afDYCyf7LBKZoojcykRvzyuWyOpPHfnrRzIfMkcvN4q1nw/4j17Tru5OqQ2unm8gZokRkIx8rbAMj5v0FWtCvfFmpwaNqC3IksrqJjebxCoTcflMWATlfRs9ORXWWmhabYvdSQ2waS64nkmdpXkGMYZnJJGO3Sq1j4V0fTSBaW0kaK5kSL7RI0aMc/MqFiqnk8gDFDaJckcj4avfFutTXJTWoXisNVaCZZrdAZIF6jKr1/Lqea1vGviC80mfRdPsXEEup3awtclA3lJlQSAeM/MOuehrd0zQtO0ZpmsIGhM7F5B5rsGY9WIJIz79aXVtG0/XLP7JqVqlxDuDAMSCpHcEYIP0qbq4rq5yusXviHQ7C6a81yyUzXyrZsYd8vknPybVTBc4HYjrz6Z9vrWoahpXjrT71pGSxt5PJ85UEih45PlYpwcbf1rq7jwfoV1aJbz2PmKjh1dppDICM4/ebt3GT3pqeENEie6aO1kQ3aeXcbbmUCVcY+Ybue/J65PqafMh80TgX/wCRe+Hf/X/F/wChitDxP4n1WzOvS2OpCQWDw+WlvEpSHL7WWUsOSc9FJx7V1zeEtEa3tYDaP5Vo2+3Xz5MRNnOV+bg1FceC/D9xNdyy6flrw5uAJpAshznJAbGc8568mjmQc8ephavq2tDxL4ftrPUjBFqkDNJGYUdUYJnIyN3fuf8ACuk0h7210+1tdbvrWbVGDbjGQvmcnGBgZ4x0App8MaT5tpKYJTJZrtt3NzKWjHoDuz7fTirF1o2n3mp2uo3Fqr3dqCIZSTlc+3Q/jUtohtMumm0402oIGmmmnGmmgQlJS0lIBppppxppoEIabTjTaQhDTacabQA00lKaSkIYaaacaaaQhhpppxppoEMNMNPNMNIQw0004000gGmqU/erpqlP3pMlmVcMEy+cFeB+Py/yJp2jZaO4T6/yqO9OLaY+ig/kwNTaGPlmPfcR/wCOpUR+I6aHwEc0/lylNg4oplxhrhyPWitTrsQ6YQt6PYNn8ZFruPBpx8R7ZfWBz/44a4yzQDVLwDorYH/fyMV1/hQhPiVpfq8Eg/8AHHP9KKW5Mdz2F6ztWv00vS7m+kUusMZcIvVz2Ue5OAPc1ovXL+IrW81TUtNsRZXDaYs4mupop1jJKj92AQ4fh8MSP7oxmu8sxPAHi691/SdSTWY1j1XTLl4bqOJCSAM4woyT0YcddtWD8SvCYtXujqcghjl8mRzZzjy344b5Pl69/wClY9l4a1bw98ULnVNKsLiXRL+EJd+Zcqz+Z/fG9yzDgdTn5m46VymiWWo614b8b6JYaY1w95rEiLO0iLFEd4JLZO7gDPANFkFkesXviTSbG5traW633F0hkhht43md0xncFQE7eOvSs248f+GLawtL6TUibW7YpDLHbyuGYfwnapw3+ycH2rm9O8Gan4X8YaXqtvDLqlrHpSWM4jkRXR1UDcodlG07R3yMms6LwfFa/D7VNI8R3tnZX+q3M1/awyzr+5dQCAD0JGPmI7GlZCsj0C88U6Pp8l4l5dPb/Y41lnaW3kVFVjhfmK4JJ4ABJ4PoajtvFekXkl7FDPKZrNFlmh+zyeYEYZDBNu5gQR0Brlp9J8UyfDICGG3vPEF6sT3C3KoQFCgAAP8ALuAVevG7cai8OaHrek+PLzWJtGvDZ3WnpEpe7ilkV128Nl++09MgZHQdFZCsjo9O8e+GNWubS3stVSWW7ZlgUxSLuK8kcqMH69eKt6h4p0fS9XtdKvLiSO9uyBBH9nkYSEnHDBSv15471z/w48MXGieHYLTWtMiS+tJpJIZm8uTaH67GBJXgYPT8ab8TLO11PSEit72CLXrFlvLGMyKJGIYDCg8nJ4H+0BRZXFZXsdXZaraajPdw2xlL2knlTB4HjCtjOAWAB4IPGeCPUVx3jrxZBF4f1U6Nqd1HqGmsqu1vbs0auSBtdyhTofXrXX6PZS2GmRxXLrJdPmW4kUcNKxyxHtk4A7AAV5iPCHiXT/C/iTwzHpwu0v7k3FverPGqkEqSGDEMDhfTGc896FYFa52Wm+KrO38P6H/ad2z6jeafHceWkZeSX92Gdtqj6mrFz4z0C10S31mW+P8AZ1wcJcJBI65zjB2qdpzxziuSbRfE+/w7bHST9is9NW2naGeJJhKEKcybtwj6HCHJGcjtVBPCfiFvhG3hhtJdNQFxuBM8Wwr5m/OQ34UWQ7I9F0rxFpOtz3MGm3i3ElqVEyhWG3d0PIGQcdRkVTHjHQ2/tIC6l3aaM3i/ZZd0Q55I25I4JyO3PStHTbSGCEXAsUtbqZEE52oHcqMDcy53YHTk1wl94e12HxB4wa30z7Tba3Z+VBOs6KEbyiuGBOep7D0/CbImyZ08/jXw/bW1jczXzJb3+Ps0pt5Nj5OPvbcA+xx61Y0vxLpGtXlzZ2F0ZLm2AM0TxPGyg9DhgMj6eo9a4a48Na9N4U8LacNKcXGlXiSz/v4sFVJ5U7uc59uh/Ha0nRNTtvihrWtzWbJYXkCRRSeYhOVVBkgNnB2n9OlDSBpWOh1LX9N0u5itbmc/aZUaSOCNGd2VQSSAoPYH8q5Dxp4mdNC0bXNC1Z1trm+jgYoBsdCGLZDDIIK47d6u+J9P1288U2T21iJtLWBleSCVIpg7ZHLkhgnI4Xrz16Vy6eEvEI+H+k6OdKYXljqguWUzxbXQCQ5BDe4HOOtNJBFLc72Dxfod3JeRwXUjy2SeZPF9mlDqvqFK5I5HQHrUFn448N6hLBHbapGzTq7x7o3UEJktkkDGACeayv7C1K78bXviOSye2iSxNtDbs8ZlmYjqcMVA5xyewqPwt4d1DSvBItLjS7b+2bRJ/srz7HXL54DAkgHgHpmlZCaib9n4s0XULu2tra7LPdKz25aNlWYKSG2kgA4waguvGug2RT7TdTxiSVoYybObEjg4IU7MNzxxmuM0/wAO+I4tW8N6jdaRMXsXlF0q3EOBu6GNAwVV56DB4Oe2bz6Pr114tutdvtHaQ2sbJpNss0RjjbnDvlxznngHr7CiyDlidXe+KNHsZ7mGa7YvaqGuPKheQQg9N5VSF/GrzXsAsReIxlgKB1aBDKWU9CoUEn8K4UeHNX0tvGFvb2D3setBjbzJNGu0uHBD7mB439gc4rqvDmmTaF4XstPmbz5raHDbD95uTgZx64GcfhUtJEtJHI6T4zmvjNrV7qdxaaZb3cqSW4015IzFgBMyBCVbPJ57jgd+li8Z+HZ1nZNUj2wQrcSFlZcRtjB5HP3gMdcnFcvpvhvWrX4eavosunMLy5ld4wJYypDY77u2Of61pXOj6lH4DigsNKtf7bS0htX89YmLBAAeTkEcZAJ/Wm1EbUTctfEul3ktxDBNI00EQmaLyH3mMgEMq4yw5HQGsnw341tta0u5vbuJrJbd33syP5YVcc7yoXPP3c59qzfD2iavYeNRqdxptwtrNp4tmeS5jkZHBUksN3A+XouQMj6DMtvCGty+DNU8OzWv2eVrpriG4MyGOXlcLgHcM4J5HpRaIcsTtofE+kXLvHFcSGVIBcGI28gdoz0ZVK5YfQGqtv438O3bQrb6h5rTbvLVYJCWKjJAG3Ofbqe1QaRYSLLa31z4ckg1CCDY8slykjcDG2M7zwcn723FVfA+g3GjaBHBqmmr9ttZJJIX/dufm67GzwTjB6UrRJaiXR478NNbLcDUv3LSeXvMEgAb0J28fjWjea3p9jdR2s07G4kQyLDFG0r7R/FtQEge5rz9vCOut4AuNG+wYvJL/wC0L++Tbt477vatyHR9R03xo2vR2UtzBc2CwyRLJGHhcbePmYAj5B0PUmhxiNxj3OpsdQtNUso7yynWe3kGVdf88H2ql4i1gaDos+oeS0zRj5UVWIJ9yAdo9zx+dczplprngzwYXjtYbm8kuzNLbtJ/q0YAbVI6tkDp3bvXS+J7CfVPDWoWVsA080JVATjJ64zU2SfkRZKXkV7PxRYzaNZ39yZLc3IjVY2hky0jAHag25fr1UEU6TxVo0VjNeNdt5EEphmIhkJicHGGULlee5FcvdaDrVzp3hu5GnMtxowWOS0a4QGVcICyMrYB+XuR+nN/VtCluvDmrwadohtrm/KZEkyGSRg24s53Eevckk02olOMTZtvFGjXt/DZQXm64nTzIlMbqHXGcgkYP59jSTeJ9HgmaOS9A2TC3Z9jFFkIztL42g/jxXPvoeqNr/hm8+xMItPthFcEyJkHbjj5uRVbR/C91p1peaTqGjnUYTcGaCf7QBExIxl1LZBGOoUnk/icsRcse50Nz4w0K0uLmC4vWiltuZUeCQFRkAH7vPUdPWtC61OystNbULi4RLQKH83qMHpjHXORXPQaJct431K9utOEmm3VusA3lGU7dvJUnp8vp6cVreIdP/tDRHshZi4idlDwq4RtoPVSSACMAjPHGKlqN0S1G6JY9bsJDMDK8XkxCaQzxNFtQ5wfmA44NQwa9pl/LHbQXTrLcxl4d0TxmRfVCwAb14zXJjwjrE2m6vp32m4WxkjQWcd5IryBlIbBKkgLkEfjnFXBo2qX174aaWze0j0mLMzNIjb22qNqhWPXb1OODT5Y9x8ke5V0/XL5fD+tvdaq8cttetBFdvb+b5YGPvKq/XkjGTXSf2zZwafp63F80s15CvlPFCxeY7QSwQAkevTiubg0LVk8P+IbJrBhLf3DSw/vUxhj3+bjGKeNE1a01Hw/qsVmZmsbJbSe28xAwIUjcpJ2kc+uen4NqLG1FjvDOvyeZr8mp37taWVwEjknXaVXLAZAAOTgcY61vwa9p91LNFFK5lhjErR+U+4oRkMFxlhz2rlItG8QW0HiMwafF52oXHnQiV43XbvJIIJxuweM8cfSrOj6Xqlj4oOoy6dcGCSxEJ3XEbsrgg8/NgD5eAOBkdOylGLuxSjF3ZrQeLdDumiWG+3tKzIiiJ8swGSMY68j61W0nXIF0u9vb7V0uYoZ2Bk+ztF5Y4wm0jJP5nnvUfhLRp9O054tSsFE8dw80THY+NwA+U54PHtWHP4W1a60XUrfyBFM+oG8iVpFIcYI2nB4PPfj3pWjsLlhqrmiur3D+PbWzhurk2U9u0rRTRFMNhum5QccCtceItLeZI1us75TArhG2GQfw7sYzzWS1lq114xsdYfTWhijtzC6tMhIY7ueD0+Ye/8AKsiTRNenit3n0/8Afw3wnZYpo1jKf7KggZ46nnpTcYsHGD6nS61q1vHBe2sN1Ml5DCZf3EbOU4JG47SAPrTfCl5cah4ZtLq6kMkz79zkAZw7AdPYCsv+ydUs9R1t4rM3EOqRkq3mIDExB4bJ7bu2egqbR4Nb0jQdPso9PjaSOVln3yrgIWJ3DB56/X2NS4rlsiZRjy2R0pqlP3q6apT96wZzsybxd1rc+0f9RU+hEGVx2Mhx+CpSlQ0d1u6CFj+VM0Bf3cPqWf8AlFUR3Oqh8BmTzbbiRT2Yiim30eL+4x08xv50Vsdq2LcUghvbyXs0wb/yKp/pXXeFG8z4i6M4/wCeTZ/GKWuGuJM2MsqnlmH5gk11nw7lafxxpzn+Hcv/AJBkqaT1XqZQ3PcXrJ1HXdI0qZIdR1Wxs5ZBlEuLhIyw6cBiM1rPXG+PfD9n4ns9M0m+yIri8ZQ6/eRhbzEEfQgH3r0CzV1TWNI04rBqepWVoZgQqXFwsZcdDjJGai03QdI0iSSbTdPt7Vph87QoF39+cda8w0fWL+x1PTPA/iaPfqOnajDJZXJXKzwjIBBPcA8H0yDyDnZ/4SrWtZ1PxmlpdHT4fD8ZWBFhRzM4Dnc+4H5T5fQY4I5pWE0ejmqN9pOnalJbyX1jbXL27b4WmiDmNvUZ6dB+Q9KzvCPiB/Efg2w1qeOOCSaJjIM4QMrFSeegypP0rg7Pxxro1bw55l/BewajfS2s7W8OLVgGABiZlWQlcnJOVPqaVhWZ6uaaa8zXWfFNzrfjDTLfW0X+yI1lt3ktIyWypbaSABjtnH5VRHjjxBfaR4M1G3u0t31S8FlcxNArRsRJtLjuM9wD9MUWDlPStS1vTdIltIr+7jge7lEMAbPzue36jk8c06fStPuNQh1CaxtpL2BdsVw8QLoPQN1HU/mfWvPPEF54q0SPQZNXvbKeebWFgAS2Rl8sn5WBK5V8ZHHbHfJLPEnjTWNH17VYL2a70/TyBHpt7b2qTW4fBDGVipJw3ULyMHg0WDl7HoMetabPrU+jx3cbahBGJZYBncqnGD6fxD8xV0154niG6sfiJrqGRLyyh0ZtQjCwIsjYKlV3qMsMEgZ9azW8ca5beB9L8YTXKSLdXxjlsBCojEW51wpxu3fJnJJ69KXKLlPVDTTXn9xq3iF/iFq2hW+rrHaxaebyIvbIzRncuFB4z1xznj35qjpnjbV774f6dqUt9ZW97NffZ5HkjYvKuTxEiqcyHIHTFHKHKz000w15zp/ifW7zRfGSvdyRXOivI9vNJDH5hUBmCOANp+7jIHetLwffeJtSgsNW1G9s5NLnsd7qIwjrLu68dsDr09qXKJxOzpKRXWRA6MGVhkMpyCKWpIGmm0402gQhpppxpppAIabTjTaBDTSGlNIaQDTTacabQISmmnU00hDTSGlNIaAGmkpxptIQxlVipZQSpyMjoaQ04000AJSUtJSENNNNONNNAhDTacabSEIabTjTaAGmkpTSUhDDTTTjTTSEMNNNONNNAhhphp5phpCGGmmnGmmkA01Sn71dNUp6TJZnswEV2p/jgdR+IqPSJhC9sh6kuP1j/wAKjvZBGuScAnH86pTSm3uLQr2yfzP/ANaojudOH+A0JIFlnmf1lf8A9CNFForyWyv/AHiT+poquY7LmVIPLszGf+eufzyR/MV2HwxXPi+1b+67f+iZK5CZty3oI+4kRH5KK7H4Wf8AI2RD/ab/ANFPVQXvIhLU9vesfVdCsNXntZrxbhntZPMhMd1LEEfBG7CMATgkZPYkVsPXE+NvGg8M6lo2mq1tA+pyOpvLvJht1XGSQCMnLAYyPcivQLNjUNC0zUtRstQu7RJLuxcvbzZIZCfoeR7HIrPv/B2jahe3l3JDNHNfRCG7ME7xidAMYYKeeOPXFJpur6glzfDWJLBrCGBJ4dStg0cMikuHDbmYKV2jjceDnPYWLfXtM1iSWx0/Uwt20AmQquG8tvuyIHGGX3GRS1FqW49MsodLGmRW0aWQiMIgUYXZjGPyrm4vht4agitY47e7VLSbzrYC9m/ctnJ2fN8uTzx3rG8D/ES2udDZvE2tWiXxvXhTeFjyo24yBwOSeT7+ldpqOv6VpUvlXt7HFIImmKcsyxjq5Azhfc8Uai1RxNj4MvLjxp4hvtUtJ49N1VFjXyb0q20LgiQK3IbHuR+JrqLzwfoV7Hp8ctkVj04hrRIZ5IlhIOQQEYc8detTXXivQLOa2iuNVto2ukDwEt8sinoQ3Qj8at6dqljrFmt3p11Fc27EqJI2yMjqKV2DbKeseGtK137L/aUEs32VxJDi4kTYw6N8rDJ9zzVe68H6PeR3EU8U721xIJZ7c3MnlyPkHJXdjqAffFcn8RPHL6Zoq33hzWVM8dz9nkjWJZI2ODn5ivUYHQ13Oo65pmlOI728jikMbS7OSwRfvMQOQo9elGotStF4Y0iDXH1mK2db94/KaQTyYKcfLs3bdvA4xjiqUPgfQIBBGlo/2a3nNzDatM5hST+8EJx3PHTmtSbXdLhtrW4a+hMV2QtsUbd5xPQIBkt+Fc9qvi23mm0ZtH13TI4bi6Cy+eGYyrnBRMDhs9jjqPxWoams3hfSG1m41cwTfb7iIwyTC5lGUP8ADjdgDgdBxjNZp+HvhoWFvZR2MsUNtMZ4Nl1KGic4yVbdkdB+WavXHjHw9aXVzbXGrW8M9sCZo5CVK8gd+vJHT1rTa8tlsvtjXEQtdnmecWATZjO7PTGO9LUV2YcXgnQ4DqGyG5C6iu26X7ZLiUd8/NyTk5PufWrcXhzSoNBfREtmOnOhQwvK74U9gWJI/A8UsPibRrhZTFfxsYohO64IYRno+CMlfccVUXxr4akEJTWrQiZtkfz9TnH4c+tGotTS03TbTSNNg0+xi8q2gXbGmScDr1PNWqbLLHDE8srrHGgLM7HAUDqSewrLi1rT9YV7TTtURLp4fNjKqN209HVWHzL79KQtzUNNrlfh3rl/4h8Jpf6lKstwZnQsqBRgHjgVdk8Z+HI/P8zV7ZDAwWVWJBUntgjPY0WCzvY3DTTWXH4n0Oa8t7SLVLV57gAxIr5L5GRj8KW98QaTYTyQXV/DHJEoaRSc+WD0LY+7+OKVmKzNI02sy78S6NY3UVtdajBFLKm+MO2Ay4zkHoRVb/hMvDn2U3P9s2nlBthO/nPHbr3FFmKzNo0hqpcatYW0NvLLdRhbnHkY+Yy5GflA5PHPFUpvFWhQWEN9JqcAtZyVjlBypI6jI6H2NKzFZmsabWbF4k0a4nngg1GCWWBDJIqHcQo6njqPpWb4Z8ZWXiOznn2/ZWhZ9yyNkBFx8xbAAHNFmHKzo6aaoWmvaXfzpBbXsUksib0XkF19Vz94e4pNR1zTNKnhhv7yO3eb/ViTIDduvSlZisy8aQ1lxeJtFuILmeHUYZI7UAzlSTsB7kenvS2fiPRtQnihtNSt5pZULoivywBIPH4H8qLMLM0jTaz4Ne0q6uY7eG+heSUsIwDxIVOG2no2PbNNk8QaTFcm3e/hEglEJ54Eh6KT0De2c0rMVmaBpprn9H1z7RPrM11qljNaWzgoIlZWgT5v9ZkDnj9DWlbazp97IEt7lWYx+cAQR8nHzcjpyOaGmDi0XaSs+317SrueOGC+id5d3lYPEm3rtPRse2a0KTJaGmmmnGmmkIQ02nGm0hCGm0402gBppKU0lIQw0004000hDDTTTjTTQIYaYaeaYaQhhpppxpppANNUp+9XTVKfvSZLMe+g8+3lQfexx9Scf1rNuGDywntsGPzP+NbR4Zj6FT/4+KwMhrKzf+L5x+WP8ahHVh1+7Op0iEPpUDeoP8zRRo8m3SbcZ7H+ZoquU6DnbxSjzqRzJACfwkH+Fdh8L1KeLrbP8YkYfgjCuX1FQdQcdvsTH9Sa674dr5fjDS19YpG/NGP9aun8SC+p7S9cR4vsjqeq29lqfh5tW0B4CZXjAMlvNu4ZeQ/IyDt5rt3rD1TxLpGk6nZ6df3fkXV6ypbI0bkSMTtADAYzkjjPGR613lnl2n+ENV0CPxbJoekvPpVzAkdlpuoHPmtkbiVJ6Ll8ZwTxTvDuka1beOvD+qXOk6itumlCzmeSOJRFJlsgIhwkYyMcZ+vU+vN1phpXFzHiVt4Y1uX4Z3/hh9EuF1G81ETQvKoEcaFkbeWzxwrDHXnpWqnhO+0rxneS6pY3uraVqOmx2ZmtJWDLtjRGVwGU7W2n16j3x6uabRcXMeYa34buYrjwZHpOg3Mdjpd088sPmiQwoXBAJZiS3BOATjpmu2Gh2tpoN3pukwx2CzxyBfLG0K7g/Nx7/wAq1zWTP4i0q21yHRprry9QnGYoWjYbxgng4weh70ribZ5FeeG/Ecvwvg8Jr4fuTfWd6ZDKpTypEy53Bi3J+bHToK6S/wBEvV+Id1rV5pV9eaTqlgLYrbyFZLfhcowVgcHaehI+avTDWXF4h0ufW5dGS5P9oxoXaBo3U7RjnJGCORyKLj5mefXXhm80XxH4a1nS9EuTpFgssbaak3myw7y/z/MxzncDgMcEYqTxHoFxLp+hQ6J4bltILbVEvHgQoCEAGWYbsBie2TwO3SvTjTTS5hcx582gz3/xQ1C9v9Ikl0e600Wm+RVKltyHkZyB8p5xWp468O3OseBrjSNIVI3UR+VCDtVlQj5PbgcfQV1hppouK5xOhafaG7s9Xfw3qNvqUFp5Ukk87HYAuNiqXIbJJxxj6HiuGl8Ia+3woh0QaPN/aK6iZzHlPu7T82c474r24000cwczOa8a6TeeIvBd7YWBMdzOiMiOducMGKk9sgY+vtWToGm2xl0vUp/DmowapZWnkNLNOxEahSNqAuQwJJwMcZzxiul07xFpWrXtxZWdyXubcZmiaJ0ZPqGArTpXaFdpWOK+GWl3+jeE/sGpWcltcJO7bXIIIPQggmsNNC1Uan46mfTJimp2zJZt8vzkqwHfjkg8+lenmm0cwubW55WNB1eOx8DqNJnL6VMXuwNuUG5ffnOM8VMNE1TSn8bWz2FzdnWAzWc0YDB94cYY5+XaXHXHQ4r00000uZj52eX/APCMaxaX/glZLV7ldLQ/apUIITJBAGTzjpx6UxvD+qmz8cR/2VNu1Sbfafd/eDcx9eOuea7638QaXdavJpUVyft8alngaJ1YAd+QOOa0qHJic2eYvoeq29/4T1WTT7qaCwsFs7m2ik2yxOFKlxg8jnsegp3iTww0ngm407QNCuYDcXizCJ5dzNgDLncx256Yz2r0o0ho5mHOzhjpl83xSt9XTT5lsPsQhMhCja2DwRnPcCsPTvDusSeBdb8OPZXFvdvO80UhKiOUBkIUNnvtPt6mvUzVKTU7GLU4dNkuo1vZkLxwk/MyjOSB+B/I0uZi52cQulalqWp+DzHZT2a6RD/pTyqFAO1BsX+9naRxxg1N8SnMcWgOEZyuqREKvVuvAru6zNU0LTtZaJr+BpvJO6Mea6hT6gAjn360KWolPW7OTGj3tx4s1zXY7OaG2lsTbRxkbZJ3Krzt7DjHPpSeH/Csh8DJZ3ViLXWYre4gjmkAynmF8YYZ4ww9+td2qBEVASQoAG4kn8SeTQaTmwc2ef8Ah3QlGn6Va6loV6uo6bKRHMZyIozuyZF+bB6A4wckenNQ+GdFutOs5dI1fQpL2eO9NzDc5UxMSAAxYnPb0J9q9FNNoc2LnZ53Hot9JeeLRc6TcSW2pyQ+UAyqzqGIYgk8MAdwz6c1Bb+HNekh1PTo7q5l057ExW0t6gWVXJB8sE87SBg9vyr0k000c7D2jPO10jU7208KWSWM1tLpsoe5kkACoFx0Ofmzjt+NehUtJUylcmUrjTTTTjTTUkCGm1St9ZsLzUZ7CGfN3AMyRMjKVGcZ5HuKu0MLWENNpxptIQ00lKaSkIYaaacaz7fWLG7v57GGfddQDMkRRlKj8R7iiwWLZpppxpppEjDTDTzTDSEMNNNONNNIBpqlP3q6apT96TJZntny7jAydn/swrCmXYBF2jnlX9B/hXRQgGSQHoVx/wCPCsQR+dPMp6vfFfzBqYnVh3+7NK1kNvbJCeqZB/Oiq1xIRcPj1oqjcZdDM0cvZtPcZ+n/AOuu48DRCPxvYKOiRyL+SGuNVd1nYZ6/YpM/98pXZ+BW3eNbUnriX/0A1dNagtz1568x+KX/ACHvAv8A2HIf/Qlr0565/XvC2m+Ibiyn1ATtJZSCW3MczJscHIbjvwK7jQ4Hxh431rSJfEElpeWb/wBmNbtDDbxmUBWcKwuGIwpOeArA8dO9TeJvHWo6Pq2nSzQ3Ftoc9ksst1bW4nKTNg7XzjaAMe5z+W5efDbw9dy6o0iXipqbeZdRJdOqSPu3ByoPXOTzxz0q2fBuni2eBLm/VJbcW02LknzowCAGzkZwSMjBxxmldBdDtOvrnU/BUF9BqUEt1La7xdwxZQuByQpxxkYwcEV5yPHviqD4f6d4ukubOaI3Xk3Nr9m2ll3sMhs9eAOnfvXqI0+DSPD50/S7I+TDCY4beJhn6ZYj1zkmuH8EeAWg8NWmn+JbOctZ3JnW3e4V7d2JOG2qT0B6HjPY80aCViLxb411fTZtaeyu7ULYwwzQQQxmVl3FdwuCRhc5OAGB6daZrV42ofED4eXrIEa4gllKg5ClowcfrXS3nw80C9u9TuJEu0/tPm7jjuXVJGHIYqDyQefT2qVfBOki40udmvHm0tdlo7XLExjpj34GOe1F0F0cbrvj3WdMlubmK5tLhLfVVtvJtoy8PknPyvIRxLx/CeO4qfUYr2f42tHp93FaznReJZIfNAG/0yP89q3JPhl4ce1ubUJepbTz/aDCl24RJP7yjOM44yc8VozeEdPl1ZdWE97HqCwC3Fwk5DbBng9jnOcn0FK6FdHnlx8QvER8AXGrLLbxahp+oGznxCGjmBxgjP3SP8+3S6vq/irQ7G+nv7vRoka8jS0lYOCYiDuAQZLPwMDn+I9q15/Anh+bw/FoZtXXT0fzDGkrKZH/ALzEHLH61Y1rwtpuvWVrbX/2h/ssgkhlWYrIrDvu7n60XQXRyWn+L9cuLXxfbwwG6u9JZPsfmxhJHD7sBlHBYbeAACelWfBfi99f1P7JNfOLiK1LXFnc2ohlWXK5K44KdeM55Gc9teLwJo0NxezKb0temNrjN253shDK2c53AjOc8dqvWXh2xstVk1T97PqDxCE3E77mEYOdo6Dr7ZpNoTaOe8W+ItR07VZbS0vLeNF0+S4WOFPNuPMUEgspBVY+Bycd8HtWWPHmpXuneEIoRDb3mtyETTFcqiq21toPc9s9K6rUPBukajrMmqzLcpczQ+RMYbh4xLHjG1gD04H5VVHgLQxpFppxW5MdnL5trKZz5kDZz8jdue1F0F0cZpuovoPjrxzqE5N09rapIcLt3kAY6dO2T+Nbej694ruodI1SSyW40y6haW9K+WohB5UxjduOB1BBNb1p4M0ezvrq8WOeaa7j8q5M87SCZcYwwY4NO0vwnpukIkNq939mjcyRW0lwzRRkknhfx6HPr1obQnJHN6Br/ijxRp9tq9gbRLeS/Mctu44jtxgZz1L9T1x04rPPi7Xk8O+KrlruJrnRr3yInEAAdQ205Hv1rr7LwZpGm3MslotzDDLJ5rWiXDiDdxzsBx26dKguPAmh3M2ou6XIj1B/MuYEuXWN3zncVB655/Gi6C8SheeINQx4ejS7t4v7Qtg8yxIXuWcx5HlpgjbnqTxjuKwYviFqk3gjSrvZAupX179j84r+7QA8uR64I46dT7V1z+CNIa5sLlTeRz2MXkQypdOGEfPyE5zjkj15qFPAOgx6LLpPkTPZvL5yI8zExP6of4ev496V4ivE5q3E9r8ZLwzXKTSJpRYSSAIP4euOAPenWHjLVm1nw/FNPBcxalLPDP5MREAKEYMTkAtjIz1HofTph4I0f7ZJdy/bJ7iWBreWSa6djJGRgqeemKrxfD/RYFshG98PsMhe2P2p/wB1nkhewBNF0DlE5+/8bX9jr1/ZajM2mp9oCWMr226B48jln65Iz0GB36V6IHViVDAleoB6VjXPhLS7tDDcCeW0M5uDatKTFvLFs46gZJOAce1Lp/h+Kw8Ralq8eUN6qKyBy24jOWOeh5AAHTHvgS7Ml2exz/ijxXfaF4iWKcTW+keQMXUNuJh5pPR89BjsOeQe9VodXupPGfhlWuLK7S/sWZrhLcbgRGS2xyAwUsM4wPSusvvD1nfSXTPJcILtNlwkcpCyrjbgj6cZGD71XHhPSUv7G8iikjlsI/LtgkrBY1xgjGecgnOeuad0O8bHHv4m8SC08UOt9bZ0aYKha25kGSPXA6eh/Cuz0m8uNY8M2V4HWC4ubdJCyruCsRzgGq48HaQItRj2zldRO66zO37w5znrx1PStOwsINLsIbK2DCCFdqBmLED0yaTaJk10PMPDGuXnh74ZTav5v2jErRxQOvAcsBuLdce1dTbXXippyssYFlJZiQXjCLMU2M8KG+ZT06Z561ftPBmjWdldWKRSvZXOd9tJKzRrk5yo7Hgc9eKntPDlpZWy26T3kkaRmOMSXDN5akYwvpxxnqO1DkhuUWcL/wAJn4gi8J6Vr0k9q6z3n2eSAQYLDLc7s8cLjgVt33iHV7zxNqmj6TFhrC13rgITLKQCud5AC8445rTbwTojaTDpZim+xwymaOPzm+V/XOc9z+ZqxdeGrC51NNSBngvVTy2nglKNIvo3r0/zgUNxDmj2Ocv9c8S22oeHbeYW9pPqW+Oe3ZBIsbLj5gQ3IOQcZ9s10Njc6nZ+HXutbWFryFJJJBb9CFyRj3wKLnwxptzPZzyCfzLPJgYTtlSTlj15JPUmtVlV1KsAVIwQehFS2iJSR5veeMNaj8DReIo54BJc3LRLB5QKxrlgOepYbc88e1bQ1fUz401PRzdJ9njsTcwkRDcjZXA9+prN8VeBy+i/YtAtrg77gTGI3OIY+DnCs3U5HY/hXS3Hh2x1DUE1WWO5t7tovKkEc5Qsv91tp5/A1TcbFtwsctH411L/AIQzTb0pHJqF/dG3V9uFT5iM46ZxXS6RNrh1O8h1K1xZDDW1wxQO3TKsFJ/PFMHg3RV0dtK+zyNaFt6o0rExt6qT0PNaNlpsVkdwmuJpNuzfPKXIX05/yaluPQiUo20ON8q+l+Jetrp9zFbz/YkIaSLeDwnHUY5781VXxlqtx4X0vVI3ijle+FncJ5YIfIzuHpwP1rr7jw3ZT6lc6gJLmK6uI/KkeKUrlMAYx+HXrTbjwvpNxo0WlG28u1hYPGI2KlWGfmz68nk+tPmj1Hzx6mUut6knirWtODJPHa2fn26FQpLkAhSfTnFZ2j+MZpZAmoXEkV1BBLLc2k1t5bPtUt+7I+h4PNdAPCel/aJrhhcyTTwmGZ3uHYyLjHOT7D6Y4qdNAshfJeTCW5njjMUbXD79inII98g4ycmleIuaBiaJqev6zaabqkZtvstxLJ9oiIx5cYO1dvcnhj19OKz08V6kt9pm6e3nS5vvssogQmEAkAbXIBLDJzgkV0dp4W0yx3pCLgW7MX+zGdvKUnuFziqqeCdIihhiQ3apBL50IFw2Imzn5R2/nRzRuHNC5m3Gp+IZPEmqaTYXFs7QQrND5sWOpXjIPoTz7VDZySxeP9YkkMSzLpyMxZsIGCpnJ7DPeumh0Ozt9Wk1NPO+1yLtdzKSGHHBHTsKhl8OadNfXV5IkrS3UZimzK2GQjGMfl+VLmQueJzun+JdQk1jSIJZY5470SrIUjIjDKTgxkgEjpnOR1wajj8U3i6u1nqEpspGuwsIeDMTw7h0frkjPPTkdO23F4R0yBrRka7DWhJhY3DfID1A9BUzeHbBhCkglkggkEsULyEojDoR37njOPahygDlDsaRIJIBGR1ppqnZ6RZ6fe3d3bxlZrtt8pLE5PPQdupq4ayZg7dBhpppxppqRDTVKfvV01Sn70mSzOZ9kg/2mUf+PCqlvF/xMZUPH+nF/wDxwtUt3nKY/wCesf8A6GKlAxf3Dgf8th/6JpQWp00F7hDPFmZj60VM7Lu564FFXY6BiALbWTdltXB/JP8ACus8DNt8dWS9mSb9ErkS/wDxJXb+7E4H/fNdZ4L48daT/tfax+Uaf4mnTfvD+0exPXFeP/Eus+FbCC/03T7e/hZykkTMwkGFZywxxgKhz6V2r1zXiO4kh1DRTHY3Vykd2ZJjDEWEaGGRMn15ccDmu4sxn8YT6rpOj6r4eFnPa39wlvILksHgZs5yB3GMY78EHFbl9r+kaZN5N/qVrbyhN7LJIFIX+8R2Hua4GTwRqfhzx9Zy6Ehbw7fXaXFzbL0tZFydwHYHPb6dhUX9j6lo2tePvtdheXo1qHNjNDAZQ+VceWSAduN6j5sDC/SlZCsj1JXWRFkjZXRhlWU5BB7isweIdGa9FmNTtTcGUwiMSDJkAyU/3sEcdayvCWi6rpXw5s9IuphHqSWzoH3Z8pmLFRkf3QQOPSuS8E6G1ppFjo2teGLxtT028eaG6KjylLMD5ofOGwMccn5RxRYVj0GbxFo0N2bSXVLRJw4iKNKAQ56KfQ+1Q3HijQbS7mtbnV7KG4gG6WOSYKUHvn6j868tTw1rNr8Nta8JSaZdz6vc6kHimERMcq7oz5pl+6OFPU55rohpOoQ/FHR9QubWe4trPR1tZrwQkqZhvJI4yc56j1osgsjd8QeOdJ0nwrPrVreW12NrC3WOQESuCBjI9CRn2qt4d8U+fKkeq63pErXixGyjgJSRmIw4Kkn+LgYJ964Sy8O6zD8IvEGhtpF2t/daissEAiPKbojnPQDEbfp6iui8T2GoTJ4I1GDTbudNNnU3UccRMiABAfl6n7p/T1osgsjsh4m0NobuUaramO0Ki4bzBiIkkDd6ZwfyqOHxVoFxcW9vDrNjJNcY8qNZ1LPnpgZrh9OstSi1Dx7NNpF/GmrRA2mYs7zscYOCcElx+ucYrIk8O6qvhTwVbJpF0LrTr0zXarCcxr5mSc98jHT0pWQcqPQPFviK30zStQW21a2t9TtbdrhYn2sThSVUqem4jArCsvF+o3PhTw7evqOk297fS5nF4SgeMOVIQD+LpWWdM1jTNQ8dW02l3l2dcikayuYY96kFZAqMc/LjcBg+n0qpdaLq0nw18M6WulXhvbLUVlni8o5VFLknPQ/fX9fSiyCyPR5vFOgQT3EE2sWUcttnzkeZVKYIHOfcgfjVPxhqd3p/hC71XSrqNJIIxMjlBIsi+n0Oc5Fc6+h/2p8UNQur/SZ5dIutNFsJJIWCl8ofqOAeeK3vGOns3gO+0vTrV3ZrcQW8EKk4AwAPYADvSsibK6J9N1+3/wCEc0i81O7hiubyzjmKk4LsUDNtXqcZJ4rUs7y21C0jurOeOe3kGUkjYMp/GvOTDqsU3g+L+w7pY7SxWKa9itw88MgQoYxu4UEgfMR0bgjFa3wtsr3S/CbafqFncWtxDO5KyoQCCeCp6H8KTXUUkrXK2o+OZLrxBeaZo2oaZAtpCj+ddhikrkgsAQeAFz2PPpXUW3iXQ72WGO21aylkmYrEiTKS5HXAzzXOaTbXdt8TfEWpzWV0tldQxLDN5LEMURQ3v/CcevbrWd4H8NfZtCmfU9DY6naXU1zapMu3JZRjB6c7cc9OKbSG0jtotf0i4u47WHUbaSaXd5apIDvK/eCnoSO4HIqtJ4q0CMzCTWLJDC22QNMoKnpg+/BrzS203WfM8N3L6HfW62WotJPbQ2oWKBSwxsHLNkDJJJ9K25dLvJPFvjG9Om3BgvtP8m2cwn943lqpUemSO9LlQcqO6k1fTotOj1CS+t1s5MbJzINrZ6YPeqzeJNFUSk6pajyV3yjzBmMZAy3pyR19a83i0DW7fwr4QlOnXEjaPeySXlnt+cgy7lZR/Fgenr9as2Yk1X4jeMUit5Y5bjSgiRTDa2THGBkdqOVC5Ed//wAJDo5+yY1K2P2s4t/3g/enO3C+vPFPvdZ0zT5DHeX1vA4UOVkcAhScAn0GeM15lBp+rHQvCNt/YuoCTSb8S3WYsYUSbvlyfm49K0v7Fmi8Wa//AGxY6hc6fq6o0c1srNhR/wAs3A5XqB/wGlyoXKjtbrxBpFlI0dzqNtE6oHYNIOFPQ/Q0j69pKW8VwdQt/LmUvEQ4JkUdSoHJAxziuH1zSLy9fTNAt9KvbPQo1R72RR5jybR8seQTnAwOpAP+7zPqSahNrml/Z/D89tax28kUdxBArSxjLqsfPEYK7ck9Nx5HWjlQcqO8trmC8tkuLaZJoZBlJI2BVh7GlkdI0Z5GVEUZZmOAB6mvPvDmoaj4T+H0In0O8lmt7hlmib92VRmY7xkfN2GB3NdD450u/wBY8J3llpx/0h9p2bsbwCCVz74qeXUlx1NK11nTb6Qx2t9BK4j83CuCdn976e9Ja61pl7OsNrf280rAsqpICWA6keo+lcdcaQdc8NTrZ6JdWOqtp62zTTr5fC7T5YBPIbGM4xjqR0qFNN1C/k8Fw29jcWz6UAbySWIxqgUIGUE/e3bT0z1p8qHyo60+KdB2O51iyCxsFcmYDBOcD68H8qvlxdWe+1nUCVMxzLhhyOCOxrz46TevN43c6bcE6ggFoTCf3mNwOPTkqecevauq8JxTWPhCwguoZYpoIdskbIdwIJ7d/wAKTSWxMopbGf4Q8SS6h4cn1DWbq3jMVy8RlOI1wMY/U10FpqNnfmUWtwkpibZIqnlD6EdRXm1tp2rWfgaexbQZLidtRMhSaHdsQjh1XPzHjGPfmtvwtbXtt4x1qe5tb4RXiRNFPcRgbsLzu28A89OPoKbitWOUVqzrbvULSx2farmKEyHCB2wWPsO9Y2v+LLHSPDz6lbzwXDOv+jqr5EjZA7emeao6lYXdt8Q7LWnhmnsPszQlo4zIYWwf4Rk4OeoHeuduNB1dvBOsQCyn8y/v/Pt7UL8yJuBy393gdPakooIxjpc7DTNXdbY3Gp6lp8kE7AWrw5UtgfMCD3B9Kuy69pMMME8mo2yxT/6pzIMP9DXL6nZXyeK9H1r7LeTWKWvkMsKnzIH+bJ2dcHPX/wCtmpr3h8L4Si0/RtKvAhvhMInyzbQuCxyflHsefajlQuWLZ2ttq+nX08kNpfW88sQy6xyBio98Uy31nTLuSOO3voJXkJCBHB3YznHrjFcpdafdHxvf38emzyWcumtCuEKB32j5enGcYzVbSdM1jStTtobH7Te6ZFHI5hvoPLMDbThVY9SScZXjmlyoXJHudlHrOmzXMdvFfQPLJnYFcHeR1APQkdwKu15dBY6p5mhTvpF3AtrfM80EVvtjhUsMbR95uBkk59K9AstQu7nUry2m02W3ggx5dwzZE2fQY4/WlKNtiZwtsXzSUppKzMxhpppxpppCGGmmnGmmgQw0w080w0hDDTTTjTTSAaapT96umqU/ekyWZNxjfGD/AM9Ux/32KsAbbufP8UgI/wC/Q/wqnfHa0R9JAf51bmbE1t/tN/7TelE66H8Mz7u6ENy6EdMfyorK8QStFrMiDp5UR/ONTRVu5vY2sg6PKv8A0zfP5Guh8EXQb4h6FGDyRcn84j/8TXNp/wAg279ojj8jWh8OmZ/iZoJP/PCU/wDkKWij8Q47n0I9ULu/s7NgtzdwQMwyBJIFJ/Or715R8eoo28BQyFFLrfRhWI5Hyv3rvK6noEWo2N1L5dveW8z4ztjlVjj6A1Oa5NBND4g1G/u9GtbW4tLYRacySAfaSwdmUPgZ5Rflxkde9YHg74gXeu6tY6dqF3Ba6iWk+12E1m0L8KxURsWIPbIODx7GlYVj0o001zXirXL3StR0m2tpbSKG7kdJmYNJccAY8qMcsc9eCB7da4+P4o38Xw5XV5rWCTVHvzp8fylYy2M72GcjjtnrSsKzPUzTTXAeI/FfiXwfp+rXupWtpc2yGGLT5U+XzJGHzF1BJCgg+nQDvmrH9reL47i/iltYltEsvOhv2gACTKMsjJvyVPIB4x70WCx21JXkzfEHxJaeC9E8WXH2Cazubgw3VtHAyuAHcZVt57J0x1x1q9obasfi94lhbU0aOGKB3RojsZSiHCjd8hx1PPriiwuU9JNNNeZ2vj7V/wC19CiuGspk1C8ktZ0tUZokwQFMcvRiM84yPpVi78ReL38X65oOlf2dcS2lulxbiaIruDFPlJ3YyAx59unPCsHKz0M001y/jTxTc+FPB/8AabW8b3zFIljySiyMOfcgYP1rOm8Ra3ZeO9E8Oz3FpNHfWzzSTJAQQwSQ4HzEbcqD6+9KwrM7g0015g3jjX08GeIdUaSzN1pOofZlxAQsi7lTkbuD82etatz4w1GfxFY6HYwqsz6eLyeXyt5yV4VVyOM4yc0crDlZ3FJWP4cvNYv9CSTWrEWGoglHQEMp9GABPHtnsa4WTxn4oTRvEt2J9OLaLeG35tm/fAPt/v8Ay+vf0460WFytnqBptcXe+KtQeHQ5IXtLePUbH7Q6hWlnDmPcAkY6qDjJPGM8jFZUfxD1C48K+H50ht49T1a7+y72BMUeH2lsZz3HGfWjlYuVnbW2v6VeahNYQXsbXcCl5YjkMiggEnI6cj86nsr+01O1W6sbmK4gYkCSJgwJHXkV57p0F43xj12FrmFrltKAWUwfL1ixlN3P51W0nxtcWHgDT57bT7OK7vL5rWGOCLZEnPLFQeTz0zzmjl7DcOx6mayLbw3pdprU2sQwSrfzDbJKbiRt4wBggtgjgY44wKraJfa7Nq1/a6nY7bNMNa3YUJ5g4yrLuPPv7Vkah4p1W58T6ro2j2679PtPMBaPeZZiAVXqNq84zSsybPY7M0hrz/VfGusaTJpTarYNpttNAWupVh8/ZLuIC8NgDADdScMPSuq0m8uNW8NwXUV7bSTzRkrcRRkx5yRnaSD+BOaTi0JxaNQ02vMY/HHiP/hCovEx+wPGlz5U1v5LKWXOMht3B6DGO+fatSXxdquqatqdnolsP9CtldA8e5pZGAIB5AUdRRyMfIztZYY5golQOFYMAeRkdDUd1d29lD51zMkUeQu52wMngD61x2o+I/ENrqXh238m1tpNVDpLbzRlvJdcZO5W5B3Zx+vPGRr0niSW+8KJq0trb3Mt+T5UMe5VZSArH5ueD0/X0FEFDuei2l5bahbJc2c8c8D52yRtuU4ODz9amNcHHr2qNe6xpegWNuv9lKqKiW4AmlYncSNwCgkN/PNWn8Uapc69YaJDaR2l5JaG5uRL82xsHCLg46gc+hpOLE4M7E02vNtXl8RtrvhEahcQ2l5NLMrRwqWRSNvJw2GyMcdq1l8Sanf6trVlZvbwrpMHzSSREmaXB5xn5VyD60cguQ7E001j+HtZk8R+GINRjC288qspGNyo4JGcdxxnr3rntI8S6xfm60y5ltodZgvlg8sQkqY8ElsbueFY59h61PKxcrO4pKOcDJyaKkgaaaacaaaBCGm0402kIQ02nGm0ANNJSmkpCGGmmnGmmkIYaaacaaaBDDTDTzTDSEMNNNONNNIBpqlP3q6apT96TJZiagMhPZ/6GpbuQBrd+wf/ANkYUy9QuuR/Ccn+X9ar6gxXT7Vh1M+P51C3OrD/AAWMTXJBLq8zA5ACL+Sgf0oqvd5a9uCf+erfzNFdNkdh00h2wTxDjfGw/wDHTWr8PgF+Jnh8Dj/RpP8A0VLWPPk26yd2gZv/ABw1ufD2Pd8QPD0/pAy/nFOf6VnQ3Ijue+PXOeKfCmn+LbKOz1R7g2yOJBFE4QFhkAk4z3Peujes/UNRsdMhE1/eW9pEWCh55VjUsegyT1rvKMC+8H2WpPEdQvL+7WJZFRJZhtG+No2OABk7WOD2pYvCViusWeq3U91e3VkjJatcsp8kNwcYUFjjuxJq6/iPQxHNKdZ08RwgGVzcptTJKjJzgZII+ooHiDRWltYhq9gZLsA26i5TMwJwCgz83PHFTqTqUNa8IadrWs2Oryy3dvfWQKxS202w7TnIPX1PTB5rNj+G3h9NCvNGdbmawuZjcCOWXcYZOm5DjIP1J985Oeju9a0qyufs93qdnbzkA+VLOqNycDgnPJ4FSXt/Z6bbG5vruC1gBAMs8gRQT05PFGoXZiSeDNMutJl07UpbzUopE2F7y4LuoByNp4wcgc4ye5NRP4eOmaJcRW8+palKlq8FvFNOpIBGMDO1T25bnGcHnnVh8Q6JdXMVtb6xp81xMu6OKO5RmcYzkAHJGB2pbvW9Jsbn7Pd6pZW8+AfKmuERuTgcE55NGotThvBfgaQeF9MsfEttdq+nzvMtnLNE8BcsxVhsJJwG6McZzxzXR3PgzTLnX7rWfNvIp7yIQ3McU21JlA24YYz0AHBHStSfXdItrw2dxqtjFdBd3kSXCK+MZztJzjHP0p/2gajphm0u8t281D5NwuJY8+vB5Gfehtg2zlYfhno1vBYxRXepqNPnM9p/pGfJJOSAMYwTz0z71r2/heytfEk+vJNcm+nQRylnBVkGMLjHQYHvxWZ4E8VT694N/trWJLaArI4dx+7jVV7nJ4/Oujs9TsNS3mxvra6EZAfyJVfbnpnB4pO4O5DrWjWOv6XNp2ow+bby9RnBBHQg9iK4RvCmp2HxI0LULW2v7zTLC3aCS5uLmNmGVdRgFgcDcO2evWum1nxvo+ieILLR7y4jWW53F5DKirb4GR5mT8ue3rWlPrukWzqk+qWcbNtwGnUH5vu9+/ajVC1Rgz/DvRZ11KJpb5bbUZfOntkuCIy+4NuAx6jucfpiefwXpss2n3KT3kN7YJ5UN5FKBKU5+ViQQw57j+ta8+t6TbXhs7jU7KK6C7jDJcIr4xnO0nOMc1nan4v0XTtBn1hb+2uraJtg+zzo298Z2Kc4LY5x1xS1DU1LSzSzgMSSSuWYs0kr7mZj3yf5dB2Fc/8A8ILpX2LU7Qy3Zi1OXzrsGQZkfO7Occc+laWneJNJ1PRE1aO+tktiitKXmX9yWAO1znCsMgEGrlpqFlqEbvZXlvcoh2s0MgcKfQ4PWlqidUc+3gTSvtdjdLNfRzWVuLVGjn2loRnCNgdMEjIwffPNQp8PdFTQ10gtdtbxTedAxl+eB85yhA4/HNbs2u6RBdSWs2q2MdxGNzxPcIHUYzkgnI45p8WqafcWTXsF/ay2i53TpMrIMdcsDii7C7Me18HWVnq8mrR3l+dQli8mSd5gzOvHXIx2HbtVdfAOhroDaKY52s/M82PdJ80T/wB5WxkGugtNTsdQaVbO8guDEQJBFIG255GcetcZ4u8aNps2nPo2p6ddLNcrbzQKRIy5Jy2Vbj0xihXYLmbOrsNLWxO9ru7upNgQPcybiF9MAAfjjJ7mqN54WsbnXBrMMtzZ6hs8uSa2cL5q8cMCCD0H5D0GEstYuLvxXe2C3WkyWUEWUSG43XIcEBt654AOR09PXjQj1bTZrv7JFqFo9zll8lZlL5HUYznjvS1QndFCbw1bP5nlXd5D50PkTbZA3mrlj828Nz87c9atWVhbaHpEdnp9q3kW6kRwow3HnJ5YgZJJPJ71bubiC0gae5mjhiX70kjBVH1Jqsuraa9pLdJqFo1vCcSTCZSiH0JzgfjS1FdnC+D/AAVOPDqab4it7pEiuTP9lM0bQyHsflJb8CQPaunuPC9jJrR1e3lubK9ZPLke2cKJV4xuBBB6Cnan4t0bTtLuL/7fbXCQAZSGZGZic4Uc9Ttbj2NSWHiPStQ0uDUEvrZIpQuQ0y5R2AOxueG56U25PUbcnqV7vwtY3lzYXDy3QlsMm3YS5Kk9SSQSxOBnOak1bw9aaxe2d3cyTrLZtvg8twArcc9OTwOvpWjaXltf24ntLiKeEnAeNgwz3HFQ3mqafYMFvL62t2I3ATTKhI9eT0qbsm7M6XwvZHWJNVt5rqzu5VCzNbuFEo/2gQRnjqMUy+8J6deXNpdK9zbXdquyO5gmIk288Mxzu6nrzyfWtF9X01LxLR9RtFuXxshM6h2z0wucnNImr6ZJavdJqNo1vG215VnUop9Cc4B5FF2K8jN1DwpYah9iaSW7jms5GkinSY+ZubGSSc5zgflxxST+FrOW6uLqO4urea6gEFy8TjMygYy2Qecdxg1ffWtKS1+0tqdmtuH8vzTOoTf/AHc5xn2oj1jS5p1gi1KzkmZN6xrOpYrjOQM5xjnPpRdheQltYxaTpK2mm26qkEZEMW7AJ5PJ9z1PvWRoumTS6tNr2o6bHZahNCsBjWUScDq2Rxz8o+i+9S6R4v0rWtSu7G3njEsEmxMyqfP6ksmD8wwM1oxarp1xc/Z4dQtZJ8keUkyluOvAOeKNUDui1SUy4uIbWB57iaOGJBlpJGCqv1Jrk7XxNcXHjsaRDd2l3YPA0yyQrkqecLuDEHFJK5Ki2daaaarDU9Pe6+yrfWzXG4r5QmUvkdRjOc1NNNFbxNNNIkcSDLO7ABR6knpU2JsONNqvFqNjcJLJDe28iQ8yMkqkJ35IPHHrTIdV064jleC/tZUiXfIyTKwRfU4PAoswsy0abVH+3dHKK41WxKsxRWFwmC3HA568j86li1CynupLWG8t5LiPJeJJVLrjg5AORRZg0yc0lVv7SsPtX2X7bbfaN23yvNXfnrjGc5rM03xXpmqandWEM8YkgYKhMi4nzn7mDzjFLlYcrNk001XXU7CScwJe2zTAkeWJVLZHXjOeKhXWtKlx5ep2b5YINs6nLHoOvWlZk2ZbNNNJNNFBE0s0iRxqMs7sAAPcmqh1bTRC051C18pW2NJ5y7Q3oTnrSsxWZZNMNVW1jTFBY6jaABQxJnXgHoevQ06G/s7mQRwXcErld+2OQMdvrgHp70WYOLJTTTUEWo2NxN5MN5byS8/IkqluOvANRLq+mSAlNRtGAYKcTqeT0HXqcGlZi5WWjVKfvUs1/ZwzeTLdwRy8fI8gDc9OM1SvL60t5DHNdQxvjO15ADj1xSaZLTKU7hW2EffO3+v9KpXJ8yGCM9EnQ/nuqe7kBktGUghplAI7gg1VuwY3Uf8ATxEP/QqzXxI6sP8AAYV8cahdD/ps/wD6EaK2n0V7meeZRw00n/oZorrujqsWrv8AdWQB/hgK/wDjpFb/AMOTjxto0fdEI/KKf/4oViawmLeUf7Jra+HQx8RLA9t06j8Iif61zUnqhRPd3rzT4gWGqL4y8La5DZXN/pdhM32iG2QyNGzYAfYOT9QDjb716W9QtXpDPENGhk1jxB8UIba3kM11alIopE2sWZHCgg9DnHWoILbU5NO+H6/2Hq6nR7km932MgMY3LyBjLDAJ4B/PivUdK8LaTpWr3erWJnN1e/8AHxI07OJCD3BOMits0mwbPILbQJBrfizTfE1nrEtpq1ytzFPaWzSpOgYsiFlQlCvHBIA5B469v4ht1t/hlqluI5EWLR5UCTMGdcQnAYjIJGOvrXTmqWqadBq+mz2F0ZPs86FJBG5Qsp4IyOcEUXJueN2Okz+IPDPgSHSLC4jvLOYTTXht2jSKMNyfMIAYnggAk8Vc/sjUtN0/x5p17p19d3mpylrSaO1eVZw27b8wBC7SQTkjFepaPo1poOmx6fY+aLaL/VpJIX2j0BPOKumjmByPJLjQNQTWfAkWpafPdpp9q0d+627SomVwqkgHOOnGcYzXpOm6Zp/h3SEstPtzBZwBisabpCMkk+rE5J9a0aSpbE3c8Kt/DWut8LrGzOnXomstU+0XNk0LBpYj3AP3segrttPs72++K9xrdtbXMGmLp628sk8DQ+c+cgBWAJxxzjtiu9NNNHMDkcD4zt7uLx14V1aOwu7mztTMJ2tYGlKblAGQoJrk/FFrquqDxdFb+H7+2a4aExCG0dvtoSQHezkEDA5Crg885wa9cudX020vYrO51C0gupseVBLMqu+TgbVJycnjjvVs0XsHNY8y1Czm1LxT4Ju/7MvJLa1gZbppbOQCMlQAGDL/AHh+HX3rLs9E1L+yPiDbx6Zdx/bZnls0aBlEqb2Py5HXBHHX2r18000cwuY8p1Cx1HUPDXguaKw1DytHmt1v7N7V1dtqoCwQjLAbWHAP3vrW7oFlezfEnXdaS3ng0ua3jhXz4miM0gC/MFYA4GGGSO9dXd6xpdhcpb3mpWdtPIAUimnVGYE4GATk88VcpNictDgdZ0+S4+LGk3zafPLZQWjRyzfZmZFc7yozjnqOe1cvYafqen+BfENofDlxdvPqHmRWssMigxnGHAGCcFRwOemeK9kNQS3VvDLFFLPFHJKSI0dwC5HXA70KQKR5Xaadq8niTXDFDqSG/wBHENrdTWjRAyBVAU4UBOhA3cj19aF1ZalP4L8O6Umh6il3pt6GuV+yPtADNlg2MNnOeM9a9nNQJc28s8sEc8TzRY8yNXBZM9MjqM0cwc55/NY3918Q9Zu7S3uoI7vR2tre6aB0UTEKRk44xjqfSqfhfRIm0vSLHVtO1iPUtLuWMaCErGpMmS4lChSvQ8sTwQM8Z9QNNpcwufQ4n4i6dqN5baTc2UE1zBZXiz3FvAMu6gjlV7kc8c9azdU8PabqFlqLwWut/wDExkjNzcGBlZWBJDCIqC2CBnA6NwSa9GNIaSlYSlZHl62HiS50PxRaXaSX4NskdtePamGa425O3aQCcZbqM5PBNLczXb6J4ThTQb8tZ+Wk9w9lIZLVkVASqd+nBII46GvTTTaOcOc4f4e291YnW7a8tbyF5L95kaeAqHU4GQ2NpP0qhc6VPH411s6tBqEmnanAscc9rC0oCAAGNtqsV/TpXo1NNHNrcXPrc8417QnuNLsLfR7S/tbzSoTPb3EqMWx2hBGck8d+MY9cRaxb6lf6P4bvoNJu4I9PuRJeWMcR8wNkfOqsPn6Me/3ue9elUhpcwc5wGp6RbHw94hk0yz1OWfUFUv50DKZZNxPCFQRjucAc8Gs86Xcx6l4Jmh025QWkCrdstsw2NgA7uPXd/PvXpxptHOLnZ51aWGopqHjGwFtdwTai7Na3Hkt5bcMfv9B1A696pppuoXOh+FtNttPuoL6yuvMmeS3ZFiAY7jvIwc8HgnNenmmmjnD2hyPxC06/1HQYRYwvceTcrLNbp1kQA8Y7844rKnjvdQ8ejUrazvoIJNPaBJ5bZ02SEMBnjI5I5r0KkpKdkJTsrHm3h7RVOlWWn6tY6qt9Y3TPGqRERli2d4kA24xjq3bjtWz8QNOv9Q0e2+xQvcJBcLLPboMtIo9B3+ldcaaaXPrcTm73PPfE+j/2vod/c6Lpl5Bc3Ekctx5qMjThcjYEY54yDwMHA6mrohuL3x3Y6naWtzBY21iUnaWBo92d2EAIBYgkHj0rr7m4gtIGnuZo4YU+9JIwVR25JqBNTsJLUXMd9bNbltglWVSpb0znGafMx87seXRaHef8IDqVq2lXH2+S/Ekam2bcU+XBBx04b/JroDYzr43srm1s54bf+zfJMy27KqSHdjPHuK7W4uYLWPzLiaOFM43SOFGfqajjvLWabyYrmF5dgk2K4J2Ho2PT3o52DqPsef6Jov8AxKk03WLPVPtltdmVBFGdjuTw4lAx+bdqu2VtfW/iDxTALe5ik1AD7LcCJjHna3JcDA5YV27sqKWYhVAySTwBVOTVtNiERk1C0QTf6rdMo384+Xnn8KXO2L2jfQ4rw/pMbadptrqNlqaX2nzsUURFUBL5LiTGCPq3bjtUmi6Hb3mta2dS02XypbsT27SxOgOC3IPHr0PX0rujTDSc2J1Hqct43sb28021a0ikmSC4WWaGP7zqPQd/pVO9sLeWw1i6s7XUpLq8ttrmaFl3P2GzA5HqBj3rszTTSU7KxKqNKxxlvo1vH4RkmXT5F1I6c1qw8pgxYr02/XHzY/GorPw8svhHMNq1vqwtGtyzKyHrkjBwOc4z79a7U0w0e0YOqzg0s7u5t/DNtb2dxDPZSBp2khZFjAxu+YjBzjoM5qbTtGgvde1z+0dPkaCeZJIGkiZQdu7JB4x1H1rszTTQ6jB1WcLb6Wwn1ay1e3vnW4n85XgiLrKM5A3AHB+pA5qHVrC7ivLm5sTdxTmNImheEypOoVR97BHTg57g13xqlPSdV3uJ1ne5zHnTteWFrLaNHtCSNIPuBgOVH6/lT9R5kRe5nDflk1oOm+8gHo7H/wAcaqV8o+1x/Vj/AOOmudyvI3oO8UaFpqcUMLIxGfNkP5uT/WiucdcEZPJVT+YBop8zOo39ZAaNwezDP04rY+H42+PdJHcy3BP/AH4P+FZN7GZZ7tT0CgD8QK2vh1GT4z0eRupjkcfUxuDSpaSSFHY9wesDxTqTabokrRSGO5nYW9uwUsVd+N2Bydoyx9lNb71i32ii91mx1J7+7Q2RZo4EEflksu0k5QtnBI4I6mvUEecfCu9fTrrxB4P+0FnsZ2nsXnU5aJu5Xg9dpPT75po+IXih/Dmt6slhpT/2PeNbzoDIDIqkAlRnjqTyfw9evvfBtpJ4uTxUNQ1GK+ii8vZB5exkGflK7CW6+uemOgri/CvhC81GHxJp2r/2nYWWoai9yYfLVVni3Aj5sEqTwCMg46d6NA0Ny08fS6/4i0/R9FhihaewW+mnulLiNWUEIFUrk8jJz+dYt18S9aPhCTXbTT7MmxvDZ6jEwd9h4xIhDDKnIGDzk9a7GfwZYLq9lqmmzS6dd2lt9jQwBSrQgYCsrA5x2PtWTPoUfhnQV0DTdButYtdTMwvZjOiuHZQNz5wOfUY27e56rQWhYvfEmqpZarqOmx6ffWVtFEbfc4gDu4VmLSO+3aqsD2znHGOaWgeMtQ1rxBqmiILNpYLVLm2ulidY23BchlLEkZbhlOCOauzfD3TbnwHa+FZZp44IQrNLAwVmkHJY5BBBJJwf6U6x8ErY+IJdbTW9Qa9mthbzOVhw4GMHGzAxgdB2+tLQWhj+EPGXibxNFpd4dHszp9xLLHczRSEGHaODgnuT79O1a3iPxa+l+I9J0CzhD3d/ukaRo2kEUagknYvLE7T3HSr/AIW8L2vhLS206xurqa23l1W4KEqT1wVUdffNM1/wpaa7eWOofaJ7PULF91vdW5G5QeqkEEEH3H8zRpcTtc5HV/HniTS/CUurXGjRWtxb3fkSR3MUirMh+66cgjvkHP1rXs/FWqL8Qj4a1K1tFSS1+0xSW7MSvPQk9eh5wKu614Mg8QaO2m6nqupSo8qyyOrRqWIGAANmFH0A9yak/wCERtf+Esh8RtfXr30cAgwTHsZcdwEzk5J4I/pRoF0c78SFH9u+CmwMjWYgD/wJaPFPjnVNAl1Vha2Sx2JhaKJn82S4RmCsTsbMOMjBYYNdJ4g8LW3iK60+4uLy7gewmE8AgKAbwQQTuU56dOlYt58NrC7fWgdT1BIdXdZLqIGMgurblIJXIAOeM0XXUE11K+vePzpGuadaT+TYWN3Zi4F5cQvMCxPCAIRjHc+44roI9cEHhEa3fGF9lqbiX7K29GwMkIc8+1VZfB6y2Elk+rXkkM1utvMkiRMrADAYAp8rAHGR6DOSM1o2mgafZeHV0KOEtYCEwlHbJZTnOT6nJ/OpdhOx5b4t1XUtd8MeF9WvVtI47rUUdIYUbcgywGWJO7gegrqLzxtqNxquuWWi2AnOkhVKtC8jTyE8qNvCAYbk5zipW+Gti+nWumvrGpmys5/PtYQYv3TZJ6mMk9T1rR/4RCKDXZtXsNSvLO5uUCXXliNlmI/iKspAb3A/DrTuhtxM1/Gd7da3p2i2WniC/nszdXKXQOYflOI8ZGSSBySODWVqGq6kdX8IT65odhHd3Ny0QRtzPbtuA3KQ2DkbSAc4IrpdQ8G213qNlqdvf3tpqVpH5S3SOHeROeHDgg9T27/SjUPB9vqV1p1zcanqJm0+QzRPvjOXJBLHKEdhwMAdhSuhXRz6/ECaTxBe6VK9lY3MF4IIba6jcGWPcAX8zcFBIyQMc8c0y11yLR/Fvi17vT7RZLK3SeW4tlYPOCoKg5JAOCBx3rdvfBFnqKW8F9eXNxa28/nxRSBMryTs3hd2znpnPTmpF8IWI1nU9Tlubqd9Si8m5hkKeWybdoAAUEYAHei6FeJhp43v4NO0LVr63tRY6tP5PlR7g8AJO0licNwOeBUcvi/X0vfElqlvprnRohMZCHXeu0tjbk84Hr+da0HgWyji0y2nvLq5stNkMttby7cBs5G4gZYDsKkPguzN1rNwb++36vF5VzzHjbjHy/JxwSO/X15ovELxMg+PpJdJ8OvDaKL7WG24IZ0hCth22jlvYZ/Hio9Q8a6zpujX1zdaK8b294sKzvE6xPCxb97tPzdF6Z/iFab+AtOOj6dYJdXiPpshks7rcvmxEnJHCgEZHcVoyaHLKI5H1e+NzG4cS5QDG1l27Nu3adxzxnIHPApXiK8Sv4a14a9HczR3dndW6FRHJboyNyOd6MSVOenr/LGPizU7TxFqukaitnE9vam4tHSJj9oHGON3XqMDvnnjnf0Tw3Z6DNfT25Zp72QSTuQFBIzgBVAAHJ/OsltNbxD4ntr7UdGktP7Kmk8qV5FYXA42EAc/7XseOcnC0uLS7NTUrzUdP8LXN832Y31vbNO67G8slRuKjnPbGc+/tXJxeONba08P3j2Ng0OrTeQEV3DK27aDnnA/PpXc6lYpqemXNjLJJHHcRtE7R43BSMHGQR09q5//AIQaxWx0q0W+vxHpc3nWx3R5DZ3DPyc80JrqCcepSg8aXNtP4ij1a2h/4lCo4NsT+83ZwOfw596bH4wvoItAu76C2+y6w+wJEGDwFiNhJJIbg88CtZfCNgNR1W7knuZv7UTy7mKQpsIxgYwoIwOnNQweDLSM6Yk95c3NvpjFrWGXbhTngsQAWxjii8QvAxj4u103PiK3jt9PY6OhkLtvXeoBJ4yecD1p0XjPU2l8OSy2dqtrq7bCFZi6HgZz06npzwOta48G2az6xML293ashjueY8YOR8vyccEj8aiPgmy8jSYhfXwGlMWtiDHnOQefk56Ci8QvAzpfGOo3U2r/ANk6f9oXT5lgWLyndrht2HIZeEAHTIOf0qW48SauPE9hpUNraqt9a/aEE4ZXiOCSr4JyQR2A9OOtaSeF4rXVry/0+/urI3h3XEUWxlduTuG5Tg8np606Xw1bya7a6uby8Fxaw+TGu5WXbgg5ypJJyeSaV4ivE47UvFWrar4A1a8RksrmzuRBI8DMCRvTlDnI64PXj61st4jv7OXRNIPkTahfoH84q2yOPHUjdlm4PcVaj8D6fHouo6X9pu3gv3Eshdkyr5ByMKO4HHtUz+FIpE055L+6e709s29yQgYLgDYQFAIwO/PvTbiDcTKm8Z3dvYa8rWcc19pLqp8vISRWOA+Oox1IyfrWh4c8QjXZZTFd2lxEkStmKNo3VyTkFWJOOnPepYPC1tbC6lju7pb25nFxJdKVD7hnAAxjbyRjHepdN8PWum6pdakrNJd3KhXcqqgAY6BQBzgZNS3GxLcbGbca7dX3iHUdGsVgSOztt80kyFizED5VAIwMHrz9K4iyufsfwvt7l7S0u4UvWLRXCsec8EEEe/HfP5+hXXhi3l1qTVba7uLO5mj8qcw7SJF46hlODwORVH/hBNP/ALB/sb7bf/Y/N83bujzn67OlNSikUpRSM3XBe3XxC0yxdrV4TbSsiSRkrtYMG3DPJwMZ4qDS9Zg8Px+IzLY2wOmtGgeEENMWyFBLE4AwAB0ArqJfDsU2uW2rve3ZurePy0/1e0rznI2d8n+mKrDwhYF9UM01zOup4NwkhXBIOVIwoIxn1o5o2sxc0bWZTbUddvLFjNYWbWk+neeZCDsDEZMZG7J+XjPHWub1C4jvPAHh24jtYrZTqKhYogdqgNIOMknnGT712lp4fa10/wCxNqt9LCsRijDFBsUjHZfm4/vZxVRvBdk2jWmlfbb4W1rN50WGj3Bsk9dnqx/OkpRQKUUV7zxPdvqupWOmWokawiBO6J5DLIeijb93vyar6h4wmsrjTku7f+zormAySSXETSbHzjZgEHtnPoRWvJ4cjXWG1S1vLi1uZUCTlNpEuMckEEA8dqW50JZ0kT7bc7JYhFKsm2QPjPzfMDhvmPTjpxxSvEm8Cxpl097pkFzI0LPIuSYG3Ieexq0arabp1vpOnQ2NqGEMIIXcck5JJJ/EmrJrN76GMrX0GGmGnmmGpJGGmmnGmmkA01Snq6apT96TJZShGbxPbP8AI1nXq7rqJv8AZb+X+Falt/x+D6GsuZGNrBJ/EZAPw+7WPW524X4ShdACVR6RoP8Ax0UVdmgUTOHHIJH5dKKrmOs1rtgouyeokRfzIH9a3PAwVfGejoOqrIP/ACE9c3qj4S5P/TxED/30tbXgKQt8Q9MQ9kkP/kJ6cF78TOJ7e9UL/ULLTo1kvry3tUY7VaeVUBPoCTV9684+Imkz6jrWkXNnfXemXtikkttepaNcQ7mwCjgA7TgZBIIPI9K9QZqa74leAacdGutHuPtFyEl+0Xqp+7zhinPJB47/AENaja5pCyTRnVLEPBnzlNwmY8HB3DPHJA5715Jq9trup+AdBa90CdNSXW/tMi2tlISYvmLysoB2bmYEjjPXFbE2mJd/FrV7+40a6lsJNHMaTSafIUab5TgEr97aCP068UrBY9MguIbqBJ7eaOaFxlZI2DK30I61R/t/RjHJINXsCkZAdvtKYUnoCc8dDXK/CG0vdP8AAsdnf2l1azx3En7q5heMgE5GAwHH0rlDock2sfEWa40O7cXVs/2B2sJD5j7WA8s7eu4r0+tFibHrX9qae1xFbi+tjPKu6OITLucYzkDOSMc0241PT7W4S3uL62hncArHJKqs2TgYBOevFeQx6PcW1n8O5o9Ev0ns5y18yWEu+MblGXwue35Vah0Mvrni7S/FEerCLU7lZ4prW3Mq3ESsSihgjFSvHGR3FKwcp6g+s6XHPLA+pWazRAmSMzqGQDrkZ4qWG9tbm1+1QXMMtvgnzUkDJgdeRxxXm76QD8U9Iml0m+m0+DRlgkmubRpB5o3YDsFKs+NuSCee9cta6D4ib4Ravplrp99BONVM720kDxtJb7F4UMBn5lzgc8e9Fg5T1vVfENtFo13c6XfaZPdRqPLWW7VYyx5UFs8ZAOOmcVYttUjTRLS+1O4s7dpI0MjrOPK3kchWPBGelcRq1no+paBruo6Tompfbr3TvIYNZyjBVVCRqhHUYHKggbeSO+XZ2Go2up+AtRvLS8/syyszBcRNbPm3n2MNzLjIySvOP4aLBY9Pk1bTY7NLx9QtFtZG2pM0yhGPPAbOCeD+VJHqmnz3C28N9ayTOodY0mUsykZBABzjHOa8t/srUX8M+O5Bp901pqN2X0+3Fs5d23HLhAMgH5ecDpSLpE9vrHw+uLbR7yL7NbKt88dlIuxtqg78L1zu6/XoaLC5UepSapp8V2lpJf2qXLnasLTKHY+gXOSajfV9MjnkhfUbRZYgTJGZ1DIB1yM8V4zrkV9eafqZt9Ev7GQayty1pHazOXHOZmkORkk4ATA9j1rqNY0uDW/ijazXGlXc2lz6WbeWVrKVV3sXxk7eDgjnt6jFLlDlNweJdQX4iwaCTZTadc2RvIpY0YOBkgDduIP3c5A6GuhOp6et59jN9bC6zjyDKu/PX7uc1wj6Q+n/ABO02PTrK8i0+20g2cdwLeR443y5AL4weoOc1zY0rUV+HFzoD6feNr7apvH7liWbIPmh8YxtB+bNFkDimexXd5bWUXm3dxDbx5275XCDPpk1BFqmnz3CwQ39rJM67ljSZSzDGcgA5xjmsjxjG/8Awr3VUudskq2LbzjgsF6/nXA2emHVbbwK2jWcsd3a7ZLu5EBjVIxtzuYgBs846559aSWhKjdHqKa1pUylotTs3AZUJWdT8x6Dr1ODj6U6bUbGC5W2mvbeOdsbYnlUMc8DAJzzXnujeGLLV/FnilNW0i5FrcXMUtrJJbSRK23fuKtgdyO/PvVS00XzLrxHpXiWPVd13eC4SS2gMguEBJTDBWwR6ZGM47GjlQcqPShq2mvcPbrqFq06bt0QmUsuOuRnIxg5rJn8QGXXdOtdMudKuLSUsLhvta+YvHy7VB5/X8OtYGtaPqWkeKtH17RLSaaS4hFjdo43MMrhZJCPTA3Hp8g9ab4h0r7H4o8HLY2FzJb2DyefNDauwUHbgsVXGSdx/EnvSshcqO1l1KwhuVtpb22jnchVieVQxJ6ADOc019V06Od7d7+1WZAS8bTKGUYzyM5HHNeReJIL2+svEEdto17ZzNqCy+RHbyuZsE5lZzkDrwEx17iuk1K0/tH4qaVqDaZdTacLDbJJJZSbA/7wgNlevK9fajlDkR2zavpohjlOoWgilJWN/OXDkdgc80+6vbSyVWurqGBW4UyyBc/TNePnQbj/AIV7rVuuiXf29tT3W6/Yn3+V8uNvy528N/k1v31vcjxtBqGoR6h/ZV1pv2eOWKAsYWIG5WUqSufm7d/Y0cqBwR3j6np8csUT31sskwBjQyqC4PAIGec+1Qy6zpyWVxdi9t5IbcZkZJVO30B5wCegrgdY0KG3g8L2lhp+p3Fnbah5j+fbPIyw7xuzheFPJ2kA+1WNL0uePxj4rVNOnitLq32wE27JE7BexIx1zS5ULkVrnWaL4l03XtKGoW0wjj2lnSZlDxAEjLAE4HBP0rQt7y1vFL2tzDOqnBMThgD+FeTiwv7n4X2Wn29heC5s7nzL63NuyNJHvdsAkYfqpwM/pXYWKWNrqGo+IbOHWLu5mtt0yPDsDlduFClVy+B2z37kZHFClBHWmm1W029bUdNgu2tprZpV3GGYYdfqKs1DMxppppxpppCEpKWkpANNNNONNNAhDTacabSEIabTjTaAGmkpTSUhDDTTTjTTSEMNNNONNNAhhphp5phpCGGmmnGmmkA01Sn71dNUp+9JksrWo/0s/wC41V5NrR2af3lLfkV/xqxaf8fTH/YNZ8jkXFgB3hf9SlYvZnXhvhLEohaVy3Umisppyzuf9o/zopWOq5f1U5tpz3a6iH/oJrc8BLj4n2/pHuT/AMgyf4Vh6iPkhH/PS/h/9BFb3gE/8XGjfH3rhl/KCU/1rel8SFE9weoGqd68n+PEMaeCoLxUC3KXkaLMvDhSrZGeuPavRH1PS260yuNsYLK38SanfQ+HpNNl020CxxRqifag+5jgISp/1YAPXJOapeD/AIhP4qubKJH04Syl/tNqrMs0AAYjAbG/JC5K9M/iFYVjvjTa5Pxh4p1Lw5q2hwWtpa3MGp3SWuJHZXVywGcgEYwf/wBdZcnj7VrWXTdM1DRPsmsX91JGke4yIsKYzLhfmbPIAHXBNKwrM7400159ffETU9N8N3V/feH7i2nt75bXfNFIkTRsTiYZAbbgdBnkj1pNQ8f3sPhXUdf086Vf2lm8Sho5HBcOQpyvVGDMOG6jmizCzPQTSVwv/CdX2n+JNLsNZsLaGz1O2M0Fxbys+wgZIbIH6eo96rWXxE1LUrS11Oy0C5udPuLxoPLhgkeVIhx5pYAr1z8v60WYuVnoJpprzbw1r2tR+KPGL6peRSWOmskkyFnYRKFkJ8oHp93nPoKn/wCFjXUfhyw8T3FhAmkXl4bfyxITNGmWXeT0PKHj9aVmHKz0E001ieMdauvDvhm61a1ihma22s0cpIDKSBwR3yRXNxeOdaOpeH7aTSrLbrdp50BW5bKNsDfN8vA5HTPWlZis2d8aYa8+Pj/VB4c1++bT7RbvRb0280fmMUdQdpKnrnP6VoJ4vvW8S+HtMNtb+Vq9mbneC26MiMvj3GR+VFmDizsKSvNfDms+JX1Txez3FtcLYztiOZ3KpgOdqeg4qynxAv38OeHdX+xWwXVbv7LJHubMf7xlyD9Fo5WLlZ2WraZDrGmzWFw8qwTLtkEbYLL3GcdKbpOlw6NpsVhbySvBCNsYlbcVXsM46Vgy+LLq88Sapo2k28BbTYDJNLcMcO/GEUDp7n9K0vC3iGLxR4ft9UiiMPmZV4ic7GBwRnv6/jSadhNNI2DTTXFfFTXrzQvCYawkeKe6nWDzkOCi4JJB7H5cfiaTXdM8MaHpdhHO0WnvHLEYbtLdizlGBIZlHJYA8E85zziiwcp2hpK46+8bTvrN/pukWLzyWNp9ocvDIxkcgFYwqjIJB6nvxiob3xnqsEnh8rpCQnVnMRt7ovHJDICAc8dOeDjpzilysXKztTSGuIt/H0luviIavZxxvoxXP2dyyy7jgAZ6c4/Op9P8Uaze3djCdHfyr60Ey3KwyiOCQgkI5IwRjHI9aOVhys6402uH0LxprOrw2902jQ/YvtEkN1NHMf3IQA7sEdOf0/OP/hP7lvDsniRLCL+zEuhD5Rc+cUyBvz0zk9P1o5WLkZ3dRGWPzvJ8xPN27tm4bseuPSuM1Hx8LbXbzTVNpb+XCkls12WUXJZdwww+VR0GTQ9/FbfEmNbuwthM+mmYXiO5ZYxnKlc7c5U8jtijlYcjOsutQsrEqLu8t7ct90Syqmfpk1PkEAg5B6EV5R4v1y68SfD2TU/s8ENk14FhUkmTaCRk9sn0rqtZ8S3mjqYo7e3SKOwNxHNO4PnOoyY1QEN0z83IHpRysHB2OrJAGScAdTVW21CyvSwtLy3uCv3hFKr4+uDXNt40e4TQIbK1X7Zq437ZW+WJR94kjr0OPp2rN8FrIvjrxWJRGH3x7hH93OW6UuXTUXI7Ns700004001BmJSUtJSAaaaacaaaBHI+II9upzSuR5Zixn+JflPT1B5yPpXH2d9DHrDLIzNC8KqGJKlMHg8/Sum8Wu0d7O7SzeUqIWURkheeoP6n6VytybdLP7Z5csilirPgqWUjPBI5FcyWrv1Kia8l0ztLKVlFusZ3+a6gk9mAP3h04NKPEIlMrugdI1CRyQAFVBAyGX0P17Vm21xaX0oa7kLxpH86n1xgAgVDrumW+lWthc2cU0c80ytv3goR1GBn/PNOMYyfK9C4pPQt+I9UinutKms7qZGVMPJs2FVzjOfXg/n71JZ363NjcqrqZRyWkbLEmn3enStGE1RUa4Ei+bcRpgICp29PcenrWVdXl3BqDxSWalDHglEx9CCKXKpLlXQh2loi7YPBq+qmxnkmXYuYWLkBiOox3P8AKjxEl94eM1jFLI1uyCWIO5Ow5w239D+Bq14Jupb/AMQpYS2qgIoKkLnbj0J5Bz711HxI0r/Rbe9WLeIj8w7EHgg12wprls0ddOC5LNHCaZN9vvrTdcXAMbDzlWQgnA6nJ9f0rpdThE+lzXltOQ+wopzjb82c4ycdfyrmJvsceuK8dyyRiFFdVO3KMvY+uCOK37Y2148se/zJo5VidGbAMYGBx+Wa4a6tZrZHHO0X5GDYz3N2DdiBJIkTYySMcHGAcY5BOeDWxba1ZtbWtrNIWkVcSJKcbVzyM98Dp36VY1aBLO/aYRokUiYJiO1D6DjOCMfjXJulvPcQ3NzdP9km3r9owSyNtxsI/Ig1aUaoklNvyO0fTdzTOsLNazQCQbZMMmc4YDp0A/Ss63hi1zeiyuFj+T5yFbP4dT9asTLeWnh6OIXCMvkbUcZzg8jk5x6Ht2rAtLjU9B06OOSwSVfN8wuTncCB1HfA9KyhByTs9VsSo3vZ6mnDHdaLBcmcyTW4RXh2NymW6f56VY8OtI2jfvAV/evtU9hniqOieLF1OaWyuYI4o5W2KyjnJPyryenvXQQQR21qsUe4bfvBuzdwPatFzK6mtRVE0rNDbY4nf/cP86obQ19pwHa0Zz+Y/wAKvQf69vp/7MKor8upwr3TTT/6FioXU3w3wlWwsjcWay4zuZv/AEI0Vr6JhNHtwR1Bb8yT/WitjruQaiufIH/PO5if/wBBH/s1bngIf8XAtT63Up/8l3FY+o8y4/20P5GOtbwAS3j2xPbzpCf+/MtTS+OJMT3B65Xxp4Pg8aaZHp93ez29skglKwquWYAgckH1NdU9cd488YyeCdLi1JtNF5bPKIm23Gx1YgkcbSCOPX8K9IYaj4Vn1V4Pt2u3skcIk2pGqR/M8bR7iVAOQGJHvVaHwPa/8JLZ69eXJuLyzVlidYUiLkjG6QqPnOOnQdeK1INU1M64mn3elwpG0JlNxb3RlVCDgKwKKRnnB6HafSrsWo2M8ojhvbeSQnAVJVJzgnGAfQH8jSFqY3iTwpH4jvNLuZb6e3bTZxcwiJVIMgIIJyDkcdKZ4i8JW/iCfT737XNaalp777e7hxkdMgqeCDjp/wDXz0E88VvEZZ5UijHV3YKB+JqIXlq1qbkXMJtx/wAtQ42+nXpSuK7MifQLq4ijaXWblrlJN+8onlsNpUoY8YKnOT3yBzwK4nxZ4Ji0nwR4hg0m3uLvUtYmhdo7e3O3KSBsKqjCKBuPJ5J69BXpX2+zNsbn7XB5AOPN8wbc/XpTUv7OR40S7gZpBmNVkBLj29ehouwuzlNG8KxX0mk6xqs1zcXFlZiCCCeHyRESuGLLjJbtnpxkdjU+i+Cz4fjms9O1i8i0uSUyra4UmPOMqrkZAOPr755rov7RsvLkk+2W+yM7XbzVwp9Cc8UiX9nI8ccd3A7yDKKsgJYc8gZ56H8qTbE2zAtvBsVn4j1TVIb+byNUx9rs2RWSTCkYyRkD5j09azk+HFmNKs9Fm1C4m0a0uTcx2rKuSck7WfuuWPYdetdfNfWcE6QTXUEc0hwkbyAMx9getI99aJcGBrqATAZMZkAYDGenXpzRdiuyj4i0SPxFodxpU08kMNxgO0YG7AIPGfcCsdfBEC3egXP9oXBfRIvJtxtXDLjb83H90AcYq9d+MNGs9estHluQZ7tGkSRWUxqApb5mzxkDj1yKS11u4l17UYJ0so9Lt0UxXS3asznjcGXPygEkc47etGoamYnw/sxY67aSX9zJFrMhmnyFGyQtuyuB69jmmW/gTydQ0i/k1u8ludLi8mAmOMLsxtwRt54JGc5rq47y1nKCK5hkLgldjg7gOuPWpTSuxczOYsvB8dhreq30OoT/AGbVGLXNoVUqxII4bGR94nj2rJj+GsSaVY6adbvjbWFx9otVCRjy2yTydvPJP+FafjbxNN4d0O4v7CaxkntivmW02SzBmVRjDAjG7PQ1rWeqwvodlqF7NBbCeBJWLuFUFlBIBP1ouwu7XMqfwkP7Yu9VstQltbu8thb3J8tWV8AAOBxhuPp7VFB4KtrGx0mz0/Ub+0g0+UylYZcfaCSCfMx1zj8iRXQy39nCkby3cCJIMozSABh7evUU9JY5GcRyI5Q7WCsDtPofSldiuyhrmiWXiHSpdO1CMvBJg5U4ZSOhB7GsO/8ABbatp1hp+qatPcWtnIsihYlR3Kggbm57E9ua6V7+zSYwvdwLKCAUMgDD8M1lWes3E2r6lFcpZxafb7fIuFulYvnruGfl545x+NCuCbK9z4VU+JH17T76ayvJo/LuAqh0mAwBkHoRgcj0+uU1Lwomp3elXM2pXRk02QyxkhSXckEluOnAGBgAVtC/s28vbdwHzDhMSD5j049anPFK7FdnKjwNYNd6zNc3E86auALiNsADByCpAyMVb0nQbrS7SC1Os3M8FshSFWRRgYIG4gZYAHgewrYhu7a5DGC4ilC/e8tw2PrioRqVgwOL22OOuJV4/Wi7FdmZ4b8NReGrGazhupbiGWQykSquQx69APQVk/8ACAWg0yTR1vpxpL3P2g220bvXYH/u5GemfeupF/ZuUC3cBMhwmJB8x9BzzSz3dtbFRPcRRFvu+Y4XP0zSuwuzntV8HQarbT2k10/2OVw4jMSs0OMcRsRlQce/U07/AIRK2Gu22qLcSj7PaizSAqpTyhn5Txk9Tzmt1ru2SbyGuIhL/wA8y4DevSmS3tpFbi4kuoUhPSRpAFP49KLsXNI5B/h1bNpU2kJql4mmPN5yW4VCUb/eIzirFx4HSfUrm9Oq3StdWn2OcbEO6PaFwMj5eg6e9dNJe2sUaSSXMKI4yjNIAG+h705JY5GYRyIxU4YKwOPrRzMOaRyg8CwrY6XGuoTrd6Y+ba6VFBVc52lehH1qaz8ILZ3epXa6reGfUY9s0g2oQ2OGUqBtIzW99vszuxdwHZ97Eg4+tLLdW8Lqks8Ubt91XcAn6UuZi5pFfSrA6ZpkFm11PdGJSDNO2525J5P44HsBVo02e4ht1DTzRxKTgF2Cgn8ayr3VLpdWsbayS0lt5wxmladQycfKQuctn2/SlqxWbNakrmvD3iSXUJdVh1JrSBrK7a2VkJUPjIz8xPpWhe6jdw61Y2dvDbyQS7vtDvOqvH/dwvU5/wA4ocXsJxd7GmaaahW+tJASl1AwBC5WQHk9B+NTGpJZw3iW5vJ9buNMhiJjlt8bmHHTnH8vxrlClzZvBZm3b7A0nzpkMRnqAcV0vjDWf7N1tXmtVuLeJQxUSFWyRwQccc4rFbUbeXVIZMJNZyxb3iLZZNw6Z9QTWPvJt20LTaVyS1msY7yC2ljigSVGEjbQoZuyn06Ut1bbVntVtpp4lHnKkjZVV6HbnnHPapJ9C026SFgjgb8yKg5A9c9+1Olt202zjnUiaxjJdQQ2QvIIBxkZPPfnFZqSk7p6k8yegTRXEekoRNdMLoRYx852HJ6nuOn5VC0pmkmeXzXhlzLFcbcA4xhdvpmsLT/M1XUrww7obd1bYBJyOR2z1OMn/Oe68BWiX/h6+srn5p7e4ADMckZGePbj9a6qWH5pOCeppGkvhNbwVpqf269yLVYnEC7mXoGPXFdp4hsI73TxHIMoyla57wtc2+larPa3h2yTkbZT0yB0OOldJ4n1O3s9Clk3AybSqLnksa6qdGVP3JHRCDilE8QutNkg8+2LsZYP3ezYCGUn5T+pH4iqa2OqaPqH2aT5Q43FzycdBg+vausFkbyGGcMQ8KeXKQeSo6HPsaoSK018AxLbfU5qo4Vup72xTo++77FKS/hge4t5X8phApKNyspx19jWNPqcep6hpqQwLFncqAsMISevTHb8c10QR5/EM9v5SSKAjGMtgsB1xkYP6Vj3Udrd+JEmQNb5kZJY1hBIVduWxyBkE9scCuJxhGrJJbHL7qm7I3nm8yS1NpEkflNsuLYHZ8ucDIxg8nr3qOazkhN3HKFSJVA2O2CnX5h7fSs+a5TR9VRnaS4s3YQSRBgyyIMFce4znGfxFa+ranGllJaPbHa4z5ruDs7Y/wA9K5ZR1TXUwcNmcRNZO2pbsNC2cvsbnPqK77TH8zSoG84TZUZcdTwOvv61yMttbS20okSeW5TJyoOfbkV02gRRw6Db+XIz7lDsW6hiASK6JPmjcqq7wL1su64Yf7P/ALMKpNj+0RJ62TJ+RU/1q/Y/8fbf7v8A7MKz5D+9B9ImH5iOud7M1w3wk+nErp1uvogFFFgCbKM/X+ZorY6CLUGP21V9VRvyZR/Sug+Ha58cW5HQO5/8hSCsC/A/tZfeJv0INbXwtm83xZaE9TvH/kNj/Woo6yixrc9xevLfjhDPfeDIbK0tp7m5a7SQRwws52hWyeBx1FepPULV6YHnF3d2WnXd+dMTWL9tWhKyriYtAscUjEq8nQnICrnqeK5zwdY6ro3inRtLj+z6xpUKyvHdC0aCWxyrZEnAwSSRtbJPtivY260w0riueb+P1vIPGnhbUrmCabQLSUtP5UZkEcv8LsoyTj5cHHGD61h61odvZN4dn0e2v28OR6x9ovlmjkIZm8siQqwyUGCMkYznrmvYzUauj7grBipwcHODRcVzyOSyuLm/+Il3Z2rnRLqx2W6iE7ZrnygMxrjk7s8gdSKw49DjTw94Cc6TIt1Ff/8AEwb7K28ReZz5nGdu317V7wabS5g5jyK10+G11z4iQCwMNhPZ7rdTblYWKRtnbxt4J/wrBs9Nj1XwZ4NTQrU/2/HeF3nii2mOMM2WdsdM7MZ9MCvcNTsV1PTbixeaWKOdDG7RY3bSMEDII5HHSszQbDTPDVlHodrqJdYjiKGeVC6Z5wMAHvnnPWi4cx5J4tM17F4vitdLurSZruJ/L8iWWS42OR5u4/KigHgD1HOK39bs7PWviF4ZuJrKWexkspI7uY2z4y0bBQ5x1yR16V6saaaOYXMeUavoGneGfHPhPZYSHR7eCeOSQwtN8xVsbsAknLDH6dKmgt4E+JviWZ7FxYXGnCMMbVvLkcBSw6YJ4P5V6gaaaXMHMeXfDfw5Yw+HtP1a8sLiPV9NM52lGRyGLYBU/e46fWu58P67D4h0pb6G3nt/naN4bhdroynBBFazDII5GfSoLa1hs4FhgQJGCTjrkk5JJPJJJJJPJJpN3JbueIPbXSeAPEmj6lp91J4jkvhMT9meRpRvjO8MARjAbv3963Ly5B1HwzH/AGdcxyJpXl/bXgmcKShRoljAxuJ4ywPUcdK9XpDwKfMPnPC5raa6+C9tp/2O5l1G3vCBEbdy6AuxOOOBg9q9Z0TQtK0qS7vNLhaMX7LJIMkDIzjCnp1NbCurqGRgynoQcikpOVxOVzx64tdTsNXlm05BqMN/qYkn0u6tmE8T7s7g4Gdo2jDZxjHB5rXsreKL4g+LZJLN1sbi1RUJt28uRgi7wOME5z9TXpJppo5g5zwl9Hlj+G+itFpk66tFqZZytuwmVBvPJxnHKmvS/H9vqOoeCbyPSBI8zhSUj4Z48gsB+Hbv0rqjTaTkJzueb2thpNxbNqtnLrLXP9lNbyQRRBNiBMYI2DLjPGDkkDrVXwvY31n4hsdJljtdW0qO3kC3QtTG1spB+VwQMliANrZPftXqBqOZGkhZFleJmGA6YyvuMgj8xRzBznhem2VvqXw0gtrK0MuuG/8A3DRR4kHOc7v7oGec4BrpJtPlPjDVrfxLLeLBfWaQwXMUYZGUAblB2ttOee3P1Fd14f8ADtr4asWsrKe4e3LFwkzK20nrggA1q0OYOZ5fqOj2i+IfCkAtby4soYZI55LmAl9hGEEhCj8Aeg64qTVNPtND17SdLsbC4jhhtpRHeusk4G/dmNVXgsSepzjI44Fel000uYXOeOGCW4+Dq2BtbiS/huMLEYGLp+8J4444z0r0bQNE03ThNfWELRveqhlHIGVGOFPTqc1tmkNJyuTKd0eap4fsNY8feIbe9spBZXCReTIsbIC6hSxVsYzkHJ78+tQf2XG+v+I9P8QPfQw3hT7NJHHvDwqxKqrbWwR8vA9DXp5pKOcftGea3Vu1l4usZNVjvpNHOm/ZreWRC7xsVwd+0cOQSCcd/ai/061sdb8Irp1ldJbWskvmO8LFlQsNpY4yATuIB6Z6CvSDTTRzi9oeTPY20lr4wjurBpLye9kNlmAl3JcgFDjpuHOD9av3Njd22o+CTdQSPc2qEXcixltgwu0MwHbkfnXpNIaOcHUPN9J8PafqviXxHFfWUiwPcRy2zCNowdu7cVOPcfnXZ2erre6pe2Is7qJrUgGWWPCPn+6c81pmmmpcrkylc4DxnZ/adWXzIHkTauAvO7pkVzE+k2+xbu1KWyMhI3khXXJH9K63xfNeWd5JNFJshmCwl+pTcpGR6c457HB7VzOnWsrWU0TKXjDliGyVCnpjPc4Nczbim7kbLcG1uS2WD7G029wFQrFntyCD159KsQX2r3ImjurCeOFseUpj+VOeSc9utK2pX9rdQLa20MiWyAlyflKZwD/nNepWOrW17pAu0zhRiSEHJQ/4e9dlChSqxs9zppQpzjaR5b4g06yiW9vIVmF02FhW1Hygju2PyrV+FF75d1d6ZNGUuD+8yerkds11899psr7zCVkU5B29DXQxTJ4kiWZ1Vx0HGSv+FdtPDqnazOj2SjscfewMb6TdwwYnNXr60lvrJZpW5XA5+nWtHVrAJGJRIC8PI39cDsfUVmSamXsbyHb+7hMZ464OB/Sqq4iFN+8dNOi52sVLKzMKSlhhSvT8/wDCsBQPPkcjgH9K27i8kj0tgGweMDvgnGD+v4VnLA0kZ+XB6lqiniY1HZM1lhpLVmRFpMU2rtqCmQ3G7dnecCn6nK1u4mDA3MgwXwM7cf1xitQEWw344A5HqayZ4ZrqcyMDyfTpWyhDtqc7pRT1RgTRzXLsGycsXJI6H1/LH5VJYXltJavp10dqlmw8i/xEYH0Ga2IGQmZLYbpI2Cghurckj6Y71Qu4LDU9UEgQo8aqHiOMe5zyK83EVY83IlscVesn7iVkaNubWz0iOK9ceRBLtMg+Vm4PI9ccD6Va0dg1jMFl8yNbiRUb/ZB4/Sqfia1tprW1mLY06IbFXb/F/ewOo461Z0CzFloyxiRXVnZwV6YPNcUbON76s4pW5L9S/anFw59Fz/48KzM/v5QTwnmL/wCgf4VpWx/0lx6oax7pvLW9YdROB+eKzvdtHRhvgNbTztsYhxxn+ZoqtaS/6JGcnkZ/OitkzqQagf8AicxD1gk/pWp8KsjxZpw/veb/AOi3rM1AD+07Vv8AZdT+JWtb4YJs8XaWvY+cfzjY/wBanD6qIke6vWF4n1QaRoc84nigmfEMDysAqyOdqk57DOT7A1uvWHqGkT3utaff/bVWGydnS3MOQzMpUsTnrtLAemT1r0wPPvhRqkkLa74XlvkvZdOuWktZzJuEsTHrkZ4zg/8AA6b/AMLP1g6LrmoroNoy6Nc+Rcf6YRu+bblBs559ccevSunuvBjSeOV8VW+pG3uhEIGiWAFJU/2+ck9OePuj0rMT4aRpo2u6Z/armLWZxPO3kDKNu3Hbz0z65paBoSW3jm8m8VaNpU+kxwwaxatc2soud7qAhfDrtABwOxPUc1zul+Kbfw5Y+N9Qj0FY7uxvV+0rDdPIs8jMV3ZYfKoPPA711I8EFda0HU/7TPm6Nb/Z4lEAxIu0qd3PUg9qitPAstldatcw6zIsupXAuZcQDaGBPy4zyhDMCp6g9aNBaGXqHjS/1TwjrN7o8unMtvZeaLm2uWLRsd2RtKhlYYBGRg568VNpXifW7PwTouoXtnDdm6EKvdG52rEjAZllLAAfQfnVqD4c6fG+uTPIkc2r2xtpBZwCGKJSMEqmTySMkk9aqS/Dm5l0zRbR/EMpbR5RJan7Kuw4xgMmfmIxwc9zRoGgWvxKg/4RvXtTvLZd+kXLWxED5S4bOEKkjIBPrnA5rndbnvLz4heBL69s7W2luQZMQyFm5CnaxKjpn36n8emi+G9sbbX7O81KW5tNYl+0SKYlV45d27cGHHXtimr8PrlrrRLq51+WabRhstv9GVRtAAw3OSeOuaNBaF/xv4ou/Cen219DZQ3UMk6wOrylGUtnBHBBHB/SqsPjK9h8Xz+HdT0pI7k2pubQ205kE4GTt5VcHgj0yDVP4t213feGLW1sbS8ubj7ZHJi2tnlKqobJO0EDqOtXm8Hx6vfXWs39/PJe3NkbOCSOA2/2eNgckKxJDfMeT6ngUtLC0tqUtO8fzXPiDStMu7CGB9REoaKO4Eklq6Z+WTAxyAD2IzUEfjvXZL/V7KDw2l5NplzFDKLa5JyrlvmAK/7P689KksfhvJYS6JLHrjl9HaQQA2qhSr9QQDnPJ5z+Hrs6J4XbRte1bVRfGZtTdXmjMW0KVzt2nPH3j1zSdgfKYviPx/c6BJftNpkSRWcsaoktwBJdIxILoo6AHHX17V1Oq38tnoNzqNrEkrwwGdUkYqGAGSMgHHGa5K++GQvV1uI63cLDqswnkVoFZlcNkDd1KjJGOO3Pr1c2myz+H5NMlug0kluYGnEeOCMEhc9ce9DsJ2OKh+JGoPpOh6pJocQtNUuTbDZdZdX3leAVAxx3Pr04J0rfxNf6lqPiHQbrS7aO7sYFbat0zRyK65wW2gjgjkCmD4eIug6RpK6m/laXdG5hfyRuZtxYBuemWP6VoReFHg8R6rrUeo4m1GIRSRmHKqAoVSOc5AA+tHug+Ur/AA5urW78EWctlZCyt90gWESmTGHOTuPJyeazH+Isk8V5d6bpMl5aWt4LbbGWMso/idQFIwMjgnv2ro/C3h5fC+ippcd01xDGzMjOm1hk5IODzzWfp/g+XRbu+/snVpbWyvZDK9uYQ5jc9SjE8duoPQUtLi0uzMvPiGI9b1LTIYLaKa2RTAl7MYWuWZd2BlcDqOCRnPbt3JrlNa8Dx65BNbXl4skEku9Xktw1xCN24qkpPA+oPBNX4/D80Oqz3Uer3y20lqLeO0D/ACQkADevvx+ZNJ26CdjbNNrm/wDhFr7+xrOx/wCEl1PzrefzXud/zyrn7h56fia6SpZLGmkNKaQ0hDTTacabQISmmnU00hDTSGlNIaAENNpxptIQ00004000CEpKWkpANNNNONNNAjgPFRCeIst5rxtGN8J4Vh0yD6jIP86yrbVILa+NgjSbI2CNKnyhk75B7jIHvWh4xhuJ/EBa2nkWW3iEi7Twgxgn8eK41tOkm1Z5xJJt6s7AMScfrUqkql0XCnz6HT6hBetcP/Y/nTT7FVY4YWYkHoDxxW94a8EeLmube9ubgac6j95HxI0i/wB1gOB+tT+EvFkWkobfULYqGOTcRctz6g9q9K03WtFuwrQ6pE7N0DvtP45ruw2HjCKctzphR5EZ83hWGRBJN5cQPUjpWdHpN9oU32rTLgzg8NBwN4+vIH1r0eCazli+WWKRehKvurM1SDR9m9rKN5OqkRjOa3qVGom9OV3ZnD6/rcFxb7UtZo7nH7yORMLjv83Q1h2ptlieaeUQWzhFYyHLkL04FHiXVzaLNC0YUSOqoijAQA5OfftWHpS3Gt3r2xt9wWKR2PJMgGNqj37fjXzdaNTEz5ZPQ+hwVOKjdnTvHYXcKx2rh5CSQCpGD0P1Pt6Cs4iSGRoQhwO+MZ96y/DOsSTXnkSReU4Owqy8ls45/HP411d1HOLhf3i4wMhgcGsFTqYWvGKd0zaoo2ZiS28roPMXcR/d5FUZIZVbO1h+GK6+DcQBKIyvsOlNktbOSQxzzLAN23dt3f8A6q+qpSfLqeDWdpWOJ/exMzIFG4YOR1HoazTYBbsXNnGYZ2PzNE3DDvkHIH5V6bH4LtZh5wvDOnbywAP51FceErf5dgmiYdGVsGlUcGmrHNKKkeXays93t0qGIpjMiyM4wxAJwPXPrW7o80k+jQNLGsbKoX5T97AHP41oar4GuGImguSzxgbCwwVx05FUNK409o/L2NFI0bANn5lODXmTpuETgxFCVOF3sWLb/j6/4Cawr8nyNTHpOn8hW5b/APHyT6KTWPfRh21CP/noyY/JR/WuSL/eMeF+AlicpEqgdBiimmTaceworc6rlnVGxc2vqXP8xW78NF/4rHTM8fLMcexjNYGqHNzbHtv/AKiur+H8OPH1oAOI7Zz/AOOAf1rPDfZQkeyvULVM9QtXqsGQN1php7daYakkQ02nGm0CGmmmnGmmkISkpaSkA00004000CENNNONNNIBDTTTjTTQIbSUtJSENNNpxptAhDTTTjTTSAQ02nGm0CGmkNKaQ0gGmm0402gQlNNOpppCGmkNKaQ0AIabTjTaQhppppxppoEJSUtJSAaaaacaaaBHm/ilbIeL5m1FrmOB4EVZIcHB6nKnGRwO/armm6dolzhE1eNTjG10w35VB4p0sat4muIpH8mBLcGR+5JU7CB3AbGfY1xlpZTjUZbRoElkQNChMZwTzhgfXitYVeVWO2lVtGx6dceHtGtITLNrEQA7BetWfDngpdbnS6kZ00zPynGHnH+z6D3/AP1jiIF2aNCl5CgljYLG8jBV69x17d67/wAP+OPEOo3ENhZW1nJKZFiHybdqcZbg/dAz+lXSxMW/eB103Y9Y0jSbWwtEtreCOKFR8qKOPqff61HqBeRljtFUgcSSHPT0X1NXrCCbyw9xLuJ/ujANWGMMK7RgdcAV0z97Q1ho7nhXjuwkm1YhEYKgxgjAAHXio/Dul32h6kl7FG7K4CvE4+X5hgEE9OSK9D1i0TUtcgs44gQzZlOOMA5xUt5Zrd+JlsQP3cWx2x3AGcH8SK8ath60JXpOx6lPE2jynL3miJbXq6k9vGbgS/OinHytkBuPw/Wqwsbma9f7K+yZR90scsPQqeD7EHNbqCSe6SfJxBJJBJu7hc4Pv0P51Nd2McqxXkBMbg4JHVGqcNg51Zc9V+8VPEOKMu3mwjJdqFYHHMe3B+v/ANaqOo2jsHeN/lU4znjnpWteX8JLQ6o6Wtyo4nIxG496ovpt5FlQy+W3TBypr36cVBWPPqVOaWpzpn1G0kDW8jo/HKN1xWi3i3UVtQJbbdNnG5Rtz7//AKs1HfW97bEsWLIe4HK1mXjWt1BGl/IqsmGWSR9oOD19M1nip+zhdK5z1Kjp+8jK1fxHrGofabUXSWlwGKRIQSJPfPb8RSaD5v8AYy+dGEl3ncQc7j3b8a5otcHWTLu88HIYv1UdzXXWD+ZYA5JXcQucdO3SvLnUk1ZnDiK0pqzHw8TP/uH+dZF6Sb+5Re4A/Ela1Ym2zn3BFUkUNrjA9wG/Lb/hXIv4nyLw3wFOZcyZz/CP5CiorhmWdxjvRXQjpNHUTn7Oe4lH9K7PwC23xzbHs9tIo+uAf6Vxusfu5Lcf7ef1FdZ4IJXx1pi+qTD8kasqD1iSj2R6gap3rkvGiQMNF8/Ur+x3anDEhs5vL81mzhH9VOK9Yo6ButMNc46Qf8LJA/tK/Fx/ZvmfYvO/0crv279v97JrlfHQdfiZ4RgS4uo4b2RxcRx3DqsgXbjIBx/jSsKx6YabXmsO/wD4XxcWf2i5NqLD7SIDO/liT5fm25x3PHStDVNOu4tc8Sy6PLcf2h/ZkMtqj3LlFmkadWKqTtBOxcZ4B9KVhWO4NNNeM6H4k083Okabqi6xoviOO4gWaa5eUpeEOoZX5/i56jAOOcVd8WaXJ4d1XwXYw6lfym71MJdyPcyZnBdOCN2AMMRgUWDlPWDSV5h4yuLrw5faR4c0u/uoote1IGWRpWZ4Iz5SFEckkAkluOR2qfx1eTeCdQ0LVNJZkhluTb3VpvJWdTg5wf4hg/N15H0osLlPRjTTXM/EVSvgbVLiOSWKaCLzI5IpGRlYEdwRT/BJCeBtKuJHkd5LVJpXd2dmYrknJJNK2graXOiNNNec/D+4l8cWGra1rEkkjPdmCCIOVW3RVBGwDofn+914FW/hnr2oanZappuozG5m0u5Nuty3WVckDPqRtPPuPrQ0Did0aaa890TUZvFfxC8QW187Np2lf6PDaZIQtuILsB94/IcZ6Z4qpYaldx+JPF3hO4nlns7e2e7tpDId8IIVtgYHOBvGOeNtLlDlPS6SuD+G0H9r/DuM309zLJdPIJJTO+/hyBhs5GMDpXOeK1ksPhp4Yv7a6vY7q4e286UXUhZ98TM2fm7kUcuouXWx66abXNaJHbTeI76a2ivrYWkYt2inkcrJv2tv2sTjG0gEdcmsL4pvJaw6Nc289xFJJepC/kzMu9Dk4IBwaVtbCS1segmmmuW0qys9R1TVdkeoW8UIFo8Ms8g35COHAJyp5xkHkVyGh6pfeF7m107xFdTXOia1CktveSStmF2UEqWzkDnHX0PHNHKHLc9WNJXlmrard6N4V0HTbK7uYpdWumjmvHlLyKgfacMeh+YdPQ12l7ocFnNaahZSS262bNJOiytidNjcMM/Mc4IJ9/Wk0JxsbppDXAeBmk8YaLqGq6vLJJPPcvFEEcqLdAowEHYjceevAzWXpN5f+KPBd1Z3l7Ol/Y30dpHfRSMrMGkVcnBG7gnr7d+afKHIeomm15bDrF1NpF54Z8QTTQ63p5UwzRzMhnj3DkMCNx2/mOeoNW/H2mNoPhe9vrW+vBcS3SbG+0OPKTpsUbunHXqc0uXWwcmtj0ammuP17SI7TwvqmoQXN2jmyDhRcPhJFBO5eeM55HTiuQ0y+utSPhqy0XUr5dV/11+JbiRY2QEckOcPx/dB70KNwUL6nqt/fW+m2j3Vy+2NB9Sx7KB3J7Adada3Au7WK4EcsQkUMElTa6+xHY1wnikmH4jaFEHujBcI7TQxSvhyAcfKD/Kuj8MJFJaXF9CLmOO4ncCC4kZjHsdk/i5GduSOxpOOlyXGyubZpK8+1pvI+KdlbFrx7SayaaW3ilchn/echQfYdPSrj2Ed/wCC5p4J722a6mE0Wbhy9uSypgHOSOCcH1NHKHJsdmaaa8yTVrtNI1Hwzr880Wq2MZktblJWUzqOQQwPJx69R15Brvb/AElLzTEsEnngiVkJaORt5VSCV3ZzyBjOc80nGwpRtuX6SvPtLsxf+NvEely3F0LaKJPJC3Dgxkgcg568064ge3+J+lWH2m4aB7HzZEMz7XcbxuIz/sjijlDkO9NNNczptpfnxb4i828nNsyRLACxIQspJ2jtg1J4IivY/C1ub+aSW4d5GJkYsQNxA5P0z+NS1YlxsjnPHBlt9V+2KQDAEaM7M9wGz6jpxT2leG0acTwugkNyrg43dOMZ/Sk8ZWL3utPEpK741+bPTAJ6d+grFgdfLYMEkZAGhy+4RjvkHpz+n51zTSl1GrWH6rrJ3SQyyW5gnBchMlgvXaTj17V6L8NItF0DRW1q/wBRga4vIw4jDAtHGOi9fUZPvj0rzrUbO2uNHlurtliu93zbMcg+3T8qzdKm8i8FhJucowjhUNtLlugJ9Ov51vRlGMbxWprFpK6PoTS/iNZeIfEZ0PS45TKqmRpHXChRjJ9T1xXbfZQFBZyT1JPWvKvhnYwPrU+pqkavHbCM7O+9s59Qfkzj3Fd/rGvW+n20kk0oRFGSSf8A61dtGbnDnZ0Qk5R5mV9KmW58X3uSP3MYVB6DPNXoLFI9cu70khmIHJ4Hyj/AV5f4G8Uy3vxVu1uIzDBdQlbUMD8wBz19a9M1jVFsySBkrjI9Sf8A9VaJqeqL576oyNYsxYaHPNEm1njck992/P8AU1A1wkNnBqS/PbzoqXKj+BscNW94hVJ9DuIhgAjIryyw8UJotzbRXrbrG6BhnjbkLj+If4U7qCuDnZanUa3YR6lphC7WdfmifAO4eleXx6rfeHtSgsLO5kt7eXcxWUB0DDJ2YbkDjnHPI9a9I2TabH5+nt9v0qX5lSM5aMeqn+Ie1cV4vtrNwuqxMrwrlidu8ZyNysOoz8pz7H0NOvG9PnW6IqK8eZF6XxiVcxS6dvIcK5R8FAQOSD75/KsO81nSNchkha2ntxvA5ONxJI4waxWnnS8vzI5ILJIQOR0xuB78HNWrfTkjbZGjsXUSyHqcA9Qc15MsZU5eWTOJ1ZWsUZLea21VysWbZtolOPmU/dHPua6CwlWXT02gDb8hwAASODjHb9a5+6EjTFnlLl3MhaTI3BeQPpxitjRNp0oOpYq7sw3deeazVmrmE7NXJeROCO1Vk/5Dan1j/wAKvQKGncH+6T+tZ5/5DpUdk/oDWL+P5HRh/gK13DIbqTA4zRU13MyXci470VpzHTcl18fvoPbd/Na6rwQS3xA009ts3/os1zGvf6yP/gX9K6L4esZfGWlS+qy/+i2/wqaH2f66i6ntb1ynjHwkfFa6Wv8AaMloLC9S7wibvMK9uoweTg84z0NdW9QtXrlHHX/gsX3jSbxBJqc6rLpzWH2dFwVDZ+YPnjqTjHXnNZmkfDWHTdQ0WefUTcQ6Mji0iWEoS7kks7Fmz9BtAx+Fd63WmGpuTdnKar4PluPFtv4m0vUhY6gkPkSrLB50UyehUMpB9wewp954Vn1HTdRju9UYX98Ila6gi2CJYm3IEUscYJY8sTljXTmm0XC5yWp+ELnX20xdb1KC5hsLgXA8mz8qSVgONzbyAD3AAz7UvirwjN4k1PSb1dSW1OlzC4hX7Pv3OCD8x3Dj5Rxj15rqjTTSuK7Oe8TeFYPE1naiadre/s5BNa3kS8xSDHO09RkDjPYc1WvvCUuuapp15rt/Fcxae5litre2MSNJx8z5dicYGBx+NdTSUXFdmP4l0aTxBoVzpaXS2yXK7JJDFvO325GD+dZdr4Y1K20bT9I/tmL7FZtFkx2hSSRI2B2lvMIGcYOBXVGmmlcLnK6b4Rn8P3Gof2DqMVrZ3knnfZp7UyiGQjBKEOuAeODnoKueGPDFn4W017W2d5pJZDLPPJ96Vz1J9PpW6aaaGxNs4/VPD13pGp6j4l8ObWv54cT2Mibo7hhjBGCCrcH1znpzVHwHYR3EWo6lqdjexazqRY3q3Vq8SouSAiFhgrjHQk+vSu9NMNF9A5tDkNF8I6l4e0+XS9O11V05nZo1ls900QbqFcOBnvkqad4l8Frr2i6fpEN6LKzsWR4wIfMbKKVUZLDjB9PxrrKSldi5mYh0rUZ9Wsry71OFo7VmcQQWxjEjFCoLEu3QMcfWqXizwrJ4oFmn29bWO1mE6gQbyXGcZO4cc9MfjXTGm0XFdmFLpOqz6jb3kuq24NuHKRR2jKjOy7dzfvCTgE4GR1qvL4ThvvCK+H9VnF2kaBI5xFsZNowrdT8w9e/THWukNNNK7C7ORvfAdnfeELLQprmTzLIAwXaLhkYd8Z6eozWlb6XqjSW39paulxHB82y3tzB5rYwDId7ZHfAwM9c9K2zTaLsHJnL6d4VuNBF9BompR21ncuZVgmtjL5DkYJQh146cEHpTLXwcml+Hk0rS7zyD563EtxLF5jyOrKwPUAcqB9PzrqTSGldi5mc14j8H2niNrG4uJBFfWjqwuI0+8AclSM9CenPH55k8WeHW8UaUNON2LaIuHdhFvYkdMcjH61vmm0XYuZmPqGkXOoeG5NJe8jV5YvJknEB5XGOF3cHp3P0rBm8AB9N0qFNTaG90tv8AR7yKHDbOu1hu55//AFcmu1ppo5mg5mjlr7wte32vadrEmqQi5sVKxhbQ7WznORv9+xFadnpt3Dqk19d3yzl4hEkUcJjSMZJJxuOSSevtWoaQ0m2JyZzV54ZubnxZB4gj1GKOaCEwxxNbFl2nd1+cEn5j0x2pZ/D+o3AvWfV0El15QytrhYljJYBRv7kkknP+HRmm0czDmZzniPwnbeJbe2+1SCO8t2BW4jTt3GCeh9M8VvmnGmmpuyW2zndO8NTWHiW91o36SNeACWHyMAAYxg7jg8e/ekufDc9x4tt9f+3xrJBEYUh8gkbDu6nd1+Y8/TiuipKfMx8zMuDTruHU7+6fU5ZIrgKIoCgxBgYyPX/PWnaPY3OnacltdX8l9KpJM8i7ScnOMZNaBpppXJbZ5z4rlFp4tNzM6SWywhmiDkMhCnBx9T71gQabFcRG9hu2gilUyBfUKcFT6cjP412Xi+MCSS4a2EiRR7nyPvcfXtz25rjpISulx3FuR9lkyNqx5LZPIOGHGc1ipptlRd+hbv0WSCYyzpEBEuyPBJfHPXsfpWldaVYXEdvqDOsU6ui5DAuD05/EisfRkW+AilgeR4lKguOCf6DHFb00MFzG62u23ltU5UIDnOAWwPTrnrxWM5OL5biba0On8P8AiWw8KeGH/eLNe3M7ZXfjJ+6Ofoo/Oua1rUr/AFm5dZXkZC2+E+ZgFehGB7g1VOk217pcEU69UQqyt80jndkj2Axj2xVS0nuLa3eGRi8drkRTD7xbrgA88DJ79a1lXnOChDoXOq5RUUWna+0jxFoN08jpJHdI6kfeaPgEn3xmvXzdf23ru+Nt1pGd2R0OK8vuXl1Ka01m0jVo4Yd0rs4DFO67SMZ/Ku98DarDf+Fby9BUGJ9jBRgAEcD8sV1YOp7rh1OjDWfu9TpJ9WgutGv4vMBltU+dc8hSOD/SvIpIjd+SzoHRmYRLn+Ink/lVceIGOtXFykbyNMHR1Y7VaNgCAD7jv2I71BfBYRby21zKbhXBijRs+YBnqP4T/hVYmqp0nTT1HiJR1ii/p+uXXgsQASTT2ss2yW2fpuOeVJ6dvrWrrN1p2rW7vaOI5iw8yB8AuR7dG4JrgdRtL/XJReX0s0FkkwQwtIXKZ6v9M44AqWS2vDeWN1EFmtYQAPMxtYAEFgffb35J571lRrSpQSbuZRq8iSvdFxrYRtcw28Yd/wB2qrIfmAAOGHtx0p19PdHWIRZb5JF+SWMNksuATz6c9OtaEuoGWzM0FsPtiYJaMEeX3wc8nj+dc1cz31nZxXlipZWcySHALIR+o4rjhectTni+aVjRmjjZiEKxBnZP3ina2Bn8PrntWhosKQaSiI7MNxJz2PcfSq+m31rrcB3xq3nReW2cgq/JJX1Har9jA1vZeWWVgGO0g9s8fjTTs+UznorElr/x8sP9k1mHjxCT65H/AI4K07T/AI+z/umsi8k8rVDIOxH8hWX/AC8fodGH+Aju8m6c+uD+lFTzQs0rED0oqjQl105u1Xtsz/n8q6b4eJ5fi7SkPXa5/OOQ1zOuA/a4/dMfzrq/Bg2/EHS1/wCmUh/8htVUd4rzNPtHsj1C1TPULV6zGyButMNObrTTUkiGm0402gQ00004000hCUlLSUgGmmmnGmmgQhpppxpppAIaaacajDK4yrAjOMg0CCkpaia4hWdYGmjEzjKxlhuYew/CkIcabSsyhgpYAnoM9aSgQhpppxpppAIabTjTaBDTSGlNIaQDTTacabQISmmnU00hDTSGlNIaAENNpxptIQ00004000CEpKWkpANNNNONNNAjhfEsV1P4hkgaZYrSaFQMn77Ag7f0z74NcxJa3FlfQMJIzboTviGQuehOPTNevMiMcsqn6imGKM9UX8qz5WndbDUmjyqPVo2u1DoZkSJlUKSGDevqRWloUqNCt0JY98hMcnm5LBeuB3yCMc+9eg+REDkRJn/dFJ5UY6RqPwpTgmtAcrnCNNdaX4XUywbmt5GEUyP1XnsfY9qIbPz7rzYshZIw21zwwxnOefbpXdsiFdpUEehFN2KBwo446Vn7J99RXOAtb4wpPAdym6BiIIBDMc9BV6z1q38OaPcaRA+yW/g8nb/CkmeGJPT7zH8K64xx5zsXjkcUxoo2PMan6irhBwd0y6dZ05cyOMs7cBrua5G54MRR4XCkZG0+mfaotSEdnfXNzt2ygKY5G6DPGAP1rtyq8/KPypjIjfeVT9RUKm+bmbM3K8rs871CV4miS4UyW90rFpwmAx2naMemcVesTANBls4bhEfcuEc8KcD17ev612bIhABRSB0GKYYo/wC4v5VUoc0bA56WPP8ARL2W2keF4TLJBITJMOFlQjAGfz5qS2E6fankG1ZsosarktnkdPx5rufLQdEX8qQov90flTcVe6Fz63SOJ8PySppTTwNslt2ZI8qCqg8En8Ca3rbb9myucliXz13d8++a1diKCAqgHqAKqTd6lx95yInK5WtP+Pz/AICaxrhDNqLJ3MmP6f0rYtv+PwfQ1nwrnXyO3mE/zrH7bOrD/wAMuBk5zjO4/wA6Ky7uQpdyqOzGig6Ei/qiebqkSf7QFdR4QUj4g6U3YxSD/wAhv/hXNah8uqo/+2uPzI/pXVeECD4z0ZvUyj/yE9aUviQfaPXXrzn4n6U+oJZyWLeVqtvFNcWkiHDs8Wxwo9cgNx716M9UprO2mnSeW2heaP7kjICy/Q9q9S4zyaLUv7a+JXhHWZ42ijvNNlnEUnRFCEjjp13MD1wRV7QvHGo6xqiW0dzbSR3Om3F1HKkOER0lKqVBO4rjqGwcg4wK9CfT7JrhZzaW5mXG2QxjcMdMGq40TSVK7dLsht3FcW6cbvvY479/WldCued2/jbxOngyz8RXX9mNb3/lQxsInX7PI0pRncZwUCjrkckD67J8Q6wPEVnorXOnFbmS5dbuLMgWNFDRoRkDzMMC3bGMdcjr/wCz7MWr2otIBbvnfF5Y2N9RjBqM6VpxtEtTYWpt0OUhMK7FPqBjA6mi6Fc8q1W+vPF3hnRvEUduLPWobO4u4AmR5jQSxHjuVK7yAc/e797tndnVviroOpPE6Je6Q1ykMnOwZO38cc/8Cr0prG0MkchtYC8ahY28sZQDoAewphsLM3IuDaQeeMYk8sbuBgc9elHMgucb4g8SavYeKtR021uLSO3g0N9TQywFiHV9u3O4cHGfxrE1L4k38eiR38Bt4549NgvJbUxnO95FU7ixHyEHjbluQTxXcXXhTTr3xMNdut80wtfsnkSKjRbN27oVznPfNaNxplhdPvuLG2mfZ5e6SJWO3+7yOntSugujk5tX8R3Hjm+0bT5tPFvaxwXGJ4mBKMcOu4HrjODiqfh3xrdav4jsbbz7e4tL2G4cNFHtC+W+FK5O7BGc7h15HFdvFp9lbyCSCzt4nA2hkiCkDpjIFRppWnRSpLHp9qkiMXV1hUFWPUg44J9aLoV0cVr/AIq1nT9Y8RW1vcWaw6bYJeRCWAksT1UncP5dxVS/+IF4jxyQGFGRbFpbQodymcAsrlsHIByNvTndXXN4V06TxHca3NvnnnjWJoplRowF6EArkH8av3Gl6fdO73FjbTO6hXaSFWLAHIByORRdBdHGt4m1m48VT6VDNZRmLURAYyyE/ZzGG38tkvnHGO+O2ax9O1/UNO0i1WxjsLfzvEraZIEtztYMfv43fe4Pfv7V1dz4C0i7ec3DTyrPdC6YPsJUgghVfbvVeAMBhxkVt/2VpwAAsLXAOR+5Xg/lRzILo4m28Y37W8sF1c2y3S67LpiukRBkjQDJUElVbn+I4rPtdWuvEN34D1SR4Ibydr5DKI8r8qMucZ74zjPU16K2lacyFGsLUruD4MK43DoenXnrTf7J07YU/s+12ElivkrjJxk9OpwPyFLmQuZHntn4iu9T1Lwre3traSzSXN5b+asJz8gPzRnPGRgY56VZ0/xdrmpaM2qKLGGF7a4cI5G+OSMsVULuyw2qc5APccV3f2CzBiItIMwgCL92PkA6AccY9qj/ALL08SSyCxtg83+tYQrl+/zHHP40cyFzLsec6nrHiSfw5o+q3WoW9vb3d3ZshtA0bAMDvD84K9O/PetK/wDGFzb+IYrS3uYJ4RqVtYuqpjiRTuJJOd2eQVyuBg812r2Fm9qbVrSBrcn/AFRjBT8sYqB9I01879OtGyADmFTkDoOnbAxSuguuxia/4rhskto7Ce3kd9RjsbiVjlbYnli3uB0zxn6Gs+TxFrEeotpsk2niWKwnvGuYgXRyjYWPkjBAILfpiuvksbSWKWKS1geOZt0qtGCHPHLDueB19KY+m2MkEcD2Vu0Mf3I2iUqv0GOKV0TdHDDxbrV9JpvkeRZre6ZJdlJIC5Rkz0+YZDYyPY96saB4p1TUdV0SK6+zGHUbB7hljiKlHU46ljkGuxksrSWTzJLWB327dzRgnGMYz6YpqWFnG6PHaQIycIyxgFfpxx1P50XQXXYmNNpxptQQJTTTqaaBDTSGlNJQAhptKaSkIaaaacaaaQCUlKaSgQ00004000CENNpxptIQhptONNoAaaSlNJSEMNNNONNNIBhpppxppoEMNMNPNMNIQw0004000hDTVKfvV01SnpMlla0/4/R9DVOyTfrDv6c/rj+tXLQgXTE9kY1VtD5WpSA9cEf+PVh9o7KH8MqXlq7XsxAOC5/nRWpcgC4fpzz+dFU0b3I/7ehzzGB7Ej/4mkbWF52Rxkfn/wCyirM5OcZ4qWBFwDzn61PKkHOZp1lR963U/RaT+2os8Wg/z+FbLQRyD50DfXmoXsLQg5t4/wAqTimLmZnDXF6NbAD2OaU65Av/ACzYf8BX/GqGpW8UUuEQKCansreEqN0an6jNJ04juTf8JBb/ANyQf98/41G+r20vVmA9x/8AXq35EK/dijH/AAEUsUUbHJQflStEVygNUtF+6ufooqQa3BnBWQfTH+NaQgiJxsFZ2qwpAm6IupHo5/xp8kWUkO/tlCPlilf6Bf8AGgapKT8mmTEepC/41itPN9keTzpAw6EOf5VlLd3LruaeQnP941apRHynY/2nOoz9hdfqVFINZfOGRE/3ph/QisC2d2AJkkJ/3zWos0gQAN+lFktkJo0RrCAczQL9XH/xdQya5aD/AFl5EP8Ad3N/ImqguJQ3DmrC3UwH3/0FO/kKwg1uzb7upQj/AHopP8alGrw8Y1OzP1BH8zTVupmbDMCPdQf6VIUR+WRc+wxRddh8g5NTjkOFvrAn6j/GpHnk2/I9q5/3agRF3Yxx9aZcWsRB4cfSRh/Wp5l2BQHm82/69IB/wHj+dQtd2UvHl27/AEVTVIQxx52oM+p5P61G6pn/AFcZ+qA01FMbgWillISBaxn/AHVA/lTGs7VTlbB8/RjVMwxSHDRR/ggH8qeun2pGTGf++j/jWiXmTYuQxEN+6g8v38sr/SpZLKWXmRww92J/mKp/YLZkwY8/8CP+NVTaQJMAsfH1NHKJK5qjTIG+/uz/ALoNSLpdsvJSRvouKrQW8DDDQRMPdAaurbW6gYtoB9IlH9KpRDVDGgh+6LO9OP7suP8A2eo2iiTkWOolvQzcf+h1cKrgrsTHptFEUML/ACvDEw9DGD/Sq5SWyml5eRcR6XOPrcf0pJdVvcYe2ki9zcAfzq+2l2MjfNbRjj+Ebf5Vz17DHDcFI0VV+lLlsJMs/bb58BbiAD0e6yf0YUPdS8JJdRoT3idm/mx/lWaPvYwv/fIqZUXGdoqBuRZRIVYsbsMx/vnH9KsRXFxGP9HvLdffen9apRwxvINyA8966zTrOBYQVjwfYmiMUxbmKbnViuPtkLfSSIfyIqAnUHyDJMx/2ZUx/OuweNNudtNEabM7RmnyDOQ8q/UctPj081R/JqciXhwPILgf89AHH65FdI5K5waqSzyB8Bv0FHIhFFrnUkQKI+nQLGFx+QFQyXdzsw9tuf8A2s/41otI7Lyf0qq8j7vvGlyIdjIkj1CY5+zBfcFx/I0JbX8ZzsOfdmP82rZLEAc09ZGx1qkuiGtDKazup1Ae3JPrsB/9mqaLSbmFcpb25z1BRgf0NX0kZm5NS7jjrSt0C9ynHZwqP39hMG/6ZqcfzqK5sIgu6Oydf+ujEVdW5lDEByB9KlDtKMSHcPQimoeYrHPPYow+a3VD7DP9KQaIJRlVUn03hf510P2O3cnMY/AkfyqKbTrYLwJB/wBtn/xquWXcDn5NAdDn7Oxx38xSP5inR2mqRriDzdo6BZgP60+WR4Z9iO233Of51ItxKxALfoKV5FK5as49VjT94shz/ekDfzBq8kdyeX3g+ypn/wBBFTQ20TQKxXkj1NRSRqjfLkf8CNZteRDeo9Y9QR8ieRl7BlX/AOJ/rTXXUmPDTAf7Kp/jULDnqfzqRGZRlWYfQ4p2QX8iFrK9c53Xin1Gw/zJqu9pqwHyHUW+ohA/nWiJpScGR/8Avo0pkkBx5kn4sapSSC/kY32bxCG+WO4I9JHjP8sU77N4lUHFspz6Mv8AjWs0sgP+sf8A76NI9zMn3ZG/nT549h83kY39m603LabCW7kyJRWv9uuf+ev6Cijmj2FzH//Z&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://reflexionand.blogspot.com/feeds/8152379953087633381/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/299626401196014347/8152379953087633381' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/8152379953087633381'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/8152379953087633381'/><link rel='alternate' type='text/html' href='http://reflexionand.blogspot.com/2012/04/blog-post.html' title='¿SABES QUE ES LA AMISTAD PARA MI?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00626485506622369755</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-299626401196014347.post-349081743405075362</id><published>2011-12-25T09:16:00.000-05:00</published><updated>2011-12-31T16:50:03.563-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="autoestima"/><title type='text'>Características de Un adolescente con autoestima</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;h1 class=&quot;western&quot; style=&quot;margin-top: 0cm;&quot;&gt;


&amp;nbsp;&lt;/h1&gt;
&lt;h1 class=&quot;western&quot; style=&quot;margin-top: 0cm;&quot;&gt;


&amp;nbsp; &lt;/h1&gt;
&lt;div style=&quot;margin-bottom: 0.49cm; margin-left: 0.5cm; margin-top: 0.49cm; text-indent: -0.5cm;&quot;&gt;
&amp;nbsp;
&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Actuará independientemente&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;.
Elegirá y decidirá cómo emplear el tiempo, el dinero, sus ropas,
sus ocupaciones, etc. Buscará amigos y entretenimientos por sí
solo.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0.49cm; margin-left: 0.5cm; margin-top: 0.49cm; text-indent: -0.5cm;&quot;&gt;
&amp;nbsp;
&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Asumirá sus responsabilidades.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;
Actuará con presteza y con seguridad en sí mismo y, sin que haya
que pedírselo, asumirá la responsabilidad de ciertas tareas o
necesidades evidentes (limpiar los platos, arreglar el jardín,
consolar a un amigo triste.)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0.49cm; margin-left: 0.5cm; margin-top: 0.49cm; text-indent: -0.5cm;&quot;&gt;
&amp;nbsp;
&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Afrontará nuevos retos con entusiasmo.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;
Le interesarán tareas desconocidas, cosas y actividades nuevas que
aprender y que poner en práctica, y se lanzará a ellas con
confianza en sí mismo.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0.49cm; margin-left: 0.5cm; margin-top: 0.49cm; text-indent: -0.5cm;&quot;&gt;
&amp;nbsp;
&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Estará orgulloso de sus logros.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0.49cm; margin-left: 0.5cm; margin-top: 0.49cm; text-indent: -0.5cm;&quot;&gt;
&amp;nbsp;
&lt;span style=&quot;font-size: medium;&quot;&gt;Demostrará amplitud de emociones y sentimientos. De
forma espontánea sabrá reír, sonreír, gritar, llorar y expresar
su afecto y, en general, sabrá pasar por distintas emociones sin
reprimirse.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0.49cm; margin-left: 0.5cm; margin-top: 0.49cm; text-indent: -0.5cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Tolerará bien la frustración.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;
Sabrá encarar las frustraciones de distintas maneras, esperando,
riéndose de sí mismo, replicando, etc. , y será capaz e hablar de
lo que lo entristece.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0.49cm; margin-left: 0.5cm; margin-top: 0.49cm; text-indent: -0.5cm;&quot;&gt;
&amp;nbsp;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Se sentirá capaz de influir en otros.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;
Tendrá confianza en las impresiones y en el efecto que él produce
sobre los demás miembros de la familia.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0.49cm; margin-left: 0.5cm; margin-top: 0.49cm; text-indent: -0.5cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://reflexionand.blogspot.com/feeds/349081743405075362/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/299626401196014347/349081743405075362' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/349081743405075362'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/349081743405075362'/><link rel='alternate' type='text/html' href='http://reflexionand.blogspot.com/2011/12/caracteristicas-de-un-adolescente-con.html' title='Características de Un adolescente con autoestima'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00626485506622369755</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total><georss:featurename>D62, 24120 Coly, Francia</georss:featurename><georss:point>45.084781 1.267475</georss:point><georss:box>43.648478 -1.2593805 46.521084 3.7943305</georss:box></entry><entry><id>tag:blogger.com,1999:blog-299626401196014347.post-2183029844332360067</id><published>2011-12-12T13:43:00.002-05:00</published><updated>2011-12-31T16:30:30.603-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cuadros azules"/><title type='text'>LOS CUADROS AZULES</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Cuenta la historia, que un niño vio por la calle a una niña tan hermosa, que se enamoró a primera vista y sin pensarlo le dijo: ¡Te amo! ¿Quieres ser mi novia? Pero la niña le dijo ¡¡NO!! &lt;br /&gt;
Luego se encontraron en la escuela, el niño todavía seguía enamorado de la niña y le volvió a decir ¡Te amo! ¿Quieres ser mi novia? Y la niña le volvió a decir ¡¡NO!!&lt;br /&gt;
&lt;br /&gt;
Pasó el tiempo, los dos ya eran jóvenes, él muy apuesto y ella era la más hermosa del colegio. Lo que no cambiaba era el amor que él sentía por ella, y le volvió a decir: ¡Te amo! ¿Quieres ser mi novia? y la joven sin cambiar su decisión le dijo: ¡¡NO!!&lt;br /&gt;
&lt;br /&gt;
Pasaron algunos años y se volvieron a encontrar en la universidad, el sentía cada vez más amor por ella y sin temor de lo que pudiera pasar nuevamente le dijo: ¡Te amo! ¿Quieres ser mi novia? entonces... ¡ella dijo ¡SI!&lt;br /&gt;
&lt;br /&gt;
Comenzaron una relación preciosa, ambos sentían un amor muy profundo. Un día el muchacho le regaló un cuadro azul. A partir de entonces y durante los cinco años que duró su noviazgo, cada mes él le regalaba un cuadro azul.&lt;br /&gt;
&lt;br /&gt;
Se casaron y durante 15 años, cada mes le regalaba un cuadro azul. Un día su esposa le dijo: &quot;Mi amor, ya no sé dónde guardar los cuadros azules que me regalas, te pido que no me traigas más ya tenemos cientos de ellos y no sé qué hacer con ellos.&lt;br /&gt;
&lt;br /&gt;
El respondió con una gran tristeza: Amor mío, jamás me preguntaste para qué te los regalaba. Yo sólo quería que todo el cielo fuera tuyo, por eso todos los meses te traía un pedacito de él.&lt;br /&gt;
&lt;br /&gt;
&quot;No subestimes a nadie cuando te traiga un regalo que parezca insignificante, ya que en su amor y cariño hacia ti, es posible que quiera regalarte todo el universo&quot;.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://reflexionand.blogspot.com/feeds/2183029844332360067/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/299626401196014347/2183029844332360067' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/2183029844332360067'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/2183029844332360067'/><link rel='alternate' type='text/html' href='http://reflexionand.blogspot.com/2011/12/los-cuadros-azules.html' title='LOS CUADROS AZULES'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00626485506622369755</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-299626401196014347.post-2961492403169030074</id><published>2011-12-04T11:45:00.001-05:00</published><updated>2011-12-31T16:49:40.414-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="el amor"/><title type='text'>LA COSA MAS BELLA &quot;EL AMOR&quot;</title><content type='html'>&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 20pt; line-height: 115%;&quot;&gt;Vale más fracasar por intentar un triunfo, que&amp;nbsp; dejar de triunfar por temor a un fracaso.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 20pt; line-height: 115%;&quot;&gt;El amor no se conquista se siembra, se abona con pequeños detalles de
amor, de ternura.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 20pt; line-height: 115%;&quot;&gt;El amor no es mirarse él una al otro, sino mirar juntos en la misma
dirección.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 20pt; line-height: 115%;&quot;&gt;Nunca dejes de soñar, porque soñar es el principio de un sueño hecho
realidad.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO-mHzH62cOGRD2kyBcOIgQmhQTBgEJge1STj1cVKpbMApKS6YHtNdKy8N9u4KrAWSRUqFUoNRF53-YOz4ickDSSsbrTTkjgES4cb4u3l8hLvxe0_XUiFiN0qhv1uemM1oPn7VHeo6CA_2/s1600/AMOR.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO-mHzH62cOGRD2kyBcOIgQmhQTBgEJge1STj1cVKpbMApKS6YHtNdKy8N9u4KrAWSRUqFUoNRF53-YOz4ickDSSsbrTTkjgES4cb4u3l8hLvxe0_XUiFiN0qhv1uemM1oPn7VHeo6CA_2/s1600/AMOR.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 20pt; line-height: 115%;&quot;&gt;Vale la pena una lágrima, porque es el filtro de mis sentimientos, a través
de ella me reconozco frágil y&amp;nbsp; me
demuestro &amp;nbsp;tal cual soy.&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://reflexionand.blogspot.com/feeds/2961492403169030074/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/299626401196014347/2961492403169030074' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/2961492403169030074'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/2961492403169030074'/><link rel='alternate' type='text/html' href='http://reflexionand.blogspot.com/2011/12/la-cosa-mas-bellas-el-amor.html' title='LA COSA MAS BELLA &quot;EL AMOR&quot;'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00626485506622369755</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO-mHzH62cOGRD2kyBcOIgQmhQTBgEJge1STj1cVKpbMApKS6YHtNdKy8N9u4KrAWSRUqFUoNRF53-YOz4ickDSSsbrTTkjgES4cb4u3l8hLvxe0_XUiFiN0qhv1uemM1oPn7VHeo6CA_2/s72-c/AMOR.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-299626401196014347.post-7473600898035214045</id><published>2011-11-28T18:35:00.001-05:00</published><updated>2011-12-31T16:29:55.772-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="tu mirada"/><title type='text'>TU MIRADA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;A partir de hoy tu mirada es mi reflejo el reflejo de mis&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;sueños cuando sueño con un beso se transforma en un te &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;quiero, un te quiero de tu voz,&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;A partir de hoy has cambiado lo que siento, siento que &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;cada momento se desaparece el tiempo cuando estoy contigo&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;amor, solo estamos tu y yo,&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;No hace falta más que estar junto a ti porque tengo el &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;amor que me das, porque tú tienes todo de mi, A partir &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;de hoy te entrego el corazón, mis secretos mis destino &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;y mi ilusión cada lugar cada rincón mi locura y mi razón&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;a partir de hoy te digo que te amo, que no puedo estar &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;sin ti porque te extraño, es para ti, todo mi amor, todo&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;demi, A partir de hoy&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;A partir de hoy te acompañan mis latidos, vas conmigo &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;en mis sentidos y es que si es estoy contigo ya no hay &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;nada alrededor. Solo estamos tú y yo,&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;No hace falta más que estar junto a ti porque tengo el &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;amor que me das, porque tú tienes todo de mi, A partir &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;de hoy te entrego el corazón, mis secretos mis destino y &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;mi ilusión cada lugar cada rincón mi locura y mi razón a &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;partir de hoy te digo que te amo, que no puedo estar sin&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;ti porque te extraño, es para ti, todo mi amor, todo de mi,&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #d0e0e3;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;El destino hizo un plan casi perfecto, nos queremos con &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;errores con virtudes con errores, nos amamos a pesar de &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;los defectos,&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;, A partir de hoy te entrego el corazón, mis secretos mis&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;destino y mi ilusión cada lugar cada rincón mi locura y &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;mi razón a partir de hoy te digo que te amo, que no puedo &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;estar sin ti porque te extraño, es para ti, todo mi amor, &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #d0e0e3; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt;&quot;&gt;todo de mi, A partir de Hoy&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKU71tUouFOB50z8OlbdJL6eZm0-Eg6ULW9LvX2OlAuOxkNyiCeYUNDwpYKjx4-M_OVTpKWs7GMv5_66EkjWHTPVxt80qu-pkViFjgh7po7TSY0QkpqeDbfLvcorvB2IjbabwNmQU93-_f/s1600/Imagen+020.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; dda=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKU71tUouFOB50z8OlbdJL6eZm0-Eg6ULW9LvX2OlAuOxkNyiCeYUNDwpYKjx4-M_OVTpKWs7GMv5_66EkjWHTPVxt80qu-pkViFjgh7po7TSY0QkpqeDbfLvcorvB2IjbabwNmQU93-_f/s1600/Imagen+020.gif&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://reflexionand.blogspot.com/feeds/7473600898035214045/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/299626401196014347/7473600898035214045' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/7473600898035214045'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/7473600898035214045'/><link rel='alternate' type='text/html' href='http://reflexionand.blogspot.com/2011/11/tu-mirada.html' title='TU MIRADA'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00626485506622369755</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKU71tUouFOB50z8OlbdJL6eZm0-Eg6ULW9LvX2OlAuOxkNyiCeYUNDwpYKjx4-M_OVTpKWs7GMv5_66EkjWHTPVxt80qu-pkViFjgh7po7TSY0QkpqeDbfLvcorvB2IjbabwNmQU93-_f/s72-c/Imagen+020.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-299626401196014347.post-6479157532130541177</id><published>2011-11-28T17:45:00.000-05:00</published><updated>2011-12-31T16:30:18.982-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="las palabras"/><title type='text'>EL PODER DE LAS PALABRAS</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 140%; margin: 6.45pt 0cm 10pt; mso-margin-bottom-alt: auto; text-align: center;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: &amp;quot;Lucida Sans Unicode&amp;quot;, &amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 140%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-PE;&quot;&gt;&lt;strong&gt;Una palabra irresponsable&lt;/strong&gt;: puede encender discordias y fuegos difíciles de apagar…&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 140%; margin: 6.45pt 0cm 10pt; mso-margin-bottom-alt: auto; text-align: center;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: &amp;quot;Lucida Sans Unicode&amp;quot;, &amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 140%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-PE;&quot;&gt;&lt;strong&gt;Una palabra cruel&lt;/strong&gt;: puede arruinar y derribar todo lo que se había edificado en una vida…&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Una palabra de resentimiento&lt;/strong&gt;: puede matar a un apersona, como si le claváramos un cuchillo en el corazón...&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Una palabra brutal&lt;/strong&gt;: puede herir y hasta destruir la autoestima y la dignidad de una persona…&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Una palabra amable&lt;/strong&gt;: puede suavizar las cosas y modificar la actitud de otros…&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Una palabra alegre&lt;/strong&gt;: puede cambiar totalmente la fragancia y los colores de nuestro día…&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 140%; margin: 6.45pt 0cm 10pt; mso-margin-bottom-alt: auto; text-align: center;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: &amp;quot;Lucida Sans Unicode&amp;quot;, &amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 140%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-PE;&quot;&gt;&lt;strong&gt;Una palabra oportuna&lt;/strong&gt;: puede aliviar la carga y traer luz a nuestra vida…&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; dda=&quot;true&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT6yVefEKALy1C5cOCnOu2VbwsUpxCDPD1Jp4WG9grY-aWeVhgVQt33rlak2zoPD9vtcJ0_vnMlyklC-SE_fAXbskbdio8qsvRvRNrR0lZdUAmrdWm_qC8SbHRzIa8sE7JPGs27vqlmmLd/s320/la_era_de_hielo_2_1280x960.jpg&quot; width=&quot;320&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: &amp;quot;Lucida Sans Unicode&amp;quot;, &amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 115%; mso-ansi-language: ES-PE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-PE;&quot;&gt;&lt;strong&gt;Una palabra de amor&lt;/strong&gt;: puede sanar el corazón herido.&lt;br /&gt;
&lt;br /&gt;
Porque las palabras tienen vida. &lt;br /&gt;
Son capaces de bendecir o maldecir, de edificar o derribar, de animar o abatir, de transmitir vida o muerte, de perdonar o condenar, de empujar al éxito o al fracaso, de aceptar o rechazar...&lt;br /&gt;
¿Cómo hablamos a los demás? ¿Qué les transmiten nuestras palabras?&lt;br /&gt;
¿Qué me digo a mí mismo? ¿Hacia dónde me conduce mi dialogo interno?&lt;br /&gt;
&lt;br /&gt;
Jesús dijo: &lt;/span&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: #333333; font-family: &amp;quot;Lucida Sans Unicode&amp;quot;, &amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 115%; mso-ansi-language: ES-PE; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-PE;&quot;&gt;“Yo os digo que de toda palabra ociosa que hablen los hombres, de ella darán cuenta en el día del juicio. Porque por tus palabras serás justificado y por tus palabras serás condenado”&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style=&quot;color: #333333; font-family: &amp;quot;Lucida Sans Unicode&amp;quot;, &amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 115%; mso-ansi-language: ES-PE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-PE;&quot;&gt; Mateo 12:36-37&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://reflexionand.blogspot.com/feeds/6479157532130541177/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/299626401196014347/6479157532130541177' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/6479157532130541177'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/299626401196014347/posts/default/6479157532130541177'/><link rel='alternate' type='text/html' href='http://reflexionand.blogspot.com/2011/11/el-poder-de-las-palabras.html' title='EL PODER DE LAS PALABRAS'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00626485506622369755</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT6yVefEKALy1C5cOCnOu2VbwsUpxCDPD1Jp4WG9grY-aWeVhgVQt33rlak2zoPD9vtcJ0_vnMlyklC-SE_fAXbskbdio8qsvRvRNrR0lZdUAmrdWm_qC8SbHRzIa8sE7JPGs27vqlmmLd/s72-c/la_era_de_hielo_2_1280x960.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>