tag:blogger.com,1999:blog-38394736333048771452024-03-13T21:38:10.097-07:00Uma Nova VisãoPalavras ilustram somente uma possivel realidade...
Vivemos em um universo quântico que borbulha de infinitas possibilidades...
A consciência transforma as possibilidades da matéria em realidade, transformando as possibilidades quânticas em factos reais. Essa consciência deve apresentar uma unidade e transcender o tempo, espaço e matéria. Não é algo material, na realidade, é a base de todos os seres.
""O Espírito é a Vida, a Mente é o Construtor, a Matéria é o Resultado""Unknownnoreply@blogger.comBlogger199125tag:blogger.com,1999:blog-3839473633304877145.post-5218790555008262382020-04-06T17:32:00.003-07:002020-04-06T17:32:59.136-07:00Altere a biologia, Moléculas, átomos e ate mesmo rendimento empresarial e pessoal<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: large;">Uma tecnologia inovadora para <b>Uma Nova Visão</b>!</span><br />
<br />
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<a href="https://1.bp.blogspot.com/-DuJ6-HLN2-s/XovJhi3r98I/AAAAAAAAI04/cSWuxLQ0ZmsyjVF7V556S6erRFbzf3wIwCLcBGAsYHQ/s1600/CIENCIA%2BE%2BESPIRITULIDADE.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="640" src="https://1.bp.blogspot.com/-DuJ6-HLN2-s/XovJhi3r98I/AAAAAAAAI04/cSWuxLQ0ZmsyjVF7V556S6erRFbzf3wIwCLcBGAsYHQ/s640/CIENCIA%2BE%2BESPIRITULIDADE.png" width="451" /></a></div>
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<br /></div>
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<span style="font-size: 16px;"><span style="font-weight: bold;">Em que áreas de atuação?</span></span></div>
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Saúde, Terapia ,Agricultura, Veterinária,Nutrição,
Astrologia, Gestão , Acupuntura,Neuro Marketing, investigação,
Geobiologia, etc..</div>
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<span class="wixGuard"></span></div>
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<span style="font-size: 16px;"><span style="font-weight: bold;">Técnicas terapêuticas, com downloads, pontos, emanações de energia, hipnose, rituais, constelação etc?</span></span></div>
<div class="font_8" style="font-size: 16px;">
<span style="font-size: 16px;">Sim, podendo inclusive salvar em cartões magnéticos para usar quando precisar.</span></div>
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<span style="font-size: 16px;"><span class="wixGuard"></span></span></div>
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<span style="font-size: 16px;"><span style="font-weight: bold;">Acupuntura?</span></span></div>
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<span style="font-size: 16px;">Sim, através de sua base dados, poderá avaliar, tonificar ou sedar qualquer ponto, presencial ou a distancia!</span></div>
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<span style="font-size: 16px;"><span class="wixGuard"></span></span></div>
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<span style="font-size: 16px;"><span style="font-weight: bold;">Alopatia ou homeopatia?</span></span></div>
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<span style="font-size: 16px;">Sim,
pois possui um sistema de replica de campo informacional, permitindo
emitir qualquer um deles via campo informacional, eliminando seus
efeitos colaterais.</span></div>
<div class="font_8" style="font-size: 16px;">
<span style="font-size: 16px;"><span class="wixGuard"></span></span></div>
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<span style="font-weight: bold;"><span style="font-size: 16px;">Verificar a origem de uma doença ou distúrbio?</span></span></div>
<div class="font_8" style="font-size: 16px;">
<span style="font-size: 16px;">Sim, inclusive suas origens energéticas, psíquicas emocionais, orgânicas ou espirituais</span></div>
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<span style="font-size: 16px;"><span class="wixGuard"></span></span></div>
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<span style="font-weight: bold;"><span style="font-size: 16px;">Saber se uma pessoa e propensa a uma doença?</span></span></div>
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<span style="font-size: 16px;">Sim, anos antes dela se manifestar!</span></div>
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<span style="font-size: 16px;"><span class="wixGuard"></span></span></div>
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<span style="font-weight: bold;"><span style="font-size: 16px;">Corrigir distúrbios, doenças , energéticas, psíquicas emocionais, ou orgânicas?</span></span></div>
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<span style="font-size: 16px;">Sim, utilizando inúmeras técnicas de balanceamento, sabendo a causa e agindo para seu reequilíbrio</span></div>
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<span style="font-size: 16px;"><span class="wixGuard"></span></span></div>
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<span style="font-weight: bold;"><span style="font-size: 16px;">Produzir homeopáticos, florais, Sais ou Elixires?</span></span></div>
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<span style="font-size: 16px;">Sim, através de suas bibliotecas dedicadas, de forma simples e segura.</span></div>
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<span style="font-size: 16px;"><span class="wixGuard"></span></span></div>
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<span style="font-weight: bold;"><span style="font-size: 16px;">Melhorar o desempenho de minha empresa ou negocio?</span></span></div>
<div class="font_8" style="font-size: 16px;">
<span style="font-size: 16px;">Sim, poderá analisar e balancear sua empresa para o melhor ponto de equilíbrio obtendo seus resultados.</span></div>
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<span style="font-size: 16px;"><span class="wixGuard"></span></span></div>
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<span style="font-weight: bold;"><span style="font-size: 16px;">Descobrir pontos Geopatogênicos, fluxos de agua falhas geológicas etc?</span></span></div>
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<span style="font-size: 16px;">Sim, poderá com precisão saber onde estão, qual sua frequência e corrigi-los.</span></div>
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<span style="font-size: 16px;"><span class="wixGuard"></span></span></div>
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<span style="font-weight: bold;"><span style="font-size: 16px;">Utilizar a tecnologia para animais e plantas?</span></span></div>
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<span style="font-size: 16px;">Sim, para estados de saúde, melhora de crescimento, diminuição ou eliminação de pragas etc.</span></div>
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<span style="font-size: 16px;"><span class="wixGuard"></span></span></div>
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<span style="font-weight: bold;"><span style="font-size: 16px;">A Quantum Digital possui efeitos colaterais?</span></span></div>
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<span style="font-size: 16px;">Não,
pois se trata de uma tecnologia 100% via campo mórfico informacional,
proporcionado um estado de reequilíbrio natural e não invasivo!</span></div>
<div class="font_8" style="font-size: 16px;">
<br /></div>
<div class="font_8" style="font-size: 16px;">
<span style="font-size: 16px;">www.quantumdigital.com.br</span></div>
<div class="font_8" style="font-size: 16px;">
<span style="font-size: 16px;">@digital.quantum </span></div>
</div>
Unknownnoreply@blogger.com11tag:blogger.com,1999:blog-3839473633304877145.post-44644580650186586352020-02-03T14:05:00.002-08:002020-03-20T03:10:46.400-07:00Tecnologia da nova Era - Campos informacionais.<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: large;">Mais uma revolucionaria tecnologia da nova Era, trazendo <b>Uma Nova Visão</b>!</span><br />
<br />
<br />
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<span style="font-size: large;"><a href="https://1.bp.blogspot.com/-mchR3nV1JZQ/XjiZEflUg5I/AAAAAAAAIsU/qics1yA5N7UG8vsgSibv-YsYT8waACuEACLcBGAsYHQ/s1600/logoFull.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="530" data-original-width="1014" height="104" src="https://1.bp.blogspot.com/-mchR3nV1JZQ/XjiZEflUg5I/AAAAAAAAIsU/qics1yA5N7UG8vsgSibv-YsYT8waACuEACLcBGAsYHQ/s200/logoFull.png" width="200" /></a></span></div>
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</span><br />
<div class="font_8" style="font-size: 18px; text-align: justify;">
<span style="font-size: 18px;">A <span style="font-weight: bold;">Quantum Digital </span>desenvolveu estudos e aplicações durante os últimos 5 anos que envolvem os conhecimentos de <span style="text-decoration: underline;">George
Lakhovsky, com seu Oscilador de Ondas Múltiplas, Nikola Tesla com seus
campos Escalares, Viktor Schauberger e o conhecimento dos vórtex, Rupert
Sheldrake através dos Campos Morfogenéticos, os conhecimentos sobre
Física Quântica e as bases da Radiônica com Dr.Albert Abrams</span> para a efetivação destes conceitos, através de sua exclusiva tecnologia e equipamentos de ponta.</span></div>
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<span style="font-size: 18px;"><span class="wixGuard"></span></span></div>
<div class="font_8" style="font-size: 18px; text-align: justify;">
<span style="font-size: 18px;">A tecnologia <span style="font-weight: bold;">Quantum Digital </span>se
baseia na “leitura” e equalização de potenciais magnéticos e
informacionais, alterando o campo Informacional e consequentemente
modificando o Campo Mórfico correspondente de acordo com cada
necessidade, alterando, ajustando e balanceando de forma individualizada
Sua Realidade. </span></div>
<div class="font_8" style="font-size: 18px; margin-left: 160px; text-align: justify;">
<br /></div>
<div class="font_8" style="font-size: 18px; margin-left: 160px; text-align: justify;">
<span style="font-size: 18px;">Os
campos mórficos são campos de forma, campos padrões, estruturas de
ordem. Estes campos organizam não só os campos de organismos vivos, mas
também de cristais e moléculas, ideias, empresas, organizações etc.</span></div>
<div class="font_8" style="font-size: 18px; margin-left: 160px; text-align: justify;">
<span style="font-size: 18px;">Esses
campos levam informações, não energia, e são utilizáveis através do
espaço e do tempo sem perda alguma de intensidade depois de ter sido
criado.</span></div>
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<br /></div>
<div class="font_8" style="font-size: 18px; text-align: justify;">
Eles são
campos não físicos que exercem influência sobre sistemas que apresentam
algum tipo de organização inerente e se propagam de forma holográfica .</div>
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<br /></div>
<div class="font_8" style="font-size: 19px; text-align: justify;">
<span style="font-size: 19px;">Qualquer
tipo de manifestação, como uma doença física ou emocional, a uma
condição social financeira, uma conquista ou algo considerado um
problema, desde os resultados de uma empresa, ao sucesso de um
tratamento ou crescimento de uma planta estão relacionados ao Campo
Mórfico informacional e seu autobalanceamento.</span></div>
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<span style="font-size: 22px;"><span style="font-weight: bold;"><span style="font-style: italic;"><span class="wixGuard"></span></span></span></span></div>
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<a href="https://static.wixstatic.com/media/9377d0_dd9526b12de949aba42b73a6c0f41ce7~mv2.jpg/v1/fill/w_118,h_87,al_c,q_80,usm_0.66_1.00_0.01/fract.webp" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="fract.jpg" border="0" data-type="image" id="comp-jz16mky3imgimage" itemprop="image" src="https://static.wixstatic.com/media/9377d0_dd9526b12de949aba42b73a6c0f41ce7~mv2.jpg/v1/fill/w_118,h_87,al_c,q_80,usm_0.66_1.00_0.01/fract.webp" style="height: 109px; object-fit: cover; width: 147px;" /></a><span style="font-size: 31px;"><span style="color: black;"><span style="font-weight: bold;"><span style="font-style: italic;">O "problema" ou "doença" são "ferramentas" de autobalanceamento </span></span></span></span></div>
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<br /></div>
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<span style="font-size: 18px;"><span style="font-weight: bold;"><span style="font-style: italic;"><span class="wixGuard"></span></span></span></span></div>
<div class="font_8" style="font-size: 22px; text-align: center;">
<span style="color: black;"><span style="font-size: 22px;"><span style="font-weight: bold;"><span style="font-style: italic;">Com a Plataforma </span></span></span></span><span style="color: #e21c21;"><span style="font-size: 22px;"><span style="font-weight: bold;">Quantum Digital</span></span></span><span style="color: black;"><span style="font-size: 22px;"><span style="font-weight: bold;"><span style="font-style: italic;"> podemos rastreá-los e corrigi-los </span></span></span></span><br />
</div>
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<span style="font-size: large;"><b>Mais informações em</b>: <a href="http://www.quantumdigital.com.br/" target="_blank">www.quantumdigital.com.br </a></span><br />
<span style="font-size: large;">Instagram: @digital.quantum </span></div>
Unknownnoreply@blogger.com14tag:blogger.com,1999:blog-3839473633304877145.post-54031356033025831502019-11-14T03:58:00.002-08:002019-11-14T04:14:12.289-08:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-family: "arial" , "sans-serif"; font-size: 18.0pt; line-height: 115%;">Vem
aí mais um grande evento. Para <u>Uma Nova Visão</u></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "arial" , "sans-serif"; font-size: 18.0pt; line-height: 115%;">32º
Congresso Diálogo com o Universo</span></b><br />
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<strong>Conferências com:</strong> </div>
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<b><span style="font-family: "arial" , "sans-serif"; font-size: 18.0pt; line-height: 115%;"> </span></b></div>
<br />
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Ufologia
- Ciência - Espiritualidade</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Auditório
do Hotel Lizon</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Rua
Sete de Setembro, 2246 - Centro.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">De
22 a 25 de fevereiro 2020</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Abertura
– Dia 22 às 13h00 – Valor Único – R$ 150,00</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">CURITIBA
– PARANÁ – BRASIL</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Teremos
duas dezenas de conferências e painéis especiais.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Confira
a programação completa e garanta já sua inscrição no site:</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a data-saferedirecturl="https://www.google.com/url?q=http://www.dialogocomouniverso.com.br&source=gmail&ust=1573816456155000&usg=AFQjCNHZ0MP7wlAeT6k3LZ-1Ljx2ze42kg" href="http://www.dialogocomouniverso.com.br/" target="_blank">www.dialogocomouniverso.com.br</a>
</span></div>
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<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Agradecemos
apoio na divulgação.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Paz
a Todos</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Rafael
Flamel Cury</span></div>
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Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-3839473633304877145.post-47513127840465930692019-11-14T03:54:00.003-08:002019-11-19T13:45:16.400-08:00A Vida Sem Morte - Manipulação Morfica <div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: large;"><b>A "Vida sem Morte",</b> trata-se de mais<b> Uma Nova Visão</b> onde <u>se lida com Saúde e não doença, Os pomares e plantações lidam com aumento de frequência e não pulverizações de pesticida e morte, as empresas lidam com eficiência e crescimento e não cortes e despedimentos em massa!</u></span><br />
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<div style="text-align: center;">
<u><span style="font-size: large;">Os resultados falam por si.... </span></u></div>
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<span style="font-size: large;"><b>Controle de Pragas - <u>Sem uma gota de pesticida</u> </b></span><br />
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<a href="https://2.bp.blogspot.com/-80_7H7NzOd0/Wx6_Hyr-CPI/AAAAAAAAH5E/YaunJQjhOecXt41rDsoqpGubKIqI5dOewCLcBGAs/s1600/cigarrinha3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="1033" height="228" src="https://2.bp.blogspot.com/-80_7H7NzOd0/Wx6_Hyr-CPI/AAAAAAAAH5E/YaunJQjhOecXt41rDsoqpGubKIqI5dOewCLcBGAs/s640/cigarrinha3.jpg" width="640" /></a></div>
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<span style="font-size: large;"></span></div>
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<span style="font-size: large;"> Cigarrinha da manga (Idioscopus spp)</span><br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-RAY7OffbonQ/WxqWAkN5NNI/AAAAAAAAH4M/s56s1HNheWcT7hl-1Y7bxFTMuuAhtiHLQCLcBGAs/s1600/cigarrinha2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="406" data-original-width="677" height="238" src="https://2.bp.blogspot.com/-RAY7OffbonQ/WxqWAkN5NNI/AAAAAAAAH4M/s56s1HNheWcT7hl-1Y7bxFTMuuAhtiHLQCLcBGAs/s400/cigarrinha2.jpg" width="400" /></a></div>
<span style="font-size: large;"> </span><span style="font-size: large;">Identificação das pragas atuantes, com verificação de tipo, nível </span><br />
<span style="font-size: large;">vibracional e coordenadas geográficas de atuação. </span><br />
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<span style="font-size: large;"><br /><b>Praga:</b> Cigarrinha da manga ATIVA <br /><b>Coordenada do teste:</b> Lat. -12.xxxx Long. -38.xxxx <br /><b>Capsula:</b> CRT +50 + Controle Morfogênetico </span><br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-PZjebGTZGl8/WxqWuGgbnEI/AAAAAAAAH4U/DFNz5qoRJjcVQYj9JPK_PVovUjL1hmtsACLcBGAs/s1600/cigarrinha.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="375" data-original-width="710" height="211" src="https://1.bp.blogspot.com/-PZjebGTZGl8/WxqWuGgbnEI/AAAAAAAAH4U/DFNz5qoRJjcVQYj9JPK_PVovUjL1hmtsACLcBGAs/s400/cigarrinha.jpg" width="400" /> </a></div>
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<span style="font-size: large;"></span><br />
<span style="font-size: large;"></span><br />
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<a href="https://1.bp.blogspot.com/-nXQwWQ_NIbY/Wx6_Ov5yNBI/AAAAAAAAH5I/Hb3YgQWSVcsi9f8KEO1gTw-z05hPS31CwCLcBGAs/s1600/soldadinho.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="395" data-original-width="1014" height="248" src="https://1.bp.blogspot.com/-nXQwWQ_NIbY/Wx6_Ov5yNBI/AAAAAAAAH5I/Hb3YgQWSVcsi9f8KEO1gTw-z05hPS31CwCLcBGAs/s640/soldadinho.jpg" width="640" /></a></div>
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</div>
<span style="font-size: large;"></span><br />
<span style="font-size: large;">Soldadinho (Miembracis suctifvuctus) </span><br />
<a href="https://1.bp.blogspot.com/-ZqVjxg1bIaE/Wx6_2DwaNiI/AAAAAAAAH5U/YFyHX_NBRBgducbxjfXt0UdWbDrefAIJACLcBGAs/s1600/soldadinho2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="481" data-original-width="967" height="198" src="https://1.bp.blogspot.com/-ZqVjxg1bIaE/Wx6_2DwaNiI/AAAAAAAAH5U/YFyHX_NBRBgducbxjfXt0UdWbDrefAIJACLcBGAs/s400/soldadinho2.jpg" width="400" /></a><span style="font-size: large;"><br />Identificação das pragas atuantes, com verificação de tipo, nível <br />vibracional e coordenadas geográficas de atuação. <br /><br /> Lat. -12.xxxx Long. -38.xxxxx <br /><br /><b>Praga:</b> Soldadinho ATIVA <br /><b>Coordenada do teste:</b> Lat. -12.xxxxx Long. -38.xxxxxx <br /><b>Capsula:</b> CRT +50 + Controle Morfogênetico </span><br />
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<a href="https://1.bp.blogspot.com/-7logI1vH8ho/Wx7ANSRf7lI/AAAAAAAAH5c/vhDx1WLSHaAMYWejGuzOb1Jiw4fEDM7fQCLcBGAs/s1600/soldadinho3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="286" data-original-width="948" height="192" src="https://1.bp.blogspot.com/-7logI1vH8ho/Wx7ANSRf7lI/AAAAAAAAH5c/vhDx1WLSHaAMYWejGuzOb1Jiw4fEDM7fQCLcBGAs/s640/soldadinho3.jpg" width="640" /></a></div>
<span style="font-size: large;"><br /></span>
<span style="font-size: large;"><u><b>Depois do controle</b></u></span><br />
<span style="font-size: large;"><br /></span>
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<a href="https://3.bp.blogspot.com/-RweeSJqU97g/Wx7AeO3mRhI/AAAAAAAAH5k/uoVt0wtHK9INOUtF7qfYbjlhWJLfyCoKACLcBGAs/s1600/soldadinho4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="487" data-original-width="537" height="362" src="https://3.bp.blogspot.com/-RweeSJqU97g/Wx7AeO3mRhI/AAAAAAAAH5k/uoVt0wtHK9INOUtF7qfYbjlhWJLfyCoKACLcBGAs/s400/soldadinho4.jpg" width="400" /></a></div>
<br />
<b>Equipamento:</b><br />
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<a href="https://1.bp.blogspot.com/-SqkorcgO-aE/XdRiQgsHuGI/AAAAAAAAIa0/faQy5EsznQA4NxPOpCi0QSPyvWolb4jTgCLcBGAsYHQ/s1600/resumo2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1460" data-original-width="1414" height="400" src="https://1.bp.blogspot.com/-SqkorcgO-aE/XdRiQgsHuGI/AAAAAAAAIa0/faQy5EsznQA4NxPOpCi0QSPyvWolb4jTgCLcBGAsYHQ/s400/resumo2.jpg" width="386" /></a></div>
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<br />
<br />
<span style="font-size: large;">Mais detalhes em:<a href="http://www.quantumdigital.com.br/" target="_blank"> www.quantumdigital.com.br</a></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-63344890422305573122018-05-31T11:05:00.000-07:002019-11-14T03:56:31.157-08:00Eficiencia empresarial Morfica - UM NOVO E AVANÇADO CONCEITO DE GESTÃO E EFICIÊNCIA <div dir="ltr" style="text-align: left;" trbidi="on">
<h4 style="text-align: left;">
<span style="font-size: large; font-weight: normal;">As mais avançadas e inovadoras técnicas, utilizando tecnologia de ponta que ajustam eficiências empresariais através de analises e correções de campos informacionais, nos levando a <b>Uma Nova Visão</b> (<a href="http://www.quantumdigital.com.br/">www.quantumdigital.com.br</a>)<b><br /></b></span></h4>
<h4 style="text-align: left;">
<span style="font-weight: normal;"><b>A nova gestão e uma gestão de campos quânticos informacionais e não apenas compra,venda, lucro e logística...</b></span></h4>
<h4 style="text-align: left;">
<span style="font-weight: normal;"><b><u>CRIE literalmente a realidade de sua empresa com tecnologia de manipulação de campo!</u><br /><div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-wXBZ7TuxFWo/WxA0WHYT78I/AAAAAAAAH2M/s9QYDzPhRkk381rk3iyOf2c0LtvrnzH-gCLcBGAs/s1600/Slide1.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1040" data-original-width="720" src="https://2.bp.blogspot.com/-wXBZ7TuxFWo/WxA0WHYT78I/AAAAAAAAH2M/s9QYDzPhRkk381rk3iyOf2c0LtvrnzH-gCLcBGAs/s1600/Slide1.JPG" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-80866725948224214342017-11-23T06:20:00.001-08:002017-11-23T06:21:01.491-08:00Triplo Momento Magnético - Andreu Bacardit<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: large;">Mais um grande avanço na compreensão que nos leva a <b>Uma Nova Visão</b></span><br />
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<u><i><b>FREE ENERGY - DARK ENERGY</b></i></u></div>
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<a href="https://draft.blogger.com/blogger.g?blogID=3839473633304877145" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a><a href="https://draft.blogger.com/blogger.g?blogID=3839473633304877145" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a></div>
<b style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" height="166" src="https://onionmagnetics.com/images/sampledata/slider/deg.jpg" width="400" /> </b><br />
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<span style="font-family: "verdana" , "geneva";">Os </span><span class="notranslate"><span style="font-family: "verdana" , "geneva"; font-size: 12pt;">instrumentos são silenciosos e sem vibrações.</span></span> <span class="notranslate"> <span style="font-family: "verdana" , "geneva"; font-size: 12pt;">Eles sempre são frios e não geram nenhuma fonte de radiação ou qualquer outra forma de poluição ambiental.</span></span><br />
<span class="notranslate"><span style="font-family: "verdana" , "geneva"; font-size: 12pt;"> </span></span> <br />
<a href="https://draft.blogger.com/blogger.g?blogID=3839473633304877145" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://draft.blogger.com/blogger.g?blogID=3839473633304877145" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span class="notranslate"> <i><b><span style="font-family: "verdana" , "geneva"; font-size: 12pt;">O conceito de "partícula" é obsoleto.</span></b></i></span><br />
<span class="notranslate"><i><b><span style="font-family: "verdana" , "geneva"; font-size: 12pt;"> </span></b></i></span> <br />
<span class="notranslate"> <u><span style="font-family: "verdana" , "geneva"; font-size: 12pt;">Uma
partícula é apenas um vórtice de um redemoinho tridimensional em 18
dimensões ou compartimentos, cada um com 12 níveis de compactação de
inflação.</span></u></span><br />
<span class="notranslate"><span style="font-family: "verdana" , "geneva"; font-size: 12pt;"> </span></span> <br />
<span class="notranslate"> <span style="font-family: "verdana" , "geneva"; font-size: 12pt;">A base desses instrumentos é a captura da energia liberada pela recuperação da simetria do volume que nos rodeia.</span></span> <span class="notranslate"> <span style="font-family: "verdana" , "geneva"; font-size: 12pt;">Esta
ruptura da simetria foi gerada nesses instrumentos por meio de um
<u><b>efeito inverso de Casimir ou gravitação inversa </b></u>em placas de dois tipos
de super condutores à temperatura ambiente que não requerem
refrigeração, por meio de um momento magnético triplo.</span></span> <br />
<span class="notranslate"> <span style="font-family: "verdana" , "geneva"; font-size: 12pt;">Cada
um desses três momentos magnéticos atua em um dos três planos
euclidianos do volume, desequilibrando-o ou rompendo sua simetria na direcionalidade desse eixo.</span></span> <br />
<span class="notranslate"> <span style="font-family: "verdana" , "geneva"; font-size: 12pt;">Desta forma, aparece uma diferença de potencial entre as placas dos super condutores e, portanto, uma corrente elétrica</span></span> <br />
<span class="notranslate"> <span style="font-family: "verdana" , "geneva"; font-size: 12pt;">Esses
instrumentos utilizam apenas uma pequena quantidade de eletricidade a
partir de qualquer fonte inicial proveniente da interação de um campo
magnético (corrente alternada produzida por uma turbina ou gerador) e
este impulso inicial permite que ele seja multiplicado indefinidamente
sem entrada de energia extra e sem violar nem a entropia nem as leis
fundamentais da termodinâmica, por um fator de aumento e, portanto,
geram grandes quantidades de energia elétrica sem produzir nenhum
impacto ambiental, como acontece com as fontes atuais de energia fóssil e
nuclear.</span></span> <br />
<span class="notranslate"> <span style="font-family: "verdana" , "geneva"; font-size: 12pt;">Assim,
uma usina de energia do Gerador de Energia Negra (energia escura), gera energia elétrica
porque é capaz de coletar a energia ou a diferença de potencial
elétrico que é gerada aproveitando a energia que é liberada em cada um
dos TRÊS planos euclidianos do volume, em vez de de apenas em um único
plano, assim como as plantas atuais nas quais uma bobina gira em torno
de um eixo magnético mono-direcional, quando a simetria do volume é
recuperada, que alterou previamente os três momentos magnéticos do nosso
-DEG- em três dimensões</span></span> <br />
<span class="notranslate"> <span style="font-family: "verdana" , "geneva"; font-size: 12pt;">Além
de ser aplicada em usinas de energia, as unidades de DEG podem ser
acopladas a qualquer tipo de motor elétrico, que atuará de maneira
semelhante aos nossos momentos magnéticos, tornando-se um extraordinário
gerador elétrico.</span></span> <br />
<span class="notranslate"> <span style="font-family: "verdana" , "geneva"; font-size: 12pt;">Logicamente,
eles são ideais como fonte de energia autônoma sem limite, potência ou
tempo, para qualquer tipo de veículo terrestre, marítimo ou aéreo.</span></span> <span class="notranslate"> <span style="font-family: "verdana" , "geneva"; font-size: 12pt;">O que acontecerá comportar-se como um gerador autônomo auto-deslocável e ter autonomia infinita, nunca tendo que recarregar.</span></span> <br />
<span class="notranslate"> <span style="font-family: "verdana" , "geneva"; font-size: 12pt;">A
implementação dessas grandes plantas poderia ser realizada em pouco
tempo, já que já possuímos modelos e protótipos operacionais e teríamos a
cumplicidade de todos os grupos sociais e científicos que se esforçam
para reduzir o impacto de combustíveis fósseis e radioativos.</span></span> <br />
<span class="notranslate"> <span style="font-family: "verdana" , "geneva"; font-size: 12pt;">Desenvolver
esta nova forma de energia renovável e poder atender a demanda de
energia dos mercados emergentes é essencial para a cooperação de uma das
grandes corporações internacionais de energia no setor, bem como com o
apoio do governo.</span></span><br />
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<b><u><i>Youtube:</i></u> <a href="https://www.youtube.com/channel/UCxBX2rtvjOCUFpLM-oj2jjA" target="_blank">Canal Andreu</a></b><br />
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<u><i><b>Sites:</b></i></u><br />
<ul style="text-align: left;">
<li><a href="http://www.mitumic.com/" target="_blank">www.mitumic.com</a></li>
<li><a href="http://www.onionmagnetics.com/" target="_blank">www.onionmagnetics.com </a></li>
</ul>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-32173935866009380572017-09-19T07:14:00.001-07:002017-10-16T04:53:04.406-07:00AgriVibra - Uma Nova e Revolucionaria Tecnologia <div dir="ltr" style="text-align: left;" trbidi="on">
<h3>
<span style="font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Uma Nova e revolucionaria tecnologia sempre em rumo a <b>Uma Nova Visão</b>.</span></span></h3>
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<span style="font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u>A AgriVibra utiliza tecnologia de ponta: </u></b></span></span></h3>
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" src="data:image/png;base64,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" /></a><span style="font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Através dos estudos e pesquisas do Dr.Rupert Sheldrake, doutor em Biologia, Fellow do Clare College em Cambridge e pesquisador na Royal Society, desenvolveu e testou o conceito dos Campos Mórficos.</span></span></h3>
<h3>
<span style="font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span></h3>
<h3>
<span style="font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><u><b>Campos Mórficos</b></u></span></span></h3>
<h3>
<span style="font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Os campos mórficos são campos de forma, campos padrões, estruturas de ordem. Estes campos organizam não só os campos de organismos vivos, mas também de cristais e moléculas. <br />Esses campos levam informações, não energia, e são utilizáveis através do espaço e do tempo sem perda alguma de intensidade depois de ter sido criado. Eles são campos não físicos que exercem influência sobre sistemas que apresentam algum tipo de organização inerente. </span></span></h3>
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<u><span style="font-family: "arial" , "helvetica" , sans-serif;">Pesquisa</span></u></h3>
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" height="200" 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" width="138" /></a><span style="font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">A Agrivibra desenvolveu estudos e aplicações durante os últimos 5 anos para a efetivação destes conceitos, através de sua exclusiva tecnologia e equipamentos de ponta. <br />A tecnologia AgriVibra se baseia na “leitura” e equalização de potenciais magnéticos e informacionais, alterando o campo vibracional e consequentemente modificando o Campo Mórfico correspondente de acordo com cada necessidade. </span></span></h3>
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<span style="font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> <u><b>Mais informações:</b></u><b> agrivibra@agrivibra.com.br</b> </span></span></h3>
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<span style="font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span></h3>
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<span style="font-size: large;">Site: <a href="http://www.agrivibra.com.br/" target="_blank">www.agrivibra.com.br</a></span><br />
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<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/videoseries?list=PLKvR9EDaASfut3NrTnXfZ5Rr1f9FZ63gQ" width="425"></iframe></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-52080399642149603542017-08-17T07:39:00.003-07:002017-08-17T07:39:48.710-07:00Nanotecnologia cura com um simples toque<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: large;">Mais um estudo científico que os leva a <b>Uma Nova Visão!</b></span><br />
<br />
<div style="text-align: justify;">
<span style="font-size: large;">Pesquisadores da Universidade Estadual de Ohio (EUA) desenvolveram um
nanochip inovador que pode estimular o crescimento de novas células
dentro do corpo de um paciente, simplesmente com um toque na pele.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b> </b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-sVYKm09awtg/WZWqnV9GiFI/AAAAAAAAHV4/W0Qdj8Av9qQwIHQLu397w6cQMfkRzlkPgCLcBGAs/s1600/Untitled%2B8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="619" data-original-width="1100" height="225" src="https://1.bp.blogspot.com/-sVYKm09awtg/WZWqnV9GiFI/AAAAAAAAHV4/W0Qdj8Av9qQwIHQLu397w6cQMfkRzlkPgCLcBGAs/s400/Untitled%2B8.jpg" width="400" /></a></div>
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<span style="font-size: large;"><b> </b></span></div>
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<span style="font-size: large;"><b> </b></span></div>
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<span style="font-size: large;"><b> </b></span></div>
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<span style="font-size: large;"><b> </b>A técnica é conhecida como “nanotransfecção de tecido”, e envolve o
contato de um chip à base de nanotecnologia com a pele de um paciente. O
chip pode converter uma célula adulta de um tipo para outro, usando uma
pequena carga elétrica. O procedimento não é invasivo.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"> </span></div>
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<span style="font-size: large;">O dispositivo ainda não foi testado em seres humanos, mas se provou bem sucedido com ratos e porcos.</span><br />
<span style="font-size: large;">
Por exemplo, em um rato que sofreu ferimentos na perna, dentro de uma
semana do uso do chip, vasos sanguíneos ativos haviam reaparecido. Na
segunda semana, a perna foi salva. O chip também ajudou ratos com lesão
cerebral a se recuperar de um acidente vascular cerebral.</span><br />
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<span style="font-size: large;"><u><b>FONTE:</b></u> http://hypescience.com</span><br />
<span style="font-size: large;">http://www.iflscience.com </span><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-84871020338146705412017-08-14T07:15:00.000-07:002017-08-14T07:15:39.249-07:00RADIÔNICA UMA CIENCIA DO FUTURO<div dir="ltr" style="text-align: left;" trbidi="on">
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RADIÔNICA UMA CIENCIA DO FUTURO
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<span style="font-size: medium;">Venho aqui apresentar a Radiônica uma <i>ciência do futuro de hoje que foi criada no Passado</i> que nos leva a <b>Uma Nova Visão</b>!</span><br />
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<b><span style="font-family: "times new roman" , "serif"; font-size: 24.0pt;">História da radiônica</span></b></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">O nosso
propósito aqui não é traçar toda a história desta arte mas sim dar aos leitores
uma visão geral do nascimento e dos desdobramentos da Radiônica, pois como
afirmei anteriormente nosso foco é a prática da arte.</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Embora possamos encontrar em muitos autores antigos
alguns dos postulados da moderna Radiônica, ela, tal como a conhecemos hoje,
começa no início do século passado, e se baseia nos conceitos do Dr. Albert
Abrams, médico americano que possuía profundo conhecimento da medicina e da
saúde humana.</span></div>
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<b><span style="color: #333333; font-family: "times new roman" , "serif"; font-size: 13.5pt;">Albert Abrams
(1863–1924)</span></b></div>
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" /></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">É impossível traçar a historia da
Radiônica sem contarmos a vida e o trabalho do Dr. Abrams.</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">O Dr. Abrams nasceu em São Francisco, no dia 5 de
Dezembro de 1863, nasce ele no seio de uma família de posses, praticamente nada
se sabe dele antes do inicio de sua vida acadêmica, o Dr. Abrams estudou em
algumas das melhores universidades do mundo e em 1882 era Doutor em medicina,
sua carreira como médico foi vitoriosa em todos os sentidos, tendo ele chegado
a diretor e professor de Patologia clínica da Universidade de Stanford e
Presidente da Sociedade médica de São Francisco, além de outros títulos.</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">No entanto, sua grande contribuição à saúde humana
ainda estava por surgir, em uma aula, enquanto ensinava aos seus alunos,
existem diferentes versões com pequenas (ou grandes) variantes sobre como ele
descobriu <a href="http://radiestesia.net/radionica/o-que-e-radionica/" title="More about a Radiônica »"><span style="color: blue;">a Radiônica</span></a>,
no geral dizem que durante seu trabalho, ao percutir o abdômen de um paciente
ele percebeu um som abafado em uma dada região, dada a sua experiência, ele
percebeu que tal se dava porque havia um problema de saúde, mas para sua grande
surpresa, ao percutir novamente no mesmo o som havia mudado!</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Inconformado com o ocorrido ele fez com que a
pessoa voltasse na mesma posição em que se encontrava no momento da primeira
percussão e voltou a encontrar o som, ao mudar de posição o som sumiu
novamente, em pouco tempo ele chegou a conclusão de que o posicionamento
cardeal estava de alguma forma influenciando o seu diagnostico.</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Aprofundando um pouco mais seus estudos ele chegou
a mapear todo o abdômen, e percebeu que os problemas de saúde se refletiam em
determinadas partes abdominais, algo parecido com o conceito da Reflexologia
oriental, começou a ensinar esta técnica a seus alunos.</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">A próxima descoberta que o intrigou se deu quando
ele resolveu ligar uma pessoa saudável a uma pessoa doente através de um fio de
cobre, ele consegue, percutindo o abdômen da pessoa saudável encontrar aquele
som característico do abdômen da pessoa doente, ele concluiu com isto que a
doença tinha um fundo energético, e este era passível de ser transmitido para
outras pessoas.</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Enquanto Abrams fazia suas experiências a
eletrônica começava a desenvolver-se, o homem começava a dar seus primeiros
passos rumo ao domínio desta ciência, Abrams, que era um entusiasta do tema,
intui que a eletricidade deveria de alguma forma estar relacionada com tudo que
ele estava descobrindo, então ele pegou e ligou novamente duas pessoas, uma sã
e outra doente por um fio, mas desta vez o fio passaria por diais e
resistências, isto causou uma interrupção e ele não mais encontrava o som oco
no homem são, ao começar a regular os diais ele foi descobrindo que havia uma
determinada posição dos diais onde ele podia captar novamente o problema, neste
momento, precisamente, surgiu a Radiônica.</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Sua conclusão primeira sobre esta descoberta:</span></div>
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<i><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Uma doença é um desequilíbrio energético, sendo
este desequilíbrio passível de ser detectado, isto ocorre por um fenômeno de
ressonância. </span></i></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">O próximo passo, que era certamente o desenrolar
lógico de tudo o que até então ocorrera foi a pesquisa de frequências que
pudessem reverter o quadro patológico de seus pacientes, e para isto foram
desenvolvidos diversos equipamentos, alguns para fins específicos enquanto que
outros eram de uso mais geral.</span></div>
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/sFayb59ra2ttOnT69evRqOh7q6+ubNmzdv3qyiooLEioSEhLS0tKGhoaqqKsI7VVVVHR0dPT29rVu3KikpaWtrb9q0afPmzaampvv379+1a5eUlJSCgoKwsPCWLVuMjIwkJSXXrFkDq0wMNj+O165du379+jVr1qxcuXL16tXr16+HrwIqUFxcXExMDJ+vX7/eyMiooKBgcnIS4OZ3SL7g+ZIDfqqpGR4ehkT7y7RavxM6BNnkcwhuEhMTzc3Nd+3aZW1tnZycDHPIz3l/9fn84vQ+Hou/VNlJDOfo6Ghra2tlZWVlZSWdTu/v74dUiMFgFBQUFBcXd3V1kYvlf5lxdV8W5yACSU9PP3jwoLy8PMg7dXV1TU1NLS0tDQ0NJSUleXl5xHAKCgrKysqampq6urr6+vq6urqg5JSUlLZt22ZgYGBqarpt2zYlJaXNmzcrKyvLyMhs2LBBVVXV2NhYTk5u9erVgLXw0oBbAogD5atXr/7+++9XrVoFgy0kJCQoKAjXXExMTEBAQEpKasOGDRISEi4uLkSQx2+2f1V/z11KyvJ/gvEL1WKgir/gzv4e6BCgzC2p2mHk8vPz9+7da2tr6+/vX1JSAkx/kKf8uvP5xen94vm5XC5xPHg83vT0dG9vb19fH4PBqK2tzc7ODgkJ8fDwCA4OzsjIqKuri4qKcnR0fPTokY+PT35+fmtr68DAAJPJbGlpaW5u7ujogNOC8aks+jLzgc1zdHQ8cuTIzp07t23bRhhrHR0dbW1tBIXg8kRFRTdv3gweUENDQ1FRUVFRUUlJSUVFBW43su7//Oc/RUVFZWRkpKSk1q1bJycnt3PnThUVFQEBAXFxcYJswpAQKy4gILBmzZpVq1atWbMGXMrGjRtBkqxZs0ZGRmb9+vXffPONqqrqlStXUlJSiIiamG2Ae/nnC8DM/byOFuNnyB4fHweTvTyIvy6S8OcE2agE4y1ZoJKSkv379z948KC1tTUvL49GoxEJJWLNrz6fX5zeLw5yW6enp9lsdktLS3V1dV5eXmJiYkxMTHR0tJ+fn6ura3R0NIVCCQgIuHbt2o0bN3Jzc8fGxmg0WlBQkKOjo5+fX2BgoIeHh6ura0ZGBjRDYHl/cXxqMnjBKisr9+zZY21tvW/fvt27d5uamsLHAIGtra2tqampqqq6adMmeXl5bW1tfX19NTU18NlqampbtmzR19fX1NQEeSctLS0lJaWmpqagoCAlJbV69WpxcXFTU9MtW7YICQnJyMjASG/YsIEf3AAxcU7Wr1+/YcMG4o7DS5GQkNiwYcNf//pXDQ0NPz8/OAsAN38cuQwUeUuLJEksfpDfWMFgMPiR/at5+a+OJPJgiDeCNR02u6CgYO/eva6urgwGw83NLTQ0tK+vD38Ibc1Xn88vTu/j0dPTA+Z4enq6tbW1qKgoKysrOzv79evXN2/evHjxor29/Y0bNxwcHLKzs7lcbn9//+PHj21tbRMTE5F+unXrlp2dnbe3d2hoKP4qKCgIZntsbOxzkQ1zEB4eLi8vb21tbWZmduDAgd27dyPJAmTr6OhoamoqKSnJyMgoKyuD44NzsmXLls2bN0Opp6SktGrVqnXr1snKympoaOjq6oLmW7lypbCwsKmpqa6urpiYmLy8vJCQ0Nq1awUEBAi44XUQqmTD0iCOONwYBJpr164VFBS8efPm5OTk2NgYMduE/lv++SJ3A1KFhD3kgJ/qIP8gm/255yGRFs7p5eWloqLi7OxcX1+flZXV2NgIqzYxMbHMY15mPp87T/7JfDAmJyfHx8c5HE5mZmZpaWlbW9uPP/4IAtjY2Bi6OTs7u9DQ0K6uLhaLdffuXX19/du3b6empvr6+t64ceP27dvPnz9/+fLlq1evAgICXr9+nZ6e3tTUVFFRAakMj8cbGBggWWj+IBXTIxYB962qqkpFReXEiROHDx82MjLS0NCAy6Guri4hISEmJqasrAxDvnv3bjMzMxUVFZJbAZG3atUqMTExMTExOCEIMTU1NVetWgUcGxsb79q1a82aNQICAiIiIiC24ZkQxxrA/cWxZs0aISGhb775RkpKSlZWduPGjY6OjniZaTQag8EYHh7mcDgjIyMgTPhLYciF/xZv+We163+En/2558G3z8/P41EFBgZqa2vfvHkzIyPD3d09MzMTjxzzXIZD+FrIJmDiLmmj4X5AJt7f35+cnFxUVMRiseLj4/fu3WtpaXn27FkbG5sTJ05YW1vv2bPH1tYW5nnv3r1aWlomJibW1ta7du2ytbWNjY2tra319vZ+9eoVnJPnz5+/evXKx8cnISGhubkZVmZuSWm9+FE/EP48AJfLzcrKkpaWtrW1PXLkiL6+PmTTcK81NTW3bduG+Rw6dGjbtm2bN2/W0dGxsrI6cuSIhoaGsLCwhobG6tWrxcTEhISE1q9fj7SlvLw8nGxhYeE1a9YYGhru2rULTgVhr/EnMMMw4es/MdauXSssLLxy5UoREREJCYl169adOnWqq6trZmamq6urvb19cHBwaGhodHR0ZmYGfAacjeUN2cdjRWtrK3QjeFG+OjfyuefBGjQzMwM/m0qlvnjxIjo62s3N7YcffkhISIDokd+0f9Z8vhjZc0vFEFwuF2tlU1NTaWlpUFBQbm4um80OCwuzsbGxs7Ozs7Pbv3//4cOHra2td+/ebWJisnPnTnV19TNnzpw+fdrY2FhDQ0NISMjY2DguLo5GowUEBLx58+bFixc3btxwd3d/8eKFi4uLq6trYGBgZ2cnj8cbHx+HxAL35ANYEw6Bx+MVFBQoKChYW1tbWlpqa2vr6OjY2NjY2toePHjQ2tr6woULd+/edXNz8/Hxeffu3Y0bN86dO3f58mUbGxsFBYV//vOfSEZu2rRJTEwMshBFRUWwIqDtVq9eraOjs3v3bhwgICAgKCiITLuoqCjJRCJB84sDb8j69evXrVsnIiKycuVKLS2t2NjYxcXF0dHRrq4uUgczMzOD6gQMUIHk3f5VIK2g0+kdHR19fX1sNpvD4YyOjn5ZHdvXQjauYWZmhsh2UVXq6+v78uXLlpYWHo+3sLBAFuvPnc/nzpMcwC/tn56eLi0tDQ8Pz8/Ph+QmLy/v+vXrJ06cOHr0qLm5+c6dO48fP/7jjz9eu3bNzs7O0tLyxIkTz58/f/bs2cWLFw8ePKijo2NoaGhvb//u3buXL18+efJk9+7de/bsSUpK8vPzu3nzZkhIyJMnT4qKing/z+ZgVh/Aem5uDqBPSEgQEBCABnXbtm1nzpzx9/f39fUNCAiIi4tLSkqKjo6OiorCvxEREeHh4W5ubg4ODkePHhUXF0dshzwlYkEkGvEvbLa6urq5ubmiouL3338P8RNSMOLi4uLi4vwMyS8O2GxRUdFVq1aJiIiA1b5z587ExMT8/HxfXx+TySTIHhoaAhiQmONPGvwqkFY0NTUxGAzU+QLcMNufi8ivhWzi5cNKzc7OcjgcHo8XHR0dFhZGaBN42/+CfiMfHzk2Nkan00NCQmprazs6OqamplpaWh4/fnzs2LETJ05oaGhoa2vb2tp6eHikpKQEBgaeO3dOV1f33LlzdnZ2p06dunTp0pkzZw4ePLhz5049PT09PT1TU9MDBw6g9iQ7Ozs2NvbVq1fu7u4nT56MiIggklR4QdxfgjVWufn5+bi4OFlZWWNjYxsbm/v376ekpOTl5WVlZaFeq7a2NicnJzY2Nj4+PiMjo6SkpKGhIS8vLyMjw9/ff9++fYggN23apKKiAhobPrSUlJS0tDSKZZSUlPbu3btly5bvvvtuw4YNBNPIAaG+Bmn2TyEbLwyYFkFBwW+//Xbfvn1UKnVhYWFwcLCzsxNRHxgnIJuEiWR1+lUgrWhsbGxpaUFlDcANs/25iPxayObPWczNzXE4nO7u7unp6YiIiIiICAS4JFPzL0D2B/kjNptdVVWVkpLS3t6OxGFJScmJEyfu3btXXl7u4ODw9u3bS5cuwSc5efLkyZMn9+7du3379oMHD6JQxcLCwsTExMDAQFdXV05ODtkQdXV1bW1tAwODS5cuHT9+/Pz581ZWVrq6uh4eHjDGc3NzYGM+hjXqVjE9KpV6584dNze3yMjI+Pj4srKyoqKi3NzcioqKmpqaysrK4uLi3NzcqqqqgoKCjIyMsrKysrIyOp3e3NyMO+zs7Hz8+PFt27YRpRQETDIyMvA35OXlLSwstm/f/v3330NHBfQj7hQRESFC1l8cQDYgjrhz5cqVKioqYWFhCMeZTObQ0BCbzYYSYWppwMwRUeuvjhUNDQ10Or2zs7O3t7e/vx/JyOXLFj4LSZ97Hv4gicfjjY6O9vb28ni8mJiY+Ph4fmeL2LDPms/nzpMfN8PDwzU1NdnZ2Tk5OTCTPT09z549MzMzS0tLW1xcfP/+/d27d62trU+cOIEI0s7O7vDhwwcPHty3b5+ZmRlKDFVVVVHMoq2traKiIi8vLy0traGhAZOpqqpqYmKCNOGLFy96enp4PN7CwkJ3dzdvSQr2AayJC9fb2xseHh4XF5eamgpnIzIyMjExsba2trGxsa6urrq6uqCgoLq6ura2trCwsKmpqaGhob29va2tLTMzs66ujkqlent7nzlzxtjYWFFREZiWkpICsqEnsbS0NDMzW7lypaKiIkpm4Loga4M0zaciSPjZq1evFhAQgMONN+HGjRu9vb0jIyM9PT0cDqe/v398fBxQBA9IcjfL5ybJWEGhUGg0GjqywmxDqP25iPxayMbDGxkZAavNZrPxRP39/aOiovhxT+K5z5rP584TSwf+ZTAYOTk5xcXFiLl5PJ6Pj4+8vPzz58/b29tjY2MTExO9vLzu3bvn4OBw+/btM2fOnDt37vTp05cuXdq2bdu+ffu2bdsmLy+/efNmFB0eO3bMxMTk8uXLtra2ZmZmqqqqpqam5ubmUE4rKytfvXo1MTGxpaWlrKwsIiKir6+PIBtOCAANNndqaqq/vz8yMtLX1zcqKiohISE9PT02NjYhIaGoqCg9PR1OSHZ2dn19fUVFRXl5OZ1Oz8vLKyoqQjTc09NDoVDi4uKcnJxOnz6tp6enpqamoaEhJycnLS0tJiYmIyMDpZS5ufnq1atVVVVlZGSg2EYoCYgjKfOpISws/O233wLTq1evFhER+etf/3rw4MHW1tbR0dH+/v7h4eHe3t6xsbEP2l4v8PXv/VUgraBQKK2trYA1/h0ZGfmCOsivhWwul0vEGAsLC2NjYyCAQkJC4uLiSM9B4pB8wfk/a/B4PHwXi8XKzc1NTEzMzs6Gqjg/P3/Xrl2nT5+OjY11cnJ68eJFVlYWlUrNyMgIDAx89uzZhQsXLl++/PDhw4cPH8LDvnjxooWFxe7du+/duxcUFOTp6RkeHp6VlRUcHOzg4GBnZ7d7924rK6tdu3aZmZlBprd79+6DBw/u3bv3+PHjDx8+DA4OzsvLA69PijDIYg0OMTo6OiEhwdvbOycnJy4uLicnJzs7OyoqKioqCq5IeXl5bW1tbW1tU1NTa2srlUotKSnJzc0tKCjo7u4uLCz09va+devWvn37wJPIyMhs3bpVVFR0zZo1//Ef/7Fv3z5LS8uNGzci74hkJEhA1NoQCSus8sqVK7///nvY6dVLY9WqVav5hoSERGJiIo/H6+/vp9FoQ0NDExMTaOsOUgikPv+jX/x5jwOE0SSltaKxsbG1tRVsC2w2Gjj9GyI7ISFhYUleR+KqL0Hr5wx8y8TERGVlZVZWVllZGdoc83i8y5cvHz16NCYmJi0tLTg4mHSfCQ8Pj4+Pz8rKSklJCQsLe/HixenTp+/fv3/+/Pljx44dPnz4woUL79+/T0tLS05Orqura29vr6mp8fT0PHz48M6dO6Gtk5OT09fX3717t5GRkYGBgZWV1cmTJ48ePXrixAkjI6M9e/ZkZmaSW4ScEY/Hm5+fp9FoDQ0NOTk5bm5uYWFh/v7+MTExycnJSUlJmZmZcLhLS0vr6vZ1X9YAACAASURBVOqampq6u7uHhoaYTGZJSUlCQkJkZGR0dHRcXJybm9vZs2ctLCzwmqmrq8OJ0tTUFBYWhn8FWKOkF2Q2yD7kYoBs2O9169atWbMGKm0oSUAXgvaGNvD777/38PAYGxvr7e2lUCidnZ2ANZqbQtr5waMHsklSfW5ubnJy8idk02i01tZWdIoaGBhA68ovqIP8o5EdHBycnJzM/XlvoX8ZsqlUanh4eHJycmtrK7ijqKgoNTU1d3f3hYUF2Lz8/HxEYM+ePXv58qWzs7Ozs7Ovr29KSkpubm5WVtaLFy/Onz9/7dq1Fy9e+Pv7R0ZGAvdubm5Pnjw5fPiwpqamioqKtra2rq6uubm5jo6OlJSUkJCQgYHBs2fPXr9+feDAAQ8PD1tbW11d3devX3M4HGTpeEtdcgYHB7u7u0dGRphMZkxMjL+/f3BwMMx2ZWUllUqF+qqurq6+vr6hoaGlpYXJZEKWWFhYWFRUlJmZGR4e/vbt24cPH166dMnKygolNhDE6uvrS0tLW1hYHDp0CE0dBAUFRUREoIICMSIgIAC3BPQ2BpQka9euXbVq1dq1azds2EBeDPjlf/vb3+7duzcwMIDGSV1dXXCJUW2EqAbPAio07lJwz49sFKxgrGhpaWltbSUqbSRrvqAO8l+A7IyMDHLO385r/s7B4/EGBwezs7ODgoKSk5P7+vq4XG5zczMk4+DX6XR6TU1NUVFRfHx8SEgI4jY4G0FBQTk5ORQKpbGxMSIi4uXLl69fv/b09HRzc3vx4oWDg8O9e/euXbu2Z88eaEpVVFS2bdvm5OREoVASExM9PT3R5ePQoUOXLl06cuTI69evnz59amlpeeXKlerqatyr4eHhqamphoaGmpqapqYmJN1yc3MDAwN9fX3Dw8PT09NLSkrKy8tLS0tLSkrKyso6OztbW1vpdDqNRquvry8pKSkpKampqcH3enl5vXv37v79+wcOHNDV1dXS0kIxJWrGzMzMTp06paKiIioqCu0HSnphpBEpEmmUsLAwaEHwIWvWrEEhAok4cdg333xz/PhxKpWKZCT8bKRv8N6S3BwqfD9AJuw3v/+9orW1lcFgkD094LD/G9rsoKCgvLw8ctrfnov6nWN8fLykpCQ9PT0vL6+srAz5/PT09Bs3btTW1vb29kKwWlhY2NraSqFQqFRqW1tbX18fKjk6OjpKSkqSk5MDAwN9fHzev3+PvImrq+vjx4/v3Llz+fLl3bt3I9e9b9++R48excTEEKEIj8draWl58ODBrl27jIyMNDU1b968efnyZWTFU1NTBwYG+vv7wVUXFxczGAyYvdHRUbCTwcHB8fHxeXl5xcXF+fn5eXl5FRUVTU1NVCoV0tne3l4Gg1FeXg53PCUlJTU1NSgoyMHB4ccff7xx44atra2hoaGJicnWrVuNjY21tbX3799vb2+/bds2BQUFKJ9gpGG5YZuhi4Jt/qB3FDSAcE7Wr18P9H/zzTdaWlopKSlDQ0PEiejt7R0eHuZyubOzswj/eDweYMnPAPILRcmDW9HS0tLW1gY+G5Qf/w5M/z7IDgwMLC4u5v1SJ6Q/dDAYjOjo6LKyMrSv4PF4LBbLz8+vsbGxp6ensLAQJGB9fT2Px0M3DDiLVCq1vLw8MTHR29vb3d392rVrz549c3d3B7Lfvn179+5de3t7S0tLOTk5MzMzAwOD/fv3FxYWIvafmpqCo8lms2k0WlFRkZubm4WFhZGRkaKi4vr1648dOxYcHBwaGpqYmFhRUQGkjoyMEM67rq4uISEhMTGxsLAQ8WJlZWV9fX1HRwebza6urq6vr8dL2N7eXl5enpGRkZaWlpWVlZSUFBQU9Pr168ePH9+4cePUqVNWVlbw+OFhHzhw4MqVKzo6OnJycuBGoIsCsmGbwZaQKneSnsQLQEJJksVcvXq1tLR0REQEm82m0+kw2wwGg8Vizc3NjY+P9/b2otMIMAmIcpe8UyKEJNhYQaPR2tvbe3t7BwYGWCwWYtL5n+8g82+C7LKyMt5HqqA/ehQWFsbExBAVO4/HS0tLu3v37tjYGJIg8OWQY6+trY2MjExKSoqIiPD09HR1dX316tWbN2+Cg4OfPn369u1bNzc3T09PHx8fBweH48ePgwdUVFTcv3+/iYnJrVu3SGnFxxXsfX19BQUFb968cXJycnV1ramp6ezsRJozICCgrq6ura1teHiYxWLBEy0vLwehlJubW1ZWVlxcXFZW1tDQ0NTUVFdXR6PRmpqaaDQanU6vra3Nzc1NS0vLzMykUqlZWVnx8fGJiYkBAQF37tw5d+7c1atXjx49amxsfOjQoRMnThw5cuT69esGBgaICpSVlVVUVJSUlIBdZBZJjIjUIylrh+QQkSX8FvIyCAkJRUREDA8PU6lU3G24EmgS1tra2t/fD1dkcXGRiFJ5Pw8lf0J2U1NTR0fHwMDA4OAg/p2YmIDP/u+G7IqKCh6fiOILzvwFIzk5OT09fXBwsLm5GakERHsDAwPp6ekMBgMSl+7u7tTU1JCQkJCQkKCgoLdv3759+zYiIiI2NjY0NDQyMhKtIl1dXd3d3b29vX/88UcjIyNVVdXt27fv2rVr//79BgYGYWFhPB6vv7+fy+WSukCgHD9zl9r1slgsUoDT1tb2/v37K1euREVFdXR0MJnMkZGR+fn5lpaWqqqqzMzMsrKy6urq8vLy+vp6BoNRX1+flpZWVFRUVFRUXl5eV1cHtqS0tLS2tjYvL6+ysrKioiIjIyMmJiYyMtLHx+fly5d37tyBkhEkvYuLy7Fjx0xNTU1MTLS1tVGwIyUlhWaWwsLCKIUkBQfIw6NDmpSUFFKb8MVxzH//939/++23gYGBfX19JSUlzc3NPT09kOuNjY319/dTqdSuri5S/MrfRn3ho36WPB7vf1m/7u5uwJq0rvwA0P8yM0m+hcfjTUxMsNnshYWF0dFRf39/Go3GP/svECQuP3DL0BOCx+PNzMxUV1enpKRkZmayWCyU8xQUFJiYmLx8+RL2e25urrOzE4lJ2LmsrCx/f3+w1I2NjcHBwQkJCZ2dnai1KSkpSU1N9fPze/bsmbm5uYaGxsmTJyGhjo2NxRWhj+PCJwZ/LAWSa2hoKD09/e3btxQKZXJyEustjUZLTU3NysqCK5KXl5eUlOTh4QFVlpWV1YMHDxITExHa1tbW5ufnp6WlIT1JpVKrqqqKioooFEpzc3NtbW11dXVERISjo+Px48dVVVXNzMzevn3r7Oxsa2trZGS0e/fuLVu2iIqKbtq0aevWrerq6khYrlq1ClAWEBAQFRUF/YcmxVCbgD+BmRcQEPjuu+8cHBwGBwfxvc3Nzd3d3TDeNBqtoqKis7MTt2gZn+In1q+pqQnUD/GzwfqRP+Avn/yXIRuGeXp6msPhzM/PDw4OBgQE0On0D5D9FeeDr+PvIken0yMjI4uKitra2qDy5fF4MTExNjY25eXlHA5namqKxWJRKJScnJzQ0FB/f//4+Pj09PSkpKS8vDygJDw8PCUlpampKTMzMzY2Fj63t7f3lStX9PT0LC0tZWRkDhw4EBoaileFu1Rb+Slk8/j682J1nZ6erqurQ7CFlg8sFquwsDAkJCQ+Pj4oKMjV1RUCcSMjI21tbUNDQyUlpX379l2/ft3LyysjIwP0HxLvRUVF9fX1VVVVEFE1NTXV1tbW1NSUlJS8ffv25s2bJ0+etLOzs7e3/+GHH65cuWJmZmZubg4tuLq6OtpQQXCydu1auB+kWxpYQpLiIcgG7r/77rtz586BrOvs7GQwGPCzJyYmsANMT08PtNrL9J38yWbTaLSWlhb00wE3AgcA2fmPwf21kLQMwnhLBWNzc3Oorejq6goKCmppaeGf+ldHNvbChLVub2/Pzs729/cvLS0dGhpC6382m/3DDz/Y29uPjo4ODAwMDAzQ6fSSkhJITwMDA3Nzc7Ozs6uqquh0ekVFRUlJSVxcXFpaWklJSWlpaUpKiq+vb3R0dFBQ0NGjR9HXZs+ePZGRkXNLLaWxpcbcp3eUxWEwXUi58Xg8NpvNZrM7OjoggRwcHHR0dNyxYwcy9qCNoSyVkZHR0dExNTVFw6dTp045ODh4enomJyeXlJQUFxcXFBRQqVQAmkqlNjY2VlVVQWfi4+Pj4uLy6tWre/fu/fDDD+fOnTt37tzhw4f37NmDWvf9+/fr6+srKiqiN5WQkNA//vGPVatWocklkpTECdm4cSMh/jZu3CgtLQ2tdnR0dGVlJY1G6+zs7Ojo6OzsHB4e7uvro9Ppvb29pKLs15Hd2tra0tKCakikaUZHR1Fi+DG4/wWDt9Q2G5YbLGRLS0toaCiDweBfOr4usolIcmRkhEKhZGRkwA9JS0tramrKy8ubnZ2Ni4szNTUNCwtbXFyk0+lMJrOxsTEvLy81NTUhISE7O7u5uRlJSiaT2dDQAN8D+b+CgoLExMTw8HB/f//Tp0+DmXZ0dMzLy0N5DlrO4qLQO+pTyAZ5hSgKryJ/vTeTyfT39z948CDEVegIhQ44BgYGRkZGRkZGe/fuhWYLCX+kSL28vHx8fEJDQ/Pz8ysqKuCdV1VVlZaWVlZWZmRkeHp6uri4PH/+/MmTJ69fv75///6+ffuuXLly8uTJI0eOHDt2bO/evQoKChISEtC96OvrGxgY6Ovrq6qqrly58n/+53/k5ORkZWXBbZOGUvhZRkZm9erVGzZscHJyys7OLi8vb25uptFolZWVHR0dHR0ddDodEOVwOMvkW6aXxk/I7urqgi52eHiYzWaTv/wXg5sf2fPz80g6UKnUiIiI9vZ2fmQvfNV9ByEWnZ6ebm5uhpAoMzOzqqoqLS0tNze3tLR0bm7uxo0b1tbWIyMji4uLpaWlDAajoaEhPT09NTW1sLCwqqqqqampvr6+sbGxqakJGqPMzMzo6OiQkBBPT8+EhISQkJAffvhBV1f3wYMHZF1aWOqes7AUHPNniT8Yi4uLQDYcbph5DofT2dnZ0tISFxd3+vTpbdu2ISpFm+D9+/dfuHDh2rVrt2/fdnBwePr06atXr3x9fd3d3f39/cPCwoKDg8PDw728vH788ccnT56EhISkpKSkp6cXFhbCipeVlcXFxbm6ut6/f//q1atXr1599+6di4vLnj17Dh48eOHChRs3bly+fHn//v1aWlr79+93cXFJTk4uLCzMyclJTEx0d3c/dOgQ/BM5OTl0jyfIRg4SyhNJSUl3d/fi4uKSkpKKiorKysry8vK2tjYmkwmeA6vTMsieWBo/y0GC9YM6luxW86eAG6ZrZmYGF9PY2BgVFYXSqT8I2XBte3p6KioqCgoKkGouLy9vaGgoLS3t6Ohob283MzN7/vw5j8ej0+nZ2dlUKrWioiI6Ojo2NjYvLy8/Pz8rK6u6urqsrAyi/tzc3PT09NDQUF9f33fv3iUlJb18+fLo0aP37t2rrKwk1zK3tIc8j0+a+ylkk8bvpNJkeHiYyWT6+vra2tqqqqrq6ekdOnRo7969BgYGxsbGt27devPmjYODw927d2/dunXr1q23b996e3vHxMQEBga+efPmwYMHd+7ceffuXUxMDNwqyGNKS0uhnULrn/z8fE9Pz1u3bp05c+bw4cPXr193cnKysbExNDS8fPmyi4uLr69vREREVFRUTExMRkZGUFCQv7+/k5PT+/fvk5KSAgMDjx49isJe4pCQnoDr16+XkJAQFBTU1tYOCgpCurS8vJxCodDpdMASmxeMjo4ODQ0t443MLY0Vzc3N4FYg9CMMCVa3D8C98JlVll82eEuk9fj4ON63pqam2NjYrq4uAuvFpQ2Sv+KXstnsioqK4uJiOp0Oe0ylUtlsdldX18jISGRkpJ6eXlZWFpvNBoiR3QgMDAwPD09KSoqNjQ0PD4dMFDoN6FpDQkK8vLz8/PycnJzOnz9//fp1wJq/fyKJHCBH/hSsFxYWQFuhFS2SyehHlZ2dfeXKFWVlZRMTk9u3byN96O3tXVBQUFdX5+vr++bNm3v37h0/fvzp06dubm4hISG5ubnFxcUJCQm+vr7v378PDg5OSUkpKipCAEen01taWigUSnFxcVFREToBPX/+/OrVq5aWlhcuXHj58qWtre2xY8c8PDwyMzPLy8uxIUFBQcGzZ8/OnTvn6uoaEBDg6+vr7e3t4eFx+fJlpCRJBRoMNmhvOTm5VatWGRoaBgYGZmVlwQtCKSNKvdAMcXJyEqHXr7LS/1st1t3d3bs0INEmZZUfnOJrIelTg5/9QHZ6YGCgubk5Li4OQu0/Dtmtra0geqF5ZDKZ6Ag3NTU1MTHh4OCwZ8+e0dHRvr4+2OO8vLzo6GgIM2JjY8OWRlpaWnZ2dlFREXR2oaGhEG3v3bv37t27paWl8LWgiBgfH4dDQvIOXC4XybZP2WyYdojg4GS3trZCDvXq1St0uQ4LC2tqakI1yfT0dGZmZm5ubmRkpL29fWBgYFJSEgpq0tLSvL29XV1d37175+7uHhYWlpWVBdKtsbGRTqdjXYLqNSsry9vb+/bt28eOHbt//76rq+uePXtsbGySkpLAnTc0NLS2tkZERJw8eTIwMBA1E9PT03Q6vbi42NnZmSiowJkICwuTDq6CgoJ/+ctfjIyMQkNDc3Jy8HXwtru6umDgsEyBFf0Usn+miIIrQmpqoGL93H7GXxFhvKXNIMfHx9va2mZnZ8vLyxMSEsDjksCR92ubMH3q/PxfRByb2dnZ6urq0tJSEKDd3d0onK6rq4Ny0sLCwtXVdWZmZnBwENK/4OBg2GMkYjw8PLAiBwUFBQUFxcTEwBxC8HTx4sWAgAAajQZmA99IqkVwvUTWQxwS/MzfmYDH1+KV9MJDEgfZGQSFdDp9ZmZmbGwMVCAoxaampjNnzhgZGdna2l64cMHa2vrkyZMPHjx49eoV2p54enpGRUVVVVW1tbUxGIy2tjbopUCVlJaWJiUlOTk5OTg4vHnzJjQ09PTp0+7u7iEhIVVVVe3t7R0dHdHR0Y8fP87JycnKyoqMjAQtjS4i/v7+aA2lp6e3atUqAQEBGRmZ77//HkHkX/7yFxkZmbt372ZnZ+fl5aWnpxcXF9fU1CA7jqiRuGEk3/LxIA96BY1Gg26E6LOhPfg3QXZ7e/vc3BwEGED23NI2kF+GbP7GBqSzyuzsbHd3d21tbXNzM5vN7u3tRTUGh8NhMBgcDqeiosLc3DwyMnJxcXFwcLCysjIiIsLV1dXZ2dnJySkkJCQ5OdnPz8/T0zMiIiI4OPjdu3c3b948ceLEyZMn79y58/btW4g6iDONZsowP8QCfRC1k/oR/vWTQB9/PjIygqB/fHwcyjgkQfv6+tBWF74lvM24uLjt27evW7cOfJyoqOi+ffucnZ1jY2Pj4uIiIiIgMW9sbOzq6gLjBoj39PQgJ19SUhIREREQEADr/vjxYy8vr7S0NKi9KRRKdHS0k5MTee0LCgrA6w8MDMTHx2/dunXlypVoeAk+BJMREhJSUlKysbEJCAhAkIOEaH19PeoYh4eHETTPz8+j4PfXkY2qClw5eT/QBu3PRTZQSJCdnJyM1CCQvbjUoPpzz0+S0rhB3KWN+UDfQlwAOg+Fzx0dHW1tbZ6engcOHEBfEQaDkZubm5ycHBQU9P79+2fPnj148ODZs2eIol6+fHn27FkzM7NDhw65uLig2xP/Zp7IrfDLQvhtM3QRvKV91QjusRCDDIGphj1ms9ksFqu/vx8N08bGxkAGT01NoUi2v79/ZGQEfmZBQcHt27ePHj164MABU1PTw4cP29vbu7i4YO/d1NTUzMzMgoKCjo6OwcHBnp6enp6e7u7uvr6+8fHx5ubm+vr6+vr6wsJCUKKVlZW+vr4JCQklJSWAY0FBQXh4+Lt3754+fRoTEwO9SnZ2NmS0r1+/5k/ToCJ43bp133333Zo1a06fPu3j45OXl5eTk5Ofn49XpaGhAa4y2RYV0vzfhGw8QiIa7O/vR4eePxHZXC6XILutrW1mZgbEMFxMQnVzf1sXrI8HvAuyiRmLxcIzYzKZQEx7e3tDQ0Nzc3NbWxuVSqVSqffv3z937lxpaWlhYWFWVlZsbGxOTo6fn5+zszPy1Q4ODtevXz9z5oyent6BAweePHmSlZUFH4CgmdThgjjnFxbP8XVexK8+NtJgBpBKw4ASsL+/v6enB9adRqMVFxcPDAwsLCyQfSw4HA70JBUVFZ6enk5OTo6Ojvfu3Xv9+nVgYGBERATo9oqKioqKiqqqKigWBwYGUEAIkV1dXV1ZWVlVVVVxcXFGRkZcXFx5eXl4eHhaWlplZSXIb7gizs7OL168cHZ2DggISExMzM3NdXd3j46O9vLyEhQUlJeXx7/S0tLg+7799ltxcfGnT58mJyfn5eWhWLOmpgZ1EnAowIfML+2Cu0wmizzln9WugxsBq/1nIRtjbm5ucXFxbGyspaVlfHw8Pz8/PT0ddg65CUD/y/xsYq15PB6Hw2lubq6qqurq6kK82N/f39bWBmYAdVxUKvXq1as3btwoKyuDY+3q6urh4eHn5xccHOzn5/fo0SO0ZTp06NDr168zMzORikeYyGazh4eHgV2y2R9sD78P/bF5Jm4ldk0gyXPUUAHZQ0NDsNk4SXV1dXZ2dk9Pz+zsLL56ZGRkYGAAAoqKigpvb28XFxcHB4fAwEAgKTs7OysrC9Lt1NTUhoYGNLLp7+/v6+tDgQKTyayqqsrLy8OLDXVXUVFRZGRkbGxsZWUlduQICQk5fvw4enrFxsZ6eXkFBgaWlpZ6eHgkJCS8f//+73//OzgQVLyjr7a4uLi5ubmrqysaoURERGRkZGDlGRgYgJ8MJ3lqaorE2b8J2Vh2+/v7iZD1T0Q2Vhy8lBA0QvGTmZmJBZ1sYfPF/DoRh4yOjkIP1N7ejmIiFovV2dnJZDIBbgaDgQros2fP2tvbl5SUBAUFOTs7P3z48N69e35+fn5+fo6OjseOHduxY8e9e/dKS0txZphY/icxOzsLLIKLhfGG8hipRLgfaNOID+F4oPUZh8MZHBxksViDg4NsNhupOA6HA6IXnywsLEDANDAwgFzG8PAwShMGBgbm5uYGBgZQDxYWFhYVFZWcnAxNdm5ubl1dXUtLS0tLC51OZ7PZg4ODTCazq6urra2NQqFQKJSampr8/HwIp2JiYsLCwsrLy0HkFxcXg8yJioq6deuWn59fcnIynU738/N7/fp1cXFxVFRUYWGhs7PzqlWrYLOlpaXJ7nvKysr29vbe3t5BQUGhoaFwY2pqavBQ+vr6+vv7wddBq7e4tKPVr3sjiJbQRgfc4Z+ObCzEbDYbWh8UzC4syaRwwJchm1jNmZmZtrY22AbsJ4tmAHjJGQxGXV1dc3MzhULp7u6+cOHChQsXcnNzY2Ji3r59+/TpUy8vr+fPn+/du9fa2trb2zs9Pb2jo4PH45FuucR5AEwREKPjxdjYGBCJ3xKKg/jQ5AzEKgOgcDww4DriqeGYyclJGo3W3d1NemjBV0EjUiAbsuz09HToyHNycsrLy5uamrDhbWdnZ3t7O17vpqamtrY2IBtVCwgHU1NT4+PjExISGhoaEhISGhsbCwoK2tvbKysrnZycPD09UZiDgNXNza2kpATVDBYWFkQjhV6vaBC1efNmJycndGkLDQ2FTgH9t8BTwY9Agyc4cp+C9YfIZjAYaBOIBCQhcf8sbwTAhQq5urqayWRGRUVlZ2cvLu2FsLCwQOKJzz05ic9QI02hUHp7e+fm5qDjRQw9NDREo9HKysrq6+urq6tZLNaNGzfOnj2bnJycmJiIoq+oqCgXFxdLS8uXL1+SVwWBDvJkUJXxlsqtYZ7Hx8dxMxELzs/PA82jo6PDw8O482RLTpwHs8Lo6+uDiAIUG6mEwtexWKyKioq+vr75+XlQQMgx4XrZbHZzczPKVXJycuLj49HpD+FaW1sbUnXd3d39/f2o7IQ/RqVSKRRKUVFRTk5OXl5eSkpKYmJienp6c3NzfHw8+k4xmUxvb+89e/Y4OztXV1ejXjguLs7Hx6e8vLyoqMjb2xuVNd999x3qDJBa//bbbw0NDeHUeXt7o+w/OTkZu6BUV1ej8BylXiRQ+S2d8/9X64fiBbgi8OQ+QPPC0uZuv3rGDwbxaHlLBcaE0eOv0iUJGpJa4/F4fX19QB6SeTiAlGrzCy3ISYj+E8eA+AS2SPHz+Pg4VBY9PT3AEywi/NeBgQEYRZir0tJSCoVy7949a2trki3PzMx0d3c/ePCgg4MDemdiTzaU6wHHsL6I/0jjBGLFScNbOC1jY2MsFovFYoGqGx8fh9eB3BuHw2Gz2Qjp2traUL/Y3d0NtQ9OPj09XVFRUVhY2NnZiezP/Pw8+j7ylvJBo6OjVCqVRqPl5uYCplCGlJWV1dbWQuPV1tYGOqipqQnxIo5JTU2FR56Tk5OZmdnU1DQ0NJSbm4s6BixfDx48cHNzc3Jy8vDwCAwMjI6ODg0NhUb87Nmza9asERUV/f7772GtUc0uKyt74cIFDw8PDw+PgIAA1GpkZmZWV1ejWLOnp4fJZELlRx70MluBkm5pK5qbmz9GNiKeDyool0f24icGb6mYZ26pBTKPb+DxE4AuLO31CJeDSqUWFRXR6fTQ0FDiwpKdTiH4JFfL/Xml58LCAmmaz1squ8CHvb29CC2Ih0paEw0PD/f393d3d3d1dcHJLigoYDAYzs7Ohw4dioqKIpUmly5d8vf3h0hrYWEBEIQ4CdkAgBiAZi8N+MekVTnqoOCf4ADyc//SgIMEvx/eEYJaKpVaU1MD96OtrQ0QhBwAigDEXsjBQbQNfwPJc7QcAS3W0dGBbg04LeRcYK+hy8XIz88vLCyEOhfueH5+fmZmJujn6Ojo+vp6Op0OVWNeXp67uzsqdI4fP45qAxS6i4mJodRXSEgIzdHfLVxoyQAAIABJREFUvHnz9u1bKA2jo6MzMzNramrodDqdTu/p6enq6kLwg5I8Er384iCpnP9FNvTZcGhIjn7u57u5Lc+2zH9ikOWY30LPz89j4SYQR/ICeCUb9XZ0dKAiNS4uDv12odgmAQQ/pskkMU/CM/DTETMzMywWC4mxwcHB8fFxBM3T09NwQpCmgbtJo9HwdJlMppOT0549e4KCgpKSktzd3W/fvu3l5cVisRCGoqYL3YzwnoyNjSG8A+WMVb6npweeMezx4ODg4OAgXjAcRn6Ar4+/goCTQqFUV1cj0V1eXl5TUwOJC0jb8vLylJSU2tpaPPve3t66urr8/HxkScrLy6HeRpVJUVERil/hzBAChEajNTc3Qy1DpVLRIa2wsBDgRjkZwpL6+vqWlhYWi1VUVBQYGFhQUDA8PNzd3Q39M/pPpKeno1Tn0qVLaEuJPsWoE0MJmZiYmLm5OemHjyYWkZGRGRkZtbW1ra2tKD+FJ4bXr7OzE6qETyGbAG9FU1MTnU5Hgr2/v5/YFf6MLsHuMsie+8QAlUvsK0m/ET6LGOxZvs0/sWEzhUJBUWpUVFR+fj54A1wYfkZRCf/05vh6ky4sLCAOW1gKPQcGBtDsC5lFIBs6HhAIfX19MJA0Gg3WEe7mzZs3TU1Nw8PD379/f/r0aRsbG7L1Qk9PDy6QzWYT2S3YDMAXYV8X38DTQtSP5uUsFgsgww9Qy2AyDAYD5rm8vLykpKSoqAjkcWlpKRFvgYCrqqpCXmNkZITFYlGpVFTy1tbWMhiMxsZGXE5hYSGFQsE08ObAYKOnUltbW3t7e3t7O4PBQHYGUlK8WuhohTLhvr6+0tLSiIiIvLy8/v5+wjINDAxkZ2eXlZUNDg4+e/Zs1apVwsLCmzZtwvZ5CB+xVY2EhIS1tbWzs7ODg8OrV6/ev3+P7GZqamp1dTXE1Z2dnQMDA8izIqJAKvpTyP5JNwLHC3w4dCOII/klDb8H2TMzM9gwCl4vFmg4psS76OzsRMEpIh5S54fHU1lZ6efnV1xcjJAfrYNIDTN/dprkQUi2kmwHPD8/393dDe+NP2JGXTMWfSzWcGTr6upQ6IpX68aNG/v37/f39z9//rylpaWPjw9iWfi4o6OjICsmJibwDDA4HA4ACh6jp6eno6MDegxSnodMAtx6hHFYNDATOp3e0NAAHBcVFRUUFMArKCsrKywsLCwsxLMrLi729fWtrKwkDTr4Xb7h4WEIawsKCtLT09EuB5wYcs9ItQLQJPUISXRrayvS5pgJhUJhMBg4Q29vb0VFBbhwOp1eWFiI0vfJycnS0tKoqKiLFy8qKioKCwsrKytjJz7sWg25H3Z4OnPmzMuXLx8/fvzmzRtPT8+AgICQkJCkpCQwNqjhwEKEJX3h15gMctUr0KeCwWDgFIRFghdIkghkof8Cb2Rubg5OPYfDQdAGQI+MjNTU1ISEhDx+/PjQoUMWFhY//vjj48eP379/j/qUxsZGuH34L3epwxV4hoUlloN02kXiA9+FEJOsA/39/ZWVldnZ2aScGREbbCqTyYS3Cl+2vr4e0CkuLk5JSamqqnr69Onhw4cfPnx48ODBx48fw9WDs8HhcLDBEpSJHA4Hp8WvAGg4IYAvjUYDHLHdfVdXFxAP7xYBT1dXV2NjI6lHRHf39PT0tLQ0dLpB1xvURjQ2NoJ8KC4uRtRLyo2zs7PBckDmUVhYmJSUhEp1kt6D5camF1AyEk0BRCN0Oh1uDG5OS0tLRUUFhUIZGBioqKiIiYlJSUkBcTw4OIg7n5iYuHnzZuzhu2nTJj09PWzGJycnh/Z/oqKi69at09LSsre3d3R0JMj28/MLCgpKSEgoLS0FMvGaoZQRQjHesqqKn5Dd2NhIkI1kD7xAhDj8Znt5ZH8qgpyYmOjq6oIGoKioCFsXxMfHh4aGXr16VVZWVlRUdM+ePUePHrWysjpz5gz08hYWFpaWllZWVvb29l5eXkFBQTU1NTMzM9ylugQ0akPfIGKngWkQw3NL/Qth+0tKSnJycqqrq/HkUBFNUtPwNdHrkUKhVFVV5efnwzrGxcVlZWU5Ojqampra2dk9fPiwtrYWbANIFdhgRI3YrpecH8DFje3p6QEhAwQjaodp7O7uBrlGpVLhFqLYrK6uDsL/zMzMlJSUpKSkxMTEtLQ09J5ER0yEaCUlJcHBweh19urVq9u3b9vb21+/fv3KlSvPnj17/vz5+/fv8/PzUdSIWhUkYjA9zBARMALNtrY2OAMAd2tra3Nzc3t7OyKQ6upqOp3O4XDKysqCg4MDAgJQqA+CEt3pv//++x07duzYsUNbW9vKymrnzp3QrGLDA+TV9+3b9/Tp00ePHj169MjZ2dnNzc3b2xuF0mVlZagcgJPW39+P2JFAcRmzjfG/yMbCBDYXjxzkFMzeb0H2p76grKwsISEBFRYvXrywsbHR19ffsmULdrvatGmTjo6OpaUlbsGhQ4fs7OxsbGwOHz68detWlH8qKCgoKio+f/68sLCQSLRJPMpfXUJgTfgTEMY1NTURERGZmZnw2NAIHalWGEgOhwNs1dbWAk/Z2dnp6ek5OTkpKSlRUVH29vaqqqpWVlboLUihUFpaWhA7giWES42zMRgM9NaBx4wwqK2tDVEakA3j19raClq6vb0dnyOwI24AisZzcnLQuBVV8enp6bm5ufn5+dAwlZeXI5qEwNDR0TEsLAx+V15enouLC9ofQ13U1NSUkpJSUlKCLm2QCQ0ODvb29jKZzM7OTmTj4TVhbmCKGhoa4K92d3ejV+rY2BiyMK9fv7569eqZM2d++OGHs2fPHjx48D//8z9NTU1PnTp19uzZs2fPXrx40djYGB1z0E0KW5CdOHHC3d39wYMHjx49evbs2Zs3b96/f+/n5wdRCl7+vr4+ftHIwhJH9+vIrq2tRcgJNwtmG/IuwluRV2RhqcIUKS4gDBKF3t5ewsGNjY1VVVWhH8CZM2cuXbpkY2NjZWVlYWGhp6eno6OD+lMNDQ19fX0TE5PNmzcLCQlJSkrq6+urq6vv3r177969xsbGO3fuNDQ01NTU3LJli6ys7M6dO69fv45KDaSsfHx8nJycEhISenp6YMiZTCZCTLDyeLpoNlBeXg7bw2Qy4Q+0tLSg1r+7u7u0tLSzs7OxsRE1ueijHhUVlZiY+OLFCysrK3Sdm5ubQycGkHGwuPi5paWloaGhsbERCSC4UhQKBQxDVlZWcXFxXV0d3AwQHehaBrgjjQ9vEOeEi1JTU1NWVgZRR3x8POqOQcBBYQdCOj8/Pzc3NzU1NTExEd27vb29qVQqfImqqiq8DGh6VlVVhTvQ29uLSBqAZjKZiLXgpMENgI8LxWJ7ezs2TkBsWlxcXFxcHBMT8+TJEzs7uyNHjgDf165du3//vouLy507d86fP3/z5k1bW1vsgS0tLf3dd98JCAjs2bPn+vXr9vb2165de/z48bNnz96+fYsyDqwAWFUARVKby+Vy4cf+ujdSV1cHg02QjTUFRewkAUFeFxBbyEHgmImJCQ6Hw+Vy5+bmGAxGcnKyi4vLkSNHoBDYvn37jh07dHV1FRUVFRQUtLS0tm/fbmxsbGlpqaenB83Xpk2bNDQ0dHR0DAwMtLS0duzYoaenB9wbGhrq6upu3bpVXl4ee16Ji4uvXbv2m2+++cc//vHtt9+iVdy7d+/wRiGhCEFSc3NzZGRkSEhIdnY2GsR0dHQgKMFzBZuGa0fUiN1bMjIyUI0bEBDw5MkTe3t7Ozu7s2fP1tfXT01NMZnM+vp6OMeoj25tbcU7A8qsoaEBPXyBcvjK6G0AQEM0hxgOfw7NBpPJxIIJvg/pErwGpaWl2CoJK0lRURGaKADWCHZhufPz81NSUry8vN6/f5+SklJWVlZeXp6Xl5eQkIDND2g0Ghhi/kIqGG+S9gey8TkUAdCidHZ2ghBE3U1+fr6/v390dDQ8pZSUlIyMjNjYWB8fn4iIiNDQ0EePHkGkbmVlpampqaCgoKmpiZ47p06devHixdOnT588efLu3TtUTIL1Q5iL8lzkaAiyEbgvs9vMT8imUCiIJJC2JVE88r24KtLAEoJ3bHiOlopgIZDOraqqevLkiZmZGTb31tTUNDU11dTU3Lp1K4yxuro6dqvQ0tLavHkztmaTkJDQ0tIyMzPbvn27qqqqkpISNnDZunUrmmvhSPCgEPVitxTsfyUlJSUqKmpmZhYbG4srh5PA5XKrq6sTEhJQr1pVVQV7iRwNHDDoh7DuY6eO+Ph4tFgICgry9vb29va+ePHigwcPrl+//vz5c5Bx8CVAMzc0NKAZZN3SAKzJh7W1taiTJREh6TOGqAscCB4hNE9wCJlMJng3uP5g/YqKirKzswsKCkpLS8vLy7F/UkVFRXV1Nd4irA+pqanoDeLp6Qn0g0iprKxsbGxsbGysrq5GUMtiseCHoLEbQnOkdXAAKOChoSFoWWEUsCg1NzdnZ2d7eHgEBwcHBwdjC5GSkhJU34SFhfn6+j59+vTatWuXL18+deqUsbGxjIyMurq6iIiImpraxYsXoadFjweo2yMjI2NiYlJTU8vKylA50N3dDSUZeirB//wt+xOtwAY8ILwIsnEZuCTI03A6/mQKfouz9PX1hYaGOjg47Nq1S1FREduuaWpqmpmZmZmZHTx48Pjx48ePH7e2trawsADKETJbWFjY2NigVZydnd3Bgwc3b96MXSy0tLQMDAx27NhhaGiInhWbNm1Cwwr8KykpKSoqii25REVF1dXVfX19QRUNDw+j/ResFLrXwbLC9WpsbKTRaKAU8aRramqSk5NRXeLv7+/h4eHu7g5CKjMz88mTJ/fu3YNIqKamBvQwkIoybwxiPss+GlVVVTDbNTU12OgICTL45aSOFRQhkjUgUtDOhrwV2FamvLwcNDN+gFcNv6WgoCA+Ph6hWGpqKmLWyspKxAzotVBZWcmfugfPi8zozMwMPBPUoAAG4C6h825ubkZjHRqNlpmZGRISEhYW5uPj8+bNm6CgoKKiIng+Hh4eLi4uTk5OT58+ffDgwa1btw4cOCAuLi4vL79u3To1NbXLly87Ojrev3///v37T58+ff36dUBAAPbZQiQAc4O+fgD3wpJoYpkI8kNkw3h0dnaSZAFsNi4YhDTZZhyqX/ghMNXOzs5GRkY6OjrwK0xMTIyNjQ0NDc3Nze3s7E6fPm1tbW1rawtnS0RERF9f39LS0tbW9tKlSxcuXDh69Oj+/fttbW2vX79+8eLFQ4cO6evry8nJCQsLy8rKGhgYwHVRU1OTkpICGyotLS0rKwt8y8vLY+dCBQWFM2fO+Pj4/H/Uvdd7lue17sufMI/WwbyuxCUBY9MRqKDeUe+9995777333nsvgIQa6iAQoIKowoARYBuDHTtOYmOM18Fv6skXXDL33plrZb8HviQhhPx94x3veO5xl7a2tsHBwdbWVpZhKEYZOVhLbW5uMgRfvnwZU/e5uTnwh76+vrq6utra2tzcXHd39+bm5j//+c/5+flhYWG3b9/e2dlZXV3d2tqiqvA4XVxcnJ+fn5ubY5Z968LgQXhoEPPFbwIznn0EYCtwMgMJaQQsvdmYXLp0aWlpifsE4hFagbW1NVaGa2tr169fx9p4ZGQEHJoFHD4qHM6gEoiCBuGFzw2vi70VzF4aNl+5d+8eMxvaWziD3d3djY2NDQ0NZ8+ehQvV19eH9rm2tragoCAxMTE+Pt7FxeXAgQOysrL79u3T1tZOSUlhR4P/SWlpaVtbG3lRk5OTq6urPF13dnb49TCK/2lXdPLPKxt/TpCmx48f8wD64osvxCNAsrIhpH/55ZfiKHnr1q2ioiIlJSVdXV1NTU1lZWUdHR1bW1tra2t7e/uwsLCIiAhvb29jY2NdXV0tLS0KkRbu4OBgamqqoqJy8ODBffv2ycnJmZqa4tZsYmKioaFx5MiRAwcOyMnJqampaWpqysvLHz58GKHR4cOHjx07dvz48b1793I7SUtLY+csLy9vaGhob2+flZU1OzvL05NSwOwGD7sbN25sbGxcvHhxdXUVls/Y2Bic+oaGhtLS0rCwMIwkX79+nZSUlJCQwJpWBF/woF9cXOSvT01NzczM4NVLlc/OzkI8woyGXIHV1dXNzU0GfbEfAWKnNT5//pyy++yzz6j7u3fv8mBh9lhbW9va2mLsEbkcrAAB44eGhkpLS8vKyhobG/Pz8/Fg6Ovra25urqqqampqGhwcFKtQgYPRnilluKN0cT7lqc7AMzk5CYbIabWurq68vLypqWlycpKkyYGBAc7f2M9mZ2dnZmZ6e3sTC/jRRx8ZGRnl5OSUlJRkZ2cXFhbCG2lvbx8eHoZbu7GxIXZYQM/sm3/aJRf988pmeyyOFPRjpMKcIIFHGEWgQ0DTe/ny5aVLl5qamnx9fY8fP66srHz69GkzMzMPD4+QkBBPT09vb29EVjY2Nvr6+kpKSkePHlVVVeUEzQyNu/iHH3547NgxRUVFDQ0N8hFVVVWNjY21tLSEhZeUlNTRo0cPHz58cPfCbPz9999HpvH73/9eVVX1wIED//Ef/3H06NF33nnHyMiosLBwdnaWxTJBLWyGRbgWy2pOZv39/a2trS0tLSUlJcHBwd7e3gkJCZubmzs7O25ubmVlZfgmsqCmsnGGZ4EyNTU1OzsLnZ9WjVBlYWGBZzRzC7+G2JKIUzv8J7xwxeMR9B1eB9ty5ijcHLe3tzHABj3ki+vr62NjY62trRkZGY6Ojrq6uiQ2OTo6uri4ODs7+/j4REZGcqp+/PgxMwlPDO4owealr3GP8fRg4Dl37tzMzMza2lpvb29jY2N9fX1nZ+fs7Cz329LSEr/A8PDw2NhYX19fa2srPsigvR988IGxsTF0kdTU1IKCAhJOcPseHx9fXFzk8ciqgc23IGj88Juud3+vbFB3sExJaz/BuoRXKSpbUHamp6fT09M9PDysra1Pnz7t5OTk6+sbHh6ekpKSkpISGBiI2YqFhQUBzGpqavv377e1tU1OTrawsDh+/LiKioqysvKxY8dkZGRMTEycnJwAtsFAZGVl8ajFVR9vZlJihUT0wIED8vLyIIbS0tL0cnl5+ePHj2tpaR06dOj999+3tLRsb2/nCAVcdfPmzZWVlbW1NSp7ZWVlcnISO8ny8vKampr4+HhdXV0fH5/l5WUkWDo6Oo2NjVtbW+i0eYNJXZqcnDx79uzZs2eRx/Ku82MpfXAMphcgEbHE5uCOYJHKpmuwtWU8ENQoxm6KmMUhC/BPPvkEpBmgkIl8c3Ozs7PT1tbW1dU1MzNzZGRkamqqubk5KyurtLR0cHCwqqpqcnJyZ2cHBw/me7gGfAxFjFp//vw5sz6SR/jZV65cIUeqo6Ojp6dnamoKuzPu8I6OjqmpKTCZgYGBtra22NhYwpwOHjxoaWlZWFhYWFiYkZFRWlqKD1tfXx8n+IsXLwLg7OzsoOl8s2tR+0Yiv/yfz9k48dBCBOPvL3/5C8p+QLSvv/76+90I9AsXLqSmpvr6+pqZmenq6rq4uMTFxbW2thYXF6ekpMTHx4eEhDg5OVlaWlpbWxPPbGxsLCMjo66u7uTkZGhoqKenRxdXVFQE7DM3N9fR0SGPR0ZGRlVVlRTNo0ePSklJHT9+nDrGO4sNzoEDB5izad58kXuAyGQcdRnBtbW1Y2JimpubL168eP/+/cXFRWbiM2fOjI+PDw0NDQ0NoZSJjY1VUVEpKyv76quvENS0trZqa2sPDw/fv3+fImbk4H4YGRlB9geDmVEEpJmZeG1tjUbLDujatWtg6pQmbUn4OwuJDd7hLIMRn+Mmww0AO0CIcHnYEu28tbXFA+H8+fMJCQllZWWdnZ18cWFhAVD/8uXLyBnn5+c5UkNPhwXOk+2zzz6DD8NTBbrI7Ozs0NDQ8PAw3mi4GI+MjFy/fn15ebm+vl40kbNnzxIfPDk52dfXV15eHhUVZWVlZWBgoKys7OvrW1xcjAl3Tk5ObW0tsoNz585hZvvo0SPuVaC5H/5R2/sblS2uPVtbW4LTSP8HqydQFQCIng0CeOPGjby8PHNzc7Id4uLi6HNhYWFRUVEQhvT09AwMDGxsbFxdXe3t7TU1NRUVFRUVFXV0dMzNzY2MjMzNzbW0tBQVFQmtOrl7ISIC3du/f//Ro0fl5eVlZWWPHDlCxo8I98akYt++ffv37xf9+/Dhw8ePH5eWlpaVlQUFl5OT27t373/+53++++67H3300ZEjRzw9PXt7e2EeU5dnzpxBWd3c3JyZmenk5BQQEDA9Pf3s2bOlpaXPP/+8urra1tZ2fHz8+vXrQ0ND1DH8jfPnz587d250dFTsUCh68AdW2cz0EJtEUozwqgPjo3dIljXoG/MA6AQwHExlehBjKDtC7BkAbRhUBgcHo6Ki7O3tg4ODy8vL2TrNzMyAGM7NzUEW5TcB/rt//z58AYyr//SnP0EWePbs2e3btxcWFkZHR3t6eqjsq1evnjt3jgMfOP3Y2BgBwdeuXePFuXTp0tWrVycmJtra2oh+tbKyMjY2jo2Nxa0lJyenoKCgq6urpaVlYGDg/PnziCCh+NFbUdAI9ttvz9l/r+zNzU3sBzhBQo6BPEBBY30JQv7JJ59ERkYyNmAPnpeXl5eXFxkZ+dFHH+np6Tk7O9vb2zs7O4eHhyckJOA7yhHQ19c3JCSE6GUNDQ0VFRWgbkZtqhNfLFiO4ux46tQpqI/4wRFURRgh9Uo2+PHjx0+ePElmCsM6BrtHjhw5ceIEX+GWcHNza29vP3PmDPuFjo6Orq6u8vLy1tZWJycne3v70dHR7e3tjY2NCxcuPHz4MDY2NiQkBJn38PAwyoPR0dFz587x/o2NjY2NjVHTIGsXL16EywVYwQmPBcf29jZByWJjIClEEKpeCp2DDf2Y+hNbT0HqonmjBuI8CmFzc3NzZGTE3t7excUlODi4tLR0ZGRkZGRkdHR0eXmZe1JwtRlpONQiQOTOYfN///59bLp6e3vBm0nfGxkZ4WgOcg/+COuG0wXH9LGxsaamppycnKCgIF9fX2dn56SkJCqbpXpvb29HR8fo6CiucThkgO6LBI43b968lkjt+OeVDbYKpEo/4FV7/fr1s2fPeK0fP3785s2bv/3tbx0dHerq6ra2tomJiZmZmYGBgc7Ozk5OTtbW1v7+/mFhYQEBAS4uLp6enuHh4f7+/paWllpaWvr6+k5OTmVlZQUFBba2tjo6OseOHTt06NCJEydo22R7qqqqysrKHjt27MSJE3JycsrKynxRWloaRI8Z4+DBgziNU9wkgZ84cUJaWlpaWppvY8IGPWVqB2b54IMPpKSkjh075unpWVNTg0FwZWUlUQQpKSna2tqZmZmcFIlYn5ubMzU1TU9Px6dqfHwc2JvKpnOPj4/j5YfGBEM6GEU3btxAaQJXjnUvSmxmaPo0TQTqi6hszjZsBNFQIk3gruArYlXMbphyFAmo33zzTVFRUXh4eHh4OLYHGEFxB05MTCwtLbEnp7V98skn0EsgbbOT2traWl1dvXDhwtDQEPwwzG5IvAacYS3F3gp5PHA7B5IzZ860tbUVFxfzYHd3dw8PDy8qKqqoqKisrIQr0tfXh6ni6uoqlAfE+VD5JbVdbyQs7H6rsoFX2Rpw79K2v/3229u3b/PSs+FcW1vz8vICh6aN6evra2lpeXh4JCYmxsTEBAcH+/j4+Pv7h4eHM2rr6+v7+fkFBQWFhYXl5+dHRkYaGxsbGRmdPHlSTCZKSkqwo2RlZQ8ePCgrKwudl2UNO51jx45JS0sfOXKEzDXGEpFkRZYz4zgVD7F97969IokQltmBAwdUVVX37dunr6+fnJzc19d39uzZqqoqokednZ1tbW0nJiZ2dnaA7S5fvtzW1iYnJ1dWVra2tkaAwdjYGHnP4+PjFPrY2Nj09DQACLg1K0aWiBzQATFERpkYRSSV1GIdRtViSCJJl6eCxUXtCiwL08pnz56hG2BIHR0dTU5OTklJaWtr6+7uxvuGpwqpeTCFnj17Jlz8Hjx4gHYdPJHNy/z8PLAPKWRsCc6fP08t0h8hS7KNunHjBsGqcBVnZmYGBwcLCgrCwsLc3d0DAgLy8vKwyUTbS2glZ9+7d++yUeFRJnSxQtP936psnpVIM1jzMlexj+Qx9+rVq4cPH9bU1BAE6Ofn5+fn5+npaW1t7erqGh8fn52dzRASFhaWm5ubm5tLJjlGyyRgREZGYupsamqqpqamr6/PeUJWVvbkyZNAfrq6ugoKCkePHgXloBMzguOV//7775PgLdI1MRXfv38/vZwjJsM3Pp9EWklJScnIyCgoKPCpmZlZYGBgZmZmc3NzS0sLJmYODg7Z2dmEDxHBMTc3V15eLisr29DQABd5dHQUIu753Yvmx7uC+AUXUypbvJ6gjRQcABTztGRlU8oMJHzxr3/9K2RdsQYWfEZhJs08Ks6guPhxIz169GhxcbG6urq5ufn8+fN4jKyurpJ3yp2GTBhxDbshPhVLIgLnsYZirQu1g668sbFx48YNqmV7e5ubgcU4a3amuOXl5XPnzhUXFwcHB/v5+UVERBQVFZWVlVVUVPT09PT29jLhCE418TT8z76ScKl9S/n6W5Ut7hLeCZ5KnIgZAQmMa2lpCQwM9PDwCAoKCgoKCg8PDw4ODggIiIuLI93H3Nwcnzi2qWFhYdHR0fn5+X5+fk5OTuHh4YGBgUZGRiYmJuxxoqOjAwICrKys9PX1dXV15eXlpaSkCBdkRD558qSUlNTBgwcPHTp08uRJgfqRs7Z3796PPvro8OHDRLOBipCCTC+Xk5PD+ZO+/sc//vGdd9555513/vjHPx4/flxDQ8POzs7Hxyc1NbW+vr6kpCQ1NTUgIKC7u3t5eZkT/eTk5MzMTH5+vqqqakNDw4ULFwbAK9+EAAAgAElEQVQHB3t7e7u7u/v6+sRgPTMzMzc3d+nSJR7rMDxpnA8fPuTY9+TJE0BooVGApwDfhn4spKm8na9fv8aOR5wpUT1/K3FJWvuxiKCFA9UBaMAQvHDhwsWLF2dnZ2H0I6OkxaIEQ/YLXwUwkWPozZs3kV+QA4EfZ39/PxjLxsbGkydPtre3WeuwxsefRMCU165dg5AIazIlJSU2NjY2Nra0tLS6urqhoYHVLyoKgc1DLYTK8UrCA/GNhA/Cf6uyYQghg2Mgefr06ccff/zFF19sb2+jb4UB4unpGR0dnZSU5OPjY29vHxoaGhcX5+rqamRk5OHhkZGRUVFRkZWVFRAQ4OnpGRAQ4O7urq+vHxAQ4Ovra2RkZG9v7+3tHR0d3dzcnJCQ4OTkxLdpa2vv27cPwI79vLGx8alTp+i7EEVgpLCyOXLkiJSUlKys7EcSF4n2RGhCb9+7dy97eHE8VVRUPHjw4LvvvgteGRAQAKqanp4eExMzNDTE8D05OYkvaGZmppaWVlVV1cjIyMDAAMEX8ObQtiwuLoIA3Lhxg1phTcvYyiyBUgbQCRhEmMLQvCW9zmjMP/30E8MGgwdGDj/99JMwTGN6EXO5sHbgmYCy8+bNm6WlpcPDwwxXOExADb9x4wYwOfjBw4cPJXXsTNhQRGZmZoaGhrq6upqbmwkgFiKa1dXVnZ2djY2Nx48fv3z58saNG1evXuXcLJapT5484aetrKx0dHTU1tZmZWVFR0cXFxdDgVpcXBwfH4cBwVOOn/a33cSS/5eVLdg5qIPEqL29vc1gl5ubq6ura2NjY2tr6+DggGjKx8fHwMAgOTm5rq7OxcXlgw8+sLS0DA0NTU1NjY6O9vPz8/Hx8fPz8/f3P3nypLOzc3p6upWVlZqamnDdzcvLU1ZWDggIqKiosLCwwN+NPbmjo6Obm5uurq6UlNR77733u9/9TrD8GK9FzjF/S1pamtBBgpDx0OfboMiSvcmds3//fiUlJWxtNTU1TU1NGZ9CQ0PxCO7p6SHpAruc9PR0ZWVl/LABpwCwOT4uLCxwUCGeBg0l1BS4xWiUJC3L4NuIzKTvfuUSwlPhh8Zh8cddj20xlnBB+RAelqzKx8fHq6urx8bGkBXSR/Fvf/z4MYGLOzs7cLxevnyJ18Lq6ipH5JmZmenp6aGhoY6ODgQv1dXVaFKFlkzcTojuWPJvbW0x2wgFA5t5FjcQoTi49/f3LywswDuAnYZGGG6WULoIeZgocQGSiItX5hd69vbuRdsGk1pYWPDx8dHW1nZwcHBwcLC0tExKSmLwKC8vLykpsbGxIRiFXEA7Ozu26+Hh4d7e3gIz8ff3Z80bFhYGvcvJyamkpKSqqsrS0vLEiRMgGLq6ug4ODh4eHqamplJSUlTwoUOHFBQU4ITA78Mi/91333333Xd///vf457/u9/9jm9mSuGbDx8+DFqyf//+AwcOkFh+/PjxP/zhD4cPH1ZUVDQxMUlOTk5LS/Pw8KiurhZP287OzqamJjj1KioqLS0tpBoQGHD27FmRawq/Dz252AkLrbRwQxXra9Gkf7uyJTuTpOGEmFiQC2ArBfj93a4VPPb+f/rTn5aXl8vLy3GOBU2jrV6/fv3Ro0egGVtbWzRa7DnPnTvHGMZuldu4v7+/uLi4rq4OCvWlS5fAB4mFoPcDEaKVhImEqohV1KeffopSgSSnlJSU3NxchGG4CkIzJizv+fPngtPxa5XNF9+qbMklzh7YZ6gpkeZT3H/7299u3ryZm5sLwYNubWVl5e/vr6Wl5ePjk5uba2VlJScnB/PJ2NjY3Nzc09MzLi4uMTExLCzM29vbxcWF6VxdXV1GRkZHRwdA0M3NzcXFpba2NiEhQVpa+tSpU4qKiseOHbO2tjYxMdHX15eRkYG6DaGPHaQIMyZKEAicKMEPPvjgnXfeYXHDgRJWIF9BgffBBx8cO3bs/fffZ2156NAhRUVFW1vb2NjY1NRUS0vL8vJyqCNdXV2dnZ1kceTn56uoqFRXV3NyIqxjcnISc5nl5WVYqRwc2ZyJrB9JR0noGcLmT/LU+IuXpBpf8uD43a63Jet3bhVmEvbkWDKAdt+4caO0tBT76rm5OdhUWFNvbm6ihBe8beZvaprbeHBwEAVGWVlZVlYWZT0yMrK2tiYsUgVfip2RWPVDO5FcNj169Oj69etjY2P9/f35+flZWVnd3d0cV4AxmItELin3/7+gsu/uXmgZXrx4MTw87OLiYmxsbG9vb2VlZWtr6+TkRPJsfHy8k5PT4cOHbW1tUQo5ODi4uLgkJCRUVlZmZWX5+/u7urq6urra2dm5ubnp6ekZGxtbWVlZWVl5enqam5v7+Ph4e3tDlrKwsLCysrKwsPDw8DAzMzMwMGCVo6mpqa6uLisre/jwYRFC9d577wkw5MiRIx999BGLnvfee49EHzzjKHduAGEGAKp97NgxOTm5EydOaGpq+vr6JiQkZGRkGBoalpWVDQwMNDY2trS0EB3U29ubn5+vqKhYUFDAUWxgYIDKXl5eXlpaInwMCeODBw84LIosK7FGAWISy3PJ+MZfu0TPFltlUeWisqErobRgXOGBILRO33zzDT4eAwMDHAkQCIO4o0CbmpoS7C6Y3xMTE729vezG+/r68vPzg4KCMjMz29vbQTAePXrEHStsQKCaYKICSiP6LkfkP//5z0+fPiUjc3p6GooOWRGTk5OLi4tCjCtc/IRP/i9W9ltfEQ+3f5hGxKlCchp58eIFrGsKjspzcnIyMTHx8PCIiIjw8fGBMZKamkriia2tbWBgYG5ublJSEn/FwMDA2NjYw8PDwcHB1dXVyspKXV0d5oC1tbW3t7eXl5elpaWNjU1kZGRiYqK7uzsU1tOnT7N9PHHiBOQQYug5I1LlIgSWfMH33nsPSgld+cSJE8Apx44dI4OQKeXQoUMyMjLKysqysrK6urqo9BITE01MTFhB19fXNzQ0NDY20qIKCgoUFBTS0tLAcckG4MRDz2bOhr4nXBZ+Po0Iw1UOi5KN+RcvyeYtKazm7zJ80wvFg1vggDhAsBIaHBwsLS3lHImnPevxnp6e/v5+cu7E1glegKDE1NfXh4WFOTk5ubi4lJeXj4+Pb2xsPHr0iL0gDx/Or+z/YRyxS2K7JKCeb7/9FiPMjz/+eHFxcXh4uK2traGhYXR0FMWGAPtfvHgBli/2jr9Y2ZLVLPmnf69sWA20apENibgyLCxMS0vLzMzM2dnZ3d3d2tra2toaEp+7u7uPj09ycnJ0dDS4NZXt7++fkJDg4eFhbm5uZ2fn6OhIaoSjo6O9vb25ubm+vr6hoaGmpqaPj09iYqKtrS2CX39/fwcHh9OnT6urq8vLyysoKMjLyx86dIgzInXJJXY0DBvQpKBSHTx4cO/eve+99x67GyBC/tYf/vCHd955BxRcRkZGRkbm5MmTWlpa7u7ukZGRvr6+NjY2pArV1tbW19fX1tZWVVW1t7dXV1fjPYeGHLbq1NQUgdPoo4WE9Ouvv+awCGefOpa8JIcQKvjXfFq+k3DBlXxH37x588NuVovkCfLHH3/kfqCwvvrqKyR/X3zxRXd3d1JSUk5OTnl5eWlpKRRtnKoxVmXxhPpzZmamubk5JycnMTERrnx4eDj5kevr65g3UGo8efiv0FgxbnHL8XgRv+fLly/pmPjvjIyMNDQ0DA4O4uYM3Awxi/FaTB2/VtliApGcTP75NDI4OGhiYmJlZWVpaWlmZhYVFeXt7W1lZRUcHBwXF+fj4+Pq6kpNmJqaOjg4xMXFeXt7BwUFBQYGGhgY6Onp+fn5xcTE+Pr6BgUFRUVF+fr6+vr6RkVFhYSEBAQEAIpra2tramp6eHiIJY62traqqqq+vr65uTl0bVY5jBPMx7ReyCRHjhxhN7l///4jR47s27fvvffeO3LkCAIctjn79u3jrPnee++98847CgoKgIbq6urW1tahoaE2NjYuLi4k2wKy1tTUVFZWAl0bGBjExsZiID0zMwPMBy0Et2kex3QpsfoWZS3p9vbzsv41lwvJ949SFp2PfQp3FOADbxx4+f3791++fPnq1auvv/76zZs333333erqal9fX21tbUpKSkhISFBQkL+/f0pKSkZGBohnVFQUph8eHh4xMTEo+qysrCIjIysrK2dmZj755BOsWrAz4DcHb8aZG79ZAA3aOUak/ALc0hjvQ7ZjQzk2NjYwMDA9Pb2xscGDDrxSEEX+P1U2dMQbN26gt6PEcfmXkpKCB6Knp8f/v6Ojo4+PT3R0dGxsbEpKSmZmppubm5GRkY+PT319vb+/v5WVlZGRkZqaGjlx1HRMTExOTk5wcLC/v39ycnJISEhwcLCqqqq7u7uHh4erqyvAS1xcXG5urqurK64MVlZWqqqqULQ/+OADYGkhQaAN//73v2cswXnoxIkTR44cOXz4sLKyspmZGcfWkydPMtKAiL/77rvq6urMJFpaWubm5hEREQgmCgsLadVNTU18MDAwMDk5aWVlFRcXh6iM7R1QKZUNrRRgCxUWxQ06Idz93joaim79a5XNXPHkyRNspBHVMzCcOXMG+gdTBKNFY2NjW1tbZ2cnsY7nz5/v6uoaHh6+cuUK2cevXr26dOlSY2NjTk5OeHi4qakp6eu+vr7e3t7Z2dkFBQVOTk779u07cuSIsbFxZmbmuXPnUKOtrq4+fvxYtF7gc2oaejNGczw6Xr9+zR6KUhO2XnjfPX36lL0phNv+/v7GxsapqSmQfk7Dkp57/7SyeRl/obJBrFiTYnW1vb39ww8/UIiOjo4GBgYVFRX5+fnOzs4cKCsqKrKzsz09Pe3s7LS0tJydncvKyoqKihwdHe3s7BDkurq6+vv7Z2VlRUVFFRYWUtB+fn6hoaHsRMLCwiIjIzMyMsrKyvLy8oKCgqytrRnKPT09LSwsdHR0DA0NtbS0ZGVl5eTkmJgxrAAh+eijj1i/y8nJKSgoKCkpQfXW09PT09PT0tICTDxy5IisrCyMQshSoDFUv7u7u42NjbKyspaWVnFxcX19fUVFBZYGEC2Gh4e9vb3t7e3v3r2Lww5ickZGoABkL7x6Iq6O0mQ3/uLFC6YFludAHK93fTQFlR5DVxbAqNAJR+S5igc75MFr166x3MbDEjo4Y3RLS0t5eTneS2lpaVFRUTk5OS0tLdPT0x9//DEWbejbR0dHJyYm8MGamJg4c+aMi4vL/v37LSwscnNz+/r6yNJlS4/ClzlBGCkKFPLn16vd9MqfdgMKUWlBV2Tuxattenoac+Fr167hFcPL8t1ucMevXd999x0PAXZYP/30k6TDzh4Yw7AQATiBKpOSkpgfvLy8ysrK0tPTPT093d3dnZ2dExMTGYttbGwMDAy8vb1LSkrgpqIhsLCwcHV1TU5Ozs7OtrGxSUxMRL0Mzp2fn5+bm4v2Mzk5OSkpiZx6c3NzaWlpW1tbU1NTVVVVeXl5BGYffvihjIyMvLz8iRMnPvzwQ/A7eXl5KysrPz8/c3Nzc3NzW1tbd3d32o+np6eHhwePDmYbbCHQUMrLy2Mzp6Kioq2tbWNjgzeXoaEhNgZsEBobG1nZTE1NBQcHOzk5QYq4fPkya2cAL8GLF90FQzbW5kzbgqv01VdfYUsk+fa8fv0af4udnR3UCZSssClj9S2mDsHJZg+C9ZQwtlxaWhofH+/v7+d8VltbW1xcHBcX5+Hh4ejo6O/vX1paevHixS+//JK9Oo5TPT09Z86caWpq4rXy8PDIzc1tbm4mMubq1avCv1gAzKKyf+0ELIjUP+0mAgi1IZxv2ClYJE9NTXV2dg4NDaGEED5NkqZQkoMcr6E4VIjnwz9sapaXlzEowsjwzp07z549m5iYiI6OdnJyCgoKiouLy8/Pj4uLY0MeGxvr7u6O9R7jRHBwcHh4uKKiorW1tZ2dXUhIiI+Pj7u7e35+Pin2JSUlubm5DHmhoaHEzOEH3tTUhCzcy8vLzc0N1TrsPw0NDW1tbah/9GCxr5GTk2MtCt5iZmbm6OgIIzw0NNTb29vb29vOzs7c3NzV1ZXDq7W1NfeGnJycpqYm2IuOjg6OEQ4ODiYmJoWFhVVVVWVlZXV1dQ0NDb29vYODg0tLS2FhYdbW1iKrBWY9vlMQ8NfX1xnnwP7YrotIMfEmSRb0X/7yl+fPn+Mqtrm5uba2hgRd8C4leSZi18PHwkKWPYgwLxZBBXiunj17dnh4uLOzE7IDz1sNDQ17e/u0tDQQCTghoNQtLS1mZmbiQVpXV9fV1QUrcGVlhUHru93w3N8epV7vEqkFXvFKwqwGsJIhDXILM/DKysrExMTs7Ozt27e/+uqrXzw9i6XVT7tOqJLHzX9A/aampra2tnjGEQvy7NmzoqIitF5+fn6xsbFpaWmRkZH+/v4BAQHp6ekBAQF+fn4hISFubm5OTk7u7u5WVlYBAQExMTGhoaH+/v62trbOzs4ZGRnJyclVVVXolj08PHx9fePj4+vr68vLy/Gmqa2traioyMzM5Ijp5OSE8uXUqVOampqampoAzzhIKSgoMEVoa2tra2srKSmdOHFCTU1NSUnJyMgoODg4Pj6eCYqlEnOkl5eXp6enm5ubjo6OhoYGS3VsTExMTOCXm5qampqa4uJcVlZWW1vL+9rV1XXlypWwsDA9PT2yLED9EKJCYT23e8FrRbTCi7m1tQUFAq4SaxSchW/evIkbJWp2xhtJ3yYB60quGxncwfWEToyyFlpJ2HliLoeAnpSUFB8f7+vre/r0aVlZWRUVFVdX1/z8/Pn5eXIdJicnOzs7Y2Jiuru7WbXCmZ6fn8fyQVQ2KJuo7F9zKpUcjgUjQAxj3+4GEAtziG+//fbZs2c3b96kU3z88cdIFgWF9a36Fv/6W/P33yv7woULWHRev34dCtTKyoqbm5uamhpWIYGBgXFxcVFRUXzq4uISFhZWXFyclpZmbW1tYWHh6+sbGhoaHh7u6enp7+9vYmKipqbm5OQUHByckJAQFRVlY2OjqqpqaWkJ2t3b29vU1FRQUFBYWFhWVlZZWZmdnc1coauri6jM1NTUwMBAXV1dRUVFTk7u8OHDMjIyMLDl5eVxRQPwVlVV5YfHxMRAtQkICAgODqZPc0dxGRoa6uvrq6iomJubOzg4GBsbU9wo35ydnTEwaGpq6ujoIGalp6dnY2MjNjZWX18fo+ixsTEmVEY4eq2IIrhy5Qo6X2oF3jb2DJAHcW4gaQ4hGdRWFm/CjAHevTio8XVw6+93U0/pfOKi1nGUXV9fB6MkFK+hoSEzMzM1NTUpKQl3Fzs7u/3792tqakZEROTn56enpycmJmZlZVVUVCApwCx3eHj44sWLbMth84lB9q2D3c+vtypbTOd0WUHkEq6o0KeY3CDE4noFjQTh+ptd9JpRRBJBevPmbabUHiYQdGz8RHibBgYGYHZw8cLDw728vHx9fZEeJSUl+fv7I/EPDAyMiIjAXTI0NBR1go+PD1AaHFdnZ+fY2Ni4uLjY2NjCwsKEhARezeTk5IyMDCYckkIZDzw8PNCVWVhYWFtbM5bIysoqKChoaGgYGhqamZmZmZmZmJiYmpqy8wevZW3LuxUTE5OSkoItIrg70469vb2rq6uhoaGqqqqJiYmPj09ERERCQgIoL9lWhM+eP3/+3r17WVlZNjY2165d297e5jSClYVgYD/avSDsc5SEvYmvJJUt1vIXL14k8Qhu3c5uRBhrF7o7g4cAWDDMpziobNHtxBKbDaiIN+B8iU6is7OzoaGhvLxc3Px+fn6mpqZYxKirq5ubm8fHx4+NjWEXOD09PTg4ODg4SMYS5wrwPtE1f9uh/dd6uSRfgCp/9erVjz/+KAmn/Pjjj19//TUHD3wYaeqSvL9XvxR79HZlo5tYWFh4+vTp3NyciYnJqVOnXFxcQkNDMcSBEIJjbGJiYkREhKurq4WFRWhoKE9qfCVNTExiYmLS09MDAwOdnJxsbGxsbGwKCwtxdsvKygoNDXV1dY2KigoICMjNzY2IiPDy8goODk5PT8/NzY2Pj+eZYG9vb2dnZ2Zmpq+vb2dnx7RjYGAA6crS0pL/2tjYODg4eHl5hYaGwp4loqqhoaG1tbW7u7u6upojVFFRUVFRUURERFBQEARx4HNjY+OwsLDy8vLm5uaamhoIbrTVmZmZ69evX7p0aXt7u7Cw0MXFhfwKwWJnUytiq0TuKM4WhMUI5ARanKBSsgjDWUFoGdlZCgU7LZwDKE9w4AK6NQi60PnCAheJM7dv37558yZsJ2wsZ2ZmRkdHMQmqrq6urKzs6OjIzc0FpOKsX1xcPDk5Sc7Y6uoqiabj4+MrKyubm5uSlf2ThLzl1yr4rT8SM8MbiZy6V/+YFcMB8S0sn/sWdgpSRlS5P+6SDn4R8nvz5s2e2dnZ1dVVhvdPPvmkv7//6NGjGhoa+GeqqKiYmpoqKChYWVmFh4eHhoa6ublRahYWFvHx8QEBAbKysnp6eiBoEJ4sLS1VVFT8/PwiIyO9vb319PQ0NTWdnZ2tra0dHR2J28nMzEQDl5ubGxsbGx0dHR8fHx8fHx4eDvDn6+vr5ubGCMQ07+Hh4eLiggExq82AgID4+Pi8vLz6+vrW1tbW1tbOzs7BwcGzZ8/29PRUV1fX1NQUFxdjmIS03tvbGxnb6dOnvby8Kioqent78VxEhX7+/PmJiYmZmRlgitu3b+fn5zs5OZHtQsVw4pEMihDnOU6Qwk8VmhsexBheApgIuinUIth5oIG8wRAneO9/+OEH0aeFTRn/HAsO4OGHDx/eu3dPci8BVwKLLGwBYTsNDQ1VVVWVlJSUl5fjx9fW1lZUVIQDP5LNixcvnjlz5uzZswsLC9euXcM27AeJGC3JseTn188r+y1E6LWEolFg0jR1Xh/A0zdv3vztb3/77LPPbty4AbPl5s2bOzs7/C3udkkQ5u+VjXX+gwcPCNc5f/68kpISdBGMQbS1tY2MjPz9/WNiYry8vLS1tVndMTYgEaChEtJsbGzs7e0dEhISHR0dGhoqLS2toKCQmpqak5Pj7OwcFxdXXV2NET/03IGBgb6+vr6+vo6ODuDkoqKizMzMuLi4sLCw4ODgkJCQsLCwhISEuLi4yMjIkJCQwMDA8PBwRkPGa8ge5eXlLS0tQ0NDvb29kGyLi4vLysqAzGNjY/39/dmkmpmZRUdHt7W18Y92dnaKbfPMzAwoMozhnZ2dwsJCGxubGzduvHz5krAiLIahiAjbELxBREKNOP7Tkj+TuCSdGJg0GDcl/e2FZEZkn/J+/3U3g10YAfM7CPiPiDBom6CBaEqo79XV1cXFxbGxMdpKbW0tbjgtLS1VVVXNzc2rq6usnBjZGWl4Xv24m6EljMjeYm6JYfr73Tw3ySGBZc2voYR8G52bb+MnQI/54osvnjx5sr6+Pj4+3tPT093dfffuXZr3mzdveInET+CDPRjKXLp0CV/XqqqqkydPnjp1Cmsb1OOmpqY49Jmbm3OYMzAwAPjT0tIyMTFxdHR0dHSET+Lu7g6oHBgYyAwTHByclpaWmpoaFxcXHBzs6uoaHBxMznZ/fz+GFdPT0zRaTuX19fVVVVX49WdlZaWlpaWlpWVlZXFL8F+EdKWlpcXFxTU1NU1NTQ0NDZ2dnX19fU1NTSDTjCKo/5OSkiIiIiBvRUREYJXU09NDWgjEIFCnpaUlIAsCfEtKSqysrKhs+MfoZXAdEhm7sKDgrAq/YEoZ6p+4nu+G20vGV0uu4gl2Aj0QfE4IT5y9hOuNINkR5IAfGhmhMBDhBW1ubiJJRJaL415/f794/fv6+hobGzs7O5HJUEn0O+Rkjx49YiHy+vVrSfz4p9+8JGcPSvbXeDKSN4YkcZfQV4F8nzt3bmBgYHh4GDHOkydPaNis90Xu3Pfff7+HoJOJiYn19fWnT59WVFTo6Ojo6+vr6emdPn0aNqmhoWFwcHBQUBC1bmhoCI7h4OCgq6trZGTk7Ozs7OwcEhISERERGxsbFBTk4+MTExMTFBSUlJSUmZmJH5q/v39wcHBiYmJfX9/4+DiWAJubmzAbhZX/9PT06OgoJp+tra01NTX41WLZU1tbW11dXVFRgaa/tbW1qqqqoaGhq6urvb0da8b29vaOjo66ujpcbvPy8nJycjizuru7p6Wl1dbW4iLX19fX1taGAOzcuXMTExOoqkCX19bWvvnmm4qKCnNz883NTSqbnRwzH8MxLZkKE8xVUdNcotz5KzxtAQcEB1BQ50SSLwdKhmx2eKKXi57NJaLAMCbe2r3oWTglcDIeGhrq6emB8Yf13vT0dH9/P7HnV69eRZIDRHP//n0QYeQz4okvhoqfn+He6tMgfYLh+GtzuSSLhmHsyy+/hDt59+7dtbU1oPfu7u7Ozs6BgQFo9HNzc8+ePQOHETMJh9E92ITOzs7euXPnyy+/bGlpMTAwQF6up6dnZGSkrq6uqanp7u7u5+dnaGgoeH86Ojo+Pj5IdFHZ+Pr6hoWFJSUlhYaGwuiNi4tLSUnBpMHOzk5XVzcwMBCtCq84Tswgu+j7ifjm1hwYGBgcHETnUlhYSAPOy8vLzMxMT0/PzMzMycmBw9Te3o6oCbnA+Ph4V1dXXV0dLT8zM5O7Kz4+3svLq6SkpKurCzc65GEDAwNnzpyBhiEJSK+urn799de1tbWGhobkheIiIrxmhL+65EFQTCCSTjfCIE8wAUURCxmvJHdPlLIYVCQ9GDhBSuLZ0FYJcsBAGVwS4jUUXNRA/J+iKhgZGcHMjSTpsbGxjY0NTCCYpkiluXr16pMnT0gaELgbxzhJzq1YrXNCAKAUGMj3u5HKv4aliMGdgzIv14MHD27evMkQde7cOUQhAwMDNL7BwcGFhQWGpb/85S+iYf/00097yEABjb9//35zczP8IU1NTUzM1NTU1NTUnJ2dxQc8U+IAACAASURBVCrbwcHB3NxcU1MTQoWpqSkQiqOjo7Ozc1BQEFbZSUlJUVFRdXV1KSkpaWlpjY2NZ86cQY7BqmxgYAATzrm5OZ7y8G+AjZHQ4id27tw5qnBgYKC3t5e67Orq6u3tbW9vx++wv7+/vb29ra2NZQpfz8/PR72LZDosLMzV1bWwsBAnBlwSibPnxeKuYMiGkvHpp5+2t7fr6upOTk5+/vnnIn6TgQT0g5bMTCyQOMlL/BGVzWFRjM5iJpEUJbzVsxlCODsCgzDff7J7ibxJ9LmsNjHVxnWbIBucQ4SXLEFTMzMzbJpwxf76669hL0FiuXnz5sbGxjfffEPHpYJf75KnhVebsLzilvh6N17+1W4StDg1/uIl2jxcFLHK4e5iKbu6ujo1NcVDZmBgYGRkhOcPVgIYOn/yySf/VdmQB7a3t/EmHR0d1dfXP3bsGOEyeJSdPn2a8dTExES0bRMTEzc3NxsbG8jZ5BPo6ura2dnZ29s7ODjExsYmJiampqamp6cXFBQsLS3hT3716tXt7e3FxcWenh7mhIGBAfSn9+/fl0wnIlgIt3aelSMjIzSekZERHqb9/f01NTUQ9FpaWriPubPr6upgaaampiYkJISFhfn5+dnZ2WVmZkJSbWlpwSe3pKSko6ODGX10dBSbmPn5+fn5+bt37549e1ZHR6ezsxNVLMZ5EDlg/AqBExx8Shku1Ne7l0hTB2Rg9hDoNZcQkgn+ED+Hopf0YHhrr84SXgQQk7pEcAcLZuFLRkYCwSPr6+tslCYmJgCF1tfXHz9+DI+Uaf7Ro0ecQUV10pI55H3//ffcAG8dmvl//PkG8bdRQsmhXDR7kbiABh7XLnZhV65cWVhY6O3tZWfM2WxpaWlnZ+evf/3rnosXLxKmjavi5uZmfX09qjCWI7jeIAZDOebl5RUYGGhpaWlra2thYcHqkRW3kZER8hkqu7i4ODc3t7Ozc2JiAifPkpKS5OTkmJiY0tLS1tbWtrY2juTz8/Poejj64OGytraGXWp3d3dXVxeei7RzoKuhoaGWlham8LKysqqqKjZn5EK0trYCL6akpMTFxYWGhvr6+rq6uhL5U1JSAjJQU1NTUlLS1NTU3t7e19fHzQPwNzc3B6oN4RHH/8uXLyNTFyRpBm7eVE6QYoEi6vubb76BJoFyTBwExc6ZA5CkrRkDjFjfsHQUzFgxzXMqFWlgTNuAJBCSWeYxfAP/0cuvXr1KqtP09PT58+dpcMLChqpCMfnZZ5+JpivQD4pP3LeSBwb0iz8H+37azeL4+cVdLcATnlrffvvt559/zsRFW+HMgNsJ29a5ubnR0VGmSvj0hFvvWVhYYELnMPfxxx9vbW3Fx8dLS0sfPXpUQUFBV1dXR0fHyMjI2toapQwxpBoaGvr6+iYmJp6enviN+Pr6+vj4QGy3t7ePiIiorKwsLS0dGBigatvb2ysrK/Pz848fP25paQkpqqysrLm5eWZm5tKlS5OTkysrK8wk169fJ3PoLatIspHq6uqIYsFTobi4uLCwsKCgoK2t7dy5cwwV3d3d5eXlmZmZycnJYIgANcXFxZWVlXl5eUVFRWDegIbt7e0gJPj3sU6njo2NjXNzc2E1kJhKwwbSBu7gGCfQD0knBpjHiLg4nzFs4NosJkuqlgtAkJ8g7C2hUkg++sUjAo6UiHS6v3t98skntAlOluwuCCu7evUq8TqcEe/duwfEJsx9Xrx4QXeHhA2H8c1u2CwnAWqaDflbSxbJVi0+/jXUD9kBnG9xiJQ0wfr0008fPnwoKMSCEsIdu7y8jNapsbGxoqJiYGBgz9zcHFFRfB85LJ6engcPHlRWVlZRUYFvDd0Cia6WlpaNjY21tfWpU6fMzMzCw8Pt7OyYrckJCAkJcXV1zcvLQ8px69atL7/8sqqqKicnp7e3Ny8vr7m5eX19PTs7Oy0tjV4LOoFmaWpqCgCOVfb8/Pz09DQeWYWFhTExMYWFhc3NzUVFRbGxseHh4Q4ODqmpqVgN9fb2jo6O4iWAs0JhYSFr/JCQEF1dXVbueXl5kJ/Ky8srKyup7+bmZhADUdzAkdvb23hcffzxx0TgXb16VWitJZ0+gfNEkiL7Fxow20rQbuHqJHitr169El5+2IZAbX3+/Pna2hqR3q9fv3769Cm6LOy0qYYvdyOUwB9JvGUfyaaGCDWSIJlPoHbyvqOowm3w888/5+zIpIRhw87ODqANg4cQKTIQS3JWJbkiv0ED/MXr1ype0APF8ovsUjGivHW0GBsbQ+O3Z2FhgUMGa9X79+8PDg7KyMhgWqCkpEQ2qZKSEidFQjYcHBzc3NwMDAysrKwQnFtYWNja2iIs8Pf3T0xMhA03ODiIB1dOTs6ZM2eGhoZycnLGx8fT0tLy8vKw6AWDm5ycnJ+fZzrE7JBUFLxPCc0A2gO6qqqqysvLgx/b2tq6srKCwfPQ0BApSvX19Y2NjaWlpenp6dnZ2UlJSS4uLlFRURjJ5ufnFxQUFBQUFBUVoYHlJCqOquAG4+Pjd+7cwT4FTjOelFSGUEZzrGT2xQiYOhYukqwq37JqoBzFt73cjbun+lGgXLx4kbJjQQNoAN6HolYSPqe3UfeMJXBIMAWGi8+G8sqVK3wMb5ab5Pnz50xN/D7g4jxkxGGA6Vlwpv+nK5tL6D7/vBvAKyw/eUzB1WE/BYi8h0mcJxQOPWfPnoXtqaSkJC8vr6ysrKysrKqqamZmZm1tbWVlxYbS1tbW3NycadvJycnY2JjDWV5enpeXV3l5+dbW1tmzZxcXF9fX1+FGzs/PZ2dnW1pa+vr65uTktLa2XrlyZWZmBkNOSAtYHoNbMSbh7LG2tjY3Nzc2NrawsHD16tXJyUmGKsBBxORjY2ODg4OY4ba3txNFXlZWlpqaCjbi4eERFhYWExOTnJycvntlZmZmZ2dnZ2cXFRWx8Wltbe3o6Oju7mZFurm5GRYW5uDggBMDIANPc/wahUcjiUoC7QbyE1MKMzHeI5Kz8pe7cTDw++iOOzs7f/7znx8/fry0tIR52vPnz/Hn5x1ltpbM3+Dnc47EjpVXcmNjgyEEvxF+4aWlJZLvYIEz84gsepFsxuOC3xmZxVsA37+qsn9t/hbf8NZZU9KzkxeZcXx7e5vzwx7WJcCfq6urd+7cuXbtWkpKCllhqLA0NTUNDQ0RFhBpwITt4OAAwT8oKAixI4B/XFxce3v7+vr6wMDA0tJSdXV1f3//+fPnq6qqamtr6YWMzsPDwwAdZ86cmZ6evnjx4pUrV27dugX5AY0Jd93Gxsb09DR5KwsLCxMTE+fPn19aWhodHcVFgBGcgyb+L1jRlZSUZGVlZWVlweEMDg5mnZSQkBAfH4/jZlJSEhul4uLiqqoqlActLS0QKlZWVkJCQszNzTFWhPe8sLDAbyus0YU3EhQOBhVoIdQcm3BhMUMvZ80u0G6mlBcvXmCN/uzZMzor9qQM6wI1F7M1DwqRv8wDmicJzYzcPWYSsvbm5ubW19cxQoDthNAd1AUKClHfyIqRP77aVYhxUvwXVvavXW9JaUSJi22lJH8dn06Uo//F9eMITC737du329ra0JPr6uqSGObi4gIXytLSElscW1vb8PBw4jvi4uJGRkagzoyNjQEqMy5fvnw5JydndXW1q6vLxcVleHj48ePH9+7dA8QYGxtbXl5mQuK8iEco6W8bGxuXLl2an5+/cuXK9evXL1y4IEJhxsbGIDo3NTWdOXOGXQO2RsPDw4DTbB+am5uhlCQnJ+O5HxgYCEsxNDQUZnlUVFRUVBTWBcXFxeXl5ZhqNzU11dTUTE1NBQYGGhsbo6oaHR3FuwNgGMkJk7cgpgpyH76sFJyoP9EaxejCcCwoKEB4H3/8MVMHCQpfffWVoPVR/ZQ120dimWhdQs0ObwS4SYRKrqyscC6H4wUQCYbDzo/Od+fOnU8//RQjTMwYMPx99eoVqIUklPE/V9lvtXAxnwgM8a2FPAr5Bw8e7CEiCKd7wKzHjx/39/cnJCSI7AU3N7egoKCQkJCYmJjw8HB26a6urrizRUVFNTY2sqVfXl4GNRsdHcUCb3Fxsaur6+nTpxi69vb2EuiWkJBw+fLlp0+fCnoayAOHdAgPUJyFYfjKygpsTMaPycnJgYGB9vb2kZGRyclJoB8wDYqPwIqhoaHu7u7i4uKQkBCsUVxdXT09PdHaQCoMCAgIDAyMjIyEz5mfn08+UHV1NfQSYv7Yw7PAR4KAyzCueYho8BZj7KbKOWKKD9gXUoLiU0ZwKhXc7dmzZ2trayTajI+Pr62tgS4zrwupFWUtXP3Z3VDZ8EbAyNbX19GkieTflZUVDNiZPbjZPv/8c34IQm9gaRq52JALFsC/tmf/Gs79c5jlzT+6aAvCiTiIv3jx4tGjR3sIzyT1kBnxzp079fX1HM7KysqSkpKCgoLg5ldUVLS0tKSlpcXGxhKKB+UXWgKspu7uboignZ2dcBXGx8dv3bqVnp4eFBREEG1LS0tlZSVZ3xxxkAAyFIFqs3gnxwheJblBUOn5J7DPIpBqYmKCyp6fn6dbnz17lmilvLw8YikxoDI3N7e2tgbesbGxcXR0dHV1dXd39/f3p3PDvqK+QRJ9fHzMzc0B4BsbGxnBGeghnOAhhrycaLx7uxcibbTuosqpRSqVpk6/xAQMIvilS5euXbt29+5d/KoF9EFlf/7557xlIlyGj9+aQIRMk8gYPr59+zZuT+IEBhz56aefMkHxq6Jm4JDAECLoAMIV6F9V2b+9m/xFJFHyBpD8Od9///3Lly/3XLlyBdH/9vY2abajo6NRUVFYFAwNDZWXl0dERISHh6elpfX09IyNjUFIys3N7ejomJ+fHx0d3djYWFpaEilyjCWzs7OkW1y+fPnu3btNTU1ZWVl37tx5/vw58/enn34KlQwLcQApVnq4joNJQa998OABEZr0bPBBzI1GRkboTPTRsbGxiooKUqr6+vpSU1Pt7e3l5OSOHj2qrq6ura2tq6traGiIXt3ExIRDMB6wwcHB0dHRCQkJuKnApqqvr4f72tbWxnwiud4niZmTA6m+uLNyT3Kj7uzsYOVMCaJ+p3owrubpf/nyZazVFhYWNjc36RfLy8tdXV2XLl169OgRudH0V3A9MfMAY4vxGrXV+vo6PfjRo0dgwLdu3cI+j6UvKmN+E54kPEZ4F7766iuseb744gsoGcIjk7IWJoP/c5Ut2dEla/03fs6rV6+++uqrPYuLi7du3friiy/GxsaCg4MdHBx8fHzQura0tGD31tHRUVVVxafkU50/f35xcZGTHFkW169fJ6QZE0fMX8A0eLcI4l5eXgYyZ4u+sLCwsrLC1uPWrVuSUymne44yyA2npqb6+/tnZmY4ErCOOX/+PG5a4+PjtCUisIaHh3Nzc3V0dDgEE0FGPg7SSXZPZmZmsBpBeLy8vAICAiAtxsfHp6SkZGVlNTc3GxkZ2dnZwYxtampqampCrEB9Cy4o0kPo3aT30sLBj2nbtFLOZ0+ePLl27RrfScQRrtXcn/39/ayx8vLyJicnoZUyZ1PcYqPOkI1vN1EeYkcjeK3Me7dv30aRIOZ+lPakN92/f58xnUcHkDxbQLq1EBoLBuKvVfa/6vqNnv1rFzT3PX/605/u37/f19dHJClb9KSkJBDv+vp6+jRP/9nZ2ZmZGWJ4WF8tLi5i74IZAH2L9SEwHNGA09PTaJDQYq2srJBHeObMmQsXLty+fZun56NHj0T0Mm8POMOtW7d4vxGNz83NjYyMdHR0DA4OIrLgEYEnC2RXOzs7CwsLjNEOHDjw/vvvC0udU6dOKSgonD592sjICHHN6dOnDQ0NLS0tnZ2dvb29WVVGREQgfquoqNDW1ra1ta2rq8MXD85Jc3NzU1NTc3Nze3s79xLxnnwgBnEsWxcWFtbW1liYsdhDYQ5BhZeLvRJ8xrq6uubmZhzYKisrZ2dnSaFgWqBzs1GnsukFnP84t9y7d484JUFtpbiBnkSAjuAMCnd3ej+6YwGTC2aiCEb67Wnk/1Zl//jjj/9V2dXV1eXl5d7e3mpqajY2Nu7u7hYWFn5+flA1UJpMTU2BAIBziVx7Ed2JoPXy5cs0crwswPXAgK9duwY4RSI3Oa08bVdWVlDL8rymozCcABKzE2b9vrKyAicT16/x8XGM3JHkVFdXp6WlxcTEJCUlISc7ffq0goKCjIzMgQMHpKSkTp48SViZtLQ0ylaiVhG6YgME78XT09PHxycgICApKYnYA3t7eyhWDN/19fV1dXXwxevr66nvrq4ugYVzEaBIxY+Pj2PtAJKDQXpWVlZBQQHhiJGRkV5eXjjCeXt7x8TEJCQkFBQUJCUltbW14esuEGhJ9FoM2bhVgTXRpwGahBZBaG3QT/B45JlJghwbPs4ArDnBGYUwQpBs33Jy+/epbFDCPYcPHzY3N0ekiLrW1NQUaUxNTQ2B4YC4PFthmIjFrEgyh2FDFDlHH6KMCCrndb9x48bU1FRfX9/Q0BDswsuXL6O85zFNNZNBCLH29u3bUNJmZ2c5ZV69elWsSy5cuIDyoLS0tLKykqUju0l0N76+vo6OjtbW1mpqajjpUNlkn8rKykpJSbGTkpaWVlRUxIrE2NjYwsKCjFD0aQoKCljZs7nMy8urrq6mebOcR1nMlqetrQ37bcwBq6ur6+rqMMJs2b0qKytjYmLs7e3V1dXZiJ06dUpOTk5eXl5RUVFBQUFdXZ0MCVdXV3BVxjDufOGXCxhCgAE+PjB/IFc8evQICieMKPEXYV0/ePCA8yt/C982RnahQQY2efnypaSzmUCXBQz371PZr3dxkj1KSkpOTk5hYWG+vr4mJia6urrk82ppaQUHB/f19XGgxi6a8t3c3GRHyNQBj1mEWoBJU5p4xhFrcvfuXbxMJyYmenp61tfXeQ5sbW1xfgIb4eAFMsXx6+bNmysrKwygWN0xDmFjNzAwUFlZmZycnJiYWFxcDEWbQk9ISDAyMrK0tCT67PTp08rKyhoaGgoKCpQ1Httk2WARKCsry6yCdMjS0tLT09PFxUVRUdHNza2oqCgjIyM3Nzc7O5uFPMwT8EGad2NjI0lFDOUlJSUlJSXim/l+Kj4xMdHV1RXXOCKGT5w4ISMjIycnp6ioKC8vz4xkampqaGjo7u5OsjBVKAhPQhJPZh8gEjMPfgbgfQwnQLoMHpQ++LpQu4GECF09X4Tf8lZBixPbv2Flc9zcg/MBXnjm5uampqY0CTc3N319fVdX1+7ubja02EWvrKzQpIE1aNKMzpcvXxbcMYCO69evw08i0xYHN9jADMckYFC+5BixKoOcTXDJ+vo6QB7MaVIJmap7e3urq6uTk5MJeMf0JyEhAesIc3Pz/fv3q6qqenl5OTk5WVpaGhkZGRsba2pqKikpKSoqysnJHTt2jLR2iptPiaJkPjExMTExMVFSUrK3t4+MjMRJPi4uTqzl4QyWlpaiXoPghXi2qqqKL1L3PFuKioqwgwsKCsLBEPNByJW4g1PlcnJy6urqmF7o6OjU1NTgKkplCyd/6hv7P0Iceeixo/i5KQqWErdu3eLEKbk5QgzPmhocUOSQiPFDlM7rf7Su/Dep7L8rfE+ePAnEi78MogEzMzNed01NTU9Pz8bGRgJZoB/QA65fv46J6+XLl5eWlvgvp6X19XXQOrhXsNpRggFILy0tcbdA2oL3zJvBe0NxcwuRLwEujl3YhQsXZmdnZ2dnh4eHsfby8vIKCwvLyMgICAiwtrYGfj59+vSBAwdwmMA3kChKPT09dXV1DQ0NXOixbBVmxIRYk2wtJyd36tQpdXV1RUVFAwMDMzMzY2NjNzc3Nze34ODg0NDQqKio+Pj41NTUrKys3NxcdMeSes3Kysqqqqqamprq6mo+RZKcmprq7OzMlI+6lGmE3G5ZWVmq/NixY/jk79+/PyYmZnZ2VnBUWM0IAQR1zEkRPJu9Gw2YkmUiBxOk/YudvGTwCCskaFjsJl++fCn2MqKyJTeC/46VraWlFRIS4uzszGQp/BWsra2DgoIcHBxkZGRMTU07OjrYbwPqMe+yv2S5hTZnbm6OTTgw+ebmpmB3jIyMIHmcmpra2NjADQzqAl/nPWPOYVV248aN7e3tjY0N7JoISbl27Ro4CXtH4QhTW1s7MDAQEBCAcx9Pc6IlfX19/fz88A3k/1FTU1NHR0dPT09DQ0NeXh7zeXr2wYMHidgj/ePAgQOnTp3CZu3UqVOysrIILFjN+vj4BAcHR0VFJSQkoB4CPKFn08KZQ/Lz88vLy8kYb21tLS8vDwkJMTIy0tTU1NDQOH78OKGBJ06cEM6GhHATvP2//tf/8vf3n56e5oYHnoPGCTAKLYLzD7Myh0KGZrBqiCuM5qKs2YYC8An/A5ATuCJI1ATG93pXXPPDDz/83OL+/3plv9o1eNijoKDg4ODg7OyMutHU1NTZ2dnMzMzOzg6Nuqurq6WlpbGxcXZ2NgMDPfXChQtzc3PQlOF24vQlhLrAtxcuXMDzE5UXYF9nZ2d5efnS0hJ7Cp6YbHSvXr3KmCj+ITwSIB5BjxZ6VWix3d3d6enp7e3tY2NjGFwpKiru27fP2NjY2dmZKQW1GLt0d3d3e3t7PKhOnz6N/6WioiK5kh9++CEJIZIRZCoqKlJSUkwpMjIyJ06cUFdXp/Fra2sbGhpaWVm5uLh4e3uHh4dHRkYCa7DuycnJycvLy8jIyMrKwu61trYW6yzckLFw0dDQUFRUFAF/x44dg0u8b98+WVnZvXv3ysvLj42NYUjJblJIkOjZop1T2cDSQispGCnIGu7du8fIITzt8beXdFQTaqC3bH8pX4bs/6ebl//pS/wCexQVFe3t7WlmkpUNI8rKyop2rq2t7ebmVlxcDFeJHdvq6urCwsLi4iJTOLAgGjWWgjRvlKTnzp2DtNTe3t7U1DQwMMDUSJuhW7NTuHfv3vr6Og8ENJE3b97kyIiCi4UIXfzs2bMdHR0pKSmRkZHBwcGnTp1SUVGRl5dXVVX19PREIRYdHZ2ZmZmUlBQeHh4WFoYRiqOjI5Y6pruXgYGBtrY2U4qqqiqD+MmTJyHxCiCFBq+srKyoqEgX58ynpqamqampq6sLuoJQg4RYYVkIXh4YGOjr64u18enTp1VVVZWUlFRUVEgg2b9//0cffXT06FFpaWnC0OTl5fft23f06NHa2trLly9zn3MiFK8YeAiHSPaIDB5Pdi/hiILHGn8E82RnZweS7ePHj0Vu5VuJrG923d2xF/xpV7j+71vZnI0cHBxsbW15m52dnYmewRXSwcEBKNDc3NzFxQVr2lu3bl26dGlxcZGD49ra2vz8/PLyMjjJwsICJApaLwg0UDRbQ76TPo3mlLOjyBJZW1vj/cPc//bt2/Pz8yggSYph6UjAfVtbW05OjpmZGZACnn2YZeKPHB8fn5OTk52dnZycnJycHB8fHxERERAQ4OXl5e7u7ubmhs02QjgLCwuqXEtLS1VVFeGFuro6NsdMvXJycpQjpS8lJSUlJcW8zvBAEgNjjJycHHfF0aNHSV6F9Q5EIy0tTUQJTuHHjx8ntITnA58qKSnt37//D3/4Q2hoKCkF165dQ9HDPE1f4BQO31CYV8F5EmtLcbHuhUsoDNyYralsoTynQxPojKWEoNr9G1a2YJLsUVZWtrOz4001NTU1MzMjGo/+jfDRxcXFxcWFkANFRcWSkhI2MhQfIzUKBpaRlDuYHR4oly9fZtNLwgtENtiFaHnYzIGR37lzh3U0aiVw9OvXr09PT587dw5i3dTU1PDw8ODgIMYMJSUlRkZGLMn9/f3d3Nyio6OBtOPj42NiYkDr+G9WVhaa38jIyLCwsJCQENzssdl2cnKys7OjnZNhqaWlpaWlZWRkhEG9lpaWuro6DtxMyXyR9Eo1NTVVVVUVFRVliQsLAG4DGRkZGjzfjHUymKO0tDTVLCUlxR3CraKkpHTo0KF33nnH1NR0YGCAyoYRDrfp5s2bLBp5kalsihv6FOIGSXWwgPkE4Zu9j2TWsOCpQocSyQ2isr/fzWv896lsce1RVVUVvcrExERUNhYi7KhZGeBIraenR9Lp2bNnMVFgOQz7BxYOBhf0cvwV8OASuN6NGzcuXbpEHTMyAo9A7kPTBlpy6dIlejOVLQzKxsfHe3t7oSg1NzdnZGSgNeawGBERgelwRUVFRkZGXFxcRkZGUVER2EVBQUFOTk5GRkZKSkpiYiIoXkxMTGRkJM72pLASHe/n56erq6urq+vs7Ozo6MirgbxI3PxWVlZ8amxsbGNjY2FhYWxsjEeFnp4e1oe4bbGFUVRU5AM5OTlKnCfAqVOnaNtHjhwhOwqcm+3SH//4RxUVlfb29sXFRdoHx3deWyHs5WgowBDKFKaHkAm/ZQCL6AFgRMzZYsjGUeTNmzdkBBMa9v+DylZTU8N1lxZFZfOBjY0NFlBQLNDUuLu7855FR0dfuHDhs88+e/jwIQlA6JGA/+CTUNY0csZugHAmGU6Ea2truAjwKWs2BD4Er5Azy6SOaxQIYH9/f1NTU11dXUVFhb+/v5GRUUBAgL29vbu7e3Jycnl5eX19PXFExMOxDAesoMpzcnKwm0pLS0tKSkpISCC2ITAwEHVCVFRUXFwcGZZEkXh5eZEWQmQPod2urq4scQlRcHBwsLKyMjU1NTY25pWEN0sMA/eDoaGhrq4uh1d9fX1eZC0trdOnT2tqaqqoqKipqSkqKqqqqpLRo6SkBKOroqKCnGlgKFrD1taWWLALVhmEEDTFf9q9hDEI1UwPFp4ekpX9lmUKg7VQsAvg79+tsgV4skddXR1Fo4mJiZGREZVtZGQE/EcKuo6OjrGxMf6rtra2dnZ2BDcGBgZevnz5xYsXUNXm5ubAMSCWXLt2jTGDoXlpaQkHW6KMmK1B97a21YdDcgAAIABJREFUttgBEThEZUMsXllZwUJyYmICf6ChoSEI2XC2amtr8/LycDgJDAzEw7uysrKiooIQ3sbGRhC3trY2HEf507KyMrwcYKJnZGRQ5YmJiVFRUQLiyMrKguyamJiYnp4eFRWFxX1ERASusCEhIZGRkeHh4ag0gBdB0N3d3Sl6JhzOM/b29ra2tlZWVubm5hQ90yCPAkpf1LqxsTGTjKam5vHjxw8ePJicnHz+/HloOWLXK+jgnAupV2pXmDe8VbJU8/Pnzyl3bgNkmpJtXniPiJL94R+Nrv99K1tDQ4Ozo7GxsWRlA4yIHsN7gCW7i4uLn5+fvr7+yZMnIyIi6L5Xdy/gOZHs9uDBAxBoyE/ISxmm7969iwxH7DL560Jhf+fOnY2NDVb3i4uLmJzTwmEL9vT01NTUZGZm+vj4REZGRkREWFlZ1dXVDQ8PFxYWUs0kh5SVlQkuR21tLasTUd9FRUWVlZU1NTU1NTXl5eV5eXnp6empqalpaWmFhYVGRkampqaZmZmFhYUEhHIPpKSkJCcnZ2ZmooFHkEHWNX8Xn5Pw8PDg4GA/Pz+UO0FBQeTBBgUF4aEcERFByAblTuQI7wgphKqqqjo6OlJSUnv37g0ODh4ZGWFdtba2BlTFEoBpmz4tPKWobOHyA+SHDB5OFZUNqVWysiVdRH7czSR4/fo1ajGBkPz7VvaJEydYOxsYGFDHlpaWOjo6dnZ2NBgzMzPUkAyR1tbWpA7Y2tqamJhoa2snJyc/fPhwaWlJZCdwvsEJAPEBogSYnKurqxcuXOBPQcFREzKu8G6BkcPwhJHCwHPx4sXl5WWCVHp6ejBcTUxMJBLEzs4uKytrYmKitbUVoimRFE1NTWVlZWQh9/T0tLa2skZh6Y15GpSmxsbG2tpa4i2xlG9oaAgICFBUVIQckpeXV1BQwC1RunsJ35KqqqrC3Ytyz9+9sBdERZ+SksJah5skLy8vKysrNjaWDFgfHx8S7ry8vFxdXVl5smBSVVUNDQ3t6OjAYgFU9MaNG0zVAgaR9IMVBj1Y5IiMdOEfK1bozN9iaBHe7D/sRtFhZAVHlFTi/wOV/fPVjKQK4TeuPSdOnMAEXldXl7nQ0tISyQkPR1NTU6gLhoaGnI1I1QBAILsoIyNjdnaWjczS0hIGJouLi/RgKhtYA3Py2dlZanRxcRGSvhjTCfbEc4xdvXAiFkJxvPsJrm1oaGhoaMjKykLu1draCkt7eHiYRSC2DTU1NQ0NDejHent7EaXj3ADdtLOzEzfA9vZ24hNgpQ4NDcXExOjp6WEsgTEVjFlBgWpqauI3gQXFOh2BcEtLC5bH8LnFLwxxiumovr6+pqamqKgoOzsb3CY6Ojo9PZ1AMGyAYmNjAwMDyULhEMkNj6wBS0R26czKwpFMmKqJT7FyFQ7FVDZJfKLK/7SbGy+C4l+/fo0RAnQ/YJP/k5X9T7ePb1e2lJSUhYWFWDjr6uqS1KGhoaGnpydGbbGAMDQ0hEHBAsLGxsbQ0FBBQSE2NnZmZubevXvz8/OwRJCjU6OIDJgioOEvLi6yfJmenkaEQkuenJwET2QIAQq8fv06ztawvbHihFOamppaVVXl6empqKgYHR3NrIKfTn19fXd398rKyoULF6qqqqqqqiYnJ3EDHBwchNWN3RlCYNIXkA5gWDU2NnbhwoWUlBRTU1MWQ4iLR0dHqW8yI7Fl6+npgSwurgGJi38O7zluEv6tnp4e/ogFlnhowKDiwVJXV1dVVVVQUJCenp6cnNzW1obCg/PM1tbWzs4OixusK2nPLFnEuCzmE0ZtNu3M1sJiSozauMXSntHzfv/99zCz2aiLjN1/VWX/NxW+//36/q/K1tfXB37S0tLCtk9bWxv3BQAsHIc56dPdcUJzdna2tbVVUlKSlZXNy8tDfE5LZrMIPgVgNzY2BqWJsp6ensZHisQtPHBJnUNQiFXN1atX8cblUyJ1BgcHkfxUVFSUl5dbWFjIy8vHxcXhilZUVESkKhZqZ8+ezc/Pr6ysnJmZwa0B+mtvby/KACqbckTQMDk5ifR9aWkpOTlZT0/vfzN3pnE952379+R++H9wL9cyjNkuYxvRor2opEWSFAktWjDGMmRnsotSUQjZ99CmshQSslSWSAst2iSKJO39+j94X79zvhO5xtzmet3fB16mSf36dXzP7/E5zuM8TjIs4+PjU1NTCanilmDaiE8mGVm5KjIhIYEgB+7hlJQUWZ/H3DvxvmwlJRP6yJEjzDEcOnQIkwkf2blz59atWzdv3nz48OHk5GRZzJCbm4vMJzFUygxY6bmQLimRx6jdXZAtnRqp2bK+kbEDcfxJBsjnQnZ3X+ePIxueTU42yEadZSEd0pW9vf3o0aM5SDk5OVlbW9vb248fP56DJg28UaNGWVlZLV++PCsrq6ioiN9cWVkZAQAwY2bD0ARpIp45c+bMmTPnzp3j8wn1k3YmUXSMPqSnpz948CAnJ+fKlSvR0dGMq0RFRR0/fnz58uXIxj/99JOnpyd5xw4ODv7+/hAMhO2oqCj6O8T2xcfHUyxjY2PJSGcQ/fz586RSsfcxKytr/fr1lpaW3JaJiYnMMl9SXxgPJZpalj6mpqaywoG0NM4VPHOIr+aD8DHG8BiHk4fJ6dOnufc4Uezbtw8L4dGjR8+fP8/J5N69ewUFBaWlpdI7FFhDlzlNMo0LFaELgxiCPigi4LNnz+TfKheJEDpMnRajNikffzayhVV/MrL19PQmTpzo4OCAmGpra0t7WVoSqIEODg70cUaPHm1pacmOUPj3hAkTvL29Z82aZWhoaGZmFhwcjNwhZz7ScAAT4X2EUOIkoWRSycA68zs3b968f/8+PTYYOS6UM2fOwFlZZ7Nly5apU6f6+vpGREQcPnyYjQjbtm3bsmXLwYMH9+7dGxgYGBYWlpCQwIwZSxmxiVNZ6QShKl6+fBk4Yjq/cOHCkydPIiIiLC0tz507l52djdaGSYYTMD8gxEApDUm8rcwfyXwdTzamXVCK+E/8ktRyqfG8Trxfp06dIvvqwoULnCCxqmJpwu0kSfJwCaVyJ6mTxEF1OUECbj5NuSKHNiQ8BE7CsbK9vf0zdmq6Sz9TRkOpPnSg7BbZhoaGqBzs7mCVB+dF0EydxlIC52ZpOYNVtNnGjx/v7u4+btw4Kyur0aNHr1q1KiMjo6CgICYmhn21165dI7CBWUDmYhISEiCjIBv7XnR0NFnOIBvDMdkjzKRR2OLi4oh5YAPv6tWr6cBfvnz55s2bJBxcuXIlNjaWLG3sAESl8WS4ePEitZbZRKosdx0FGF9XdXX1iRMnLC0tk5KSioqKJDEHXAJcfHYgWCYDZM0XE7XwWua7MCFRMouKioi8YbAIBxgoz1RfuKCo9+zWuXjxImIfkQ/4Q8hVg3vQT2lra4NLKFfhwLYl3ZR5MD7y+vVr5byjhIoQMoaSjfUPweQzspEPBlUKoZf2kID7XyPbyMiIzouDgwP9GkdHR0yVTCvRPUYkAetjxowxNjY2NDSEjYwePZoDKDTG0tLS1dWVSZzr16/DuWklxsfHs4qBAfiEhAQeu4Js+GtKSgpSCenIRMTzC2ZCjANicHCwl5eXo6PjnDlzYmNjS0pK8vLycALevHkTjnvhwgVqKt+ObFX8tHTpmafk9RAGRCJCcnIyCnptbW1cXJy5uXlcXFxpaSnsHxWZ/gjzWsr5cJyluExlmksGFhlpkWxiBkCVI4wy/Sm3zUP1lZOTc+7cuejoaAb+JZeeEED4MbShRX1JyjUfp4oT+vrq1SvKNg0dSXeHfkjJhKM3NTW1t7dzJK2rq0PM/ow9yO6QLQGCXcD9e5GNbwQOzUjVmDFj0LBJ5KCWE80BaUEtsbe35/Mp556ens7Ozpqamq6urnFxcXl5eaCEZvjp06cvXLggGgiRGqQ+sFbi+PHjBKbhfSWsg2Hhy5cvnz59eseOHfHx8bt3754zZ05AQEBoaOihQ4cY22Hf7t27d9PS0uLi4q5du8YW2vj4+AsXLkB+2JoAlU9NTSUshZxlYnri4+PpKFEss7KySktLs7KyrKys9u/fX1lZydQPrjqghucOozmRKXKekzV59ESo2RUVFUJtkZCVLjxkZoZtyZ5kmJz7pLKykp/rypUrfC+i6RkOQK2TOGCIh8S8E6AqZEO5XEbZbqR3Q9lGSGloaPiMU2Fd6ISoK7LkgItGEm8miSjINTIy86+Rra+vj6+N2uzg4IDoQU42gydWVlZyZDQzMzM3NxeDm6Wlpbm5+fDhw9mF7urq6uTkZGZmNmrUqPXr12NzvXTpEjSRwyJmPRry586dS0xMpEASV4K0B4VFwAZztFSioqIOHjy4YMGC2bNn7969OzExkYNmcnIyPgrKMJUY7SUxMRH9AbGC0yoMBHIP84FVX758mQ4/s3C3b9+uqKjIz893cnKKiIioqqpitJ6SLCyC2SqiUWAaXZx0sjZSmeKnbA3Wqi/x3BG7isWU7TMcE4myYKEW2SBlZWWwZEG2yNh1dXXUaWEUysaNJHkrd4YgGoJs+Mmfh2xlcFmbescp24pfvHjBEyw3N5fa8fz5c9mw+ntrtouLC7ZV2uzUb2dnZ1CL2ZIQeEdHx+HDh0Oy8W1i89fX17ezs5MR2nHjxhkbGzs6OkZGRjL3TvgdJzbIRnp6OgMEkBMM3NnZ2eSWSMDprVu3zp49y6bd8PDwpKSkkJCQ+fPnE6538uRJwqFjY2MvXLhw+/ZtodEMSiI4oMCcP38e1qGU3oRe8xoyMzPxOmPhYhNaVVWVr6/vhg0bqqqqnjx5wrA9SRLMIzK4RW0GuwhwsrxGUm/4X/BaMSehV0gbnDtBua8DPa66urq+vh5bQXp6en5+PukiQkWQ82TNJOCWNXbCsLl5ZLUf/UiZ5GVPgyyIqqurk60MnxHZSlhDeyRMtaGhoaamprCwkH4cAjEPZB4g/Gjd6d+/Itvc3JwTpKOjIzWbbIYJEyZgvEQNpAEJG4GKIIxgVjY3Nx81apS9vT3LayZMmADcp0+fzsAiYKLZwf6Xq1evogFfvHgRcpyeno6YgPiAXAhFwaa3Y8eOpKSkZcuWBQQEZGdnnzhxYvfu3SRnh4SEHDt2jN/6uXPnTp06dfXqVRbcMHcDlSdbAnZEgBM3AJIIaSokaGJUxNzy6tWrRYsWzZ49G2JA1iMD3lBnBgop0sJDpBZKPSasTHqEIsx10em4GWrV21BFx6ipqXn79i1WSrIAeA2YsEWoVm6alCVmInfwWIDzKFfqyA3Ga+MEKV/hs0/ydoF1a2urMKhXr16VlZXdvXs3KSmJzUGnTp1KSUkpLi6G6/9Ov0qPYcOG0STnsIhj09raesKECVRlNjBRiUeOHIm2jZMElMPCbW1t8R8zF2hlZYUFef369SdOnEDMgnggPrAO78yZM0oPCeOrUrMvX7584sQJOthHjx5l6N3Pz2/jxo23b98mOZvNjmvXro2MjKQkc1S9ceMG6rIoetxdpLbSYQHQ3AAYFdE9YPZk1GdlZb169WrDhg3Ozs4QAGKnResA3BASCYFXmv1FVyZAlUFaWYSnrLJCfMWmJzsRhbTwzmRnZxcXF9NtkW2UQpeVu4CVnPu14pL178qXKoGU8kU4d35eZL8P61b1mh6eKuXl5Xfv3uVZvWHDhjVr1kRGRmZlZZHhLUuy/wWySWUA0M7OztBlmjK0PJBEIOI0JtlaTe4jEoqdnZ21tbWhoaGJiYmlpaWlpSVGlMGDB48bN45e4Pnz52NjY2meM/EF7MQogvrB1g4KeUJCwt69e3ft2nXs2DFsJAcOHBg3btyUKVOWLVvm6em5atWqgIAAHCC0gVA/WH2dmpqK5ALh4cwKnz537py06xHLITCgGXmRFcM3b9589erVrl27zM3NMzMz2UrIZKG4+6Vyw6FZY9DlMEeXBHTWK5aXyrI52X0KCrkBhJNwY1RWVjLnQUoOL4ONBcqCLY1DJeEWTPN8UK7OUT43ZNpAhD9la+Z/j+z3YS0ajnLR+pMnT27evHnhwoWgoKDFixevW7cuJSWFaBSoWnf696/I1tPTQ9HD/0QwEl1Ja2truuiQb6Xvb+TIkcxECV2xtLQcNmyYubk5O3+RTUxMTHR1defMmcPSaIYGABkcl0Ucly9fxiVCWM/Zs2dZERYdHR0ZGRkZGYkyGBIS4uLiAuERTd3f3//MmTO0LdPS0oiy5qISo52fU19gHbijtZOawon2+vXruGdRrFEb3759Gx0dbWBgcO3aNZKt5eiGvY76LSmSMm0lxIALMiDtbvldSldF9GYQJmu1MJTW1taWlJQkJydnZWUh9pFPSTQZ0KQlLgyEiisMW7mFVbYPy3EW4sSt2MUO9RmRLedFJaybm5tl5IfQ7tLSUupLQkLCunXrli9fnpSUVFdXp1KplEmZ71+/Inv48OFEF5AywxL18ePH0y1n4AB3vI+Pj4eHB44oKjfTr1jjLSwsrK2tZR4Wf5WDg4OGhsbkyZNDQkKioqLoY1Mv4+LiwDetNVYr0UKPiYmJjIxktQC2uNjY2MDAQF9f37Fjx65bt477ODQ0dM2aNUFBQRR4WPu5c+doEDILTJMIfgIX6tJuFDvo/fv3JeyKeANkkAcPHjQ3N6ekpOjp6aWmphJdQGbs06dPBc0cCuvr65VeOeUznf6fuEnlYKfshoBCCq30tN+8eQO/ZOD87NmzbLJj1Ly8vJyFekoqIt0WZA0ah3x3mT/g7CvglgOl3IeiFf5JyOYLyjInCgRPIQK8aT8fP36c7IqwsLDy8vLOzk66+v8a2ba2tnh/7e3tATGr8Zh34uMoJ8yA4IiHbfMncRkkmjIyyLESZdDR0fGHH35YtmzZ3bt3Cc+FapPyitUuJSUlMTHx/PnzbH/08/MLCgqCk8TExDA188svv+zatSsoKGjt2rUnTpzAwyTBI8nJySwSRw+hAOMovHjxIp4kXEQ8K/B4KPOtSV3DZMs4D/h+9OhRc3PzjRs3zM3NL1y40NLSIjJcWVmZGOuEIgMjaCu1FtbRZSVXk/pq7ObCCS0zBM3NzSqVqrCwMCws7Nq1a0giMnNOhhOFGWWDbwGy8UJhQH337t3Lly9LS0slIl683Vj8RPPmO3aq0xekUrapl51yiSghTJd6/MEPyuGPt4I/GYOA3dGyraioYH/5pUuXdu7cOWfOnEGDBjk5Od26dYtkiPb2dmVgFVDm2wnEexgbGzs5Odna2qJpoEnTLecv48ePZ+DAycnJ3t6eOVbcf1zQbkJ7raysrK2tOXpaWlpSwkmZOn36NKddeiVsOMf9AyFBu9i8ebOnp2dAQAD19eTJk+Hh4evXrw8PDyetb9OmTYcPH46OjmYPE2SDviOyNJQD1BK7QysHIqTsoqelpWF0pnsvSZmMzefn57MxB2RbWFgkJye3tLRIpjohvJze5CDIW/8+sgWyTYoLGH3wYpOYkHJ0sdu3bwcFBaWmpjKdLl1xoRxwEpDN96XBzmvj00A2CxjQauixc6CUdgkmVSUQlaGVUrnfv5T/qwv3aFWsJpNzBbImxYL+Fwvuzp49y8yUj49P7969Bw8efOjQIcQcygePFE6NcqfJLdRDR0enywkSMdvDw4NxPUllwDg1YcIEZEGEEVtbW0ZTJX5A1G5LS0sLCwsDAwNbW9vBgwcvXbr00aNH7LaLjo7G1E+wDn7ovXv3btq0ifbQihUrmAmIjIzcuHHj6tWrw8PDp0+fvmjRooMHD8qRMSEhgQBiSdihQ64k0LQ2aLYnJibymUgiVG4xzcnSRKaMCYAsKCgA2ZaWlhcvXmxubhZFggtCAnvGjw+FEKOcEAzlZnJl96Q7ZLOuF6R2dHS8fPny5MmTgYGBaWlpYqTmpuJ2gqrKEhl5VgiyG9Wrt9jvwb1Bs0YGEaAiEHQQLAVbwK1Mzu6OdXRBtvKkKO8PBIndk8XFxTgLkH1xdEZERKxfv97Z2fmrr77661//6u/vTycB+wq3X5dniDwleujr60trxtnZGXLMpDoWVnK9fH19Gc+mX0PUBvZAAsSQ/JiyhocghxsZGTk7Ow8ePNjGxiY1NfXUqVPh4eFMlLAQg/HELVu2zJ07F6rz008/hYWFHT16lG2ORJ4yeLtv375Lly6RA49SLso0swviEU1PT5dZeqQPREZs1mCamg3VpklE15O1triaCgsLQbaVldWlS5caGxt5bgqsBWHizeA3J/supJpKg1B5OOsO2e/evevs7OQE+e7du46OjoqKCtJcb926pWxtohXIQ0OeD/Bs4e6yQ7W6ulqJbMmkpEtap97UIVyW209ecOtvzXddWiRdWoxKWCsbRjJFz4spLCzMy8vjzSd6NykpicRGNzc3CwsLDQ2Nnj17+vn5UXEoH42NjUozSRf+08PQ0FCOjyyAJEODLD8MgBMnTnR3d58yZYqrqysf5/g4cuRIcgWIUyLhnJgYMsSGDx9ubGxsb28/YsSIgQMH+vv7nzhxIiQkZPv27SzpImo6NDSUZXwTJkzw8/MLDAxkC/ru3buJNmXR3unTp2/fvp2WlhYbGxsXF8dB8NSpU0lJSVevXmV+h0yflJQUnHqAOyMjA4bdxQuFeR9Yk4WC9ZSoKvrnVIgbN27Y2tqmpqa+e/eOvow0GkVL5qIuKmuneEc/Cdmtra0gGxG3s7OzpqaGGPyMjAwRZDAMKrNvlLBWatv8iZLN1iW8r/xDmSKTpwQIFreJ8OwPPv3bP+QyFeLbRdSTs2xNTc2zZ8/w4ZD/j58xLi7u4MGDoGLkyJE6OjqDBg3q3bv3ggULsOhwngHWcvNw5/zKRnR1dbHyMazOClM3NzdOk2PGjIGo4Hkirg6zFL4RYI2GDbiHDRtGEB6yoIGBAR3Kfv36mZubk+e0fv16NmMwCbt06dKZM2fOmzdv+fLlfCQwMJBY3pCQkP379585c+bkyZO43vDm06hPTEykWmMUQfsjbE3iBTGFsrGYTjvx2zKTwmGRgFlZ4yKLL8rKylpaWm7evGlnZ5eWltbQ0CCr7pQxedIeF+4h3jpo96eykXfv3rW3t4v3o7Ozs6Wl5dKlS3v27MnIyEBEF/n8zZs39A4bFWfH9y8+jRMwPsTy8nKWPjaoZ8lg9i0tLeBSGLbyBKkc4upSyFW/dZmCbCH93FpKe0xJSQlJ6riOmfTbv39/UFDQwoULPT097ezs9PX1//GPf1CzHz9+zDNTvqPAmnv41xOkvr4+ZVhQy95EJ/WljDtiKTUdR2tra6gImJZTI7TE1NQUfBsbGxMObWBg0Ldv38jISNyn8+fPnzFjxsyZM6dNm+bq6urp6blgwYIVK1b8/PPPyOqLFy9ev379kiVLNm/eHBkZieU/NTWVMZO4uDhGYNAKUf0wEqKLy1Q8fc179+4RWoLgjVWLSEGWXdB9pFQDbrZhVFZWguzRo0dfvXr17du3JSUlVOsuSUuv1SmPlEAe6Dw3xffc+LtPkKyCRv5rampCoMjMzIyOjmZYvbS0tKqqCh2aDjzKhnBZaXPyF24w9qNSs9nnVFVVhQID86mpqWlQpEAJP5ari7wjN6pUUKXRVGi63PCi7mEgy8vLI/eUY09SUhJj1Js2bZo3b9706dPJl9TV1R08eLCfn9+tW7eoKcr+kRRsec+bm5t7DBs2zNXVlS1bROPhIaFJDvkG3MxB8pm26svGxgbWIUAn2dHIyAiR28LCwsHBoX///qNGjerTpw8Fm60aI0aMsLW1JV3X0dHRx8fHzc3N3d2dRmZ4eDgNF9Yknz179tSpU6dOncJ6zzEU8YSIbinAGRkZ3AaMx4Ns0oplQxqnRklmY7wyOzubpGOQXVRUxKEKZNvb21+7dg1k8xCXgxcmJ+wW7yObQqXExO9R/UBzc3Nzu3po/M2bNxQ2TH+MqfMyaL+DbJCkJNbwH5CNf7CiogKnOHsfqdNCEt69eyelV6lpSGkUwyAB21DeLuAWZCs94m/evIHiY0ZnoQVEEbdmYmIiQ9AE/vv7+0+bNu3nn3/GALJ48eKzZ88+e/ZMPLdKfAtx4uphbGzMlC49SOIWGKXB18qMOiEv48aNg7FIE56CTbW2sLBgWIFIdiMjI/o4rKgbMmSItbX15MmTly5dunz5cjc3Nz8/vw0bNqxdu3b27Nl4xN3d3VeuXEn8bkhISHFx8evXr5mpYYQxMjKSRb1MwiMgyug7B0fmLFNSUmSCixhBvKzwEGQTejqiXrPpnZECtF46jq9evUpJSbGyskpOTm5vb8/JyUHG7pJ8IG5m5UCKUlX44NUdsltaWlQqVaOaqfNBlgPm5eUBDtGz6+rqnj9/DkC5B5DD29vblSYQSjv1Xmi6/Cy1tbXcsRRsRBXqNBWdV4XKXl5ezngElOb169dtiujhVkVYa7PamAqrZuMCId+M3BPdiFHnxo0bWPlZ3nLmzJm1a9fSg1yxYsXKlSujoqIYHZIZe37MD+jZJMMDXLoz/ClshDlf5X8ySMa4JDUbkUQmcVgEM3z4cCsrK0IZ7ezsDA0NLS0tx44du2HDBmImWRN64MCBbdu2sY1ux44dAQEBU6ZMsbS0nD9/PhMJMTExx48fj46OPnr06Pbt29lInZCQgJYnJlj6MhJgcuXKFck/4QSJas72JtEEYeEytEJir2ySpsC8efPm6tWro0ePTklJUalUjx8/fj/8DvrIo/yzILuxsbGtrU3EDYpTdnY266xYXYACTeWWqXWeGOJkUrZCGVCQzGwsXOIThP7SFZKzI8hubGykfjc0NMDUS0pKiMxluQI+9RcvXrQrps2Fpjc2NuL8pg/A5/NgfPjwISOz9B/wNlN90tLSLly4ICu1SNePiIjIysrCuMvQZ5N6EwPXr8g2NTVF4JswYYKrqytZIrQb6TXSjpFIBgo2e+UYt+EcyeQv3JqkXfrt+vr60BVWwhkbG6+uHK0JAAAgAElEQVRZsyY2NpZh7PDwcIKUQPbWrVtDQkImT55sYGDg4uISHBy8a9euzZs3BwYG7tmzZ+fOncHBwfR64uPj0TpAtoQ6oGozaknxhlJfv36dGwAbLWWbvEwC1Tk7Iiox4sUTs6ysrKGhITMz09nZ+cKFC52dnU+fPoWwiqdZnNZsvegC6y70tMvV1M2FFC2BCjzl8SHigpLNSdQw6ZzLwJhI2tIWofWDTVw2poqPnJ9FxG+aIIJv6vGbN2/IKH348CHFgk4wI/QvX75EesOxRIHnzqyrq2MXq2R+QxEZeaa+8MzkLzxm6cRdunTpxIkT+/fv3759e3BwcGJiYkVFhVgYGhWzZL9B9rBhwxiWgXiQJUIW1JgxY2SxlaTlkpBG8UYWhF4zCsnOLpxSbAWwtLQcNWoUcegmJiba2toLFiyIiopCmiUQNTAwkFjrdevWhYaGTpw4UU9Pj5DIzZs3b9y4MTAwkBSRjRs3Hjx4MD4+PiYmhpFhmV+89NsrKSkJBKOS3rx5k0EHOp0E13N2RBVR7ukSZNNCb2hoePDggaura0JCQnt7O8F5XaJ4xU+nPCY2K/oaH6/cH6zl1Ej+DtNlgw8MGzUa6zaHSLyEoLNZPUGj1AGVkwcMTEjVxzRLB56bpLm5WaVSgU6YBv2RmpqakpKSW7duRUVFhYWFrV69Oioqimzo0tJS9JlXr141qSN4YNg1NTUIMjwYKSXIrOQ/0u1nWQDD0Xfu3MEqB5OMi4s7derUtm3boqOjeauVKqdU7n+NbPtuLjc3t8mTJzM+QznHwA3ELSws6ETSoxk6dCjhJPr6+uzJ1dLS8vHxIT1MYiMp1QThbdq0afz48SYmJq6uriCbcs6KUZAdGxt78uTJhISEmJiYFMUl+GYOjeEdjokke1C26ajTQuctfvjwIcRDuXcLy/XTp0/r6+vz8/Pd3NxOnjzZ2NgIo1XGcchB8IPVWg7vn3QBJo5lENyWlhaWaH6QjYhmJybmd4oYvka1llynDofnFMG9gcJDS6i5uRla0tjYiD1DROLm5ma+ZlVV1d27d6Ojo7dv3x4aGnrq1Ckekrdu3aqsrOSVNygiM3lQQGDeH1uWEFMxUdIgo7TTYWCSkMW2x44dq6io4FCh1JdQKv81G3Hs5iIql047hRwrNuLJqFGjmC6DgbChwtzcnPUXWlpa/fv3t7Gx2b1797Zt20gFCQgIILsaE9+qVauI1vXw8Pjll19YuEjoY2hoaGBg4KFDhwieTEpKYnqXC+cgtATOnZqaSosRZZBOOzWATSMoIXhW0cKYQi8sLJTdzCUlJW/evHn69Km3t/eRI0fevn3LQ1/61c3q47l0j7vAWmDxwaulmwt5oUUdNQYruHfvXnp6OlHCkjECsuWhoRRD3qpj+KSCyuOFHpNcyOHcqG/UyVLKcii+KD6hoqLiwYMH6enpJ0+eJIs0MzOzsLAQgYjxH3k+oKCTP4H0RKkmT4YH4+PHj+FXHCvlVwMnlGDH+Pj4PXv2XLp0qaqqqq6uDhLC294V2d2dIImFRw8RncTV1ZV1CEzyErgD25ZQB06QgN7Ozo5WpYWFxbBhwwYPHqylpTV06NCgoKBdu3ZBm9auXbtixQrZqrhkyRI7OzsLCwtvb292FYDs4OBgKvfhw4cJCsNpfV59YbmWDO9bt26Je4TTSVZWFmcUEmLpL6KqsmiLss2AjEzpwkaqq6tnzpx56NAh0X2lZn+QTHeBNcXvg1drNxeVj09oVmckdGEjUGTYiGAabUTwrWxri1mc25Kmuijx8q8EvkrK3qVPLrZYVi0XFxfX1NTwgzM3gNUJTPPGClJBNknTdAw4yPICGFlnXJ+VL9wMbFG8devWgQMH9u7dW1paWltbiwhD4eiKbCMjow+qfuxgZyiBis4ecisrK8G9q6vrlClT2IuASZD+vLW1taOjIznFfn5+Hh4e48ePJwd67NixBgYGAQEBrB/gwEv2LpXbz8/P2trawsLC19d3xYoV7IFmnyLIPnLkCEk6NB1lpABDCJZrxJDU1FT29zGFTroxjUk2GHGEYv0hW25lebNclZWVzc3NdXV1P//88+HDhynSVO7XigVc8tAXZAtAObN/KrLRs2HYUsLZ+AgnxryKpg7ph3eiW8NP5J8rWS8XWh6UGkCLCZaXzSlZvK9KuVqUEz4IymWCk1eCilJZWcmpEYDKfmE8Z3IULi0tVYaw8eOUl5fTQeOgf/PmTVI5Y2JiduzYUVRU9PLly1bFxhx5sPzKRvBn41mlqe7k5OTu7j5p0iSW1zAECRGfOnUqEay4TThHYnYdPXo0AwfcHpCcGTNmrFy50tvbm0Vbtra2AwYMWLJkyaFDh0ihDgoKWrp0KSDesGHDokWLRowYYW1t7erqunHjxuDg4KCgoB07duzevfvw4cM7duwg+4uzo2SUnT17tsv0F5OwN2/e5LgNyU5LS5PlwtivebPgHpQKAi54jCKQ0SvZuXPnunXrhLN+sH3doDD+NyvaztLv+P0XbRpIdlNTE8yVoKxHjx7R9qdRIqO7cgRUftMmhZOpWX2sFB/L+xc/hdR1sbh8hE01q5vnMsSJtijCC6PNTNZh1mMaSFzmNTU1HGeVc3H4SRi75vdFN+3+/ftbtmyJi4uTPivjCFy/Th4YGxtPnjx59OjROP66eLJl7YHo2eCVQXfOkfAQMM2YgpOTEzfJpEmTxo4d6+Pj4+LiQr997NixOjo68+bNCwwM3LRpU1hYGL6RhQsX+vv7sykGGXH8+PFr166FiuAhIe89KiqKYQJUDiEkNLGEijA1jPcabYRWjqyDKigo4JgoCSHYU3kySmOvqqqqra2tqalp9+7da9asATofEaGFm3ap3H8A2UriDrIR1zhp0aARZMu0DrRYkN382y6dNLrfdXM1/tZN1aheSv2RS/gJDEdMfMql12LhQm2UncJyA6DVULDx2dIJ4tiD/k1sWHZ29p49e/bu3VtWVtbc3FxfX9+q3tvb2Nj4K7KNjIxcXV3t7OzgEtRaIrQp0pMnT3Z1dXV2dqavPnbsWDwk9CkRTPi/Tk5OsmWLnMuxY8eOGDECuNPNcXZ2NjY2dnNzCw0NBbXr169fuHChn5/f8uXLf/nll2XLltG0Hzdu3MqVKzdt2gSyt2/ffuDAgYiIiNOnT2MwkLwHxBAuyrY0F9mDA5pxAvLu0MbjbZWLt1W6MHQ9Xr9+DVAiIyNXrVr16tUrplS6O/k1KQJLlcj+1Atkt6p7ePj+7ty5Q8+P+DJRPICUskEjX0dewPss4oOXnDgbf9sw/8glt1CjOoBKOrLILMpL3mplTKY0U0Whp6FD8gQTCcodXadOnQoMDExPT29ra4PQg+y3b9/+imxDQ0NBtouLCxyDbWMUXSWySdRWIhtJxMnJydPTEzWQYQVWCgF3BweHyZMn4z8ZP348JpODBw9u3759w4YNS5cu9fPzW7JkCStgFi5cyICPs7Ozv78/ave2bdvCwsL27dsXERERGxuLAwS7HyoeLSskPxkm4MkFw3706BGSEw/0wsJCSLYkj+FUblDPfXHGl0O3SqWKjIxcs2bNixcvVCpVk8It2eVSokRZ2D4OjvcvkC1Y7OzsrK+vR39gPkC+HXeR9Bqb1BHX8pK6oLBNHXDa3dWqiMduUzv7Pjg+o5yjaVXYklAPmxRDBsJtZIqeYwB0/NmzZx0dHe/UeWs8KjkZ45qijZ+Xl4dWy0x7VFQU74MgG8fLb2r26NGjsWgjV09SXFLCEUOYPKBlA3YxTonx1cXFxcPDY/r06SxTnDlz5uTJk6dPn+7h4YEF3M7ObsSIEatWrWJvC3V66dKl/v7+AQEBs2bNIltw4sSJq1evZvFXaGjo1q1b9+7dGxERwf4h9owxQ6lMPLt69SpVmUwcdqXevXtXdjkrT4pisKZIiyzAs7i5uVnqXEdHR0RERFBQ0MuXL1UqVXNzc3e/4y7F8n+D7FZ166GlpaWzs7Ouru727dvYOOvr69vUs4Z467oQoVbF4fX9ryxU5/1LWYbbFIbVjwztfnDCgH+ivPd4PfL28mzhdF5dXQ2XAO4M/kC3amtrKyoqcnNzkbCys7MLCgoyMjJoYD9+/BjVX8xbvyLbxMRkypQpY8aMoTazF4+/MGpAzB9KHyUcIs6noZygk7i7u7MNcdKkSZ6ennPmzFm2bNnPP//s4eHx448/enh4MIE2adKkMWPGmJube3h4LF68eNWqVf7+/gsWLJg/f/4vv/zi7e1taWmJtrh69WpOkCEhIWFhYWw4iIuLY4kCAZMsHpDOIssRlTubZekWh3TyIGF4srIIb42yY9eontcQcG/dunX37t1v3rxpb28H6x8pYO2/Hf77+Od3d8G2+SKdnZ2vX79GH+DsSJOyQz3MIiyiSTEioMScYB0fX3cnQvknQoo+jmz5kZU/LLeicgShy+tsUTSwGtT+dX4L/OB0EhhWb29v57gJstmvm5CQsGHDhqSkJN4c0UZ+Rfbw4cPd3d0dHBzAMX/KAl+p3FOmTAG4KNmEAEI/EASnTJni5eXFUBn/a9q0afPnz//xxx/d3NwwYTNM6eHhMWHCBD09PR4U06ZNW7Bgwbx582bNmoXZfMSIEfAWf3//4ODg0NBQlnft3bt327ZtsbGxpGDSXU9KSoJzp6amcnZG8RCNCYs9f0pCiKR+yRFHUj7eqvOn+R2AhoaGBh5/8lvprta+X8b4ZX+k5nWHmLa2NpVK1a7O+3r16lV6ejqnXvoUlD1eqpJDN6t3JsmNoSycILu742B3NfuTbuP3f952BR1vVXSv5FZ89+4dnV1BNgch3lIaC2D60aNHLA1cuXJlSEjI8+fPuVEp278i29zc3NPTk+YiMwdwBgE0a2o9PT2Z84VwOzo6yiczNyBTOUwEy6Job2/vyZMne3t7Ozs7e3p6kvDEjeHo6IiH29vb28/Pb+7cuX5+fiAbj8rSpUs3b94cFhbGCXLv3r3h4eExMTFKZDPVi4OPhc3Qa3q5bLooKyujZ47YRK9LDG6cYKTzjDGyVe1Fpty+efMmICAA34j4kz54KcdJlJz1DyObv3R2dtbW1l6/fl3G5hGb4bU8SYTpNimGulvVkggAEmR/hAh9sMZ/5JPfh7XQdHlutKrnD3gN/FBwP94c2AjTyo2NjUgrTU1NRUVFEBKcDqzATUxMTE1N/eWXXxYtWpSXl0fNBt+/InvYsGF0WyZNmkQ15fgoIsnkyZM9PT2pxM7OzhRvAM3nu7i4zJkzh9FJNlhT3dllSO2H1ch6EARygoyHDx8+evTo6dOnL1myZNmyZVOnTmWyYdKkSSxKZB3Hnj17tm7deuDAgZSUFA6I7LGVkd5bt26xhxKHE/6EwsJCRnFpFgAIOTXWKq4uarRIHG/evOns7MzOzl6yZElWVpbMR30EGR+8PhXZnYoLgFZVVd27dw83i+SccFyTKam2DyXdSOWWMqzqPom9u8/v7ufq7usouXW7QpZRvsg2hajC8VEZV8vvBbrI76KsrEz2FqWlpQUGBo4bNy4pKQlJtAtr+menBkQKstGqJ02axGAvVmxEvfHjxyODODs7u6ovHx8fJmL4h4BbiI18Gk8D1HG6m7a2tiNGjLCxsXFxcfHy8po2bRqBQLa2ti4uLqzKDQwMZIvc1q1bDx06RIMGNNOm4eckSJv+S0FBwePHjxlnpFrn5+eXlJRw6O5CSEA5B3aJt6tXpEh2dnZeuXJlxYoVDx484Dn+EWHhcyFbCW6VStXS0vLs2TOJgRUDk5wK/q8hW6QVJYhb1DtG2hW1XERGBiMk75MnKkP1sMTy8vJHjx7dunWLMe1169aZmJhERESoVCoeBfX19b9BNme+KVOmgGyqNVgH9Mw+irvV09OTrTQTJkyQReLs9aIqy0lUKArUhUMnogodH0YqR44cCb4dHBx8fHzGjh1ra2vr5OS0Zs2aNWvWoPrhej1y5EhycjK2VUKksO8RC8gEDVd+fj7tOjG5FxUVSWKY5KYKuGWiURnVzsRuZ2fn8ePHN2zYUFJS0qo+1X1cW/iMyFapD3yVlZWPHj0SZMs8r1Jh/P3I7u7O/FRkd/d1lGxEQCxVXHnubFH3jzCiQAilXY+1kBL+9OnTnJyca9euEcMUEhJiYmKyZs0aDgNiiuLqYWpqSn2FT9MYly46fUegiUFq/PjxTCuidouE4uHhwW0gOOZCV+FMydMAQuLk5EREIJHE9N4tLS1dXFyI6Rk3btyaNWvWr18fEhKyY8cOWvHHjx8nY0QCn7CCAGv2t2N7ysrKevDgAVO6GCNlFl0Z3i7lQdkzU9IVFNOtW7fu2LFDoj8+0nD+XMhWHt3goJwWJB1KxkkEhZ+E7I+8zk/6/O4ueTFdxJPuarYMVoo9iwVRr169Ijaouro6Pz8/MzPz4sWLx44d49A1cuTIefPm1dXVofcrzwM9TExMPDw83N3dUeVg0pifpPPi5ubm5eU1depUkUc4JkJLcD45OTlxUkQAEROVUhen5EOjif+jIW9tbc24DcZAMzMzKysrZ2dnjH7h4eFss922bRs7HdnLQceRYAayt2UhHRO7Dx8+RDli0RF2Ivq60nGU4DKBsjKwFHLS3Ny8fv36Y8eOqVQqzpQN6sjJPw/ZnBqBFDxSTIj8vnE1dTnA/d9BtsBXXkO7ukILvlsVDX/RqWCGMGzOyvilKisr79y5g7HiyJEjGzduhI2MHTv2/v377e3tL1++VD4ze5iYmHiqL0E2oX7u7u5eXl5eXl6A3tfX96effpo+fTpwZ8Ep9XjKlCmOjo6enp6zZs2aPn06Ua729vZwG7woEucg+Q2S2oqZ28zMzNLS0tDQ0MjIaOTIkU5OTlKwd+3axc4DTCN4VnHtXbhwgUhpRjOYO8JNRnRdcXGx7Ph68uSJMGwJTQXZSihL0i5XU1PTunXr4uLiYAUc2v5sNtLa2krBBuL19fWM9NI3VYbdKNnt70d2dyrepyK7u6/T9l78CMhW+tebFTkkrGGQ9gLpEeQP4jEuLi6+du0amxYPHDgQFBS0aNEiTU1NHR2dmJiYjo4Ovo7c6j2MjY2nTp1KSfbw8HBycoJw023x9fX19fWlPHt7e8+YMcPHx0csUxAVVDyiAKdPn+7l5cXuBOZ0SMFkoB1Ak2Q5YsSIESNGDBs2DCgzEWxiYmJgYEDxHjt27OrVqzdv3hwREbF79+49e/ZERERERUVJ6qTkXmdkZNy/f//+/fsQEvzsT548gXjI8ZGMC94+5fFRxge7wBq1hLoSEBAQHx+PYorE1h2//LzIbm9v5y91dXWFhYW8YKWnr1WtVX8qsj9yfWqN/+Alr0HZr2lvb1cKUDIMQa9RuTQHdy7rr1gjmJOTk5qaGh8ff+LEiV27doWEhMycOfOHH37o1avX2rVrISTNCvPWr8imNjs5Obm5uaHZwVIQp6dPnw7zdnd3l746moabmxv+bPo7eF/5Tw6awJqEBtYkSF6riYmJpqamtrY2bERbW9vExGTYsGGsUV2+fPmmTZsiIiIiIyP379+/c+fOqKgo2bzBQr2LFy/ydzbk0qOqrKxkxxxT1rhEmLCqUlyCcsZSPlizQXNgYGBsbCwHFN7E7n7TnwvZCLRtigbkkydPatVLwHho8CtsVg9K/h9EtlK7BNkShKKENZwQxwitBv7+/Pnz/Px8NiNnZWWx0+L48eNhYWErV66cOHFinz59/uM//mP8+PHZ2dkiyPwT2RoaGrNnz8ZoOmfOnBkzZnAihHlPnTrV29vbx8fHV31BRRBPush5RA/DQGRIB0uqBFtSrRmXZATY2NjYwMBAV1dXW1tbU1NTX19/4MCBpJRYWFisXr364MGDO3bsYHb95MmTLDBgkxi5nbhSZfOnJLez4pYuOvguLS2lMMjWcXn84VJ48+YNtZxfALEynZ2dYWFhMTExsIKOjo5/j56tUqlorXV2dlZXVxcUFFRWVsJD2hX9xXZFe+iDCFMqayLVf67X+ZHv24Vkt6r3tLe0tGDQ4/lD5wsvFNM3z549e/LkyaNHj549e0ZqF7u1rl27Fhsbu2XLlo0bN86fP3/AgAH9+/fv379/7969t23bxv2PL+rdu3c99PX1f/75Z9qQ06ZNY7EBup5cyh4kBRsSghhCg4aEHRgI3kC4Cn0Z9l4j8BH/x3D7sGHDyNwxMDDQ09PT1dXV19fX0NAgaMrExOSnn34i2g955PTp05KhiiEd8xPBZQggjx8/Zu9ofn4+zriqqqrS0lLm7fAKS82Wc6RMK4kkwsgJyA4PDz99+nRnZ+fbt2/bP7pv/PMiu1XtPK6qqiooKGAnYpM6/7ddcVDr7mpXKGvKDtS/AdkC7g61TtqsXuEu5blWvSUHozl159WrV5hXX758WVxcnJ2dTeTfhQsXjh49GhISsmHDBi8vr4EDBw4YMKBv375ffPHFokWLampq0P7+WbONjIzmzJlD39vHxwcSAo4R8hChxTpCJ3LChAmAXgRsmjgI1ZwXcUrJsgTSS8gBJJCESEvwzSIyeLaWlpa5ubmJiYmhoeGYMWMY09qzZ09kZCTLeRngvX37dnp6OpkVrNYtKCigB8mg7hP18mbSRyXLXUiIclUSQ1NEkpJzhwMTZG/fvj0qKopjyr8H2cIBeI5XVlY+fvy4pqZG6QABu62KQcn3LyWqlKe3PxvZXW455d2FxioWYslO4dT47NkzQiM4HRUWFhIclZCQEBUVFRkZGRgYuGzZMlNT02+//bZfv359+/bt2bOnjY0ND1XeopaWlh76+vo//vijl5fXlClTZs6cyV9cXV19fX29vLzc3Nxk5BF1D4sIGh/TYlBzPodPls6ObGVnxJ1cHgYLiPyTNU4k74wYMcLExERHR8fExITYSxMTk3Hjxm3fvv3gwYP79++PjY1lNR4uEfbckeUOsknGkdA6EoEx90E/lKHXcFbKs3LKlelGztogOyIi4ujRo1ga+CX92chuUzdNYNschevq6trV6TatascmKmRrN1cX2Vg6O382spV6tvIFSAIbSWv8JxUHlsiEHkXq/v379+7dYwf08ePHd+7cuW3btrVr13p4ePTs2fNvf/vbd99917dv3+++++4f//iHr6/v06dPYZV1dXU9TExMOB16eHjMmDHDw8MDNP/4448Y90STppXj6+tLB4dK7OjoOGHCBE9PT5wnCCbsryFTSjajEksC1SaukjOlbEogT97MzExHR0dfX9/U1NTKyopA7iVLlpCCRQwDS/GQ9pjeZYyqoKCALRzEVqD+EkpLnRZkv1SsEpVkx9fqlYoyBQi+VSrVrl27Dh48+E6dl/5vQ3Z7e7sgu7CwsL6+/lORrfotGZAz1r8B2QJuZcFmkIwiTfAD/ux69YX/qbCwMCcnJzMzkwWfZ86c2bNnT1BQUGho6MKFC01NTf/2t7/16tXru+++++677wYOHPjXv/516NChZ86ckSmeHjY2NjNmzADNHh4eGPemTp06ffp09D46lDQp3d3dvb29PTw8hFVDRfCWwEPg08rgVk6WkGyOhkZGRmz+5RBJrBTatqWlpa6uroGBgampqY2Njbm5uZ6e3qRJk44cOXLy5Emy+Qi4IGGI7Heh2kVFRfiwYdXo/IzPoPbLgl0Rs+WSCXDJXeD83tHRERkZuXfvXvz+H695nwsxPMRRY9ra2iorK4uLi0m2/iQ2IqJ4628nZf5sZHfXkZEQEg4zksnGgZIgByrU3bt3r1y5EhMTk5iYeOrUqbCwsICAgPXr17u7u/fp06dfv34DBgzo169fr169BgwY0Lt372+//TYgIIBE8JcvX/aws7ObNm0aozTu7u4uLi5yWKR3Q/9cvNr4sIlLdXBwgIJTwmkxsgWBIUgit5XINjc3NzU1BdkkbdNXNzExkY3uRkZGaNv8p4GBgY2NzS+//BIWFsbOX+LeiF4gavXhw4fkVyDtPXr0iHlB9q+x3o7t5SKGUKFlXI8QArrWqCL0+SDWe/fujYyMJKf04yewz4UYhMV3795RX/ErS8LJ7z9BSpek9T2X0p+NbPl2rQpDn6jXctGXKS8vZ/i3sLAQPTczMzM5OTk6Ojo2Nnb//v0khC1cuHDkyJE9e/bs06fPgAEDBg0a9D//8z/ffffd999///e//33ixIkXL17k+dzDysrKy8uLRoyvry9mJqXxQ5xMCCDOzs7e3t5eXl5QEW4JOzs7HCajR48mmpUdCSh9XXY1QUVANpKfvr6+oaEhw+2EA8JDaNmYmppS3b29vXfu3JmQkMD6jnv37t2+ffv+/fsIfITjvHjxoqKi4s6dO2jYRBPRvWOBlVIPAdYcYngmopBIs12QvW/fvl27dtXW1nZ0dPzbkN3W1kZHpqOjg+WfPEk+SfVTIruL5v2nIlvJfFoV878Nigh6WfskWfGkWjKrmpube/36ddZdbNu2LSgoKCgoaMaMGTo6Oj179vzP//zPr776SkND47/+67969+7dr1+///f//p+mpub27duRfXtoamrSPKex4u3tPW3atPHjx6N++Pj4TJ061cXFhXlHR0dHuo/0zGV23cHBYdSoUXyCsjVD6WW3LxnEkJAukh9tSKDMsht9fX1dXV09PT1jY2MLCwv24PTr12/kyJF79+7Nzs6+fv362bNnWd9Bg+rBgweYQ+7evYsqQooSR29cNbQAADc0WjLVu+tBNjY2dnZ2njhxYvv27XV1deDsI8ju0g0R/H0qMqSjBjR5giuTerpcHeoNd03qteTv1AHvwlj+5YjkH0B2d1+nS/NcRpbkBA+seahinSdXETKZk5Nz9erVM2fOHDhw4PDhw6GhoQEBAWvXrh0zZkzv3r379Onzww8//PDDD3369Pniiy+++OKL77//HpFk4cKF6enpr1+/7qGjoyPT6RASzogUb5g3NiZxsRJ6RjAaZJopG5badNmAahptfvkAACAASURBVGpqinotMh8an/zdxMQETIseYmRkpKenN3ToUF1dXZgJUzaampoGBgZLly5lEUJ5eTm7aDlE5+XlSRAHVVlSRvEk4D3gBAProDYTudRdDxJkUzZYXdDe3v4Zka1sPndpRzNvwsAIaEBbUKYvtKu9GU3qXTZkbrS1tUn4Rhdkt/yOabf/PbJbFUsIGhSpa2JtQLoG3IRw047Izc198ODBjRs3EhMTjx07dujQof3794eGhm7YsMHPz8/Y2Ph//ud/AHffvn2/+eabL7/88h//+Ee/fv369Onz3Xff2djYREdHl5aW9jAwMJDGCo48To3wEMzZcAkmxAS7Dg4OjPciVNNv5zNZ2oSnz1xxAWVjY2NZh6BUsrkHkLF1dXV1dHQQSaDgNjY2enp6Ghoa5ubmPj4+/v7+q1evXr58+eLFi4ODgzMzM/EMUbmLioroOJI/BMqrqqrIXUZGpYRgMVMmYSuHD8BQZ2dndHR0eHh4bW0t1U5psuty/WFkC7CkHd2mHkNsbGzEo9zW1iaTyBIkyScjj6A/8E0ZnepQeKOl3v8bkN3l7ChURDnKJHmWJEI9efKEs+Pt27eTk5NZWLN3715i4deuXevm5ta/f////u///uqrrxBGevXq9c0332hpaQ0YMODrr7/W0ND4+uuvFy1alJCQ0MPMzEymxei8CKbxUtNesbW1ZTck25iAr3AP/i+MhYIt6OdAieghYoixsbGSjXBRto2NjQXZ2traQ4cONTAwwDI1bNgwkou1tbV1dHQGDx78/fffa2pqGhsb+/n5JScnP336FAJN0BbmvqdPn0KjOZVzZBGeLTMHYl59f7Kms7PzzJkzYWFhL168EAWtO5XtjyG7Qx3n0MVrwfX27Vtkso/cUcqYEWk9KnHW+tshxT8b2V2+tZJnN6gDiDE1SDoXQlZ+fn5GRsb58+dJg9+2bdu6devWr1+/fPlyW1vb3r179+rVq3///n//+9+/+eabL774ok+fPsbGxgMGDOjVq5eent7AgQNtbW03bNjQw9LSEj8qY4swbE6HpJwJx5BYHMANP0EAIf+JDb9Es1pbW5O2A9CJsQTckGwBsb6+vp6enr6+voGBgYGBAVjX09MD2To6OkOHDtXT06PGm5qaGhgY8L/09PQQVfiInZ3dihUrDhw4cOnSpaKiIobqEP4oydXV1Th9u0xASgS1EtYir75580alUp07d27Lli1VVVWd3U99/2Fkq9QOz7bfOj9BfHNz88uXLxl/lIdGdzVSvqBKTUK6PE+kcv97kC0dfmhSQ0MDdYFInZfqRWeyYrO0tDQvL48o+GPHju3bt4/WzJo1a37++WcDAwMAPXDgwJ49e3777bc9e/bs16+fiYlJ//79v/zyS2NjY854ixcv7kHqKS5WLy8vbCFAmX00wFf+IsRaNkTCOqytrWk6Ojk5jRo1auTIkWxjwjHCnAF9da7ukK30SAm4dXR0LC0tDQwM8ONy4uRPMzMz0nn4ZF1dXXt7++XLl0dGRt68eRP2CVEpKiriwQf9wPmEPCJbiJQTkFSX169fq1SqlJSU0NDQiooKuGxb99Nin4psuRmU+FMWOblFAbeknMHC5U4AOiLzcWN0EUOkfJIa/Kciu1U9KqZSbxgjqI2/48nBp1paWoqaUVhYiMZ15cqVuLi4AwcOkFS6efPmVatWubu7Dxw48C9/+ctXX3317bff9u7d++uvv+7Vq1ffvn11dXX79+///fffW1hYYDKdP39+DyMjI2o2xiby4VlMQ1ccEI9TX7KwRnZ60GAXwg1XsVFfomRTdKWXLus+oN3CRvigkZGRvr7+0KFDwau2tjZUBMHExMQEWxVrVHmRECR7e3uCuo2MjJYsWXL9+nVKMo2b169fo23jkBQXlMjYYrAUD/GrV686OjpSU1NDQkLKysqQLNq6T3r/VGQrA3zbFEOBSm4q2cFMmojjRZlxzP3JqZFvJybYtt92ufnKfzayWxTRNu3t7c3qdfREQGFBQ+xDnMXcl5WVlZ6efvHixdjY2H379oWFhe3YsWPLli2LFy+2sbGBfnz11Vc9e/aElvTs2fMf//jHDz/8MHDgQF1dXeZdfvrpp/nz5/fQ0dGhQUO6+/jx4wkdptYqD4v0YljMDmlBISG5wd3dnXxKc3NzGxsbCjmCnaz35aQIY0YBFPmPyQNZcKM8R2pra2tpaTFCZmZmNmTIkAEDBmhra1O2OWJaW1ubmppqamqOHDnS2dl52LBhmE/c3Nx27Njx4MED0voYGyNtlTlI0CzStWBazENo2GlpaSEhIaWlpSC7/aN52J+EbNApxJd6BgUCi0rCrVKplBGb1YqLTserV69a1dnbnertXlI+Bdnv3r37s5EtmSd83+bmZunsSsYL9Bo/T1FRUU5OjgSfJyYmHjp0aNu2bZs3bw4KCpo1a5aBgUGvXr2+/vprDo5ffvnlX//61y+++OLbb7/t06ePhoaGmZkZEcErV65csWLFPxMrBabsXYdhKy+hIli3iQ8mq5LcSgsLC/4th05OjUw60qAB9CLz6SsuA/UFUnV1dbW0tAYPHiw7EvT19bW0tACxoaEhcEdg4Uw5dOhQ7hkTExMzMzNra2sPDw87OzsDA4Phw4f7+vpGRkZmZGRUVFRILeQtlmH1pqYmYsxra2tFrhKXSGpqalBQUE1NTUdHBwW1rZtpqE9FTFVVFfJLR0dHfX09Tw8AzT+EVJCyjl+ZCV/2emHd7OjoqKmpSU9Pz8/PFxKCX7mjo6NRvfOuTb1HobP7yYnuXqfyButQREN9HPfKz+RV8bSkVNOdYeVpQUEBwblpaWlssj127BgrzBcvXsyQwTfffKOhofGXv/zlyy+/hHD37Nnz73//e9++fbW0tIYPHz5+/HhfX9/FixcvXry4h56ennhNBdnMd/GUF1bNRYVmT429vb1QFDvFRTsdQCtbj6KNKCURpTZCX2b48OHgVVNTc/DgwRoaGhoaGl2QraWlpaenh/4NU0c35EyJ3YpXa2dnZ2RkZG5u7u3tvW7duqioqOjo6MuXLxcVFfHrf/v2LW53KhkIID2R5nZbW1taWtrmzZup3yBepVK1tLTg50ZDbGlp+UgN6+53L5FUaNV16i3rKpWqqKgoMzPzyZMnSJYcFdihU1JSEh8ff+DAgYyMDDBBBEVpaSnT9XJXqFQq+DeUnQfC/wbZXSD7qchuUK9/p2xj68MfwWqhlJSU6OjoqKioI0eObN++fePGjXPnzrW2tv7222+/+eab77//Hi/UV199hcuvT58++vr6jITPmDFj8eLFGzdu3LhxYw8dHR1ZRoOsAYcW5Y4gMio3nIQ0HAQ+Ef74twyfs6RGzpGC7Pc17PcvqjvgluKtoaGhqamJGGJgYKCtrT1kyBBtbW19fX0zMzPhJOgkhoaGZmZmmLxRcpSMHDvK+PHjly5dGhUV9ejRIwnNf/PmTXV1NSWNaWqVSgVZvH79enBwMAWSk6JKpWpubpY4h9evXwP3T0UMtqcG9Rppepzcb7dv3z5//nxeXh73EnfaixcveMHPnj0jB+vixYv79u1LSkqqrKzEldGp3koKguU+bFPsvvnfIxvUfiqymxV7F/A/FRUVwbBJtDt79iwL8vCKrFq1ytvbe8iQIUoe8uWXX9KGHDhwoLa2tr29vYeHx08//bRixYrly5ezhLGHlpYWYwFkgNjZ2YFdOT7ycT5IsBOaIMgWhQSRBPWagG2UPqwjYhdRqn5clGqp3KaKS8ZtGLRB6dPT02OuDCVEajYHUMRvc3NzREZLS0t6THhauPHGjBkDgxozZszs2bOPHTuWk5NDfAfVEeNOTU1Nqzrh99atW8HBwS9fvpRjWXv7b2IaRbP7A4hpaWlBmWlRR5i2t7e/e/eO5hwlnKJLPeZziJgpKSnJyMhISkrasWPH06dP+WpohdRm4dzAWgTyP/A630dtx+8YqXy/ZottAetfZWVlUVHRrVu3ZDdLfHz8sWPHIiIiAgMDly5dOnHiRGDdv39/GulYoHiYE5M9e/bsRYsWrVu3zt/f/5/I1tbWFvWaUs3pkI+wl0PScBioweXHBfpZU43mTeOG8UeoiMzzii2bkRnBtKGhIfDFGiU6CV1JUP7DDz8MHjwYERC1hNEyxGwdHR14iKGhoYmJCc8Hnhi8BjZWIvhwf7u7u1tZWZmamjo4OPj6+u7btw/gEt3COZK1iJ2dnZmZmcHBwcQ8t6vdRR3vTbD+sVoICgW1bW1tzE29efOmVT0txgd5PdRvOpFsKsrPz1+9evX169fl4Mgr5BjX2dnZ0NDw5MmTwsJCBimweX3S6/wgiN+H+79EdqNiaybzNSAbK3JWVlZaWlpcXNyePXtCQkICAwMXLFjg4ODQu3fv/v3702IcPHjwwIEDOTVqamoSJjx37tyFCxeuXr1669atkZGRkZGRPXR1dYVnU6qZ4eUjoFyZn01KDjogjRhKINPm1G9bW1vGCGjZgGwluMljALVdwA2OpYobqi8tLS0tLS1N9UX9ZnpSU1NTS0uL7dd4BkeOHCluKnmGQK4sLCxsbGwcHR1x5Lq4uLB9ePLkyVu3br1//z5Ml0Ok9CCzsrKCgoKePXsmgkN3vcBPRQztQ2YaQACwfvnyJXk9sHCVSkXLpqKiAoWbKPvKysr8/Pw7d+5s3LgxLi6utraWVwjEm9UDwk+ePElISDh8+HBKSkp1dfUfeJ3t6raLYFpJTn4/sjvUeyU5xD9//pwhg/v375N6zhjvjh07CCudM2eOlZVV3759NTQ0kMU4ZfXt25dyZmtr6+PjM3/+/MWLF69du3bv3r1Hjhw5cuRIDyMjI0bNucaMGQPrcFJczopLAiyZgISOo4egEtK1oWC/j2yJHOkyVgP3oOtuampqaGgopij6OLRvtLW1hXbr6Ojo6uoaGhpSwin2+vr6aCbS7xSzOCokrkamjz08PDAz8kONHj167ty5R44cSUtLo7zBpDs7O+/cubNp06by8vIOdTxu+29TfT9OXj+CGOUEFwMmHK0ENy0tLW/fvn358uXTp0/z8vIyMjJyc3NZ8MAkaEZGxq1bt1i2Vlxc3KEOpBTRkHjic+fOxcTExMXFFRUVqf5QykL7byNE/jCyUQAR4GUwjPT+7Ozsy5cvg+y1a9euX7/e19fX1NRUS0tryJAhgwYNQgLW0dHR0NAYPnz4qFGjXF1d2Smwdu3arVu37tu37/Dhw4cPH/5nYiX264kTJwqylUqf9B0dHBwYDAMZctAkW9Xe3h4aQLWWprogW8DNIjJlToPwb/GNgFfxjeDb1tXVHTx48A8//AC4ySfR1dUdOnQopR2KwpFx2LBhWGeZsESJ19fXHzFiBAwKU66Xl9ecOXMY8XR1dTUwMBgxYsSpU6eampqePXtGFaQolpaWAmiJ0O7o6Jru9amIITmEu4VizEgbPSPU6JcvX7LVMjMzc//+/UyC3r59W6QSmAYL08gjZVAFbv3kyZPk5GTckXfv3i0rK/sDrEl+tC4c7FORLX11flLy3vPy8sjzv3379rlz52JjY3ft2sWWUA8PDx7OgwcP7t+/v56enpBSAnunT5/u7++/cePGLVu27N+///Dhw8ePHz9+/HgPXV1dLNcMgBFiRr8Ga5RyfR6IR/cAsuxkcnZ2NjMzg5bw8XHjxjk4OJiZmaFqg2kQzEVZBeW0bDgvglQtLS1dXV3sr4aGhpqamtK70dTU1NDQGDRo0KBBgzQ0NAYOHIhsQkOeMo9Cgo9KrOFcOF7wwEC3Jk+e7OXl5erqqq+vP23atOvXr4tNCh9Se3t7VlbWsmXLCgoKOKJRoelftqtHFUUNFIir1O03TmxKQHBqlFBdeLa0e1AA+Sf19fWgtqSkRBacvn37lmMrhOTx48c0+aqqqh4+fJidnc00CpHb7LQuKSlpaGg4f/789evXS0tLVSoVTwlec6fa2/1xpP7+6/3bvlU91QbNg1lJmOjdu3evXbt27ty5M2fOREdH79+/PyAgYMGCBZMmTeLxzrkLXzQKHql6c+fOJW4pKirq0KFDR44cOXXq1LVr13poaWkJtYBRTJkyBQdIl9AcZfYk50gJUyVPlRMnFRq1m8Zhl4KtZCPSuxFKDZ/W09NjBZm1tTX720EtIuCgQYNQfEicGDx4MK4pWjagHNqtRDbf2s7OjjsZHwGjzfz4EyZM2L9/Pynx7F8j56Wzs/PBgwerVq169OgR5BVBTczQSvLdrraMKqGsUu8igl9KMJLEP4grVf6VNPDonPOqIKliUJFy2NLSgs2VYMu7d++mpKQcOnTo9OnTR48ezcnJoUC+fPkyNjb27Nmz/HTcckiN7eqsyj8b2a3q3TT4RnBm06m5c+dOamrq2bNnY2Ji9u3bhyHbxcWFIkjsI1V10qRJPj4+DKT7+flt2rRp165diYmJiYmJJ06ciImJuX79eo8hQ4YwC4P1YtSoURMnTkSQFsmvywY9SRdxdHTE6Adjpk1DSUZTGzlypNhI+OLSzaFrQyUWFOLmGz58OHBE2IZhD1VcyCOamppDhgzp16/fDz/8AO0WY6AS2cqHAw8Q3OQSkIKD183NbcuWLfTPabx3qk3PPNADAwOzs7Pb1DOz1GkZZlGpExQo0rI5TnwgVETqNKZZCXSVTXO0NuV+aFf38JUfVOowXcZk+I45OTmshaDlceLEiWvXrmETqKqqIke8qamJhSd1dXXcJ6Kj/9nI5ts1NTVBtZ89e4YXCm/9tWvXUP0OHjwYFBS0bNmyKVOmoAFYW1vb29vDgX18fObNm7dkyZL58+evXbs2PDz84MGDLExkR8Djx497aGtrc8Bi4svOzs7FxUVyFAAoSoio2hIaz8gCw+rMq9va2qJ4oLiBqi6JfhT1YeoLHPP5fFMbG5sRI0YYGxsDYgyAsAt0QLFSGRoa9u/ff+DAgUK7QTbqobJmy+MCndvBwcHNzW3ChAksX/3555/HjBlz/vx5frVlZWWVlZUdHR2UtNbW1rKysq1bt968ebOmpkalKNICC1otdEmUQJeCjSCAdwLuwXFKvLJKBx9QFo2M+s2NBPmW18Chs7a29v79+w8fPszNzT1//vzZs2fv3LmTlpaWmJiYm5t77tw5WE1aWlpeXl5FRcWlS5d27tx55coVecHNism0fwOy+TsnY/beQ0iuXr2anJxMeN/27dsDAgKmT58O9iCQqB3Tp09fsGDB2rVr161bFxERcfjw4aioKDZh3Lx5886dO0+ePOmhr6+PAAK7cHBwmDRp0qjuL0r4lClTJEeKZjsj7s7OzuAS+qGsuxj0hFiLq0S68VR34A7bljBL0oelrivlFObhBg0aJCYTujmUbfIeOEFycbvKQYKlJV5eXvr6+unp6Tz9hRGC1/b29oqKis2bN8fHx7ORkc2cXepou3qbXqt627mQExgFBlSlmgsuZfpLSrgyzEk+UxDPBfG4efNmXFzc4cOHjx49GhMTc/jw4aCgoCNHjuDcT0pK2r17d3BwcH19fX5+/sGDB69cufLo0aOUlJTTp09nZmYKsrlt/qUP5LMgu1U90C67aSoqKthieuPGDbIJoqKi6NTMmjULMsyiRkJB5s6du3Tp0sDAwM2bN+/bt+/EiRPR0dFsL7p//z7LI3uYmJjI7hi6M5MnTx41apRyQEZCcBhtlBXr0BVUFEbcOWLKIDCnT0gLgwhYr2jIy7OC5iWOEVrolGQUEtQ9kf/EPkXrET1IQ0ODIzOfyTkSBRBwy8nV2NiYmQlra2tHR0cykYcOHTpz5syKiorm5mYWwqLdSg+ypKRk9erVoCcuLu7ixYt37twpKCgoLy+ntd6i3h4mVEFqOTSAxao4wqnujM2LzVp5h7Qpptb5atKy6VS3XS5duhQZGbl48eIJEyaYm5vPmDHjxx9/dHBw0NTUZArEwMBg3Lhxs2bNCg4Ozs7OZrHgvXv38KKwPYM1TgAafebfg2zeH14DkzVFRUX5+fn3799n2efJkyd37NiBaYQNSm5ubj4+PnPnzp09e7a/v//69eu3bNmyefPm3bt3Hz16NDY29u7du7m5ucXFxSQU9DA1NUW9lv7LpEmTrK2tsf7JKjBBuTKGT8mJ+QSxvIq11dPTE/sU3lc5gAr/lmR40IxlDwqur68vAjY4BrVcgFhfX19HR2fIkCE4SfgE5aQZKVNCfnR1dWnfoAPiF7CwsEhLS+Oh/Pr1a97xTrVprqOj4969e0uXLmUZdlxc3Pnz5w8ePBgdHZ2UlHTu3LnLly/fu3ePZarSshFdGR2gS1KmQFzpn+5QZLY3qzfcqdRiC0+J4uLiu3fvJicnEyO9fv36WbNmMZHNAs758+eHh4fju4iKikpLS8vNzS0sLLx06RLZS6mpqbm5udxCTN02qycmP+K2/VzIblVM/op7hB006CQPHz68ceMGoVAhISHLly+fPn36zJkzZ8yYMWfOnKVLly5evJgmTnh4eHBw8N69e0+ePHn27Fk23Eoebw8TExOEDhmcmThx4siRI5FEEPtAuQAdk6qw55EjRzJQw9iBMlQEk4alpSXSB8dbCwsLaTTSelRyYj4IiNHvBJocN2UGR/rwtCGHDBlCdWdQEj1fT0+PLy42FWtra3NzcxR+brCpU6du2LChsrISZEOvkbHF5JCWlrZ06dIHDx6wU4IMWDpnONQyMjJycnJyc3NTU1PJ84a0iGkTIY80n8rKSqo1dihOnOKmENahUmx35marra2ltcHCzydPnuTl5d24cePs2bOsgrh27dr58+fT09PfvHnDv2Xus7KyMisriy0CZWVlzc3NxcXFxDxwI8md82cj+32NCJmosLCQ0WzCGS9dusSty26DRYsWzZs3b8GCBStWrFiyZElAQMCGDRvCwsK2bt167Nixs2fPpqam4nbkPa+uru6hp6eHRw9LKoqvg4MDWq8MPrIIHalbbKt8HMMJhkEHBwf8q3ihRo0axWwYHFc6jqw6QLiQgk21FqM2lzil2ByJexu4cw/ANxgkk3EE8htAOS0bXgYxVFZWVqNGjcI4MGzYMF9f3/z8fH7B1OmXL1/ir2hqaqqtrVWpVPv371+3bl1paWlBQQGdkZs3bz58+BAtltRQDEzk++Tn55MDUV5ezhQmw5c8/VHZumggIhrCYVrU6akMWcEcXr9+XV9f36pIeyK29PXr1+Xl5SqVqrq6miBPlpwwRcu4Sm5uLshmVzkBFaK0iMPkcyG7u0u+I5IlHdba2lr27+CBuXPnztWrV+Pi4hirWbt27aJFi5YsWbJhw4atW7du2bJl06ZNu3fvjoyMPHjwYExMzJUrV9gIgBv5n+lnJiYmpKcSzEfnRTkexoTvmDFjOHVBXYA7HiP6O7T0ZP5XpsUkHUrZibSysmJEAGEbsU90D+UlA2ZiauWYKFSbh4ChoeHgwYOHDBlChaaKDx061Ei9J0RyA7EBcojE/bdx48bnz59TNekjKPsv2KQOHToUEhJSWVkJsh88eMCaMnoN5JyQI5qbm3vv3r0nT55IeUYJkYwHGQ8Th2CLIqpPNBCl8KI8VvKqJNi7U50YXVVVhZBSVlaWkZERHx8fFRXF9u6UlBSCT8vKytAx6+vrz58/Lw5eOVd8Rj37k5BNagARz2VlZXl5eVlZWefPnz969CgZOitXroRbb968OSQkJDg4eNeuXXv27Dly5Eh8fHxaWhqRpYSB4Zj/524xhGo2RiPkycAByMaKLTIwnESpDHLiFLbN+CMYksF1dGUG3UUElKx40T0+eClzGjgaUp65MfT19WEjMocGxDkJKH0pZmZmNjY29vb2zs7Opqam48aNS05Oxof0Rr1hEQBBThC2IyMj9+3bx7KYysrK7OxstriTZpSdnQ3iyXvOzc2trKykFJE42qDYRQZAZUOpEuitilXnSovV+1Yk1PHGxkbIBs4nXIoETqekpCQkJBw8ePDgwYM3b97kOfD8+XOVSlVXV3ft2rUzZ87k5OQ0NDSoFMzhM2ojH0e2NPPRMV+/fs2bwIssLi5++PBhamrqqVOnQkJCNm/evGnTpg0bNqxfv37jxo3BwcFbt27dvn37nj170H9YEwCyJYagx9ChQ93d3d3c3CDWGEIAqxKpYJ0pFbQUOjuwDlHuRP9GHQfERLAK3wDTwBpSDk9AnvugaVtoiXBuOchCu+HTEGheM6GBaCl8X/7T3Nzc1taWF6mjozNt2rTy8vLOzk5GyITmAh2iWaurqzdt2hQfH9/R0VFeXv7ixQt6ZjzlMzIyMjMz8/Ly2GpXVlZGB4SvScxDbW2tCALNisUasqaMX7OyL9PRzSXDuW/fvoXB49lqaGi4c+cOJ9rk5OQLFy6cOnWKVQ0MTLAu8e3bt0wq5OXlycId9qd93DfyGZGtUhgQcGyz8wCIM7OH6ysmJiYsLGzLli3BwcHk+gUHB4eGhm7ZsmXLli27d++Oioo6f/48zJCMUslI6qGlpUXKmWzsZY4daiH4Fjc29HTChAm455SytPRrEP44aP5OZANrbE+ivYjBFVIO+pUF2NjYmJOisbGxjY2N5J9YW1vzr2RJCOdXjrZYo2xtbQ0MDNatWydDNJzhEAqwhXCOvHv37urVq2/fvt3Z2Umaa1FREZv48vLyiFckfYp58urq6rdv33Z0dDAVDz9uVly/zXH4p+QnzUsBt0oxIKws9kJpkBeqq6sLCwsJTg8ICAgJCSGmg0HXc+fOCW9pb2+/e/fusWPH4uLiampq+C4tLS319fXKRIc/G9kd6tgg8M3hmBJA44Zlebdu3Tpz5szOnTvDwsKCg4NDQkK2bdu2Y8cOJJHQ0NCdO3ey+TYzM/Px48fkbYhhoYeOjg5r8thHQ/oZhj4Ks/QgYdKYTIA+TRnk7dGjRwPTUaNG0ZOnbHfHRqRZg90UuPMVxMatzLYUfUNpcJUhMUtLS3jU6NGjePElEgAAIABJREFUqdbYTuzs7CwsLJAFjY2NZSTCwcFhxIgRjo6OsbGxFEI6KSSdqlSq5uZm8rM7OzsTEhJCQkLKy8ubm5uJMkKfwvCQk5MDq+a41tHRIbtoGWKliyk7YpQMW9xzKrV3Sj5NaptMWPELUx49nz59mpycvG3bNj8/vx9//JHtWeyb9fb2Xrhw4Z49e0pKSnCJvHv37tatW8ePH7969SpHW/aZCxdS/Y5Jgs+CbH6oNvWmEUZOYYM1NTVE6pSUlGRmZiYmJu7atSs8PDw0NDQ8PHz37t179+6NiIjYsmULG+eOHTuWnJx8//79srIySaqgBPTQ1tZGBkHjQzQA666urlRuQfP48eMZeUQGFoCS84BIDG6QSqTx/v4JUoRw4Gtubi6TCmIMVGopMgIsHhIKuZ2dHTcM3ixSiU1MTJjx4ZBA2gl3jnTXzc3N/fz8ioqK2tvbKavoUDzu8Uk3NTVVVVVt3779+PHjra2tBH2wNVnW8BUVFcnKstLS0sbGRmyo5AJXVFTIrSJFusuAmZic+AhQhnuI/1OOkkC/vr4+Kytrx44d/v7+y5cv9/PzY0lVZGTkoUOHIiMjjx49yiI5TgsPHjxIS0tLSUm5du3a8+fPW1tbcSM9e/ZMTqWft7v+katNkX4I60P8oR/JcaWgoODq1asnT54MDw/ftm2b7ATds2fP7t27d+7cefTo0cOHD584cSI5Ofnhw4f4jUnX4M3sMWjQIH7foNDAwMDS0nLs2LE+Pj5TpkxhRBLyDREfPXo0m6eVyMZBhVSMIQvx28HBQVQ//qJcuQS4+QiSBTMvyphWGbeRsyBl29jYmFbLuHHjyCFBVue7cEKFmo8aNcrT0/PHH39kyxT/a+zYsRYWFkFBQbzLnGB4lymZksSenp7u7+9/4cKFzs7OoqIi3jhIS6t64JyeOed6WUXJ76m6uloc2ALcVkXEXqs6AEQGFjsUqWVS1OUQ+eLFiytXroSGhnp7ezMHlJub+/bt25SUlNjY2IKCgo6ODmQZuIpKpXr37t3evXu3bt3KQEN7ezt6H7cozweeCf8GZAu/6oLs2tra6upqpitycnLu3LmTmJgYGRkZHBy8ffv2ffv27d+/PzIycufOnSwHjYuLi4qKioqKSk5OzsnJQRLh3eat69G/f38IKJ4KDovo05MnT/b09HRzc6OV4+Li4u7urtzUgdlDhD+lbxtRHNh1GRUDu+Qo4DCRlb6WlpZyglSyZBIaDAwMEAqhMRwWwTdCjQzwTpw4UVpFeHmVYqWtrS0e3zNnzrS0tFRXV4MwoNbQ0FBZWZmXl1dcXPz27dtDhw6tW7eO+d/nz5/TFUcZZL8obmNyuGtqamQ3BeRBUhZEzhOqLeq10rlaV1dHVoFo6m1tbSCyra3t5MmTs2fPtre3Nzc3nzdv3tWrV6nfubm5ly9fLi4uFskFGDU0NPx/5t4zrso7e/fm9X/+nzMzMXbqprOpm4506V2QptJ7R1RUQLFHNGLvBURFVFTAgh1LNBp7iRq70ZhY0mc0muh+Xnxnr3MPifN5zvOcM3PuF/kY3G62ct3rvn7Xuta17t69297efvToUZTHr7/++rVuMhIGAtOVKcz/08gWKvX2n5ee0U66d++eSH5r166dPXv2+PHj58yZs2bNmk2bNm3evHnjxo0IPtu2bWttbd2wYcOBAwcePnzIqnZ8Zlx6zs7OERERcXFxYFHycQgegZZg62MfDaZt5BHpulOkRfxWiiQxMTFwDMYLJP3MwcGByXMxdTA6SX9R/B6gMzQ0FEzzeKG5Q6VH5oPzcAuBePwCSgcLYuWwYcOCg4Pd3d3z8vKuXLmi1WrpEYiK/PPPPz969IjhpRcvXkDyMPt/9913sixUjvMcNIXkyfYm6bCAs/chW+nJ1irsqYAAuea3337r6empqqrKzc2NiIjIzs5ubGw8fvw42wLOnDmzffv2O3fukCz1RrdQ9Keffnrw4MGJEyc+/fTT+/fvP3v2jFha5AgiAgVq4in/dyJbmBgHGJLh6Q8wNtbR0bFz5862traWlpb169e3tLQwMoPvfOPGjZs2bTp69OjXX3+NFv43xSYqPQ8PD/yBNBTJFMaiBOJlyQEbmFgYycIxcgBhLNJ7l2YN9BqxIigoCK4syp200yEY8nXGakiD5wgoU4zYquA8ksVDx0eCTYSm95qxl1WUWVlZYWFharW6srLy3r179J9JmqOl8u233zK/9Pjx4x9//HHFihV79uyhVCs7OL2iXNFAqIsizQJ07oT3IVuKlnIg8vXr15Ir8vz587Vr18bFxQUHB+fk5MydO3fr1q2XLl0iYOnmzZuff/75jRs3RAAR49GLFy9u3LiBI4CTGfNj33333YULF+7fvy/yiFZhyv23Ifud7m5/o9jPRNHlt37++We0jrNnz4LvTZs2UbBbWloYn9m6deunn35KtWajZ++aTTYrXEK4smxtjIiIkI0IWVlZaWlpTCEgp2CZlXFgoSXCcKiykgnPRSWWAiyCoDQvfz8azK/F8C1lGx6P5CLqirJbxAkSuZCHhrOz8/Tp00mvJFUMzYglCj09PUePHr1+/frDhw87OjoePHjwww8/UE5IHiNzXja3E+5KFf/2229pChIRjUAu6VO/R7ayVIu9k/sNG+2OHTsIw5g2bdrq1auvXbv28OFD2TvMvjkcVFpdLAm8n9UZrCODGr179w4767lz57gP5Tv+O7URQbYckX/VrQh8o8i6gIK/ePGip6dn8+bN9FM7OzvJRtu8efOWLVt27Nhx+vRpIuMoLv8T2Q4ODhzdJGYSlMTGxhLHMWTIEDog1E58I/hR09LSkAjT09OVa9g5X4pBSrkPUgL+YBqykp2uPosTJJU4MDCQ+8HT0/P3a1HhMModk4Bbvp3MMciIGoQ+ISEhKCiotLR07dq1zc3NO3fuPHDgAOa777///sKFCxs3bmxtbT1y5Mjx48e3b9+O1nHr1q2HDx9SuX/44QcUPcIvIdaczb/55hvqNPI21fq1YnSgF7IxRdH7lCpOAX7y5ElVVZWrq2tlZWVLS8uOHTvOnTtHI1qs3jJQg7bIafibb77BcQXxAEaQ7CtXrly7do2oCa3CdCXF+9+GbPle4tiR0wjnZs7W9+7d6+rq2rRp0969e/fv37979+729nZOkFwnT558/PgxzjNMNf9AtpOTE5QaTgLhpuCBLRooEkomiQvQcVndS6OHldUsHIOrwLYZxhE3lcS0SpqULHBSzgIr5RFkb2n3yMoE5QJVpXdcbgCp7nxHX1/f8PBwepOxsbG5ubkfffRRa2srU3S7du1atmzZ2LFjp06dumzZsjlz5ixbtuzUqVOnT5/+7LPPLl++jB2KSs92SRg2GQNsVgZ8soPvjS4g4Q+RTYcIYzQ/3b/97W/Pnj07efLk+PHjfXx8cnNzd+3axVz6t99+KwM4slBPOnn8RDmDsqFdq2s9MnSDoYWW5Puufyey/99c33zzzbFjx/bu3Xvw4MEdO3a0tbXRk9q1a1dXV1dHR8exY8fu3bvHDvJ/OkFqNBrUA9S9uLg4Kqhyk7Tyga4cvuIC6JKfJk1KLsmQFwounmyoPLE7svK01yW+amCNEQqOzvOE9wHc4JgDJRRcItRwjBD3w18NcTA8PNzf3z82NjY7O5tsHTh9QUFBVVUVMktlZWVNTc3cuXNXrFjR3d29f/9+ijd1guFzqjXHMkbfMWTTj3z3/hNkrx/kd999d+XKlcOHD2dmZg4bNmz16tUEsj169IiowRs3bty9e/ebb75h9FiraCKKhignVx70L1++vHfv3vnz5+/du8cthF7+e5z9n4b1v0C2JDv3up4+fcoC8lOnTm3fvr29vZ2Jm/b29u3bt2/fvr2np0eSo18rtqzo2dvbM4IBmvlJBwYGwiiioqKgtiA4IiJCaZojuQaoUSP5LSi7YEh6kPTYYdtkOFFWOVyCWok+k/QzKi5/BEeUfDs8gLB5tj1R0REQpXvP/0KoIiIiGD+DlqSkpPj4+EREROTm5jLwy7Jt1sVGRUXNmTNn+vTptbW1NTU1VVVVc+fOnTVr1uHDh/GEMBMuO8O/+uqrly9fohPLVrgXL15QWf8Q2b/++ivK3dOnT69du7Zz585p06axu3D9+vUnTpw4ePDg/v37T58+TT7luXPnPvnkk2PHjp09e/bBgwfQ6De6iclfdIO6Wt1R8rfffkN8RIMXEV1Ob+LB+r+tZvN68g2fPHly8+ZNAhu6u7vb2to2bty4efPmrVu39vT03Lt3DwImZ4Z/sJHk5OT4+Hip0xzDZTBRDnNcAl/+V5kiIgClOyj9SOq05MBzMbDYa5qLxri3bn2e5FYqUS4fgD459Z5GD+Igbmx/xbprOBVKi4Teiw09MjLSx8cnMDAQZhUaGpqbm1tdXc0RmXS52bNnY8eZM2fO1KlTJ0yY8PHHH7e2tp49e5ZSgcIta8qkovMvziJJuiFogmK9kh/2kydPTpw4QR3as2cPo2jsI75w4cKNGzdY5sJZ8/nz5xcvXjx48CDPYrwAWq0WFxc0mi++ec/1WpeOKb/AOvJOYTSFqWsV60H+V3H5///i3/Pt27d3797F6bVp06YFCxZAIPft28dZH6faL7/88vPPP/+jB6lWq5Gc0dcgqYDgfchW5hyAG+VePIEvv1YyGeVugyG6q9fUmRLHvS7+oIghciLE/kqF5jMIU5LQblQXkdhDQkK4GTgNh4aGEumZk5NDZgPmgrFjxzY0NMyZM2eu7vr444/nz5+/aNGicePG1dXVzZ49e+nSpZs2bdq3b9+5c+e++OKLO3fusPMJFwoi4G+//cZaM2jDG92aC2rSW12cA6NTr3T52YI8ZiL5Cpo6585nz57dunWLoEcOnSTlQTlQ1t+HbMgML4Myybd7p9sEwqFWecL79yNb2v4PHz7s7u7etWvXli1byI3v7OzcvXv3kSNHkGhxQ8h5Q4/FuMhkCQkJnOqg2iIvKPGtBJaypyh+a2mmUMKV7XSpu4DeV7ffg7KNuNHrZfLtRBWRiCm5QDakmV6mRLBiM4SmY9VClJSGPPWb2fj09PSqqqqcnJwRI0awZjs9Pb2urm7GjBlSsOfMmbNw4ULGqj/66KOpU6fW1dXV1dXNmjVr6dKlDEcyaPj1119jggWUtHV6sUllitpv/xzxilCo/eeAh191aQ1vdAO/z58/P3PmzM6dO2k2QbK1Cufgr++55Fv/+OOPu3btWr169d27d0E2n0340m+/Szz7dyJb3vDhw4d79uzZunXr5s2bUUu2bdvW3t7O2lt2NJMLwGfWs7Gx4ckO6ZQToTL1RvQHSl3g7y6+KAwbdQ9+0quQC6xBsEy7INjB45XSHnAXQ4h8OyXEQTatHDRvsdTSneFpgHmV5qjs9YuNjaUlGRAQkJKSkp+fX1BQkJubGxcX5+3tHRwczOQsOZ+E6Tc0NDQ0NCxYsGDRokWLFi2aP38+u1So5fX19R9//DFjp93d3adPn8Z/IjIWYoisCtEqpsWkeIvX71fdqieesJRz+L34PS5dutTZ2Xn58mUwDVchNlac37+/AD3fcePGjVFRUatWrQJDcBVxIP72z4v8/v3I5g5/+PBhT0/Pjh07mpqa2traCKLgaXnz5k2iATCa85DR02g09MOJSgIZgEySeWUATCJElDgTy4dw3zDFJTQmRBEOHxAQQLxqgG5dk0S59rKRyIeRR4Rc8t1R9Pi0fC/eB2+t7BUJ1UUNyYIR3F0RERE4WLiNhw8fLju54+LifHx8goKCEhISwPfkyZPr6urGjx8/YcKEurq6qVOnzpgx46OPPvr444+XLFmyatWq5cuXYyBuaGhYsmRJR0fHjRs3JHtSSXMpjfQjcE0JLEA8NVjK5zuFLMhU5aNHjz755JP169fPmzfv888/h5BcuHBh7dq1mzdvBhnvQ7bs9NBqtZcvX87Ly6upqblz547cYFpdm/D/Q8H+34tszrvPnz+/ffv2qVOnmpubV61aRb99/fr1e/fuvX79+oMHDx49egT3+weyXVxc0OPYEsZzPFSXOS1jYIKPkH+OwRZAy9f5ilI67FX4+bNEZcOChCSQ7Ar+lJKi7AlRNiPlorRze3AvgWxKshxhRSoRihIaGooYEhMTM2TIEH4rLi4O7wA7bqA0ISEhMTExI0aMoDOFcp+bm1tSUsJM9cSJE+vr60H5tGnTWJtdW1s7d+7cpqamHTt2fPrpp5cuXbp37570UMD3u38OXXiny/1g55gQku+//x5L/v379y9evNjT09PZ2UluwapVqzo7OzGB3L17t7a2NiIiYtSoUXfu3NG+fzYHnRsm/ebNm507d1ZWVs6cOfPzzz+XeJ3fFDuW/oPI5sJ98OTJkx07dixbtqy5uXndunXNzc179+5F7L979y5a5z/YiL29PS4o8mXkBCnr0yXsJky3UUl6fqIGKmVvAR83ifIJIO1uaC7Cs3wLbgMZgOdlvZAtX5E3xOIXGhrK7A8fUmlCROnjASJdSYh7eHi4INvT0xPOEx0dzaLu1NRUb29v5eoSvF/RuvXbhHFlZWXl5eUVFRWVl5dXVVWNGTNm3LhxAJ3ls5MnT66pqamvr58zZ866dev27t1L1C82QKo1aIOuvNJt60MRf/To0aVLl/bv30+Iz44dO9asWbN48eLVq1e3tbUdPHiQaTcguGXLFolt6ejogOL/4cV9RfPy3bt3169fr62tLSkpWbly5aVLlwRMb3R+wP84soV97d+/f9WqVU1NTevWrVu/fn13d/elS5cuX77M/Ns/nSCRsRkgwAUlyCYFCuhTvZQ9PyUpl+2mSuIB94BGi6WJFyvZDljht6QzLxRCkK38X5nUhIEgyeMR50P2uid5Csnynd+rftB9BwcHd3f3YcOGFRQUlJSUwL6gKAwZKSM8cYPxGYYNGzZq1Kjc3NzS0tKSkpLS0tIxY8bU1NTU1dVVV1dXVlZWV1ePHz++pqZmxowZS5cu3bp16+HDh8+cOXP79m3kvAcPHly7du3s2bOfffbZ+fPnjxw50tbWNn/+/Nra2rKyssrKyrlz527ZsoUxqtOnT6MAvn79GgMnsyQNDQ22trYjR44cOnTokiVLiJR4H2KkGfnmzZsHDx6sWbNm/fr1RUVFe/fuhdBLhqCMPP/7kS3fGgXz5cuXhw4dWrt27bp169atW9fS0rJv374LFy6cP3/+2rVr33///f9U/YyMjMQNFxMTM3LkyNjY2IyMDFw4gF6oRWxsrGCIZzeIDAoKQhIGCigeMI1w3QJfPKgCboa7iHjFYkqpplrzNODuEnLCU4WPAaQAMX8qWrEGjbwrsdRyx3I/8CayhwSHN+J6QECAp6cn+z2ys7Ozs7PDwsIYHCbeLSkpiVuR/RAYvvkwYu7Nzs6GolRWVpLFP2/evOXLl1dXVxcUFBQVFU2cOHHSpEl1dXWNjY1tbW38hFpbW7dt27Z169Zt27atWbNmypQpKSkppaWlZWVlpPmPHz++oqIiOTm5tbWVdTmi0z19+pQf/5QpU5ycnHx9fXNzc+lM3bt3T6vVMs2p1Wol2K3XfL5Wq3306NGmTZsIyFu+fLk4WGD/yumeN7pQq3f/kqL870I274b8r9Vq//73v1+7dq25uXnjxo38t6ur6/Dhw6dOnbpx44bMv7169UrPzMxMuSgsLS0NfNMbx9OMUwrajTjIFjKe75gx/Pz8ZJARmY+waiVVlckG2WhDWVU+4pUHPvnjmGCjo6Np1yt/N1Q3PC9JErG6vVAgW/mI4CaUhwwDywzauLu7k1vCXw0aPWzYMFgTQZ7EuBGjxb8M94ZM0w0fPhwmk5+fn52dHR8fn52d3dHRodVqb926dfjw4SVLlkyYMKG6urqhoWH9+vWdnZ1nz569efPmqVOnenp6Ll++vH///jlz5tTX169cufLgwYNXr15F8H748OGBAwdmz56dmZnZ2NjY09Pz5MkT+Pq7d+9+/PHH5cuXx8XFeXl5xcXFlZeXJyQkBAcHt7a2wtQZCtZqtb/++itWT2WrkooIcX/27NmmTZvIwJfrhx9++E8hm+8CL+LT3rt3b/369WvXroWT7Nixo6enh1CuR48eMcn68uVLPVtbWzLhIY6ZmZks9EAExNgEuGWskAMfcAfZqBOhunQREdpwEfIasCgUQngCfF0pZShLLH8W6ZCbKjIyUoYvQar8WYmREK+5kB8luHkN9yo0OiIiAmR7eXnx6EDsGzlyJI+LyMhIGAgDDVAm/gqcgMWezoMoLy+vtLR01KhRUVFRmZmZOGbpufT09MybN2/q1KlLlizBh7lr164TJ07cunWrp6dnzJgxJSUlO3fu/Omnn5h2Eay8fv362rVrdXV1JEZfvXqVkfhff/119+7dXl5eLi4u8fHxubm5lZWVmZmZQ4cOzcvLO3funFarffz4scjVPK+1uhRwgfjp06eXLFny5s2bVatWTZs2Dfr+7t07ZiX/U8jm43EU4S598eLFxo0b161bx1jkpk2b9u/ff/78+Zs3b96+fVummfScnZ15yBKblJubSxESS5NE+/GTC1WseARSXHIcFI8/+BP4imDCGU5pVUULB2rgjwKMzxvDCeSB8yIGLDosIpUI44/SLWhVmrqU4OZZwde5PwMCAlxcXDBdYTlMSkrKz8/Pysqi+0PZpk5z9uD+5DPLaSQmJoaozrS0NNbfVFZWJiUlubm5VVZWHjlyhJ/6xYsX165du2TJkm3btq1fv76trQ0HyJYtW6ZOnXrgwAFs1nBo5ropz1988cXSpUuXLl1aUVEhad93794dP368m5tbUFBQYWFhYWFhbm5uTk4Of/d58+bhwr1+/TpKn1bHQERnBD2PHj1at24dKTyVlZXt7e3QmMePH4vv5T/FRt4qVqX9/e9/37p1a1NTU3Nzc1NTU0tLy86dO0+cOHH58uXr168zsPfTTz/pubu7p6amQhKSk5Pz8/P50Y4YMYJazq+ZMEhKSorUjX5JowQtQkk2kEQoxsCa5osYOcTDJJfUadE0AAr3TGBgIG1wzos8XmJjY7md4OVC5fnjShmeu5Fv5OvrK4Dmi8HBwd7e3s7OzjSSIGPDhw/PycnJysoK0YXYy+0kH5h3DtcFLvOe0dHRjNUlJyenpaXBlRnkKSwsbGpqohbevn0bkr1+/fpPPvnk4sWLLS0tCxcuvHbtmlarZX4b1UKA8uuvv166dGndunW7du2qqqrq6up69erV5s2bMzMzra2tYUQFBQWI8cz/JiYmFhcXr169+tmzZwRKCbLfvn0rVPtvui3Ge/bsWbt27bt3786ePYusJstd/7PI5hJbwb59+xYuXLhy5cqWlpZt27bt2rWrp6fn7Nmz165de/bsGb4GPXd39xEjRkBPU1JSCgoKsFOPHDmSEbK4uLgRI0Yw6svJiXMk5ZY+ovTVRVaToi6ddvqRdBD9/PzEDyicWEqsIDtKsYMvIiJC1maH6VKpxL/K3SLI5oAoIiMXOA4MDIRQwWRwLDo6OrLo2t/fPyoqilBtcu8DAwMZY8N2wp0muW38gg8j93NERASLnRISEniOkQDNr9evX88P/tChQ0uXLu3q6rpy5Upzc3NVVRXLCX777bc7d+6ARQixLHBio+mWLVtqa2tbW1u7u7uDg4PNzc1DdanQjH2kpKRkZ2fn5ubm5+ezzOXkyZMCOLFJCbLRtrVa7alTp9avX8/Z9OrVq/X19Rs3bqS0/9+A7Fe6vP1Lly41NDQQMdzV1XXkyJGjR4+ePn2ajTw40vRcXV2J8xs2bFhqairLE4i4Vm5gEk7CYgP0h+joaGkBhuoGEJWdSMobnRFeRrH/PbIF3FIC4R68LDo6ml4JgxHSc/Hz8/u9yC19U6V8Lp3RKN2S4sjISH9/f5Yr2Nvb80jx9fUNDg7Oy8uLj4+nKcMkW0BAAPcbE3RDFcv4eFhF6IbipMMfGxsr+32YOYqIiPDw8CgtLb19+7ZWq/3iiy/a29u7urp27tw5ffr0+fPnP3jw4Lvvvrt16xa+ZJmB//777zF79PT0TJ48ubW1denSpfPmzUtPTzcyMgoICMjPz4+Li+NZwRQIV05ODk6BqqqqEydOgM5vv/1WZnm4YYSWnD59urW1lTSs169fd3d319XV7d69W2aC/lM8G0Gd8bm3b99+++23ra2tWBuIiTp06NDJkydJGf5HYqWzszPEIz4+nmMTDYiYmBgeallZWbKGnch3xguYhiSnJkyx2RFWEKrYnMuPXByCgFtJQoQZYzaU859QYfKo5H0ofoGBgU5OTmgXEbphNmmXKqmIPD0AN7clxkBxnnAHEi4FGrKysrKzs3nahISE8KeEdivdMnID8/fiTEL3nm04vr6+hOT7+vpGRETs3r1bq9U+fvx4586dHR0dq1atamxs3Lt3LyZvptAlMBuHiVarffv27e7duydNmsRk6/jx401NTe3t7clpSEpKKi4uLikpYXErzI2E0dTUVGtr65KSkq+++opmvsBF2dJ/9+7d8ePHV61adfPmTQr5L7/8snLlyunTp/f09PynkM2D5ZVu+bw8Xi5dutTc3ExzoL29fdeuXWzhYVD1+fPneh4eHoyTAFwWycm63uzsbPZ/MsHOUgVhKZRzfBfYkpSTtkJwqW0RujU0zA24urqyPVqcKrAI6fnJ4Y8LdtGL4vO2InrIE4CRSmncAGuQxwOB9TSxsbEkeVOYEYU4Publ5RUUFIwaNYrRCu5VOpSMUYo7HOsLAou3t3e04lKmIkZGRo4aNYoHRWNjIxoW7bSSkpJFixYRJXr79u2vv/6a5BA25YkH8Icffrh165Y0IEeMGGFlZcV3rKioyM3NHT58eHFx8Zw5c5YvXz5mzJj4+Hg3N7eEhITi4uKgoCBHR8f58+cDZaY5X+sSfgH6Tz/9dPHixaVLl964cUNewmwdAAAgAElEQVSGJB49erRly5bx48d/9dVXFHutbv5FCuq7PzJOQWmgUpjXmQyQuYdet0qvQCwZ0RBzGJLOmzdvSB3SarU3btxYvHjxRx99hJe1u7v73LlzDx8+JJFVz9XVlU4yOyBppMFGeK6Rrg0a0tPTR44cyawNvHzEiBFxcXEhISFiqpbRXYoxjJamYGRkJEbtoKCgXuZsxG9Z567M4RZDVbBuJ6pEWnp7e8ttIIqK5H8rk33kTQTZqampMTExfn5+MtrD/cC/Q15eXm5ubnJyMssVBNn8jbiB5eQaHh7OX9PPzy9ScUUprmHDhmVkZCQkJHh7e9fW1iJT7N27Fzcsmb9Hjx49fvw4BmtGFvjREmFF6VqwYEFjY+OuXbtmzZrl5+eHKaCgoGDZsmVk3pWWlmZlZTGNSk+3pKRk5MiR/v7+KSkpq1aton0DRAR80I99+/YtX778xo0bWp1B/OXLl+fPn9+yZUtzczNfITyN39Lq7EpvdUu7xcMoaSrSmSfxUKvL0JHboJe4qVUIkXIxdoT9Wmy6f//738+fP79t27YdO3aw9QHt78GDB8+fP9fTaDSEZ3NqzMjIQMcF1iNGjOCHDQvPyspKTU0FNGy0IVtHODEyiDIvgVOXeEtEMOH0yQ4D+nxK0x+XSIRKrqy010ZGRjIQxOsZ5VTGjIg2F6YYYEO/YxU385fBuigp4oGSk5NzcnLS09NjYmLwJAqPQg6XqWf+OpGRkTz98crKpfQ8woOTk5NdXV0LCgqeP3/+7t277du3T5w4ce7cuZs3bz506NCRI0cwo/7yyy9kRXB2fKMbbHn+/PmSJUvWrFlz5MiR+fPncw+HhYX5+/sXFRWtX79+69at8fHx/v7+MTExGRkZKDwVFRWlpaUsaoqPj29uboaQyAkS8L148aKjo2PhwoXnz5+npvK7P/7444MHD1paWg4fPgw0GV15p8v6EbO4SM5cQnWo2e/jLS9fvnz27Nn169cvXbpEx4rNjqdPnz5//jxSErcQnxNCxTd9/fr14cOHly9fvm7duq6uLsbq7t+///z5cz0XFxcCPFNSUjIyMjIyMnJzcxFDsrKySBchND4zMzMvLw+/BDWPTXmJiYniPRKJQCYSJB5EabkGrP7+/uSbYSIN1UUS97LRguCAgAC6M0g3ybpLonxEg+eUKaYXmAD0HSIeowvdjNaNuIeHh0tCGshOT09PTEwMDg5mGYjYYICsjO1Qy6XxxO0nJkR5jZgF4uPj7e3ts7KySClZunTp2LFj582bt2bNmu7u7osXL2IGfPjw4d///vdbt2598cUXT58+ffLkydmzZ9evX88mscbGxg0bNiQlJTk4OCDqq9Vqd3f3srKyadOm+fr6kinAgRWLIjd8cnIyR9vp06d/+eWXFy5cOHXq1KlTpy5dunTy5Mmmpia2nR88eJBQG9RAbq2HDx+uXr16+/btDOQDMqbglAVYrne69BIsX2/evCH3sKura/fu3QcOHDh58uTFixevXr164cKFM2fOdHZ2bt26taWlhUDKNWvWtLS0tLa2Xr16defOnWvWrPnkk0/4Xux7kDJ/5cqVbdu27d69+9ChQ5s3b963b9+NGzcePXqk5+XllZ6eDrgRrTMyMtBiMzIyJE6EgCg4N5FoQsGhs0gEeIxAGHlo1N0QXUi2DC6E6OJEpC0PFeYrMscghhBEQzGTSJce+iH5EOBVTCb8RCE2SmSzWycqKoo7LTY2lpsEwwl/haioKPbm8JoAXQ4yrX6lYC8uAGFNvx844oqOjlar1YWFhXfv3j18+PDo0aPJAu7o6GDYERvg8+fPv/zyS0ZZt2/f3tjYmJycrFar+/TpM3jw4BkzZjQ1NcXExNB0zMzMHDt2bGZmJlsSExMT165du2jRojFjxlRVVSEDuLq6WlhYIGp5eXklJSWtXLmysLCwurq6ubm5o6Nj8eLFFRUVM2bMqK2t7ejoYDgFYs2Y8K+//vr48ePW1tbGxsbTp09LOdcqYoCo9L/88gupPUBffFdHjhyZOnUqexw3btx4+PDhy5cvY6r+7Z/z35Qn1IsXL27evDk/Pz8lJaWlpUXy7QlpefPmzc8///zixYtXr149efKku7u7o6PjzJkz165d0/Px8YFnI04lJyeTDy/HahxLCH8gHt9mXl5eeno6CYDCknkBNwM4GzVqFEI4yh10BWorjR4xheOsknGbQF0miZKlKD1SUjJBNuc/biRxRymJOP1CWlHcdYyW8ceVgWkImqRm8o24A/Hf+vj4cJYVF0qwYn2rdKMCFPnfPJGioqKsra3HjBlz5syZWbNmpaent7W19fT0HDt27Isvvvj8888PHz5M1PzatWunTp06adKkmpqaYcOG2djYaDQaZo6WLFmydevWurq6qqqqCRMmTJ8+fceOHcXFxQsWLNi+ffuECRP27t27evXqRYsWnThxAkfh/Pnz8/Ly6urqioqKQkND09LSmpubIyIi4uPjJ0yYMGnSpDFjxpSXlzc2NtbX1+/cuVNwSTdUmMCzZ89aWlpmz57d3d0tO27kBNmrbEvE/Zs3bzZv3jxt2rQtW7Zg7ZDpIWEyver9O12CFGz+p59+wlW2YcOGL7/8UtiOMqrl7du3V69e3bVrFw8EPW9vb2x9SUlJdK3gGEoNGwEYZGdlZeXm5ubl5ZEeD8OOiIgQ4TYzM5PgP7AC0NGhIM0Yj9iN1Cu6BBqDzCx7w6jfGDNkN5+wWA5wgJgmDkVd9gD2yvWL1WXd83lQDJEyxSFIE4eFlB4eHnLL8SGJisXkDbLDwsLg6wEBAfAQQbbMNfMho6KizM3Na2trd+/enZWVVVlZeevWLZJUL126dPbsWTK+Vq1aNXXq1HHjxtXW1k6aNIltiNOnT1+9evXo0aNJj25sbJwyZcq0adMaGhqWLl3q7e29cuXK06dPZ2VlzZkzp7q6ura2ds+ePQcOHPj0009PnTp19uzZixcvdnR0rF69eseOHT/88MOWLVuysrI0Gk1oaCj95iVLlkydOrW9vR3oUCCFSUtPft26ddOmTaP7I1SE8oneDGqltdnU1JSbm9vS0sKbCHX5TbHAROZBexEb+d83b95s2rRp6NChycnJBw8epE6jA3777bco7t9++21PT8/OnTsPHjyo5+npCTdNSEjgvAgJgWHDqhkkg58Aa5q3CALRuuVMkG/JtuTCT8ciL9gzsjF5I/ATTpwymQuMWGzAy2igBCnm5EVelKF04BgYGEi3Um4DcMwTw9/fH+zCYeRpI7Nh/C5IZfekh4eHfCQ+A4koImxzruBWJEMrRBFzJdPNQUFByOHGxsb19fVbt25NTExsbGzcvXs3O2VOnDhx7NixXbt2HTlyBOwuW7ZsyZIlLNFqbW3dtGnTokWLamtrm5qa9u/fv2LFitLS0kmTJiGH29vbr169+vDhw76+vjNnziRBfceOHaz6bW5u5mS2e/fuK1euoCFqtdo1a9b4+fk1NDRMnTrVzc1t3rx59fX1ra2tUrOR26SyAm6tVtvZ2fnxxx8fP36cpNm3b98+e/bs8uXLp06dunz5Misnwe6aNWsSExPb2tq0uq7+H06gyRxdr/wTOkpi2b1y5crkyZPDwsK2bNnCrCd3oOQKffbZZyw+1eOHjQwii3c5F1KGYSas383IyMjMzMSckJeXl5qaGhwcTPuGFwumKfxQEdyCFFq0QmhMSEgIQqEAHQsKtZbHPT1OUrS9vb1J20E69PDwADf+uh03UF6A6+/vz10H/5GhmwjdxSs5d6JaROsW6xBp6eTkxPYmcMnXxcmNgglr8vHx8fT05Bws6j59ewq5i4tLUFBQTEwMBpUNGzZ0dXWNGjUKW3ZCQoKHh8eoUaOmT58+Z86cxsbGAwcOHDly5ODBg7t37ybsi9iTOXPmLFiwgIGxmTNn1tXVzZ07t6GhYdGiRSNGjNi/f//Fixezs7M3btx44sSJjo6OI0eOnD59uqenZ//+/WfOnGlvb1+2bNm8efM2b97MbstFixYlJiYuXrx4/PjxUVFRDQ0NlZWVnZ2d+LHgEgjeuLpfvHjxTje1cPTo0fr6+sePH2u12u3bt0+fPn3s2LHMyI0ePXrOnDlXr17t6upie5tWYSgX3iJmWiWT4T6BkPC/b3SbhQH9w4cPt2/fnpCQUFRUtG3bNhQe4ih+++23zz//vKWlpbu7W8/Pzy82NhaZT2ozUglRfYA7JSUFhs3ACBwjMTExKCgIkipo5iYhrJX/pWki8jbfhSU4YsimvAkF9/f3p2Qy7eLr68uaJTaJ8RWWKokli4obrZv9gaCH6qJ/pBsqkgtsG6UP00VERESALjpQQAmykW4kAAg5hd/thWzYOR8bxoV4HxwcnJCQ4OjoGBoaimt+3Lhxzc3NUAK8K+zVdnFxSU5OLiwsHDNmzPTp02Xz0PLly1esWNHQ0HDu3LmTJ08uXLhw/vz58+bNGz16dH5+/pAhQzo7O/ft2+fl5TV9+vTOzs7W1taDBw/evXv31KlTdDHYIjBnzpympiYWbFdUVEyaNOnOnTtr1qxJS0vbuHFjQUEBI1i3bt0iRe3169cyDA+myey8e/fu3r17nzx5snfv3pqammXLljU2Ni5cuHDz5s3Nzc3BwcF1dXUTJ05csGABz4evvvoKHVCaoJKK/4fqipBpmIaM7mt1qUMTJ05MTU1dsmQJS8F5h0ePHh04cKCpqekfyOaYSGcOZFN9aTpSejMzM1npXlRUREsyMTExIiKCMk+uNrcEuayAW2S4SF3aKrKJHOOgvDwW4uPjMRiFhIS4u7vb29s7OTm56S5vb2+NRmNjY+Pk5KTRaDQajWwYo0zKiZODJoTB39+fRjdqnRLZsYoLFk6At5+fX4guCgI7FPKIr6+vm5sbqxfwAErCoCCbBwu1nKwsOAxGXBsbm4KCgqamJkaAx44dS/yai4uLhYWFsbGxmZmZiYkJ/8viVmJbNBqNWq22srIKDAwsLS0tLCxMSkoqLy+vq6srLi7Ozs7WaDSklQYEBMycObOjo4N5k2PHjp08eZLQzXnz5rG9vLm5+ejRo/v27WO05+XLlzt27EhKSho7duymTZuePXt2586d77///osvvti2bdvVq1dPnjy5d+/eR48eXb9+HZvrhg0bDh48+Pz585UrV06YMKGxsXH//v3p6eleXl4ctBgRqq2t/fzzzyHrOA2pwcI0lKxDwC0jocLatb8TxQl0Jl6nuLg4ODj4o48+wuh39OjR5ubm99ZsxqVQ/TIzM/GOFRQUFBQUZGZmYnkFuGR00J4E01Kt2eFEVxwbgwyG0eOEf+OG495ISUmh+xMUFCQ7xNijzqJeExMTKysrBwcHFxcXyrwkEUtQPGxbeoTMa6JvRPzzHCcWc6RfSfChsRIaGqrMZ+N5QvIgfSii3lByZHUOt5kUcsnUlH3ykydPnjNnDrexm5ububm5mZkZzyJ2E9vb2/M31Wg0bDJxcnJydHRkebGJiYmtra2BgcEHH3xgZWXl4uJiZ2dnZ2fn6OjIxq34+PjZs2czeLZnz55jx44dPXp079693d3dixcvnj59+qRJk5YsWdLZ2dne3p6dnT1t2rS3b99++umnixYt6ujoOH/+/I8//nj79m2Og+Q0fPnll8+ePTt9+vTy5cu3bdt2/vz5zz777O7du7/88svTp0+XLl1aWVlZUVHh5+dXVVW1cOHCuLi4x48ft7e3p6SksNBe5AsOi7149r+woEgL8/Xr14ymI4koHS9dXV1YfXJycpqamk6fPn3x4kU9f39/plPBJVp1Wlpafn4+Bnb8YvghCwsLac7FxsampaXl5OSMGjWqoKAgJycHFQXRkJuB82i0LilBeTPgN8rNzU1PT4dC8GfRNxBqOPOhM6AAotMBEQx6Dg4Otra2zs7OPj4+MlePTK4MHxThnFZLcHAwEZiivfCIEIMATfihQ4dyO8miVJFrSLeSJwmVHhsM5oKAgABuA5g6TwOGqadNm1ZWVhYQEODg4KCvr+/m5mZpaeng4ABAHRwcLC0t3d3dra2t1Wq1nZ0df01XV1eeJGw7cXJy4t52cnKysbGxtrbu06ePra2tq6urm5tbenp6TU3N2rVr29ra9u7de+LEiePHj586dUpG3xlQ37Bhw9ChQ6dMmfLixYs1a9YsXbr0wYMHly9fvnfvHqOyyMavXr1iAOLSpUubN29ubW3ds2cPa58wLT569GjPnj319fUpKSkdHR0nTpyorq5+/Pgx/X+mNrl6ZX5DqaUVL74RJe2WFfR0fGDbnBdZtykvPnToUF1dXUhISFZW1siRI/WGDh2akJAAmmWrQUZGRlFRUX5+PrBmNLW4uLioqIivMxBVUFCQmpqKRROqSlw8DkGmBsXgz9kRmyUFG8LDyVWkaDJxpKXCUZKc7Pz8/NLSUjjPsGHD4AYmJiYWFhb29vbu7u4QEiQLibHEkw0iQ3TrJ4WyU4A5p5JiLCGxvr6+sgIYjgH65ZVwYllCIgYvaA/JnYCbx4ilpWVWVlZNTc3w4cO9vLysra3t7Ox8fHzMzMwsLCwsLCzUarW9vT3IBqPu7u7Ozs62trZWVlZWVlbW1tampqY8tSjk9vb2jo6OGo3G3d3d2Nh40KBBzs7O9vb2KpUKDjN8+PCJEycuWrSotbV1xYoVTU1Nq1atam5uvn379v79+4cPHz579uy7d+8uX758//79r169Wr16dVdXF8X4iy++YCH306dPEWe6uroOHTq0Zs2aDRs2PHjwgDhJgHXmzJnJkyd3dnZ2dXU1NDS0tbXBUb/++uvTp093d3c/fvyYtScs8RGZ5dd/Xuuq9ELJa1iToiztUrMJQxQ75JkzZz766KOwsDC94ODgpKQkWAdnxNzc3Ozs7OLiYkF2YWFhSUlJSUlJUVERqQNpaWmFhYX5+fn0YmjQwGfYSJaens6ZTARmJBSxDnMncDCllYPBMDo6mq2q8O+4uLihQ4dqNJohQ4akp6eXlJSA74qKCmLKuB/8/PxcXV0dHBzYvk6FA4UUfkRlECwhg8oAQdqNLHUHxKQng+whQ4ZwdkSK8fb2Zt0ZH8xXt64ScT0iIsLHxwcxhyBmHhGurq6FhYVjx44NDw/naQOfsba2BqPsIzY3N7e1tbWzs+OMAcqdnZ35e7m7u9va2jo4OGg0GgsLCzMzM2tra3Nzc24JAwODIUOG2NnZ9e/f39LS8sMPP9TX1x88eLCxsXFERERaWtqYMWMqKiqqq6uPHz++f//+tLS0jz766OzZs2vXrr1x48bPP/9MdBvbXOmJXL16dd++fVu3bl27dm17e/v9+/efPHly584dznPPnz8/duzYqlWrGP28cePG0aNHR48eHRAQ4OzsvHLlyps3b86dO3f8+PFbt26F91+4cIF4ELKYCfhU7l0QOi5HRrwifF0wLdP1EksEg//b3/7W2dmpFxoaigGIUp2Tk4PNDQxBrwsLCwF0YWEhZRsSkpeXl5yczIkBKZDjIwwbqoocIVYN0cXz8/O5JWBBKBsin9OZ59fh4eFubm7R0dFFRUUlJSWwneLiYvA9YcKEysrK7OxskRGpu4GBgdRLlDiqOFwZ0UNMTsAapLq4uHAPuLi4aDQa9BkAKjcMkohGowGLCCBKZIeHh3t6emo0Gt6Kmq1WqwMDA4uKisaNGxcWFkbd5U0owFRlJycnc3NzKysrGxsbW1tbe3t7W1tbGxsbGxsbblo7OzuVSmVra+vm5ubg4ODo6Ojs7GxpaWlmZubh4WFqakrNtrS09PX1xb/u6OioUqkcHR0HDBjwwQcfGBsbR0ZGNjY2FhcX9+nTJyMjY/Xq1QkJCStWrDh+/PjMmTMZ7aGd/v333587d669vf3IkSM3b968efPmo0ePoAF3797FXtfZ2dnc3FxRUTFu3Lhnz56dPXu2oKCgoaFh1qxZr169+uqrr1jo2N3d/fHHH8+aNYuNrBs3bty3b9+hQ4cOHDjwySefMDpw7do1Ese/++479jtCPCjnfCo2f2t1IzZSwvk17aFXr17pRUVFjRw5Mi8vLzs7mw4iKC8rK+MreXl51G+SkFBICgsLoddZWVnEmPMLnCScI2NjYznJDRs2bOTIkbm5uWxQ5nuJFEPDEukQDoOgLg6+kJAQIoA50RYUFFRXV48bNw6g5+TkFBcXjx49evTo0fwvm7ZZvSctcTGy0lKB+yJlEBgrKYGI5dAVFxcXkV9k5yqXm+KipkIPuHPMzc1hCNyT/MHk5ORp06aNGjUK+uHo6Ojq6grHsLa2trGxUavVarXa1tYWTPNMcHR0BNx80cbGBhzDXnhM2dvbU7nt7Ow8PDxcXV15saurKxq8q6sr76ZWq01MTPz9/efPnx8VFfXhhx8aGBgMGjRIo9EEBgZiyl+wYAGuwydPnrx+/frp06enTp369NNPT548uW/fvgMHDpw/f/7kyZNbt27FYffJJ59cuHBh7ty5K1eufP369e3bt2fOnLl48eL79+//+OOPX331FSO3165d271797Fjx9avXz9//vyVK1du2LChubkZ4r5t2zbWhbW2tjY3NxO4unPnzkuXLuG6hpFrtVrsIuKIYkSDHpAybUIvMjJy5MiREA+6j1idysrK+EpeXp6MQ1On6UEihpCtUVZWJsIfFRcBhJg8jN3w8ry8PLqbhPXQkGdkkCYoFDwlJQVCQuEfMmQIh9q8vLz8/HyUR+7DgoKC0tLS0aNHV1VVYdcsKysjiKygoCApKSk4ONjT01P2tNMVR68IDg4mK0yQjawOb4YGKGENUl1dXXkr2cKqvNRqtbOzM2IO7+Po6MizYsSIEWPGjAkPDzc1NbW1tUW7/F9FNmXe2tqauq5Wq8G6ubm5oaHh4MGDzc3NHRwcBOhy83AzGBoa9unTR6PRNDU1ZWRkWFtbIzdZWFjwX6YZSJ4pKioaO3YsenlOTg76enNz88mTJz/77LN9+/bt3Llz9+7dXV1dW7ZsKS0tnTFjxueff759+/a8vDwOr+fOnevp6dm1axeLfmDhzc3NixcvXrt27d69e9n+c/HixUOHDrW1tbFvOz09na6Zl5dXdHQ0GJs1axar1TBL4RhRQlmr1b558+b27dv379+/f/++XlhY2IgRIwRz1MW0tLSysjK+Qjudr+fk5KAGQsoxBubl5ZWUlFB9mbiREV3804Tf5efn8w8EI8dQhcMbQONExWoHG5EcCG9v75EjRxYUFKDYFBUVUd2BO+y/vLy8oqIC9xxBqTU1NUQr5eTkxMfHBwYGUsiBoHL9JLBWCohQbV4v24TppDg5OdGelK9AVBAELSws4ACIkhzs4uPjvb29uRU1Go1KpULcAIK9YI1I8j5ku7i4ODg4oIfwehsbGysrK9i5iYmJoaGhjY2NhYWFSqXijMs9YGlpaWtra2FhYWBg4OPjM3/+/Pj4eFNTU0dHR37L3Nyc54CxsbG+vr6xsbGRkVH//v0HDRpkZmbG7WFpaenq6pqUlFRZWTlp0qSGhoajR4/u2rWrqakpPz+/pqZm69atU6dOzc7Obm5urq+v7+npuXLlCinXe/fuXbhw4blz544cOdLS0jJnzpyPP/546dKlM2bMyM/PZ56D8wmnZHNzcwMDg9jYWJbJt7W1zZo1q7OzU7o2SuEPAwlbfs6fP3/+/Hm90NBQBnthFzCKUaNGFRcX8xUwjXVbXKyQFgo5L0AVITyNKV2mYyDW2dnZVNzs7GyQDcTh5cgjZNOAb1qDMkTs5eWVnJxMwQbZ2dnZo0aNysvLw0+bn58P8wbflZWV5I/JL0pLS3mxp6enk5MTT2oOcNL1hC5TqqnKEA8Rm8EZT3+QDdA1Go0o3xqNBhYEn7Gzs/Pz86uurnZ3d2cMz8zMDGQDYjj072H9PmTb29ur1WpLS0srKyuOknwedlcEBwcL4u3t7UNCQpycnCwtLXl/Z2dnR0dHa2vryMjIJUuWJCQkGBgYWFpaGhsbczPQBaNbxAdTqVTm5ubOzs5ubm68lYmJiUqlMjU1ValUKpUKLSsxMdHX1xeDQG1t7bp16zZt2lRSUnLkyJGvvvrqyJEjR44caW1tnT17NqQxMTERw5mnp6elpeWf/vQnKysrExMTS0tLGxsbU1NTS0tLOzs7CwuLmpoaor5fvny5evXqTZs2MQQkpfr169c3btzo6OggDO3MmTOHDx8+fPjwe5FN/wVPn/QjpcrCtjlr8oKEhAS0EZrYMTExcBLpUAqNgVgj/6GCy1iaYJqWJHyGlkdaWlpxcTH3W0lJCR+M4g3Wy8rKKioqysrKioqKeCCI6RzhMjc3Nysri1XwSBw0wGUZNkoIpBn2ItwDWFNo7e3t7ezsuAFAnpOTE/eJ+G/t7OwCAgJQ62pqalasWOHq6pqdnR0dHU01srOzs7Kygkv8Iazfh2wHBwdBNiohp8yRI0dOnz69oqLC09PTysrK1NR08ODBKCeGhoYqlQrcmJmZ6evr+/j4rFu3LiUlxdDQ0MzMDA7DBzM3N1epVGZmZnxH/uvk5CRf5N6m/BsaGg4cONDS0tLT05NxYw8PD41GM2bMmLa2NqwdRUVF1CZTU1MLC4vBgwcbGBgYGhoaGBgYGRnxwQwMDLjVefrx+Y2Njfv06VNbW8sy359//nnRokUYBkUzeffu3Y8//njx4sVt27Y1NTWhbBLd/142An8QziCuawQTUE5vkj/CYCzRphh/ETrg7kguck4l2kH2tyMd0sQB2cnJyYmJieHh4XADX1/foqIiPMSAOD8/X063iCRjxowZO3ZsZWVlQUFBVlYWA+QE7aHwEDETFRWFm4r+C7K0s7OzsjY76y5+TScfEuKouwTuIJuqJrvRjI2N/fz8YBrz589fvHhxQEAAiWQqlYrKRHH9PaylDP8hsjkLwkC4wKKXl1diYmJkZCQKDwflIUOGODo6mpmZAVwzM8u+MDAAACAASURBVDOalxqNZvHixXFxcYMHD7a0tASUaOrcM5AZ/ghdUldXV7Vazd8Iyo64TjvJ09MT6KtUqj59+kRHR48fP55e6aBBg/r06dOnT5///u//Njc352ZG57G3t+f97ezsBgwY0K9fP5VKxYPCxMTE2Nj4ww8/rK+vf/PmDd1HIuO0Okc4uZuoIlhcfvrppzNnzhw6dOjQoUPvPUEy6pubm4tXG6xnZGSgk6B/Z2dnI4+kp6cTaUcTkaYMojUUAorMtxCZDwkF47WU7djYWJTv4cOHBwUFMSUZFhZGwCnfHXzz3CgvLy8rKxMeAuug34R9nEQypiVyc3Pd3NwwYMCVXVxcKHvgmFItgBYoA2sg7qy4BPFycZNYWVl5eXkhZYgYmp6e7urqamxsLP1Fa2trzou9YK1swfyeZ3OCBIjA2sjIyNzcnHfjA8D78dxKpXdwcLCysjIyMvL19V22bFl8fLyBgQFvBchUKhXvqVQe0c4hCWq1mvuZfyL+iKGhoZ2d3aBBg2A1pPvm5uZqNBpDQ0N4hY2NDbCmGJuamnJPUrzhPPzL2NnZ8QEsLCz09fWnTZsmGkhpaencuXNfvXpFQ4exGhbuaBUXLZ73qn6obLm5uQAORpGZmSkCBaJbQUFBWloagXdYomnKwDcSExNp8cAiIMegFhuW/FmspElJSYycUbz9/f2xPQ0bNgypkRuvoqKivLxc+RngUWCXmwcvOMYBlJzo6Gh6NBqNxs7Ojl4jAhm9En5g0A8oKbUTqIFaYSkaxaVkKY6Ojhw6YeFWVla0BmlvWVtb6+vrA2uEEUE2Nxjf618gG4ZjZmbGw536amZmplarjYyMbG1tAwMDXV1dBw4caGxsjNcKuNjZ2Uk3PjIycsWKFcOGDRswYABv5ejoyKPDysoKnPF5uHMsLS1VKlX//v3h5WBUrVZT8vG9mJiYmJiY8E9BrfT09ITn8BorKysDAwM+rZKsGxgYDBgwwMTEhHvD1NSU8ysHgDVr1mi12h9++OH27dtZWVmEs0noJgo3qWhahTvl7du3ejz6oc7wChhwWloa/DU/P59eDMVSWpKFhYUglYKE8QOYMkoD5SguLi4rKysrKyssLExPTxe+IQ1LvqN0agB9XFxcQECAh4eHo6Ojm5tbcXFxbW3t2LFjy8vLiYGkPHPD8CF5E4yyOLFGjBhBaEF4eLi5ubmXlxez6KLWSQfbzc1NsMsX5RKoCbL5gx7vucC0aMzOzs7GxsZeXl4TJkxwcHBACoStciZT3jzUeKqm/Xsuq/dcnp6e8+fPr6urg35wCBs2bJhGo+HRj7+F+83d3X3lypVZWVn6+vq8LfqMs7Ozl5eXkZGRpaUlOiC0x8HBweI9F88KmLGVlZWjo6ORkVFlZWVJSYlKpRowYIC5ubmRkZG+vv6gQYNUKpXxey7gDgkZNGhQ//79oUDd3d20YI4ePRoSErJgwQJhI8pOu6yupH3zyy+/6PHoh2zAK5DhkPOYU5IWiVRKTmnKrjhtFyBOXwa/FFUWaj5ixAiQHR8fT2WVsWL0PibWkAtFqfDx8RGSTRMUcGPmlL4p0wwS+4tbVWLNbG1tg4KCoqKilOhUIljJMUT8dnd3F1gLFXH5l5dUXIRnd3d3MzMzPz+/0aNHU5v5CsyBmk2l51sI1oXQC+3mQrIATFZWVkDQwsIiKiqqpqamsLAQW4G1tfXAgQNdXFxgESqVCnZB/XZzc0PP7t+/PyQKQjJ06FAPDw8DAwNohr6+PuQBbvA+ZPNJQLaDg4OhoWFlZWVRUZFKpRo0aJClpaWRkRFa+79A9uDBgwcNGmRoaMinNTIysrCwcHZ2Pnbs2Lt373766afGxkZbW1t49m+6PYPKHX+U7R91lx7BSGhngjZ0OpogUFtKdVlZGSoKSMLGBA+hzFOqyf2nI6gcrpEJS/g38p+kmhCqlpGRQaAHQWTkH+Tk5FRVVVH4ReDLy8uD8OBUoW0p0Tm4oDi206kB7rTEBbiifkgrEQSLPv2HJFsQ/PsLANEiwSpoZWUVHh5eWFgIml1cXHiaI9WJXUTuKIiskugL1RGVkJOcEtm02YlnYOre2dk5IiKCvj0HNVNTU3QJc3PzjRs3Zmdn9+/fH4XH0NBQrVaHhIRw/IU/GBgYmJqagjbz91+WlpbCN2xtbfX19auqqvLy8mAayHnGxsa8z79A9sCBA+Hl3CempqbW1tafffaZVqu9d+9eRkbGn//850mTJrGbimbk8+fPnz17xkLXXvPCemSeI1+IqCdbhSASRUVFPPRLS0thtJyKmPTG4AERh4vn5eWVlZWVlJTA1Dl6Is+hEo4YMSI3N5fMO0zhjD4wLR8SEsK5nhktok2rq6vHjh2LKgKfJlVQciAIjcfKh5sPPg06vby8Ro0aFRERIUxA2X9xcXHh+SCNGKzSQ4YMUcJaLnnZ7y+QB7IdHBw4sBK5r1arHR0dcWAjpOBH5aEh35dejPKEykMAZAMjJQ8B5U5OTgMHDuzTp4+NjQ2avaura3h4OFoKYg6mFGNjY5VKtWbNmry8PGo2cHRycmJuCLFCrVYj88E3zN5/AW5Iv7W19aBBg8aMGZORkWFiYmJkZGRjY2NiYgKmzczM3odsPhh2Gg4n+vr6RkZG69ate/jw4fXr10ePHm1vb19WVsYowy+//PLNN9+wUuz777+XKWOY96+//qoXFRWVnJyM3kzl4/leUFBQXFwMr8XlBxOg9FJlGYqBzCh7MWI1oXHIkRRkS4OGu6iX4w9VjkaUn58fJkEEclro5eXlqJOZmZlJSUnYvkmTYoBX4tTEj+rr62tnZ+fv75+dnR0eHq5Wq7E6oV4LM0Emo4BxlKRmSxXvdWR8HxuB1yJicBfZ2trysAJenp6ejo6O0g/iYOeiGyDg6cHZUXRGYSN2dnampqYCJmnK2NnZkdyH9kz3zsrKive3sbGBF3l6enJPurq6rlmzpqqqCu47ePBgfX39gICAYcOGeXp6InGo1Wr6mnQo3wdriqvIhebm5v379x83blxycrKRkRFMHfWQI+P7kG1tbc2dwNsaGhpS4yMjI5ctW9bZ2VlbW0vi18qVKzlT3rt3jwSLp0+fwq3J+Hzy5MmTJ0/0UOjAJf5VaGthYSGHv/Lycjmr5eXlMQMGY6alQo2HruAwgYuTD6jM4oHBc0tQnqHp0Gv0bNYgubm5MeIFacZEnpOTA7HmwcK+RtJFmJsEFhiegDUNW0dHx8jIyOzs7ICAAFDFsCMSh4uLixj6cEEJzwb6Uj6VaHN7z+Xu7o6g4eLiQvPP1tY2Nzc3NTWVu8XNzQ38CV3mnVE/+PACdGXjhut9yOaDMdHDkZTxIicnJ7rivAztz8PDY/ny5RMmTFCpVGjkMTExjY2NGzdudHBw6N+/P+I0ZJcOjun7L14ANVKpVH379h0/fnxsbKyBgYGJiYm1tTXVWlTqP7yg9RhueRkUq7CwkK0dmZmZCQkJbm5uKSkphFgcO3asq6urs7Nz//79hw4d2r1799atW5csWcIotB4Umb4M0MTgIfRDCIn0xoEpaiDDBNII5Aag2BcWFlKJactD4pUZJpBvkpko3oSj0smT6JwRI0YQ4srmLvL4sG7jagLW0uh2cXGBNFOwwRNcHOjzI+fJQPWlhCttT3IB9F7cgOr7hxcUHIZN5bOzsysqKkpISKBPKQwE/Lm4uGBWsbOzs7W1RV1BeBY/iXQf+fr7LsRmWBbJ4oGBgc7OzugtgjwzMzNbW9tFixZVVVXRQQRMycnJxcXFgmxIORoczcI/vOSIyf1jZGTUp0+fCRMmhIWFDRo0CHZBp5OS/D5k09NB24aU41E5duzY/fv329raYmJiampqqqurkZI/+eSTw4cP79mzZ/fu3Xv27MGV1dzcvGzZsn8gG00D0xxz6YhoILukpESQDUUWcRA6QUcGAsPrgTVSBtxdTIL04WXunWOrmLMl6AN/Ek2fmJgYlnS5ubmR1k7IL1OMTChK9VXqGNKwUKvVvr6+2MfVajXOPmq5i86T7aW4xA4lyqCAW2AtPPj3F5xBo9H4+Pjwa3t7+5KSEmQZaipHCMlzIz5Oo9FwvsS5gRwhhZlBMiHctAORlhET7O3tOcbZ2NjI/gZPT09pm3Nv0JexsbGZOXNmYWHhwIED6Wb/9a9/JTPI3d3d0NAQ7i62pH+BbOkTYboyNDT84IMPJk6cGBQUhErNPASl3dDQ8H3IFvrBpDN3hYODw759++7cubNs2TIPD48NGzacOHEiNzdXpVLNmzePuc/m5ua2trb29vZt27a1tbUtX778H8imtY6aUVRUxJwYMMXtBFGGNmCHEh8IxJqXoTFDXYSX8wQgeJsBHPFIQa8p20QqcjB3cXFhpYZE3iQnJ2dkZEh5hjbAPZS1U0l20Rmo/XZ2dtHR0ZWVlWTqIbZER0c7OjoSn2BkZBQYGMjbcjPIO0BUpOXO00A4+h9ezJIYGBjY2trCZ9jsGBYWxlgNd11cXFx1dfWsWbPq6uomT548evRo8kzCwsL4vpwCYa7CamhNC6blBuAegNHi9QNn6NAip0gLU6VSzZ8/Pz8/n0YPAw0hISHZ2dkmuktKMpfcQvyWmZkZd504UqjuHASZqYFnGxsbI5AbGBgMHjzY0NBQKjdqIFK3vr4+KuGAAQP69u2rr6/ft2/fqKiogwcP3rlzZ+XKle7u7tXV1eRkT58+3d7ePiMjY926dfv27Wtvbydukzjtjz76aMaMGXoc8hiioWVNeWbWX9ynotBRcZk2EFup9AWRRNBSwH1hYSEmbLgmJARA0wOn3wnfwCUXGhqK5EItxzJFbAgsHA8TYrOLrmso4p1MA5Bi7OTklJqaWlJSEhAQAEnw9PS0tbUdOHBgUVHR9u3bCwoK1Go1zJs37/VuSqyDbLyvVF/hMNwDNJicnZ1TUlLoO6IXkRZEnAMdKDs7OzMzs4CAgNjYWP4FEhMTc3JyOCcRZcGCEdy2cCd73ZQNoATTAAvpmkagmMt5pUxPMpLz17/+taGhITs7G0Fao9EwfEk4m5wLpXXCwa4XsmE4kAd8JiDbyMiIOXal4Ynaj+Yo4DYyMgLuANrIyGjgwIH82tDQsH///nFxcadPn75169a6devi4uKmTp3a0dHR1dW1YsWK0NBQlUo1ZMiQiRMnLlu2rKWlpbm5eebMmdOnT8edr4fFmeFC6jRjL4WFhZz8OBoyZy6tSl4AginbSlgL3LOyskROodcoGVTwGd4qJSUFAXvo0KGElZGVqrwYF4BCiCAtpVq6ifBUafGgsnGXYhTBsIqZc8GCBV9++eXcuXMtLS2Zj8SA5a67OPD1+i58C4milGIvtwEjaiUlJRUVFSkpKZQJkg05YPj4+MCwPTw8kAJp3Tk4OBCkJn5xFH3mIbDFQooE32LvNjY2xn8HsmUkGfohhdPOzs7ExOR//I//MX369LS0NJDn4OBgbGxsaWnJU0JIDszYwMCAlg0vFmTzMBE2Isg2MDAoLS0dMmQI9BrtBW0bPg2yuUD2wIED+/XrB9Wmp2NkZDRgwICEhITNmzd/9tlnLIndtGnThg0bGMzZtm2bq6vrf/3Xf6ELlZWVrV27tqWlpbGxsaKior6+Xg/HHA1zjoniXqLNjr8PAx2pIDLNLtNfOTk5QkKANRp2eno6dwgchqMk/8tDAJaSkpKCCA1Fka6NWLdxpDDaCKVGDUCVEylDWU09PDx8fHzwUYwdOzYpKcnCwgJzH/qDt7d3QUEBIXHm5ubKaRqoNtW91wNBTNvMOFLpqdz8QWdnZx8fHwKG/Pz8rKys4uPjx44dSxw9QcApKSkoJOhxNIYsLS35s5Rh6U3iIpRnAtRIwC2Xubk5fSJDQ0N8UVAFmCstFbVa7eTkpFarDQ0Np0yZMnLkSLDFV1AweDEVWgq2oaGhieLibQE3jiheDLIHDRpUUFDg7u5OqYZjoE+DfgG3UJGBAwdSp3kNNqn+/fsnJia2t7fv3Lmzra2tq6vr+vXrxMxOnTq1srLSxcXFzMzM3t6ec2dYWFhaWtq4ceNKSkpmzZqlR+EU6zO4xIYByLBGgWwmBqRgU7Mpz6CcEs7zFwkF3KOlQGPE8C09fMS+kJAQiIpIgYjrfJKkpCTYBYQbW3qvZrgS2fzawcEhJiamqqoqIiLCwsJCAm4kucHe3t7IyIgFvjJTA0YBa69nglzyAtlJAtZJiiKPxd/f387OLj4+Picnh5/B8OHDx4wZU1ZWNmrUKOZEOeph6UZWt7KyAu5KqRH0K2cgJKKEQyqDBThLkcOxYiMy0MmHr0NapkyZkpaWxlkNAyBk+l8cE5FQlORbLE1wEn19fTMzswEDBmRnZ7u6ug4ePBjEY88SpUXALQV7wIABuKDojxoaGg4aNKhv376pqanHjh3r7u5m7r27u7u6unr48OGOjo4qlQpuSWzLn//85759+3Jburm5JSYm6gEykavxP1FHZVaXrzCWC7Kp2TKuywukO6gMl+KZQCYJdxHFW7RzpgECAwNxitPHUYbyyBAaSOJm8/LyQml6HxtBFPfy8sKf7efnh9xLGAgQBFU+Pj6E9PFrCAmXPBOU1VopC9LNweoNc3B3dx8yZAhbkTC38MSgCYJmEhcXV15eXl9fP378eMySsbGxuO3s7e2NjY2dnJx+79WmyyPeElRCeRmvwRbC/Yl+YqwzzSKSgNEBAwbU19dnZWWZmZkNGjTIwsIC6ZrX//4ESacdcMsXhZzIaBnI7tu3b1pamvgNjYyM6Achb9MVgnMjYA8cOLB///48NCjzDDQMGDAgKyvrxIkThw4dIsxt7NixNDWdnJxIWg0MDOSxhhfcyMioX79+pqamnp6eenBfkas5LHLagzxwzqOcA02KupAWanCu4spRXGTuIPNJDaaZj6iCBQrHKeI3LEgZ7orsTeAYs5UREREE/73vBMkxLiQkhH3bbm5ugYGBaA4iEQL04OBgxtfxEkGaxbhH7RR6rUS2snhTuUlrYN8X93lFRUVtbW1CQgLnV5BHPENtbW1paakcx1nk5+3tjYSHawq8ij+WHyF1Vyl18xrOcxqNhhxnMWQz7atSqajZKpWqT58+kyZNys3NVavVcrwTAUSAK9gFvoBPpXOfwlUAq1ALMzOzPn36jBgxwt3dvX///lRovKwwkMGDBwu4oSIDBgzglaAcpwrvWV5e3tnZWVNTk5KSUl5enp2dbWhoiPqp0Wjc3Nz8/PwIPXVzc0Mmku+rRzYIZ0fsImzIxK+HIIgIKDogZVt66ZwIMY0wHMkgGVU8ISGBSQXGWyQ0EMEEyJLeze0BQadbmZqaKimBGRkZkZGRoCo0NJRdHN7e3u9T/dAfYmNji4uL/fz8NBpNTEwMDUjkFzLQ4MoeHh5SyAW+gNtJMS8jVhPX97tYSZNLTk4OCwszMzPTaDQsywsJCYmLi0PfZMteeHg4mww8PDyYPsap4uLiEh0dTVsH+uTi4kKXW4x1tLKxWIFsjoaDBw92dHQcOnSos7Mz/T8Qb2xsbGpqSlfI0dFx0KBBNTU1+fn5jo6OiNa4kcS/qjxBCm3gCKhENroexz5B9gcffJCSkuLh4dGvX7+BAweCY6Ruzoh8hQtk9+vXD3z37dtXeLa5ufmECRPKy8vVavWHH37Iiqy//OUvlpaW2Mj69etnYmLi7OzMdx81ahQUnH8uPVroDBRSmym0CQkJhOnQKq+srKypqcnLy6uqqsJn16tyU6p5EzllFhcXU5NwRyUkJKSnp9OeZGIAU3V8fDwiDGYpCSlGYeTd8vLyYmNjPTw88FsmJibiAyF+CcXQxcWF5D6JKYPiI9Up01NlnhdHoQS5izwiF5QGsgFXgXv46Nb29VqEiQRODCz3GH9xssg8PT2xCaSmpvIM0Wg0bDWB+VhbWw8ZMkSeM2q1GnoNgYZXSJGGbwiHQf4jwdXW1haGjXoNBM3NzflI+vr69fX1U6ZMcXR0lGxbkc+lE648L0JmQD/aCNCHZCN00KYxMTGJiooi2KR///79+vXT19fnzw4aNAhki/w3ePBgkC2zw5CKv/71r5aWljNnzgwPD+fNUeIdHBxIyYIg8XkQwXx8fM6cObNr1y4fHx8nJyc9IAgCoL/MWaWmppaXlwNcomknTpzYq/FeUVHBBAASuGQ2AHTKNliH7eAPgZ1D68nQwWwIskVG5K1Eh8nPz4+KiuLH7+zsHB4eTsmnM6LRaEhZIMNJtjzm5eUlJCSgOYBFX936d8BNJBquV2Uqg1ywW0mp5Gag9wnW5fgIz+YkR2Yxtm/6psSeAO6wsLCRI0eWlZWxg8bX19fGxsbV1ZXJCWZt0J49PT0DAgJcXV1RLdzc3Oiiw0mo4vRoUPQ4hvKTNjMzo1spEgck1cbGpm/fvtXV1XV1dcwccHKlRuDHok8OcwBqvIlKpYKOA0TkPFAu813W1tbR0dG2trampqZAGdXF1NSU9xR8U7yB+AcffPDBBx9ICAStrrFjx/r5+dHHIcvT0tISCYh2vampaf/+/TkBI/hMnToV6OuBQjgAGgjSdWZm5ujRowXZZWVlEydOLC4uhhRiEeHCWyI8RKi2NHqys7PxV6GHiJ0VIysnQmE+WAuVA2D82YKCAsYRyKX28fFJSUmprKwcPny4r6+vRqPBG0innW7I0KFD8/LygoKCnJycCFZFKkYYoUhLxqTyBKnURjho0s+XjdSsDiNNCrjL5e7u7uvry9ZTgkFI7uSs6ebmxmTN0KFDR44cWVxcPGXKlIkTJ+bl5TGfi3RD793e3p5CS+eF1j3Aov9CcZWmCcyEhwyDXgiC/C4GOiTFvn37Tpo0adasWS4uLjwDKduYriD0cDzkcwcHBwMDg4EDB3744Yd9+/aVsS4lKZeWpI2NTVBQEGUV9oxoCKwhLZwawTF3jrku7cTBwYF/Rg8Pj7S0NFiHCDg8iDjUmpqaWllZwXkGDBjwpz/9CULIjaEnKKRHI7a+nJycyspKBs5Bdl1dHWERxcXFyB0023FjC/lWnizT09MZFygpKamsrMQjhUAOTWeijFOmcvSLMQjJEoHlM0JGaRkyZEhCQkJlZWV5eXlqair1kgxijlAuLi6BgYGZmZmY78LDw21tbSULSrnvhjBiqcEiTks6FGGtsndG/pQQGGVAPfVv6NCh4nniDsc2jXgi42FqtToqKqqoqKi+vh49C8sA9ypBgYRxMtHNQK4E6FhYWFAs+WFj3sDcghMauwg+Fk6leMeNjIzq6+sbGxtxiSC3cYBDcXJSbDLhb8e5hRajge5C1wNwoI1fODk50cShQlObmQHr37//wIEDGduxtbXlCSN7Q3nY8uTk7rK0tOzXrx9nUD4hHMnc3FxJ3zkW82yhO6uXpdtkTMGW/ktOTk5ZWZmMIJSWlk6ePHn8+PF0ZBAHaSgWFhZyD4hbUFTtjIwMkhJITaisrISLM3ED0HF4c3uUlpYq+5fAuqSkBGqempoaFBQkQwkJCQlZWVljxowpKipCKuFfxNXVlbUbgYGBSUlJnP8iIiIcHBxYvS48BKCLti18Q6o1hlL5GSvz52XXI+ujZNUlYjnJXcwTMJ8vfAnrCLI0HRbs4ykpKXQJUlJSmNry0S3B4a1AJyUfPRsSwhQP/Bj3uTAQYMo51cHBgWaNg4ODSqUqLy+fPXu2i4vLwIEDkfOAOIMIYBSdDjmcM7SPjw93tb+/v6tuOFqMJdBuE12WGu9A2gkl2dzcnEl4OsQAmtRFvANo7VRxQ0PDv/zlL1AabhiQjSBjYWHxwQcfcIdgYgHWvEClUukxy8hQjEh1MN2SkhKEarhHTU3NuHHjxIotPKSyspIQPWnfAG6q8rhx46qrq0ePHk00GYQb/2BxcXFGRgZshHBAxi65cA6Wl5ePHj16zJgxSIecDgMCAtg9KZFosbGxPDeptWCR/TX8PIKCgujyCIWAK1OMiY7vVbCl+RL4/1R2bk9pnV0Y9669aifNUUtQPFDiUC2JqCAaD+WgjRAT47lKDIIg4GafN8emiW1ncpGrTib9a7+L37fX7M9o53NfZBIikJk873qf9axnrbW8TAcacZollFJdhyBJIMfORRWG+svi4iJ5D0BHv5t1RxhHo1E06ZmZmbW1NabjXVxcVKvV9fV1Ejv2pxHIpQcZciJGWWox8Hg4Ll4oxDvRtlFXBgYGisXihw8f4vG4NGgR8qnvSrkE/jDk9npNTEwkEolMJkO3RzqdBo7QHr6LJAFMA0EuDVJh0aPIOuQuIo+8c+fOnTt3vv7661u3bgWDwQcPHiByg1qOCm6qsbGxb7/9lhElouFgMaAE24fAt7e3h7RXdGeulkolYjYgQxWheCZzdvC4UlSHc5fdp1Kp4IltNBq2bZ+fnzP+j3gPpalUKlDto6Mjjgp+V9gLTQ8yToR+M5aGPXv2jDYc4T+//vprMpmECTBTj201QqkZx0OE8K5AkLUKl+rkkheyNZjtezQ6sLLM+8OywYMxEmSrXB1IHzBXqacgaxA+R0dHI5EItpnx8XG62srlMi0ajDfI5/OpVApxWspGl5BNI9mTJ09isRgghvii38HLpWPlu+++Oz4+/vjx4+Li4tDQEDLikNvJG3JnYTKYRURu7gEkGikP8b1ktIRnXpTCfsgzMXlyclJcVl7CjbmPADw+Ps6EWJIN0MwjCgx55927d7lwYPOiuFPu7aP/ipE0jA3nNzDjN2/egNd8Pi8zx2ioQehgR97BwQEEXZrKUE4ajUa1WrVtm3VkYJpLAE0Q2iPdZcwGkRpn2d27APOhq4IpcmSiuq7DdhRFOTw8JEwuLS09fvyYVgb2HqVSqZ9++gkeQmkG5sBsb3aAfIls0E/4h5TDDWRJjbdNQcqfaCk0v2C5Rr3htoUaQQzo5sIBghgnl/7o6Cillunp6UKhcHFx0Wq19vf30+n0lGfgCWQA5k0jLR81Q7NymgAADRJJREFUPDwMHyXKcoSwFoLUW7dubW5u/vnnn/F4HAor/bxeMZt7X9I1QvKoO3GKtksKK0wRwdUEskV3pzcHde/+/fv8eu/ePTRsKjKBQIDDT/QhJ8Y+JLI3nIQavhR3xDAo6g2pwuPHj/toxhTqXKlUMOVls9lCoSDqdaVS0TTNNE0ZzkTnGAUX2hwY1MSQSBkYiRZOAYkRU7qu8zkkrKwH5zj1ej0+5/z8XFVVftI0TcuyqOFTrcRVQu+CqqqaphmGUavVmIMYi8WSyeTGxoYs8SAvYbUS5JhUTwo06AlXPqwVhsCI3keIBfqoMcjYEAy4B8kcBIni348//jg/P7+8vIzaQGqLw47vIgxjzQ2Hw1JRX15e3tnZMQzjw4cPFxcX+/v7cXfyE8kAIdbn80HJsJVyeFCsgSPHYGho6P79+8lk8v3796lUKuQOWQ25A+qBqUAZZHsvfVRk5GcoBwcpHA5TJ6cY8ujRo7t374bcIX2cPSnOA8QffviBqu3s7Cz/rYghoVAol8uVSiUyVFxTSJCwba//xOv5RogcHh7ucxyHzfKQYE3TiL7YpGq1GpV2bv/j4+Nmswl2AStJHs6TYrFI+ZBqYrVaBbK6rquqihWWF8EiAyZlZBmZKNxDGLyu67Ztt1otWnWOj4/pdWcEDwfv7OxM0zTHcUqlUiaToWuGYjWsjl9lNxJIBfSk5EI/hFs/dR/4jDxiLgXHUrakzC45IpOoxLEdDocJsXimn7hTibGFwD65H6QvU5wCVFUTiQRTBhzHgRYCgvHx8UQikUwmkfnj8fjw8PCDBw8QT9DFRt2xZhB6SpKZTOavv/5Kp9PIiHRkQniuRLa3V8BbZsdKRQmTxnW/37+6uprP58fHxxkixRup4Qu4+XD06ZmZGapIU1NTDx8+/OabbwYGBiKRyMLCAllpf38/aJaa/HXI5uYZGRnpsyyLCUymaVarVdM0CZbn5+fIF/SKs68D9EvTJEI1A4HEHYV5VUYE1mo1VVX5z4Dh6O4Dz4a9SKVTiDuURtO0ZrPZ7XahQ2/evMHRylgzFPeTk5NGo4EwfHBwAGlmHA9bDSjHyMpdmDehl93SAmWROATQiNl00Xs75NFMvBWcmLt5DD8D/CQajSaTSfprYMNYrCgDTUxMYIiVBQx4UThpGLJJ6cQoQisQA1t2d3cROgnPU1NTHBt4P+0t0jQOcMFuIBBYW1v7+PHj2toaf0UCCou4EtmCaQnY6CFAVhRDfiAWi3FmBNDEbIiyN3IHg0FuJ74RskFsDgQCXiaDH1Cq/dchO+BOlO2jW9GyLFVVi8WiKHTkfNhTQVuj0eh0OuyDZJyNNPZSlpfn1PMU3cntsoqAoamWZfFGElZ+RlVVkktyUCiK4zidTmdnZ4evzuVy6+vr2J2R28vlcqPRcByn3W4rirK9vc0WEeovqBCkiYRVNkRScIFkS2i/hOxkMknNkgWqLGCnLE/FnqPiHbxNp48MeJiYmEilUngSIbvIdvBpUl5Rc3GwwNelB8JbLuFgcIknk8nj42Nd109PT1dXV/1uSywbUHnFO2oHkwlspL+/P51O//3339lsFswRy6VV50tkAyApaAfcMa38Y3w+Hy6OgDtjhDmDHAAYgpTE5XVpX6CwivrBKYXnSOcvBB1iLdnnlcgecYf+9GHtAMoy2pTNGKL9VatVCjooGCcnJ3AMoQ0kmjKjtVAo1Go1y7K63a43p+SEANy3b99qmsZfUaNhJJXoiVBtwzAsy7Jtu1QqQaalzUw25nAnnJ2dqarabrer1erz58/ZUU1wjcfjaHb4+EASSWEqlcIaBWGVOjkoJzwL6L2tCUgiQnXibjcX1WmZnBYOh3O5HNozTIMXaeble8WUgk0l6g6skhY1ieKkuaRocI+NjQ3UIWZgcGAo0QcCAfoYpKlMKpH9/f0LCwufP39++fIl/lWqm6R917ERL8kGQ7weDAb9fj8KHfwk4E5foJY0MDAw6A548J4NyU05J5R1eC8pJtnhjZAtrW59jUajUChAQkjvCKswaUVRDMNgOJNsOqULWFEUpD3UFfAqFm3oSrlc5r0gG/pBcRHyQ8M8SnatVtN1nT8qigIXN91HUZRer6frej6fJ9LDds7OzkzTRPA+Oztrt9uWZTHPm3IJrBd1j1QSsQ+tg9gMgr985txHrK3SeeCtOyKEwxwoFUFLiLX5fB6+CBYRcYPBYCQSYRoWz6xnYNWlORARd3jx3NwcXmdK34AADRtv5vz8fCgU4tSRFl9CtnSCTU5O/vPPP7u7uxAGlBMZnn1dBilN5tKIAJoJrhKzeRFBnS4bZBDxu4raHXAb0kj+5De3b99mTuxN2QjB3u/395mmWSwWDcMgG7NtW1VV1Dpd15vNZrPZbLVanU6n3W7bti3gQ2OGT1NqYZYkeSE+752dHcqWxGNex+fECZE8FUrd7XY1z6PrusTsarXa6/U0Tdva2srlcuwiOzw89K5f4hwahqEoSqFQwGyEV4TYjN6HJk0eCcoBt9fkdMk9ItZWkflE8rtULMSGCvRpcCyXy+l0+uHDh4JsvByTk5PpdFoM35d6ikkxY+62YqripIwM75uZmQFwCM9fffUV7aFLS0sYgFdXV2nJEQX9Ut/k58+fDw8PiXOQgX9BNsqgAFEgJV5W8TyRU0KmkWiI6MRjMf1JHztR2UvBKfXDc26aQdIlNDAw0GcYBhYRAqdhGPV6HcqhqqoA3bZtx3F0Xf/tt98Mw6BUDprJDmkmEFaNmM170aRh6hRfVFUVOkGwJ+KaptlsNjk/SIeijdRqtXfv3lmW9eLFi5WVlUwms7m5yceyNa/Vatm2DZvnE/b29uCv6XQaZGcymUwmk8vl2BPChAa2DJPDIX14fVFCPHiEMETdbfDcCeJFoaY4OTkZjUZhruVyOZVK+Xw+1BJ8HRQ7fv75ZzF8S/uwPJQ/OSHwBKpr09PTnFJaGdBAYCyACSbDIkzKUhjNkb2R+e7du/fp06fXr18TX8H6vyCbYI9hVUIm9lRsG1SFoNGUD8UfMjIywk8i80OHQKq3XoOud8kDyM+L6icNCtch2+/3407pw8FXr9fBdL1eJ0ZaltVoNNi8CPHl0u/1ephXYcmMcyDuEsuBL/HbcRw+VqqPpKS0YZZKJTRySDZreU9OThzHef/+fbPZ5F26rrdaLc5eqVR6/vz506dPt7a24PfIL+QJYqytVCqWZWmalslkIpEI20VIHJeWlqgpkhEid0ic9gL6UievaIJwboazZbNZus0TicTq6ur29vbp6en29va0O5Db5/OpqvrixQsKhPCTmZkZnNmo49hd5E7gLM3OztLJG3EntULQKdETp5G0UU4Iz/Ba7oRgMBiPxzc3N7PZLLkvLbHBYJBqzh9//HFwcMDtIYI36ZcX2ZLkUXYhSMsz7HmkbiK49EoW/IzQ5UF3qLYoIX7XlSXDosbcpQheHEM5vN/FX/FdnMCxsbH/IrtWq12JbNu2YQL1eh0ubtv2JR0D2gCZgRugA/KWbreLWM7sbZoJxF4ClQfBQLNeryPzqaqKLGNZVrvdbrVahmGcnp5ubGxkMpnd3V0J9oqi8G8j6UREtyzLMAx2XgFlfB3w7HQ6TZAmciNOe4mH4MyLaTF5z83NMRSFYfjr6+uZTOaXX35h7kKlUjFNs1ar7e3thcPher1+dHQEoDF+kHEikkgvD2gWHi9iCIUbEUnEGiVd69CMWCwWiUQANDyeszQ0NMRgbOa30LyDEYo2tpGREToe4N/AF1Y94hku7B3VIPc+eJVXBO6X6Pj/g2wpmxOz4TkE7BshG34fDAavRTZYaTabSGmKooB1y7KkdoixiRoh5hBhvXyUpmnIzIZhoD3Tdok/pOyOWYO6cA/wjYAY1LZarW63++7du2az+fr1a6azvnr1CpshDIqJb4iJKJimadq2LScBbYQxVFci2xunhUxTWJFQTXCVMgrGN6agQCpwNa2vrzMRznGco6OjZrOZz+fRH6C5HKREIuF1Vs2761WnPHvMvkS22KYh3yF3/N/KygodAwwYkYqjz+cjW0UUevbsGTsnQqHQ27dvc7nc4OAgiqS07ZC3Dbn2KabkjLkzorxIlVf8rrtj0O24uSmyvY83Q70psgcHB2Fc1yKbnJLZXBTAQXa32yXQEpao/2mahnsbZOPlwKZHrOUTaD6gmx05BbaNuqcoim3bv//+e6fTOT8/h7irqtrtdnu9HiR7a2uL8gpTlKAitm13Oh3HcSzLIuVFVAHuR0dH7O1FHrmOjXjjtBBfFENxOy0sLMRiMUiCkO8Zd7qNKHTUHaPRKC2P4v2qVCr7+/srKyuE5EQi8erVq0X34dgQkhmXeiUbkdkMkG/pqWHoPWV8qIUY/ZhqgqM/m80y4iKVSrES8vvvv4fJAG6WJAldJvwTC73hedhtIQNkFL2BLKT8psiWtt/B/31uimyaeh49evQfH605mwoMPnYAAAAASUVORK5CYII=" /> </span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Abrams publica “S<i>pondylotherapy”</i> em 1910 e <i>“Novos
Conceitos no Diagnóstico e Tratamento” </i>em 1916 , livros onde ele delineia
suas experiências e conclusões, deste ponto em diante ele começou a incomodar
muitas pessoas do meio cientifico, criando-se uma situação delicada, de um lado
haviam médicos que acreditavam e difundiam suas idéias, muitos vinham da Europa
para aprender sua técnica, de outro lado surgiam seus opositores, mais
numerosos a cada dia que passava, ele foi acusado de charlatanismo e bastante
perseguido. Para se ter uma idéia do tamanho da polêmica, a revista “Scientific
American” o denegriu em 18 edições consecutivas a despeito de seus defensores
estarem tendo resultados, uma das acusações mais freqüentes era de que ele se
enriquecia às custas da Radiônica, uma mentira completamente ifundada já que
Abrams já nascera muito rico, a realidade é que ele deixou o conforto que o
exercício comum de sua profissão poderia lhe proporcionar em nome de um sonho.</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Sir James Barr, ex-presidente da associação médica
britânica, foi seu grande defensor após utilizar com sucesso seu método, sobre
a perseguição movida contra o médico ele declarou:</span></div>
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<i><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">É raro vê-los extrair matérias do Journal of the
American Medical Association (um dos detratores) e seria de esperar que o
British Medical Journalescolhesse um assunto mais sério que essa tirada
ignorante contra um eminente homem que, a meu ver, é o maior gênio da nossa
profissão.</span></i></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Como bem observaram alguns autores o Dr. Abrams era
pródigo em criar desafetos, e sua tendência a dar nomes estranhos aos
aparelhos, a negativa em fornecer informações sobre a construção dos mesmos e
seu mal desempenho em alguns momentos cruciais foram determinantes para
angariar mais opositores.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Porém, fato interessante, seus sucessos nunca eram
mencionados, e os havia aos montes junto com alguns insucessos.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Sobre este último ponto existe um episódio muito
interessante, alguns médicos mandaram para ele um frasco de sangue para análise,
esta foi feita e ele repassou os resultados, diagnosticando, depois os mesmos
médicos apareceram a público dizendo que o sangue enviado não era humano e sim
de um porco (ou coelho segundo alguns), e que o Dr. Abrams não havia conseguido
detectar este fato, segundo outras fontes quem analisou esta amostra não
foi Abrams mas sim um aluno, enfim, o fato foi amplamente alardeado, já
sua apresentação bem sucedida diante de 40 médicos onde ele demonstrou como
determinadas substâncias alteravam o padrão do aparelho de acordo com
regulagens precisas jamais foi mencionada, bem como seus diagnósticos acertados
diante de médicos em outras ocasiões.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Se falava da “enorme fortuna” que o já milionário
Abrams estava acumulando, mas não se falava do hospital que ele estava
construindo com seus recursos onde seriam ministrados tratamentos gratuitos
para a população em larga escala na esperança de que os resultados massivos
pudessem convencer a comunidade científica.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">De fato Abrams tinha pisado em uma ferida do
sistema e nem sua morte foi suficiente para aplacar seus perseguidores, sua
memória continuou sendo caluniada.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Obviamente Abrams errou em algumas conclusões, a
começar pela sua interpretação de que os elétrons eram os responsáveis pelo
processo radiônico, algo natural no ser humano e no início das descobertas,
devemos entender que uma disciplina jamais nasce perfeita, cabendo às gerações
posteriores aperfeiçoarem o método que naquele momento distava muito da
perfeição.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><b>Fonte:</b> http://www.radiestesia.net/radionica/radionica-historia/ </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-size: medium;"><b><span style="font-family: "times new roman" , "serif";">Instrumento Radiônico:</span></b></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
A <b>máquina radiônica </b>Órion II traz alterações importantes e um conceito revolucionário para a Radiônica brasileira.<br />
A maior mudança em relação o modelo anterior é a possibilidade de salvar
dados de tratamentos para uso posterior, tornando desnecessário
reconfigurar o instrumento a cada nova sessão e aumentando
consideravelmente o número de atendimentos diários.</div>
<div style="text-align: justify;">
Veja o vídeo demonstrativo sobre o uso do aparelho abaixo:</div>
<div style="text-align: justify;">
<a href="https://vimeo.com/153771026">Máquina radiônica ÓrionII</a> from <a href="https://vimeo.com/user11072000">Radiestesia.net</a> on <a href="https://vimeo.com/">Vimeo</a>.</div>
<div style="text-align: justify;">
Para a programação dos tratamentos, o
aparelho conta com uma exclusiva entrada para cartões radiônicos onde os
diversos ajustes de cada tratamento ficam armazenados, basta inserir o
cartão e ligar a emissão para que o processo se inicie sem a necessidade
qualquer regulagem adicional.</div>
<div style="text-align: justify;">
Cada ajuste pode ser gravado em até 5
minutos, podendo ser adicionados até nove dados em cada cartão, tornando
o processo radiônico mais prático e rápido. O que demoraria no mínimo 4
horas para ser realizado em um aparelho convencional (envio de 9 dados)
pode ser realizado na Órion II em até 30 minutos!</div>
<div style="text-align: justify;">
Tal inovação representa uma importante
economia para o operador, diminuindo a necessidade de adquirir várias
unidades para o uso diário.</div>
<div style="text-align: justify;">
<b>Atenção:</b></div>
<div style="text-align: justify;">
<b>Apenas os aparelhos produzidos por nós permitem tal comodidade no Brasil.</b></div>
<div style="text-align: justify;">
Características da máquina radiônica Órion II:</div>
<ul style="text-align: justify;">
<li>12 Diais de sintonização para emissão de índices radiônicos.</li>
<li>Totalmente compatível com os índices De La War</li>
<li>Gerador de Orgônio interno</li>
<li>Possibilita avaliações de Radiônica de alta precisão</li>
<li>Pode ser conectada a computadores</li>
</ul>
<div style="text-align: justify;">
A Órion II possui cadernos de índices
com milhares de programações pré estabelecidas que podem ser utilizadas
em diversas formas de diagnósticos vibracionais e tratamentos. Sendo
divididos em:</div>
<ul style="text-align: justify;">
<li>Pesquisas emocionais</li>
<li>Desequilíbrios fisíco/energéticos</li>
<li>Anatomia (dois cadernos)</li>
<li>Testes químicos (alergias, minerais, vitaminas, elementos, secreções, hormônios)</li>
<li>Geobiologia</li>
<li>Anatomia Sutil (corpos, <a href="http://radiestesia.net/loja/produtos/radionica/terapia-holistica/aura-e-chacras/" title="More about Chacras »">chacras</a>, miasmas)</li>
<li>Esotéricos</li>
</ul>
<div style="text-align: justify;">
Veja algumas possibilidades de trabalho com a máquina radiônica Órion II:</div>
<ul style="text-align: justify;">
<li>Faz avaliações e tratamentos de fatores energéticos sutis com grande eficiência.</li>
<li>Permite a emissão de freqüências energéticas e também de corretores (Florais, cristais, cores etc..), bem como sua reprodução.</li>
<li>Torna a duplicação de diversos corretores e remédios homeopáticos uma prática simples.</li>
<li>Possui entrada para computador, para a emissão de Frequências específicas, tais como ruído branco, ressonância <i>Schumann e outras</i> para o testemunho.</li>
<li>Possibilita a emissão de cores para o testemunho (cromoterapia pulsada)</li>
<li>Pode ser ligada diretamente a pessoas, alimentos ou plantas para tratamento.</li>
<li>São apenas algumas das possibilidades associadas a Órion II, existem muitas outras.</li>
</ul>
<div style="text-align: justify;">
Junto com ela você recebe:</div>
<ul style="text-align: justify;" type="DISC">
<li>Manual de utilização da máquina radiônica Órion II (por e-mail) ;</li>
<li>Um cartão radiônico para uso, podendo o usuário adquirir outros facilmente a preços acessíveis e de forma rápida;</li>
<li>Caderno especial com milhares de índices prontos para o uso, índices de avaliação; (por e-mail)</li>
<li>Programas específicos para serem utilizados em conjunto com o equipamento com milhares de frequências; (por e-mail)</li>
<li>Cabo de conexão com computadores.</li>
</ul>
<div lang="en-US" style="text-align: justify;">
Você tem duas opções de aquisição, a Órion II Básica ou a Órion Plus.</div>
<h3 data-fontsize="18" data-lineheight="27" lang="en-US" style="text-align: justify;">
<span style="color: darkgoldenrod;">Mas o que é a máquina radiônica Órion Plus?</span></h3>
<div style="text-align: justify;">
</div>
<div lang="en-US" style="text-align: justify;">
É uma Órion II que possui os seguintes complementos:</div>
<ul style="text-align: justify;">
<li>Ponteira de prospecção;</li>
<li>Placa prospectora externa para uso de gráficos de medição;</li>
<li>Box externo para uso com gráficos e símbolos.</li>
</ul>
<div lang="en-US" style="text-align: justify;">
Que facilitam as pesquisas e trabalhos de emissão e unificam de forma definitiva a Radiestesia com a Radiônica.</div>
<div style="text-align: justify;">
</div>
<div class="separator" style="clear: both; text-align: justify;">
<a href="https://2.bp.blogspot.com/-OvIrxCMB-1I/WZGuFHOLTwI/AAAAAAAAHVA/Vlfzw8Py0TEuO4fWl0yFyRMdoLxmOBmQgCLcBGAs/s1600/Orion2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="367" data-original-width="490" height="239" src="https://2.bp.blogspot.com/-OvIrxCMB-1I/WZGuFHOLTwI/AAAAAAAAHVA/Vlfzw8Py0TEuO4fWl0yFyRMdoLxmOBmQgCLcBGAs/s320/Orion2.jpg" width="320" /></a></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Fonte: http://radiestesia.net/loja/produtos/radionica/aparelhos-radionicos/aparelho-radionico-orion-ii/</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><br /></span></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-68217632805073340812017-07-14T14:12:00.000-07:002017-08-14T07:00:28.846-07:00WorkShop Engenharia Consciencial - 05 e 06 Agosto - São Paulo <div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<h2 style="text-align: left;">
Um evento a não perder, rumo a <b>Uma Nova Visão!</b></h2>
<h2 style="text-align: left;">
<b>São Paulo 05 e 06 de Agosto - Biocibernética Ramatis </b></h2>
<br />
<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-64755582244336386762016-08-26T05:50:00.001-07:002016-08-26T05:50:28.587-07:00Engenharia e desenvolvimento, Plasma, Física Quântica, sustentabilidade, energias alternativas, saúde<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;">Um novo site para Uma Nova Visão, depois de vários pedidos esta online <b>www.ivanbrunoguerra.com</b></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-52701039948889814652016-07-30T05:40:00.001-07:002016-07-30T05:40:29.635-07:00Quem é você Além do que pensa que é - Laçamento a não perder - BRASÍLIA 19 AGOSTO <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: x-small;">Mais um evento a não perder, com o laçamento deste fabuloso e profundo Livro que nos leva a Uma Nova Visão!</span><br />
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<i><b><span style="font-size: x-small;"> BRASÍLIA 19 AGOSTO</span></b></i><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-52878330367067670662016-07-08T12:34:00.002-07:002016-07-08T12:34:34.251-07:00Livro Engenharia Consciencial - O Espirito Uma Onda Consciencial <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: inherit;"><span style="font-size: large;">Depois de vários anos, e muitos pedidos para a criação do livro Engenharia Consciencial, enfim apresentamos o prefácio em primeira mão, do livro que já esta bem adiantado em sua redação!</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: large;">Um livro que irá trazer Um Nova Visão e </span><u><i><span style="font-size: large;"><span lang="PT" style="line-height: 115%;">revolucionar a forma como vemos a "Realidade", conceitos e entendimentos da Física Quântica!</span></span></i></u></span></div>
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<br />
<div align="center" class="MsoNormal" style="text-align: center; text-indent: 35.4pt;">
<span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 20.0pt; line-height: 115%; mso-ansi-language: PT;">Prefácio</span></div>
<div align="center" class="MsoNormal" style="text-align: center; text-indent: 35.4pt;">
<span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 20.0pt; line-height: 115%; mso-ansi-language: PT;">Engenharia consciencial</span></div>
<div align="center" class="MsoNormal" style="text-align: center; text-indent: 35.4pt;">
<span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT;">(O Espírito uma Onda Consciencial)</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT;">Ao longo de todo o tempo em que a<span style="mso-spacerun: yes;"> </span>humanidade tem se desenvolvido, deparamo-nos
com patamares intrínsecos de sua maturidade. Imaginamos sempre que estamos no
apogeu, nessa condição, qualquer descoberta ou investigação </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">aceita
pela ciência,</span><span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT;"> é tratada como certeza
absoluta.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT;">Porém, como tudo progride, a um grau suplementar de
maturação, que uma nova descoberta introduza na situação até então vigente,
acabamos adotando que aquilo que se imaginava como certo e imutável, na
verdade, não constitui o resultado final. </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT;">Isso nos leva a partir de então à premissa de que “<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">agora
é que está certo</i>!”</b></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT;">Essa situação de natural mutabilidade dos eventos, não é
algo errado, mas trata-se do encadeamento de etapas do nível quântico da nossa
consciência, em que toda vez que essa se abre a novas possibilidades, ela
alimenta energeticamente o nível em que se encontra, até completar a energia
suficiente para saltar a outro patamar, como um elétron em seus níveis.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT;">Devemos ressaltar que todos esses momentos de aceitação
de um novo certo, estão associados a um grau de maturação e a uma massa crítica
necessária para criar e adotar essa nova hipótese como efetivamente correta.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT;">Esse termo, massa crítica, foi se moldando a novas linguagens
e visões de nosso mundo, onde também ficou conhecido como campo morfogenético -
que constrói e molda nosso campo potencial. Em suma, vagamos por degraus de
maturidade, onde sempre descobrimos que o que consideramos certo, constitui
apenas aproximações a um novo patamar de conhecimento. </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT;">Como a situação de dois observadores descrevendo um mesmo
objeto a partir de ângulos de observação diferentes, um irá obter uma visão,
uma certeza de imagem diferente do outro, porém as supostas “verdades” de
ambos, se complementam, mostrando uma realidade maior, mais detalhada do objeto
em questão. <b style="mso-bidi-font-weight: normal;">A</b><b style="mso-bidi-font-weight: normal;"> análise das partes acaba confundindo a referência do “certo”, caso não
se olhe para o objeto como um todo.</b></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-language: PT-BR;">Abordaremos uma nova visão sobre os
conceitos da realidade, apoiado sobre os pilares da Física Quântica e
o Multi-verso holográfico.</span><span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-language: PT-BR;">Não se trata de um livro de física ,
misticismo ou autoajuda. Trata-se de uma abordagem profunda sobre novos
conceitos e quebra de paradigmas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-language: PT-BR;">O livro se inicia com a
explicação dos pilares da Física Quântica, como requisitos para
abordagens mais profundas e posterior entendimento do Multi-Verso Holográfico e
a <b style="mso-bidi-font-weight: normal;">Onda Consciencial</b>.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-language: PT-BR;">De forma didática e objetiva, iremos
percorrer vários níveis de entendimento, desde
a matéria e suas multi-dimensões, aos planos sutis, astral, etérico
entre outros planos e suas realidades paralelas. Desde os sonhos e a
interpretação da realidade, aos fenômenos paranormais, bem como, o
tecido Espaço-Tempo, como apenas uma percepção de seus sentidos.
Percorrerá desde o átomo as cordas vibrantes que criam os Quarks em
múltiplas frequências, modulando as diferentes formas da matéria. Entenderemos
os efeitos da meditação, projeção astral e vários fenômenos de alteração de
estado de consciência. Entraremos pelos portais dimensionais, entendendo seu
funcionamento e como antigas civilizações os utilizavam, até o entendimento
deste novo conceito - <b style="mso-bidi-font-weight: normal;">Onda Consciencial</b>
e suas projeções da realidade holográfica, efetuando seus saltos Quânticos, em
uma distribuição Fractal, mostrando um mundo totalmente novo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT;">A proposta é que possamos sempre nos abrir a uma nova
visão, sem caracteriza-la como certa ou errada, pois nessa abordagem
tradicional, limitamos nossos horizontes. O certo e o errado são apenas
convenções do mundo material em que vivemos; São parte de algo muito maior onde
cada “certo” é um pequeno fragmento do todo. Assim, podemos ter nossas
“verdades” relativas, porém sempre respeitando à de todos, sabendo que o
Universo é apenas um mar de possibilidades no qual você é uma.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT;"><i><b>Fique atento, pois apresentaremos aqui as primeiras versões deste livro, que promete revolucionar a forma como vemos a "Realidade" e os conceitos e entendimentos da Física Quãntica!</b></i></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
</div>
Unknownnoreply@blogger.com11tag:blogger.com,1999:blog-3839473633304877145.post-7555533925467474212016-03-04T05:56:00.002-08:002016-03-04T05:56:40.858-08:00Terapia Trans-pessoal <div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<span style="font-family: Times, Times New Roman, serif; font-size: large;">Terapia Trans-Pessoal - TÉCNICAS E RESULTADOS</span></div>
<span style="font-family: Times, Times New Roman, serif; font-size: large;"><br /></span>
<a href="http://2.bp.blogspot.com/-BtH0RLwwMyc/VtmR9pIE5WI/AAAAAAAADEY/xthOLAeFRRU/s1600/consciencia.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://2.bp.blogspot.com/-BtH0RLwwMyc/VtmR9pIE5WI/AAAAAAAADEY/xthOLAeFRRU/s200/consciencia.jpg" width="188" /></a><span style="font-family: Times, Times New Roman, serif; font-size: large;"><br /></span><br />
<span style="font-family: Times, Times New Roman, serif; font-size: large;">Cada vez mais a Física Quântica esta presente com utilizações praticas nos dias de hoje!</span><br />
<span style="font-family: Times, Times New Roman, serif; font-size: large;"><br /></span>
<span style="font-family: Times, Times New Roman, serif; font-size: large;">A nossa "realidade" e apenas um reflexo de nossa consciência, onde tudo aquilo que chamamos e consideramos real e externo e apenas um reflexo!</span><br />
<span style="font-family: Times, Times New Roman, serif; font-size: large;"><br /></span>
<span style="font-family: Times, Times New Roman, serif; font-size: large;">A terapia trans-Pessoal, vem aplicando técnicas e praticas em consultório terapêutico com resultados incríveis e a curto prazo!</span><br />
<span style="font-family: Times, Times New Roman, serif; font-size: large;">Técnicas desenvolvidas por especialistas, nas áreas da Neurociência, psicologia, terapia etc, que conseguem promover resultados nos mais diversos casos! </span><br />
<span style="font-family: Times, Times New Roman, serif; font-size: large;"><br /></span>
<div style="text-align: center;">
<span style="font-family: Times, Times New Roman, serif; font-size: large;"><b><i>Consulte um especialista e saiba mais sobre essa especialidade!</i></b></span></div>
<div style="text-align: center;">
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<span style="font-family: Times, Times New Roman, serif;">WhatsApp: 71-8609-4996</span></div>
Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-3839473633304877145.post-76599889967809537662015-12-25T07:23:00.001-08:002015-12-25T07:26:37.931-08:00Saiba tudo de energias alternativas<p dir="ltr">Quer saber como funciona as energias alternativas, sistemas OnGrid, homologação, OFFGrid em todos os locais para todas as finalidades e sistemas de irrigação?<br>
Então não perca essa palestra no RS - São Borja <br>
Mais um evento a não perder,rumo a uma nova visão!</p><p dir="ltr">VAMOS ILUMINAR ESSE PLANETA COM O SOL</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-DLHjcPMo2Go/Vn1fhvdp0NI/AAAAAAAAC8M/YF46wNacH8c/s1600/CARTAZ%252520ECO-FERRICHE%252520curva.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-DLHjcPMo2Go/Vn1fhvdp0NI/AAAAAAAAC8M/YF46wNacH8c/s640/CARTAZ%252520ECO-FERRICHE%252520curva.jpg"> </a> </div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-86719224581119877982015-10-14T05:47:00.000-07:002015-10-14T17:50:24.295-07:00Curso de Energia Solar Fotovoltaica - Bahia - Nordeste<div dir="ltr" style="text-align: left;" trbidi="on">
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Curso de Energia Solar Fotovoltaica - Bahia - Nordeste</h2>
Um novo passo a <b>Uma Nova Visão</b> se aproxima do Nordeste - Bahia, com a realização de Cursos na área de energias renováveis, Solar Fotovoltaica e Eólica.<br>
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Um mercado que cresce a cada dia, trazendo benefícios imensuráveis a população e ao planeta!</div>
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Motivação: </h3>
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A energia alternativa é obtida através de fontes que são essencialmente inesgotáveis, ao </div>
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contrário dos combustíveis fósseis, que poluem e tem seus preços cada vez mais elevados, além </div>
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de uma provisão finita e deficiente, nos deixando muitas vezes imersos em apagões que nos </div>
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trazem tantos prejuízos. </div>
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A energia é uma contribuição básica em praticamente cada aspecto da atividade pessoal </div>
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e profissional. A energia está de alguma forma, implicada na maior parte de atividades caseiras e </div>
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ou profissionais, iluminação, transportes e em todos os serviços ou produtos que necessitam de </div>
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energia na sua provisão. </div>
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Sendo esta uma área em pleno crescimento no Brasil e no mundo, gerando a necessidade de </div>
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mão de obra qualificada, onde novos conceitos de geração e consumo se tornam necessários. </div>
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Objetivo: </h3>
Programar, organizar e executar, projetos, instalação, manutenção e a reparação de sistemas<br>
solares fotovoltaicos e eólicos de acordo com as normas, os regulamentos de segurança e as<br>
regras de boas práticas aplicáveis;<br>
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Público alvo: </h3>
o Técnicos de eletrônica e ou elétrica.<br>
o Engenheiros e arquitetos.<br>
o Demais interessados na área.<br>
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Monitor</h3>
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<li>Ivan Bruno Guerra Pereira – Engenheiro Eletrônico – Superior de Tecnologias - Portugal</li>
<li>Especializado em energias alternativas – Mais de 7 anos de experiência </li>
<li>Diretor de projeto – Fundador da SEI Energias </li>
<li>Função: Desenvolvimento, implantação e instalação de energias alternativas.</li>
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Tópicos </h3>
<b>Energia Solar/Eólica </b><br>
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• Sistemas ONGrid – Conectado a rede – Zere sua conta<br>
• Aplicações<br>
• Projetos<br>
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• Sistemas OFFGrid – Isolado da rede - Produza sua energia<br>
• Aplicações<br>
• Projetos<br>
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• Sistemas NO-Break – Nunca fique sem energia<br>
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• Bombeamento e irrigação – Leve água onde precisa <br>
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Programa do curso: </h3>
<b>1- Introdução projetos e dimensionamentos</b><br>
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• Eletricidade básica<br>
• Componentes do Sistema e suas Características <br>
• Painel solar – Fotovoltaico <br>
• Eólica - Aero gerador<br>
• Acumuladores, baterias <br>
• Controladores de carga<br>
• Inversores <br>
• Condutores, fusíveis, quadro elétrico e sistemas de comutação.<br>
• Sistemas Grid Tie (Conectado a rede)<br>
• Sistemas Off Grid (Desconectado da rede)<br>
• Sistemas híbridos<br>
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<b>2- Sistemas de Instalação </b><br>
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• Instalação do Painel<br>
• Instalação do Aero-Gerador<br>
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<b>3- Aplicações </b><br>
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• Iluminação<br>
• Acionamento de eletrodomésticos, telefone, microcomputadores, etc.<br>
• Bombeamento de água<br>
• Sistemas de irrigação<br>
• Sistemas emergenciais de backup.<br>
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<b>4- Projeto e instalação </b><br>
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• Leitura e analise de projetos<br>
• Projeto e Instalação completos de Sistemas Fotovoltaicos e eólicos.<br>
• Sistemas Isolados OFFGrid<br>
• Sistemas conectados a rede ONGrid<br>
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<b>Exemplo de sistemas implantados:</b></h3>
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<b>Notas:</b></h3>
Estamos montando a 1ª turma na Bahia, dessa forma as datas e o valor do curso serão adequados ao interesse e condições dos participantes.<br>
Teremos duas modalidades, com <b>Kit pratico</b> ( painel solar, controlador, inversor , bateria etc) e sem Kit<br>
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FAÇA SUA PRE-INSCRIÇÃO SEM COMPROMISSO.<br>
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<b><i>INFORMAÇÕES: seienergias@gmail.com</i></b><br>
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Unknownnoreply@blogger.com6tag:blogger.com,1999:blog-3839473633304877145.post-71569175091057881932015-08-14T16:31:00.002-07:002015-08-14T16:31:57.688-07:00Energia Solar - Uma realidade sem volta <div dir="ltr" style="text-align: left;" trbidi="on">
Cresce cada vez mais a conquista no mercado de energia Solar e seus utilizadores!<br />
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Uma realidade sem volta que nos leva a <b>Uma Nova Visão</b>!<br />
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Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-3839473633304877145.post-75809253468925804112015-05-05T05:16:00.001-07:002015-06-25T15:45:03.975-07:001º Fórum de Psicanálise Transpessoal e Ciências holísticas - RJ 19 a 20 Junho<div dir="ltr" style="text-align: left;" trbidi="on">
Mais um evento a não perder, rumo a <b>Uma Nova Visão</b>!<br />
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<a href="http://www.abpt.com.br/forum2015/programacao" itemprop="url" style="color: #0088cc; text-decoration: none;">Programação e Palestrantes</a></h2>
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<strong><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #222222; font-family: Arial, sans-serif; font-size: 9.5pt; line-height: 14.5666675567627px;">Sexta-feira, 19 de junho</span></strong></div>
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<span style="color: #222222; font-family: Arial, sans-serif; font-size: 9.5pt; line-height: 14.5666675567627px;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">18h - Credenciamento</span><br /><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">18h45 - Abertura</span><br /><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">19h - Palestra: Um novo paradigma para a compreensão do ser humano (João Carvalho Neto)</span><br /><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">20h - Palestra: Construindo o diálogo entre ciência e espiritualidade (Camilo Mota) </span><br /><br /><strong><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">Sábado, 20 de junho</span></strong></span></div>
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<span style="color: #222222; font-family: Arial, sans-serif; font-size: 9.5pt; line-height: 14.5666675567627px;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">9 as 11 - Palestra: Florais de Bach: Prática Clínica e Experimental (Martha Mendes) </span><br /><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">11h - Palestra: Psicanálise e terapias alternativas no tratamento de dependência química (Fabio Couto)</span><br /><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">14 as 18 - Seminário Engenharia Consciencial: Física Quântica e Novos Conceitos da Realidade (Ivan Bruno Guerra Pereira) </span></span></div>
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<em><strong><span style="color: #222222; font-family: Arial, sans-serif; line-height: 14.5666675567627px;"><span style="font-size: large;">Palestrantes</span></span></strong></em></div>
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<span style="color: #222222; font-family: Arial, sans-serif;"><span style="font-size: 12.6666669845581px; line-height: 14.5666675567627px;"><strong>Martha Mendes</strong></span></span><span style="color: #222222; font-family: Arial, sans-serif;"><span style="font-size: 12.6666669845581px; line-height: 14.5666675567627px;">Pedagoga, psicanalista, pós graduada em psicossomática e psicobiosfísica, especialista em Florais de Bach e TVP, pesquisadora , escritora, autora da Psicobiosofia® , </span></span>Diretora do Harmonia Cursos e Terapias Complementares e Presidente da EARTh do Brasil (EuropeanAssociation for RegressionTherapy,inBrazil</div>
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<span style="color: #222222; font-family: Arial, sans-serif;"><span style="font-size: 12.6666669845581px; line-height: 14.5666675567627px;"><strong>Ivan Bruno Guerra Pereira</strong></span></span>Engenheiro Elétrico, pós graduado pela FATEC, diretor do Projeto Sistemas de Energia Inteligente, em Goiás, autor do seminário “Engenharia Consciencial” apresentado em diversos estados do Brasil e em Portugal. </div>
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<strong>Fabio Couto</strong></div>
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Psicanalista, bacharel em Teologia, massoterapeuta, auriculoterapeuta, professor de anatomia e fisiologia aplicada à psicanálise na Sociedade Brasileira de Psicanálise Reflexológica.</div>
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<span style="color: #222222; font-family: Arial, sans-serif;"><span style="font-size: 12.6666669845581px; line-height: 14.5666675567627px;"><strong>João Carvalho Neto</strong></span></span>Psicanalista, Psicopedagogo, Terapeuta Floral, Terapeuta Regressivo, Mestre em Psicanálise, autor da tese “Fatores que influenciam a aprendizagem antes da concepção”, autor da tese “Estruturação palingenésica das neuroses”, autor do Modelo Teórico para Psicanálise Transpessoal, autor dos livros “Psicanálise da alma” e “Casos de um divã transpessoal”. Presidente da Associação Brasileira de Psicanálise Transpessoal.</div>
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<span style="color: #222222; font-family: Arial, sans-serif;"><span style="font-size: 12.6666669845581px; line-height: 14.5666675567627px;"><strong>Camilo de Lélis Mendonça Mota</strong></span></span>Psicoterapeuta Holístico, Psicanalista Integrativo, Reiki Master, Terapeuta Floral, faz atendimento em Saquarema-RJ e Araruama-RJ. Autor do livro Para Viver a Sinceridade. É membro titular da Academia Brasileira de Poesia.É diretor e fundador da Associação Brasileira de Psicanálise Transpessoal</div>
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<b>Faremos um seminário da <span style="font-size: large;">Engenharia consciencial</span>, Física Quântica e os novos pilares da realidade!</b><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-743563718811980812015-05-02T05:37:00.000-07:002015-05-02T05:37:10.887-07:00CURSO "ENERGIAS ALTERNATIVAS - SOLAR E EÓLICA" DISPONIVEL EM 2 DVDs<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="PT-BR" style="font-size: 12pt;">Faça seu pedido: </span><span style="font-size: 12pt;"><a href="http://institutotesla.org/products/index.php?pid=2" style="color: #1155cc;" target="_blank"><span lang="PT-BR" style="color: blue;">http://institutotesla.org/<wbr style="display: inline-block;"></wbr>products/index.php?pid=2</span></a></span><span lang="PT-BR" style="font-size: 12pt;"><br /></span></div>
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<span lang="PT-BR" style="font-size: 12pt;"><b>CURSO "ENERGIAS ALTERNATIVAS" DISPONIVEL EM 2 DVDs - 4 Horas</b></span></div>
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<span lang="PT-BR" style="font-size: 12pt;"><b>Duração: </b>4h<br /><b>Professor:</b> Ivan Bruno Guerra Pereira Engenheiro Eletrônico EST Portugal </span></div>
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<span lang="PT-BR" style="font-size: 12pt;"><b>Cargo:</b> Diretor de projeto SEI Energias (Sistemas de energia inteligente)<br /><b>Função:</b> Desenvolvimento, implantação e instalação de energias alternativas.<u></u><u></u></span></div>
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<span lang="PT-BR" style="font-size: 12pt;">A energia alternativa é obtida através de fontes que são essencialmente inesgotáveis, ao contrário dos combustíveis fósseis, que poluem e tem seus preços cada vez mais elevados, além de uma provisão finita e deficiente, nos deixando muitas vezes imersos em apagões que nos trazem tantos prejuízos. A energia é uma contribuição básica em praticamente cada aspecto da atividade pessoal e profissional. Sendo esta uma área em pleno crescimento no Brasil e no mundo, gerando a necessidade de mão de obra qualificada, onde novos conceitos de geração e consumo se tornam necessários.<br /></span></div>
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<span lang="PT-BR" style="font-size: 12pt;"><b>Introdução projetos e dimensionamentos:</b></span></div>
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<span lang="PT-BR" style="font-size: 12pt;"><b><br /></b>- Eletricidade básica<br />- Componentes do Sistema e suas Características<br />- Painel solar - Fotovoltaico<br />- Eólica - Aero gerador<br />- Acumuladores, baterias<br />- Controladores de carga<br />- Inversores<br />- Condutores, fusíveis, quadro elétrico e sistemas de comutação.<br />- Sistemas Grid Tie (Conectado a rede)<br />- Sistemas Off Grid (Desconectado da rede)<br />- Sistemas híbridos</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-5723273600675325492015-04-29T07:31:00.000-07:002015-04-29T07:31:08.281-07:00Cursos Instituto Nikola Tesla - São Paulo<div dir="ltr" style="text-align: left;" trbidi="on">
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Mais uma oportunidade a não perde, rumo a <b>Uma Nova Visão</b>!</div>
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<span style="color: white;">Curso:<u></u><u></u></span></div>
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<span style="background-color: #f3f3f3;"><strong><span lang="PT-BR" style="font-family: Calibri, sans-serif;">Independência Energética - Energias Renováveis nas Comunidades Rurais</span></strong><span lang="PT-BR"><u></u><u></u></span></span></div>
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<span style="background-color: #f3f3f3;">Professor:<u></u><u></u></span></div>
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<span style="background-color: #f3f3f3;"><strong><span style="font-family: Calibri, sans-serif;">Boris Petrovic</span></strong><u></u><u></u></span></div>
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<span style="background-color: #f3f3f3;">Data:<u></u><u></u></span></div>
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<span style="background-color: #f3f3f3;">2015-05-31 09:00:00<u></u><u></u></span></div>
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<span style="background-color: #f3f3f3;">Local:<u></u><u></u></span></div>
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<span lang="PT-BR" style="background-color: #f3f3f3;">Instituto Nikola Tesla, São Paulo<u></u><u></u></span></div>
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<span style="background-color: #f3f3f3;">Mapa:<u></u><u></u></span></div>
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<span style="background-color: #f3f3f3;"><span lang="PT-BR">Rua Santa Ifigênia, 681<br />São Paulo - SP, 01207-001, Brasil</span><a href="http://binged.it/1GcCzW6" target="_blank"><span lang="PT-BR">http://binged.it/1GcCzW6</span></a><span lang="PT-BR"><u></u><u></u></span></span></div>
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<span style="background-color: #f3f3f3;">Preço:<u></u><u></u></span></div>
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<span style="background-color: #f3f3f3;">300 R$<u></u><u></u></span></div>
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<span lang="PT-BR"><span style="background-color: #f3f3f3;">No curso elaborado pelo Instituto Nikola Tesla são apresentadas as técnicas de fornecimento de energia elétrica, principalmente para o meio rural, utilizando-se energia solar. O acesso à energia é um meio importante para a existência humana, uma vez que é necessária a satisfação das necessidades básicas como alimentação, vestuário, habitação, de mobilidade e comunicação. Um dos acessos à energia para suprimento de uma demanda cada vez mais crescente é a queima de combustíveis fósseis que afeta a estabilidade ecológica da Terra.<br /><br />Dada a grande demanda por energia, as fontes energéticas, renováveis e de eficiência energética, serão viáveis e necessárias, pois poderão reduzir desperdícios e ampliar o acesso, permitindo a inserção econômica e social das populações excluídas gerando emprego e renda com custos locais e globais reduzidos comparados às formas tradicionais e insustentáveis de geração e uso da energia. Para tanto, uma alternativa seria a aplicação de tecnologias de geração de energia que é considerada um dos vetores de desenvolvimento econômico e social das comunidades isoladas das regiões brasileiras. Essa iniciativa promove a sustentabilidade do desenvolvimento e a democratização do acesso à energia.<u></u><u></u></span></span></div>
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<span style="background-color: #f3f3f3;"><span style="font-family: Symbol;">·</span><span lang="PT-BR"> Energia Solar - Princípios e Aplicações<u></u><u></u></span></span></div>
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<span style="background-color: #f3f3f3;"><span style="font-family: Symbol;">·</span><span lang="PT-BR"> Modelo de um projeto de um sistema fotovoltaico<u></u><u></u></span></span></div>
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<span style="background-color: #f3f3f3;"><span style="font-family: Symbol;">·</span><span lang="PT-BR"> Sistemas fotovoltaicos de abastecimento de água para uso comunitário<u></u><u></u></span></span></div>
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<span style="background-color: #f3f3f3;"><span style="font-family: Symbol;">·</span><span lang="PT-BR"> Energia elétrica renovável em pequenas comunidades<u></u><u></u></span></span></div>
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<span style="background-color: #f3f3f3;"><span style="font-family: Symbol;">·</span><span lang="PT-BR"> Energia solar térmica e desenvolvimento rural<u></u><u></u></span></span></div>
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<span style="background-color: #f3f3f3;"><span style="font-family: Symbol;">·</span><span lang="PT-BR"> Aplicações práticas da energia solar na agricultura<u></u><u></u></span></span></div>
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<span style="background-color: #f3f3f3;"><span style="font-family: Symbol;">·</span><span lang="PT-BR"> Microgeração de energia e cooperativas de energias </span></span>renováveis</div>
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<span style="background-color: #f3f3f3; font-family: Symbol;">·</span><span lang="PT-BR"><span style="background-color: #f3f3f3;"> Energia solar e eco-turismo</span><span style="background-color: #000066;"><u></u><u></u></span></span></div>
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<span lang="PT-BR"><b>INFORMAÇÕES: </b></span><a href="http://institutotesla.org/events/index.php?eid=13" style="color: #1155cc; font-size: 18.6666660308838px;" target="_blank">http://institutotesla.org/<wbr style="display: inline-block;"></wbr>events/index.php?eid=13</a></div>
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<span style="background-color: white;"><img alt="http://institutotesla.org/courses/NIKOLA-TESLA-E-MUNDO-SEM-PETROLEO-web.jpg" border="0" height="699" src="https://mail.google.com/mail/u/0/?ui=2&ik=93429a1749&view=att&th=14d030f9c80d45d2&attid=0.1&disp=emb&zw&atsh=1" width="600" /><span style="font-size: 12pt;"><u></u><u></u></span></span></div>
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<span style="background-color: white;">Curso:<u></u><u></u></span></div>
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<span style="background-color: white;"><strong><span lang="PT-BR" style="font-family: Calibri, sans-serif;">Nikola Tesla, Energia sem Fio e Mundo Sem Petróleo</span></strong><span lang="PT-BR"><u></u><u></u></span></span></div>
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<span style="background-color: white;">Professor:<u></u><u></u></span></div>
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<span style="background-color: white;"><strong><span style="font-family: Calibri, sans-serif;">Boris Petrovic</span></strong><u></u><u></u></span></div>
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<span style="background-color: white;">Data:<u></u><u></u></span></div>
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<span style="background-color: white;">2015-05-16 09:00:00<u></u><u></u></span></div>
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<span lang="PT-BR" style="background-color: white;">Instituto Nikola Tesla, São Paulo<u></u><u></u></span></div>
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<span style="background-color: white;"><span lang="PT-BR">Rua Santa Ifigênia, 681<br />São Paulo - SP, 01207-001, Brasil</span><a href="http://binged.it/1GcCzW6" target="_blank"><span lang="PT-BR">http://binged.it/1GcCzW6</span></a><span lang="PT-BR"><u></u><u></u></span></span></div>
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<span style="background-color: white;">300 R$<u></u><u></u></span></div>
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<span style="background-color: white;"><span lang="PT-BR">NIKOLA TESLA, ENERGIA SEM FIO E MUNDO SEM PETRÓLEO<br />Desenvolvimento da humanidade esta feito pelo progreso tecnologica, a nova era da informação colletiva esta baseada no trabalho e visão de Nikola Tesla, para transmitir energia ate localidades mais distantes do planeta. Nikola Tesla com mais de 300 patentes fundou o mundo de hoje e ainda, quando voces ligam luz nas suas casas, vocês usam pelo menos 4 patentes dele, A corrente alternada, Campo magnético rotativo, Geradores de corrente alternada e Transformadores de alta potencia.<br />A ultima meta do trabalho de Tesla </span><span style="font-family: 'Times New Roman', serif;">–</span><span lang="PT-BR"> Independência Energética, ainda não materializou e agora, no momento de mudança climática e problema global de usos de recursos energéticos de carbono todas regiões tem que ter consciência a questão de segurança energética </span><span style="font-family: 'Times New Roman', serif;">–</span><span lang="PT-BR"> um mundo de futuro sem petróleo.<br />Workshop de Boris Petrovic, Presidente do Instituto Nikola Tesla em Brasília tem com foco descobertas recentes sobre trabalho não realizado do Nikola Tesla </span><span style="font-family: 'Times New Roman', serif;">–</span><span lang="PT-BR"> sistemas de distribuição de ENERGIA GRATUITA e conceitos científicos de ENERGIA LIVRE. No seculo 21 torna se possibilidade tecnologica SISTEMA GLOBAL DE TRANSFERÊNCIA DE ENERGIA, visionado pelo Nikola Tesla.<br />O trabalho de pesquisa fundamental do Instituto Nikola Tesla e demonstrar a possibilidade de transferência de energia sem fio usando método de RESSONÂNCIA TERRESTRE.<br /><br />- INVENÇÕES E TEORIAS DE NIKOLA TESLA<br />- MÉTODOS RESSONANTES PARA A TRANSMISSÃO DE POTÊNCIA ELÉTRICA<br />- SISTEMA MUNDIAL SEM FIO DE TESLA<br />- SISTEMA GLOBAL SEM FIO DE ENERGIA SOLAR<br />- SISTEMAS DE TRANSMISSÃO DE ENERGIA SEM FIOS<br />- VEÍCULOS ELÉTRICOS<br />- VEÍCULOS ELÉTRICOS VOADORES E ELETRO-PROPULSÃO<u></u><u></u></span></span></div>
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<span style="background-color: white;"><b>INFORMAÇÕES: </b></span><a href="http://institutotesla.org/events/index.php?eid=12" style="font-size: 18.6666660308838px;" target="_blank">http://institutotesla.org/<wbr style="display: inline-block;"></wbr>events/index.php?eid=12</a></div>
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<span style="background-color: white;"><img alt="http://institutotesla.org/courses/Bio-Energia-web.jpg" border="0" height="706" src="https://mail.google.com/mail/u/0/?ui=2&ik=93429a1749&view=att&th=14d030f8fdf781ce&attid=0.1&disp=emb&zw&atsh=1" width="600" /><span style="font-size: 12pt;"><u></u><u></u></span></span></div>
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<span style="background-color: white;">Curso:<u></u><u></u></span></div>
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<span style="background-color: white;"><strong><span style="font-family: Calibri, sans-serif;">Fontes Biológicas de Energia</span></strong><u></u><u></u></span></div>
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<span style="background-color: white;">Professor:<u></u><u></u></span></div>
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<span style="background-color: white;"><strong><span style="font-family: Calibri, sans-serif;">Luiz Estêvão Salvagnini</span></strong><u></u><u></u></span></div>
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<span style="background-color: white;">Data:<u></u><u></u></span></div>
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<span style="background-color: white;">2015-05-30 09:00:00<u></u><u></u></span></div>
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<span lang="PT-BR" style="background-color: white;"><span class="il">Instituto</span> Nikola <span class="il">Tesla</span>, São Paulo<u></u><u></u></span></div>
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<span style="background-color: white;">Mapa:<u></u><u></u></span></div>
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<span style="background-color: white;"><span lang="PT-BR">Rua Santa Ifigênia, 681<br />São Paulo - SP, 01207-001, Brasil</span><a href="http://binged.it/1GcCzW6" target="_blank"><span lang="PT-BR">http://binged.it/1GcCzW6</span></a><span lang="PT-BR"><u></u><u></u></span></span></div>
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<span style="background-color: white;">300 R$<u></u><u></u></span></div>
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<span lang="PT-BR" style="background-color: white;">Bio-energia<br />Cada vez mais, as pessoas são dependentes da energia elétrica e dos combustíveis fósseis, em especial nos países subdesenvolvidos. Mas o que aconteceria se o petróleo acabasse?<br />Quais são as fontes alternativas que poderemos utilizar ao nosso alcance para produzirmos energia elétrica ou térmica?<br />Esse workshop sobre Bio-energia tratará dos seguintes tópicos:<u></u><u></u></span></div>
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<span style="background-color: white;"><span style="font-family: Symbol;">·</span><span lang="PT-BR"> Produção de energia pelos sistemas vivos (microrganismos, plantas e animais)<u></u><u></u></span></span></div>
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<span style="background-color: white;"><span style="font-family: Symbol;">·</span><span lang="PT-BR"> Como limpar o meio ambiente gerando energia<u></u><u></u></span></span></div>
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<span style="background-color: white;"><span style="font-family: Symbol;">·</span><span lang="PT-BR"> Produção de bio-digestores e bio-baterias e eficiência energética<u></u><u></u></span></span></div>
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<span style="background-color: white;"><span style="font-family: Symbol;">·</span><span lang="PT-BR"> Sistemas híbridos de produção de energia com origem biológica<u></u><u></u></span></span></div>
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<span style="background-color: white;"><span style="font-family: Symbol;">·</span><span lang="PT-BR"> Células combustíveis que utilizam enzimas de origem biológica<u></u><u></u></span></span></div>
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<span style="background-color: white;"><span style="font-family: Symbol;">·</span><span lang="PT-BR"> O corpo humano e o bio-campo.<br />O Workshop visa dar conceitos e informações sobre a construção de sistemas de aproveitamento de resíduos para obtenção de energia térmica e/ou elétrica e possíveis aplicações em comunidades carentes.<br /><br />Sobre o Palestrante<br />Luiz Estêvão Salvagnini é farmacêutico, mestre em biotecnologia pela Universidade Federal de São Carlos, especialista em Fitoterapia, trabalhou em multinacional farmacêutica na área de informações científicas em Virologia, atualmente doutorando na Universidade Estadual Paulista (UNESP) no programa de Ciências Farmacêuticas, foi professor visitante na Universidade do Colorado em Boulder onde pesquisou Bio-comunicação e lecionou sobre sistemas de Bio-energia e Bio-chips. Membro ativo da SSE (Society for Scientific Exploration) junto ao qual realiza pesquisas sobre Percepção extra-sensorial. É também membro filiado ao <span class="il">Instituto</span> Nikola <span class="il">Tesla</span> colaborando com pesquisas científicas em Bio-energia.<u></u><u></u></span></span></div>
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<span style="background-color: white;"><b>INFORMAÇÕES:</b> </span><a href="http://institutotesla.org/events/index.php?eid=14" style="font-size: 18.6666660308838px;" target="_blank">http://<span class="il">institutotesla</span>.org/<wbr style="display: inline-block;"></wbr>events/index.php?eid=14</a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-78473633971374764232015-04-27T11:48:00.002-07:002015-04-27T11:48:48.754-07:00Palestra BIOFÍSICA QUÂNTICA - BRASILIA 28/04<div dir="ltr" style="text-align: left;" trbidi="on">
Mais um trabalho a não perder, rumo a Uma Nova Visão!<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-54639292278601156112015-04-09T06:48:00.001-07:002015-04-09T06:48:03.782-07:00Consciência Cósmica com Dr. José Augisto Maciel Torres 31 03 15Mais uma entrevista a não perder, rumo a <b>Uma Nova Visão!</b><br /><br />
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<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/cV2uRuG9bVA" width="480"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-76305358103821185192015-04-08T07:40:00.000-07:002015-04-08T07:40:13.843-07:00Pos Graduação em BIOFÍSICA QUÂNTICA E RESSONANCIA APLICADA<div dir="ltr" style="text-align: left;" trbidi="on">
Estamos indo rumo a <b>Uma Nova Visão, </b>onde Pós Graduações já sendo efetivadas, graças aqueles que acreditam e trabalham em prol dessa mudança!<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-13274538386196663312015-03-20T07:27:00.003-07:002015-03-20T07:27:59.156-07:00CURSO: TECNOLOGIAS DE CONSCIÊNCIA - INSTITUTO NIKOLA TESLA<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #222222; font-family: arial, sans-serif;">Mais um trabalho a não perder, rumo a <b>Uma Nova Visão!</b></span><br />
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<span lang="PT-BR" style="font-size: 14pt;">CURSO: TECNOLOGIAS DE CONSCIÊNCIA<br /><br />COM APRESENTAÇÃO DE SISTEMA DE BIOELETROGRAFIA DIGITAL - TESLABIO<br /><br /><b><i>Data: 23 e 24 de maio de 2015</i></b><br /><br />Local: Instituto Hercílio Maes<br /><br />Endereço: Rua Alferes Poli, 1962 - Rebouças, Curitiba – PR<br /><br />Informações: Vanilda Gonçalves, <a href="mailto:vanilda.renascedora@gmail.com" style="color: #1155cc;" target="_blank">vanilda.renascedora@gmail.com</a> , <a href="mailto:contato@institutoherciliomaes.com.br" style="color: #1155cc;" target="_blank">contato@institutoherciliomaes.<wbr style="display: inline-block;"></wbr>com.br</a><br />· ELETRICIDADE E O BIOCAMPO HUMANO<br />· ANTENA HUMANA E TELEPATIA<br />· BIOELETRODINÂMICA, BIOCOMUNICAÇÃO E SISTEMAS DE LUZ HUMANA<br />· BIORESSONÂNCIA NATURAL E CAMPO UNIVERSAL DE ENERGIA<br />· ANÁLISE ELECTROFOTÓNICA DE BIOCAMPO HUMANO<br />· CONSCIÊNCIA COLETIVA E PARADIGMA DE NOOSFERA<br />· TECNOLOGIAS DE AUMENTO DE ENERGIA HUMANA<br />· TECNOLOGIAS DE BIORESSONÂNCIA NAS SISTEMAS DE HABITAÇÕES HOLÍSTICAS<br /><br />O curso apresenta tecnologias de ponta de análise e alteração do biocampo humano. O biocampo é um fraco campo eletromagnético que envolve todo organismo vivo. Através de sua análise é possível explicar a interação de objetos ou campos com o organismo, o que é especialmente útil para a compreensão da base científica da medicina energética, incluindo a acupuntura, terapias bioelectromagnéticas e homeopatia.<br />A pesquisa científica fundamental do Instituto Nikola Tesla abre o caminho da certificação internacional de vários processos de tratamento holístico que reúnem a maioria dos sensores inovadores que tratam análise de campo de energia humano. Serão apresentadas aplicações concretas das tecnologias de biorressonância na saúde, bem-estar e desenvolvimento das comunidades holísticas.<br />O curso também abordará a pesquisa de transferência de energia sem fio da Tesla, que está sendo feita em nosso laboratório, que descobre o campo de energia potencial de "localidade instantânea" que fundamenta a nossa realidade, e facilita a comunicação com a vizinhança cósmica da Terra. Além disso, os modos de ressonância naturais e a influência do campo de energia universal na consciência humana serão tratados através do paradigma de Noosfera - um processo de evolução humana cósmica transformando nossa civilização. Também serão comentadas as pesquisas científicas históricas mais importantes no campo da consciência e fluidos de energia universal.<br />Boris Petrovic<br /><br />Presidente do Instituto de Tecnologias Sustentáveis Nikola Tesla – Brasília | São Paulo<br /></span><span style="font-size: 14pt;"><a href="http://l.facebook.com/l.php?u=http%3A%2F%2Fwww.tesla.org.br%2F&h=DAQEw21bT&enc=AZOtN7ebI1p9nvt5mgKOi5zNlUU3OU77zZyGWBdEjpeYPp5l_MSdU5jVzXCqT7nTjnNS3bDMy1t1cuX_9VcL1oNJWUYV7BFw8Enq51XshU_JNQ2GYyQBmnrNxohngBJpLsvgmDnXB5gfcDSCvDNzc1Bf&s=1" style="color: #1155cc;" target="_blank"><span lang="PT-BR">http://www.tesla.org.br/</span></a></span><span lang="PT-BR" style="font-size: 14pt;"><br /></span><span style="font-size: 14pt;"><a href="http://www.facebook.com/institutomaes" style="color: #1155cc;" target="_blank"><span lang="PT-BR">http://www.facebook.com</span><span lang="PT-BR">/</span><span lang="PT-BR">instit<wbr style="display: inline-block;"></wbr>utomaes</span></a></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3839473633304877145.post-42180804574920311422015-03-04T05:25:00.000-08:002015-03-04T05:25:25.514-08:00Seminário - “ACIDENTE ALIENÍGENA EM ROSWELL”<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-family: Arial, sans-serif; font-size: 16pt;">“ACIDENTE ALIENÍGENA EM ROSWELL”</span></b></div>
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<b><span style="color: #17375e; font-family: Arial, sans-serif; font-size: 12pt;">(LANÇAMENTO)</span></b><span style="color: #17375e; font-family: Arial, sans-serif; font-size: 12pt;"></span></div>
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<b><span style="color: red; font-family: Arial, sans-serif; font-size: 16pt;"><br /></span></b></div>
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<b><span style="color: red; font-family: Arial, sans-serif; font-size: 16pt;">ATENÇÃO</span></b></div>
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<b><span style="color: #002060; font-family: Arial, sans-serif; font-size: 12pt;"><br /></span></b></div>
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<b><span style="color: #002060; font-family: Arial, sans-serif; font-size: 12pt;">VOCÊ RECEBERÁ </span></b><b><span style="color: red; font-family: Arial, sans-serif; font-size: 12pt;">GRATUITAMENTE</span></b><b><span style="color: #002060; font-family: Arial, sans-serif; font-size: 12pt;"> UM EXEMPLAR DA IMPRESSIONANTE OBRA NO MOMENTO DE SUA INSCRIÇÃO NO EVENTO DO PRÓXIMO DOMINGO.</span></b><b><span style="color: #002060; font-family: Arial, sans-serif; font-size: 12pt;"></span></b></div>
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<b><span style="color: red; font-family: Helvetica, sans-serif; font-size: 14pt;"><br /></span></b></div>
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<b><span style="color: red; font-family: Helvetica, sans-serif; font-size: 14pt;">Dia 8 de Março (domingo) das 15 às 19 horas</span></b><span style="font-family: Arial, sans-serif; font-size: 9.5pt;"></span></div>
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<b><span style="background: rgb(255, 255, 204); font-family: Helvetica, sans-serif; font-size: 14.5pt;"><br /></span></b></div>
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<b><span style="background: rgb(255, 255, 204); font-family: Helvetica, sans-serif; font-size: 14.5pt;">CASA</span></b><b><span style="color: black; font-family: Helvetica, sans-serif; font-size: 14.5pt;"> DE </span></b><b><span style="background: rgb(255, 255, 204); font-family: Helvetica, sans-serif; font-size: 14.5pt;">PADRE</span></b><b><span style="color: black; font-family: Helvetica, sans-serif; font-size: 14.5pt;"> </span></b><b><span style="background: rgb(255, 255, 204); font-family: Helvetica, sans-serif; font-size: 14.5pt;">PIO</span></b><span style="font-family: Arial, sans-serif; font-size: 9.5pt;"></span></div>
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<b><span style="color: blue; font-family: Arial, sans-serif; font-size: 14pt;">(Rua Assunção, 297 - Botafogo - <span style="background: rgb(255, 255, 204);">Rio</span> de Janeiro - RJ)</span></b><span style="font-family: Arial, sans-serif; font-size: 9.5pt;"></span></div>
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<b><span style="color: red; font-family: Helvetica, sans-serif; font-size: 16pt;"><br /></span></b></div>
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<b><span style="color: red; font-family: Helvetica, sans-serif; font-size: 16pt;">CONFERENCISTA</span></b><span style="font-family: Arial, sans-serif; font-size: 9.5pt;"></span></div>
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<b><span style="color: blue; font-family: Arial, sans-serif; font-size: 14pt;">Marco Antonio Petit</span></b><span style="font-family: Arial, sans-serif; font-size: 9.5pt;"></span></div>
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<b><span style="font-family: Arial, sans-serif;"><br /></span></b></div>
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<b><span style="font-family: Arial, sans-serif;">(co-editor da revista <span style="background: rgb(255, 255, 204);">UFO</span>, autor de oito livros, que abordam diferentes aspectos da ufologia)</span></b><span style="font-family: Arial, sans-serif; font-size: 9.5pt;"></span></div>
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<b><span style="color: red; font-family: Arial, sans-serif; font-size: 12pt;"><br /></span></b></div>
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<b><span style="color: red; font-family: Arial, sans-serif; font-size: 12pt;">“ROSWELL A HISTÓRIA QUE AINDA NÃO HAVIA SIDO CONTADA”</span></b></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt;"><br /></span></b></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">Nessa conferência especial o conferencista apresentará alguns dos mais extraordinários detalhes da maior história da Ufologia norte-americana, com destaque para alguns dos aspectos revelados agora na obra que estará sendo lançada nesse evento, de autoria de Jesse Marcel, neto do militar do Exército dos EUA, que comandou o recolhimento inicial dos destroços da nave, que caiu no Estado do Novo México. Mediante uma cortesia e como retribuição pelo apoio de todos vocês, que acompanham os nossos eventos na cidade do Rio de Janeiro, cada participante receberá como presente desse evento especial, um exemplar do polêmico livro.</span></b></div>
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<b><span style="color: red; font-family: Arial, sans-serif; font-size: 14pt;"><br /></span></b></div>
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<b><span style="color: red; font-family: Arial, sans-serif; font-size: 14pt;">PARTICIPAÇÃO ESPECIAL</span></b></div>
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<b><span style="color: #002060; font-family: Arial, sans-serif; font-size: 14pt;">Paulo Iannuzzi</span></b></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt;"><br /></span></b></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">(ufólogo, conferencista, consultor da revista UFO, especialista no Antigo Egito, Cabala, etc.)</span></b></div>
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<b><span style="color: red; font-family: Arial, sans-serif; font-size: 14pt;"><br /></span></b></div>
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<b><span style="color: red; font-family: Arial, sans-serif;"><span style="font-size: medium;">“UFOLOGIA CASUISTICA X UFOLOGIA MÍSTICA”</span><span style="font-size: 14pt;"></span></span></b></div>
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<b><span style="font-family: Arial, sans-serif;">(o que se esconde por trás dessa questão)<span style="font-size: 14pt;"></span></span></b></div>
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<b><i><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">*</span></i></b><b><i><span style="color: blue; font-family: Arial, sans-serif; font-size: 13.5pt;"> Apresentação de farta documentação visual (fotos e filmes).</span></i></b><span style="font-family: Arial, sans-serif; font-size: 9.5pt;"></span></div>
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<b><span style="color: red; font-family: Arial, sans-serif; font-size: 13.5pt;"><br /></span></b></div>
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<b><span style="color: red; font-family: Arial, sans-serif; font-size: 13.5pt;">Inscrições: </span></b><b><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">(R$ 40,00) <span style="background: rgb(255, 255, 204);">no</span> local, <span style="background: rgb(255, 255, 204);">no</span> dia do <span style="background: rgb(255, 255, 204);">evento</span> a partir das 14:30 hm.</span></b><span style="font-family: Arial, sans-serif; font-size: 9.5pt;"></span></div>
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<b><span style="color: red; font-family: Arial, sans-serif; font-size: 13.5pt;"><br /></span></b></div>
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<b><span style="color: red; font-family: Arial, sans-serif; font-size: 13.5pt;">Informações: </span></b><b><span style="font-family: Arial, sans-serif; font-size: 13.5pt;"><a href="mailto:marcoantoniopetit@gmail.com" style="color: #1155cc;" target="_blank">marcoantoniopetit<wbr style="display: inline-block;"></wbr>@gmail.com</a> </span></b></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">(21) 99584-1014</span></b></div>
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